diff --git a/MyObsidianVault/.obsidian/plugins/calc-craft/main.js b/MyObsidianVault/.obsidian/plugins/calc-craft/main.js
index eba0e81..b43614c 100644
--- a/MyObsidianVault/.obsidian/plugins/calc-craft/main.js
+++ b/MyObsidianVault/.obsidian/plugins/calc-craft/main.js
@@ -9,30 +9,30 @@ var __getOwnPropDesc = Object.getOwnPropertyDescriptor;
 var __getOwnPropNames = Object.getOwnPropertyNames;
 var __getProtoOf = Object.getPrototypeOf;
 var __hasOwnProp = Object.prototype.hasOwnProperty;
-var __commonJS = (cb, mod3) => function __require() {
-  return mod3 || (0, cb[__getOwnPropNames(cb)[0]])((mod3 = { exports: {} }).exports, mod3), mod3.exports;
+var __commonJS = (cb, mod2) => function __require() {
+  return mod2 || (0, cb[__getOwnPropNames(cb)[0]])((mod2 = { exports: {} }).exports, mod2), mod2.exports;
 };
-var __export = (target, all) => {
-  for (var name309 in all)
-    __defProp(target, name309, { get: all[name309], enumerable: true });
+var __export = (target, all2) => {
+  for (var name309 in all2)
+    __defProp(target, name309, { get: all2[name309], enumerable: true });
 };
-var __copyProps = (to2, from, except, desc) => {
+var __copyProps = (to, from, except, desc) => {
   if (from && typeof from === "object" || typeof from === "function") {
     for (let key of __getOwnPropNames(from))
-      if (!__hasOwnProp.call(to2, key) && key !== except)
-        __defProp(to2, key, { get: () => from[key], enumerable: !(desc = __getOwnPropDesc(from, key)) || desc.enumerable });
+      if (!__hasOwnProp.call(to, key) && key !== except)
+        __defProp(to, key, { get: () => from[key], enumerable: !(desc = __getOwnPropDesc(from, key)) || desc.enumerable });
   }
-  return to2;
+  return to;
 };
-var __toESM = (mod3, isNodeMode, target) => (target = mod3 != null ? __create(__getProtoOf(mod3)) : {}, __copyProps(
+var __toESM = (mod2, isNodeMode, target) => (target = mod2 != null ? __create(__getProtoOf(mod2)) : {}, __copyProps(
   // If the importer is in node compatibility mode or this is not an ESM
   // file that has been converted to a CommonJS file using a Babel-
   // compatible transform (i.e. "__esModule" has not been set), then set
   // "default" to the CommonJS "module.exports" for node compatibility.
-  isNodeMode || !mod3 || !mod3.__esModule ? __defProp(target, "default", { value: mod3, enumerable: true }) : target,
-  mod3
+  isNodeMode || !mod2 || !mod2.__esModule ? __defProp(target, "default", { value: mod2, enumerable: true }) : target,
+  mod2
 ));
-var __toCommonJS = (mod3) => __copyProps(__defProp({}, "__esModule", { value: true }), mod3);
+var __toCommonJS = (mod2) => __copyProps(__defProp({}, "__esModule", { value: true }), mod2);
 
 // node_modules/typed-function/lib/umd/typed-function.js
 var require_typed_function = __commonJS({
@@ -51,7 +51,7 @@ var require_typed_function = __commonJS({
         return void 0;
       }
       const NOT_TYPED_FUNCTION = "Argument is not a typed-function.";
-      function create() {
+      function create2() {
         function isPlainObject2(x) {
           return typeof x === "object" && x !== null && x.constructor === Object;
         }
@@ -110,7 +110,7 @@ var require_typed_function = __commonJS({
         let typeMap;
         let typeList;
         let nConversions = 0;
-        let typed3 = {
+        let typed2 = {
           createCount: 0
         };
         function findType(typeName) {
@@ -133,28 +133,28 @@ var require_typed_function = __commonJS({
           let beforeSpec = arguments.length > 1 && arguments[1] !== void 0 ? arguments[1] : "any";
           const beforeIndex = beforeSpec ? findType(beforeSpec).index : typeList.length;
           const newTypes = [];
-          for (let i2 = 0; i2 < types.length; ++i2) {
-            if (!types[i2] || typeof types[i2].name !== "string" || typeof types[i2].test !== "function") {
+          for (let i = 0; i < types.length; ++i) {
+            if (!types[i] || typeof types[i].name !== "string" || typeof types[i].test !== "function") {
               throw new TypeError("Object with properties {name: string, test: function} expected");
             }
-            const typeName = types[i2].name;
+            const typeName = types[i].name;
             if (typeMap.has(typeName)) {
               throw new TypeError('Duplicate type name "' + typeName + '"');
             }
             newTypes.push(typeName);
             typeMap.set(typeName, {
               name: typeName,
-              test: types[i2].test,
-              isAny: types[i2].isAny,
-              index: beforeIndex + i2,
+              test: types[i].test,
+              isAny: types[i].isAny,
+              index: beforeIndex + i,
               conversionsTo: []
               // Newly added type can't have any conversions to it
             });
           }
           const affectedTypes = typeList.slice(beforeIndex);
           typeList = typeList.slice(0, beforeIndex).concat(newTypes).concat(affectedTypes);
-          for (let i2 = beforeIndex + newTypes.length; i2 < typeList.length; ++i2) {
-            typeMap.get(typeList[i2]).index = i2;
+          for (let i = beforeIndex + newTypes.length; i < typeList.length; ++i) {
+            typeMap.get(typeList[i]).index = i;
           }
         }
         function clear() {
@@ -210,12 +210,12 @@ var require_typed_function = __commonJS({
           } else {
             remainingSignatures = fn._typedFunctionData.signatures;
           }
-          for (let i2 = 0; i2 < nParams; ++i2) {
-            const want = params[i2];
+          for (let i = 0; i < nParams; ++i) {
+            const want = params[i];
             const filteredSignatures = [];
             let possibility;
             for (possibility of remainingSignatures) {
-              const have = getParamAtIndex(possibility.params, i2);
+              const have = getParamAtIndex(possibility.params, i);
               if (!have || want.restParam && !have.restParam) {
                 continue;
               }
@@ -251,10 +251,10 @@ var require_typed_function = __commonJS({
           if (conversions.length === 0) {
             throw new Error("There are no conversions to " + typeName + " defined.");
           }
-          for (let i2 = 0; i2 < conversions.length; i2++) {
-            const fromType = findType(conversions[i2].from);
+          for (let i = 0; i < conversions.length; i++) {
+            const fromType = findType(conversions[i].from);
             if (fromType.test(value)) {
-              return conversions[i2].convert(value);
+              return conversions[i].convert(value);
             }
           }
           throw new Error("Cannot convert " + value + " to " + typeName);
@@ -333,10 +333,10 @@ var require_typed_function = __commonJS({
             return params;
           }
           const rawParams = signature.split(",");
-          for (let i2 = 0; i2 < rawParams.length; ++i2) {
-            const parsedParam = parseParam(rawParams[i2].trim());
-            if (parsedParam.restParam && i2 !== rawParams.length - 1) {
-              throw new SyntaxError('Unexpected rest parameter "' + rawParams[i2] + '": only allowed for the last parameter');
+          for (let i = 0; i < rawParams.length; ++i) {
+            const parsedParam = parseParam(rawParams[i].trim());
+            if (parsedParam.restParam && i !== rawParams.length - 1) {
+              throw new SyntaxError('Unexpected rest parameter "' + rawParams[i] + '": only allowed for the last parameter');
             }
             if (parsedParam.types.length === 0) {
               return null;
@@ -357,16 +357,16 @@ var require_typed_function = __commonJS({
           } else if (param.types.length === 2) {
             const test0 = findType(param.types[0].name).test;
             const test1 = findType(param.types[1].name).test;
-            return function or2(x) {
+            return function or(x) {
               return test0(x) || test1(x);
             };
           } else {
             const tests = param.types.map(function(type) {
               return findType(type.name).test;
             });
-            return function or2(x) {
-              for (let i2 = 0; i2 < tests.length; i2++) {
-                if (tests[i2](x)) {
+            return function or(x) {
+              for (let i = 0; i < tests.length; i++) {
+                if (tests[i](x)) {
                   return true;
                 }
               }
@@ -381,16 +381,16 @@ var require_typed_function = __commonJS({
             const varIndex = tests.length;
             const lastTest = compileTest(last(params));
             const testRestParam = function(args) {
-              for (let i2 = varIndex; i2 < args.length; i2++) {
-                if (!lastTest(args[i2])) {
+              for (let i = varIndex; i < args.length; i++) {
+                if (!lastTest(args[i])) {
                   return false;
                 }
               }
               return true;
             };
             return function testArgs(args) {
-              for (let i2 = 0; i2 < tests.length; i2++) {
-                if (!tests[i2](args[i2])) {
+              for (let i = 0; i < tests.length; i++) {
+                if (!tests[i](args[i])) {
                   return false;
                 }
               }
@@ -415,8 +415,8 @@ var require_typed_function = __commonJS({
             } else {
               tests = params.map(compileTest);
               return function testArgs(args) {
-                for (let i2 = 0; i2 < tests.length; i2++) {
-                  if (!tests[i2](args[i2])) {
+                for (let i = 0; i < tests.length; i++) {
+                  if (!tests[i](args[i])) {
                     return false;
                   }
                 }
@@ -425,11 +425,11 @@ var require_typed_function = __commonJS({
             }
           }
         }
-        function getParamAtIndex(params, index2) {
-          return index2 < params.length ? params[index2] : hasRestParam(params) ? last(params) : null;
+        function getParamAtIndex(params, index) {
+          return index < params.length ? params[index] : hasRestParam(params) ? last(params) : null;
         }
-        function getTypeSetAtIndex(params, index2) {
-          const param = getParamAtIndex(params, index2);
+        function getTypeSetAtIndex(params, index) {
+          const param = getParamAtIndex(params, index);
           if (!param) {
             return /* @__PURE__ */ new Set();
           }
@@ -438,10 +438,10 @@ var require_typed_function = __commonJS({
         function isExactType(type) {
           return type.conversion === null || type.conversion === void 0;
         }
-        function mergeExpectedParams(signatures, index2) {
+        function mergeExpectedParams(signatures, index) {
           const typeSet = /* @__PURE__ */ new Set();
           signatures.forEach((signature) => {
-            const paramSet = getTypeSetAtIndex(signature.params, index2);
+            const paramSet = getTypeSetAtIndex(signature.params, index);
             let name309;
             for (name309 of paramSet) {
               typeSet.add(name309);
@@ -453,25 +453,25 @@ var require_typed_function = __commonJS({
           let err, expected;
           const _name = name309 || "unnamed";
           let matchingSignatures = signatures;
-          let index2;
-          for (index2 = 0; index2 < args.length; index2++) {
+          let index;
+          for (index = 0; index < args.length; index++) {
             const nextMatchingDefs = [];
             matchingSignatures.forEach((signature) => {
-              const param = getParamAtIndex(signature.params, index2);
+              const param = getParamAtIndex(signature.params, index);
               const test = compileTest(param);
-              if ((index2 < signature.params.length || hasRestParam(signature.params)) && test(args[index2])) {
+              if ((index < signature.params.length || hasRestParam(signature.params)) && test(args[index])) {
                 nextMatchingDefs.push(signature);
               }
             });
             if (nextMatchingDefs.length === 0) {
-              expected = mergeExpectedParams(matchingSignatures, index2);
+              expected = mergeExpectedParams(matchingSignatures, index);
               if (expected.length > 0) {
-                const actualTypes = findTypeNames(args[index2]);
-                err = new TypeError("Unexpected type of argument in function " + _name + " (expected: " + expected.join(" or ") + ", actual: " + actualTypes.join(" | ") + ", index: " + index2 + ")");
+                const actualTypes = findTypeNames(args[index]);
+                err = new TypeError("Unexpected type of argument in function " + _name + " (expected: " + expected.join(" or ") + ", actual: " + actualTypes.join(" | ") + ", index: " + index + ")");
                 err.data = {
                   category: "wrongType",
                   fn: _name,
-                  index: index2,
+                  index,
                   actual: actualTypes,
                   expected
                 };
@@ -485,7 +485,7 @@ var require_typed_function = __commonJS({
             return hasRestParam(signature.params) ? Infinity : signature.params.length;
           });
           if (args.length < Math.min.apply(null, lengths)) {
-            expected = mergeExpectedParams(matchingSignatures, index2);
+            expected = mergeExpectedParams(matchingSignatures, index);
             err = new TypeError("Too few arguments in function " + _name + " (expected: " + expected.join(" or ") + ", index: " + args.length + ")");
             err.data = {
               category: "tooFewArgs",
@@ -507,8 +507,8 @@ var require_typed_function = __commonJS({
             return err;
           }
           const argTypes = [];
-          for (let i2 = 0; i2 < args.length; ++i2) {
-            argTypes.push(findTypeNames(args[i2]).join("|"));
+          for (let i = 0; i < args.length; ++i) {
+            argTypes.push(findTypeNames(args[i]).join("|"));
           }
           err = new TypeError('Arguments of type "' + argTypes.join(", ") + '" do not match any of the defined signatures of function ' + _name + ".");
           err.data = {
@@ -518,22 +518,22 @@ var require_typed_function = __commonJS({
           return err;
         }
         function getLowestTypeIndex(param) {
-          let min3 = typeList.length + 1;
-          for (let i2 = 0; i2 < param.types.length; i2++) {
-            if (isExactType(param.types[i2])) {
-              min3 = Math.min(min3, param.types[i2].typeIndex);
+          let min2 = typeList.length + 1;
+          for (let i = 0; i < param.types.length; i++) {
+            if (isExactType(param.types[i])) {
+              min2 = Math.min(min2, param.types[i].typeIndex);
             }
           }
-          return min3;
+          return min2;
         }
         function getLowestConversionIndex(param) {
-          let min3 = nConversions + 1;
-          for (let i2 = 0; i2 < param.types.length; i2++) {
-            if (!isExactType(param.types[i2])) {
-              min3 = Math.min(min3, param.types[i2].conversionIndex);
+          let min2 = nConversions + 1;
+          for (let i = 0; i < param.types.length; i++) {
+            if (!isExactType(param.types[i])) {
+              min2 = Math.min(min2, param.types[i].conversionIndex);
             }
           }
-          return min3;
+          return min2;
         }
         function compareParams(param1, param2) {
           if (param1.hasAny) {
@@ -630,8 +630,8 @@ var require_typed_function = __commonJS({
           }
           const comparisons = [];
           let tc = 0;
-          for (let i2 = 0; i2 < pars1.length; ++i2) {
-            const thisComparison = compareParams(pars1[i2], pars2[i2]);
+          for (let i = 0; i < pars1.length; ++i) {
+            const thisComparison = compareParams(pars1[i], pars2[i]);
             comparisons.push(thisComparison);
             tc += thisComparison;
           }
@@ -660,9 +660,9 @@ var require_typed_function = __commonJS({
           }
           matches = matches.concat([]);
           const knownTypes = new Set(typeNames);
-          for (let i2 = 1; i2 < types.length; ++i2) {
+          for (let i = 1; i < types.length; ++i) {
             let newMatch;
-            for (newMatch of types[i2].conversionsTo) {
+            for (newMatch of types[i].conversionsTo) {
               if (!knownTypes.has(newMatch.from)) {
                 matches.push(newMatch);
                 knownTypes.add(newMatch.from);
@@ -679,8 +679,8 @@ var require_typed_function = __commonJS({
             fnConvert = function convertArgs() {
               const args = [];
               const last2 = restParam ? arguments.length - 1 : arguments.length;
-              for (let i2 = 0; i2 < last2; i2++) {
-                args[i2] = compiledConversions[i2](arguments[i2]);
+              for (let i = 0; i < last2; i++) {
+                args[i] = compiledConversions[i](arguments[i]);
               }
               if (restParam) {
                 args[last2] = arguments[last2].map(compiledConversions[last2]);
@@ -709,47 +709,47 @@ var require_typed_function = __commonJS({
           });
           switch (conversions.length) {
             case 0:
-              return function convertArg(arg2) {
-                return arg2;
+              return function convertArg(arg) {
+                return arg;
               };
             case 1:
               test0 = tests[0];
               conversion0 = conversions[0];
-              return function convertArg(arg2) {
-                if (test0(arg2)) {
-                  return conversion0(arg2);
+              return function convertArg(arg) {
+                if (test0(arg)) {
+                  return conversion0(arg);
                 }
-                return arg2;
+                return arg;
               };
             case 2:
               test0 = tests[0];
               test1 = tests[1];
               conversion0 = conversions[0];
               conversion1 = conversions[1];
-              return function convertArg(arg2) {
-                if (test0(arg2)) {
-                  return conversion0(arg2);
+              return function convertArg(arg) {
+                if (test0(arg)) {
+                  return conversion0(arg);
                 }
-                if (test1(arg2)) {
-                  return conversion1(arg2);
+                if (test1(arg)) {
+                  return conversion1(arg);
                 }
-                return arg2;
+                return arg;
               };
             default:
-              return function convertArg(arg2) {
-                for (let i2 = 0; i2 < conversions.length; i2++) {
-                  if (tests[i2](arg2)) {
-                    return conversions[i2](arg2);
+              return function convertArg(arg) {
+                for (let i = 0; i < conversions.length; i++) {
+                  if (tests[i](arg)) {
+                    return conversions[i](arg);
                   }
                 }
-                return arg2;
+                return arg;
               };
           }
         }
         function splitParams(params) {
-          function _splitParams(params2, index2, paramsSoFar) {
-            if (index2 < params2.length) {
-              const param = params2[index2];
+          function _splitParams(params2, index, paramsSoFar) {
+            if (index < params2.length) {
+              const param = params2[index];
               let resultingParams = [];
               if (param.restParam) {
                 const exactTypes = param.types.filter(isExactType);
@@ -775,7 +775,7 @@ var require_typed_function = __commonJS({
                 });
               }
               return flatMap(resultingParams, function(nextParam) {
-                return _splitParams(params2, index2 + 1, paramsSoFar.concat([nextParam]));
+                return _splitParams(params2, index + 1, paramsSoFar.concat([nextParam]));
               });
             } else {
               return [paramsSoFar];
@@ -785,9 +785,9 @@ var require_typed_function = __commonJS({
         }
         function conflicting(params1, params2) {
           const ii = Math.max(params1.length, params2.length);
-          for (let i2 = 0; i2 < ii; i2++) {
-            const typeSet1 = getTypeSetAtIndex(params1, i2);
-            const typeSet2 = getTypeSetAtIndex(params2, i2);
+          for (let i = 0; i < ii; i++) {
+            const typeSet1 = getTypeSetAtIndex(params1, i);
+            const typeSet2 = getTypeSetAtIndex(params2, i);
             let overlap = false;
             let name309;
             for (name309 of typeSet2) {
@@ -840,21 +840,21 @@ var require_typed_function = __commonJS({
           while (leftUnresolved) {
             leftUnresolved = false;
             let nothingResolved = true;
-            for (let i2 = 0; i2 < resolvedFunctions.length; ++i2) {
-              if (isResolved[i2])
+            for (let i = 0; i < resolvedFunctions.length; ++i) {
+              if (isResolved[i])
                 continue;
-              const fn = resolvedFunctions[i2];
+              const fn = resolvedFunctions[i];
               if (isReferToSelf(fn)) {
-                resolvedFunctions[i2] = fn.referToSelf.callback(self2);
-                resolvedFunctions[i2].referToSelf = fn.referToSelf;
-                isResolved[i2] = true;
+                resolvedFunctions[i] = fn.referToSelf.callback(self2);
+                resolvedFunctions[i].referToSelf = fn.referToSelf;
+                isResolved[i] = true;
                 nothingResolved = false;
               } else if (isReferTo(fn)) {
                 const resolvedReferences = collectResolutions(fn.referTo.references, resolvedFunctions, signatureMap);
                 if (resolvedReferences) {
-                  resolvedFunctions[i2] = fn.referTo.callback.apply(this, resolvedReferences);
-                  resolvedFunctions[i2].referTo = fn.referTo;
-                  isResolved[i2] = true;
+                  resolvedFunctions[i] = fn.referTo.callback.apply(this, resolvedReferences);
+                  resolvedFunctions[i].referTo = fn.referTo;
+                  isResolved[i] = true;
                   nothingResolved = false;
                 } else {
                   leftUnresolved = true;
@@ -877,11 +877,11 @@ var require_typed_function = __commonJS({
           });
         }
         function createTypedFunction(name309, rawSignaturesMap) {
-          typed3.createCount++;
+          typed2.createCount++;
           if (Object.keys(rawSignaturesMap).length === 0) {
             throw new SyntaxError("No signatures provided");
           }
-          if (typed3.warnAgainstDeprecatedThis) {
+          if (typed2.warnAgainstDeprecatedThis) {
             validateDeprecatedThis(rawSignaturesMap);
           }
           const parsedParams = [];
@@ -942,8 +942,8 @@ var require_typed_function = __commonJS({
           const ok4 = signatures[4] && signatures[4].params.length <= 2 && !hasRestParam(signatures[4].params);
           const ok5 = signatures[5] && signatures[5].params.length <= 2 && !hasRestParam(signatures[5].params);
           const allOk = ok0 && ok1 && ok2 && ok3 && ok4 && ok5;
-          for (let i2 = 0; i2 < signatures.length; ++i2) {
-            signatures[i2].test = compileTests(signatures[i2].params);
+          for (let i = 0; i < signatures.length; ++i) {
+            signatures[i].test = compileTests(signatures[i].params);
           }
           const test00 = ok0 ? compileTest(signatures[0].params[0]) : notOk;
           const test10 = ok1 ? compileTest(signatures[1].params[0]) : notOk;
@@ -957,8 +957,8 @@ var require_typed_function = __commonJS({
           const test31 = ok3 ? compileTest(signatures[3].params[1]) : notOk;
           const test41 = ok4 ? compileTest(signatures[4].params[1]) : notOk;
           const test51 = ok5 ? compileTest(signatures[5].params[1]) : notOk;
-          for (let i2 = 0; i2 < signatures.length; ++i2) {
-            signatures[i2].implementation = compileArgsPreprocessing(signatures[i2].params, signatures[i2].fn);
+          for (let i = 0; i < signatures.length; ++i) {
+            signatures[i].implementation = compileArgsPreprocessing(signatures[i].params, signatures[i].fn);
           }
           const fn0 = ok0 ? signatures[0].implementation : undef;
           const fn1 = ok1 ? signatures[1].implementation : undef;
@@ -977,12 +977,12 @@ var require_typed_function = __commonJS({
           const tests = signatures.map((s2) => s2.test);
           const fns = signatures.map((s2) => s2.implementation);
           const generic = function generic2() {
-            for (let i2 = iStart; i2 < iEnd; i2++) {
-              if (tests[i2](arguments)) {
-                return fns[i2].apply(this, arguments);
+            for (let i = iStart; i < iEnd; i++) {
+              if (tests[i](arguments)) {
+                return fns[i].apply(this, arguments);
               }
             }
-            return typed3.onMismatch(name309, arguments, signatures);
+            return typed2.onMismatch(name309, arguments, signatures);
           };
           function theTypedFn(arg0, arg1) {
             if (arguments.length === len0 && test00(arg0) && test01(arg1)) {
@@ -1031,9 +1031,9 @@ var require_typed_function = __commonJS({
           return Array.prototype.slice.call(arr, start, end);
         }
         function findInArray(arr, test) {
-          for (let i2 = 0; i2 < arr.length; i2++) {
-            if (test(arr[i2])) {
-              return arr[i2];
+          for (let i = 0; i < arr.length; i++) {
+            if (test(arr[i])) {
+              return arr[i];
             }
           }
           return void 0;
@@ -1115,14 +1115,14 @@ var require_typed_function = __commonJS({
             }
           }
         }
-        const saveTyped = typed3;
-        typed3 = function(maybeName) {
+        const saveTyped = typed2;
+        typed2 = function(maybeName) {
           const named = typeof maybeName === "string";
           const start = named ? 1 : 0;
           let name309 = named ? maybeName : "";
           const allSignatures = {};
-          for (let i2 = start; i2 < arguments.length; ++i2) {
-            const item = arguments[i2];
+          for (let i = start; i < arguments.length; ++i) {
+            const item = arguments[i];
             let theseSignatures = {};
             let thisName;
             if (typeof item === "function") {
@@ -1139,9 +1139,9 @@ var require_typed_function = __commonJS({
               }
             }
             if (Object.keys(theseSignatures).length === 0) {
-              const err = new TypeError("Argument to 'typed' at index " + i2 + " is not a (typed) function, nor an object with signatures as keys and functions as values.");
+              const err = new TypeError("Argument to 'typed' at index " + i + " is not a (typed) function, nor an object with signatures as keys and functions as values.");
               err.data = {
-                index: i2,
+                index: i,
                 argument: item
               };
               throw err;
@@ -1153,28 +1153,28 @@ var require_typed_function = __commonJS({
           }
           return createTypedFunction(name309 || "", allSignatures);
         };
-        typed3.create = create;
-        typed3.createCount = saveTyped.createCount;
-        typed3.onMismatch = _onMismatch;
-        typed3.throwMismatchError = _onMismatch;
-        typed3.createError = createError;
-        typed3.clear = clear;
-        typed3.clearConversions = clearConversions;
-        typed3.addTypes = addTypes;
-        typed3._findType = findType;
-        typed3.referTo = referTo;
-        typed3.referToSelf = referToSelf;
-        typed3.convert = convert;
-        typed3.findSignature = findSignature;
-        typed3.find = find;
-        typed3.isTypedFunction = isTypedFunction;
-        typed3.warnAgainstDeprecatedThis = true;
-        typed3.addType = function(type, beforeObjectTest) {
+        typed2.create = create2;
+        typed2.createCount = saveTyped.createCount;
+        typed2.onMismatch = _onMismatch;
+        typed2.throwMismatchError = _onMismatch;
+        typed2.createError = createError;
+        typed2.clear = clear;
+        typed2.clearConversions = clearConversions;
+        typed2.addTypes = addTypes;
+        typed2._findType = findType;
+        typed2.referTo = referTo;
+        typed2.referToSelf = referToSelf;
+        typed2.convert = convert;
+        typed2.findSignature = findSignature;
+        typed2.find = find;
+        typed2.isTypedFunction = isTypedFunction;
+        typed2.warnAgainstDeprecatedThis = true;
+        typed2.addType = function(type, beforeObjectTest) {
           let before = "any";
           if (beforeObjectTest !== false && typeMap.has("Object")) {
             before = "Object";
           }
-          typed3.addTypes([type], before);
+          typed2.addTypes([type], before);
         };
         function _validateConversion(conversion) {
           if (!conversion || typeof conversion.from !== "string" || typeof conversion.to !== "string" || typeof conversion.convert !== "function") {
@@ -1184,53 +1184,53 @@ var require_typed_function = __commonJS({
             throw new SyntaxError('Illegal to define conversion from "' + conversion.from + '" to itself.');
           }
         }
-        typed3.addConversion = function(conversion) {
+        typed2.addConversion = function(conversion) {
           _validateConversion(conversion);
-          const to2 = findType(conversion.to);
-          if (to2.conversionsTo.every(function(other) {
+          const to = findType(conversion.to);
+          if (to.conversionsTo.every(function(other) {
             return other.from !== conversion.from;
           })) {
-            to2.conversionsTo.push({
+            to.conversionsTo.push({
               from: conversion.from,
               convert: conversion.convert,
               index: nConversions++
             });
           } else {
-            throw new Error('There is already a conversion from "' + conversion.from + '" to "' + to2.name + '"');
+            throw new Error('There is already a conversion from "' + conversion.from + '" to "' + to.name + '"');
           }
         };
-        typed3.addConversions = function(conversions) {
-          conversions.forEach(typed3.addConversion);
+        typed2.addConversions = function(conversions) {
+          conversions.forEach(typed2.addConversion);
         };
-        typed3.removeConversion = function(conversion) {
+        typed2.removeConversion = function(conversion) {
           _validateConversion(conversion);
-          const to2 = findType(conversion.to);
-          const existingConversion = findInArray(to2.conversionsTo, (c) => c.from === conversion.from);
+          const to = findType(conversion.to);
+          const existingConversion = findInArray(to.conversionsTo, (c) => c.from === conversion.from);
           if (!existingConversion) {
             throw new Error("Attempt to remove nonexistent conversion from " + conversion.from + " to " + conversion.to);
           }
           if (existingConversion.convert !== conversion.convert) {
             throw new Error("Conversion to remove does not match existing conversion");
           }
-          const index2 = to2.conversionsTo.indexOf(existingConversion);
-          to2.conversionsTo.splice(index2, 1);
+          const index = to.conversionsTo.indexOf(existingConversion);
+          to.conversionsTo.splice(index, 1);
         };
-        typed3.resolve = function(tf, argList) {
+        typed2.resolve = function(tf, argList) {
           if (!isTypedFunction(tf)) {
             throw new TypeError(NOT_TYPED_FUNCTION);
           }
           const sigs = tf._typedFunctionData.signatures;
-          for (let i2 = 0; i2 < sigs.length; ++i2) {
-            if (sigs[i2].test(argList)) {
-              return sigs[i2];
+          for (let i = 0; i < sigs.length; ++i) {
+            if (sigs[i].test(argList)) {
+              return sigs[i];
             }
           }
           return null;
         };
-        return typed3;
+        return typed2;
       }
-      var typedFunction2 = create();
-      return typedFunction2;
+      var typedFunction3 = create2();
+      return typedFunction3;
     });
   }
 });
@@ -1240,10 +1240,10 @@ var require_complex = __commonJS({
   "node_modules/complex.js/complex.js"(exports, module2) {
     (function(root) {
       "use strict";
-      var cosh4 = Math.cosh || function(x) {
+      var cosh3 = Math.cosh || function(x) {
         return Math.abs(x) < 1e-9 ? 1 - x : (Math.exp(x) + Math.exp(-x)) * 0.5;
       };
-      var sinh4 = Math.sinh || function(x) {
+      var sinh3 = Math.sinh || function(x) {
         return Math.abs(x) < 1e-9 ? x : (Math.exp(x) - Math.exp(-x)) * 0.5;
       };
       var cosm1 = function(x) {
@@ -1254,7 +1254,7 @@ var require_complex = __commonJS({
         var xx = x * x;
         return xx * (xx * (xx * (xx * (xx * (xx * (xx * (xx / 20922789888e3 - 1 / 87178291200) + 1 / 479001600) - 1 / 3628800) + 1 / 40320) - 1 / 720) + 1 / 24) - 1 / 2);
       };
-      var hypot3 = function(x, y) {
+      var hypot2 = function(x, y) {
         var a = Math.abs(x);
         var b = Math.abs(y);
         if (a < 3e3 && b < 3e3) {
@@ -1287,7 +1287,7 @@ var require_complex = __commonJS({
         b = b / 2;
         return 0.5 * Math.log(a * a + b * b) + Math.LN2;
       }
-      var parse2 = function(a, b) {
+      var parse = function(a, b) {
         var z = { "re": 0, "im": 0 };
         if (a === void 0 || a === null) {
           z["re"] = z["im"] = 0;
@@ -1302,13 +1302,13 @@ var require_complex = __commonJS({
                 z["im"] = a["im"];
               } else if ("abs" in a && "arg" in a) {
                 if (!Number.isFinite(a["abs"]) && Number.isFinite(a["arg"])) {
-                  return Complex3["INFINITY"];
+                  return Complex2["INFINITY"];
                 }
                 z["re"] = a["abs"] * Math.cos(a["arg"]);
                 z["im"] = a["abs"] * Math.sin(a["arg"]);
               } else if ("r" in a && "phi" in a) {
                 if (!Number.isFinite(a["r"]) && Number.isFinite(a["phi"])) {
-                  return Complex3["INFINITY"];
+                  return Complex2["INFINITY"];
                 }
                 z["re"] = a["r"] * Math.cos(a["phi"]);
                 z["im"] = a["r"] * Math.sin(a["phi"]);
@@ -1328,8 +1328,8 @@ var require_complex = __commonJS({
               if (tokens === null) {
                 parser_exit();
               }
-              for (var i2 = 0; i2 < tokens.length; i2++) {
-                var c = tokens[i2];
+              for (var i = 0; i < tokens.length; i++) {
+                var c = tokens[i];
                 if (c === " " || c === "	" || c === "\n") {
                 } else if (c === "+") {
                   plus++;
@@ -1339,9 +1339,9 @@ var require_complex = __commonJS({
                   if (plus + minus === 0) {
                     parser_exit();
                   }
-                  if (tokens[i2 + 1] !== " " && !isNaN(tokens[i2 + 1])) {
-                    z["im"] += parseFloat((minus % 2 ? "-" : "") + tokens[i2 + 1]);
-                    i2++;
+                  if (tokens[i + 1] !== " " && !isNaN(tokens[i + 1])) {
+                    z["im"] += parseFloat((minus % 2 ? "-" : "") + tokens[i + 1]);
+                    i++;
                   } else {
                     z["im"] += parseFloat((minus % 2 ? "-" : "") + "1");
                   }
@@ -1350,9 +1350,9 @@ var require_complex = __commonJS({
                   if (plus + minus === 0 || isNaN(c)) {
                     parser_exit();
                   }
-                  if (tokens[i2 + 1] === "i" || tokens[i2 + 1] === "I") {
+                  if (tokens[i + 1] === "i" || tokens[i + 1] === "I") {
                     z["im"] += parseFloat((minus % 2 ? "-" : "") + c);
-                    i2++;
+                    i++;
                   } else {
                     z["re"] += parseFloat((minus % 2 ? "-" : "") + c);
                   }
@@ -1374,15 +1374,15 @@ var require_complex = __commonJS({
         }
         return z;
       };
-      function Complex3(a, b) {
-        if (!(this instanceof Complex3)) {
-          return new Complex3(a, b);
+      function Complex2(a, b) {
+        if (!(this instanceof Complex2)) {
+          return new Complex2(a, b);
         }
-        var z = parse2(a, b);
+        var z = parse(a, b);
         this["re"] = z["re"];
         this["im"] = z["im"];
       }
-      Complex3.prototype = {
+      Complex2.prototype = {
         "re": 0,
         "im": 0,
         /**
@@ -1391,10 +1391,10 @@ var require_complex = __commonJS({
          * @returns {Complex}
          */
         "sign": function() {
-          var abs3 = this["abs"]();
-          return new Complex3(
-            this["re"] / abs3,
-            this["im"] / abs3
+          var abs2 = this["abs"]();
+          return new Complex2(
+            this["re"] / abs2,
+            this["im"] / abs2
           );
         },
         /**
@@ -1403,14 +1403,14 @@ var require_complex = __commonJS({
          * @returns {Complex}
          */
         "add": function(a, b) {
-          var z = new Complex3(a, b);
+          var z = new Complex2(a, b);
           if (this["isInfinite"]() && z["isInfinite"]()) {
-            return Complex3["NAN"];
+            return Complex2["NAN"];
           }
           if (this["isInfinite"]() || z["isInfinite"]()) {
-            return Complex3["INFINITY"];
+            return Complex2["INFINITY"];
           }
-          return new Complex3(
+          return new Complex2(
             this["re"] + z["re"],
             this["im"] + z["im"]
           );
@@ -1421,14 +1421,14 @@ var require_complex = __commonJS({
          * @returns {Complex}
          */
         "sub": function(a, b) {
-          var z = new Complex3(a, b);
+          var z = new Complex2(a, b);
           if (this["isInfinite"]() && z["isInfinite"]()) {
-            return Complex3["NAN"];
+            return Complex2["NAN"];
           }
           if (this["isInfinite"]() || z["isInfinite"]()) {
-            return Complex3["INFINITY"];
+            return Complex2["INFINITY"];
           }
-          return new Complex3(
+          return new Complex2(
             this["re"] - z["re"],
             this["im"] - z["im"]
           );
@@ -1439,17 +1439,17 @@ var require_complex = __commonJS({
          * @returns {Complex}
          */
         "mul": function(a, b) {
-          var z = new Complex3(a, b);
+          var z = new Complex2(a, b);
           if (this["isInfinite"]() && z["isZero"]() || this["isZero"]() && z["isInfinite"]()) {
-            return Complex3["NAN"];
+            return Complex2["NAN"];
           }
           if (this["isInfinite"]() || z["isInfinite"]()) {
-            return Complex3["INFINITY"];
+            return Complex2["INFINITY"];
           }
           if (z["im"] === 0 && this["im"] === 0) {
-            return new Complex3(this["re"] * z["re"], 0);
+            return new Complex2(this["re"] * z["re"], 0);
           }
-          return new Complex3(
+          return new Complex2(
             this["re"] * z["re"] - this["im"] * z["im"],
             this["re"] * z["im"] + this["im"] * z["re"]
           );
@@ -1460,15 +1460,15 @@ var require_complex = __commonJS({
          * @returns {Complex}
          */
         "div": function(a, b) {
-          var z = new Complex3(a, b);
+          var z = new Complex2(a, b);
           if (this["isZero"]() && z["isZero"]() || this["isInfinite"]() && z["isInfinite"]()) {
-            return Complex3["NAN"];
+            return Complex2["NAN"];
           }
           if (this["isInfinite"]() || z["isZero"]()) {
-            return Complex3["INFINITY"];
+            return Complex2["INFINITY"];
           }
           if (this["isZero"]() || z["isInfinite"]()) {
-            return Complex3["ZERO"];
+            return Complex2["ZERO"];
           }
           a = this["re"];
           b = this["im"];
@@ -1476,19 +1476,19 @@ var require_complex = __commonJS({
           var d = z["im"];
           var t, x;
           if (0 === d) {
-            return new Complex3(a / c, b / c);
+            return new Complex2(a / c, b / c);
           }
           if (Math.abs(c) < Math.abs(d)) {
             x = c / d;
             t = c * x + d;
-            return new Complex3(
+            return new Complex2(
               (a * x + b) / t,
               (b * x - a) / t
             );
           } else {
             x = d / c;
             t = d * x + c;
-            return new Complex3(
+            return new Complex2(
               (a + b * x) / t,
               (b - a * x) / t
             );
@@ -1500,36 +1500,36 @@ var require_complex = __commonJS({
          * @returns {Complex}
          */
         "pow": function(a, b) {
-          var z = new Complex3(a, b);
+          var z = new Complex2(a, b);
           a = this["re"];
           b = this["im"];
           if (z["isZero"]()) {
-            return Complex3["ONE"];
+            return Complex2["ONE"];
           }
           if (z["im"] === 0) {
             if (b === 0 && a > 0) {
-              return new Complex3(Math.pow(a, z["re"]), 0);
+              return new Complex2(Math.pow(a, z["re"]), 0);
             } else if (a === 0) {
               switch ((z["re"] % 4 + 4) % 4) {
                 case 0:
-                  return new Complex3(Math.pow(b, z["re"]), 0);
+                  return new Complex2(Math.pow(b, z["re"]), 0);
                 case 1:
-                  return new Complex3(0, Math.pow(b, z["re"]));
+                  return new Complex2(0, Math.pow(b, z["re"]));
                 case 2:
-                  return new Complex3(-Math.pow(b, z["re"]), 0);
+                  return new Complex2(-Math.pow(b, z["re"]), 0);
                 case 3:
-                  return new Complex3(0, -Math.pow(b, z["re"]));
+                  return new Complex2(0, -Math.pow(b, z["re"]));
               }
             }
           }
           if (a === 0 && b === 0 && z["re"] > 0 && z["im"] >= 0) {
-            return Complex3["ZERO"];
+            return Complex2["ZERO"];
           }
-          var arg2 = Math.atan2(b, a);
+          var arg = Math.atan2(b, a);
           var loh = logHypot(a, b);
-          a = Math.exp(z["re"] * loh - z["im"] * arg2);
-          b = z["im"] * loh + z["re"] * arg2;
-          return new Complex3(
+          a = Math.exp(z["re"] * loh - z["im"] * arg);
+          b = z["im"] * loh + z["re"] * arg;
+          return new Complex2(
             a * Math.cos(b),
             a * Math.sin(b)
           );
@@ -1543,21 +1543,21 @@ var require_complex = __commonJS({
           var a = this["re"];
           var b = this["im"];
           var r = this["abs"]();
-          var re2, im2;
+          var re, im;
           if (a >= 0) {
             if (b === 0) {
-              return new Complex3(Math.sqrt(a), 0);
+              return new Complex2(Math.sqrt(a), 0);
             }
-            re2 = 0.5 * Math.sqrt(2 * (r + a));
+            re = 0.5 * Math.sqrt(2 * (r + a));
           } else {
-            re2 = Math.abs(b) / Math.sqrt(2 * (r - a));
+            re = Math.abs(b) / Math.sqrt(2 * (r - a));
           }
           if (a <= 0) {
-            im2 = 0.5 * Math.sqrt(2 * (r - a));
+            im = 0.5 * Math.sqrt(2 * (r - a));
           } else {
-            im2 = Math.abs(b) / Math.sqrt(2 * (r + a));
+            im = Math.abs(b) / Math.sqrt(2 * (r + a));
           }
-          return new Complex3(re2, b < 0 ? -im2 : im2);
+          return new Complex2(re, b < 0 ? -im : im);
         },
         /**
          * Calculate the complex exponent
@@ -1568,7 +1568,7 @@ var require_complex = __commonJS({
           var tmp = Math.exp(this["re"]);
           if (this["im"] === 0) {
           }
-          return new Complex3(
+          return new Complex2(
             tmp * Math.cos(this["im"]),
             tmp * Math.sin(this["im"])
           );
@@ -1584,7 +1584,7 @@ var require_complex = __commonJS({
         "expm1": function() {
           var a = this["re"];
           var b = this["im"];
-          return new Complex3(
+          return new Complex2(
             Math.expm1(a) * Math.cos(b) + cosm1(b),
             Math.exp(a) * Math.sin(b)
           );
@@ -1599,7 +1599,7 @@ var require_complex = __commonJS({
           var b = this["im"];
           if (b === 0 && a > 0) {
           }
-          return new Complex3(
+          return new Complex2(
             logHypot(a, b),
             Math.atan2(b, a)
           );
@@ -1610,7 +1610,7 @@ var require_complex = __commonJS({
          * @returns {number}
          */
         "abs": function() {
-          return hypot3(this["re"], this["im"]);
+          return hypot2(this["re"], this["im"]);
         },
         /**
          * Calculate the angle of the complex number
@@ -1628,9 +1628,9 @@ var require_complex = __commonJS({
         "sin": function() {
           var a = this["re"];
           var b = this["im"];
-          return new Complex3(
-            Math.sin(a) * cosh4(b),
-            Math.cos(a) * sinh4(b)
+          return new Complex2(
+            Math.sin(a) * cosh3(b),
+            Math.cos(a) * sinh3(b)
           );
         },
         /**
@@ -1641,9 +1641,9 @@ var require_complex = __commonJS({
         "cos": function() {
           var a = this["re"];
           var b = this["im"];
-          return new Complex3(
-            Math.cos(a) * cosh4(b),
-            -Math.sin(a) * sinh4(b)
+          return new Complex2(
+            Math.cos(a) * cosh3(b),
+            -Math.sin(a) * sinh3(b)
           );
         },
         /**
@@ -1654,10 +1654,10 @@ var require_complex = __commonJS({
         "tan": function() {
           var a = 2 * this["re"];
           var b = 2 * this["im"];
-          var d = Math.cos(a) + cosh4(b);
-          return new Complex3(
+          var d = Math.cos(a) + cosh3(b);
+          return new Complex2(
             Math.sin(a) / d,
-            sinh4(b) / d
+            sinh3(b) / d
           );
         },
         /**
@@ -1668,10 +1668,10 @@ var require_complex = __commonJS({
         "cot": function() {
           var a = 2 * this["re"];
           var b = 2 * this["im"];
-          var d = Math.cos(a) - cosh4(b);
-          return new Complex3(
+          var d = Math.cos(a) - cosh3(b);
+          return new Complex2(
             -Math.sin(a) / d,
-            sinh4(b) / d
+            sinh3(b) / d
           );
         },
         /**
@@ -1682,10 +1682,10 @@ var require_complex = __commonJS({
         "sec": function() {
           var a = this["re"];
           var b = this["im"];
-          var d = 0.5 * cosh4(2 * b) + 0.5 * Math.cos(2 * a);
-          return new Complex3(
-            Math.cos(a) * cosh4(b) / d,
-            Math.sin(a) * sinh4(b) / d
+          var d = 0.5 * cosh3(2 * b) + 0.5 * Math.cos(2 * a);
+          return new Complex2(
+            Math.cos(a) * cosh3(b) / d,
+            Math.sin(a) * sinh3(b) / d
           );
         },
         /**
@@ -1696,10 +1696,10 @@ var require_complex = __commonJS({
         "csc": function() {
           var a = this["re"];
           var b = this["im"];
-          var d = 0.5 * cosh4(2 * b) - 0.5 * Math.cos(2 * a);
-          return new Complex3(
-            Math.sin(a) * cosh4(b) / d,
-            -Math.cos(a) * sinh4(b) / d
+          var d = 0.5 * cosh3(2 * b) - 0.5 * Math.cos(2 * a);
+          return new Complex2(
+            Math.sin(a) * cosh3(b) / d,
+            -Math.cos(a) * sinh3(b) / d
           );
         },
         /**
@@ -1710,15 +1710,15 @@ var require_complex = __commonJS({
         "asin": function() {
           var a = this["re"];
           var b = this["im"];
-          var t1 = new Complex3(
+          var t1 = new Complex2(
             b * b - a * a + 1,
             -2 * a * b
           )["sqrt"]();
-          var t2 = new Complex3(
+          var t2 = new Complex2(
             t1["re"] - b,
             t1["im"] + a
           )["log"]();
-          return new Complex3(t2["im"], -t2["re"]);
+          return new Complex2(t2["im"], -t2["re"]);
         },
         /**
          * Calculate the complex arcus cosinus
@@ -1728,15 +1728,15 @@ var require_complex = __commonJS({
         "acos": function() {
           var a = this["re"];
           var b = this["im"];
-          var t1 = new Complex3(
+          var t1 = new Complex2(
             b * b - a * a + 1,
             -2 * a * b
           )["sqrt"]();
-          var t2 = new Complex3(
+          var t2 = new Complex2(
             t1["re"] - b,
             t1["im"] + a
           )["log"]();
-          return new Complex3(Math.PI / 2 - t2["im"], t2["re"]);
+          return new Complex2(Math.PI / 2 - t2["im"], t2["re"]);
         },
         /**
          * Calculate the complex arcus tangent
@@ -1748,18 +1748,18 @@ var require_complex = __commonJS({
           var b = this["im"];
           if (a === 0) {
             if (b === 1) {
-              return new Complex3(0, Infinity);
+              return new Complex2(0, Infinity);
             }
             if (b === -1) {
-              return new Complex3(0, -Infinity);
+              return new Complex2(0, -Infinity);
             }
           }
           var d = a * a + (1 - b) * (1 - b);
-          var t1 = new Complex3(
+          var t1 = new Complex2(
             (1 - b * b - a * a) / d,
             -2 * a / d
           ).log();
-          return new Complex3(-0.5 * t1["im"], 0.5 * t1["re"]);
+          return new Complex2(-0.5 * t1["im"], 0.5 * t1["re"]);
         },
         /**
          * Calculate the complex arcus cotangent
@@ -1770,13 +1770,13 @@ var require_complex = __commonJS({
           var a = this["re"];
           var b = this["im"];
           if (b === 0) {
-            return new Complex3(Math.atan2(1, a), 0);
+            return new Complex2(Math.atan2(1, a), 0);
           }
           var d = a * a + b * b;
-          return d !== 0 ? new Complex3(
+          return d !== 0 ? new Complex2(
             a / d,
             -b / d
-          ).atan() : new Complex3(
+          ).atan() : new Complex2(
             a !== 0 ? a / 0 : 0,
             b !== 0 ? -b / 0 : 0
           ).atan();
@@ -1790,13 +1790,13 @@ var require_complex = __commonJS({
           var a = this["re"];
           var b = this["im"];
           if (a === 0 && b === 0) {
-            return new Complex3(0, Infinity);
+            return new Complex2(0, Infinity);
           }
           var d = a * a + b * b;
-          return d !== 0 ? new Complex3(
+          return d !== 0 ? new Complex2(
             a / d,
             -b / d
-          ).acos() : new Complex3(
+          ).acos() : new Complex2(
             a !== 0 ? a / 0 : 0,
             b !== 0 ? -b / 0 : 0
           ).acos();
@@ -1810,13 +1810,13 @@ var require_complex = __commonJS({
           var a = this["re"];
           var b = this["im"];
           if (a === 0 && b === 0) {
-            return new Complex3(Math.PI / 2, Infinity);
+            return new Complex2(Math.PI / 2, Infinity);
           }
           var d = a * a + b * b;
-          return d !== 0 ? new Complex3(
+          return d !== 0 ? new Complex2(
             a / d,
             -b / d
-          ).asin() : new Complex3(
+          ).asin() : new Complex2(
             a !== 0 ? a / 0 : 0,
             b !== 0 ? -b / 0 : 0
           ).asin();
@@ -1829,9 +1829,9 @@ var require_complex = __commonJS({
         "sinh": function() {
           var a = this["re"];
           var b = this["im"];
-          return new Complex3(
-            sinh4(a) * Math.cos(b),
-            cosh4(a) * Math.sin(b)
+          return new Complex2(
+            sinh3(a) * Math.cos(b),
+            cosh3(a) * Math.sin(b)
           );
         },
         /**
@@ -1842,9 +1842,9 @@ var require_complex = __commonJS({
         "cosh": function() {
           var a = this["re"];
           var b = this["im"];
-          return new Complex3(
-            cosh4(a) * Math.cos(b),
-            sinh4(a) * Math.sin(b)
+          return new Complex2(
+            cosh3(a) * Math.cos(b),
+            sinh3(a) * Math.sin(b)
           );
         },
         /**
@@ -1855,9 +1855,9 @@ var require_complex = __commonJS({
         "tanh": function() {
           var a = 2 * this["re"];
           var b = 2 * this["im"];
-          var d = cosh4(a) + Math.cos(b);
-          return new Complex3(
-            sinh4(a) / d,
+          var d = cosh3(a) + Math.cos(b);
+          return new Complex2(
+            sinh3(a) / d,
             Math.sin(b) / d
           );
         },
@@ -1869,9 +1869,9 @@ var require_complex = __commonJS({
         "coth": function() {
           var a = 2 * this["re"];
           var b = 2 * this["im"];
-          var d = cosh4(a) - Math.cos(b);
-          return new Complex3(
-            sinh4(a) / d,
+          var d = cosh3(a) - Math.cos(b);
+          return new Complex2(
+            sinh3(a) / d,
             -Math.sin(b) / d
           );
         },
@@ -1883,10 +1883,10 @@ var require_complex = __commonJS({
         "csch": function() {
           var a = this["re"];
           var b = this["im"];
-          var d = Math.cos(2 * b) - cosh4(2 * a);
-          return new Complex3(
-            -2 * sinh4(a) * Math.cos(b) / d,
-            2 * cosh4(a) * Math.sin(b) / d
+          var d = Math.cos(2 * b) - cosh3(2 * a);
+          return new Complex2(
+            -2 * sinh3(a) * Math.cos(b) / d,
+            2 * cosh3(a) * Math.sin(b) / d
           );
         },
         /**
@@ -1897,10 +1897,10 @@ var require_complex = __commonJS({
         "sech": function() {
           var a = this["re"];
           var b = this["im"];
-          var d = Math.cos(2 * b) + cosh4(2 * a);
-          return new Complex3(
-            2 * cosh4(a) * Math.cos(b) / d,
-            -2 * sinh4(a) * Math.sin(b) / d
+          var d = Math.cos(2 * b) + cosh3(2 * a);
+          return new Complex2(
+            2 * cosh3(a) * Math.cos(b) / d,
+            -2 * sinh3(a) * Math.sin(b) / d
           );
         },
         /**
@@ -1950,10 +1950,10 @@ var require_complex = __commonJS({
           var oneMinus = 1 - a;
           var onePlus = 1 + a;
           var d = oneMinus * oneMinus + b * b;
-          var x = d !== 0 ? new Complex3(
+          var x = d !== 0 ? new Complex2(
             (onePlus * oneMinus - b * b) / d,
             (b * oneMinus + onePlus * b) / d
-          ) : new Complex3(
+          ) : new Complex2(
             a !== -1 ? a / 0 : 0,
             b !== 0 ? b / 0 : 0
           );
@@ -1974,13 +1974,13 @@ var require_complex = __commonJS({
           var a = this["re"];
           var b = this["im"];
           if (a === 0 && b === 0) {
-            return new Complex3(0, Math.PI / 2);
+            return new Complex2(0, Math.PI / 2);
           }
           var d = a * a + b * b;
-          return d !== 0 ? new Complex3(
+          return d !== 0 ? new Complex2(
             a / d,
             -b / d
-          ).atanh() : new Complex3(
+          ).atanh() : new Complex2(
             a !== 0 ? a / 0 : 0,
             b !== 0 ? -b / 0 : 0
           ).atanh();
@@ -1994,16 +1994,16 @@ var require_complex = __commonJS({
           var a = this["re"];
           var b = this["im"];
           if (b === 0) {
-            return new Complex3(
+            return new Complex2(
               a !== 0 ? Math.log(a + Math.sqrt(a * a + 1)) : Infinity,
               0
             );
           }
           var d = a * a + b * b;
-          return d !== 0 ? new Complex3(
+          return d !== 0 ? new Complex2(
             a / d,
             -b / d
-          ).asinh() : new Complex3(
+          ).asinh() : new Complex2(
             a !== 0 ? a / 0 : 0,
             b !== 0 ? -b / 0 : 0
           ).asinh();
@@ -2017,13 +2017,13 @@ var require_complex = __commonJS({
           var a = this["re"];
           var b = this["im"];
           if (this["isZero"]()) {
-            return Complex3["INFINITY"];
+            return Complex2["INFINITY"];
           }
           var d = a * a + b * b;
-          return d !== 0 ? new Complex3(
+          return d !== 0 ? new Complex2(
             a / d,
             -b / d
-          ).acosh() : new Complex3(
+          ).acosh() : new Complex2(
             a !== 0 ? a / 0 : 0,
             b !== 0 ? -b / 0 : 0
           ).acosh();
@@ -2035,15 +2035,15 @@ var require_complex = __commonJS({
          */
         "inverse": function() {
           if (this["isZero"]()) {
-            return Complex3["INFINITY"];
+            return Complex2["INFINITY"];
           }
           if (this["isInfinite"]()) {
-            return Complex3["ZERO"];
+            return Complex2["ZERO"];
           }
           var a = this["re"];
           var b = this["im"];
           var d = a * a + b * b;
-          return new Complex3(a / d, -b / d);
+          return new Complex2(a / d, -b / d);
         },
         /**
          * Returns the complex conjugate
@@ -2051,7 +2051,7 @@ var require_complex = __commonJS({
          * @returns {Complex}
          */
         "conjugate": function() {
-          return new Complex3(this["re"], -this["im"]);
+          return new Complex2(this["re"], -this["im"]);
         },
         /**
          * Gets the negated complex number
@@ -2059,7 +2059,7 @@ var require_complex = __commonJS({
          * @returns {Complex}
          */
         "neg": function() {
-          return new Complex3(-this["re"], -this["im"]);
+          return new Complex2(-this["re"], -this["im"]);
         },
         /**
          * Ceils the actual complex number
@@ -2068,7 +2068,7 @@ var require_complex = __commonJS({
          */
         "ceil": function(places) {
           places = Math.pow(10, places || 0);
-          return new Complex3(
+          return new Complex2(
             Math.ceil(this["re"] * places) / places,
             Math.ceil(this["im"] * places) / places
           );
@@ -2080,7 +2080,7 @@ var require_complex = __commonJS({
          */
         "floor": function(places) {
           places = Math.pow(10, places || 0);
-          return new Complex3(
+          return new Complex2(
             Math.floor(this["re"] * places) / places,
             Math.floor(this["im"] * places) / places
           );
@@ -2092,7 +2092,7 @@ var require_complex = __commonJS({
          */
         "round": function(places) {
           places = Math.pow(10, places || 0);
-          return new Complex3(
+          return new Complex2(
             Math.round(this["re"] * places) / places,
             Math.round(this["im"] * places) / places
           );
@@ -2105,8 +2105,8 @@ var require_complex = __commonJS({
          * @returns {boolean}
          */
         "equals": function(a, b) {
-          var z = new Complex3(a, b);
-          return Math.abs(z["re"] - this["re"]) <= Complex3["EPSILON"] && Math.abs(z["im"] - this["im"]) <= Complex3["EPSILON"];
+          var z = new Complex2(a, b);
+          return Math.abs(z["re"] - this["re"]) <= Complex2["EPSILON"] && Math.abs(z["im"] - this["im"]) <= Complex2["EPSILON"];
         },
         /**
          * Clones the actual object
@@ -2114,7 +2114,7 @@ var require_complex = __commonJS({
          * @returns {Complex}
          */
         "clone": function() {
-          return new Complex3(this["re"], this["im"]);
+          return new Complex2(this["re"], this["im"]);
         },
         /**
          * Gets a string of the actual complex number
@@ -2131,10 +2131,10 @@ var require_complex = __commonJS({
           if (this["isInfinite"]()) {
             return "Infinity";
           }
-          if (Math.abs(a) < Complex3["EPSILON"]) {
+          if (Math.abs(a) < Complex2["EPSILON"]) {
             a = 0;
           }
-          if (Math.abs(b) < Complex3["EPSILON"]) {
+          if (Math.abs(b) < Complex2["EPSILON"]) {
             b = 0;
           }
           if (b === 0) {
@@ -2214,25 +2214,25 @@ var require_complex = __commonJS({
           return !(this["isNaN"]() || this["isFinite"]());
         }
       };
-      Complex3["ZERO"] = new Complex3(0, 0);
-      Complex3["ONE"] = new Complex3(1, 0);
-      Complex3["I"] = new Complex3(0, 1);
-      Complex3["PI"] = new Complex3(Math.PI, 0);
-      Complex3["E"] = new Complex3(Math.E, 0);
-      Complex3["INFINITY"] = new Complex3(Infinity, Infinity);
-      Complex3["NAN"] = new Complex3(NaN, NaN);
-      Complex3["EPSILON"] = 1e-15;
+      Complex2["ZERO"] = new Complex2(0, 0);
+      Complex2["ONE"] = new Complex2(1, 0);
+      Complex2["I"] = new Complex2(0, 1);
+      Complex2["PI"] = new Complex2(Math.PI, 0);
+      Complex2["E"] = new Complex2(Math.E, 0);
+      Complex2["INFINITY"] = new Complex2(Infinity, Infinity);
+      Complex2["NAN"] = new Complex2(NaN, NaN);
+      Complex2["EPSILON"] = 1e-15;
       if (typeof define === "function" && define["amd"]) {
         define([], function() {
-          return Complex3;
+          return Complex2;
         });
       } else if (typeof exports === "object") {
-        Object.defineProperty(Complex3, "__esModule", { "value": true });
-        Complex3["default"] = Complex3;
-        Complex3["Complex"] = Complex3;
-        module2["exports"] = Complex3;
+        Object.defineProperty(Complex2, "__esModule", { "value": true });
+        Complex2["default"] = Complex2;
+        Complex2["Complex"] = Complex2;
+        module2["exports"] = Complex2;
       } else {
-        root["Complex"] = Complex3;
+        root["Complex"] = Complex2;
       }
     })(exports);
   }
@@ -2259,10 +2259,10 @@ var require_fraction = __commonJS({
         if (d === 0) {
           throw DivisionByZero();
         }
-        var f = Object.create(Fraction3.prototype);
+        var f = Object.create(Fraction2.prototype);
         f["s"] = n < 0 ? -1 : 1;
         n = n < 0 ? -n : n;
-        var a = gcd2(n, d);
+        var a = gcd(n, d);
         f["n"] = n / a;
         f["d"] = d / a;
         return f;
@@ -2270,14 +2270,14 @@ var require_fraction = __commonJS({
       function factorize(num) {
         var factors = {};
         var n = num;
-        var i2 = 2;
+        var i = 2;
         var s = 4;
         while (s <= n) {
-          while (n % i2 === 0) {
-            n /= i2;
-            factors[i2] = (factors[i2] || 0) + 1;
+          while (n % i === 0) {
+            n /= i;
+            factors[i] = (factors[i] || 0) + 1;
           }
-          s += 1 + 2 * i2++;
+          s += 1 + 2 * i++;
         }
         if (n !== num) {
           if (n > 1)
@@ -2287,7 +2287,7 @@ var require_fraction = __commonJS({
         }
         return factors;
       }
-      var parse2 = function(p1, p2) {
+      var parse = function(p1, p2) {
         var n = 0, d = 1, s = 1;
         var v = 0, w = 0, x = 0, y = 1, z = 1;
         var A = 0, B = 1;
@@ -2423,10 +2423,10 @@ var require_fraction = __commonJS({
         P3["n"] = Math.abs(n);
         P3["d"] = Math.abs(d);
       };
-      function modpow(b, e3, m) {
+      function modpow(b, e2, m) {
         var r = 1;
-        for (; e3 > 0; b = b * b % m, e3 >>= 1) {
-          if (e3 & 1) {
+        for (; e2 > 0; b = b * b % m, e2 >>= 1) {
+          if (e2 & 1) {
             r = r * b % m;
           }
         }
@@ -2459,7 +2459,7 @@ var require_fraction = __commonJS({
         }
         return 0;
       }
-      function gcd2(a, b) {
+      function gcd(a, b) {
         if (!a)
           return b;
         if (!b)
@@ -2474,10 +2474,10 @@ var require_fraction = __commonJS({
         }
       }
       ;
-      function Fraction3(a, b) {
-        parse2(a, b);
-        if (this instanceof Fraction3) {
-          a = gcd2(P3["d"], P3["n"]);
+      function Fraction2(a, b) {
+        parse(a, b);
+        if (this instanceof Fraction2) {
+          a = gcd(P3["d"], P3["n"]);
           this["s"] = P3["s"];
           this["n"] = P3["n"] / a;
           this["d"] = P3["d"] / a;
@@ -2494,7 +2494,7 @@ var require_fraction = __commonJS({
       var NonIntegerParameter = function() {
         return new Error("Parameters must be integer");
       };
-      Fraction3.prototype = {
+      Fraction2.prototype = {
         "s": 1,
         "n": 0,
         "d": 1,
@@ -2520,7 +2520,7 @@ var require_fraction = __commonJS({
          * Ex: new Fraction({n: 2, d: 3}).add("14.9") => 467 / 30
          **/
         "add": function(a, b) {
-          parse2(a, b);
+          parse(a, b);
           return newFraction(
             this["s"] * this["n"] * P3["d"] + P3["s"] * this["d"] * P3["n"],
             this["d"] * P3["d"]
@@ -2532,7 +2532,7 @@ var require_fraction = __commonJS({
          * Ex: new Fraction({n: 2, d: 3}).add("14.9") => -427 / 30
          **/
         "sub": function(a, b) {
-          parse2(a, b);
+          parse(a, b);
           return newFraction(
             this["s"] * this["n"] * P3["d"] - P3["s"] * this["d"] * P3["n"],
             this["d"] * P3["d"]
@@ -2544,7 +2544,7 @@ var require_fraction = __commonJS({
          * Ex: new Fraction("-17.(345)").mul(3) => 5776 / 111
          **/
         "mul": function(a, b) {
-          parse2(a, b);
+          parse(a, b);
           return newFraction(
             this["s"] * P3["s"] * this["n"] * P3["n"],
             this["d"] * P3["d"]
@@ -2556,7 +2556,7 @@ var require_fraction = __commonJS({
          * Ex: new Fraction("-17.(345)").inverse().div(3)
          **/
         "div": function(a, b) {
-          parse2(a, b);
+          parse(a, b);
           return newFraction(
             this["s"] * P3["s"] * this["n"] * P3["d"],
             this["d"] * P3["n"]
@@ -2577,12 +2577,12 @@ var require_fraction = __commonJS({
          **/
         "mod": function(a, b) {
           if (isNaN(this["n"]) || isNaN(this["d"])) {
-            return new Fraction3(NaN);
+            return new Fraction2(NaN);
           }
           if (a === void 0) {
             return newFraction(this["s"] * this["n"] % this["d"], 1);
           }
-          parse2(a, b);
+          parse(a, b);
           if (0 === P3["n"] && 0 === this["d"]) {
             throw DivisionByZero();
           }
@@ -2597,8 +2597,8 @@ var require_fraction = __commonJS({
          * Ex: new Fraction(5,8).gcd(3,7) => 1/56
          */
         "gcd": function(a, b) {
-          parse2(a, b);
-          return newFraction(gcd2(P3["n"], this["n"]) * gcd2(P3["d"], this["d"]), P3["d"] * this["d"]);
+          parse(a, b);
+          return newFraction(gcd(P3["n"], this["n"]) * gcd(P3["d"], this["d"]), P3["d"] * this["d"]);
         },
         /**
          * Calculates the fractional lcm of two rational numbers
@@ -2606,11 +2606,11 @@ var require_fraction = __commonJS({
          * Ex: new Fraction(5,8).lcm(3,7) => 15
          */
         "lcm": function(a, b) {
-          parse2(a, b);
+          parse(a, b);
           if (P3["n"] === 0 && this["n"] === 0) {
             return newFraction(0, 1);
           }
-          return newFraction(P3["n"] * this["n"], gcd2(P3["n"], this["n"]) * gcd2(P3["d"], this["d"]));
+          return newFraction(P3["n"] * this["n"], gcd(P3["n"], this["n"]) * gcd(P3["d"], this["d"]));
         },
         /**
          * Calculates the ceil of a rational number
@@ -2620,7 +2620,7 @@ var require_fraction = __commonJS({
         "ceil": function(places) {
           places = Math.pow(10, places || 0);
           if (isNaN(this["n"]) || isNaN(this["d"])) {
-            return new Fraction3(NaN);
+            return new Fraction2(NaN);
           }
           return newFraction(Math.ceil(places * this["s"] * this["n"] / this["d"]), places);
         },
@@ -2632,7 +2632,7 @@ var require_fraction = __commonJS({
         "floor": function(places) {
           places = Math.pow(10, places || 0);
           if (isNaN(this["n"]) || isNaN(this["d"])) {
-            return new Fraction3(NaN);
+            return new Fraction2(NaN);
           }
           return newFraction(Math.floor(places * this["s"] * this["n"] / this["d"]), places);
         },
@@ -2644,7 +2644,7 @@ var require_fraction = __commonJS({
         "round": function(places) {
           places = Math.pow(10, places || 0);
           if (isNaN(this["n"]) || isNaN(this["d"])) {
-            return new Fraction3(NaN);
+            return new Fraction2(NaN);
           }
           return newFraction(Math.round(places * this["s"] * this["n"] / this["d"]), places);
         },
@@ -2662,7 +2662,7 @@ var require_fraction = __commonJS({
          * Ex: new Fraction(-1,2).pow(-3) => -8
          */
         "pow": function(a, b) {
-          parse2(a, b);
+          parse(a, b);
           if (P3["d"] === 1) {
             if (P3["s"] < 0) {
               return newFraction(Math.pow(this["s"] * this["d"], P3["n"]), Math.pow(this["n"], P3["n"]));
@@ -2711,7 +2711,7 @@ var require_fraction = __commonJS({
          * Ex: new Fraction(19.6).equals([98, 5]);
          **/
         "equals": function(a, b) {
-          parse2(a, b);
+          parse(a, b);
           return this["s"] * this["n"] * P3["d"] === P3["s"] * P3["n"] * this["d"];
         },
         /**
@@ -2720,7 +2720,7 @@ var require_fraction = __commonJS({
          * Ex: new Fraction(19.6).equals([98, 5]);
          **/
         "compare": function(a, b) {
-          parse2(a, b);
+          parse(a, b);
           var t = this["s"] * this["n"] * P3["d"] - P3["s"] * P3["n"] * this["d"];
           return (0 < t) - (t < 0);
         },
@@ -2731,9 +2731,9 @@ var require_fraction = __commonJS({
           eps = eps || 1e-3;
           var thisABS = this["abs"]();
           var cont = thisABS["toContinued"]();
-          for (var i2 = 1; i2 < cont.length; i2++) {
-            var s = newFraction(cont[i2 - 1], 1);
-            for (var k = i2 - 2; k >= 0; k--) {
+          for (var i = 1; i < cont.length; i++) {
+            var s = newFraction(cont[i - 1], 1);
+            for (var k = i - 2; k >= 0; k--) {
               s = s["inverse"]()["add"](cont[k]);
             }
             if (Math.abs(s["sub"](thisABS).valueOf()) < eps) {
@@ -2748,7 +2748,7 @@ var require_fraction = __commonJS({
          * Ex: new Fraction(19.6).divisible(1.5);
          */
         "divisible": function(a, b) {
-          parse2(a, b);
+          parse(a, b);
           return !(!(P3["n"] * this["d"]) || this["n"] * P3["d"] % (P3["n"] * this["d"]));
         },
         /**
@@ -2854,20 +2854,20 @@ var require_fraction = __commonJS({
           if (N)
             str += ".";
           if (cycLen) {
-            for (var i2 = cycOff; i2--; ) {
+            for (var i = cycOff; i--; ) {
               str += N / D | 0;
               N %= D;
               N *= 10;
             }
             str += "(";
-            for (var i2 = cycLen; i2--; ) {
+            for (var i = cycLen; i--; ) {
               str += N / D | 0;
               N %= D;
               N *= 10;
             }
             str += ")";
           } else {
-            for (var i2 = dec; N && i2--; ) {
+            for (var i = dec; N && i--; ) {
               str += N / D | 0;
               N %= D;
               N *= 10;
@@ -2877,12 +2877,12 @@ var require_fraction = __commonJS({
         }
       };
       if (typeof exports === "object") {
-        Object.defineProperty(Fraction3, "__esModule", { "value": true });
-        Fraction3["default"] = Fraction3;
-        Fraction3["Fraction"] = Fraction3;
-        module2["exports"] = Fraction3;
+        Object.defineProperty(Fraction2, "__esModule", { "value": true });
+        Fraction2["default"] = Fraction2;
+        Fraction2["Fraction"] = Fraction2;
+        module2["exports"] = Fraction2;
       } else {
-        root["Fraction"] = Fraction3;
+        root["Fraction"] = Fraction2;
       }
     })(exports);
   }
@@ -2893,9 +2893,9 @@ var require_naturalSort = __commonJS({
   "node_modules/javascript-natural-sort/naturalSort.js"(exports, module2) {
     module2.exports = function naturalSort2(a, b) {
       "use strict";
-      var re2 = /(^([+\-]?(?:0|[1-9]\d*)(?:\.\d*)?(?:[eE][+\-]?\d+)?)?$|^0x[0-9a-f]+$|\d+)/gi, sre = /(^[ ]*|[ ]*$)/g, dre = /(^([\w ]+,?[\w ]+)?[\w ]+,?[\w ]+\d+:\d+(:\d+)?[\w ]?|^\d{1,4}[\/\-]\d{1,4}[\/\-]\d{1,4}|^\w+, \w+ \d+, \d{4})/, hre = /^0x[0-9a-f]+$/i, ore = /^0/, i2 = function(s) {
+      var re = /(^([+\-]?(?:0|[1-9]\d*)(?:\.\d*)?(?:[eE][+\-]?\d+)?)?$|^0x[0-9a-f]+$|\d+)/gi, sre = /(^[ ]*|[ ]*$)/g, dre = /(^([\w ]+,?[\w ]+)?[\w ]+,?[\w ]+\d+:\d+(:\d+)?[\w ]?|^\d{1,4}[\/\-]\d{1,4}[\/\-]\d{1,4}|^\w+, \w+ \d+, \d{4})/, hre = /^0x[0-9a-f]+$/i, ore = /^0/, i = function(s) {
         return naturalSort2.insensitive && ("" + s).toLowerCase() || "" + s;
-      }, x = i2(a).replace(sre, "") || "", y = i2(b).replace(sre, "") || "", xN = x.replace(re2, "\0$1\0").replace(/\0$/, "").replace(/^\0/, "").split("\0"), yN = y.replace(re2, "\0$1\0").replace(/\0$/, "").replace(/^\0/, "").split("\0"), xD = parseInt(x.match(hre), 16) || xN.length !== 1 && x.match(dre) && Date.parse(x), yD = parseInt(y.match(hre), 16) || xD && y.match(dre) && Date.parse(y) || null, oFxNcL, oFyNcL;
+      }, x = i(a).replace(sre, "") || "", y = i(b).replace(sre, "") || "", xN = x.replace(re, "\0$1\0").replace(/\0$/, "").replace(/^\0/, "").split("\0"), yN = y.replace(re, "\0$1\0").replace(/\0$/, "").replace(/^\0/, "").split("\0"), xD = parseInt(x.match(hre), 16) || xN.length !== 1 && x.match(dre) && Date.parse(x), yD = parseInt(y.match(hre), 16) || xD && y.match(dre) && Date.parse(y) || null, oFxNcL, oFyNcL;
       if (yD) {
         if (xD < yD) {
           return -1;
@@ -2929,8 +2929,8 @@ var require_dist = __commonJS({
   "node_modules/escape-latex/dist/index.js"(exports, module2) {
     "use strict";
     var _extends2 = Object.assign || function(target) {
-      for (var i2 = 1; i2 < arguments.length; i2++) {
-        var source = arguments[i2];
+      for (var i = 1; i < arguments.length; i++) {
+        var source = arguments[i];
         for (var key in source) {
           if (Object.prototype.hasOwnProperty.call(source, key)) {
             target[key] = source[key];
@@ -2970,12 +2970,12 @@ var require_dist = __commonJS({
       var escapeKeys = Object.keys(escapes);
       var _loop = function _loop2() {
         var specialCharFound = false;
-        escapeKeys.forEach(function(key, index2) {
+        escapeKeys.forEach(function(key, index) {
           if (specialCharFound) {
             return;
           }
           if (runningStr.length >= key.length && runningStr.slice(0, key.length) === key) {
-            result += escapes[escapeKeys[index2]];
+            result += escapes[escapeKeys[index]];
             runningStr = runningStr.slice(key.length, runningStr.length);
             specialCharFound = true;
           }
@@ -3052,8 +3052,8 @@ var require_alea = __commonJS({
         var n = 4022871197;
         var mash = function(data) {
           data = String(data);
-          for (var i2 = 0; i2 < data.length; i2++) {
-            n += data.charCodeAt(i2);
+          for (var i = 0; i < data.length; i++) {
+            n += data.charCodeAt(i);
             var h = 0.02519603282416938 * n;
             n = h >>> 0;
             h -= n;
@@ -3247,21 +3247,21 @@ var require_xorshift7 = __commonJS({
       function XorGen(seed) {
         var me = this;
         me.next = function() {
-          var X = me.x, i2 = me.i, t, v, w;
-          t = X[i2];
+          var X = me.x, i = me.i, t, v, w;
+          t = X[i];
           t ^= t >>> 7;
           v = t ^ t << 24;
-          t = X[i2 + 1 & 7];
+          t = X[i + 1 & 7];
           v ^= t ^ t >>> 10;
-          t = X[i2 + 3 & 7];
+          t = X[i + 3 & 7];
           v ^= t ^ t >>> 3;
-          t = X[i2 + 4 & 7];
+          t = X[i + 4 & 7];
           v ^= t ^ t << 7;
-          t = X[i2 + 7 & 7];
+          t = X[i + 7 & 7];
           t = t ^ t << 13;
           v ^= t ^ t << 9;
-          X[i2] = v;
-          me.i = i2 + 1 & 7;
+          X[i] = v;
+          me.i = i + 1 & 7;
           return v;
         };
         function init(me2, seed2) {
@@ -3344,20 +3344,20 @@ var require_xor4096 = __commonJS({
       function XorGen(seed) {
         var me = this;
         me.next = function() {
-          var w = me.w, X = me.X, i2 = me.i, t, v;
+          var w = me.w, X = me.X, i = me.i, t, v;
           me.w = w = w + 1640531527 | 0;
-          v = X[i2 + 34 & 127];
-          t = X[i2 = i2 + 1 & 127];
+          v = X[i + 34 & 127];
+          t = X[i = i + 1 & 127];
           v ^= v << 13;
           t ^= t << 17;
           v ^= v >>> 15;
           t ^= t >>> 12;
-          v = X[i2] = v ^ t;
-          me.i = i2;
+          v = X[i] = v ^ t;
+          me.i = i;
           return v + (w ^ w >>> 16) | 0;
         };
         function init(me2, seed2) {
-          var t, v, i2, j, w, X = [], limit = 128;
+          var t, v, i, j, w, X = [], limit = 128;
           if (seed2 === (seed2 | 0)) {
             v = seed2;
             seed2 = null;
@@ -3366,7 +3366,7 @@ var require_xor4096 = __commonJS({
             v = 0;
             limit = Math.max(limit, seed2.length);
           }
-          for (i2 = 0, j = -32; j < limit; ++j) {
+          for (i = 0, j = -32; j < limit; ++j) {
             if (seed2)
               v ^= seed2.charCodeAt((j + 32) % seed2.length);
             if (j === 0)
@@ -3378,25 +3378,25 @@ var require_xor4096 = __commonJS({
             if (j >= 0) {
               w = w + 1640531527 | 0;
               t = X[j & 127] ^= v + w;
-              i2 = 0 == t ? i2 + 1 : 0;
+              i = 0 == t ? i + 1 : 0;
             }
           }
-          if (i2 >= 128) {
+          if (i >= 128) {
             X[(seed2 && seed2.length || 0) & 127] = -1;
           }
-          i2 = 127;
+          i = 127;
           for (j = 4 * 128; j > 0; --j) {
-            v = X[i2 + 34 & 127];
-            t = X[i2 = i2 + 1 & 127];
+            v = X[i + 34 & 127];
+            t = X[i = i + 1 & 127];
             v ^= v << 13;
             t ^= t << 17;
             v ^= v >>> 15;
             t ^= t >>> 12;
-            X[i2] = v ^ t;
+            X[i] = v ^ t;
           }
           me2.w = w;
           me2.X = X;
-          me2.i = i2;
+          me2.i = i;
         }
         init(me, seed);
       }
@@ -3538,7 +3538,7 @@ var require_seedrandom = __commonJS({
       function seedrandom2(seed, options, callback) {
         var key = [];
         options = options == true ? { entropy: true } : options || {};
-        var shortseed = mixkey(flatten3(
+        var shortseed = mixkey(flatten2(
           options.entropy ? [seed, tostring(pool)] : seed == null ? autoseed() : seed,
           3
         ), key);
@@ -3587,24 +3587,24 @@ var require_seedrandom = __commonJS({
         );
       }
       function ARC4(key) {
-        var t, keylen = key.length, me = this, i2 = 0, j = me.i = me.j = 0, s = me.S = [];
+        var t, keylen = key.length, me = this, i = 0, j = me.i = me.j = 0, s = me.S = [];
         if (!keylen) {
           key = [keylen++];
         }
-        while (i2 < width) {
-          s[i2] = i2++;
+        while (i < width) {
+          s[i] = i++;
         }
-        for (i2 = 0; i2 < width; i2++) {
-          s[i2] = s[j = mask & j + key[i2 % keylen] + (t = s[i2])];
+        for (i = 0; i < width; i++) {
+          s[i] = s[j = mask & j + key[i % keylen] + (t = s[i])];
           s[j] = t;
         }
-        (me.g = function(count2) {
-          var t2, r = 0, i3 = me.i, j2 = me.j, s2 = me.S;
-          while (count2--) {
-            t2 = s2[i3 = mask & i3 + 1];
-            r = r * width + s2[mask & (s2[i3] = s2[j2 = mask & j2 + t2]) + (s2[j2] = t2)];
+        (me.g = function(count) {
+          var t2, r = 0, i2 = me.i, j2 = me.j, s2 = me.S;
+          while (count--) {
+            t2 = s2[i2 = mask & i2 + 1];
+            r = r * width + s2[mask & (s2[i2] = s2[j2 = mask & j2 + t2]) + (s2[j2] = t2)];
           }
-          me.i = i3;
+          me.i = i2;
           me.j = j2;
           return r;
         })(width);
@@ -3616,13 +3616,13 @@ var require_seedrandom = __commonJS({
         return t;
       }
       ;
-      function flatten3(obj, depth) {
+      function flatten2(obj, depth) {
         var result = [], typ = typeof obj, prop;
         if (depth && typ == "object") {
           for (prop in obj) {
             try {
-              result.push(flatten3(obj[prop], depth - 1));
-            } catch (e3) {
+              result.push(flatten2(obj[prop], depth - 1));
+            } catch (e2) {
             }
           }
         }
@@ -3645,7 +3645,7 @@ var require_seedrandom = __commonJS({
             (global.crypto || global.msCrypto).getRandomValues(out);
           }
           return tostring(out);
-        } catch (e3) {
+        } catch (e2) {
           var browser = global.navigator, plugins = browser && browser.plugins;
           return [+new Date(), global, plugins, global.screen, tostring(pool)];
         }
@@ -3699,6 +3699,59 @@ var require_seedrandom2 = __commonJS({
   }
 });
 
+// node_modules/tiny-emitter/index.js
+var require_tiny_emitter = __commonJS({
+  "node_modules/tiny-emitter/index.js"(exports, module2) {
+    function E() {
+    }
+    E.prototype = {
+      on: function(name309, callback, ctx) {
+        var e2 = this.e || (this.e = {});
+        (e2[name309] || (e2[name309] = [])).push({
+          fn: callback,
+          ctx
+        });
+        return this;
+      },
+      once: function(name309, callback, ctx) {
+        var self2 = this;
+        function listener() {
+          self2.off(name309, listener);
+          callback.apply(ctx, arguments);
+        }
+        ;
+        listener._ = callback;
+        return this.on(name309, listener, ctx);
+      },
+      emit: function(name309) {
+        var data = [].slice.call(arguments, 1);
+        var evtArr = ((this.e || (this.e = {}))[name309] || []).slice();
+        var i = 0;
+        var len = evtArr.length;
+        for (i; i < len; i++) {
+          evtArr[i].fn.apply(evtArr[i].ctx, data);
+        }
+        return this;
+      },
+      off: function(name309, callback) {
+        var e2 = this.e || (this.e = {});
+        var evts = e2[name309];
+        var liveEvents = [];
+        if (evts && callback) {
+          for (var i = 0, len = evts.length; i < len; i++) {
+            if (evts[i].fn !== callback && evts[i].fn._ !== callback)
+              liveEvents.push(evts[i]);
+          }
+        }
+        liveEvents.length ? e2[name309] = liveEvents : delete e2[name309];
+        return this;
+      }
+    };
+    module2.exports = E;
+    module2.exports.TinyEmitter = E;
+  }
+});
+
 // src/main.ts
 var main_exports = {};
 __export(main_exports, {
@@ -3756,6 +3809,7 @@ var DefaultSettings = {
   showBorders: true,
   digitGrouping: false,
   groupingSeparator: ",",
+  decimalSeparator: ".",
   formula_background_error_toggle: true,
   formula_background_parents_toggle: true,
   formula_background_children_toggle: true,
@@ -3810,6 +3864,22 @@ var CalcCraftSettingsTab = class extends import_obsidian.PluginSettingTab {
         this.reloadPages();
       })
     );
+    if (this.plugin.settings.digitGrouping) {
+      new import_obsidian.Setting(containerEl).setName("Grouping separator").setDesc("Character for thousands separator (e.g., ',' for 1,234 or '.' for 1.234 or ' ' for 1 234)").addText(
+        (text) => text.setPlaceholder(",").setValue(this.plugin.settings.groupingSeparator).onChange(async (value) => {
+          this.plugin.settings.groupingSeparator = value || ",";
+          await this.plugin.saveSettings();
+          this.reloadPages();
+        })
+      );
+    }
+    new import_obsidian.Setting(containerEl).setName("Decimal separator").setDesc("Character for decimal point (e.g., '.' for 3.14 or ',' for 3,14)").addText(
+      (text) => text.setPlaceholder(".").setValue(this.plugin.settings.decimalSeparator).onChange(async (value) => {
+        this.plugin.settings.decimalSeparator = value || ".";
+        await this.plugin.saveSettings();
+        this.reloadPages();
+      })
+    );
     new import_obsidian.Setting(containerEl).setName("show labels").setDesc("show labels.").addToggle(
       (toggle) => toggle.setValue(this.plugin.settings.showLabels).onChange(async (value) => {
         this.plugin.settings.showLabels = value;
@@ -3898,28 +3968,28 @@ var CalcCraftSettingsTab = class extends import_obsidian.PluginSettingTab {
       "If this plugin adds value for you and you would like to help support continued development, please use the buttons below:"
     );
     div2.appendChild(donateText);
-    const parser2 = new DOMParser();
+    const parser = new DOMParser();
     div2.appendChild(
       createDonateButton(
         "https://www.paypal.com/paypalme/klaudyu",
-        parser2.parseFromString(paypal, "text/xml").documentElement
+        parser.parseFromString(paypal, "text/xml").documentElement
       )
     );
     div2.appendChild(
       createDonateButton(
         "https://www.buymeacoffee.com/klaudyul",
-        parser2.parseFromString(buyMeACoffee, "text/xml").documentElement
+        parser.parseFromString(buyMeACoffee, "text/xml").documentElement
       )
     );
     div2.appendChild(
       createDonateButton(
         "https://revolut.me/klaudyu",
-        parser2.parseFromString(revolut, "text/xml").documentElement
+        parser.parseFromString(revolut, "text/xml").documentElement
       )
     );
   }
   reloadPages() {
-    this.app.workspace.getLeavesOfType("markdown").forEach((e3) => e3.rebuildView());
+    this.app.workspace.getLeavesOfType("markdown").forEach((e2) => e2.rebuildView());
   }
   createColorpicker_fg_bg(containerEl, name309, description, colorfg, colorbg) {
     const sett = new import_obsidian.Setting(containerEl).setName(name309).setDesc(description);
@@ -3975,8 +4045,8 @@ var createDonateButton = (link, img) => {
 // node_modules/@babel/runtime/helpers/esm/extends.js
 function _extends() {
   _extends = Object.assign ? Object.assign.bind() : function(target) {
-    for (var i2 = 1; i2 < arguments.length; i2++) {
-      var source = arguments[i2];
+    for (var i = 1; i < arguments.length; i++) {
+      var source = arguments[i];
       for (var key in source) {
         if (Object.prototype.hasOwnProperty.call(source, key)) {
           target[key] = source[key];
@@ -4174,13 +4244,13 @@ function clone(x) {
   return mapObject(x, clone);
 }
 function mapObject(object, callback) {
-  var clone5 = {};
+  var clone4 = {};
   for (var key in object) {
     if (hasOwnProperty(object, key)) {
-      clone5[key] = callback(object[key]);
+      clone4[key] = callback(object[key]);
     }
   }
-  return clone5;
+  return clone4;
 }
 function extend(a, b) {
   for (var prop in b) {
@@ -4190,8 +4260,32 @@ function extend(a, b) {
   }
   return a;
 }
+function deepExtend(a, b) {
+  if (Array.isArray(b)) {
+    throw new TypeError("Arrays are not supported by deepExtend");
+  }
+  for (var prop in b) {
+    if (hasOwnProperty(b, prop) && !(prop in Object.prototype) && !(prop in Function.prototype)) {
+      if (b[prop] && b[prop].constructor === Object) {
+        if (a[prop] === void 0) {
+          a[prop] = {};
+        }
+        if (a[prop] && a[prop].constructor === Object) {
+          deepExtend(a[prop], b[prop]);
+        } else {
+          a[prop] = b[prop];
+        }
+      } else if (Array.isArray(b[prop])) {
+        throw new TypeError("Arrays are not supported by deepExtend");
+      } else {
+        a[prop] = b[prop];
+      }
+    }
+  }
+  return a;
+}
 function deepStrictEqual(a, b) {
-  var prop, i2, len;
+  var prop, i, len;
   if (Array.isArray(a)) {
     if (!Array.isArray(b)) {
       return false;
@@ -4199,8 +4293,8 @@ function deepStrictEqual(a, b) {
     if (a.length !== b.length) {
       return false;
     }
-    for (i2 = 0, len = a.length; i2 < len; i2++) {
-      if (!deepStrictEqual(a[i2], b[i2])) {
+    for (i = 0, len = a.length; i < len; i++) {
+      if (!deepStrictEqual(a[i], b[i])) {
         return false;
       }
     }
@@ -4226,6 +4320,23 @@ function deepStrictEqual(a, b) {
     return a === b;
   }
 }
+function deepFlatten(nestedObject) {
+  var flattenedObject = {};
+  _deepFlatten(nestedObject, flattenedObject);
+  return flattenedObject;
+}
+function _deepFlatten(nestedObject, flattenedObject) {
+  for (var prop in nestedObject) {
+    if (hasOwnProperty(nestedObject, prop)) {
+      var value = nestedObject[prop];
+      if (typeof value === "object" && value !== null) {
+        _deepFlatten(value, flattenedObject);
+      } else {
+        flattenedObject[prop] = value;
+      }
+    }
+  }
+}
 function lazy(object, prop, valueResolver) {
   var _uninitialized = true;
   var _value;
@@ -4248,10 +4359,13 @@ function lazy(object, prop, valueResolver) {
 function hasOwnProperty(object, property) {
   return object && Object.hasOwnProperty.call(object, property);
 }
+function isLegacyFactory(object) {
+  return object && typeof object.factory === "function";
+}
 function pickShallow(object, properties2) {
   var copy = {};
-  for (var i2 = 0; i2 < properties2.length; i2++) {
-    var key = properties2[i2];
+  for (var i = 0; i < properties2.length; i++) {
+    var key = properties2[i];
     var value = object[key];
     if (value !== void 0) {
       copy[key] = value;
@@ -4259,21 +4373,407 @@ function pickShallow(object, properties2) {
   }
   return copy;
 }
+function values(object) {
+  return Object.keys(object).map((key) => object[key]);
+}
 
 // node_modules/mathjs/lib/esm/core/function/config.js
 var MATRIX_OPTIONS = ["Matrix", "Array"];
 var NUMBER_OPTIONS = ["number", "BigNumber", "Fraction"];
-
-// node_modules/mathjs/lib/esm/entry/configReadonly.js
-var config = function config2(options) {
-  if (options) {
-    throw new Error("The global config is readonly. \nPlease create a mathjs instance if you want to change the default configuration. \nExample:\n\n  import { create, all } from 'mathjs';\n  const mathjs = create(all);\n  mathjs.config({ number: 'BigNumber' });\n");
+function configFactory(config2, emit) {
+  function _config(options) {
+    if (options) {
+      var prev = mapObject(config2, clone);
+      validateOption(options, "matrix", MATRIX_OPTIONS);
+      validateOption(options, "number", NUMBER_OPTIONS);
+      deepExtend(config2, options);
+      var curr = mapObject(config2, clone);
+      var changes = mapObject(options, clone);
+      emit("config", curr, prev, changes);
+      return curr;
+    } else {
+      return mapObject(config2, clone);
+    }
   }
-  return Object.freeze(DEFAULT_CONFIG);
-};
-_extends(config, DEFAULT_CONFIG, {
-  MATRIX_OPTIONS,
-  NUMBER_OPTIONS
+  _config.MATRIX_OPTIONS = MATRIX_OPTIONS;
+  _config.NUMBER_OPTIONS = NUMBER_OPTIONS;
+  Object.keys(DEFAULT_CONFIG).forEach((key) => {
+    Object.defineProperty(_config, key, {
+      get: () => config2[key],
+      enumerable: true,
+      configurable: true
+    });
+  });
+  return _config;
+}
+function contains(array, item) {
+  return array.indexOf(item) !== -1;
+}
+function validateOption(options, name309, values2) {
+  if (options[name309] !== void 0 && !contains(values2, options[name309])) {
+    console.warn('Warning: Unknown value "' + options[name309] + '" for configuration option "' + name309 + '". Available options: ' + values2.map((value) => JSON.stringify(value)).join(", ") + ".");
+  }
+}
+
+// node_modules/mathjs/lib/esm/factoriesAny.js
+var factoriesAny_exports = {};
+__export(factoriesAny_exports, {
+  createAbs: () => createAbs,
+  createAccessorNode: () => createAccessorNode,
+  createAcos: () => createAcos,
+  createAcosh: () => createAcosh,
+  createAcot: () => createAcot,
+  createAcoth: () => createAcoth,
+  createAcsc: () => createAcsc,
+  createAcsch: () => createAcsch,
+  createAdd: () => createAdd,
+  createAddScalar: () => createAddScalar,
+  createAnd: () => createAnd,
+  createApply: () => createApply,
+  createApplyTransform: () => createApplyTransform,
+  createArg: () => createArg,
+  createArrayNode: () => createArrayNode,
+  createAsec: () => createAsec,
+  createAsech: () => createAsech,
+  createAsin: () => createAsin,
+  createAsinh: () => createAsinh,
+  createAssignmentNode: () => createAssignmentNode,
+  createAtan: () => createAtan,
+  createAtan2: () => createAtan2,
+  createAtanh: () => createAtanh,
+  createAtomicMass: () => createAtomicMass,
+  createAvogadro: () => createAvogadro,
+  createBellNumbers: () => createBellNumbers,
+  createBigNumberClass: () => createBigNumberClass,
+  createBignumber: () => createBignumber,
+  createBin: () => createBin,
+  createBitAnd: () => createBitAnd,
+  createBitNot: () => createBitNot,
+  createBitOr: () => createBitOr,
+  createBitXor: () => createBitXor,
+  createBlockNode: () => createBlockNode,
+  createBohrMagneton: () => createBohrMagneton,
+  createBohrRadius: () => createBohrRadius,
+  createBoltzmann: () => createBoltzmann,
+  createBoolean: () => createBoolean,
+  createCatalan: () => createCatalan,
+  createCbrt: () => createCbrt,
+  createCeil: () => createCeil,
+  createChain: () => createChain,
+  createChainClass: () => createChainClass,
+  createClassicalElectronRadius: () => createClassicalElectronRadius,
+  createClone: () => createClone,
+  createColumn: () => createColumn,
+  createColumnTransform: () => createColumnTransform,
+  createCombinations: () => createCombinations,
+  createCombinationsWithRep: () => createCombinationsWithRep,
+  createCompare: () => createCompare,
+  createCompareNatural: () => createCompareNatural,
+  createCompareText: () => createCompareText,
+  createCompile: () => createCompile,
+  createComplex: () => createComplex,
+  createComplexClass: () => createComplexClass,
+  createComposition: () => createComposition,
+  createConcat: () => createConcat,
+  createConcatTransform: () => createConcatTransform,
+  createConditionalNode: () => createConditionalNode,
+  createConductanceQuantum: () => createConductanceQuantum,
+  createConj: () => createConj,
+  createConstantNode: () => createConstantNode,
+  createCorr: () => createCorr,
+  createCos: () => createCos,
+  createCosh: () => createCosh,
+  createCot: () => createCot,
+  createCoth: () => createCoth,
+  createCoulomb: () => createCoulomb,
+  createCount: () => createCount,
+  createCreateUnit: () => createCreateUnit,
+  createCross: () => createCross,
+  createCsc: () => createCsc,
+  createCsch: () => createCsch,
+  createCtranspose: () => createCtranspose,
+  createCube: () => createCube,
+  createCumSum: () => createCumSum,
+  createCumSumTransform: () => createCumSumTransform,
+  createDeepEqual: () => createDeepEqual,
+  createDenseMatrixClass: () => createDenseMatrixClass,
+  createDerivative: () => createDerivative,
+  createDet: () => createDet,
+  createDeuteronMass: () => createDeuteronMass,
+  createDiag: () => createDiag,
+  createDiff: () => createDiff,
+  createDiffTransform: () => createDiffTransform,
+  createDistance: () => createDistance,
+  createDivide: () => createDivide,
+  createDivideScalar: () => createDivideScalar,
+  createDot: () => createDot,
+  createDotDivide: () => createDotDivide,
+  createDotMultiply: () => createDotMultiply,
+  createDotPow: () => createDotPow,
+  createE: () => createE,
+  createEfimovFactor: () => createEfimovFactor,
+  createEigs: () => createEigs,
+  createElectricConstant: () => createElectricConstant,
+  createElectronMass: () => createElectronMass,
+  createElementaryCharge: () => createElementaryCharge,
+  createEqual: () => createEqual,
+  createEqualScalar: () => createEqualScalar,
+  createEqualText: () => createEqualText,
+  createErf: () => createErf,
+  createEvaluate: () => createEvaluate,
+  createExp: () => createExp,
+  createExpm: () => createExpm,
+  createExpm1: () => createExpm1,
+  createFactorial: () => createFactorial,
+  createFalse: () => createFalse,
+  createFaraday: () => createFaraday,
+  createFermiCoupling: () => createFermiCoupling,
+  createFft: () => createFft,
+  createFibonacciHeapClass: () => createFibonacciHeapClass,
+  createFilter: () => createFilter,
+  createFilterTransform: () => createFilterTransform,
+  createFineStructure: () => createFineStructure,
+  createFirstRadiation: () => createFirstRadiation,
+  createFix: () => createFix,
+  createFlatten: () => createFlatten,
+  createFloor: () => createFloor,
+  createForEach: () => createForEach,
+  createForEachTransform: () => createForEachTransform,
+  createFormat: () => createFormat,
+  createFraction: () => createFraction,
+  createFractionClass: () => createFractionClass,
+  createFreqz: () => createFreqz,
+  createFunctionAssignmentNode: () => createFunctionAssignmentNode,
+  createFunctionNode: () => createFunctionNode,
+  createGamma: () => createGamma,
+  createGasConstant: () => createGasConstant,
+  createGcd: () => createGcd,
+  createGetMatrixDataType: () => createGetMatrixDataType,
+  createGravitationConstant: () => createGravitationConstant,
+  createGravity: () => createGravity,
+  createHartreeEnergy: () => createHartreeEnergy,
+  createHasNumericValue: () => createHasNumericValue,
+  createHelp: () => createHelp,
+  createHelpClass: () => createHelpClass,
+  createHex: () => createHex,
+  createHypot: () => createHypot,
+  createI: () => createI,
+  createIdentity: () => createIdentity,
+  createIfft: () => createIfft,
+  createIm: () => createIm,
+  createImmutableDenseMatrixClass: () => createImmutableDenseMatrixClass,
+  createIndex: () => createIndex,
+  createIndexClass: () => createIndexClass,
+  createIndexNode: () => createIndexNode,
+  createIndexTransform: () => createIndexTransform,
+  createInfinity: () => createInfinity,
+  createIntersect: () => createIntersect,
+  createInv: () => createInv,
+  createInverseConductanceQuantum: () => createInverseConductanceQuantum,
+  createInvmod: () => createInvmod,
+  createIsInteger: () => createIsInteger,
+  createIsNaN: () => createIsNaN,
+  createIsNegative: () => createIsNegative,
+  createIsNumeric: () => createIsNumeric,
+  createIsPositive: () => createIsPositive,
+  createIsPrime: () => createIsPrime,
+  createIsZero: () => createIsZero,
+  createKldivergence: () => createKldivergence,
+  createKlitzing: () => createKlitzing,
+  createKron: () => createKron,
+  createLN10: () => createLN10,
+  createLN2: () => createLN2,
+  createLOG10E: () => createLOG10E,
+  createLOG2E: () => createLOG2E,
+  createLarger: () => createLarger,
+  createLargerEq: () => createLargerEq,
+  createLcm: () => createLcm,
+  createLeafCount: () => createLeafCount,
+  createLeftShift: () => createLeftShift,
+  createLgamma: () => createLgamma,
+  createLog: () => createLog,
+  createLog10: () => createLog10,
+  createLog1p: () => createLog1p,
+  createLog2: () => createLog2,
+  createLoschmidt: () => createLoschmidt,
+  createLsolve: () => createLsolve,
+  createLsolveAll: () => createLsolveAll,
+  createLup: () => createLup,
+  createLusolve: () => createLusolve,
+  createLyap: () => createLyap,
+  createMad: () => createMad,
+  createMagneticConstant: () => createMagneticConstant,
+  createMagneticFluxQuantum: () => createMagneticFluxQuantum,
+  createMap: () => createMap2,
+  createMapTransform: () => createMapTransform,
+  createMatrix: () => createMatrix,
+  createMatrixClass: () => createMatrixClass,
+  createMatrixFromColumns: () => createMatrixFromColumns,
+  createMatrixFromFunction: () => createMatrixFromFunction,
+  createMatrixFromRows: () => createMatrixFromRows,
+  createMax: () => createMax,
+  createMaxTransform: () => createMaxTransform,
+  createMean: () => createMean,
+  createMeanTransform: () => createMeanTransform,
+  createMedian: () => createMedian,
+  createMin: () => createMin,
+  createMinTransform: () => createMinTransform,
+  createMod: () => createMod,
+  createMode: () => createMode,
+  createMolarMass: () => createMolarMass,
+  createMolarMassC12: () => createMolarMassC12,
+  createMolarPlanckConstant: () => createMolarPlanckConstant,
+  createMolarVolume: () => createMolarVolume,
+  createMultinomial: () => createMultinomial,
+  createMultiply: () => createMultiply,
+  createMultiplyScalar: () => createMultiplyScalar,
+  createNaN: () => createNaN,
+  createNeutronMass: () => createNeutronMass,
+  createNode: () => createNode,
+  createNorm: () => createNorm,
+  createNot: () => createNot,
+  createNthRoot: () => createNthRoot,
+  createNthRoots: () => createNthRoots,
+  createNuclearMagneton: () => createNuclearMagneton,
+  createNull: () => createNull,
+  createNumber: () => createNumber,
+  createNumeric: () => createNumeric,
+  createObjectNode: () => createObjectNode,
+  createOct: () => createOct,
+  createOnes: () => createOnes,
+  createOperatorNode: () => createOperatorNode,
+  createOr: () => createOr,
+  createParenthesisNode: () => createParenthesisNode,
+  createParse: () => createParse,
+  createParser: () => createParser,
+  createParserClass: () => createParserClass,
+  createPartitionSelect: () => createPartitionSelect,
+  createPermutations: () => createPermutations,
+  createPhi: () => createPhi,
+  createPi: () => createPi,
+  createPickRandom: () => createPickRandom,
+  createPinv: () => createPinv,
+  createPlanckCharge: () => createPlanckCharge,
+  createPlanckConstant: () => createPlanckConstant,
+  createPlanckLength: () => createPlanckLength,
+  createPlanckMass: () => createPlanckMass,
+  createPlanckTemperature: () => createPlanckTemperature,
+  createPlanckTime: () => createPlanckTime,
+  createPolynomialRoot: () => createPolynomialRoot,
+  createPow: () => createPow,
+  createPrint: () => createPrint,
+  createPrintTransform: () => createPrintTransform,
+  createProd: () => createProd,
+  createProtonMass: () => createProtonMass,
+  createQr: () => createQr,
+  createQuantileSeq: () => createQuantileSeq,
+  createQuantileSeqTransform: () => createQuantileSeqTransform,
+  createQuantumOfCirculation: () => createQuantumOfCirculation,
+  createRandom: () => createRandom,
+  createRandomInt: () => createRandomInt,
+  createRange: () => createRange,
+  createRangeClass: () => createRangeClass,
+  createRangeNode: () => createRangeNode,
+  createRangeTransform: () => createRangeTransform,
+  createRationalize: () => createRationalize,
+  createRe: () => createRe,
+  createReducedPlanckConstant: () => createReducedPlanckConstant,
+  createRelationalNode: () => createRelationalNode,
+  createReplacer: () => createReplacer,
+  createReshape: () => createReshape,
+  createResize: () => createResize,
+  createResolve: () => createResolve,
+  createResultSet: () => createResultSet,
+  createReviver: () => createReviver,
+  createRightArithShift: () => createRightArithShift,
+  createRightLogShift: () => createRightLogShift,
+  createRotate: () => createRotate,
+  createRotationMatrix: () => createRotationMatrix,
+  createRound: () => createRound,
+  createRow: () => createRow,
+  createRowTransform: () => createRowTransform,
+  createRydberg: () => createRydberg,
+  createSQRT1_2: () => createSQRT1_2,
+  createSQRT2: () => createSQRT2,
+  createSackurTetrode: () => createSackurTetrode,
+  createSchur: () => createSchur,
+  createSec: () => createSec,
+  createSech: () => createSech,
+  createSecondRadiation: () => createSecondRadiation,
+  createSetCartesian: () => createSetCartesian,
+  createSetDifference: () => createSetDifference,
+  createSetDistinct: () => createSetDistinct,
+  createSetIntersect: () => createSetIntersect,
+  createSetIsSubset: () => createSetIsSubset,
+  createSetMultiplicity: () => createSetMultiplicity,
+  createSetPowerset: () => createSetPowerset,
+  createSetSize: () => createSetSize,
+  createSetSymDifference: () => createSetSymDifference,
+  createSetUnion: () => createSetUnion,
+  createSign: () => createSign,
+  createSimplify: () => createSimplify,
+  createSimplifyConstant: () => createSimplifyConstant,
+  createSimplifyCore: () => createSimplifyCore,
+  createSin: () => createSin,
+  createSinh: () => createSinh,
+  createSize: () => createSize,
+  createSlu: () => createSlu,
+  createSmaller: () => createSmaller,
+  createSmallerEq: () => createSmallerEq,
+  createSolveODE: () => createSolveODE,
+  createSort: () => createSort,
+  createSpaClass: () => createSpaClass,
+  createSparse: () => createSparse,
+  createSparseMatrixClass: () => createSparseMatrixClass,
+  createSpeedOfLight: () => createSpeedOfLight,
+  createSplitUnit: () => createSplitUnit,
+  createSqrt: () => createSqrt,
+  createSqrtm: () => createSqrtm,
+  createSquare: () => createSquare,
+  createSqueeze: () => createSqueeze,
+  createStd: () => createStd,
+  createStdTransform: () => createStdTransform,
+  createStefanBoltzmann: () => createStefanBoltzmann,
+  createStirlingS2: () => createStirlingS2,
+  createString: () => createString,
+  createSubset: () => createSubset,
+  createSubsetTransform: () => createSubsetTransform,
+  createSubtract: () => createSubtract,
+  createSum: () => createSum,
+  createSumTransform: () => createSumTransform,
+  createSylvester: () => createSylvester,
+  createSymbolNode: () => createSymbolNode,
+  createSymbolicEqual: () => createSymbolicEqual,
+  createTan: () => createTan,
+  createTanh: () => createTanh,
+  createTau: () => createTau,
+  createThomsonCrossSection: () => createThomsonCrossSection,
+  createTo: () => createTo,
+  createTrace: () => createTrace,
+  createTranspose: () => createTranspose,
+  createTrue: () => createTrue,
+  createTypeOf: () => createTypeOf,
+  createTyped: () => createTyped,
+  createUnaryMinus: () => createUnaryMinus,
+  createUnaryPlus: () => createUnaryPlus,
+  createUnequal: () => createUnequal,
+  createUnitClass: () => createUnitClass,
+  createUnitFunction: () => createUnitFunction,
+  createUppercaseE: () => createUppercaseE,
+  createUppercasePi: () => createUppercasePi,
+  createUsolve: () => createUsolve,
+  createUsolveAll: () => createUsolveAll,
+  createVacuumImpedance: () => createVacuumImpedance,
+  createVariance: () => createVariance,
+  createVarianceTransform: () => createVarianceTransform,
+  createVersion: () => createVersion,
+  createWeakMixingAngle: () => createWeakMixingAngle,
+  createWienDisplacement: () => createWienDisplacement,
+  createXgcd: () => createXgcd,
+  createXor: () => createXor,
+  createZeros: () => createZeros,
+  createZeta: () => createZeta,
+  createZpk2tf: () => createZpk2tf
 });
 
 // node_modules/mathjs/lib/esm/core/function/typed.js
@@ -4324,7 +4824,7 @@ var cbrt = Math.cbrt || function cbrt2(x) {
 var expm1 = Math.expm1 || function expm12(x) {
   return x >= 2e-4 || x <= -2e-4 ? Math.exp(x) - 1 : x + x * x / 2 + x * x * x / 6;
 };
-function formatNumberToBase(n, base, size2) {
+function formatNumberToBase(n, base, size) {
   var prefixes = {
     2: "0b",
     8: "0o",
@@ -4332,30 +4832,30 @@ function formatNumberToBase(n, base, size2) {
   };
   var prefix = prefixes[base];
   var suffix = "";
-  if (size2) {
-    if (size2 < 1) {
+  if (size) {
+    if (size < 1) {
       throw new Error("size must be in greater than 0");
     }
-    if (!isInteger(size2)) {
+    if (!isInteger(size)) {
       throw new Error("size must be an integer");
     }
-    if (n > 2 ** (size2 - 1) - 1 || n < -(2 ** (size2 - 1))) {
-      throw new Error("Value must be in range [-2^".concat(size2 - 1, ", 2^").concat(size2 - 1, "-1]"));
+    if (n > 2 ** (size - 1) - 1 || n < -(2 ** (size - 1))) {
+      throw new Error("Value must be in range [-2^".concat(size - 1, ", 2^").concat(size - 1, "-1]"));
     }
     if (!isInteger(n)) {
       throw new Error("Value must be an integer");
     }
     if (n < 0) {
-      n = n + 2 ** size2;
+      n = n + 2 ** size;
     }
-    suffix = "i".concat(size2);
+    suffix = "i".concat(size);
   }
-  var sign4 = "";
+  var sign3 = "";
   if (n < 0) {
     n = -n;
-    sign4 = "-";
+    sign3 = "-";
   }
-  return "".concat(sign4).concat(prefix).concat(n.toString(base)).concat(suffix);
+  return "".concat(sign3).concat(prefix).concat(n.toString(base)).concat(suffix);
 }
 function format(value, options) {
   if (typeof options === "function") {
@@ -4403,8 +4903,8 @@ function format(value, options) {
     case "auto":
       return toPrecision(value, precision, options && options).replace(/((\.\d*?)(0+))($|e)/, function() {
         var digits2 = arguments[2];
-        var e3 = arguments[4];
-        return digits2 !== "." ? digits2 + e3 : e3;
+        var e2 = arguments[4];
+        return digits2 !== "." ? digits2 + e2 : e2;
       });
     default:
       throw new Error('Unknown notation "' + notation + '". Choose "auto", "exponential", "fixed", "bin", "oct", or "hex.');
@@ -4415,13 +4915,13 @@ function splitNumber(value) {
   if (!match) {
     throw new SyntaxError("Invalid number " + value);
   }
-  var sign4 = match[1];
+  var sign3 = match[1];
   var digits2 = match[2];
   var exponent = parseFloat(match[4] || "0");
-  var dot2 = digits2.indexOf(".");
-  exponent += dot2 !== -1 ? dot2 - 1 : digits2.length - 1;
-  var coefficients = digits2.replace(".", "").replace(/^0*/, function(zeros3) {
-    exponent -= zeros3.length;
+  var dot = digits2.indexOf(".");
+  exponent += dot !== -1 ? dot - 1 : digits2.length - 1;
+  var coefficients = digits2.replace(".", "").replace(/^0*/, function(zeros2) {
+    exponent -= zeros2.length;
     return "";
   }).replace(/0*$/, "").split("").map(function(d) {
     return parseInt(d);
@@ -4431,7 +4931,7 @@ function splitNumber(value) {
     exponent++;
   }
   return {
-    sign: sign4,
+    sign: sign3,
     coefficients,
     exponent
   };
@@ -4442,20 +4942,20 @@ function toEngineering(value, precision) {
   }
   var split = splitNumber(value);
   var rounded = roundDigits(split, precision);
-  var e3 = rounded.exponent;
+  var e2 = rounded.exponent;
   var c = rounded.coefficients;
-  var newExp = e3 % 3 === 0 ? e3 : e3 < 0 ? e3 - 3 - e3 % 3 : e3 - e3 % 3;
+  var newExp = e2 % 3 === 0 ? e2 : e2 < 0 ? e2 - 3 - e2 % 3 : e2 - e2 % 3;
   if (isNumber(precision)) {
-    while (precision > c.length || e3 - newExp + 1 > c.length) {
+    while (precision > c.length || e2 - newExp + 1 > c.length) {
       c.push(0);
     }
   } else {
-    var missingZeros = Math.abs(e3 - newExp) - (c.length - 1);
-    for (var i2 = 0; i2 < missingZeros; i2++) {
+    var missingZeros = Math.abs(e2 - newExp) - (c.length - 1);
+    for (var i = 0; i < missingZeros; i++) {
       c.push(0);
     }
   }
-  var expDiff = Math.abs(e3 - newExp);
+  var expDiff = Math.abs(e2 - newExp);
   var decimalIdx = 1;
   while (expDiff > 0) {
     decimalIdx++;
@@ -4463,7 +4963,7 @@ function toEngineering(value, precision) {
   }
   var decimals = c.slice(decimalIdx).join("");
   var decimalVal = isNumber(precision) && decimals.length || decimals.match(/[1-9]/) ? "." + decimals : "";
-  var str = c.slice(0, decimalIdx).join("") + decimalVal + "e" + (e3 >= 0 ? "+" : "") + newExp.toString();
+  var str = c.slice(0, decimalIdx).join("") + decimalVal + "e" + (e2 >= 0 ? "+" : "") + newExp.toString();
   return rounded.sign + str;
 }
 function toFixed(value, precision) {
@@ -4494,12 +4994,12 @@ function toExponential(value, precision) {
   var split = splitNumber(value);
   var rounded = precision ? roundDigits(split, precision) : split;
   var c = rounded.coefficients;
-  var e3 = rounded.exponent;
+  var e2 = rounded.exponent;
   if (c.length < precision) {
     c = c.concat(zeros(precision - c.length));
   }
   var first = c.shift();
-  return rounded.sign + first + (c.length > 0 ? "." + c.join("") : "") + "e" + (e3 >= 0 ? "+" : "") + e3;
+  return rounded.sign + first + (c.length > 0 ? "." + c.join("") : "") + "e" + (e2 >= 0 ? "+" : "") + e2;
 }
 function toPrecision(value, precision, options) {
   if (isNaN(value) || !isFinite(value)) {
@@ -4513,15 +5013,15 @@ function toPrecision(value, precision, options) {
     return toExponential(value, precision);
   } else {
     var c = rounded.coefficients;
-    var e3 = rounded.exponent;
+    var e2 = rounded.exponent;
     if (c.length < precision) {
       c = c.concat(zeros(precision - c.length));
     }
-    c = c.concat(zeros(e3 - c.length + 1 + (c.length < precision ? precision - c.length : 0)));
-    c = zeros(-e3).concat(c);
-    var dot2 = e3 > 0 ? e3 : 0;
-    if (dot2 < c.length - 1) {
-      c.splice(dot2 + 1, 0, ".");
+    c = c.concat(zeros(e2 - c.length + 1 + (c.length < precision ? precision - c.length : 0)));
+    c = zeros(-e2).concat(c);
+    var dot = e2 > 0 ? e2 : 0;
+    if (dot < c.length - 1) {
+      c.splice(dot + 1, 0, ".");
     }
     return rounded.sign + c.join("");
   }
@@ -4541,17 +5041,17 @@ function roundDigits(split, precision) {
   if (c.length > precision) {
     var removed = c.splice(precision, c.length - precision);
     if (removed[0] >= 5) {
-      var i2 = precision - 1;
-      c[i2]++;
-      while (c[i2] === 10) {
+      var i = precision - 1;
+      c[i]++;
+      while (c[i] === 10) {
         c.pop();
-        if (i2 === 0) {
+        if (i === 0) {
           c.unshift(0);
           rounded.exponent++;
-          i2++;
+          i++;
         }
-        i2--;
-        c[i2]++;
+        i--;
+        c[i]++;
       }
     }
   }
@@ -4559,7 +5059,7 @@ function roundDigits(split, precision) {
 }
 function zeros(length) {
   var arr = [];
-  for (var i2 = 0; i2 < length; i2++) {
+  for (var i = 0; i < length; i++) {
     arr.push(0);
   }
   return arr;
@@ -4579,11 +5079,11 @@ function nearlyEqual(x, y, epsilon) {
     return false;
   }
   if (isFinite(x) && isFinite(y)) {
-    var diff2 = Math.abs(x - y);
-    if (diff2 < DBL_EPSILON) {
+    var diff = Math.abs(x - y);
+    if (diff < DBL_EPSILON) {
       return true;
     } else {
-      return diff2 <= Math.max(Math.abs(x), Math.abs(y)) * epsilon;
+      return diff <= Math.max(Math.abs(x), Math.abs(y)) * epsilon;
     }
   }
   return false;
@@ -4604,8 +5104,8 @@ var sinh = Math.sinh || function(x) {
   return (Math.exp(x) - Math.exp(-x)) / 2;
 };
 var tanh = Math.tanh || function(x) {
-  var e3 = Math.exp(2 * x);
-  return (e3 - 1) / (e3 + 1);
+  var e2 = Math.exp(2 * x);
+  return (e2 - 1) / (e2 + 1);
 };
 function copysign(x, y) {
   var signx = x > 0 ? true : x < 0 ? false : 1 / x === Infinity;
@@ -4614,27 +5114,27 @@ function copysign(x, y) {
 }
 
 // node_modules/mathjs/lib/esm/utils/bignumber/formatter.js
-function formatBigNumberToBase(n, base, size2) {
+function formatBigNumberToBase(n, base, size) {
   var BigNumberCtor = n.constructor;
   var big2 = new BigNumberCtor(2);
   var suffix = "";
-  if (size2) {
-    if (size2 < 1) {
+  if (size) {
+    if (size < 1) {
       throw new Error("size must be in greater than 0");
     }
-    if (!isInteger(size2)) {
+    if (!isInteger(size)) {
       throw new Error("size must be an integer");
     }
-    if (n.greaterThan(big2.pow(size2 - 1).sub(1)) || n.lessThan(big2.pow(size2 - 1).mul(-1))) {
-      throw new Error("Value must be in range [-2^".concat(size2 - 1, ", 2^").concat(size2 - 1, "-1]"));
+    if (n.greaterThan(big2.pow(size - 1).sub(1)) || n.lessThan(big2.pow(size - 1).mul(-1))) {
+      throw new Error("Value must be in range [-2^".concat(size - 1, ", 2^").concat(size - 1, "-1]"));
     }
     if (!n.isInteger()) {
       throw new Error("Value must be an integer");
     }
     if (n.lessThan(0)) {
-      n = n.add(big2.pow(size2));
+      n = n.add(big2.pow(size));
     }
-    suffix = "i".concat(size2);
+    suffix = "i".concat(size);
   }
   switch (base) {
     case 2:
@@ -4693,16 +5193,16 @@ function format2(value, options) {
         return "0";
       var str;
       var rounded = value.toSignificantDigits(precision);
-      var exp3 = rounded.e;
-      if (exp3 >= lowerExp && exp3 < upperExp) {
+      var exp2 = rounded.e;
+      if (exp2 >= lowerExp && exp2 < upperExp) {
         str = rounded.toFixed();
       } else {
         str = toExponential2(value, precision);
       }
       return str.replace(/((\.\d*?)(0+))($|e)/, function() {
         var digits2 = arguments[2];
-        var e3 = arguments[4];
-        return digits2 !== "." ? digits2 + e3 : e3;
+        var e2 = arguments[4];
+        return digits2 !== "." ? digits2 + e2 : e2;
       });
     }
     default:
@@ -4710,15 +5210,15 @@ function format2(value, options) {
   }
 }
 function toEngineering2(value, precision) {
-  var e3 = value.e;
-  var newExp = e3 % 3 === 0 ? e3 : e3 < 0 ? e3 - 3 - e3 % 3 : e3 - e3 % 3;
+  var e2 = value.e;
+  var newExp = e2 % 3 === 0 ? e2 : e2 < 0 ? e2 - 3 - e2 % 3 : e2 - e2 % 3;
   var valueWithoutExp = value.mul(Math.pow(10, -newExp));
   var valueStr = valueWithoutExp.toPrecision(precision);
   if (valueStr.indexOf("e") !== -1) {
-    var BigNumber2 = value.constructor;
-    valueStr = new BigNumber2(valueStr).toFixed();
+    var BigNumber = value.constructor;
+    valueStr = new BigNumber(valueStr).toFixed();
   }
-  return valueStr + "e" + (e3 >= 0 ? "+" : "") + newExp.toString();
+  return valueStr + "e" + (e2 >= 0 ? "+" : "") + newExp.toString();
 }
 function toExponential2(value, precision) {
   if (precision !== void 0) {
@@ -4784,13 +5284,13 @@ function _format(value, options) {
 function stringify(value) {
   var text = String(value);
   var escaped = "";
-  var i2 = 0;
-  while (i2 < text.length) {
-    var c = text.charAt(i2);
+  var i = 0;
+  while (i < text.length) {
+    var c = text.charAt(i);
     if (c === "\\") {
       escaped += c;
-      i2++;
-      c = text.charAt(i2);
+      i++;
+      c = text.charAt(i);
       if (c === "" || '"\\/bfnrtu'.indexOf(c) === -1) {
         escaped += "\\";
       }
@@ -4800,7 +5300,7 @@ function stringify(value) {
     } else {
       escaped += c;
     }
-    i2++;
+    i++;
   }
   return '"' + escaped + '"';
 }
@@ -4813,11 +5313,11 @@ function formatArray(array, options) {
   if (Array.isArray(array)) {
     var str = "[";
     var len = array.length;
-    for (var i2 = 0; i2 < len; i2++) {
-      if (i2 !== 0) {
+    for (var i = 0; i < len; i++) {
+      if (i !== 0) {
         str += ", ";
       }
-      str += formatArray(array[i2], options);
+      str += formatArray(array[i], options);
     }
     str += "]";
     return str;
@@ -4855,17 +5355,17 @@ DimensionError.prototype.name = "DimensionError";
 DimensionError.prototype.isDimensionError = true;
 
 // node_modules/mathjs/lib/esm/error/IndexError.js
-function IndexError(index2, min3, max3) {
+function IndexError(index, min2, max2) {
   if (!(this instanceof IndexError)) {
     throw new SyntaxError("Constructor must be called with the new operator");
   }
-  this.index = index2;
+  this.index = index;
   if (arguments.length < 3) {
     this.min = 0;
-    this.max = min3;
+    this.max = min2;
   } else {
-    this.min = min3;
-    this.max = max3;
+    this.min = min2;
+    this.max = max2;
   }
   if (this.min !== void 0 && this.index < this.min) {
     this.message = "Index out of range (" + this.index + " < " + this.min + ")";
@@ -4890,61 +5390,61 @@ function arraySize(x) {
   }
   return s;
 }
-function _validate(array, size2, dim) {
-  var i2;
+function _validate(array, size, dim) {
+  var i;
   var len = array.length;
-  if (len !== size2[dim]) {
-    throw new DimensionError(len, size2[dim]);
+  if (len !== size[dim]) {
+    throw new DimensionError(len, size[dim]);
   }
-  if (dim < size2.length - 1) {
+  if (dim < size.length - 1) {
     var dimNext = dim + 1;
-    for (i2 = 0; i2 < len; i2++) {
-      var child = array[i2];
+    for (i = 0; i < len; i++) {
+      var child = array[i];
       if (!Array.isArray(child)) {
-        throw new DimensionError(size2.length - 1, size2.length, "<");
+        throw new DimensionError(size.length - 1, size.length, "<");
       }
-      _validate(array[i2], size2, dimNext);
+      _validate(array[i], size, dimNext);
     }
   } else {
-    for (i2 = 0; i2 < len; i2++) {
-      if (Array.isArray(array[i2])) {
-        throw new DimensionError(size2.length + 1, size2.length, ">");
+    for (i = 0; i < len; i++) {
+      if (Array.isArray(array[i])) {
+        throw new DimensionError(size.length + 1, size.length, ">");
       }
     }
   }
 }
-function validate(array, size2) {
-  var isScalar = size2.length === 0;
+function validate(array, size) {
+  var isScalar = size.length === 0;
   if (isScalar) {
     if (Array.isArray(array)) {
       throw new DimensionError(array.length, 0);
     }
   } else {
-    _validate(array, size2, 0);
+    _validate(array, size, 0);
   }
 }
-function validateIndexSourceSize(value, index2) {
+function validateIndexSourceSize(value, index) {
   var valueSize = value.isMatrix ? value._size : arraySize(value);
-  var sourceSize = index2._sourceSize;
-  sourceSize.forEach((sourceDim, i2) => {
-    if (sourceDim !== null && sourceDim !== valueSize[i2]) {
-      throw new DimensionError(sourceDim, valueSize[i2]);
+  var sourceSize = index._sourceSize;
+  sourceSize.forEach((sourceDim, i) => {
+    if (sourceDim !== null && sourceDim !== valueSize[i]) {
+      throw new DimensionError(sourceDim, valueSize[i]);
     }
   });
 }
-function validateIndex(index2, length) {
-  if (index2 !== void 0) {
-    if (!isNumber(index2) || !isInteger(index2)) {
-      throw new TypeError("Index must be an integer (value: " + index2 + ")");
+function validateIndex(index, length) {
+  if (index !== void 0) {
+    if (!isNumber(index) || !isInteger(index)) {
+      throw new TypeError("Index must be an integer (value: " + index + ")");
     }
-    if (index2 < 0 || typeof length === "number" && index2 >= length) {
-      throw new IndexError(index2, length);
+    if (index < 0 || typeof length === "number" && index >= length) {
+      throw new IndexError(index, length);
     }
   }
 }
-function isEmptyIndex(index2) {
-  for (var i2 = 0; i2 < index2._dimensions.length; ++i2) {
-    var dimension = index2._dimensions[i2];
+function isEmptyIndex(index) {
+  for (var i = 0; i < index._dimensions.length; ++i) {
+    var dimension = index._dimensions[i];
     if (dimension._data && isArray(dimension._data)) {
       if (dimension._size[0] === 0) {
         return true;
@@ -4961,55 +5461,55 @@ function isEmptyIndex(index2) {
   }
   return false;
 }
-function resize(array, size2, defaultValue) {
-  if (!Array.isArray(size2)) {
+function resize(array, size, defaultValue) {
+  if (!Array.isArray(size)) {
     throw new TypeError("Array expected");
   }
-  if (size2.length === 0) {
+  if (size.length === 0) {
     throw new Error("Resizing to scalar is not supported");
   }
-  size2.forEach(function(value) {
+  size.forEach(function(value) {
     if (!isNumber(value) || !isInteger(value) || value < 0) {
-      throw new TypeError("Invalid size, must contain positive integers (size: " + format3(size2) + ")");
+      throw new TypeError("Invalid size, must contain positive integers (size: " + format3(size) + ")");
     }
   });
   if (isNumber(array) || isBigNumber(array)) {
     array = [array];
   }
   var _defaultValue = defaultValue !== void 0 ? defaultValue : 0;
-  _resize(array, size2, 0, _defaultValue);
+  _resize(array, size, 0, _defaultValue);
   return array;
 }
-function _resize(array, size2, dim, defaultValue) {
-  var i2;
+function _resize(array, size, dim, defaultValue) {
+  var i;
   var elem;
   var oldLen = array.length;
-  var newLen = size2[dim];
+  var newLen = size[dim];
   var minLen = Math.min(oldLen, newLen);
   array.length = newLen;
-  if (dim < size2.length - 1) {
+  if (dim < size.length - 1) {
     var dimNext = dim + 1;
-    for (i2 = 0; i2 < minLen; i2++) {
-      elem = array[i2];
+    for (i = 0; i < minLen; i++) {
+      elem = array[i];
       if (!Array.isArray(elem)) {
         elem = [elem];
-        array[i2] = elem;
+        array[i] = elem;
       }
-      _resize(elem, size2, dimNext, defaultValue);
+      _resize(elem, size, dimNext, defaultValue);
     }
-    for (i2 = minLen; i2 < newLen; i2++) {
+    for (i = minLen; i < newLen; i++) {
       elem = [];
-      array[i2] = elem;
-      _resize(elem, size2, dimNext, defaultValue);
+      array[i] = elem;
+      _resize(elem, size, dimNext, defaultValue);
     }
   } else {
-    for (i2 = 0; i2 < minLen; i2++) {
-      while (Array.isArray(array[i2])) {
-        array[i2] = array[i2][0];
+    for (i = 0; i < minLen; i++) {
+      while (Array.isArray(array[i])) {
+        array[i] = array[i][0];
       }
     }
-    for (i2 = minLen; i2 < newLen; i2++) {
-      array[i2] = defaultValue;
+    for (i = minLen; i < newLen; i++) {
+      array[i] = defaultValue;
     }
   }
 }
@@ -5029,11 +5529,11 @@ function reshape(array, sizes) {
   }
   try {
     return _reshape(flatArray, sizes);
-  } catch (e3) {
-    if (e3 instanceof DimensionError) {
+  } catch (e2) {
+    if (e2 instanceof DimensionError) {
       throw new DimensionError(newLength, currentLength, "!=");
     }
-    throw e3;
+    throw e2;
   }
 }
 function processSizesWildcard(sizes, currentLength) {
@@ -5063,18 +5563,18 @@ function _reshape(array, sizes) {
   var tmpArray = array;
   var tmpArray2;
   for (var sizeIndex = sizes.length - 1; sizeIndex > 0; sizeIndex--) {
-    var size2 = sizes[sizeIndex];
+    var size = sizes[sizeIndex];
     tmpArray2 = [];
-    var length = tmpArray.length / size2;
-    for (var i2 = 0; i2 < length; i2++) {
-      tmpArray2.push(tmpArray.slice(i2 * size2, (i2 + 1) * size2));
+    var length = tmpArray.length / size;
+    for (var i = 0; i < length; i++) {
+      tmpArray2.push(tmpArray.slice(i * size, (i + 1) * size));
     }
     tmpArray = tmpArray2;
   }
   return tmpArray;
 }
-function squeeze(array, size2) {
-  var s = size2 || arraySize(array);
+function squeeze(array, size) {
+  var s = size || arraySize(array);
   while (Array.isArray(array) && array.length === 1) {
     array = array[0];
     s.shift();
@@ -5090,11 +5590,11 @@ function squeeze(array, size2) {
   return array;
 }
 function _squeeze(array, dims, dim) {
-  var i2, ii;
+  var i, ii;
   if (dim < dims) {
     var next = dim + 1;
-    for (i2 = 0, ii = array.length; i2 < ii; i2++) {
-      array[i2] = _squeeze(array[i2], dims, next);
+    for (i = 0, ii = array.length; i < ii; i++) {
+      array[i] = _squeeze(array[i], dims, next);
     }
   } else {
     while (Array.isArray(array)) {
@@ -5103,10 +5603,10 @@ function _squeeze(array, dims, dim) {
   }
   return array;
 }
-function unsqueeze(array, dims, outer, size2) {
-  var s = size2 || arraySize(array);
+function unsqueeze(array, dims, outer, size) {
+  var s = size || arraySize(array);
   if (outer) {
-    for (var i2 = 0; i2 < outer; i2++) {
+    for (var i = 0; i < outer; i++) {
       array = [array];
       s.unshift(1);
     }
@@ -5118,11 +5618,11 @@ function unsqueeze(array, dims, outer, size2) {
   return array;
 }
 function _unsqueeze(array, dims, dim) {
-  var i2, ii;
+  var i, ii;
   if (Array.isArray(array)) {
     var next = dim + 1;
-    for (i2 = 0, ii = array.length; i2 < ii; i2++) {
-      array[i2] = _unsqueeze(array[i2], dims, next);
+    for (i = 0, ii = array.length; i < ii; i++) {
+      array[i] = _unsqueeze(array[i], dims, next);
     }
   } else {
     for (var d = dim; d < dims; d++) {
@@ -5174,20 +5674,20 @@ function identify(a) {
     return a;
   }
   var b = [];
-  var count2 = 0;
+  var count = 0;
   b[0] = {
     value: a[0],
     identifier: 0
   };
-  for (var i2 = 1; i2 < a.length; i2++) {
-    if (a[i2] === a[i2 - 1]) {
-      count2++;
+  for (var i = 1; i < a.length; i++) {
+    if (a[i] === a[i - 1]) {
+      count++;
     } else {
-      count2 = 0;
+      count = 0;
     }
     b.push({
-      value: a[i2],
-      identifier: count2
+      value: a[i],
+      identifier: count
     });
   }
   return b;
@@ -5200,24 +5700,24 @@ function generalize(a) {
     return a;
   }
   var b = [];
-  for (var i2 = 0; i2 < a.length; i2++) {
-    b.push(a[i2].value);
+  for (var i = 0; i < a.length; i++) {
+    b.push(a[i].value);
   }
   return b;
 }
-function getArrayDataType(array, typeOf3) {
+function getArrayDataType(array, typeOf2) {
   var type;
   var length = 0;
-  for (var i2 = 0; i2 < array.length; i2++) {
-    var item = array[i2];
+  for (var i = 0; i < array.length; i++) {
+    var item = array[i];
     var _isArray = Array.isArray(item);
-    if (i2 === 0 && _isArray) {
+    if (i === 0 && _isArray) {
       length = item.length;
     }
     if (_isArray && item.length !== length) {
       return void 0;
     }
-    var itemType = _isArray ? getArrayDataType(item, typeOf3) : typeOf3(item);
+    var itemType = _isArray ? getArrayDataType(item, typeOf2) : typeOf2(item);
     if (type === void 0) {
       type = itemType;
     } else if (type !== itemType) {
@@ -5227,14 +5727,17 @@ function getArrayDataType(array, typeOf3) {
   }
   return type;
 }
+function contains2(array, item) {
+  return array.indexOf(item) !== -1;
+}
 function concatRecursive(a, b, concatDim, dim) {
   if (dim < concatDim) {
     if (a.length !== b.length) {
       throw new DimensionError(a.length, b.length);
     }
     var c = [];
-    for (var i2 = 0; i2 < a.length; i2++) {
-      c[i2] = concatRecursive(a[i2], b[i2], concatDim, dim + 1);
+    for (var i = 0; i < a.length; i++) {
+      c[i] = concatRecursive(a[i], b[i], concatDim, dim + 1);
     }
     return c;
   } else {
@@ -5262,13 +5765,13 @@ function broadcastSizes() {
   var dimensions = sizes.map((s) => s.length);
   var N = Math.max(...dimensions);
   var sizeMax = new Array(N).fill(null);
-  for (var i2 = 0; i2 < sizes.length; i2++) {
-    var size2 = sizes[i2];
-    var dim = dimensions[i2];
+  for (var i = 0; i < sizes.length; i++) {
+    var size = sizes[i];
+    var dim = dimensions[i];
     for (var j = 0; j < dim; j++) {
       var n = N - dim + j;
-      if (size2[j] > sizeMax[n]) {
-        sizeMax[n] = size2[j];
+      if (size[j] > sizeMax[n]) {
+        sizeMax[n] = size[j];
       }
     }
   }
@@ -5277,13 +5780,13 @@ function broadcastSizes() {
   }
   return sizeMax;
 }
-function checkBroadcastingRules(size2, toSize) {
+function checkBroadcastingRules(size, toSize) {
   var N = toSize.length;
-  var dim = size2.length;
+  var dim = size.length;
   for (var j = 0; j < dim; j++) {
     var n = N - dim + j;
-    if (size2[j] < toSize[n] && size2[j] > 1 || size2[j] > toSize[n]) {
-      throw new Error("shape missmatch: missmatch is found in arg with shape (".concat(size2, ") not possible to broadcast dimension ").concat(dim, " with size ").concat(size2[j], " to size ").concat(toSize[n]));
+    if (size[j] < toSize[n] && size[j] > 1 || size[j] > toSize[n]) {
+      throw new Error("shape missmatch: missmatch is found in arg with shape (".concat(size, ") not possible to broadcast dimension ").concat(dim, " with size ").concat(size[j], " to size ").concat(toSize[n]));
     }
   }
 }
@@ -5317,11 +5820,11 @@ function clone2(array) {
 }
 
 // node_modules/mathjs/lib/esm/utils/factory.js
-function factory(name309, dependencies309, create, meta) {
+function factory(name309, dependencies309, create2, meta) {
   function assertAndCreate(scope) {
     var deps = pickShallow(scope, dependencies309.map(stripOptionalNotation));
     assertDependencies(name309, dependencies309, scope);
-    return create(deps);
+    return create2(deps);
   }
   assertAndCreate.isFactory = true;
   assertAndCreate.fn = name309;
@@ -5331,6 +5834,9 @@ function factory(name309, dependencies309, create, meta) {
   }
   return assertAndCreate;
 }
+function isFactory(obj) {
+  return typeof obj === "function" && typeof obj.fn === "string" && Array.isArray(obj.dependencies);
+}
 function assertDependencies(name309, dependencies309, scope) {
   var allDefined = dependencies309.filter((dependency) => !isOptionalDependency(dependency)).every((dependency) => scope[dependency] !== void 0);
   if (!allDefined) {
@@ -5451,13 +5957,13 @@ function createMap(mapOrObject) {
   }
   throw new Error("createMap can create maps from objects or Maps");
 }
-function toObject(map3) {
-  if (map3 instanceof ObjectWrappingMap) {
-    return map3.wrappedObject;
+function toObject(map2) {
+  if (map2 instanceof ObjectWrappingMap) {
+    return map2.wrappedObject;
   }
   var object = {};
-  for (var key of map3.keys()) {
-    var value = map3.get(key);
+  for (var key of map2.keys()) {
+    var value = map2.get(key);
     setSafeProperty(object, key, value);
   }
   return object;
@@ -5468,7 +5974,7 @@ function isMap(object) {
   }
   return object instanceof Map || object instanceof ObjectWrappingMap || typeof object.set === "function" && typeof object.get === "function" && typeof object.keys === "function" && typeof object.has === "function";
 }
-function assign(map3) {
+function assign(map2) {
   for (var _len = arguments.length, objects = new Array(_len > 1 ? _len - 1 : 0), _key = 1; _key < _len; _key++) {
     objects[_key - 1] = arguments[_key];
   }
@@ -5478,15 +5984,15 @@ function assign(map3) {
     }
     if (isMap(args)) {
       for (var key of args.keys()) {
-        map3.set(key, args.get(key));
+        map2.set(key, args.get(key));
       }
     } else if (isObject(args)) {
       for (var _key2 of Object.keys(args)) {
-        map3.set(_key2, args[_key2]);
+        map2.set(_key2, args[_key2]);
       }
     }
   }
-  return map3;
+  return map2;
 }
 
 // node_modules/mathjs/lib/esm/core/function/typed.js
@@ -5497,14 +6003,14 @@ var _createTyped2 = function _createTyped() {
 var dependencies = ["?BigNumber", "?Complex", "?DenseMatrix", "?Fraction"];
 var createTyped = /* @__PURE__ */ factory("typed", dependencies, function createTyped2(_ref) {
   var {
-    BigNumber: BigNumber2,
-    Complex: Complex3,
-    DenseMatrix: DenseMatrix2,
-    Fraction: Fraction3
+    BigNumber,
+    Complex: Complex2,
+    DenseMatrix,
+    Fraction: Fraction2
   } = _ref;
-  var typed3 = _createTyped2();
-  typed3.clear();
-  typed3.addTypes([
+  var typed2 = _createTyped2();
+  typed2.clear();
+  typed2.addTypes([
     {
       name: "number",
       test: isNumber
@@ -5671,35 +6177,35 @@ var createTyped = /* @__PURE__ */ factory("typed", dependencies, function create
     }
     // order 'Object' last, it matches on other classes too
   ]);
-  typed3.addConversions([{
+  typed2.addConversions([{
     from: "number",
     to: "BigNumber",
     convert: function convert(x) {
-      if (!BigNumber2) {
+      if (!BigNumber) {
         throwNoBignumber(x);
       }
       if (digits(x) > 15) {
         throw new TypeError("Cannot implicitly convert a number with >15 significant digits to BigNumber (value: " + x + "). Use function bignumber(x) to convert to BigNumber.");
       }
-      return new BigNumber2(x);
+      return new BigNumber(x);
     }
   }, {
     from: "number",
     to: "Complex",
     convert: function convert(x) {
-      if (!Complex3) {
+      if (!Complex2) {
         throwNoComplex(x);
       }
-      return new Complex3(x, 0);
+      return new Complex2(x, 0);
     }
   }, {
     from: "BigNumber",
     to: "Complex",
     convert: function convert(x) {
-      if (!Complex3) {
+      if (!Complex2) {
         throwNoComplex(x);
       }
-      return new Complex3(x.toNumber(), 0);
+      return new Complex2(x.toNumber(), 0);
     }
   }, {
     from: "Fraction",
@@ -5711,19 +6217,19 @@ var createTyped = /* @__PURE__ */ factory("typed", dependencies, function create
     from: "Fraction",
     to: "Complex",
     convert: function convert(x) {
-      if (!Complex3) {
+      if (!Complex2) {
         throwNoComplex(x);
       }
-      return new Complex3(x.valueOf(), 0);
+      return new Complex2(x.valueOf(), 0);
     }
   }, {
     from: "number",
     to: "Fraction",
     convert: function convert(x) {
-      if (!Fraction3) {
+      if (!Fraction2) {
         throwNoFraction(x);
       }
-      var f = new Fraction3(x);
+      var f = new Fraction2(x);
       if (f.valueOf() !== x) {
         throw new TypeError("Cannot implicitly convert a number to a Fraction when there will be a loss of precision (value: " + x + "). Use function fraction(x) to convert to Fraction.");
       }
@@ -5750,11 +6256,11 @@ var createTyped = /* @__PURE__ */ factory("typed", dependencies, function create
     from: "string",
     to: "BigNumber",
     convert: function convert(x) {
-      if (!BigNumber2) {
+      if (!BigNumber) {
         throwNoBignumber(x);
       }
       try {
-        return new BigNumber2(x);
+        return new BigNumber(x);
       } catch (err) {
         throw new Error('Cannot convert "' + x + '" to BigNumber');
       }
@@ -5763,11 +6269,11 @@ var createTyped = /* @__PURE__ */ factory("typed", dependencies, function create
     from: "string",
     to: "Fraction",
     convert: function convert(x) {
-      if (!Fraction3) {
+      if (!Fraction2) {
         throwNoFraction(x);
       }
       try {
-        return new Fraction3(x);
+        return new Fraction2(x);
       } catch (err) {
         throw new Error('Cannot convert "' + x + '" to Fraction');
       }
@@ -5776,11 +6282,11 @@ var createTyped = /* @__PURE__ */ factory("typed", dependencies, function create
     from: "string",
     to: "Complex",
     convert: function convert(x) {
-      if (!Complex3) {
+      if (!Complex2) {
         throwNoComplex(x);
       }
       try {
-        return new Complex3(x);
+        return new Complex2(x);
       } catch (err) {
         throw new Error('Cannot convert "' + x + '" to Complex');
       }
@@ -5795,19 +6301,19 @@ var createTyped = /* @__PURE__ */ factory("typed", dependencies, function create
     from: "boolean",
     to: "BigNumber",
     convert: function convert(x) {
-      if (!BigNumber2) {
+      if (!BigNumber) {
         throwNoBignumber(x);
       }
-      return new BigNumber2(+x);
+      return new BigNumber(+x);
     }
   }, {
     from: "boolean",
     to: "Fraction",
     convert: function convert(x) {
-      if (!Fraction3) {
+      if (!Fraction2) {
         throwNoFraction(x);
       }
-      return new Fraction3(+x);
+      return new Fraction2(+x);
     }
   }, {
     from: "boolean",
@@ -5819,20 +6325,20 @@ var createTyped = /* @__PURE__ */ factory("typed", dependencies, function create
     from: "Array",
     to: "Matrix",
     convert: function convert(array) {
-      if (!DenseMatrix2) {
+      if (!DenseMatrix) {
         throwNoMatrix();
       }
-      return new DenseMatrix2(array);
+      return new DenseMatrix(array);
     }
   }, {
     from: "Matrix",
     to: "Array",
-    convert: function convert(matrix2) {
-      return matrix2.valueOf();
+    convert: function convert(matrix) {
+      return matrix.valueOf();
     }
   }]);
-  typed3.onMismatch = (name309, args, signatures) => {
-    var usualError = typed3.createError(name309, args, signatures);
+  typed2.onMismatch = (name309, args, signatures) => {
+    var usualError = typed2.createError(name309, args, signatures);
     if (["wrongType", "mismatch"].includes(usualError.data.category) && args.length === 1 && isCollection(args[0]) && // check if the function can be unary:
     signatures.some((sig) => !sig.params.includes(","))) {
       var err = new TypeError("Function '".concat(name309, "' doesn't apply to matrices. To call it ") + "elementwise on a matrix 'M', try 'map(M, ".concat(name309, ")'."));
@@ -5841,8 +6347,8 @@ var createTyped = /* @__PURE__ */ factory("typed", dependencies, function create
     }
     throw usualError;
   };
-  typed3.onMismatch = (name309, args, signatures) => {
-    var usualError = typed3.createError(name309, args, signatures);
+  typed2.onMismatch = (name309, args, signatures) => {
+    var usualError = typed2.createError(name309, args, signatures);
     if (["wrongType", "mismatch"].includes(usualError.data.category) && args.length === 1 && isCollection(args[0]) && // check if the function can be unary:
     signatures.some((sig) => !sig.params.includes(","))) {
       var err = new TypeError("Function '".concat(name309, "' doesn't apply to matrices. To call it ") + "elementwise on a matrix 'M', try 'map(M, ".concat(name309, ")'."));
@@ -5851,7 +6357,7 @@ var createTyped = /* @__PURE__ */ factory("typed", dependencies, function create
     }
     throw usualError;
   };
-  return typed3;
+  return typed2;
 });
 function throwNoBignumber(x) {
   throw new Error("Cannot convert value ".concat(x, " into a BigNumber: no class 'BigNumber' provided"));
@@ -5870,30 +6376,30 @@ function throwNoFraction(x) {
 var name = "ResultSet";
 var dependencies2 = [];
 var createResultSet = /* @__PURE__ */ factory(name, dependencies2, () => {
-  function ResultSet2(entries) {
-    if (!(this instanceof ResultSet2)) {
+  function ResultSet(entries) {
+    if (!(this instanceof ResultSet)) {
       throw new SyntaxError("Constructor must be called with the new operator");
     }
     this.entries = entries || [];
   }
-  ResultSet2.prototype.type = "ResultSet";
-  ResultSet2.prototype.isResultSet = true;
-  ResultSet2.prototype.valueOf = function() {
+  ResultSet.prototype.type = "ResultSet";
+  ResultSet.prototype.isResultSet = true;
+  ResultSet.prototype.valueOf = function() {
     return this.entries;
   };
-  ResultSet2.prototype.toString = function() {
+  ResultSet.prototype.toString = function() {
     return "[" + this.entries.join(", ") + "]";
   };
-  ResultSet2.prototype.toJSON = function() {
+  ResultSet.prototype.toJSON = function() {
     return {
       mathjs: "ResultSet",
       entries: this.entries
     };
   };
-  ResultSet2.fromJSON = function(json) {
-    return new ResultSet2(json.entries);
+  ResultSet.fromJSON = function(json) {
+    return new ResultSet(json.entries);
   };
-  return ResultSet2;
+  return ResultSet;
 }, {
   isClass: true
 });
@@ -5992,19 +6498,19 @@ P.absoluteValue = P.abs = function() {
 P.ceil = function() {
   return finalise(new this.constructor(this), this.e + 1, 2);
 };
-P.clampedTo = P.clamp = function(min3, max3) {
+P.clampedTo = P.clamp = function(min2, max2) {
   var k, x = this, Ctor = x.constructor;
-  min3 = new Ctor(min3);
-  max3 = new Ctor(max3);
-  if (!min3.s || !max3.s)
+  min2 = new Ctor(min2);
+  max2 = new Ctor(max2);
+  if (!min2.s || !max2.s)
     return new Ctor(NaN);
-  if (min3.gt(max3))
-    throw Error(invalidArgument + max3);
-  k = x.cmp(min3);
-  return k < 0 ? min3 : x.cmp(max3) > 0 ? max3 : new Ctor(x);
+  if (min2.gt(max2))
+    throw Error(invalidArgument + max2);
+  k = x.cmp(min2);
+  return k < 0 ? min2 : x.cmp(max2) > 0 ? max2 : new Ctor(x);
 };
 P.comparedTo = P.cmp = function(y) {
-  var i2, j, xdL, ydL, x = this, xd = x.d, yd = (y = new x.constructor(y)).d, xs = x.s, ys = y.s;
+  var i, j, xdL, ydL, x = this, xd = x.d, yd = (y = new x.constructor(y)).d, xs = x.s, ys = y.s;
   if (!xd || !yd) {
     return !xs || !ys ? NaN : xs !== ys ? xs : xd === yd ? 0 : !xd ^ xs < 0 ? 1 : -1;
   }
@@ -6016,9 +6522,9 @@ P.comparedTo = P.cmp = function(y) {
     return x.e > y.e ^ xs < 0 ? 1 : -1;
   xdL = xd.length;
   ydL = yd.length;
-  for (i2 = 0, j = xdL < ydL ? xdL : ydL; i2 < j; ++i2) {
-    if (xd[i2] !== yd[i2])
-      return xd[i2] > yd[i2] ^ xs < 0 ? 1 : -1;
+  for (i = 0, j = xdL < ydL ? xdL : ydL; i < j; ++i) {
+    if (xd[i] !== yd[i])
+      return xd[i] > yd[i] ^ xs < 0 ? 1 : -1;
   }
   return xdL === ydL ? 0 : xdL > ydL ^ xs < 0 ? 1 : -1;
 };
@@ -6038,30 +6544,30 @@ P.cosine = P.cos = function() {
   return finalise(quadrant == 2 || quadrant == 3 ? x.neg() : x, pr, rm, true);
 };
 P.cubeRoot = P.cbrt = function() {
-  var e3, m, n, r, rep, s, sd, t, t3, t3plusx, x = this, Ctor = x.constructor;
+  var e2, m, n, r, rep, s, sd, t, t3, t3plusx, x = this, Ctor = x.constructor;
   if (!x.isFinite() || x.isZero())
     return new Ctor(x);
   external = false;
   s = x.s * mathpow(x.s * x, 1 / 3);
   if (!s || Math.abs(s) == 1 / 0) {
     n = digitsToString(x.d);
-    e3 = x.e;
-    if (s = (e3 - n.length + 1) % 3)
+    e2 = x.e;
+    if (s = (e2 - n.length + 1) % 3)
       n += s == 1 || s == -2 ? "0" : "00";
     s = mathpow(n, 1 / 3);
-    e3 = mathfloor((e3 + 1) / 3) - (e3 % 3 == (e3 < 0 ? -1 : 2));
+    e2 = mathfloor((e2 + 1) / 3) - (e2 % 3 == (e2 < 0 ? -1 : 2));
     if (s == 1 / 0) {
-      n = "5e" + e3;
+      n = "5e" + e2;
     } else {
       n = s.toExponential();
-      n = n.slice(0, n.indexOf("e") + 1) + e3;
+      n = n.slice(0, n.indexOf("e") + 1) + e2;
     }
     r = new Ctor(n);
     r.s = x.s;
   } else {
     r = new Ctor(s.toString());
   }
-  sd = (e3 = Ctor.precision) + 3;
+  sd = (e2 = Ctor.precision) + 3;
   for (; ; ) {
     t = r;
     t3 = t.times(t).times(t);
@@ -6071,7 +6577,7 @@ P.cubeRoot = P.cbrt = function() {
       n = n.slice(sd - 3, sd + 1);
       if (n == "9999" || !rep && n == "4999") {
         if (!rep) {
-          finalise(t, e3 + 1, 0);
+          finalise(t, e2 + 1, 0);
           if (t.times(t).times(t).eq(x)) {
             r = t;
             break;
@@ -6081,7 +6587,7 @@ P.cubeRoot = P.cbrt = function() {
         rep = 1;
       } else {
         if (!+n || !+n.slice(1) && n.charAt(0) == "5") {
-          finalise(r, e3 + 1, 1);
+          finalise(r, e2 + 1, 1);
           m = !r.times(r).times(r).eq(x);
         }
         break;
@@ -6089,7 +6595,7 @@ P.cubeRoot = P.cbrt = function() {
     }
   }
   external = true;
-  return finalise(r, e3, Ctor.rounding, m);
+  return finalise(r, e2, Ctor.rounding, m);
 };
 P.decimalPlaces = P.dp = function() {
   var w, d = this.d, n = NaN;
@@ -6144,8 +6650,8 @@ P.hyperbolicCosine = P.cosh = function() {
     n = "2.3283064365386962890625e-10";
   }
   x = taylorSeries(Ctor, 1, x.times(n), new Ctor(1), true);
-  var cosh2_x, i2 = k, d8 = new Ctor(8);
-  for (; i2--; ) {
+  var cosh2_x, i = k, d8 = new Ctor(8);
+  for (; i--; ) {
     cosh2_x = x.times(x);
     x = one.minus(cosh2_x.times(d8.minus(cosh2_x.times(d8))));
   }
@@ -6279,7 +6785,7 @@ P.inverseSine = P.asin = function() {
   return x.times(2);
 };
 P.inverseTangent = P.atan = function() {
-  var i2, j, k, n, px, t, r, wpr, x2, x = this, Ctor = x.constructor, pr = Ctor.precision, rm = Ctor.rounding;
+  var i, j, k, n, px, t, r, wpr, x2, x = this, Ctor = x.constructor, pr = Ctor.precision, rm = Ctor.rounding;
   if (!x.isFinite()) {
     if (!x.s)
       return new Ctor(NaN);
@@ -6298,7 +6804,7 @@ P.inverseTangent = P.atan = function() {
   Ctor.precision = wpr = pr + 10;
   Ctor.rounding = 1;
   k = Math.min(28, wpr / LOG_BASE + 2 | 0);
-  for (i2 = k; i2; --i2)
+  for (i = k; i; --i)
     x = x.div(x.times(x).plus(1).sqrt().plus(1));
   external = false;
   j = Math.ceil(wpr / LOG_BASE);
@@ -6306,13 +6812,13 @@ P.inverseTangent = P.atan = function() {
   x2 = x.times(x);
   r = new Ctor(x);
   px = x;
-  for (; i2 !== -1; ) {
+  for (; i !== -1; ) {
     px = px.times(x2);
     t = r.minus(px.div(n += 2));
     px = px.times(x2);
     r = t.plus(px.div(n += 2));
     if (r.d[j] !== void 0)
-      for (i2 = j; r.d[i2] === t.d[i2] && i2--; )
+      for (i = j; r.d[i] === t.d[i] && i--; )
         ;
   }
   if (k)
@@ -6345,7 +6851,7 @@ P.lessThanOrEqualTo = P.lte = function(y) {
   return this.cmp(y) < 1;
 };
 P.logarithm = P.log = function(base) {
-  var isBase10, d, denominator, k, inf, num, sd, r, arg2 = this, Ctor = arg2.constructor, pr = Ctor.precision, rm = Ctor.rounding, guard = 5;
+  var isBase10, d, denominator, k, inf, num, sd, r, arg = this, Ctor = arg.constructor, pr = Ctor.precision, rm = Ctor.rounding, guard = 5;
   if (base == null) {
     base = new Ctor(10);
     isBase10 = true;
@@ -6356,9 +6862,9 @@ P.logarithm = P.log = function(base) {
       return new Ctor(NaN);
     isBase10 = base.eq(10);
   }
-  d = arg2.d;
-  if (arg2.s < 0 || !d || !d[0] || arg2.eq(1)) {
-    return new Ctor(d && !d[0] ? -1 / 0 : arg2.s != 1 ? NaN : d ? 0 : 1 / 0);
+  d = arg.d;
+  if (arg.s < 0 || !d || !d[0] || arg.eq(1)) {
+    return new Ctor(d && !d[0] ? -1 / 0 : arg.s != 1 ? NaN : d ? 0 : 1 / 0);
   }
   if (isBase10) {
     if (d.length > 1) {
@@ -6371,13 +6877,13 @@ P.logarithm = P.log = function(base) {
   }
   external = false;
   sd = pr + guard;
-  num = naturalLogarithm(arg2, sd);
+  num = naturalLogarithm(arg, sd);
   denominator = isBase10 ? getLn10(Ctor, sd + 10) : naturalLogarithm(base, sd);
   r = divide(num, denominator, sd, 1);
   if (checkRoundingDigits(r.d, k = pr, rm)) {
     do {
       sd += 10;
-      num = naturalLogarithm(arg2, sd);
+      num = naturalLogarithm(arg, sd);
       denominator = isBase10 ? getLn10(Ctor, sd + 10) : naturalLogarithm(base, sd);
       r = divide(num, denominator, sd, 1);
       if (!inf) {
@@ -6392,7 +6898,7 @@ P.logarithm = P.log = function(base) {
   return finalise(r, pr, rm);
 };
 P.minus = P.sub = function(y) {
-  var d, e3, i2, j, k, len, pr, rm, xd, xe, xLTy, yd, x = this, Ctor = x.constructor;
+  var d, e2, i, j, k, len, pr, rm, xd, xe, xLTy, yd, x = this, Ctor = x.constructor;
   y = new Ctor(y);
   if (!x.d || !y.d) {
     if (!x.s || !y.s)
@@ -6420,10 +6926,10 @@ P.minus = P.sub = function(y) {
       return new Ctor(rm === 3 ? -0 : 0);
     return external ? finalise(y, pr, rm) : y;
   }
-  e3 = mathfloor(y.e / LOG_BASE);
+  e2 = mathfloor(y.e / LOG_BASE);
   xe = mathfloor(x.e / LOG_BASE);
   xd = xd.slice();
-  k = xe - e3;
+  k = xe - e2;
   if (k) {
     xLTy = k < 0;
     if (xLTy) {
@@ -6432,27 +6938,27 @@ P.minus = P.sub = function(y) {
       len = yd.length;
     } else {
       d = yd;
-      e3 = xe;
+      e2 = xe;
       len = xd.length;
     }
-    i2 = Math.max(Math.ceil(pr / LOG_BASE), len) + 2;
-    if (k > i2) {
-      k = i2;
+    i = Math.max(Math.ceil(pr / LOG_BASE), len) + 2;
+    if (k > i) {
+      k = i;
       d.length = 1;
     }
     d.reverse();
-    for (i2 = k; i2--; )
+    for (i = k; i--; )
       d.push(0);
     d.reverse();
   } else {
-    i2 = xd.length;
+    i = xd.length;
     len = yd.length;
-    xLTy = i2 < len;
+    xLTy = i < len;
     if (xLTy)
-      len = i2;
-    for (i2 = 0; i2 < len; i2++) {
-      if (xd[i2] != yd[i2]) {
-        xLTy = xd[i2] < yd[i2];
+      len = i;
+    for (i = 0; i < len; i++) {
+      if (xd[i] != yd[i]) {
+        xLTy = xd[i] < yd[i];
         break;
       }
     }
@@ -6465,25 +6971,25 @@ P.minus = P.sub = function(y) {
     y.s = -y.s;
   }
   len = xd.length;
-  for (i2 = yd.length - len; i2 > 0; --i2)
+  for (i = yd.length - len; i > 0; --i)
     xd[len++] = 0;
-  for (i2 = yd.length; i2 > k; ) {
-    if (xd[--i2] < yd[i2]) {
-      for (j = i2; j && xd[--j] === 0; )
+  for (i = yd.length; i > k; ) {
+    if (xd[--i] < yd[i]) {
+      for (j = i; j && xd[--j] === 0; )
         xd[j] = BASE - 1;
       --xd[j];
-      xd[i2] += BASE;
+      xd[i] += BASE;
     }
-    xd[i2] -= yd[i2];
+    xd[i] -= yd[i];
   }
   for (; xd[--len] === 0; )
     xd.pop();
   for (; xd[0] === 0; xd.shift())
-    --e3;
+    --e2;
   if (!xd[0])
     return new Ctor(rm === 3 ? -0 : 0);
   y.d = xd;
-  y.e = getBase10Exponent(xd, e3);
+  y.e = getBase10Exponent(xd, e2);
   return external ? finalise(y, pr, rm) : y;
 };
 P.modulo = P.mod = function(y) {
@@ -6517,7 +7023,7 @@ P.negated = P.neg = function() {
   return finalise(x);
 };
 P.plus = P.add = function(y) {
-  var carry, d, e3, i2, k, len, pr, rm, xd, yd, x = this, Ctor = x.constructor;
+  var carry, d, e2, i, k, len, pr, rm, xd, yd, x = this, Ctor = x.constructor;
   y = new Ctor(y);
   if (!x.d || !y.d) {
     if (!x.s || !y.s)
@@ -6540,50 +7046,50 @@ P.plus = P.add = function(y) {
     return external ? finalise(y, pr, rm) : y;
   }
   k = mathfloor(x.e / LOG_BASE);
-  e3 = mathfloor(y.e / LOG_BASE);
+  e2 = mathfloor(y.e / LOG_BASE);
   xd = xd.slice();
-  i2 = k - e3;
-  if (i2) {
-    if (i2 < 0) {
+  i = k - e2;
+  if (i) {
+    if (i < 0) {
       d = xd;
-      i2 = -i2;
+      i = -i;
       len = yd.length;
     } else {
       d = yd;
-      e3 = k;
+      e2 = k;
       len = xd.length;
     }
     k = Math.ceil(pr / LOG_BASE);
     len = k > len ? k + 1 : len + 1;
-    if (i2 > len) {
-      i2 = len;
+    if (i > len) {
+      i = len;
       d.length = 1;
     }
     d.reverse();
-    for (; i2--; )
+    for (; i--; )
       d.push(0);
     d.reverse();
   }
   len = xd.length;
-  i2 = yd.length;
-  if (len - i2 < 0) {
-    i2 = len;
+  i = yd.length;
+  if (len - i < 0) {
+    i = len;
     d = yd;
     yd = xd;
     xd = d;
   }
-  for (carry = 0; i2; ) {
-    carry = (xd[--i2] = xd[i2] + yd[i2] + carry) / BASE | 0;
-    xd[i2] %= BASE;
+  for (carry = 0; i; ) {
+    carry = (xd[--i] = xd[i] + yd[i] + carry) / BASE | 0;
+    xd[i] %= BASE;
   }
   if (carry) {
     xd.unshift(carry);
-    ++e3;
+    ++e2;
   }
   for (len = xd.length; xd[--len] == 0; )
     xd.pop();
   y.d = xd;
-  y.e = getBase10Exponent(xd, e3);
+  y.e = getBase10Exponent(xd, e2);
   return external ? finalise(y, pr, rm) : y;
 };
 P.precision = P.sd = function(z) {
@@ -6619,7 +7125,7 @@ P.sine = P.sin = function() {
   return finalise(quadrant > 2 ? x.neg() : x, pr, rm, true);
 };
 P.squareRoot = P.sqrt = function() {
-  var m, n, sd, r, rep, t, x = this, d = x.d, e3 = x.e, s = x.s, Ctor = x.constructor;
+  var m, n, sd, r, rep, t, x = this, d = x.d, e2 = x.e, s = x.s, Ctor = x.constructor;
   if (s !== 1 || !d || !d[0]) {
     return new Ctor(!s || s < 0 && (!d || d[0]) ? NaN : d ? x : 1 / 0);
   }
@@ -6627,21 +7133,21 @@ P.squareRoot = P.sqrt = function() {
   s = Math.sqrt(+x);
   if (s == 0 || s == 1 / 0) {
     n = digitsToString(d);
-    if ((n.length + e3) % 2 == 0)
+    if ((n.length + e2) % 2 == 0)
       n += "0";
     s = Math.sqrt(n);
-    e3 = mathfloor((e3 + 1) / 2) - (e3 < 0 || e3 % 2);
+    e2 = mathfloor((e2 + 1) / 2) - (e2 < 0 || e2 % 2);
     if (s == 1 / 0) {
-      n = "5e" + e3;
+      n = "5e" + e2;
     } else {
       n = s.toExponential();
-      n = n.slice(0, n.indexOf("e") + 1) + e3;
+      n = n.slice(0, n.indexOf("e") + 1) + e2;
     }
     r = new Ctor(n);
   } else {
     r = new Ctor(s.toString());
   }
-  sd = (e3 = Ctor.precision) + 3;
+  sd = (e2 = Ctor.precision) + 3;
   for (; ; ) {
     t = r;
     r = t.plus(divide(x, t, sd + 2, 1)).times(0.5);
@@ -6649,7 +7155,7 @@ P.squareRoot = P.sqrt = function() {
       n = n.slice(sd - 3, sd + 1);
       if (n == "9999" || !rep && n == "4999") {
         if (!rep) {
-          finalise(t, e3 + 1, 0);
+          finalise(t, e2 + 1, 0);
           if (t.times(t).eq(x)) {
             r = t;
             break;
@@ -6659,7 +7165,7 @@ P.squareRoot = P.sqrt = function() {
         rep = 1;
       } else {
         if (!+n || !+n.slice(1) && n.charAt(0) == "5") {
-          finalise(r, e3 + 1, 1);
+          finalise(r, e2 + 1, 1);
           m = !r.times(r).eq(x);
         }
         break;
@@ -6667,7 +7173,7 @@ P.squareRoot = P.sqrt = function() {
     }
   }
   external = true;
-  return finalise(r, e3, Ctor.rounding, m);
+  return finalise(r, e2, Ctor.rounding, m);
 };
 P.tangent = P.tan = function() {
   var pr, rm, x = this, Ctor = x.constructor;
@@ -6687,12 +7193,12 @@ P.tangent = P.tan = function() {
   return finalise(quadrant == 2 || quadrant == 4 ? x.neg() : x, pr, rm, true);
 };
 P.times = P.mul = function(y) {
-  var carry, e3, i2, k, r, rL, t, xdL, ydL, x = this, Ctor = x.constructor, xd = x.d, yd = (y = new Ctor(y)).d;
+  var carry, e2, i, k, r, rL, t, xdL, ydL, x = this, Ctor = x.constructor, xd = x.d, yd = (y = new Ctor(y)).d;
   y.s *= x.s;
   if (!xd || !xd[0] || !yd || !yd[0]) {
     return new Ctor(!y.s || xd && !xd[0] && !yd || yd && !yd[0] && !xd ? NaN : !xd || !yd ? y.s / 0 : y.s * 0);
   }
-  e3 = mathfloor(x.e / LOG_BASE) + mathfloor(y.e / LOG_BASE);
+  e2 = mathfloor(x.e / LOG_BASE) + mathfloor(y.e / LOG_BASE);
   xdL = xd.length;
   ydL = yd.length;
   if (xdL < ydL) {
@@ -6705,12 +7211,12 @@ P.times = P.mul = function(y) {
   }
   r = [];
   rL = xdL + ydL;
-  for (i2 = rL; i2--; )
+  for (i = rL; i--; )
     r.push(0);
-  for (i2 = ydL; --i2 >= 0; ) {
+  for (i = ydL; --i >= 0; ) {
     carry = 0;
-    for (k = xdL + i2; k > i2; ) {
-      t = r[k] + yd[i2] * xd[k - i2 - 1] + carry;
+    for (k = xdL + i; k > i; ) {
+      t = r[k] + yd[i] * xd[k - i - 1] + carry;
       r[k--] = t % BASE | 0;
       carry = t / BASE | 0;
     }
@@ -6719,11 +7225,11 @@ P.times = P.mul = function(y) {
   for (; !r[--rL]; )
     r.pop();
   if (carry)
-    ++e3;
+    ++e2;
   else
     r.shift();
   y.d = r;
-  y.e = getBase10Exponent(r, e3);
+  y.e = getBase10Exponent(r, e2);
   return external ? finalise(y, Ctor.precision, Ctor.rounding) : y;
 };
 P.toBinary = function(sd, rm) {
@@ -6772,27 +7278,27 @@ P.toFixed = function(dp, rm) {
   return x.isNeg() && !x.isZero() ? "-" + str : str;
 };
 P.toFraction = function(maxD) {
-  var d, d0, d1, d2, e3, k, n, n0, n16, pr, q, r, x = this, xd = x.d, Ctor = x.constructor;
+  var d, d0, d1, d2, e2, k, n, n0, n16, pr, q, r, x = this, xd = x.d, Ctor = x.constructor;
   if (!xd)
     return new Ctor(x);
   n16 = d0 = new Ctor(1);
   d1 = n0 = new Ctor(0);
   d = new Ctor(d1);
-  e3 = d.e = getPrecision(xd) - x.e - 1;
-  k = e3 % LOG_BASE;
+  e2 = d.e = getPrecision(xd) - x.e - 1;
+  k = e2 % LOG_BASE;
   d.d[0] = mathpow(10, k < 0 ? LOG_BASE + k : k);
   if (maxD == null) {
-    maxD = e3 > 0 ? d : n16;
+    maxD = e2 > 0 ? d : n16;
   } else {
     n = new Ctor(maxD);
     if (!n.isInt() || n.lt(n16))
       throw Error(invalidArgument + n);
-    maxD = n.gt(d) ? e3 > 0 ? d : n16 : n;
+    maxD = n.gt(d) ? e2 > 0 ? d : n16 : n;
   }
   external = false;
   n = new Ctor(digitsToString(xd));
   pr = Ctor.precision;
-  Ctor.precision = e3 = xd.length * LOG_BASE * 2;
+  Ctor.precision = e2 = xd.length * LOG_BASE * 2;
   for (; ; ) {
     q = divide(n, d, 0, 1, 1);
     d2 = d0.plus(q.times(d1));
@@ -6811,7 +7317,7 @@ P.toFraction = function(maxD) {
   n0 = n0.plus(d2.times(n16));
   d0 = d0.plus(d2.times(d1));
   n0.s = n16.s = x.s;
-  r = divide(n16, d1, e3, 1).minus(x).abs().cmp(divide(n0, d0, e3, 1).minus(x).abs()) < 1 ? [n16, d1] : [n0, d0];
+  r = divide(n16, d1, e2, 1).minus(x).abs().cmp(divide(n0, d0, e2, 1).minus(x).abs()) < 1 ? [n16, d1] : [n0, d0];
   Ctor.precision = pr;
   external = true;
   return r;
@@ -6860,7 +7366,7 @@ P.toOctal = function(sd, rm) {
   return toStringBinary(this, 8, sd, rm);
 };
 P.toPower = P.pow = function(y) {
-  var e3, k, pr, r, rm, s, x = this, Ctor = x.constructor, yn = +(y = new Ctor(y));
+  var e2, k, pr, r, rm, s, x = this, Ctor = x.constructor, yn = +(y = new Ctor(y));
   if (!x.d || !y.d || !x.d[0] || !y.d[0])
     return new Ctor(mathpow(+x, yn));
   x = new Ctor(x);
@@ -6870,16 +7376,16 @@ P.toPower = P.pow = function(y) {
   rm = Ctor.rounding;
   if (y.eq(1))
     return finalise(x, pr, rm);
-  e3 = mathfloor(y.e / LOG_BASE);
-  if (e3 >= y.d.length - 1 && (k = yn < 0 ? -yn : yn) <= MAX_SAFE_INTEGER) {
+  e2 = mathfloor(y.e / LOG_BASE);
+  if (e2 >= y.d.length - 1 && (k = yn < 0 ? -yn : yn) <= MAX_SAFE_INTEGER) {
     r = intPow(Ctor, x, k, pr);
     return y.s < 0 ? new Ctor(1).div(r) : finalise(r, pr, rm);
   }
   s = x.s;
   if (s < 0) {
-    if (e3 < y.d.length - 1)
+    if (e2 < y.d.length - 1)
       return new Ctor(NaN);
-    if ((y.d[e3] & 1) == 0)
+    if ((y.d[e2] & 1) == 0)
       s = 1;
     if (x.e == 0 && x.d[0] == 1 && x.d.length == 1) {
       x.s = s;
@@ -6887,18 +7393,18 @@ P.toPower = P.pow = function(y) {
     }
   }
   k = mathpow(+x, yn);
-  e3 = k == 0 || !isFinite(k) ? mathfloor(yn * (Math.log("0." + digitsToString(x.d)) / Math.LN10 + x.e + 1)) : new Ctor(k + "").e;
-  if (e3 > Ctor.maxE + 1 || e3 < Ctor.minE - 1)
-    return new Ctor(e3 > 0 ? s / 0 : 0);
+  e2 = k == 0 || !isFinite(k) ? mathfloor(yn * (Math.log("0." + digitsToString(x.d)) / Math.LN10 + x.e + 1)) : new Ctor(k + "").e;
+  if (e2 > Ctor.maxE + 1 || e2 < Ctor.minE - 1)
+    return new Ctor(e2 > 0 ? s / 0 : 0);
   external = false;
   Ctor.rounding = x.s = 1;
-  k = Math.min(12, (e3 + "").length);
+  k = Math.min(12, (e2 + "").length);
   r = naturalExponential(y.times(naturalLogarithm(x, pr + k)), pr);
   if (r.d) {
     r = finalise(r, pr + 5, 1);
     if (checkRoundingDigits(r.d, pr, rm)) {
-      e3 = pr + 10;
-      r = finalise(naturalExponential(y.times(naturalLogarithm(x, e3 + k)), e3), e3 + 5, 1);
+      e2 = pr + 10;
+      r = finalise(naturalExponential(y.times(naturalLogarithm(x, e2 + k)), e2), e2 + 5, 1);
       if (+digitsToString(r.d).slice(pr + 1, pr + 15) + 1 == 1e14) {
         r = finalise(r, pr + 1, 0);
       }
@@ -6950,17 +7456,17 @@ P.valueOf = P.toJSON = function() {
   return x.isNeg() ? "-" + str : str;
 };
 function digitsToString(d) {
-  var i2, k, ws, indexOfLastWord = d.length - 1, str = "", w = d[0];
+  var i, k, ws, indexOfLastWord = d.length - 1, str = "", w = d[0];
   if (indexOfLastWord > 0) {
     str += w;
-    for (i2 = 1; i2 < indexOfLastWord; i2++) {
-      ws = d[i2] + "";
+    for (i = 1; i < indexOfLastWord; i++) {
+      ws = d[i] + "";
       k = LOG_BASE - ws.length;
       if (k)
         str += getZeroString(k);
       str += ws;
     }
-    w = d[i2];
+    w = d[i];
     ws = w + "";
     k = LOG_BASE - ws.length;
     if (k)
@@ -6972,55 +7478,55 @@ function digitsToString(d) {
     w /= 10;
   return str + w;
 }
-function checkInt32(i2, min3, max3) {
-  if (i2 !== ~~i2 || i2 < min3 || i2 > max3) {
-    throw Error(invalidArgument + i2);
+function checkInt32(i, min2, max2) {
+  if (i !== ~~i || i < min2 || i > max2) {
+    throw Error(invalidArgument + i);
   }
 }
-function checkRoundingDigits(d, i2, rm, repeating) {
+function checkRoundingDigits(d, i, rm, repeating) {
   var di, k, r, rd;
   for (k = d[0]; k >= 10; k /= 10)
-    --i2;
-  if (--i2 < 0) {
-    i2 += LOG_BASE;
+    --i;
+  if (--i < 0) {
+    i += LOG_BASE;
     di = 0;
   } else {
-    di = Math.ceil((i2 + 1) / LOG_BASE);
-    i2 %= LOG_BASE;
+    di = Math.ceil((i + 1) / LOG_BASE);
+    i %= LOG_BASE;
   }
-  k = mathpow(10, LOG_BASE - i2);
+  k = mathpow(10, LOG_BASE - i);
   rd = d[di] % k | 0;
   if (repeating == null) {
-    if (i2 < 3) {
-      if (i2 == 0)
+    if (i < 3) {
+      if (i == 0)
         rd = rd / 100 | 0;
-      else if (i2 == 1)
+      else if (i == 1)
         rd = rd / 10 | 0;
       r = rm < 4 && rd == 99999 || rm > 3 && rd == 49999 || rd == 5e4 || rd == 0;
     } else {
-      r = (rm < 4 && rd + 1 == k || rm > 3 && rd + 1 == k / 2) && (d[di + 1] / k / 100 | 0) == mathpow(10, i2 - 2) - 1 || (rd == k / 2 || rd == 0) && (d[di + 1] / k / 100 | 0) == 0;
+      r = (rm < 4 && rd + 1 == k || rm > 3 && rd + 1 == k / 2) && (d[di + 1] / k / 100 | 0) == mathpow(10, i - 2) - 1 || (rd == k / 2 || rd == 0) && (d[di + 1] / k / 100 | 0) == 0;
     }
   } else {
-    if (i2 < 4) {
-      if (i2 == 0)
+    if (i < 4) {
+      if (i == 0)
         rd = rd / 1e3 | 0;
-      else if (i2 == 1)
+      else if (i == 1)
         rd = rd / 100 | 0;
-      else if (i2 == 2)
+      else if (i == 2)
         rd = rd / 10 | 0;
       r = (repeating || rm < 4) && rd == 9999 || !repeating && rm > 3 && rd == 4999;
     } else {
-      r = ((repeating || rm < 4) && rd + 1 == k || !repeating && rm > 3 && rd + 1 == k / 2) && (d[di + 1] / k / 1e3 | 0) == mathpow(10, i2 - 3) - 1;
+      r = ((repeating || rm < 4) && rd + 1 == k || !repeating && rm > 3 && rd + 1 == k / 2) && (d[di + 1] / k / 1e3 | 0) == mathpow(10, i - 3) - 1;
     }
   }
   return r;
 }
 function convertBase(str, baseIn, baseOut) {
-  var j, arr = [0], arrL, i2 = 0, strL = str.length;
-  for (; i2 < strL; ) {
+  var j, arr = [0], arrL, i = 0, strL = str.length;
+  for (; i < strL; ) {
     for (arrL = arr.length; arrL--; )
       arr[arrL] *= baseIn;
-    arr[0] += NUMERALS.indexOf(str.charAt(i2++));
+    arr[0] += NUMERALS.indexOf(str.charAt(i++));
     for (j = 0; j < arr.length; j++) {
       if (arr[j] > baseOut - 1) {
         if (arr[j + 1] === void 0)
@@ -7046,7 +7552,7 @@ function cosine(Ctor, x) {
   }
   Ctor.precision += k;
   x = taylorSeries(Ctor, 1, x.times(y), new Ctor(1));
-  for (var i2 = k; i2--; ) {
+  for (var i = k; i--; ) {
     var cos2x = x.times(x);
     x = cos2x.times(cos2x).minus(cos2x).times(8).plus(1);
   }
@@ -7055,67 +7561,67 @@ function cosine(Ctor, x) {
 }
 var divide = function() {
   function multiplyInteger(x, k, base) {
-    var temp, carry = 0, i2 = x.length;
-    for (x = x.slice(); i2--; ) {
-      temp = x[i2] * k + carry;
-      x[i2] = temp % base | 0;
+    var temp, carry = 0, i = x.length;
+    for (x = x.slice(); i--; ) {
+      temp = x[i] * k + carry;
+      x[i] = temp % base | 0;
       carry = temp / base | 0;
     }
     if (carry)
       x.unshift(carry);
     return x;
   }
-  function compare2(a, b, aL, bL) {
-    var i2, r;
+  function compare(a, b, aL, bL) {
+    var i, r;
     if (aL != bL) {
       r = aL > bL ? 1 : -1;
     } else {
-      for (i2 = r = 0; i2 < aL; i2++) {
-        if (a[i2] != b[i2]) {
-          r = a[i2] > b[i2] ? 1 : -1;
+      for (i = r = 0; i < aL; i++) {
+        if (a[i] != b[i]) {
+          r = a[i] > b[i] ? 1 : -1;
           break;
         }
       }
     }
     return r;
   }
-  function subtract2(a, b, aL, base) {
-    var i2 = 0;
+  function subtract(a, b, aL, base) {
+    var i = 0;
     for (; aL--; ) {
-      a[aL] -= i2;
-      i2 = a[aL] < b[aL] ? 1 : 0;
-      a[aL] = i2 * base + a[aL] - b[aL];
+      a[aL] -= i;
+      i = a[aL] < b[aL] ? 1 : 0;
+      a[aL] = i * base + a[aL] - b[aL];
     }
     for (; !a[0] && a.length > 1; )
       a.shift();
   }
   return function(x, y, pr, rm, dp, base) {
-    var cmp, e3, i2, k, logBase, more, prod2, prodL, q, qd, rem, remL, rem0, sd, t, xi, xL, yd0, yL, yz, Ctor = x.constructor, sign4 = x.s == y.s ? 1 : -1, xd = x.d, yd = y.d;
+    var cmp, e2, i, k, logBase, more, prod, prodL, q, qd, rem, remL, rem0, sd, t, xi, xL, yd0, yL, yz, Ctor = x.constructor, sign3 = x.s == y.s ? 1 : -1, xd = x.d, yd = y.d;
     if (!xd || !xd[0] || !yd || !yd[0]) {
       return new Ctor(
         // Return NaN if either NaN, or both Infinity or 0.
         !x.s || !y.s || (xd ? yd && xd[0] == yd[0] : !yd) ? NaN : (
           // Return ±0 if x is 0 or y is ±Infinity, or return ±Infinity as y is 0.
-          xd && xd[0] == 0 || !yd ? sign4 * 0 : sign4 / 0
+          xd && xd[0] == 0 || !yd ? sign3 * 0 : sign3 / 0
         )
       );
     }
     if (base) {
       logBase = 1;
-      e3 = x.e - y.e;
+      e2 = x.e - y.e;
     } else {
       base = BASE;
       logBase = LOG_BASE;
-      e3 = mathfloor(x.e / logBase) - mathfloor(y.e / logBase);
+      e2 = mathfloor(x.e / logBase) - mathfloor(y.e / logBase);
     }
     yL = yd.length;
     xL = xd.length;
-    q = new Ctor(sign4);
+    q = new Ctor(sign3);
     qd = q.d = [];
-    for (i2 = 0; yd[i2] == (xd[i2] || 0); i2++)
+    for (i = 0; yd[i] == (xd[i] || 0); i++)
       ;
-    if (yd[i2] > (xd[i2] || 0))
-      e3--;
+    if (yd[i] > (xd[i] || 0))
+      e2--;
     if (pr == null) {
       sd = pr = Ctor.precision;
       rm = Ctor.rounding;
@@ -7129,17 +7635,17 @@ var divide = function() {
       more = true;
     } else {
       sd = sd / logBase + 2 | 0;
-      i2 = 0;
+      i = 0;
       if (yL == 1) {
         k = 0;
         yd = yd[0];
         sd++;
-        for (; (i2 < xL || k) && sd--; i2++) {
-          t = k * base + (xd[i2] || 0);
-          qd[i2] = t / yd | 0;
+        for (; (i < xL || k) && sd--; i++) {
+          t = k * base + (xd[i] || 0);
+          qd[i] = t / yd | 0;
           k = t % yd | 0;
         }
-        more = k || i2 < xL;
+        more = k || i < xL;
       } else {
         k = base / (yd[0] + 1) | 0;
         if (k > 1) {
@@ -7160,7 +7666,7 @@ var divide = function() {
           ++yd0;
         do {
           k = 0;
-          cmp = compare2(yd, rem, yL, remL);
+          cmp = compare(yd, rem, yL, remL);
           if (cmp < 0) {
             rem0 = rem[0];
             if (yL != remL)
@@ -7169,29 +7675,29 @@ var divide = function() {
             if (k > 1) {
               if (k >= base)
                 k = base - 1;
-              prod2 = multiplyInteger(yd, k, base);
-              prodL = prod2.length;
+              prod = multiplyInteger(yd, k, base);
+              prodL = prod.length;
               remL = rem.length;
-              cmp = compare2(prod2, rem, prodL, remL);
+              cmp = compare(prod, rem, prodL, remL);
               if (cmp == 1) {
                 k--;
-                subtract2(prod2, yL < prodL ? yz : yd, prodL, base);
+                subtract(prod, yL < prodL ? yz : yd, prodL, base);
               }
             } else {
               if (k == 0)
                 cmp = k = 1;
-              prod2 = yd.slice();
+              prod = yd.slice();
             }
-            prodL = prod2.length;
+            prodL = prod.length;
             if (prodL < remL)
-              prod2.unshift(0);
-            subtract2(rem, prod2, remL, base);
+              prod.unshift(0);
+            subtract(rem, prod, remL, base);
             if (cmp == -1) {
               remL = rem.length;
-              cmp = compare2(yd, rem, yL, remL);
+              cmp = compare(yd, rem, yL, remL);
               if (cmp < 1) {
                 k++;
-                subtract2(rem, yL < remL ? yz : yd, remL, base);
+                subtract(rem, yL < remL ? yz : yd, remL, base);
               }
             }
             remL = rem.length;
@@ -7199,7 +7705,7 @@ var divide = function() {
             k++;
             rem = [0];
           }
-          qd[i2++] = k;
+          qd[i++] = k;
           if (cmp && rem[0]) {
             rem[remL++] = xd[xi] || 0;
           } else {
@@ -7213,19 +7719,19 @@ var divide = function() {
         qd.shift();
     }
     if (logBase == 1) {
-      q.e = e3;
+      q.e = e2;
       inexact = more;
     } else {
-      for (i2 = 1, k = qd[0]; k >= 10; k /= 10)
-        i2++;
-      q.e = i2 + e3 * logBase - 1;
+      for (i = 1, k = qd[0]; k >= 10; k /= 10)
+        i++;
+      q.e = i + e2 * logBase - 1;
       finalise(q, dp ? pr + q.e + 1 : pr, rm, more);
     }
     return q;
   };
 }();
 function finalise(x, sd, rm, isTruncated) {
-  var digits2, i2, j, k, rd, roundUp, w, xd, xdi, Ctor = x.constructor;
+  var digits2, i, j, k, rd, roundUp, w, xd, xdi, Ctor = x.constructor;
   out:
     if (sd != null) {
       xd = x.d;
@@ -7233,14 +7739,14 @@ function finalise(x, sd, rm, isTruncated) {
         return x;
       for (digits2 = 1, k = xd[0]; k >= 10; k /= 10)
         digits2++;
-      i2 = sd - digits2;
-      if (i2 < 0) {
-        i2 += LOG_BASE;
+      i = sd - digits2;
+      if (i < 0) {
+        i += LOG_BASE;
         j = sd;
         w = xd[xdi = 0];
         rd = w / mathpow(10, digits2 - j - 1) % 10 | 0;
       } else {
-        xdi = Math.ceil((i2 + 1) / LOG_BASE);
+        xdi = Math.ceil((i + 1) / LOG_BASE);
         k = xd.length;
         if (xdi >= k) {
           if (isTruncated) {
@@ -7248,8 +7754,8 @@ function finalise(x, sd, rm, isTruncated) {
               xd.push(0);
             w = rd = 0;
             digits2 = 1;
-            i2 %= LOG_BASE;
-            j = i2 - LOG_BASE + 1;
+            i %= LOG_BASE;
+            j = i - LOG_BASE + 1;
           } else {
             break out;
           }
@@ -7257,14 +7763,14 @@ function finalise(x, sd, rm, isTruncated) {
           w = k = xd[xdi];
           for (digits2 = 1; k >= 10; k /= 10)
             digits2++;
-          i2 %= LOG_BASE;
-          j = i2 - LOG_BASE + digits2;
+          i %= LOG_BASE;
+          j = i - LOG_BASE + digits2;
           rd = j < 0 ? 0 : w / mathpow(10, digits2 - j - 1) % 10 | 0;
         }
       }
       isTruncated = isTruncated || sd < 0 || xd[xdi + 1] !== void 0 || (j < 0 ? w : w % mathpow(10, digits2 - j - 1));
       roundUp = rm < 4 ? (rd || isTruncated) && (rm == 0 || rm == (x.s < 0 ? 3 : 2)) : rd > 5 || rd == 5 && (rm == 4 || isTruncated || rm == 6 && // Check whether the digit to the left of the rounding digit is odd.
-      (i2 > 0 ? j > 0 ? w / mathpow(10, digits2 - j) : 0 : xd[xdi - 1]) % 10 & 1 || rm == (x.s < 0 ? 8 : 7));
+      (i > 0 ? j > 0 ? w / mathpow(10, digits2 - j) : 0 : xd[xdi - 1]) % 10 & 1 || rm == (x.s < 0 ? 8 : 7));
       if (sd < 1 || !xd[0]) {
         xd.length = 0;
         if (roundUp) {
@@ -7276,24 +7782,24 @@ function finalise(x, sd, rm, isTruncated) {
         }
         return x;
       }
-      if (i2 == 0) {
+      if (i == 0) {
         xd.length = xdi;
         k = 1;
         xdi--;
       } else {
         xd.length = xdi + 1;
-        k = mathpow(10, LOG_BASE - i2);
+        k = mathpow(10, LOG_BASE - i);
         xd[xdi] = j > 0 ? (w / mathpow(10, digits2 - j) % mathpow(10, j) | 0) * k : 0;
       }
       if (roundUp) {
         for (; ; ) {
           if (xdi == 0) {
-            for (i2 = 1, j = xd[0]; j >= 10; j /= 10)
-              i2++;
+            for (i = 1, j = xd[0]; j >= 10; j /= 10)
+              i++;
             j = xd[0] += k;
             for (k = 1; j >= 10; j /= 10)
               k++;
-            if (i2 != k) {
+            if (i != k) {
               x.e++;
               if (xd[0] == BASE)
                 xd[0] = 1;
@@ -7308,7 +7814,7 @@ function finalise(x, sd, rm, isTruncated) {
           }
         }
       }
-      for (i2 = xd.length; xd[--i2] === 0; )
+      for (i = xd.length; xd[--i] === 0; )
         xd.pop();
     }
   if (external) {
@@ -7325,7 +7831,7 @@ function finalise(x, sd, rm, isTruncated) {
 function finiteToString(x, isExp, sd) {
   if (!x.isFinite())
     return nonFiniteToString(x);
-  var k, e3 = x.e, str = digitsToString(x.d), len = str.length;
+  var k, e2 = x.e, str = digitsToString(x.d), len = str.length;
   if (isExp) {
     if (sd && (k = sd - len) > 0) {
       str = str.charAt(0) + "." + str.slice(1) + getZeroString(k);
@@ -7333,30 +7839,30 @@ function finiteToString(x, isExp, sd) {
       str = str.charAt(0) + "." + str.slice(1);
     }
     str = str + (x.e < 0 ? "e" : "e+") + x.e;
-  } else if (e3 < 0) {
-    str = "0." + getZeroString(-e3 - 1) + str;
+  } else if (e2 < 0) {
+    str = "0." + getZeroString(-e2 - 1) + str;
     if (sd && (k = sd - len) > 0)
       str += getZeroString(k);
-  } else if (e3 >= len) {
-    str += getZeroString(e3 + 1 - len);
-    if (sd && (k = sd - e3 - 1) > 0)
+  } else if (e2 >= len) {
+    str += getZeroString(e2 + 1 - len);
+    if (sd && (k = sd - e2 - 1) > 0)
       str = str + "." + getZeroString(k);
   } else {
-    if ((k = e3 + 1) < len)
+    if ((k = e2 + 1) < len)
       str = str.slice(0, k) + "." + str.slice(k);
     if (sd && (k = sd - len) > 0) {
-      if (e3 + 1 === len)
+      if (e2 + 1 === len)
         str += ".";
       str += getZeroString(k);
     }
   }
   return str;
 }
-function getBase10Exponent(digits2, e3) {
+function getBase10Exponent(digits2, e2) {
   var w = digits2[0];
-  for (e3 *= LOG_BASE; w >= 10; w /= 10)
-    e3++;
-  return e3;
+  for (e2 *= LOG_BASE; w >= 10; w /= 10)
+    e2++;
+  return e2;
 }
 function getLn10(Ctor, sd, pr) {
   if (sd > LN10_PRECISION) {
@@ -7415,9 +7921,9 @@ function isOdd(n) {
   return n.d[n.d.length - 1] & 1;
 }
 function maxOrMin(Ctor, args, ltgt) {
-  var y, x = new Ctor(args[0]), i2 = 0;
-  for (; ++i2 < args.length; ) {
-    y = new Ctor(args[i2]);
+  var y, x = new Ctor(args[0]), i = 0;
+  for (; ++i < args.length; ) {
+    y = new Ctor(args[i]);
     if (!y.s) {
       x = y;
       break;
@@ -7428,7 +7934,7 @@ function maxOrMin(Ctor, args, ltgt) {
   return x;
 }
 function naturalExponential(x, sd) {
-  var denominator, guard, j, pow3, sum3, t, wpr, rep = 0, i2 = 0, k = 0, Ctor = x.constructor, rm = Ctor.rounding, pr = Ctor.precision;
+  var denominator, guard, j, pow2, sum2, t, wpr, rep = 0, i = 0, k = 0, Ctor = x.constructor, rm = Ctor.rounding, pr = Ctor.precision;
   if (!x.d || !x.d[0] || x.e > 17) {
     return new Ctor(x.d ? !x.d[0] ? 1 : x.s < 0 ? 0 : 1 / 0 : x.s ? x.s < 0 ? 0 : x : 0 / 0);
   }
@@ -7445,35 +7951,35 @@ function naturalExponential(x, sd) {
   }
   guard = Math.log(mathpow(2, k)) / Math.LN10 * 2 + 5 | 0;
   wpr += guard;
-  denominator = pow3 = sum3 = new Ctor(1);
+  denominator = pow2 = sum2 = new Ctor(1);
   Ctor.precision = wpr;
   for (; ; ) {
-    pow3 = finalise(pow3.times(x), wpr, 1);
-    denominator = denominator.times(++i2);
-    t = sum3.plus(divide(pow3, denominator, wpr, 1));
-    if (digitsToString(t.d).slice(0, wpr) === digitsToString(sum3.d).slice(0, wpr)) {
+    pow2 = finalise(pow2.times(x), wpr, 1);
+    denominator = denominator.times(++i);
+    t = sum2.plus(divide(pow2, denominator, wpr, 1));
+    if (digitsToString(t.d).slice(0, wpr) === digitsToString(sum2.d).slice(0, wpr)) {
       j = k;
       while (j--)
-        sum3 = finalise(sum3.times(sum3), wpr, 1);
+        sum2 = finalise(sum2.times(sum2), wpr, 1);
       if (sd == null) {
-        if (rep < 3 && checkRoundingDigits(sum3.d, wpr - guard, rm, rep)) {
+        if (rep < 3 && checkRoundingDigits(sum2.d, wpr - guard, rm, rep)) {
           Ctor.precision = wpr += 10;
-          denominator = pow3 = t = new Ctor(1);
-          i2 = 0;
+          denominator = pow2 = t = new Ctor(1);
+          i = 0;
           rep++;
         } else {
-          return finalise(sum3, Ctor.precision = pr, rm, external = true);
+          return finalise(sum2, Ctor.precision = pr, rm, external = true);
         }
       } else {
         Ctor.precision = pr;
-        return sum3;
+        return sum2;
       }
     }
-    sum3 = t;
+    sum2 = t;
   }
 }
 function naturalLogarithm(y, sd) {
-  var c, c0, denominator, e3, numerator, rep, sum3, t, wpr, x1, x2, n = 1, guard = 10, x = y, xd = x.d, Ctor = x.constructor, rm = Ctor.rounding, pr = Ctor.precision;
+  var c, c0, denominator, e2, numerator, rep, sum2, t, wpr, x1, x2, n = 1, guard = 10, x = y, xd = x.d, Ctor = x.constructor, rm = Ctor.rounding, pr = Ctor.precision;
   if (x.s < 0 || !xd || !xd[0] || !x.e && xd[0] == 1 && xd.length == 1) {
     return new Ctor(xd && !xd[0] ? -1 / 0 : x.s != 1 ? NaN : xd ? 0 : x);
   }
@@ -7486,53 +7992,53 @@ function naturalLogarithm(y, sd) {
   Ctor.precision = wpr += guard;
   c = digitsToString(xd);
   c0 = c.charAt(0);
-  if (Math.abs(e3 = x.e) < 15e14) {
+  if (Math.abs(e2 = x.e) < 15e14) {
     while (c0 < 7 && c0 != 1 || c0 == 1 && c.charAt(1) > 3) {
       x = x.times(y);
       c = digitsToString(x.d);
       c0 = c.charAt(0);
       n++;
     }
-    e3 = x.e;
+    e2 = x.e;
     if (c0 > 1) {
       x = new Ctor("0." + c);
-      e3++;
+      e2++;
     } else {
       x = new Ctor(c0 + "." + c.slice(1));
     }
   } else {
-    t = getLn10(Ctor, wpr + 2, pr).times(e3 + "");
+    t = getLn10(Ctor, wpr + 2, pr).times(e2 + "");
     x = naturalLogarithm(new Ctor(c0 + "." + c.slice(1)), wpr - guard).plus(t);
     Ctor.precision = pr;
     return sd == null ? finalise(x, pr, rm, external = true) : x;
   }
   x1 = x;
-  sum3 = numerator = x = divide(x.minus(1), x.plus(1), wpr, 1);
+  sum2 = numerator = x = divide(x.minus(1), x.plus(1), wpr, 1);
   x2 = finalise(x.times(x), wpr, 1);
   denominator = 3;
   for (; ; ) {
     numerator = finalise(numerator.times(x2), wpr, 1);
-    t = sum3.plus(divide(numerator, new Ctor(denominator), wpr, 1));
-    if (digitsToString(t.d).slice(0, wpr) === digitsToString(sum3.d).slice(0, wpr)) {
-      sum3 = sum3.times(2);
-      if (e3 !== 0)
-        sum3 = sum3.plus(getLn10(Ctor, wpr + 2, pr).times(e3 + ""));
-      sum3 = divide(sum3, new Ctor(n), wpr, 1);
+    t = sum2.plus(divide(numerator, new Ctor(denominator), wpr, 1));
+    if (digitsToString(t.d).slice(0, wpr) === digitsToString(sum2.d).slice(0, wpr)) {
+      sum2 = sum2.times(2);
+      if (e2 !== 0)
+        sum2 = sum2.plus(getLn10(Ctor, wpr + 2, pr).times(e2 + ""));
+      sum2 = divide(sum2, new Ctor(n), wpr, 1);
       if (sd == null) {
-        if (checkRoundingDigits(sum3.d, wpr - guard, rm, rep)) {
+        if (checkRoundingDigits(sum2.d, wpr - guard, rm, rep)) {
           Ctor.precision = wpr += guard;
           t = numerator = x = divide(x1.minus(1), x1.plus(1), wpr, 1);
           x2 = finalise(x.times(x), wpr, 1);
           denominator = rep = 1;
         } else {
-          return finalise(sum3, Ctor.precision = pr, rm, external = true);
+          return finalise(sum2, Ctor.precision = pr, rm, external = true);
         }
       } else {
         Ctor.precision = pr;
-        return sum3;
+        return sum2;
       }
     }
-    sum3 = t;
+    sum2 = t;
     denominator += 2;
   }
 }
@@ -7540,40 +8046,40 @@ function nonFiniteToString(x) {
   return String(x.s * x.s / 0);
 }
 function parseDecimal(x, str) {
-  var e3, i2, len;
-  if ((e3 = str.indexOf(".")) > -1)
+  var e2, i, len;
+  if ((e2 = str.indexOf(".")) > -1)
     str = str.replace(".", "");
-  if ((i2 = str.search(/e/i)) > 0) {
-    if (e3 < 0)
-      e3 = i2;
-    e3 += +str.slice(i2 + 1);
-    str = str.substring(0, i2);
-  } else if (e3 < 0) {
-    e3 = str.length;
+  if ((i = str.search(/e/i)) > 0) {
+    if (e2 < 0)
+      e2 = i;
+    e2 += +str.slice(i + 1);
+    str = str.substring(0, i);
+  } else if (e2 < 0) {
+    e2 = str.length;
   }
-  for (i2 = 0; str.charCodeAt(i2) === 48; i2++)
+  for (i = 0; str.charCodeAt(i) === 48; i++)
     ;
   for (len = str.length; str.charCodeAt(len - 1) === 48; --len)
     ;
-  str = str.slice(i2, len);
+  str = str.slice(i, len);
   if (str) {
-    len -= i2;
-    x.e = e3 = e3 - i2 - 1;
+    len -= i;
+    x.e = e2 = e2 - i - 1;
     x.d = [];
-    i2 = (e3 + 1) % LOG_BASE;
-    if (e3 < 0)
-      i2 += LOG_BASE;
-    if (i2 < len) {
-      if (i2)
-        x.d.push(+str.slice(0, i2));
-      for (len -= LOG_BASE; i2 < len; )
-        x.d.push(+str.slice(i2, i2 += LOG_BASE));
-      str = str.slice(i2);
-      i2 = LOG_BASE - str.length;
+    i = (e2 + 1) % LOG_BASE;
+    if (e2 < 0)
+      i += LOG_BASE;
+    if (i < len) {
+      if (i)
+        x.d.push(+str.slice(0, i));
+      for (len -= LOG_BASE; i < len; )
+        x.d.push(+str.slice(i, i += LOG_BASE));
+      str = str.slice(i);
+      i = LOG_BASE - str.length;
     } else {
-      i2 -= len;
+      i -= len;
     }
-    for (; i2--; )
+    for (; i--; )
       str += "0";
     x.d.push(+str);
     if (external) {
@@ -7592,7 +8098,7 @@ function parseDecimal(x, str) {
   return x;
 }
 function parseOther(x, str) {
-  var base, Ctor, divisor, i2, isFloat, len, p, xd, xe;
+  var base, Ctor, divisor, i, isFloat, len, p, xd, xe;
   if (str.indexOf("_") > -1) {
     str = str.replace(/(\d)_(?=\d)/g, "$1");
     if (isDecimal.test(str))
@@ -7614,27 +8120,27 @@ function parseOther(x, str) {
   } else {
     throw Error(invalidArgument + str);
   }
-  i2 = str.search(/p/i);
-  if (i2 > 0) {
-    p = +str.slice(i2 + 1);
-    str = str.substring(2, i2);
+  i = str.search(/p/i);
+  if (i > 0) {
+    p = +str.slice(i + 1);
+    str = str.substring(2, i);
   } else {
     str = str.slice(2);
   }
-  i2 = str.indexOf(".");
-  isFloat = i2 >= 0;
+  i = str.indexOf(".");
+  isFloat = i >= 0;
   Ctor = x.constructor;
   if (isFloat) {
     str = str.replace(".", "");
     len = str.length;
-    i2 = len - i2;
-    divisor = intPow(Ctor, new Ctor(base), i2, i2 * 2);
+    i = len - i;
+    divisor = intPow(Ctor, new Ctor(base), i, i * 2);
   }
   xd = convertBase(str, base, BASE);
   xe = xd.length - 1;
-  for (i2 = xe; xd[i2] === 0; --i2)
+  for (i = xe; xd[i] === 0; --i)
     xd.pop();
-  if (i2 < 0)
+  if (i < 0)
     return new Ctor(x.s * 0);
   x.e = getBase10Exponent(xd, xe);
   x.d = xd;
@@ -7663,7 +8169,7 @@ function sine(Ctor, x) {
   return x;
 }
 function taylorSeries(Ctor, n, x, y, isHyperbolic) {
-  var j, t, u, x2, i2 = 1, pr = Ctor.precision, k = Math.ceil(pr / LOG_BASE);
+  var j, t, u, x2, i = 1, pr = Ctor.precision, k = Math.ceil(pr / LOG_BASE);
   external = false;
   x2 = x.times(x);
   u = new Ctor(y);
@@ -7682,40 +8188,40 @@ function taylorSeries(Ctor, n, x, y, isHyperbolic) {
     u = y;
     y = t;
     t = j;
-    i2++;
+    i++;
   }
   external = true;
   t.d.length = k + 1;
   return t;
 }
-function tinyPow(b, e3) {
+function tinyPow(b, e2) {
   var n = b;
-  while (--e3)
+  while (--e2)
     n *= b;
   return n;
 }
 function toLessThanHalfPi(Ctor, x) {
-  var t, isNeg = x.s < 0, pi3 = getPi(Ctor, Ctor.precision, 1), halfPi = pi3.times(0.5);
+  var t, isNeg = x.s < 0, pi2 = getPi(Ctor, Ctor.precision, 1), halfPi = pi2.times(0.5);
   x = x.abs();
   if (x.lte(halfPi)) {
     quadrant = isNeg ? 4 : 1;
     return x;
   }
-  t = x.divToInt(pi3);
+  t = x.divToInt(pi2);
   if (t.isZero()) {
     quadrant = isNeg ? 3 : 2;
   } else {
-    x = x.minus(t.times(pi3));
+    x = x.minus(t.times(pi2));
     if (x.lte(halfPi)) {
       quadrant = isOdd(t) ? isNeg ? 2 : 3 : isNeg ? 4 : 1;
       return x;
     }
     quadrant = isOdd(t) ? isNeg ? 1 : 4 : isNeg ? 3 : 2;
   }
-  return x.minus(pi3).abs();
+  return x.minus(pi2).abs();
 }
 function toStringBinary(x, baseOut, sd, rm) {
-  var base, e3, i2, k, len, roundUp, str, xd, y, Ctor = x.constructor, isExp = sd !== void 0;
+  var base, e2, i, k, len, roundUp, str, xd, y, Ctor = x.constructor, isExp = sd !== void 0;
   if (isExp) {
     checkInt32(sd, 1, MAX_DIGITS);
     if (rm === void 0)
@@ -7730,7 +8236,7 @@ function toStringBinary(x, baseOut, sd, rm) {
     str = nonFiniteToString(x);
   } else {
     str = finiteToString(x);
-    i2 = str.indexOf(".");
+    i = str.indexOf(".");
     if (isExp) {
       base = 2;
       if (baseOut == 16) {
@@ -7741,75 +8247,75 @@ function toStringBinary(x, baseOut, sd, rm) {
     } else {
       base = baseOut;
     }
-    if (i2 >= 0) {
+    if (i >= 0) {
       str = str.replace(".", "");
       y = new Ctor(1);
-      y.e = str.length - i2;
+      y.e = str.length - i;
       y.d = convertBase(finiteToString(y), 10, base);
       y.e = y.d.length;
     }
     xd = convertBase(str, 10, base);
-    e3 = len = xd.length;
+    e2 = len = xd.length;
     for (; xd[--len] == 0; )
       xd.pop();
     if (!xd[0]) {
       str = isExp ? "0p+0" : "0";
     } else {
-      if (i2 < 0) {
-        e3--;
+      if (i < 0) {
+        e2--;
       } else {
         x = new Ctor(x);
         x.d = xd;
-        x.e = e3;
+        x.e = e2;
         x = divide(x, y, sd, rm, 0, base);
         xd = x.d;
-        e3 = x.e;
+        e2 = x.e;
         roundUp = inexact;
       }
-      i2 = xd[sd];
+      i = xd[sd];
       k = base / 2;
       roundUp = roundUp || xd[sd + 1] !== void 0;
-      roundUp = rm < 4 ? (i2 !== void 0 || roundUp) && (rm === 0 || rm === (x.s < 0 ? 3 : 2)) : i2 > k || i2 === k && (rm === 4 || roundUp || rm === 6 && xd[sd - 1] & 1 || rm === (x.s < 0 ? 8 : 7));
+      roundUp = rm < 4 ? (i !== void 0 || roundUp) && (rm === 0 || rm === (x.s < 0 ? 3 : 2)) : i > k || i === k && (rm === 4 || roundUp || rm === 6 && xd[sd - 1] & 1 || rm === (x.s < 0 ? 8 : 7));
       xd.length = sd;
       if (roundUp) {
         for (; ++xd[--sd] > base - 1; ) {
           xd[sd] = 0;
           if (!sd) {
-            ++e3;
+            ++e2;
             xd.unshift(1);
           }
         }
       }
       for (len = xd.length; !xd[len - 1]; --len)
         ;
-      for (i2 = 0, str = ""; i2 < len; i2++)
-        str += NUMERALS.charAt(xd[i2]);
+      for (i = 0, str = ""; i < len; i++)
+        str += NUMERALS.charAt(xd[i]);
       if (isExp) {
         if (len > 1) {
           if (baseOut == 16 || baseOut == 8) {
-            i2 = baseOut == 16 ? 4 : 3;
-            for (--len; len % i2; len++)
+            i = baseOut == 16 ? 4 : 3;
+            for (--len; len % i; len++)
               str += "0";
             xd = convertBase(str, base, baseOut);
             for (len = xd.length; !xd[len - 1]; --len)
               ;
-            for (i2 = 1, str = "1."; i2 < len; i2++)
-              str += NUMERALS.charAt(xd[i2]);
+            for (i = 1, str = "1."; i < len; i++)
+              str += NUMERALS.charAt(xd[i]);
           } else {
             str = str.charAt(0) + "." + str.slice(1);
           }
         }
-        str = str + (e3 < 0 ? "p" : "p+") + e3;
-      } else if (e3 < 0) {
-        for (; ++e3; )
+        str = str + (e2 < 0 ? "p" : "p+") + e2;
+      } else if (e2 < 0) {
+        for (; ++e2; )
           str = "0" + str;
         str = "0." + str;
       } else {
-        if (++e3 > len)
-          for (e3 -= len; e3--; )
+        if (++e2 > len)
+          for (e2 -= len; e2--; )
             str += "0";
-        else if (e3 < len)
-          str = str.slice(0, e3) + "." + str.slice(e3);
+        else if (e2 < len)
+          str = str.slice(0, e2) + "." + str.slice(e2);
       }
     }
     str = (baseOut == 16 ? "0x" : baseOut == 2 ? "0b" : baseOut == 8 ? "0o" : "") + str;
@@ -7880,13 +8386,13 @@ function cbrt3(x) {
 function ceil(x) {
   return finalise(x = new this(x), x.e + 1, 2);
 }
-function clamp(x, min3, max3) {
-  return new this(x).clamp(min3, max3);
+function clamp(x, min2, max2) {
+  return new this(x).clamp(min2, max2);
 }
-function config3(obj) {
+function config(obj) {
   if (!obj || typeof obj !== "object")
     throw Error(decimalError + "Object expected");
-  var i2, p, v, useDefaults = obj.defaults === true, ps = [
+  var i, p, v, useDefaults = obj.defaults === true, ps = [
     "precision",
     1,
     MAX_DIGITS,
@@ -7909,11 +8415,11 @@ function config3(obj) {
     0,
     9
   ];
-  for (i2 = 0; i2 < ps.length; i2 += 3) {
-    if (p = ps[i2], useDefaults)
+  for (i = 0; i < ps.length; i += 3) {
+    if (p = ps[i], useDefaults)
       this[p] = DEFAULTS[p];
     if ((v = obj[p]) !== void 0) {
-      if (mathfloor(v) === v && v >= ps[i2 + 1] && v <= ps[i2 + 2])
+      if (mathfloor(v) === v && v >= ps[i + 1] && v <= ps[i + 2])
         this[p] = v;
       else
         throw Error(invalidArgument + p + ": " + v);
@@ -7945,9 +8451,9 @@ function cosh2(x) {
   return new this(x).cosh();
 }
 function clone3(obj) {
-  var i2, p, ps;
+  var i, p, ps;
   function Decimal2(v) {
-    var e3, i3, t, x = this;
+    var e2, i2, t, x = this;
     if (!(x instanceof Decimal2))
       return new Decimal2(v);
     x.constructor = Decimal2;
@@ -7985,21 +8491,21 @@ function clone3(obj) {
         x.s = 1;
       }
       if (v === ~~v && v < 1e7) {
-        for (e3 = 0, i3 = v; i3 >= 10; i3 /= 10)
-          e3++;
+        for (e2 = 0, i2 = v; i2 >= 10; i2 /= 10)
+          e2++;
         if (external) {
-          if (e3 > Decimal2.maxE) {
+          if (e2 > Decimal2.maxE) {
             x.e = NaN;
             x.d = null;
-          } else if (e3 < Decimal2.minE) {
+          } else if (e2 < Decimal2.minE) {
             x.e = 0;
             x.d = [0];
           } else {
-            x.e = e3;
+            x.e = e2;
             x.d = [v];
           }
         } else {
-          x.e = e3;
+          x.e = e2;
           x.d = [v];
         }
         return;
@@ -8014,11 +8520,11 @@ function clone3(obj) {
     } else if (t !== "string") {
       throw Error(invalidArgument + v);
     }
-    if ((i3 = v.charCodeAt(0)) === 45) {
+    if ((i2 = v.charCodeAt(0)) === 45) {
       v = v.slice(1);
       x.s = -1;
     } else {
-      if (i3 === 43)
+      if (i2 === 43)
         v = v.slice(1);
       x.s = 1;
     }
@@ -8035,7 +8541,7 @@ function clone3(obj) {
   Decimal2.ROUND_HALF_CEIL = 7;
   Decimal2.ROUND_HALF_FLOOR = 8;
   Decimal2.EUCLID = 9;
-  Decimal2.config = Decimal2.set = config3;
+  Decimal2.config = Decimal2.set = config;
   Decimal2.clone = clone3;
   Decimal2.isDecimal = isDecimalInstance;
   Decimal2.abs = abs;
@@ -8081,8 +8587,8 @@ function clone3(obj) {
   if (obj) {
     if (obj.defaults !== true) {
       ps = ["precision", "rounding", "toExpNeg", "toExpPos", "maxE", "minE", "modulo", "crypto"];
-      for (i2 = 0; i2 < ps.length; )
-        if (!obj.hasOwnProperty(p = ps[i2++]))
+      for (i = 0; i < ps.length; )
+        if (!obj.hasOwnProperty(p = ps[i++]))
           obj[p] = this[p];
     }
   }
@@ -8099,10 +8605,10 @@ function floor(x) {
   return finalise(x = new this(x), x.e + 1, 3);
 }
 function hypot() {
-  var i2, n, t = new this(0);
+  var i, n, t = new this(0);
   external = false;
-  for (i2 = 0; i2 < arguments.length; ) {
-    n = new this(arguments[i2++]);
+  for (i = 0; i < arguments.length; ) {
+    n = new this(arguments[i++]);
     if (!n.d) {
       if (n.s) {
         external = true;
@@ -8147,61 +8653,61 @@ function pow(x, y) {
   return new this(x).pow(y);
 }
 function random(sd) {
-  var d, e3, k, n, i2 = 0, r = new this(1), rd = [];
+  var d, e2, k, n, i = 0, r = new this(1), rd = [];
   if (sd === void 0)
     sd = this.precision;
   else
     checkInt32(sd, 1, MAX_DIGITS);
   k = Math.ceil(sd / LOG_BASE);
   if (!this.crypto) {
-    for (; i2 < k; )
-      rd[i2++] = Math.random() * 1e7 | 0;
+    for (; i < k; )
+      rd[i++] = Math.random() * 1e7 | 0;
   } else if (crypto.getRandomValues) {
     d = crypto.getRandomValues(new Uint32Array(k));
-    for (; i2 < k; ) {
-      n = d[i2];
+    for (; i < k; ) {
+      n = d[i];
       if (n >= 429e7) {
-        d[i2] = crypto.getRandomValues(new Uint32Array(1))[0];
+        d[i] = crypto.getRandomValues(new Uint32Array(1))[0];
       } else {
-        rd[i2++] = n % 1e7;
+        rd[i++] = n % 1e7;
       }
     }
   } else if (crypto.randomBytes) {
     d = crypto.randomBytes(k *= 4);
-    for (; i2 < k; ) {
-      n = d[i2] + (d[i2 + 1] << 8) + (d[i2 + 2] << 16) + ((d[i2 + 3] & 127) << 24);
+    for (; i < k; ) {
+      n = d[i] + (d[i + 1] << 8) + (d[i + 2] << 16) + ((d[i + 3] & 127) << 24);
       if (n >= 214e7) {
-        crypto.randomBytes(4).copy(d, i2);
+        crypto.randomBytes(4).copy(d, i);
       } else {
         rd.push(n % 1e7);
-        i2 += 4;
+        i += 4;
       }
     }
-    i2 = k / 4;
+    i = k / 4;
   } else {
     throw Error(cryptoUnavailable);
   }
-  k = rd[--i2];
+  k = rd[--i];
   sd %= LOG_BASE;
   if (k && sd) {
     n = mathpow(10, LOG_BASE - sd);
-    rd[i2] = (k / n | 0) * n;
+    rd[i] = (k / n | 0) * n;
   }
-  for (; rd[i2] === 0; i2--)
+  for (; rd[i] === 0; i--)
     rd.pop();
-  if (i2 < 0) {
-    e3 = 0;
+  if (i < 0) {
+    e2 = 0;
     rd = [0];
   } else {
-    e3 = -1;
-    for (; rd[0] === 0; e3 -= LOG_BASE)
+    e2 = -1;
+    for (; rd[0] === 0; e2 -= LOG_BASE)
       rd.shift();
     for (k = 1, n = rd[0]; n >= 10; n /= 10)
       k++;
     if (k < LOG_BASE)
-      e3 -= LOG_BASE - k;
+      e2 -= LOG_BASE - k;
   }
-  r.e = e3;
+  r.e = e2;
   r.d = rd;
   return r;
 }
@@ -8225,10 +8731,10 @@ function sub(x, y) {
   return new this(x).sub(y);
 }
 function sum() {
-  var i2 = 0, args = arguments, x = new this(args[i2]);
+  var i = 0, args = arguments, x = new this(args[i]);
   external = false;
-  for (; x.s && ++i2 < args.length; )
-    x = x.plus(args[i2]);
+  for (; x.s && ++i < args.length; )
+    x = x.plus(args[i]);
   external = true;
   return finalise(x, this.precision, this.rounding);
 }
@@ -8254,34 +8760,34 @@ var dependencies3 = ["?on", "config"];
 var createBigNumberClass = /* @__PURE__ */ factory(name2, dependencies3, (_ref) => {
   var {
     on,
-    config: config4
+    config: config2
   } = _ref;
-  var BigNumber2 = decimal_default.clone({
-    precision: config4.precision,
+  var BigNumber = decimal_default.clone({
+    precision: config2.precision,
     modulo: decimal_default.EUCLID
   });
-  BigNumber2.prototype = Object.create(BigNumber2.prototype);
-  BigNumber2.prototype.type = "BigNumber";
-  BigNumber2.prototype.isBigNumber = true;
-  BigNumber2.prototype.toJSON = function() {
+  BigNumber.prototype = Object.create(BigNumber.prototype);
+  BigNumber.prototype.type = "BigNumber";
+  BigNumber.prototype.isBigNumber = true;
+  BigNumber.prototype.toJSON = function() {
     return {
       mathjs: "BigNumber",
       value: this.toString()
     };
   };
-  BigNumber2.fromJSON = function(json) {
-    return new BigNumber2(json.value);
+  BigNumber.fromJSON = function(json) {
+    return new BigNumber(json.value);
   };
   if (on) {
     on("config", function(curr, prev) {
       if (curr.precision !== prev.precision) {
-        BigNumber2.config({
+        BigNumber.config({
           precision: curr.precision
         });
       }
     });
   }
-  return BigNumber2;
+  return BigNumber;
 }, {
   isClass: true
 });
@@ -8312,39 +8818,39 @@ var createComplexClass = /* @__PURE__ */ factory(name3, dependencies4, () => {
   };
   import_complex.default.prototype.format = function(options) {
     var str = "";
-    var im2 = this.im;
-    var re2 = this.re;
+    var im = this.im;
+    var re = this.re;
     var strRe = format(this.re, options);
     var strIm = format(this.im, options);
     var precision = isNumber(options) ? options : options ? options.precision : null;
     if (precision !== null) {
       var epsilon = Math.pow(10, -precision);
-      if (Math.abs(re2 / im2) < epsilon) {
-        re2 = 0;
+      if (Math.abs(re / im) < epsilon) {
+        re = 0;
       }
-      if (Math.abs(im2 / re2) < epsilon) {
-        im2 = 0;
+      if (Math.abs(im / re) < epsilon) {
+        im = 0;
       }
     }
-    if (im2 === 0) {
+    if (im === 0) {
       str = strRe;
-    } else if (re2 === 0) {
-      if (im2 === 1) {
+    } else if (re === 0) {
+      if (im === 1) {
         str = "i";
-      } else if (im2 === -1) {
+      } else if (im === -1) {
         str = "-i";
       } else {
         str = strIm + "i";
       }
     } else {
-      if (im2 < 0) {
-        if (im2 === -1) {
+      if (im < 0) {
+        if (im === -1) {
           str = strRe + " - i";
         } else {
           str = strRe + " - " + strIm.substring(1) + "i";
         }
       } else {
-        if (im2 === 1) {
+        if (im === 1) {
           str = strRe + " + i";
         } else {
           str = strRe + " + " + strIm + "i";
@@ -8356,24 +8862,24 @@ var createComplexClass = /* @__PURE__ */ factory(name3, dependencies4, () => {
   import_complex.default.fromPolar = function(args) {
     switch (arguments.length) {
       case 1: {
-        var arg2 = arguments[0];
-        if (typeof arg2 === "object") {
-          return (0, import_complex.default)(arg2);
+        var arg = arguments[0];
+        if (typeof arg === "object") {
+          return (0, import_complex.default)(arg);
         } else {
           throw new TypeError("Input has to be an object with r and phi keys.");
         }
       }
       case 2: {
         var r = arguments[0];
-        var phi3 = arguments[1];
+        var phi2 = arguments[1];
         if (isNumber(r)) {
-          if (isUnit(phi3) && phi3.hasBase("ANGLE")) {
-            phi3 = phi3.toNumber("rad");
+          if (isUnit(phi2) && phi2.hasBase("ANGLE")) {
+            phi2 = phi2.toNumber("rad");
           }
-          if (isNumber(phi3)) {
+          if (isNumber(phi2)) {
             return new import_complex.default({
               r,
-              phi: phi3
+              phi: phi2
             });
           }
           throw new TypeError("Phi is not a number nor an angle unit.");
@@ -8439,8 +8945,8 @@ var createFractionClass = /* @__PURE__ */ factory(name4, dependencies5, () => {
 var name5 = "Range";
 var dependencies6 = [];
 var createRangeClass = /* @__PURE__ */ factory(name5, dependencies6, () => {
-  function Range2(start, end, step) {
-    if (!(this instanceof Range2)) {
+  function Range(start, end, step) {
+    if (!(this instanceof Range)) {
       throw new SyntaxError("Constructor must be called with the new operator");
     }
     var hasStart = start !== null && start !== void 0;
@@ -8471,15 +8977,15 @@ var createRangeClass = /* @__PURE__ */ factory(name5, dependencies6, () => {
     this.end = hasEnd ? parseFloat(end) : 0;
     this.step = hasStep ? parseFloat(step) : 1;
   }
-  Range2.prototype.type = "Range";
-  Range2.prototype.isRange = true;
-  Range2.parse = function(str) {
+  Range.prototype.type = "Range";
+  Range.prototype.isRange = true;
+  Range.parse = function(str) {
     if (typeof str !== "string") {
       return null;
     }
     var args = str.split(":");
-    var nums = args.map(function(arg2) {
-      return parseFloat(arg2);
+    var nums = args.map(function(arg) {
+      return parseFloat(arg);
     });
     var invalid = nums.some(function(num) {
       return isNaN(num);
@@ -8489,25 +8995,25 @@ var createRangeClass = /* @__PURE__ */ factory(name5, dependencies6, () => {
     }
     switch (nums.length) {
       case 2:
-        return new Range2(nums[0], nums[1]);
+        return new Range(nums[0], nums[1]);
       case 3:
-        return new Range2(nums[0], nums[2], nums[1]);
+        return new Range(nums[0], nums[2], nums[1]);
       default:
         return null;
     }
   };
-  Range2.prototype.clone = function() {
-    return new Range2(this.start, this.end, this.step);
+  Range.prototype.clone = function() {
+    return new Range(this.start, this.end, this.step);
   };
-  Range2.prototype.size = function() {
+  Range.prototype.size = function() {
     var len = 0;
     var start = this.start;
     var step = this.step;
     var end = this.end;
-    var diff2 = end - start;
-    if (sign(step) === sign(diff2)) {
-      len = Math.ceil(diff2 / step);
-    } else if (diff2 === 0) {
+    var diff = end - start;
+    if (sign(step) === sign(diff)) {
+      len = Math.ceil(diff / step);
+    } else if (diff === 0) {
       len = 0;
     }
     if (isNaN(len)) {
@@ -8515,23 +9021,23 @@ var createRangeClass = /* @__PURE__ */ factory(name5, dependencies6, () => {
     }
     return [len];
   };
-  Range2.prototype.min = function() {
-    var size2 = this.size()[0];
-    if (size2 > 0) {
+  Range.prototype.min = function() {
+    var size = this.size()[0];
+    if (size > 0) {
       if (this.step > 0) {
         return this.start;
       } else {
-        return this.start + (size2 - 1) * this.step;
+        return this.start + (size - 1) * this.step;
       }
     } else {
       return void 0;
     }
   };
-  Range2.prototype.max = function() {
-    var size2 = this.size()[0];
-    if (size2 > 0) {
+  Range.prototype.max = function() {
+    var size = this.size()[0];
+    if (size > 0) {
       if (this.step > 0) {
-        return this.start + (size2 - 1) * this.step;
+        return this.start + (size - 1) * this.step;
       } else {
         return this.start;
       }
@@ -8539,43 +9045,43 @@ var createRangeClass = /* @__PURE__ */ factory(name5, dependencies6, () => {
       return void 0;
     }
   };
-  Range2.prototype.forEach = function(callback) {
+  Range.prototype.forEach = function(callback) {
     var x = this.start;
     var step = this.step;
     var end = this.end;
-    var i2 = 0;
+    var i = 0;
     if (step > 0) {
       while (x < end) {
-        callback(x, [i2], this);
+        callback(x, [i], this);
         x += step;
-        i2++;
+        i++;
       }
     } else if (step < 0) {
       while (x > end) {
-        callback(x, [i2], this);
+        callback(x, [i], this);
         x += step;
-        i2++;
+        i++;
       }
     }
   };
-  Range2.prototype.map = function(callback) {
+  Range.prototype.map = function(callback) {
     var array = [];
-    this.forEach(function(value, index2, obj) {
-      array[index2[0]] = callback(value, index2, obj);
+    this.forEach(function(value, index, obj) {
+      array[index[0]] = callback(value, index, obj);
     });
     return array;
   };
-  Range2.prototype.toArray = function() {
+  Range.prototype.toArray = function() {
     var array = [];
-    this.forEach(function(value, index2) {
-      array[index2[0]] = value;
+    this.forEach(function(value, index) {
+      array[index[0]] = value;
     });
     return array;
   };
-  Range2.prototype.valueOf = function() {
+  Range.prototype.valueOf = function() {
     return this.toArray();
   };
-  Range2.prototype.format = function(options) {
+  Range.prototype.format = function(options) {
     var str = format(this.start, options);
     if (this.step !== 1) {
       str += ":" + format(this.step, options);
@@ -8583,10 +9089,10 @@ var createRangeClass = /* @__PURE__ */ factory(name5, dependencies6, () => {
     str += ":" + format(this.end, options);
     return str;
   };
-  Range2.prototype.toString = function() {
+  Range.prototype.toString = function() {
     return this.format();
   };
-  Range2.prototype.toJSON = function() {
+  Range.prototype.toJSON = function() {
     return {
       mathjs: "Range",
       start: this.start,
@@ -8594,10 +9100,10 @@ var createRangeClass = /* @__PURE__ */ factory(name5, dependencies6, () => {
       step: this.step
     };
   };
-  Range2.fromJSON = function(json) {
-    return new Range2(json.start, json.end, json.step);
+  Range.fromJSON = function(json) {
+    return new Range(json.start, json.end, json.step);
   };
-  return Range2;
+  return Range;
 }, {
   isClass: true
 });
@@ -8606,87 +9112,87 @@ var createRangeClass = /* @__PURE__ */ factory(name5, dependencies6, () => {
 var name6 = "Matrix";
 var dependencies7 = [];
 var createMatrixClass = /* @__PURE__ */ factory(name6, dependencies7, () => {
-  function Matrix2() {
-    if (!(this instanceof Matrix2)) {
+  function Matrix() {
+    if (!(this instanceof Matrix)) {
       throw new SyntaxError("Constructor must be called with the new operator");
     }
   }
-  Matrix2.prototype.type = "Matrix";
-  Matrix2.prototype.isMatrix = true;
-  Matrix2.prototype.storage = function() {
+  Matrix.prototype.type = "Matrix";
+  Matrix.prototype.isMatrix = true;
+  Matrix.prototype.storage = function() {
     throw new Error("Cannot invoke storage on a Matrix interface");
   };
-  Matrix2.prototype.datatype = function() {
+  Matrix.prototype.datatype = function() {
     throw new Error("Cannot invoke datatype on a Matrix interface");
   };
-  Matrix2.prototype.create = function(data, datatype) {
+  Matrix.prototype.create = function(data, datatype) {
     throw new Error("Cannot invoke create on a Matrix interface");
   };
-  Matrix2.prototype.subset = function(index2, replacement, defaultValue) {
+  Matrix.prototype.subset = function(index, replacement, defaultValue) {
     throw new Error("Cannot invoke subset on a Matrix interface");
   };
-  Matrix2.prototype.get = function(index2) {
+  Matrix.prototype.get = function(index) {
     throw new Error("Cannot invoke get on a Matrix interface");
   };
-  Matrix2.prototype.set = function(index2, value, defaultValue) {
+  Matrix.prototype.set = function(index, value, defaultValue) {
     throw new Error("Cannot invoke set on a Matrix interface");
   };
-  Matrix2.prototype.resize = function(size2, defaultValue) {
+  Matrix.prototype.resize = function(size, defaultValue) {
     throw new Error("Cannot invoke resize on a Matrix interface");
   };
-  Matrix2.prototype.reshape = function(size2, defaultValue) {
+  Matrix.prototype.reshape = function(size, defaultValue) {
     throw new Error("Cannot invoke reshape on a Matrix interface");
   };
-  Matrix2.prototype.clone = function() {
+  Matrix.prototype.clone = function() {
     throw new Error("Cannot invoke clone on a Matrix interface");
   };
-  Matrix2.prototype.size = function() {
+  Matrix.prototype.size = function() {
     throw new Error("Cannot invoke size on a Matrix interface");
   };
-  Matrix2.prototype.map = function(callback, skipZeros) {
+  Matrix.prototype.map = function(callback, skipZeros) {
     throw new Error("Cannot invoke map on a Matrix interface");
   };
-  Matrix2.prototype.forEach = function(callback) {
+  Matrix.prototype.forEach = function(callback) {
     throw new Error("Cannot invoke forEach on a Matrix interface");
   };
-  Matrix2.prototype[Symbol.iterator] = function() {
+  Matrix.prototype[Symbol.iterator] = function() {
     throw new Error("Cannot iterate a Matrix interface");
   };
-  Matrix2.prototype.toArray = function() {
+  Matrix.prototype.toArray = function() {
     throw new Error("Cannot invoke toArray on a Matrix interface");
   };
-  Matrix2.prototype.valueOf = function() {
+  Matrix.prototype.valueOf = function() {
     throw new Error("Cannot invoke valueOf on a Matrix interface");
   };
-  Matrix2.prototype.format = function(options) {
+  Matrix.prototype.format = function(options) {
     throw new Error("Cannot invoke format on a Matrix interface");
   };
-  Matrix2.prototype.toString = function() {
+  Matrix.prototype.toString = function() {
     throw new Error("Cannot invoke toString on a Matrix interface");
   };
-  return Matrix2;
+  return Matrix;
 }, {
   isClass: true
 });
 
 // node_modules/mathjs/lib/esm/utils/lruQueue.js
 function lruQueue(limit) {
-  var size2 = 0;
+  var size = 0;
   var base = 1;
   var queue = /* @__PURE__ */ Object.create(null);
-  var map3 = /* @__PURE__ */ Object.create(null);
-  var index2 = 0;
+  var map2 = /* @__PURE__ */ Object.create(null);
+  var index = 0;
   var del = function del2(id) {
-    var oldIndex = map3[id];
+    var oldIndex = map2[id];
     if (!oldIndex)
       return;
     delete queue[oldIndex];
-    delete map3[id];
-    --size2;
+    delete map2[id];
+    --size;
     if (base !== oldIndex)
       return;
-    if (!size2) {
-      index2 = 0;
+    if (!size) {
+      index = 0;
       base = 1;
       return;
     }
@@ -8696,13 +9202,13 @@ function lruQueue(limit) {
   limit = Math.abs(limit);
   return {
     hit: function hit(id) {
-      var oldIndex = map3[id];
-      var nuIndex = ++index2;
+      var oldIndex = map2[id];
+      var nuIndex = ++index;
       queue[nuIndex] = id;
-      map3[id] = nuIndex;
+      map2[id] = nuIndex;
       if (!oldIndex) {
-        ++size2;
-        if (size2 <= limit)
+        ++size;
+        if (size <= limit)
           return void 0;
         id = queue[base];
         del(id);
@@ -8717,10 +9223,10 @@ function lruQueue(limit) {
     },
     delete: del,
     clear: function clear() {
-      size2 = index2 = 0;
+      size = index = 0;
       base = 1;
       queue = /* @__PURE__ */ Object.create(null);
-      map3 = /* @__PURE__ */ Object.create(null);
+      map2 = /* @__PURE__ */ Object.create(null);
     }
   };
 }
@@ -8741,8 +9247,8 @@ function memoize(fn) {
       };
     }
     var args = [];
-    for (var i2 = 0; i2 < arguments.length; i2++) {
-      args[i2] = arguments[i2];
+    for (var i = 0; i < arguments.length; i++) {
+      args[i] = arguments[i];
     }
     var hash = hasher2(args);
     if (memoize2.cache.values.has(hash)) {
@@ -8757,8 +9263,8 @@ function memoize(fn) {
 }
 function maxArgumentCount(fn) {
   return Object.keys(fn.signatures || {}).reduce(function(args, signature) {
-    var count2 = (signature.match(/,/g) || []).length + 1;
-    return Math.max(args, count2);
+    var count = (signature.match(/,/g) || []).length + 1;
+    return Math.max(args, count);
   }, -1);
 }
 
@@ -8767,10 +9273,10 @@ var name7 = "DenseMatrix";
 var dependencies8 = ["Matrix"];
 var createDenseMatrixClass = /* @__PURE__ */ factory(name7, dependencies8, (_ref) => {
   var {
-    Matrix: Matrix2
+    Matrix
   } = _ref;
-  function DenseMatrix2(data, datatype) {
-    if (!(this instanceof DenseMatrix2)) {
+  function DenseMatrix(data, datatype) {
+    if (!(this instanceof DenseMatrix)) {
       throw new SyntaxError("Constructor must be called with the new operator");
     }
     if (datatype && !isString(datatype)) {
@@ -8804,123 +9310,123 @@ var createDenseMatrixClass = /* @__PURE__ */ factory(name7, dependencies8, (_ref
       this._datatype = datatype;
     }
   }
-  DenseMatrix2.prototype = new Matrix2();
-  DenseMatrix2.prototype.createDenseMatrix = function(data, datatype) {
-    return new DenseMatrix2(data, datatype);
+  DenseMatrix.prototype = new Matrix();
+  DenseMatrix.prototype.createDenseMatrix = function(data, datatype) {
+    return new DenseMatrix(data, datatype);
   };
-  Object.defineProperty(DenseMatrix2, "name", {
+  Object.defineProperty(DenseMatrix, "name", {
     value: "DenseMatrix"
   });
-  DenseMatrix2.prototype.constructor = DenseMatrix2;
-  DenseMatrix2.prototype.type = "DenseMatrix";
-  DenseMatrix2.prototype.isDenseMatrix = true;
-  DenseMatrix2.prototype.getDataType = function() {
+  DenseMatrix.prototype.constructor = DenseMatrix;
+  DenseMatrix.prototype.type = "DenseMatrix";
+  DenseMatrix.prototype.isDenseMatrix = true;
+  DenseMatrix.prototype.getDataType = function() {
     return getArrayDataType(this._data, typeOf);
   };
-  DenseMatrix2.prototype.storage = function() {
+  DenseMatrix.prototype.storage = function() {
     return "dense";
   };
-  DenseMatrix2.prototype.datatype = function() {
+  DenseMatrix.prototype.datatype = function() {
     return this._datatype;
   };
-  DenseMatrix2.prototype.create = function(data, datatype) {
-    return new DenseMatrix2(data, datatype);
+  DenseMatrix.prototype.create = function(data, datatype) {
+    return new DenseMatrix(data, datatype);
   };
-  DenseMatrix2.prototype.subset = function(index2, replacement, defaultValue) {
+  DenseMatrix.prototype.subset = function(index, replacement, defaultValue) {
     switch (arguments.length) {
       case 1:
-        return _get(this, index2);
+        return _get(this, index);
       case 2:
       case 3:
-        return _set(this, index2, replacement, defaultValue);
+        return _set(this, index, replacement, defaultValue);
       default:
         throw new SyntaxError("Wrong number of arguments");
     }
   };
-  DenseMatrix2.prototype.get = function(index2) {
-    if (!isArray(index2)) {
+  DenseMatrix.prototype.get = function(index) {
+    if (!isArray(index)) {
       throw new TypeError("Array expected");
     }
-    if (index2.length !== this._size.length) {
-      throw new DimensionError(index2.length, this._size.length);
+    if (index.length !== this._size.length) {
+      throw new DimensionError(index.length, this._size.length);
     }
-    for (var x = 0; x < index2.length; x++) {
-      validateIndex(index2[x], this._size[x]);
+    for (var x = 0; x < index.length; x++) {
+      validateIndex(index[x], this._size[x]);
     }
     var data = this._data;
-    for (var i2 = 0, ii = index2.length; i2 < ii; i2++) {
-      var indexI = index2[i2];
+    for (var i = 0, ii = index.length; i < ii; i++) {
+      var indexI = index[i];
       validateIndex(indexI, data.length);
       data = data[indexI];
     }
     return data;
   };
-  DenseMatrix2.prototype.set = function(index2, value, defaultValue) {
-    if (!isArray(index2)) {
+  DenseMatrix.prototype.set = function(index, value, defaultValue) {
+    if (!isArray(index)) {
       throw new TypeError("Array expected");
     }
-    if (index2.length < this._size.length) {
-      throw new DimensionError(index2.length, this._size.length, "<");
+    if (index.length < this._size.length) {
+      throw new DimensionError(index.length, this._size.length, "<");
     }
-    var i2, ii, indexI;
-    var size2 = index2.map(function(i3) {
-      return i3 + 1;
+    var i, ii, indexI;
+    var size = index.map(function(i2) {
+      return i2 + 1;
     });
-    _fit(this, size2, defaultValue);
+    _fit(this, size, defaultValue);
     var data = this._data;
-    for (i2 = 0, ii = index2.length - 1; i2 < ii; i2++) {
-      indexI = index2[i2];
+    for (i = 0, ii = index.length - 1; i < ii; i++) {
+      indexI = index[i];
       validateIndex(indexI, data.length);
       data = data[indexI];
     }
-    indexI = index2[index2.length - 1];
+    indexI = index[index.length - 1];
     validateIndex(indexI, data.length);
     data[indexI] = value;
     return this;
   };
-  function _get(matrix2, index2) {
-    if (!isIndex(index2)) {
+  function _get(matrix, index) {
+    if (!isIndex(index)) {
       throw new TypeError("Invalid index");
     }
-    var isScalar = index2.isScalar();
+    var isScalar = index.isScalar();
     if (isScalar) {
-      return matrix2.get(index2.min());
+      return matrix.get(index.min());
     } else {
-      var size2 = index2.size();
-      if (size2.length !== matrix2._size.length) {
-        throw new DimensionError(size2.length, matrix2._size.length);
+      var size = index.size();
+      if (size.length !== matrix._size.length) {
+        throw new DimensionError(size.length, matrix._size.length);
       }
-      var min3 = index2.min();
-      var max3 = index2.max();
-      for (var i2 = 0, ii = matrix2._size.length; i2 < ii; i2++) {
-        validateIndex(min3[i2], matrix2._size[i2]);
-        validateIndex(max3[i2], matrix2._size[i2]);
+      var min2 = index.min();
+      var max2 = index.max();
+      for (var i = 0, ii = matrix._size.length; i < ii; i++) {
+        validateIndex(min2[i], matrix._size[i]);
+        validateIndex(max2[i], matrix._size[i]);
       }
-      return new DenseMatrix2(_getSubmatrix(matrix2._data, index2, size2.length, 0), matrix2._datatype);
+      return new DenseMatrix(_getSubmatrix(matrix._data, index, size.length, 0), matrix._datatype);
     }
   }
-  function _getSubmatrix(data, index2, dims, dim) {
+  function _getSubmatrix(data, index, dims, dim) {
     var last = dim === dims - 1;
-    var range2 = index2.dimension(dim);
+    var range = index.dimension(dim);
     if (last) {
-      return range2.map(function(i2) {
-        validateIndex(i2, data.length);
-        return data[i2];
+      return range.map(function(i) {
+        validateIndex(i, data.length);
+        return data[i];
       }).valueOf();
     } else {
-      return range2.map(function(i2) {
-        validateIndex(i2, data.length);
-        var child = data[i2];
-        return _getSubmatrix(child, index2, dims, dim + 1);
+      return range.map(function(i) {
+        validateIndex(i, data.length);
+        var child = data[i];
+        return _getSubmatrix(child, index, dims, dim + 1);
       }).valueOf();
     }
   }
-  function _set(matrix2, index2, submatrix, defaultValue) {
-    if (!index2 || index2.isIndex !== true) {
+  function _set(matrix, index, submatrix, defaultValue) {
+    if (!index || index.isIndex !== true) {
       throw new TypeError("Invalid index");
     }
-    var iSize = index2.size();
-    var isScalar = index2.isScalar();
+    var iSize = index.size();
+    var isScalar = index.isScalar();
     var sSize;
     if (isMatrix(submatrix)) {
       sSize = submatrix.size();
@@ -8932,7 +9438,7 @@ var createDenseMatrixClass = /* @__PURE__ */ factory(name7, dependencies8, (_ref
       if (sSize.length !== 0) {
         throw new TypeError("Scalar expected");
       }
-      matrix2.set(index2.min(), submatrix, defaultValue);
+      matrix.set(index.min(), submatrix, defaultValue);
     } else {
       if (!deepStrictEqual(sSize, iSize)) {
         try {
@@ -8945,169 +9451,169 @@ var createDenseMatrixClass = /* @__PURE__ */ factory(name7, dependencies8, (_ref
         } catch (_unused) {
         }
       }
-      if (iSize.length < matrix2._size.length) {
-        throw new DimensionError(iSize.length, matrix2._size.length, "<");
+      if (iSize.length < matrix._size.length) {
+        throw new DimensionError(iSize.length, matrix._size.length, "<");
       }
       if (sSize.length < iSize.length) {
-        var i2 = 0;
+        var i = 0;
         var outer = 0;
-        while (iSize[i2] === 1 && sSize[i2] === 1) {
-          i2++;
+        while (iSize[i] === 1 && sSize[i] === 1) {
+          i++;
         }
-        while (iSize[i2] === 1) {
+        while (iSize[i] === 1) {
           outer++;
-          i2++;
+          i++;
         }
         submatrix = unsqueeze(submatrix, iSize.length, outer, sSize);
       }
       if (!deepStrictEqual(iSize, sSize)) {
         throw new DimensionError(iSize, sSize, ">");
       }
-      var size2 = index2.max().map(function(i3) {
-        return i3 + 1;
+      var size = index.max().map(function(i2) {
+        return i2 + 1;
       });
-      _fit(matrix2, size2, defaultValue);
+      _fit(matrix, size, defaultValue);
       var dims = iSize.length;
       var dim = 0;
-      _setSubmatrix(matrix2._data, index2, submatrix, dims, dim);
+      _setSubmatrix(matrix._data, index, submatrix, dims, dim);
     }
-    return matrix2;
+    return matrix;
   }
-  function _setSubmatrix(data, index2, submatrix, dims, dim) {
+  function _setSubmatrix(data, index, submatrix, dims, dim) {
     var last = dim === dims - 1;
-    var range2 = index2.dimension(dim);
+    var range = index.dimension(dim);
     if (last) {
-      range2.forEach(function(dataIndex, subIndex) {
+      range.forEach(function(dataIndex, subIndex) {
         validateIndex(dataIndex);
         data[dataIndex] = submatrix[subIndex[0]];
       });
     } else {
-      range2.forEach(function(dataIndex, subIndex) {
+      range.forEach(function(dataIndex, subIndex) {
         validateIndex(dataIndex);
-        _setSubmatrix(data[dataIndex], index2, submatrix[subIndex[0]], dims, dim + 1);
+        _setSubmatrix(data[dataIndex], index, submatrix[subIndex[0]], dims, dim + 1);
       });
     }
   }
-  DenseMatrix2.prototype.resize = function(size2, defaultValue, copy) {
-    if (!isCollection(size2)) {
+  DenseMatrix.prototype.resize = function(size, defaultValue, copy) {
+    if (!isCollection(size)) {
       throw new TypeError("Array or Matrix expected");
     }
-    var sizeArray = size2.valueOf().map((value) => {
+    var sizeArray = size.valueOf().map((value) => {
       return Array.isArray(value) && value.length === 1 ? value[0] : value;
     });
     var m = copy ? this.clone() : this;
     return _resize2(m, sizeArray, defaultValue);
   };
-  function _resize2(matrix2, size2, defaultValue) {
-    if (size2.length === 0) {
-      var v = matrix2._data;
+  function _resize2(matrix, size, defaultValue) {
+    if (size.length === 0) {
+      var v = matrix._data;
       while (isArray(v)) {
         v = v[0];
       }
       return v;
     }
-    matrix2._size = size2.slice(0);
-    matrix2._data = resize(matrix2._data, matrix2._size, defaultValue);
-    return matrix2;
+    matrix._size = size.slice(0);
+    matrix._data = resize(matrix._data, matrix._size, defaultValue);
+    return matrix;
   }
-  DenseMatrix2.prototype.reshape = function(size2, copy) {
+  DenseMatrix.prototype.reshape = function(size, copy) {
     var m = copy ? this.clone() : this;
-    m._data = reshape(m._data, size2);
-    var currentLength = m._size.reduce((length, size3) => length * size3);
-    m._size = processSizesWildcard(size2, currentLength);
+    m._data = reshape(m._data, size);
+    var currentLength = m._size.reduce((length, size2) => length * size2);
+    m._size = processSizesWildcard(size, currentLength);
     return m;
   };
-  function _fit(matrix2, size2, defaultValue) {
-    var newSize = matrix2._size.slice(0);
+  function _fit(matrix, size, defaultValue) {
+    var newSize = matrix._size.slice(0);
     var changed = false;
-    while (newSize.length < size2.length) {
+    while (newSize.length < size.length) {
       newSize.push(0);
       changed = true;
     }
-    for (var i2 = 0, ii = size2.length; i2 < ii; i2++) {
-      if (size2[i2] > newSize[i2]) {
-        newSize[i2] = size2[i2];
+    for (var i = 0, ii = size.length; i < ii; i++) {
+      if (size[i] > newSize[i]) {
+        newSize[i] = size[i];
         changed = true;
       }
     }
     if (changed) {
-      _resize2(matrix2, newSize, defaultValue);
+      _resize2(matrix, newSize, defaultValue);
     }
   }
-  DenseMatrix2.prototype.clone = function() {
-    var m = new DenseMatrix2({
+  DenseMatrix.prototype.clone = function() {
+    var m = new DenseMatrix({
       data: clone(this._data),
       size: clone(this._size),
       datatype: this._datatype
     });
     return m;
   };
-  DenseMatrix2.prototype.size = function() {
+  DenseMatrix.prototype.size = function() {
     return this._size.slice(0);
   };
-  DenseMatrix2.prototype.map = function(callback) {
+  DenseMatrix.prototype.map = function(callback) {
     var me = this;
     var args = maxArgumentCount(callback);
-    var recurse = function recurse2(value, index2) {
+    var recurse = function recurse2(value, index) {
       if (isArray(value)) {
-        return value.map(function(child, i2) {
-          return recurse2(child, index2.concat(i2));
+        return value.map(function(child, i) {
+          return recurse2(child, index.concat(i));
         });
       } else {
         if (args === 1) {
           return callback(value);
         } else if (args === 2) {
-          return callback(value, index2);
+          return callback(value, index);
         } else {
-          return callback(value, index2, me);
+          return callback(value, index, me);
         }
       }
     };
     var data = recurse(this._data, []);
     var datatype = this._datatype !== void 0 ? getArrayDataType(data, typeOf) : void 0;
-    return new DenseMatrix2(data, datatype);
+    return new DenseMatrix(data, datatype);
   };
-  DenseMatrix2.prototype.forEach = function(callback) {
+  DenseMatrix.prototype.forEach = function(callback) {
     var me = this;
-    var recurse = function recurse2(value, index2) {
+    var recurse = function recurse2(value, index) {
       if (isArray(value)) {
-        value.forEach(function(child, i2) {
-          recurse2(child, index2.concat(i2));
+        value.forEach(function(child, i) {
+          recurse2(child, index.concat(i));
         });
       } else {
-        callback(value, index2, me);
+        callback(value, index, me);
       }
     };
     recurse(this._data, []);
   };
-  DenseMatrix2.prototype[Symbol.iterator] = function* () {
-    var recurse = function* recurse2(value, index2) {
+  DenseMatrix.prototype[Symbol.iterator] = function* () {
+    var recurse = function* recurse2(value, index) {
       if (isArray(value)) {
-        for (var i2 = 0; i2 < value.length; i2++) {
-          yield* recurse2(value[i2], index2.concat(i2));
+        for (var i = 0; i < value.length; i++) {
+          yield* recurse2(value[i], index.concat(i));
         }
       } else {
         yield {
           value,
-          index: index2
+          index
         };
       }
     };
     yield* recurse(this._data, []);
   };
-  DenseMatrix2.prototype.rows = function() {
+  DenseMatrix.prototype.rows = function() {
     var result = [];
     var s = this.size();
     if (s.length !== 2) {
       throw new TypeError("Rows can only be returned for a 2D matrix.");
     }
     var data = this._data;
-    for (var row2 of data) {
-      result.push(new DenseMatrix2([row2], this._datatype));
+    for (var row of data) {
+      result.push(new DenseMatrix([row], this._datatype));
     }
     return result;
   };
-  DenseMatrix2.prototype.columns = function() {
+  DenseMatrix.prototype.columns = function() {
     var _this = this;
     var result = [];
     var s = this.size();
@@ -9115,28 +9621,28 @@ var createDenseMatrixClass = /* @__PURE__ */ factory(name7, dependencies8, (_ref
       throw new TypeError("Rows can only be returned for a 2D matrix.");
     }
     var data = this._data;
-    var _loop = function _loop2(i3) {
-      var col = data.map((row2) => [row2[i3]]);
-      result.push(new DenseMatrix2(col, _this._datatype));
+    var _loop = function _loop2(i2) {
+      var col = data.map((row) => [row[i2]]);
+      result.push(new DenseMatrix(col, _this._datatype));
     };
-    for (var i2 = 0; i2 < s[1]; i2++) {
-      _loop(i2);
+    for (var i = 0; i < s[1]; i++) {
+      _loop(i);
     }
     return result;
   };
-  DenseMatrix2.prototype.toArray = function() {
+  DenseMatrix.prototype.toArray = function() {
     return clone(this._data);
   };
-  DenseMatrix2.prototype.valueOf = function() {
+  DenseMatrix.prototype.valueOf = function() {
     return this._data;
   };
-  DenseMatrix2.prototype.format = function(options) {
+  DenseMatrix.prototype.format = function(options) {
     return format3(this._data, options);
   };
-  DenseMatrix2.prototype.toString = function() {
+  DenseMatrix.prototype.toString = function() {
     return format3(this._data);
   };
-  DenseMatrix2.prototype.toJSON = function() {
+  DenseMatrix.prototype.toJSON = function() {
     return {
       mathjs: "DenseMatrix",
       data: this._data,
@@ -9144,7 +9650,7 @@ var createDenseMatrixClass = /* @__PURE__ */ factory(name7, dependencies8, (_ref
       datatype: this._datatype
     };
   };
-  DenseMatrix2.prototype.diagonal = function(k) {
+  DenseMatrix.prototype.diagonal = function(k) {
     if (k) {
       if (isBigNumber(k)) {
         k = k.toNumber();
@@ -9161,23 +9667,23 @@ var createDenseMatrixClass = /* @__PURE__ */ factory(name7, dependencies8, (_ref
     var columns = this._size[1];
     var n = Math.min(rows - kSub, columns - kSuper);
     var data = [];
-    for (var i2 = 0; i2 < n; i2++) {
-      data[i2] = this._data[i2 + kSub][i2 + kSuper];
+    for (var i = 0; i < n; i++) {
+      data[i] = this._data[i + kSub][i + kSuper];
     }
-    return new DenseMatrix2({
+    return new DenseMatrix({
       data,
       size: [n],
       datatype: this._datatype
     });
   };
-  DenseMatrix2.diagonal = function(size2, value, k, defaultValue) {
-    if (!isArray(size2)) {
+  DenseMatrix.diagonal = function(size, value, k, defaultValue) {
+    if (!isArray(size)) {
       throw new TypeError("Array expected, size parameter");
     }
-    if (size2.length !== 2) {
+    if (size.length !== 2) {
       throw new Error("Only two dimensions matrix are supported");
     }
-    size2 = size2.map(function(s) {
+    size = size.map(function(s) {
       if (isBigNumber(s)) {
         s = s.toNumber();
       }
@@ -9198,24 +9704,24 @@ var createDenseMatrixClass = /* @__PURE__ */ factory(name7, dependencies8, (_ref
     }
     var kSuper = k > 0 ? k : 0;
     var kSub = k < 0 ? -k : 0;
-    var rows = size2[0];
-    var columns = size2[1];
+    var rows = size[0];
+    var columns = size[1];
     var n = Math.min(rows - kSub, columns - kSuper);
     var _value;
     if (isArray(value)) {
       if (value.length !== n) {
         throw new Error("Invalid value array length");
       }
-      _value = function _value2(i2) {
-        return value[i2];
+      _value = function _value2(i) {
+        return value[i];
       };
     } else if (isMatrix(value)) {
       var ms = value.size();
       if (ms.length !== 1 || ms[0] !== n) {
         throw new Error("Invalid matrix length");
       }
-      _value = function _value2(i2) {
-        return value.get([i2]);
+      _value = function _value2(i) {
+        return value.get([i]);
       };
     } else {
       _value = function _value2() {
@@ -9226,35 +9732,35 @@ var createDenseMatrixClass = /* @__PURE__ */ factory(name7, dependencies8, (_ref
       defaultValue = isBigNumber(_value(0)) ? _value(0).mul(0) : 0;
     }
     var data = [];
-    if (size2.length > 0) {
-      data = resize(data, size2, defaultValue);
+    if (size.length > 0) {
+      data = resize(data, size, defaultValue);
       for (var d = 0; d < n; d++) {
         data[d + kSub][d + kSuper] = _value(d);
       }
     }
-    return new DenseMatrix2({
+    return new DenseMatrix({
       data,
       size: [rows, columns]
     });
   };
-  DenseMatrix2.fromJSON = function(json) {
-    return new DenseMatrix2(json);
+  DenseMatrix.fromJSON = function(json) {
+    return new DenseMatrix(json);
   };
-  DenseMatrix2.prototype.swapRows = function(i2, j) {
-    if (!isNumber(i2) || !isInteger(i2) || !isNumber(j) || !isInteger(j)) {
+  DenseMatrix.prototype.swapRows = function(i, j) {
+    if (!isNumber(i) || !isInteger(i) || !isNumber(j) || !isInteger(j)) {
       throw new Error("Row index must be positive integers");
     }
     if (this._size.length !== 2) {
       throw new Error("Only two dimensional matrix is supported");
     }
-    validateIndex(i2, this._size[0]);
+    validateIndex(i, this._size[0]);
     validateIndex(j, this._size[0]);
-    DenseMatrix2._swapRows(i2, j, this._data);
+    DenseMatrix._swapRows(i, j, this._data);
     return this;
   };
-  DenseMatrix2._swapRows = function(i2, j, data) {
-    var vi = data[i2];
-    data[i2] = data[j];
+  DenseMatrix._swapRows = function(i, j, data) {
+    var vi = data[i];
+    data[i] = data[j];
     data[j] = vi;
   };
   function preprocess(data) {
@@ -9266,7 +9772,7 @@ var createDenseMatrixClass = /* @__PURE__ */ factory(name7, dependencies8, (_ref
     }
     return data;
   }
-  return DenseMatrix2;
+  return DenseMatrix;
 }, {
   isClass: true
 });
@@ -9276,9 +9782,9 @@ var name8 = "clone";
 var dependencies9 = ["typed"];
 var createClone = /* @__PURE__ */ factory(name8, dependencies9, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name8, {
+  return typed2(name8, {
     any: clone
   });
 });
@@ -9287,12 +9793,12 @@ var createClone = /* @__PURE__ */ factory(name8, dependencies9, (_ref) => {
 function _switch(mat) {
   var I = mat.length;
   var J = mat[0].length;
-  var i2, j;
+  var i, j;
   var ret = [];
   for (j = 0; j < J; j++) {
     var tmp = [];
-    for (i2 = 0; i2 < I; i2++) {
-      tmp.push(mat[i2][j]);
+    for (i = 0; i < I; i++) {
+      tmp.push(mat[i][j]);
     }
     ret.push(tmp);
   }
@@ -9301,8 +9807,8 @@ function _switch(mat) {
 
 // node_modules/mathjs/lib/esm/utils/collection.js
 function containsCollections(array) {
-  for (var i2 = 0; i2 < array.length; i2++) {
-    if (isCollection(array[i2])) {
+  for (var i = 0; i < array.length; i++) {
+    if (isCollection(array[i])) {
       return true;
     }
   }
@@ -9312,8 +9818,8 @@ function deepForEach(array, callback) {
   if (isMatrix(array)) {
     array = array.valueOf();
   }
-  for (var i2 = 0, ii = array.length; i2 < ii; i2++) {
-    var value = array[i2];
+  for (var i = 0, ii = array.length; i < ii; i++) {
+    var value = array[i];
     if (Array.isArray(value)) {
       deepForEach(value, callback);
     } else {
@@ -9331,9 +9837,9 @@ function deepMap(array, callback, skipZeros) {
   }
 }
 function reduce(mat, dim, callback) {
-  var size2 = Array.isArray(mat) ? arraySize(mat) : mat.size();
-  if (dim < 0 || dim >= size2.length) {
-    throw new IndexError(dim, size2.length);
+  var size = Array.isArray(mat) ? arraySize(mat) : mat.size();
+  if (dim < 0 || dim >= size.length) {
+    throw new IndexError(dim, size.length);
   }
   if (isMatrix(mat)) {
     return mat.create(_reduce(mat.valueOf(), dim, callback));
@@ -9342,26 +9848,26 @@ function reduce(mat, dim, callback) {
   }
 }
 function _reduce(mat, dim, callback) {
-  var i2, ret, val, tran;
+  var i, ret, val, tran;
   if (dim <= 0) {
     if (!Array.isArray(mat[0])) {
       val = mat[0];
-      for (i2 = 1; i2 < mat.length; i2++) {
-        val = callback(val, mat[i2]);
+      for (i = 1; i < mat.length; i++) {
+        val = callback(val, mat[i]);
       }
       return val;
     } else {
       tran = _switch(mat);
       ret = [];
-      for (i2 = 0; i2 < tran.length; i2++) {
-        ret[i2] = _reduce(tran[i2], dim - 1, callback);
+      for (i = 0; i < tran.length; i++) {
+        ret[i] = _reduce(tran[i], dim - 1, callback);
       }
       return ret;
     }
   } else {
     ret = [];
-    for (i2 = 0; i2 < mat.length; i2++) {
-      ret[i2] = _reduce(mat[i2], dim - 1, callback);
+    for (i = 0; i < mat.length; i++) {
+      ret[i] = _reduce(mat[i], dim - 1, callback);
     }
     return ret;
   }
@@ -9370,32 +9876,32 @@ function scatter(a, j, w, x, u, mark, cindex, f, inverse, update, value) {
   var avalues = a._values;
   var aindex = a._index;
   var aptr = a._ptr;
-  var k, k0, k1, i2;
+  var k, k0, k1, i;
   if (x) {
     for (k0 = aptr[j], k1 = aptr[j + 1], k = k0; k < k1; k++) {
-      i2 = aindex[k];
-      if (w[i2] !== mark) {
-        w[i2] = mark;
-        cindex.push(i2);
+      i = aindex[k];
+      if (w[i] !== mark) {
+        w[i] = mark;
+        cindex.push(i);
         if (update) {
-          x[i2] = inverse ? f(avalues[k], value) : f(value, avalues[k]);
-          u[i2] = mark;
+          x[i] = inverse ? f(avalues[k], value) : f(value, avalues[k]);
+          u[i] = mark;
         } else {
-          x[i2] = avalues[k];
+          x[i] = avalues[k];
         }
       } else {
-        x[i2] = inverse ? f(avalues[k], x[i2]) : f(x[i2], avalues[k]);
-        u[i2] = mark;
+        x[i] = inverse ? f(avalues[k], x[i]) : f(x[i], avalues[k]);
+        u[i] = mark;
       }
     }
   } else {
     for (k0 = aptr[j], k1 = aptr[j + 1], k = k0; k < k1; k++) {
-      i2 = aindex[k];
-      if (w[i2] !== mark) {
-        w[i2] = mark;
-        cindex.push(i2);
+      i = aindex[k];
+      if (w[i] !== mark) {
+        w[i] = mark;
+        cindex.push(i);
       } else {
-        u[i2] = mark;
+        u[i] = mark;
       }
     }
   }
@@ -9406,18 +9912,18 @@ var name9 = "isInteger";
 var dependencies10 = ["typed"];
 var createIsInteger = /* @__PURE__ */ factory(name9, dependencies10, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name9, {
+  return typed2(name9, {
     number: isInteger,
     // TODO: what to do with isInteger(add(0.1, 0.2))  ?
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.isInt();
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return x.d === 1 && isFinite(x.n);
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -9489,13 +9995,13 @@ function lcmNumber(a, b) {
     return 0;
   }
   var t;
-  var prod2 = a * b;
+  var prod = a * b;
   while (b !== 0) {
     t = b;
     b = a % t;
     a = t;
   }
-  return Math.abs(prod2 / a);
+  return Math.abs(prod / a);
 }
 lcmNumber.signature = n2;
 function logNumber(x, y) {
@@ -9522,8 +10028,8 @@ function modNumber(x, y) {
 modNumber.signature = n2;
 function nthRootNumber(a) {
   var root = arguments.length > 1 && arguments[1] !== void 0 ? arguments[1] : 2;
-  var inv2 = root < 0;
-  if (inv2) {
+  var inv = root < 0;
+  if (inv) {
     root = -root;
   }
   if (root === 0) {
@@ -9533,14 +10039,14 @@ function nthRootNumber(a) {
     throw new Error("Root must be odd when a is negative.");
   }
   if (a === 0) {
-    return inv2 ? Infinity : 0;
+    return inv ? Infinity : 0;
   }
   if (!isFinite(a)) {
-    return inv2 ? 0 : a;
+    return inv ? 0 : a;
   }
   var x = Math.pow(Math.abs(a), 1 / root);
   x = a < 0 ? -x : x;
-  return inv2 ? 1 / x : x;
+  return inv ? 1 / x : x;
 }
 function signNumber(x) {
   return sign(x);
@@ -9659,15 +10165,15 @@ function rightLogShiftNumber(x, y) {
 rightLogShiftNumber.signature = n22;
 
 // node_modules/mathjs/lib/esm/utils/product.js
-function product2(i2, n) {
-  if (n < i2) {
+function product2(i, n) {
+  if (n < i) {
     return 1;
   }
-  if (n === i2) {
+  if (n === i) {
     return n;
   }
-  var half = n + i2 >> 1;
-  return product2(i2, half) * product2(half + 1, n);
+  var half = n + i >> 1;
+  return product2(i, half) * product2(half + 1, n);
 }
 
 // node_modules/mathjs/lib/esm/plain/number/combinations.js
@@ -9753,8 +10259,8 @@ function gammaNumber(n) {
   }
   --n;
   x = gammaP[0];
-  for (var i2 = 1; i2 < gammaP.length; ++i2) {
-    x += gammaP[i2] / (n + i2);
+  for (var i = 1; i < gammaP.length; ++i) {
+    x += gammaP[i] / (n + i);
   }
   var t = n + gammaG + 0.5;
   return Math.sqrt(2 * Math.PI) * Math.pow(t, n + 0.5) * Math.exp(-t) * x;
@@ -9778,11 +10284,11 @@ function lgammaNumber(n) {
   }
   n = n - 1;
   var base = n + lgammaG + 0.5;
-  var sum3 = lgammaSeries[0];
-  for (var i2 = lgammaN - 1; i2 >= 1; i2--) {
-    sum3 += lgammaSeries[i2] / (n + i2);
+  var sum2 = lgammaSeries[0];
+  for (var i = lgammaN - 1; i >= 1; i--) {
+    sum2 += lgammaSeries[i] / (n + i);
   }
-  return lnSqrt2PI + (n + 0.5) * Math.log(base) - base + Math.log(sum3);
+  return lnSqrt2PI + (n + 0.5) * Math.log(base) - base + Math.log(sum2);
 }
 lgammaNumber.signature = "number";
 
@@ -9857,8 +10363,8 @@ function cotNumber(x) {
 }
 cotNumber.signature = n14;
 function cothNumber(x) {
-  var e3 = Math.exp(2 * x);
-  return (e3 + 1) / (e3 - 1);
+  var e2 = Math.exp(2 * x);
+  return (e2 + 1) / (e2 - 1);
 }
 cothNumber.signature = n14;
 function cscNumber(x) {
@@ -9926,18 +10432,18 @@ var name10 = "isNegative";
 var dependencies11 = ["typed"];
 var createIsNegative = /* @__PURE__ */ factory(name10, dependencies11, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name10, {
+  return typed2(name10, {
     number: isNegativeNumber,
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.isNeg() && !x.isZero() && !x.isNaN();
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return x.s < 0;
     },
-    Unit: typed3.referToSelf((self2) => (x) => typed3.find(self2, x.valueType())(x.value)),
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    Unit: typed2.referToSelf((self2) => (x) => typed2.find(self2, x.valueType())(x.value)),
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -9946,12 +10452,12 @@ var name11 = "isNumeric";
 var dependencies12 = ["typed"];
 var createIsNumeric = /* @__PURE__ */ factory(name11, dependencies12, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name11, {
+  return typed2(name11, {
     "number | BigNumber | Fraction | boolean": () => true,
     "Complex | Unit | string | null | undefined | Node": () => false,
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -9960,16 +10466,16 @@ var name12 = "hasNumericValue";
 var dependencies13 = ["typed", "isNumeric"];
 var createHasNumericValue = /* @__PURE__ */ factory(name12, dependencies13, (_ref) => {
   var {
-    typed: typed3,
-    isNumeric: isNumeric2
+    typed: typed2,
+    isNumeric
   } = _ref;
-  return typed3(name12, {
+  return typed2(name12, {
     boolean: () => true,
-    string: function string2(x) {
+    string: function string(x) {
       return x.trim().length > 0 && !isNaN(Number(x));
     },
     any: function any(x) {
-      return isNumeric2(x);
+      return isNumeric(x);
     }
   });
 });
@@ -9979,18 +10485,18 @@ var name13 = "isPositive";
 var dependencies14 = ["typed"];
 var createIsPositive = /* @__PURE__ */ factory(name13, dependencies14, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name13, {
+  return typed2(name13, {
     number: isPositiveNumber,
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return !x.isNeg() && !x.isZero() && !x.isNaN();
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return x.s > 0 && x.n > 0;
     },
-    Unit: typed3.referToSelf((self2) => (x) => typed3.find(self2, x.valueType())(x.value)),
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    Unit: typed2.referToSelf((self2) => (x) => typed2.find(self2, x.valueType())(x.value)),
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -9999,21 +10505,21 @@ var name14 = "isZero";
 var dependencies15 = ["typed"];
 var createIsZero = /* @__PURE__ */ factory(name14, dependencies15, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name14, {
+  return typed2(name14, {
     number: isZeroNumber,
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.isZero();
     },
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.re === 0 && x.im === 0;
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return x.d === 1 && x.n === 0;
     },
-    Unit: typed3.referToSelf((self2) => (x) => typed3.find(self2, x.valueType())(x.value)),
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    Unit: typed2.referToSelf((self2) => (x) => typed2.find(self2, x.valueType())(x.value)),
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -10022,20 +10528,20 @@ var name15 = "isNaN";
 var dependencies16 = ["typed"];
 var createIsNaN = /* @__PURE__ */ factory(name15, dependencies16, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name15, {
+  return typed2(name15, {
     number: isNaNNumber,
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.isNaN();
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return false;
     },
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.isNaN();
     },
-    Unit: function Unit2(x) {
+    Unit: function Unit(x) {
       return Number.isNaN(x.value);
     },
     "Array | Matrix": function ArrayMatrix(x) {
@@ -10049,9 +10555,9 @@ var name16 = "typeOf";
 var dependencies17 = ["typed"];
 var createTypeOf = /* @__PURE__ */ factory(name16, dependencies17, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name16, {
+  return typed2(name16, {
     any: typeOf
   });
 });
@@ -10068,12 +10574,12 @@ function nearlyEqual2(x, y, epsilon) {
     return false;
   }
   if (x.isFinite() && y.isFinite()) {
-    var diff2 = x.minus(y).abs();
-    if (diff2.isZero()) {
+    var diff = x.minus(y).abs();
+    if (diff.isZero()) {
       return true;
     } else {
-      var max3 = x.constructor.max(x.abs(), y.abs());
-      return diff2.lte(max3.times(epsilon));
+      var max2 = x.constructor.max(x.abs(), y.abs());
+      return diff.lte(max2.times(epsilon));
     }
   }
   return false;
@@ -10087,14 +10593,14 @@ function complexEquals(x, y, epsilon) {
 // node_modules/mathjs/lib/esm/function/relational/compareUnits.js
 var createCompareUnits = /* @__PURE__ */ factory("compareUnits", ["typed"], (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
   return {
-    "Unit, Unit": typed3.referToSelf((self2) => (x, y) => {
+    "Unit, Unit": typed2.referToSelf((self2) => (x, y) => {
       if (!x.equalBase(y)) {
         throw new Error("Cannot compare units with different base");
       }
-      return typed3.find(self2, [x.valueType(), y.valueType()])(x.value, y.value);
+      return typed2.find(self2, [x.valueType(), y.valueType()])(x.value, y.value);
     })
   };
 });
@@ -10104,38 +10610,38 @@ var name17 = "equalScalar";
 var dependencies18 = ["typed", "config"];
 var createEqualScalar = /* @__PURE__ */ factory(name17, dependencies18, (_ref) => {
   var {
-    typed: typed3,
-    config: config4
+    typed: typed2,
+    config: config2
   } = _ref;
   var compareUnits = createCompareUnits({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name17, {
+  return typed2(name17, {
     "boolean, boolean": function booleanBoolean(x, y) {
       return x === y;
     },
     "number, number": function numberNumber(x, y) {
-      return nearlyEqual(x, y, config4.epsilon);
+      return nearlyEqual(x, y, config2.epsilon);
     },
     "BigNumber, BigNumber": function BigNumberBigNumber(x, y) {
-      return x.eq(y) || nearlyEqual2(x, y, config4.epsilon);
+      return x.eq(y) || nearlyEqual2(x, y, config2.epsilon);
     },
     "Fraction, Fraction": function FractionFraction(x, y) {
       return x.equals(y);
     },
     "Complex, Complex": function ComplexComplex(x, y) {
-      return complexEquals(x, y, config4.epsilon);
+      return complexEquals(x, y, config2.epsilon);
     }
   }, compareUnits);
 });
 var createEqualScalarNumber = factory(name17, ["typed", "config"], (_ref2) => {
   var {
-    typed: typed3,
-    config: config4
+    typed: typed2,
+    config: config2
   } = _ref2;
-  return typed3(name17, {
+  return typed2(name17, {
     "number, number": function numberNumber(x, y) {
-      return nearlyEqual(x, y, config4.epsilon);
+      return nearlyEqual(x, y, config2.epsilon);
     }
   });
 });
@@ -10145,12 +10651,12 @@ var name18 = "SparseMatrix";
 var dependencies19 = ["typed", "equalScalar", "Matrix"];
 var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_ref) => {
   var {
-    typed: typed3,
-    equalScalar: equalScalar2,
-    Matrix: Matrix2
+    typed: typed2,
+    equalScalar,
+    Matrix
   } = _ref;
-  function SparseMatrix2(data, datatype) {
-    if (!(this instanceof SparseMatrix2)) {
+  function SparseMatrix(data, datatype) {
+    if (!(this instanceof SparseMatrix)) {
       throw new SyntaxError("Constructor must be called with the new operator");
     }
     if (datatype && !isString(datatype)) {
@@ -10176,164 +10682,164 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
       this._datatype = datatype;
     }
   }
-  function _createFromMatrix(matrix2, source, datatype) {
+  function _createFromMatrix(matrix, source, datatype) {
     if (source.type === "SparseMatrix") {
-      matrix2._values = source._values ? clone(source._values) : void 0;
-      matrix2._index = clone(source._index);
-      matrix2._ptr = clone(source._ptr);
-      matrix2._size = clone(source._size);
-      matrix2._datatype = datatype || source._datatype;
+      matrix._values = source._values ? clone(source._values) : void 0;
+      matrix._index = clone(source._index);
+      matrix._ptr = clone(source._ptr);
+      matrix._size = clone(source._size);
+      matrix._datatype = datatype || source._datatype;
     } else {
-      _createFromArray(matrix2, source.valueOf(), datatype || source._datatype);
+      _createFromArray(matrix, source.valueOf(), datatype || source._datatype);
     }
   }
-  function _createFromArray(matrix2, data, datatype) {
-    matrix2._values = [];
-    matrix2._index = [];
-    matrix2._ptr = [];
-    matrix2._datatype = datatype;
+  function _createFromArray(matrix, data, datatype) {
+    matrix._values = [];
+    matrix._index = [];
+    matrix._ptr = [];
+    matrix._datatype = datatype;
     var rows = data.length;
     var columns = 0;
-    var eq = equalScalar2;
+    var eq = equalScalar;
     var zero = 0;
     if (isString(datatype)) {
-      eq = typed3.find(equalScalar2, [datatype, datatype]) || equalScalar2;
-      zero = typed3.convert(0, datatype);
+      eq = typed2.find(equalScalar, [datatype, datatype]) || equalScalar;
+      zero = typed2.convert(0, datatype);
     }
     if (rows > 0) {
       var j = 0;
       do {
-        matrix2._ptr.push(matrix2._index.length);
-        for (var i2 = 0; i2 < rows; i2++) {
-          var row2 = data[i2];
-          if (isArray(row2)) {
-            if (j === 0 && columns < row2.length) {
-              columns = row2.length;
+        matrix._ptr.push(matrix._index.length);
+        for (var i = 0; i < rows; i++) {
+          var row = data[i];
+          if (isArray(row)) {
+            if (j === 0 && columns < row.length) {
+              columns = row.length;
             }
-            if (j < row2.length) {
-              var v = row2[j];
+            if (j < row.length) {
+              var v = row[j];
               if (!eq(v, zero)) {
-                matrix2._values.push(v);
-                matrix2._index.push(i2);
+                matrix._values.push(v);
+                matrix._index.push(i);
               }
             }
           } else {
             if (j === 0 && columns < 1) {
               columns = 1;
             }
-            if (!eq(row2, zero)) {
-              matrix2._values.push(row2);
-              matrix2._index.push(i2);
+            if (!eq(row, zero)) {
+              matrix._values.push(row);
+              matrix._index.push(i);
             }
           }
         }
         j++;
       } while (j < columns);
     }
-    matrix2._ptr.push(matrix2._index.length);
-    matrix2._size = [rows, columns];
+    matrix._ptr.push(matrix._index.length);
+    matrix._size = [rows, columns];
   }
-  SparseMatrix2.prototype = new Matrix2();
-  SparseMatrix2.prototype.createSparseMatrix = function(data, datatype) {
-    return new SparseMatrix2(data, datatype);
+  SparseMatrix.prototype = new Matrix();
+  SparseMatrix.prototype.createSparseMatrix = function(data, datatype) {
+    return new SparseMatrix(data, datatype);
   };
-  Object.defineProperty(SparseMatrix2, "name", {
+  Object.defineProperty(SparseMatrix, "name", {
     value: "SparseMatrix"
   });
-  SparseMatrix2.prototype.constructor = SparseMatrix2;
-  SparseMatrix2.prototype.type = "SparseMatrix";
-  SparseMatrix2.prototype.isSparseMatrix = true;
-  SparseMatrix2.prototype.getDataType = function() {
+  SparseMatrix.prototype.constructor = SparseMatrix;
+  SparseMatrix.prototype.type = "SparseMatrix";
+  SparseMatrix.prototype.isSparseMatrix = true;
+  SparseMatrix.prototype.getDataType = function() {
     return getArrayDataType(this._values, typeOf);
   };
-  SparseMatrix2.prototype.storage = function() {
+  SparseMatrix.prototype.storage = function() {
     return "sparse";
   };
-  SparseMatrix2.prototype.datatype = function() {
+  SparseMatrix.prototype.datatype = function() {
     return this._datatype;
   };
-  SparseMatrix2.prototype.create = function(data, datatype) {
-    return new SparseMatrix2(data, datatype);
+  SparseMatrix.prototype.create = function(data, datatype) {
+    return new SparseMatrix(data, datatype);
   };
-  SparseMatrix2.prototype.density = function() {
+  SparseMatrix.prototype.density = function() {
     var rows = this._size[0];
     var columns = this._size[1];
     return rows !== 0 && columns !== 0 ? this._index.length / (rows * columns) : 0;
   };
-  SparseMatrix2.prototype.subset = function(index2, replacement, defaultValue) {
+  SparseMatrix.prototype.subset = function(index, replacement, defaultValue) {
     if (!this._values) {
       throw new Error("Cannot invoke subset on a Pattern only matrix");
     }
     switch (arguments.length) {
       case 1:
-        return _getsubset(this, index2);
+        return _getsubset(this, index);
       case 2:
       case 3:
-        return _setsubset(this, index2, replacement, defaultValue);
+        return _setsubset(this, index, replacement, defaultValue);
       default:
         throw new SyntaxError("Wrong number of arguments");
     }
   };
-  function _getsubset(matrix2, idx) {
+  function _getsubset(matrix, idx) {
     if (!isIndex(idx)) {
       throw new TypeError("Invalid index");
     }
     var isScalar = idx.isScalar();
     if (isScalar) {
-      return matrix2.get(idx.min());
+      return matrix.get(idx.min());
     }
-    var size2 = idx.size();
-    if (size2.length !== matrix2._size.length) {
-      throw new DimensionError(size2.length, matrix2._size.length);
+    var size = idx.size();
+    if (size.length !== matrix._size.length) {
+      throw new DimensionError(size.length, matrix._size.length);
     }
-    var i2, ii, k, kk;
-    var min3 = idx.min();
-    var max3 = idx.max();
-    for (i2 = 0, ii = matrix2._size.length; i2 < ii; i2++) {
-      validateIndex(min3[i2], matrix2._size[i2]);
-      validateIndex(max3[i2], matrix2._size[i2]);
+    var i, ii, k, kk;
+    var min2 = idx.min();
+    var max2 = idx.max();
+    for (i = 0, ii = matrix._size.length; i < ii; i++) {
+      validateIndex(min2[i], matrix._size[i]);
+      validateIndex(max2[i], matrix._size[i]);
     }
-    var mvalues = matrix2._values;
-    var mindex = matrix2._index;
-    var mptr = matrix2._ptr;
+    var mvalues = matrix._values;
+    var mindex = matrix._index;
+    var mptr = matrix._ptr;
     var rows = idx.dimension(0);
     var columns = idx.dimension(1);
     var w = [];
     var pv = [];
-    rows.forEach(function(i3, r) {
-      pv[i3] = r[0];
-      w[i3] = true;
+    rows.forEach(function(i2, r) {
+      pv[i2] = r[0];
+      w[i2] = true;
     });
-    var values = mvalues ? [] : void 0;
-    var index2 = [];
+    var values2 = mvalues ? [] : void 0;
+    var index = [];
     var ptr = [];
     columns.forEach(function(j) {
-      ptr.push(index2.length);
+      ptr.push(index.length);
       for (k = mptr[j], kk = mptr[j + 1]; k < kk; k++) {
-        i2 = mindex[k];
-        if (w[i2] === true) {
-          index2.push(pv[i2]);
-          if (values) {
-            values.push(mvalues[k]);
+        i = mindex[k];
+        if (w[i] === true) {
+          index.push(pv[i]);
+          if (values2) {
+            values2.push(mvalues[k]);
           }
         }
       }
     });
-    ptr.push(index2.length);
-    return new SparseMatrix2({
-      values,
-      index: index2,
+    ptr.push(index.length);
+    return new SparseMatrix({
+      values: values2,
+      index,
       ptr,
-      size: size2,
-      datatype: matrix2._datatype
+      size,
+      datatype: matrix._datatype
     });
   }
-  function _setsubset(matrix2, index2, submatrix, defaultValue) {
-    if (!index2 || index2.isIndex !== true) {
+  function _setsubset(matrix, index, submatrix, defaultValue) {
+    if (!index || index.isIndex !== true) {
       throw new TypeError("Invalid index");
     }
-    var iSize = index2.size();
-    var isScalar = index2.isScalar();
+    var iSize = index.size();
+    var isScalar = index.isScalar();
     var sSize;
     if (isMatrix(submatrix)) {
       sSize = submatrix.size();
@@ -10345,20 +10851,20 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
       if (sSize.length !== 0) {
         throw new TypeError("Scalar expected");
       }
-      matrix2.set(index2.min(), submatrix, defaultValue);
+      matrix.set(index.min(), submatrix, defaultValue);
     } else {
       if (iSize.length !== 1 && iSize.length !== 2) {
-        throw new DimensionError(iSize.length, matrix2._size.length, "<");
+        throw new DimensionError(iSize.length, matrix._size.length, "<");
       }
       if (sSize.length < iSize.length) {
-        var i2 = 0;
+        var i = 0;
         var outer = 0;
-        while (iSize[i2] === 1 && sSize[i2] === 1) {
-          i2++;
+        while (iSize[i] === 1 && sSize[i] === 1) {
+          i++;
         }
-        while (iSize[i2] === 1) {
+        while (iSize[i] === 1) {
           outer++;
-          i2++;
+          i++;
         }
         submatrix = unsqueeze(submatrix, iSize.length, outer, sSize);
       }
@@ -10366,74 +10872,74 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
         throw new DimensionError(iSize, sSize, ">");
       }
       if (iSize.length === 1) {
-        var range2 = index2.dimension(0);
-        range2.forEach(function(dataIndex, subIndex) {
+        var range = index.dimension(0);
+        range.forEach(function(dataIndex, subIndex) {
           validateIndex(dataIndex);
-          matrix2.set([dataIndex, 0], submatrix[subIndex[0]], defaultValue);
+          matrix.set([dataIndex, 0], submatrix[subIndex[0]], defaultValue);
         });
       } else {
-        var firstDimensionRange = index2.dimension(0);
-        var secondDimensionRange = index2.dimension(1);
+        var firstDimensionRange = index.dimension(0);
+        var secondDimensionRange = index.dimension(1);
         firstDimensionRange.forEach(function(firstDataIndex, firstSubIndex) {
           validateIndex(firstDataIndex);
           secondDimensionRange.forEach(function(secondDataIndex, secondSubIndex) {
             validateIndex(secondDataIndex);
-            matrix2.set([firstDataIndex, secondDataIndex], submatrix[firstSubIndex[0]][secondSubIndex[0]], defaultValue);
+            matrix.set([firstDataIndex, secondDataIndex], submatrix[firstSubIndex[0]][secondSubIndex[0]], defaultValue);
           });
         });
       }
     }
-    return matrix2;
+    return matrix;
   }
-  SparseMatrix2.prototype.get = function(index2) {
-    if (!isArray(index2)) {
+  SparseMatrix.prototype.get = function(index) {
+    if (!isArray(index)) {
       throw new TypeError("Array expected");
     }
-    if (index2.length !== this._size.length) {
-      throw new DimensionError(index2.length, this._size.length);
+    if (index.length !== this._size.length) {
+      throw new DimensionError(index.length, this._size.length);
     }
     if (!this._values) {
       throw new Error("Cannot invoke get on a Pattern only matrix");
     }
-    var i2 = index2[0];
-    var j = index2[1];
-    validateIndex(i2, this._size[0]);
+    var i = index[0];
+    var j = index[1];
+    validateIndex(i, this._size[0]);
     validateIndex(j, this._size[1]);
-    var k = _getValueIndex(i2, this._ptr[j], this._ptr[j + 1], this._index);
-    if (k < this._ptr[j + 1] && this._index[k] === i2) {
+    var k = _getValueIndex(i, this._ptr[j], this._ptr[j + 1], this._index);
+    if (k < this._ptr[j + 1] && this._index[k] === i) {
       return this._values[k];
     }
     return 0;
   };
-  SparseMatrix2.prototype.set = function(index2, v, defaultValue) {
-    if (!isArray(index2)) {
+  SparseMatrix.prototype.set = function(index, v, defaultValue) {
+    if (!isArray(index)) {
       throw new TypeError("Array expected");
     }
-    if (index2.length !== this._size.length) {
-      throw new DimensionError(index2.length, this._size.length);
+    if (index.length !== this._size.length) {
+      throw new DimensionError(index.length, this._size.length);
     }
     if (!this._values) {
       throw new Error("Cannot invoke set on a Pattern only matrix");
     }
-    var i2 = index2[0];
-    var j = index2[1];
+    var i = index[0];
+    var j = index[1];
     var rows = this._size[0];
     var columns = this._size[1];
-    var eq = equalScalar2;
+    var eq = equalScalar;
     var zero = 0;
     if (isString(this._datatype)) {
-      eq = typed3.find(equalScalar2, [this._datatype, this._datatype]) || equalScalar2;
-      zero = typed3.convert(0, this._datatype);
+      eq = typed2.find(equalScalar, [this._datatype, this._datatype]) || equalScalar;
+      zero = typed2.convert(0, this._datatype);
     }
-    if (i2 > rows - 1 || j > columns - 1) {
-      _resize2(this, Math.max(i2 + 1, rows), Math.max(j + 1, columns), defaultValue);
+    if (i > rows - 1 || j > columns - 1) {
+      _resize2(this, Math.max(i + 1, rows), Math.max(j + 1, columns), defaultValue);
       rows = this._size[0];
       columns = this._size[1];
     }
-    validateIndex(i2, rows);
+    validateIndex(i, rows);
     validateIndex(j, columns);
-    var k = _getValueIndex(i2, this._ptr[j], this._ptr[j + 1], this._index);
-    if (k < this._ptr[j + 1] && this._index[k] === i2) {
+    var k = _getValueIndex(i, this._ptr[j], this._ptr[j + 1], this._index);
+    if (k < this._ptr[j + 1] && this._index[k] === i) {
       if (!eq(v, zero)) {
         this._values[k] = v;
       } else {
@@ -10441,41 +10947,41 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
       }
     } else {
       if (!eq(v, zero)) {
-        _insert(k, i2, j, v, this._values, this._index, this._ptr);
+        _insert(k, i, j, v, this._values, this._index, this._ptr);
       }
     }
     return this;
   };
-  function _getValueIndex(i2, top, bottom, index2) {
+  function _getValueIndex(i, top, bottom, index) {
     if (bottom - top === 0) {
       return bottom;
     }
     for (var r = top; r < bottom; r++) {
-      if (index2[r] === i2) {
+      if (index[r] === i) {
         return r;
       }
     }
     return top;
   }
-  function _remove(k, j, values, index2, ptr) {
-    values.splice(k, 1);
-    index2.splice(k, 1);
+  function _remove(k, j, values2, index, ptr) {
+    values2.splice(k, 1);
+    index.splice(k, 1);
     for (var x = j + 1; x < ptr.length; x++) {
       ptr[x]--;
     }
   }
-  function _insert(k, i2, j, v, values, index2, ptr) {
-    values.splice(k, 0, v);
-    index2.splice(k, 0, i2);
+  function _insert(k, i, j, v, values2, index, ptr) {
+    values2.splice(k, 0, v);
+    index.splice(k, 0, i);
     for (var x = j + 1; x < ptr.length; x++) {
       ptr[x]++;
     }
   }
-  SparseMatrix2.prototype.resize = function(size2, defaultValue, copy) {
-    if (!isCollection(size2)) {
+  SparseMatrix.prototype.resize = function(size, defaultValue, copy) {
+    if (!isCollection(size)) {
       throw new TypeError("Array or Matrix expected");
     }
-    var sizeArray = size2.valueOf().map((value) => {
+    var sizeArray = size.valueOf().map((value) => {
       return Array.isArray(value) && value.length === 1 ? value[0] : value;
     });
     if (sizeArray.length !== 2) {
@@ -10489,73 +10995,73 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
     var m = copy ? this.clone() : this;
     return _resize2(m, sizeArray[0], sizeArray[1], defaultValue);
   };
-  function _resize2(matrix2, rows, columns, defaultValue) {
+  function _resize2(matrix, rows, columns, defaultValue) {
     var value = defaultValue || 0;
-    var eq = equalScalar2;
+    var eq = equalScalar;
     var zero = 0;
-    if (isString(matrix2._datatype)) {
-      eq = typed3.find(equalScalar2, [matrix2._datatype, matrix2._datatype]) || equalScalar2;
-      zero = typed3.convert(0, matrix2._datatype);
-      value = typed3.convert(value, matrix2._datatype);
+    if (isString(matrix._datatype)) {
+      eq = typed2.find(equalScalar, [matrix._datatype, matrix._datatype]) || equalScalar;
+      zero = typed2.convert(0, matrix._datatype);
+      value = typed2.convert(value, matrix._datatype);
     }
     var ins = !eq(value, zero);
-    var r = matrix2._size[0];
-    var c = matrix2._size[1];
-    var i2, j, k;
+    var r = matrix._size[0];
+    var c = matrix._size[1];
+    var i, j, k;
     if (columns > c) {
       for (j = c; j < columns; j++) {
-        matrix2._ptr[j] = matrix2._values.length;
+        matrix._ptr[j] = matrix._values.length;
         if (ins) {
-          for (i2 = 0; i2 < r; i2++) {
-            matrix2._values.push(value);
-            matrix2._index.push(i2);
+          for (i = 0; i < r; i++) {
+            matrix._values.push(value);
+            matrix._index.push(i);
           }
         }
       }
-      matrix2._ptr[columns] = matrix2._values.length;
+      matrix._ptr[columns] = matrix._values.length;
     } else if (columns < c) {
-      matrix2._ptr.splice(columns + 1, c - columns);
-      matrix2._values.splice(matrix2._ptr[columns], matrix2._values.length);
-      matrix2._index.splice(matrix2._ptr[columns], matrix2._index.length);
+      matrix._ptr.splice(columns + 1, c - columns);
+      matrix._values.splice(matrix._ptr[columns], matrix._values.length);
+      matrix._index.splice(matrix._ptr[columns], matrix._index.length);
     }
     c = columns;
     if (rows > r) {
       if (ins) {
         var n = 0;
         for (j = 0; j < c; j++) {
-          matrix2._ptr[j] = matrix2._ptr[j] + n;
-          k = matrix2._ptr[j + 1] + n;
+          matrix._ptr[j] = matrix._ptr[j] + n;
+          k = matrix._ptr[j + 1] + n;
           var p = 0;
-          for (i2 = r; i2 < rows; i2++, p++) {
-            matrix2._values.splice(k + p, 0, value);
-            matrix2._index.splice(k + p, 0, i2);
+          for (i = r; i < rows; i++, p++) {
+            matrix._values.splice(k + p, 0, value);
+            matrix._index.splice(k + p, 0, i);
             n++;
           }
         }
-        matrix2._ptr[c] = matrix2._values.length;
+        matrix._ptr[c] = matrix._values.length;
       }
     } else if (rows < r) {
       var d = 0;
       for (j = 0; j < c; j++) {
-        matrix2._ptr[j] = matrix2._ptr[j] - d;
-        var k0 = matrix2._ptr[j];
-        var k1 = matrix2._ptr[j + 1] - d;
+        matrix._ptr[j] = matrix._ptr[j] - d;
+        var k0 = matrix._ptr[j];
+        var k1 = matrix._ptr[j + 1] - d;
         for (k = k0; k < k1; k++) {
-          i2 = matrix2._index[k];
-          if (i2 > rows - 1) {
-            matrix2._values.splice(k, 1);
-            matrix2._index.splice(k, 1);
+          i = matrix._index[k];
+          if (i > rows - 1) {
+            matrix._values.splice(k, 1);
+            matrix._index.splice(k, 1);
             d++;
           }
         }
       }
-      matrix2._ptr[j] = matrix2._values.length;
+      matrix._ptr[j] = matrix._values.length;
     }
-    matrix2._size[0] = rows;
-    matrix2._size[1] = columns;
-    return matrix2;
+    matrix._size[0] = rows;
+    matrix._size[1] = columns;
+    return matrix;
   }
-  SparseMatrix2.prototype.reshape = function(sizes, copy) {
+  SparseMatrix.prototype.reshape = function(sizes, copy) {
     if (!isArray(sizes)) {
       throw new TypeError("Array expected");
     }
@@ -10578,12 +11084,12 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
       return m;
     }
     var colIndex = [];
-    for (var i2 = 0; i2 < m._ptr.length; i2++) {
-      for (var j = 0; j < m._ptr[i2 + 1] - m._ptr[i2]; j++) {
-        colIndex.push(i2);
+    for (var i = 0; i < m._ptr.length; i++) {
+      for (var j = 0; j < m._ptr[i + 1] - m._ptr[i]; j++) {
+        colIndex.push(i);
       }
     }
-    var values = m._values.slice();
+    var values2 = m._values.slice();
     var rowIndex = m._index.slice();
     for (var _i = 0; _i < m._index.length; _i++) {
       var r1 = rowIndex[_i];
@@ -10599,17 +11105,17 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
     for (var _i2 = 0; _i2 < m._ptr.length; _i2++) {
       m._ptr[_i2] = 0;
     }
-    for (var h = 0; h < values.length; h++) {
+    for (var h = 0; h < values2.length; h++) {
       var _i3 = rowIndex[h];
       var _j = colIndex[h];
-      var v = values[h];
+      var v = values2[h];
       var k = _getValueIndex(_i3, m._ptr[_j], m._ptr[_j + 1], m._index);
       _insert(k, _i3, _j, v, m._values, m._index, m._ptr);
     }
     return m;
   };
-  SparseMatrix2.prototype.clone = function() {
-    var m = new SparseMatrix2({
+  SparseMatrix.prototype.clone = function() {
+    var m = new SparseMatrix({
       values: this._values ? clone(this._values) : void 0,
       index: clone(this._index),
       ptr: clone(this._ptr),
@@ -10618,10 +11124,10 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
     });
     return m;
   };
-  SparseMatrix2.prototype.size = function() {
+  SparseMatrix.prototype.size = function() {
     return this._size.slice(0);
   };
-  SparseMatrix2.prototype.map = function(callback, skipZeros) {
+  SparseMatrix.prototype.map = function(callback, skipZeros) {
     if (!this._values) {
       throw new Error("Cannot invoke map on a Pattern only matrix");
     }
@@ -10629,48 +11135,48 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
     var rows = this._size[0];
     var columns = this._size[1];
     var args = maxArgumentCount(callback);
-    var invoke = function invoke2(v, i2, j) {
+    var invoke = function invoke2(v, i, j) {
       if (args === 1)
         return callback(v);
       if (args === 2)
-        return callback(v, [i2, j]);
-      return callback(v, [i2, j], me);
+        return callback(v, [i, j]);
+      return callback(v, [i, j], me);
     };
     return _map3(this, 0, rows - 1, 0, columns - 1, invoke, skipZeros);
   };
-  function _map3(matrix2, minRow, maxRow, minColumn, maxColumn, callback, skipZeros) {
-    var values = [];
-    var index2 = [];
+  function _map3(matrix, minRow, maxRow, minColumn, maxColumn, callback, skipZeros) {
+    var values2 = [];
+    var index = [];
     var ptr = [];
-    var eq = equalScalar2;
+    var eq = equalScalar;
     var zero = 0;
-    if (isString(matrix2._datatype)) {
-      eq = typed3.find(equalScalar2, [matrix2._datatype, matrix2._datatype]) || equalScalar2;
-      zero = typed3.convert(0, matrix2._datatype);
+    if (isString(matrix._datatype)) {
+      eq = typed2.find(equalScalar, [matrix._datatype, matrix._datatype]) || equalScalar;
+      zero = typed2.convert(0, matrix._datatype);
     }
     var invoke = function invoke2(v, x, y) {
       v = callback(v, x, y);
       if (!eq(v, zero)) {
-        values.push(v);
-        index2.push(x);
+        values2.push(v);
+        index.push(x);
       }
     };
     for (var j = minColumn; j <= maxColumn; j++) {
-      ptr.push(values.length);
-      var k0 = matrix2._ptr[j];
-      var k1 = matrix2._ptr[j + 1];
+      ptr.push(values2.length);
+      var k0 = matrix._ptr[j];
+      var k1 = matrix._ptr[j + 1];
       if (skipZeros) {
         for (var k = k0; k < k1; k++) {
-          var i2 = matrix2._index[k];
-          if (i2 >= minRow && i2 <= maxRow) {
-            invoke(matrix2._values[k], i2 - minRow, j - minColumn);
+          var i = matrix._index[k];
+          if (i >= minRow && i <= maxRow) {
+            invoke(matrix._values[k], i - minRow, j - minColumn);
           }
         }
       } else {
         var _values = {};
         for (var _k = k0; _k < k1; _k++) {
-          var _i4 = matrix2._index[_k];
-          _values[_i4] = matrix2._values[_k];
+          var _i4 = matrix._index[_k];
+          _values[_i4] = matrix._values[_k];
         }
         for (var _i5 = minRow; _i5 <= maxRow; _i5++) {
           var value = _i5 in _values ? _values[_i5] : 0;
@@ -10678,15 +11184,15 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
         }
       }
     }
-    ptr.push(values.length);
-    return new SparseMatrix2({
-      values,
-      index: index2,
+    ptr.push(values2.length);
+    return new SparseMatrix({
+      values: values2,
+      index,
       ptr,
       size: [maxRow - minRow + 1, maxColumn - minColumn + 1]
     });
   }
-  SparseMatrix2.prototype.forEach = function(callback, skipZeros) {
+  SparseMatrix.prototype.forEach = function(callback, skipZeros) {
     if (!this._values) {
       throw new Error("Cannot invoke forEach on a Pattern only matrix");
     }
@@ -10698,23 +11204,23 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
       var k1 = this._ptr[j + 1];
       if (skipZeros) {
         for (var k = k0; k < k1; k++) {
-          var i2 = this._index[k];
-          callback(this._values[k], [i2, j], me);
+          var i = this._index[k];
+          callback(this._values[k], [i, j], me);
         }
       } else {
-        var values = {};
+        var values2 = {};
         for (var _k2 = k0; _k2 < k1; _k2++) {
           var _i6 = this._index[_k2];
-          values[_i6] = this._values[_k2];
+          values2[_i6] = this._values[_k2];
         }
         for (var _i7 = 0; _i7 < rows; _i7++) {
-          var value = _i7 in values ? values[_i7] : 0;
+          var value = _i7 in values2 ? values2[_i7] : 0;
           callback(value, [_i7, j], me);
         }
       }
     }
   };
-  SparseMatrix2.prototype[Symbol.iterator] = function* () {
+  SparseMatrix.prototype[Symbol.iterator] = function* () {
     if (!this._values) {
       throw new Error("Cannot iterate a Pattern only matrix");
     }
@@ -10723,42 +11229,42 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
       var k0 = this._ptr[j];
       var k1 = this._ptr[j + 1];
       for (var k = k0; k < k1; k++) {
-        var i2 = this._index[k];
+        var i = this._index[k];
         yield {
           value: this._values[k],
-          index: [i2, j]
+          index: [i, j]
         };
       }
     }
   };
-  SparseMatrix2.prototype.toArray = function() {
+  SparseMatrix.prototype.toArray = function() {
     return _toArray(this._values, this._index, this._ptr, this._size, true);
   };
-  SparseMatrix2.prototype.valueOf = function() {
+  SparseMatrix.prototype.valueOf = function() {
     return _toArray(this._values, this._index, this._ptr, this._size, false);
   };
-  function _toArray(values, index2, ptr, size2, copy) {
-    var rows = size2[0];
-    var columns = size2[1];
+  function _toArray(values2, index, ptr, size, copy) {
+    var rows = size[0];
+    var columns = size[1];
     var a = [];
-    var i2, j;
-    for (i2 = 0; i2 < rows; i2++) {
-      a[i2] = [];
+    var i, j;
+    for (i = 0; i < rows; i++) {
+      a[i] = [];
       for (j = 0; j < columns; j++) {
-        a[i2][j] = 0;
+        a[i][j] = 0;
       }
     }
     for (j = 0; j < columns; j++) {
       var k0 = ptr[j];
       var k1 = ptr[j + 1];
       for (var k = k0; k < k1; k++) {
-        i2 = index2[k];
-        a[i2][j] = values ? copy ? clone(values[k]) : values[k] : 1;
+        i = index[k];
+        a[i][j] = values2 ? copy ? clone(values2[k]) : values2[k] : 1;
       }
     }
     return a;
   }
-  SparseMatrix2.prototype.format = function(options) {
+  SparseMatrix.prototype.format = function(options) {
     var rows = this._size[0];
     var columns = this._size[1];
     var density = this.density();
@@ -10767,16 +11273,16 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
       var k0 = this._ptr[j];
       var k1 = this._ptr[j + 1];
       for (var k = k0; k < k1; k++) {
-        var i2 = this._index[k];
-        str += "\n    (" + format3(i2, options) + ", " + format3(j, options) + ") ==> " + (this._values ? format3(this._values[k], options) : "X");
+        var i = this._index[k];
+        str += "\n    (" + format3(i, options) + ", " + format3(j, options) + ") ==> " + (this._values ? format3(this._values[k], options) : "X");
       }
     }
     return str;
   };
-  SparseMatrix2.prototype.toString = function() {
+  SparseMatrix.prototype.toString = function() {
     return format3(this.toArray());
   };
-  SparseMatrix2.prototype.toJSON = function() {
+  SparseMatrix.prototype.toJSON = function() {
     return {
       mathjs: "SparseMatrix",
       values: this._values,
@@ -10786,7 +11292,7 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
       datatype: this._datatype
     };
   };
-  SparseMatrix2.prototype.diagonal = function(k) {
+  SparseMatrix.prototype.diagonal = function(k) {
     if (k) {
       if (isBigNumber(k)) {
         k = k.toNumber();
@@ -10802,41 +11308,41 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
     var rows = this._size[0];
     var columns = this._size[1];
     var n = Math.min(rows - kSub, columns - kSuper);
-    var values = [];
-    var index2 = [];
+    var values2 = [];
+    var index = [];
     var ptr = [];
     ptr[0] = 0;
-    for (var j = kSuper; j < columns && values.length < n; j++) {
+    for (var j = kSuper; j < columns && values2.length < n; j++) {
       var k0 = this._ptr[j];
       var k1 = this._ptr[j + 1];
       for (var x = k0; x < k1; x++) {
-        var i2 = this._index[x];
-        if (i2 === j - kSuper + kSub) {
-          values.push(this._values[x]);
-          index2[values.length - 1] = i2 - kSub;
+        var i = this._index[x];
+        if (i === j - kSuper + kSub) {
+          values2.push(this._values[x]);
+          index[values2.length - 1] = i - kSub;
           break;
         }
       }
     }
-    ptr.push(values.length);
-    return new SparseMatrix2({
-      values,
-      index: index2,
+    ptr.push(values2.length);
+    return new SparseMatrix({
+      values: values2,
+      index,
       ptr,
       size: [n, 1]
     });
   };
-  SparseMatrix2.fromJSON = function(json) {
-    return new SparseMatrix2(json);
+  SparseMatrix.fromJSON = function(json) {
+    return new SparseMatrix(json);
   };
-  SparseMatrix2.diagonal = function(size2, value, k, defaultValue, datatype) {
-    if (!isArray(size2)) {
+  SparseMatrix.diagonal = function(size, value, k, defaultValue, datatype) {
+    if (!isArray(size)) {
       throw new TypeError("Array expected, size parameter");
     }
-    if (size2.length !== 2) {
+    if (size.length !== 2) {
       throw new Error("Only two dimensions matrix are supported");
     }
-    size2 = size2.map(function(s) {
+    size = size.map(function(s) {
       if (isBigNumber(s)) {
         s = s.toNumber();
       }
@@ -10855,119 +11361,119 @@ var createSparseMatrixClass = /* @__PURE__ */ factory(name18, dependencies19, (_
     } else {
       k = 0;
     }
-    var eq = equalScalar2;
+    var eq = equalScalar;
     var zero = 0;
     if (isString(datatype)) {
-      eq = typed3.find(equalScalar2, [datatype, datatype]) || equalScalar2;
-      zero = typed3.convert(0, datatype);
+      eq = typed2.find(equalScalar, [datatype, datatype]) || equalScalar;
+      zero = typed2.convert(0, datatype);
     }
     var kSuper = k > 0 ? k : 0;
     var kSub = k < 0 ? -k : 0;
-    var rows = size2[0];
-    var columns = size2[1];
+    var rows = size[0];
+    var columns = size[1];
     var n = Math.min(rows - kSub, columns - kSuper);
     var _value;
     if (isArray(value)) {
       if (value.length !== n) {
         throw new Error("Invalid value array length");
       }
-      _value = function _value2(i3) {
-        return value[i3];
+      _value = function _value2(i2) {
+        return value[i2];
       };
     } else if (isMatrix(value)) {
       var ms = value.size();
       if (ms.length !== 1 || ms[0] !== n) {
         throw new Error("Invalid matrix length");
       }
-      _value = function _value2(i3) {
-        return value.get([i3]);
+      _value = function _value2(i2) {
+        return value.get([i2]);
       };
     } else {
       _value = function _value2() {
         return value;
       };
     }
-    var values = [];
-    var index2 = [];
+    var values2 = [];
+    var index = [];
     var ptr = [];
     for (var j = 0; j < columns; j++) {
-      ptr.push(values.length);
-      var i2 = j - kSuper;
-      if (i2 >= 0 && i2 < n) {
-        var v = _value(i2);
+      ptr.push(values2.length);
+      var i = j - kSuper;
+      if (i >= 0 && i < n) {
+        var v = _value(i);
         if (!eq(v, zero)) {
-          index2.push(i2 + kSub);
-          values.push(v);
+          index.push(i + kSub);
+          values2.push(v);
         }
       }
     }
-    ptr.push(values.length);
-    return new SparseMatrix2({
-      values,
-      index: index2,
+    ptr.push(values2.length);
+    return new SparseMatrix({
+      values: values2,
+      index,
       ptr,
       size: [rows, columns]
     });
   };
-  SparseMatrix2.prototype.swapRows = function(i2, j) {
-    if (!isNumber(i2) || !isInteger(i2) || !isNumber(j) || !isInteger(j)) {
+  SparseMatrix.prototype.swapRows = function(i, j) {
+    if (!isNumber(i) || !isInteger(i) || !isNumber(j) || !isInteger(j)) {
       throw new Error("Row index must be positive integers");
     }
     if (this._size.length !== 2) {
       throw new Error("Only two dimensional matrix is supported");
     }
-    validateIndex(i2, this._size[0]);
+    validateIndex(i, this._size[0]);
     validateIndex(j, this._size[0]);
-    SparseMatrix2._swapRows(i2, j, this._size[1], this._values, this._index, this._ptr);
+    SparseMatrix._swapRows(i, j, this._size[1], this._values, this._index, this._ptr);
     return this;
   };
-  SparseMatrix2._forEachRow = function(j, values, index2, ptr, callback) {
+  SparseMatrix._forEachRow = function(j, values2, index, ptr, callback) {
     var k0 = ptr[j];
     var k1 = ptr[j + 1];
     for (var k = k0; k < k1; k++) {
-      callback(index2[k], values[k]);
+      callback(index[k], values2[k]);
     }
   };
-  SparseMatrix2._swapRows = function(x, y, columns, values, index2, ptr) {
+  SparseMatrix._swapRows = function(x, y, columns, values2, index, ptr) {
     for (var j = 0; j < columns; j++) {
       var k0 = ptr[j];
       var k1 = ptr[j + 1];
-      var kx = _getValueIndex(x, k0, k1, index2);
-      var ky = _getValueIndex(y, k0, k1, index2);
-      if (kx < k1 && ky < k1 && index2[kx] === x && index2[ky] === y) {
-        if (values) {
-          var v = values[kx];
-          values[kx] = values[ky];
-          values[ky] = v;
+      var kx = _getValueIndex(x, k0, k1, index);
+      var ky = _getValueIndex(y, k0, k1, index);
+      if (kx < k1 && ky < k1 && index[kx] === x && index[ky] === y) {
+        if (values2) {
+          var v = values2[kx];
+          values2[kx] = values2[ky];
+          values2[ky] = v;
         }
         continue;
       }
-      if (kx < k1 && index2[kx] === x && (ky >= k1 || index2[ky] !== y)) {
-        var vx = values ? values[kx] : void 0;
-        index2.splice(ky, 0, y);
-        if (values) {
-          values.splice(ky, 0, vx);
+      if (kx < k1 && index[kx] === x && (ky >= k1 || index[ky] !== y)) {
+        var vx = values2 ? values2[kx] : void 0;
+        index.splice(ky, 0, y);
+        if (values2) {
+          values2.splice(ky, 0, vx);
         }
-        index2.splice(ky <= kx ? kx + 1 : kx, 1);
-        if (values) {
-          values.splice(ky <= kx ? kx + 1 : kx, 1);
+        index.splice(ky <= kx ? kx + 1 : kx, 1);
+        if (values2) {
+          values2.splice(ky <= kx ? kx + 1 : kx, 1);
         }
         continue;
       }
-      if (ky < k1 && index2[ky] === y && (kx >= k1 || index2[kx] !== x)) {
-        var vy = values ? values[ky] : void 0;
-        index2.splice(kx, 0, x);
-        if (values) {
-          values.splice(kx, 0, vy);
+      if (ky < k1 && index[ky] === y && (kx >= k1 || index[kx] !== x)) {
+        var vy = values2 ? values2[ky] : void 0;
+        index.splice(kx, 0, x);
+        if (values2) {
+          values2.splice(kx, 0, vy);
         }
-        index2.splice(kx <= ky ? ky + 1 : ky, 1);
-        if (values) {
-          values.splice(kx <= ky ? ky + 1 : ky, 1);
+        index.splice(kx <= ky ? ky + 1 : ky, 1);
+        if (values2) {
+          values2.splice(kx <= ky ? ky + 1 : ky, 1);
         }
       }
     }
   };
-  return SparseMatrix2;
+  return SparseMatrix;
 }, {
   isClass: true
 });
@@ -10998,9 +11504,9 @@ function getNonDecimalNumberParts(input) {
 function makeNumberFromNonDecimalParts(parts) {
   var n = parseInt(parts.integerPart, parts.radix);
   var f = 0;
-  for (var i2 = 0; i2 < parts.fractionalPart.length; i2++) {
-    var digitValue = parseInt(parts.fractionalPart[i2], parts.radix);
-    f += digitValue / Math.pow(parts.radix, i2 + 1);
+  for (var i = 0; i < parts.fractionalPart.length; i++) {
+    var digitValue = parseInt(parts.fractionalPart[i], parts.radix);
+    f += digitValue / Math.pow(parts.radix, i + 1);
   }
   var result = n + f;
   if (isNaN(result)) {
@@ -11010,26 +11516,26 @@ function makeNumberFromNonDecimalParts(parts) {
 }
 var createNumber = /* @__PURE__ */ factory(name19, dependencies20, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  var number2 = typed3("number", {
+  var number = typed2("number", {
     "": function _() {
       return 0;
     },
-    number: function number3(x) {
+    number: function number2(x) {
       return x;
     },
-    string: function string2(x) {
+    string: function string(x) {
       if (x === "NaN")
         return NaN;
       var nonDecimalNumberParts = getNonDecimalNumberParts(x);
       if (nonDecimalNumberParts) {
         return makeNumberFromNonDecimalParts(nonDecimalNumberParts);
       }
-      var size2 = 0;
+      var size = 0;
       var wordSizeSuffixMatch = x.match(/(0[box][0-9a-fA-F]*)i([0-9]*)/);
       if (wordSizeSuffixMatch) {
-        size2 = Number(wordSizeSuffixMatch[2]);
+        size = Number(wordSizeSuffixMatch[2]);
         x = wordSizeSuffixMatch[1];
       }
       var num = Number(x);
@@ -11037,38 +11543,38 @@ var createNumber = /* @__PURE__ */ factory(name19, dependencies20, (_ref) => {
         throw new SyntaxError('String "' + x + '" is no valid number');
       }
       if (wordSizeSuffixMatch) {
-        if (num > 2 ** size2 - 1) {
+        if (num > 2 ** size - 1) {
           throw new SyntaxError('String "'.concat(x, '" is out of range'));
         }
-        if (num >= 2 ** (size2 - 1)) {
-          num = num - 2 ** size2;
+        if (num >= 2 ** (size - 1)) {
+          num = num - 2 ** size;
         }
       }
       return num;
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.toNumber();
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return x.valueOf();
     },
-    Unit: typed3.referToSelf((self2) => (x) => {
-      var clone5 = x.clone();
-      clone5.value = self2(x.value);
-      return clone5;
+    Unit: typed2.referToSelf((self2) => (x) => {
+      var clone4 = x.clone();
+      clone4.value = self2(x.value);
+      return clone4;
     }),
-    null: function _null2(x) {
+    null: function _null(x) {
       return 0;
     },
-    "Unit, string | Unit": function UnitStringUnit(unit2, valuelessUnit) {
-      return unit2.toNumber(valuelessUnit);
+    "Unit, string | Unit": function UnitStringUnit(unit, valuelessUnit) {
+      return unit.toNumber(valuelessUnit);
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
-  number2.fromJSON = function(json) {
+  number.fromJSON = function(json) {
     return parseFloat(json.value);
   };
-  return number2;
+  return number;
 });
 
 // node_modules/mathjs/lib/esm/type/string.js
@@ -11076,23 +11582,23 @@ var name20 = "string";
 var dependencies21 = ["typed"];
 var createString = /* @__PURE__ */ factory(name20, dependencies21, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name20, {
+  return typed2(name20, {
     "": function _() {
       return "";
     },
     number: format,
-    null: function _null2(x) {
+    null: function _null(x) {
       return "null";
     },
-    boolean: function boolean2(x) {
+    boolean: function boolean(x) {
       return x + "";
     },
-    string: function string2(x) {
+    string: function string(x) {
       return x;
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2)),
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2)),
     any: function any(x) {
       return String(x);
     }
@@ -11104,25 +11610,25 @@ var name21 = "boolean";
 var dependencies22 = ["typed"];
 var createBoolean = /* @__PURE__ */ factory(name21, dependencies22, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name21, {
+  return typed2(name21, {
     "": function _() {
       return false;
     },
-    boolean: function boolean2(x) {
+    boolean: function boolean(x) {
       return x;
     },
-    number: function number2(x) {
+    number: function number(x) {
       return !!x;
     },
-    null: function _null2(x) {
+    null: function _null(x) {
       return false;
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return !x.isZero();
     },
-    string: function string2(x) {
+    string: function string(x) {
       var lcase = x.toLowerCase();
       if (lcase === "true") {
         return true;
@@ -11135,7 +11641,7 @@ var createBoolean = /* @__PURE__ */ factory(name21, dependencies22, (_ref) => {
       }
       throw new Error('Cannot convert "' + x + '" to a boolean');
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -11144,49 +11650,49 @@ var name22 = "bignumber";
 var dependencies23 = ["typed", "BigNumber"];
 var createBignumber = /* @__PURE__ */ factory(name22, dependencies23, (_ref) => {
   var {
-    typed: typed3,
-    BigNumber: BigNumber2
+    typed: typed2,
+    BigNumber
   } = _ref;
-  return typed3("bignumber", {
+  return typed2("bignumber", {
     "": function _() {
-      return new BigNumber2(0);
+      return new BigNumber(0);
     },
-    number: function number2(x) {
-      return new BigNumber2(x + "");
+    number: function number(x) {
+      return new BigNumber(x + "");
     },
-    string: function string2(x) {
+    string: function string(x) {
       var wordSizeSuffixMatch = x.match(/(0[box][0-9a-fA-F]*)i([0-9]*)/);
       if (wordSizeSuffixMatch) {
-        var size2 = wordSizeSuffixMatch[2];
-        var n = BigNumber2(wordSizeSuffixMatch[1]);
-        var twoPowSize = new BigNumber2(2).pow(Number(size2));
+        var size = wordSizeSuffixMatch[2];
+        var n = BigNumber(wordSizeSuffixMatch[1]);
+        var twoPowSize = new BigNumber(2).pow(Number(size));
         if (n.gt(twoPowSize.sub(1))) {
           throw new SyntaxError('String "'.concat(x, '" is out of range'));
         }
-        var twoPowSizeSubOne = new BigNumber2(2).pow(Number(size2) - 1);
+        var twoPowSizeSubOne = new BigNumber(2).pow(Number(size) - 1);
         if (n.gte(twoPowSizeSubOne)) {
           return n.sub(twoPowSize);
         } else {
           return n;
         }
       }
-      return new BigNumber2(x);
+      return new BigNumber(x);
     },
-    BigNumber: function BigNumber3(x) {
+    BigNumber: function BigNumber2(x) {
       return x;
     },
-    Unit: typed3.referToSelf((self2) => (x) => {
-      var clone5 = x.clone();
-      clone5.value = self2(x.value);
-      return clone5;
+    Unit: typed2.referToSelf((self2) => (x) => {
+      var clone4 = x.clone();
+      clone4.value = self2(x.value);
+      return clone4;
     }),
-    Fraction: function Fraction3(x) {
-      return new BigNumber2(x.n).div(x.d).times(x.s);
+    Fraction: function Fraction2(x) {
+      return new BigNumber(x.n).div(x.d).times(x.s);
     },
-    null: function _null2(x) {
-      return new BigNumber2(0);
+    null: function _null(x) {
+      return new BigNumber(0);
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -11195,45 +11701,45 @@ var name23 = "complex";
 var dependencies24 = ["typed", "Complex"];
 var createComplex = /* @__PURE__ */ factory(name23, dependencies24, (_ref) => {
   var {
-    typed: typed3,
-    Complex: Complex3
+    typed: typed2,
+    Complex: Complex2
   } = _ref;
-  return typed3("complex", {
+  return typed2("complex", {
     "": function _() {
-      return Complex3.ZERO;
+      return Complex2.ZERO;
     },
-    number: function number2(x) {
-      return new Complex3(x, 0);
+    number: function number(x) {
+      return new Complex2(x, 0);
     },
-    "number, number": function numberNumber(re2, im2) {
-      return new Complex3(re2, im2);
+    "number, number": function numberNumber(re, im) {
+      return new Complex2(re, im);
     },
     // TODO: this signature should be redundant
-    "BigNumber, BigNumber": function BigNumberBigNumber(re2, im2) {
-      return new Complex3(re2.toNumber(), im2.toNumber());
+    "BigNumber, BigNumber": function BigNumberBigNumber(re, im) {
+      return new Complex2(re.toNumber(), im.toNumber());
     },
-    Fraction: function Fraction3(x) {
-      return new Complex3(x.valueOf(), 0);
+    Fraction: function Fraction2(x) {
+      return new Complex2(x.valueOf(), 0);
     },
-    Complex: function Complex4(x) {
+    Complex: function Complex3(x) {
       return x.clone();
     },
-    string: function string2(x) {
-      return Complex3(x);
+    string: function string(x) {
+      return Complex2(x);
     },
-    null: function _null2(x) {
-      return Complex3(0);
+    null: function _null(x) {
+      return Complex2(0);
     },
     Object: function Object2(x) {
       if ("re" in x && "im" in x) {
-        return new Complex3(x.re, x.im);
+        return new Complex2(x.re, x.im);
       }
       if ("r" in x && "phi" in x || "abs" in x && "arg" in x) {
-        return new Complex3(x);
+        return new Complex2(x);
       }
       throw new Error("Expected object with properties (re and im) or (r and phi) or (abs and arg)");
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -11242,40 +11748,40 @@ var name24 = "fraction";
 var dependencies25 = ["typed", "Fraction"];
 var createFraction = /* @__PURE__ */ factory(name24, dependencies25, (_ref) => {
   var {
-    typed: typed3,
-    Fraction: Fraction3
+    typed: typed2,
+    Fraction: Fraction2
   } = _ref;
-  return typed3("fraction", {
-    number: function number2(x) {
+  return typed2("fraction", {
+    number: function number(x) {
       if (!isFinite(x) || isNaN(x)) {
         throw new Error(x + " cannot be represented as a fraction");
       }
-      return new Fraction3(x);
+      return new Fraction2(x);
     },
-    string: function string2(x) {
-      return new Fraction3(x);
+    string: function string(x) {
+      return new Fraction2(x);
     },
     "number, number": function numberNumber(numerator, denominator) {
-      return new Fraction3(numerator, denominator);
+      return new Fraction2(numerator, denominator);
     },
-    null: function _null2(x) {
-      return new Fraction3(0);
+    null: function _null(x) {
+      return new Fraction2(0);
     },
-    BigNumber: function BigNumber2(x) {
-      return new Fraction3(x.toString());
+    BigNumber: function BigNumber(x) {
+      return new Fraction2(x.toString());
     },
-    Fraction: function Fraction4(x) {
+    Fraction: function Fraction3(x) {
       return x;
     },
-    Unit: typed3.referToSelf((self2) => (x) => {
-      var clone5 = x.clone();
-      clone5.value = self2(x.value);
-      return clone5;
+    Unit: typed2.referToSelf((self2) => (x) => {
+      var clone4 = x.clone();
+      clone4.value = self2(x.value);
+      return clone4;
     }),
     Object: function Object2(x) {
-      return new Fraction3(x);
+      return new Fraction2(x);
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -11284,38 +11790,38 @@ var name25 = "matrix";
 var dependencies26 = ["typed", "Matrix", "DenseMatrix", "SparseMatrix"];
 var createMatrix = /* @__PURE__ */ factory(name25, dependencies26, (_ref) => {
   var {
-    typed: typed3,
-    Matrix: Matrix2,
-    DenseMatrix: DenseMatrix2,
-    SparseMatrix: SparseMatrix2
+    typed: typed2,
+    Matrix,
+    DenseMatrix,
+    SparseMatrix
   } = _ref;
-  return typed3(name25, {
+  return typed2(name25, {
     "": function _() {
       return _create([]);
     },
-    string: function string2(format5) {
-      return _create([], format5);
+    string: function string(format4) {
+      return _create([], format4);
     },
-    "string, string": function stringString(format5, datatype) {
-      return _create([], format5, datatype);
+    "string, string": function stringString(format4, datatype) {
+      return _create([], format4, datatype);
     },
     Array: function Array2(data) {
       return _create(data);
     },
-    Matrix: function Matrix3(data) {
+    Matrix: function Matrix2(data) {
       return _create(data, data.storage());
     },
     "Array | Matrix, string": _create,
     "Array | Matrix, string, string": _create
   });
-  function _create(data, format5, datatype) {
-    if (format5 === "dense" || format5 === "default" || format5 === void 0) {
-      return new DenseMatrix2(data, datatype);
+  function _create(data, format4, datatype) {
+    if (format4 === "dense" || format4 === "default" || format4 === void 0) {
+      return new DenseMatrix(data, datatype);
     }
-    if (format5 === "sparse") {
-      return new SparseMatrix2(data, datatype);
+    if (format4 === "sparse") {
+      return new SparseMatrix(data, datatype);
     }
-    throw new TypeError("Unknown matrix type " + JSON.stringify(format5) + ".");
+    throw new TypeError("Unknown matrix type " + JSON.stringify(format4) + ".");
   }
 });
 
@@ -11324,43 +11830,43 @@ var name26 = "matrixFromFunction";
 var dependencies27 = ["typed", "matrix", "isZero"];
 var createMatrixFromFunction = /* @__PURE__ */ factory(name26, dependencies27, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    isZero: isZero2
+    typed: typed2,
+    matrix,
+    isZero
   } = _ref;
-  return typed3(name26, {
-    "Array | Matrix, function, string, string": function ArrayMatrixFunctionStringString(size2, fn, format5, datatype) {
-      return _create(size2, fn, format5, datatype);
+  return typed2(name26, {
+    "Array | Matrix, function, string, string": function ArrayMatrixFunctionStringString(size, fn, format4, datatype) {
+      return _create(size, fn, format4, datatype);
     },
-    "Array | Matrix, function, string": function ArrayMatrixFunctionString(size2, fn, format5) {
-      return _create(size2, fn, format5);
+    "Array | Matrix, function, string": function ArrayMatrixFunctionString(size, fn, format4) {
+      return _create(size, fn, format4);
     },
-    "Matrix, function": function MatrixFunction(size2, fn) {
-      return _create(size2, fn, "dense");
+    "Matrix, function": function MatrixFunction(size, fn) {
+      return _create(size, fn, "dense");
     },
-    "Array, function": function ArrayFunction(size2, fn) {
-      return _create(size2, fn, "dense").toArray();
+    "Array, function": function ArrayFunction(size, fn) {
+      return _create(size, fn, "dense").toArray();
     },
-    "Array | Matrix, string, function": function ArrayMatrixStringFunction(size2, format5, fn) {
-      return _create(size2, fn, format5);
+    "Array | Matrix, string, function": function ArrayMatrixStringFunction(size, format4, fn) {
+      return _create(size, fn, format4);
     },
-    "Array | Matrix, string, string, function": function ArrayMatrixStringStringFunction(size2, format5, datatype, fn) {
-      return _create(size2, fn, format5, datatype);
+    "Array | Matrix, string, string, function": function ArrayMatrixStringStringFunction(size, format4, datatype, fn) {
+      return _create(size, fn, format4, datatype);
     }
   });
-  function _create(size2, fn, format5, datatype) {
+  function _create(size, fn, format4, datatype) {
     var m;
     if (datatype !== void 0) {
-      m = matrix2(format5, datatype);
+      m = matrix(format4, datatype);
     } else {
-      m = matrix2(format5);
+      m = matrix(format4);
     }
-    m.resize(size2);
-    m.forEach(function(_, index2) {
-      var val = fn(index2);
-      if (isZero2(val))
+    m.resize(size);
+    m.forEach(function(_, index) {
+      var val = fn(index);
+      if (isZero(val))
         return;
-      m.set(index2, val);
+      m.set(index, val);
     });
     return m;
   }
@@ -11371,17 +11877,17 @@ var name27 = "matrixFromRows";
 var dependencies28 = ["typed", "matrix", "flatten", "size"];
 var createMatrixFromRows = /* @__PURE__ */ factory(name27, dependencies28, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    flatten: flatten3,
-    size: size2
+    typed: typed2,
+    matrix,
+    flatten: flatten2,
+    size
   } = _ref;
-  return typed3(name27, {
+  return typed2(name27, {
     "...Array": function Array2(arr) {
       return _createArray(arr);
     },
-    "...Matrix": function Matrix2(arr) {
-      return matrix2(_createArray(arr.map((m) => m.toArray())));
+    "...Matrix": function Matrix(arr) {
+      return matrix(_createArray(arr.map((m) => m.toArray())));
     }
     // TODO implement this properly for SparseMatrix
   });
@@ -11390,17 +11896,17 @@ var createMatrixFromRows = /* @__PURE__ */ factory(name27, dependencies28, (_ref
       throw new TypeError("At least one row is needed to construct a matrix.");
     var N = checkVectorTypeAndReturnLength(arr[0]);
     var result = [];
-    for (var row2 of arr) {
-      var rowLength = checkVectorTypeAndReturnLength(row2);
+    for (var row of arr) {
+      var rowLength = checkVectorTypeAndReturnLength(row);
       if (rowLength !== N) {
         throw new TypeError("The vectors had different length: " + (N | 0) + " \u2260 " + (rowLength | 0));
       }
-      result.push(flatten3(row2));
+      result.push(flatten2(row));
     }
     return result;
   }
   function checkVectorTypeAndReturnLength(vec) {
-    var s = size2(vec);
+    var s = size(vec);
     if (s.length === 1) {
       return s[0];
     } else if (s.length === 2) {
@@ -11422,17 +11928,17 @@ var name28 = "matrixFromColumns";
 var dependencies29 = ["typed", "matrix", "flatten", "size"];
 var createMatrixFromColumns = /* @__PURE__ */ factory(name28, dependencies29, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    flatten: flatten3,
-    size: size2
+    typed: typed2,
+    matrix,
+    flatten: flatten2,
+    size
   } = _ref;
-  return typed3(name28, {
+  return typed2(name28, {
     "...Array": function Array2(arr) {
       return _createArray(arr);
     },
-    "...Matrix": function Matrix2(arr) {
-      return matrix2(_createArray(arr.map((m) => m.toArray())));
+    "...Matrix": function Matrix(arr) {
+      return matrix(_createArray(arr.map((m) => m.toArray())));
     }
     // TODO implement this properly for SparseMatrix
   });
@@ -11441,15 +11947,15 @@ var createMatrixFromColumns = /* @__PURE__ */ factory(name28, dependencies29, (_
       throw new TypeError("At least one column is needed to construct a matrix.");
     var N = checkVectorTypeAndReturnLength(arr[0]);
     var result = [];
-    for (var i2 = 0; i2 < N; i2++) {
-      result[i2] = [];
+    for (var i = 0; i < N; i++) {
+      result[i] = [];
     }
     for (var col of arr) {
       var colLength = checkVectorTypeAndReturnLength(col);
       if (colLength !== N) {
         throw new TypeError("The vectors had different length: " + (N | 0) + " \u2260 " + (colLength | 0));
       }
-      var f = flatten3(col);
+      var f = flatten2(col);
       for (var _i = 0; _i < N; _i++) {
         result[_i].push(f[_i]);
       }
@@ -11457,7 +11963,7 @@ var createMatrixFromColumns = /* @__PURE__ */ factory(name28, dependencies29, (_
     return result;
   }
   function checkVectorTypeAndReturnLength(vec) {
-    var s = size2(vec);
+    var s = size(vec);
     if (s.length === 1) {
       return s[0];
     } else if (s.length === 2) {
@@ -11479,11 +11985,11 @@ var name29 = "splitUnit";
 var dependencies30 = ["typed"];
 var createSplitUnit = /* @__PURE__ */ factory(name29, dependencies30, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name29, {
-    "Unit, Array": function UnitArray(unit2, parts) {
-      return unit2.splitUnit(parts);
+  return typed2(name29, {
+    "Unit, Array": function UnitArray(unit, parts) {
+      return unit.splitUnit(parts);
     }
   });
 });
@@ -11493,18 +11999,18 @@ var name30 = "unaryMinus";
 var dependencies31 = ["typed"];
 var createUnaryMinus = /* @__PURE__ */ factory(name30, dependencies31, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name30, {
+  return typed2(name30, {
     number: unaryMinusNumber,
     "Complex | BigNumber | Fraction": (x) => x.neg(),
-    Unit: typed3.referToSelf((self2) => (x) => {
+    Unit: typed2.referToSelf((self2) => (x) => {
       var res = x.clone();
-      res.value = typed3.find(self2, res.valueType())(x.value);
+      res.value = typed2.find(self2, res.valueType())(x.value);
       return res;
     }),
     // deep map collection, skip zeros since unaryMinus(0) = 0
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2, true))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2, true))
     // TODO: add support for string
   });
 });
@@ -11514,28 +12020,28 @@ var name31 = "unaryPlus";
 var dependencies32 = ["typed", "config", "BigNumber"];
 var createUnaryPlus = /* @__PURE__ */ factory(name31, dependencies32, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    BigNumber: BigNumber2
+    typed: typed2,
+    config: config2,
+    BigNumber
   } = _ref;
-  return typed3(name31, {
+  return typed2(name31, {
     number: unaryPlusNumber,
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x;
     },
-    BigNumber: function BigNumber3(x) {
+    BigNumber: function BigNumber2(x) {
       return x;
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return x;
     },
-    Unit: function Unit2(x) {
+    Unit: function Unit(x) {
       return x.clone();
     },
     // deep map collection, skip zeros since unaryPlus(0) = 0
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2, true)),
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2, true)),
     "boolean | string": function booleanString(x) {
-      return config4.number === "BigNumber" ? new BigNumber2(+x) : +x;
+      return config2.number === "BigNumber" ? new BigNumber(+x) : +x;
     }
   });
 });
@@ -11545,13 +12051,13 @@ var name32 = "abs";
 var dependencies33 = ["typed"];
 var createAbs = /* @__PURE__ */ factory(name32, dependencies33, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name32, {
+  return typed2(name32, {
     number: absNumber,
     "Complex | BigNumber | Fraction | Unit": (x) => x.abs(),
     // deep map collection, skip zeros since abs(0) = 0
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2, true))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2, true))
   });
 });
 
@@ -11560,17 +12066,17 @@ var name33 = "apply";
 var dependencies34 = ["typed", "isInteger"];
 var createApply = /* @__PURE__ */ factory(name33, dependencies34, (_ref) => {
   var {
-    typed: typed3,
-    isInteger: isInteger3
+    typed: typed2,
+    isInteger: isInteger2
   } = _ref;
-  return typed3(name33, {
+  return typed2(name33, {
     "Array | Matrix, number | BigNumber, function": function ArrayMatrixNumberBigNumberFunction(mat, dim, callback) {
-      if (!isInteger3(dim)) {
+      if (!isInteger2(dim)) {
         throw new TypeError("Integer number expected for dimension");
       }
-      var size2 = Array.isArray(mat) ? arraySize(mat) : mat.size();
-      if (dim < 0 || dim >= size2.length) {
-        throw new IndexError(dim, size2.length);
+      var size = Array.isArray(mat) ? arraySize(mat) : mat.size();
+      if (dim < 0 || dim >= size.length) {
+        throw new IndexError(dim, size.length);
       }
       if (isMatrix(mat)) {
         return mat.create(_apply(mat.valueOf(), dim, callback));
@@ -11581,22 +12087,22 @@ var createApply = /* @__PURE__ */ factory(name33, dependencies34, (_ref) => {
   });
 });
 function _apply(mat, dim, callback) {
-  var i2, ret, tran;
+  var i, ret, tran;
   if (dim <= 0) {
     if (!Array.isArray(mat[0])) {
       return callback(mat);
     } else {
       tran = _switch2(mat);
       ret = [];
-      for (i2 = 0; i2 < tran.length; i2++) {
-        ret[i2] = _apply(tran[i2], dim - 1, callback);
+      for (i = 0; i < tran.length; i++) {
+        ret[i] = _apply(tran[i], dim - 1, callback);
       }
       return ret;
     }
   } else {
     ret = [];
-    for (i2 = 0; i2 < mat.length; i2++) {
-      ret[i2] = _apply(mat[i2], dim - 1, callback);
+    for (i = 0; i < mat.length; i++) {
+      ret[i] = _apply(mat[i], dim - 1, callback);
     }
     return ret;
   }
@@ -11604,12 +12110,12 @@ function _apply(mat, dim, callback) {
 function _switch2(mat) {
   var I = mat.length;
   var J = mat[0].length;
-  var i2, j;
+  var i, j;
   var ret = [];
   for (j = 0; j < J; j++) {
     var tmp = [];
-    for (i2 = 0; i2 < I; i2++) {
-      tmp.push(mat[i2][j]);
+    for (i = 0; i < I; i++) {
+      tmp.push(mat[i][j]);
     }
     ret.push(tmp);
   }
@@ -11621,9 +12127,9 @@ var name34 = "addScalar";
 var dependencies35 = ["typed"];
 var createAddScalar = /* @__PURE__ */ factory(name34, dependencies35, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name34, {
+  return typed2(name34, {
     "number, number": addNumber,
     "Complex, Complex": function ComplexComplex(x, y) {
       return x.add(y);
@@ -11634,7 +12140,7 @@ var createAddScalar = /* @__PURE__ */ factory(name34, dependencies35, (_ref) =>
     "Fraction, Fraction": function FractionFraction(x, y) {
       return x.add(y);
     },
-    "Unit, Unit": typed3.referToSelf((self2) => (x, y) => {
+    "Unit, Unit": typed2.referToSelf((self2) => (x, y) => {
       if (x.value === null || x.value === void 0) {
         throw new Error("Parameter x contains a unit with undefined value");
       }
@@ -11644,7 +12150,7 @@ var createAddScalar = /* @__PURE__ */ factory(name34, dependencies35, (_ref) =>
       if (!x.equalBase(y))
         throw new Error("Units do not match");
       var res = x.clone();
-      res.value = typed3.find(self2, [res.valueType(), y.valueType()])(res.value, y.value);
+      res.value = typed2.find(self2, [res.valueType(), y.valueType()])(res.value, y.value);
       res.fixPrefix = false;
       return res;
     })
@@ -11656,33 +12162,33 @@ var name35 = "cbrt";
 var dependencies36 = ["config", "typed", "isNegative", "unaryMinus", "matrix", "Complex", "BigNumber", "Fraction"];
 var createCbrt = /* @__PURE__ */ factory(name35, dependencies36, (_ref) => {
   var {
-    config: config4,
-    typed: typed3,
-    isNegative: isNegative2,
-    unaryMinus: unaryMinus2,
-    matrix: matrix2,
-    Complex: Complex3,
-    BigNumber: BigNumber2,
-    Fraction: Fraction3
+    config: config2,
+    typed: typed2,
+    isNegative,
+    unaryMinus,
+    matrix,
+    Complex: Complex2,
+    BigNumber,
+    Fraction: Fraction2
   } = _ref;
-  return typed3(name35, {
+  return typed2(name35, {
     number: cbrtNumber,
     // note: signature 'number, boolean' is also supported,
     //       created by typed as it knows how to convert number to Complex
     Complex: _cbrtComplex,
     "Complex, boolean": _cbrtComplex,
-    BigNumber: function BigNumber3(x) {
+    BigNumber: function BigNumber2(x) {
       return x.cbrt();
     },
     Unit: _cbrtUnit
   });
   function _cbrtComplex(x, allRoots) {
     var arg3 = x.arg() / 3;
-    var abs3 = x.abs();
-    var principal = new Complex3(cbrtNumber(abs3), 0).mul(new Complex3(0, arg3).exp());
+    var abs2 = x.abs();
+    var principal = new Complex2(cbrtNumber(abs2), 0).mul(new Complex2(0, arg3).exp());
     if (allRoots) {
-      var all = [principal, new Complex3(cbrtNumber(abs3), 0).mul(new Complex3(0, arg3 + Math.PI * 2 / 3).exp()), new Complex3(cbrtNumber(abs3), 0).mul(new Complex3(0, arg3 - Math.PI * 2 / 3).exp())];
-      return config4.matrix === "Array" ? all : matrix2(all);
+      var all2 = [principal, new Complex2(cbrtNumber(abs2), 0).mul(new Complex2(0, arg3 + Math.PI * 2 / 3).exp()), new Complex2(cbrtNumber(abs2), 0).mul(new Complex2(0, arg3 - Math.PI * 2 / 3).exp())];
+      return config2.matrix === "Array" ? all2 : matrix(all2);
     } else {
       return principal;
     }
@@ -11695,21 +12201,21 @@ var createCbrt = /* @__PURE__ */ factory(name35, dependencies36, (_ref) => {
       result.value = _cbrtComplex(x.value);
       return result;
     } else {
-      var negate = isNegative2(x.value);
+      var negate = isNegative(x.value);
       if (negate) {
-        x.value = unaryMinus2(x.value);
+        x.value = unaryMinus(x.value);
       }
       var third;
       if (isBigNumber(x.value)) {
-        third = new BigNumber2(1).div(3);
+        third = new BigNumber(1).div(3);
       } else if (isFraction(x.value)) {
-        third = new Fraction3(1, 3);
+        third = new Fraction2(1, 3);
       } else {
         third = 1 / 3;
       }
       var _result = x.pow(third);
       if (negate) {
-        _result.value = unaryMinus2(_result.value);
+        _result.value = unaryMinus(_result.value);
       }
       return _result;
     }
@@ -11721,8 +12227,8 @@ var name36 = "matAlgo11xS0s";
 var dependencies37 = ["typed", "equalScalar"];
 var createMatAlgo11xS0s = /* @__PURE__ */ factory(name36, dependencies37, (_ref) => {
   var {
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   } = _ref;
   return function matAlgo11xS0s(s, b, callback, inverse) {
     var avalues = s._values;
@@ -11736,15 +12242,15 @@ var createMatAlgo11xS0s = /* @__PURE__ */ factory(name36, dependencies37, (_ref)
     var rows = asize[0];
     var columns = asize[1];
     var dt;
-    var eq = equalScalar2;
+    var eq = equalScalar;
     var zero = 0;
     var cf = callback;
     if (typeof adt === "string") {
       dt = adt;
-      eq = typed3.find(equalScalar2, [dt, dt]);
-      zero = typed3.convert(0, dt);
-      b = typed3.convert(b, dt);
-      cf = typed3.find(callback, [dt, dt]);
+      eq = typed2.find(equalScalar, [dt, dt]);
+      zero = typed2.convert(0, dt);
+      b = typed2.convert(b, dt);
+      cf = typed2.find(callback, [dt, dt]);
     }
     var cvalues = [];
     var cindex = [];
@@ -11752,10 +12258,10 @@ var createMatAlgo11xS0s = /* @__PURE__ */ factory(name36, dependencies37, (_ref)
     for (var j = 0; j < columns; j++) {
       cptr[j] = cindex.length;
       for (var k0 = aptr[j], k1 = aptr[j + 1], k = k0; k < k1; k++) {
-        var i2 = aindex[k];
+        var i = aindex[k];
         var v = inverse ? cf(b, avalues[k]) : cf(avalues[k], b);
         if (!eq(v, zero)) {
-          cindex.push(i2);
+          cindex.push(i);
           cvalues.push(v);
         }
       }
@@ -11776,8 +12282,8 @@ var name37 = "matAlgo12xSfs";
 var dependencies38 = ["typed", "DenseMatrix"];
 var createMatAlgo12xSfs = /* @__PURE__ */ factory(name37, dependencies38, (_ref) => {
   var {
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   } = _ref;
   return function matAlgo12xSfs(s, b, callback, inverse) {
     var avalues = s._values;
@@ -11794,8 +12300,8 @@ var createMatAlgo12xSfs = /* @__PURE__ */ factory(name37, dependencies38, (_ref)
     var cf = callback;
     if (typeof adt === "string") {
       dt = adt;
-      b = typed3.convert(b, dt);
-      cf = typed3.find(callback, [dt, dt]);
+      b = typed2.convert(b, dt);
+      cf = typed2.find(callback, [dt, dt]);
     }
     var cdata = [];
     var x = [];
@@ -11807,18 +12313,18 @@ var createMatAlgo12xSfs = /* @__PURE__ */ factory(name37, dependencies38, (_ref)
         x[r] = avalues[k];
         w[r] = mark;
       }
-      for (var i2 = 0; i2 < rows; i2++) {
+      for (var i = 0; i < rows; i++) {
         if (j === 0) {
-          cdata[i2] = [];
+          cdata[i] = [];
         }
-        if (w[i2] === mark) {
-          cdata[i2][j] = inverse ? cf(b, x[i2]) : cf(x[i2], b);
+        if (w[i] === mark) {
+          cdata[i][j] = inverse ? cf(b, x[i]) : cf(x[i], b);
         } else {
-          cdata[i2][j] = inverse ? cf(b, 0) : cf(0, b);
+          cdata[i][j] = inverse ? cf(b, 0) : cf(0, b);
         }
       }
     }
-    return new DenseMatrix2({
+    return new DenseMatrix({
       data: cdata,
       size: [rows, columns],
       datatype: dt
@@ -11831,7 +12337,7 @@ var name38 = "matAlgo14xDs";
 var dependencies39 = ["typed"];
 var createMatAlgo14xDs = /* @__PURE__ */ factory(name38, dependencies39, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
   return function matAlgo14xDs(a, b, callback, inverse) {
     var adata = a._data;
@@ -11841,8 +12347,8 @@ var createMatAlgo14xDs = /* @__PURE__ */ factory(name38, dependencies39, (_ref)
     var cf = callback;
     if (typeof adt === "string") {
       dt = adt;
-      b = typed3.convert(b, dt);
-      cf = typed3.find(callback, [dt, dt]);
+      b = typed2.convert(b, dt);
+      cf = typed2.find(callback, [dt, dt]);
     }
     var cdata = asize.length > 0 ? _iterate(cf, 0, asize, asize[0], adata, b, inverse) : [];
     return a.createDenseMatrix({
@@ -11854,8 +12360,8 @@ var createMatAlgo14xDs = /* @__PURE__ */ factory(name38, dependencies39, (_ref)
   function _iterate(f, level, s, n, av, bv, inverse) {
     var cv = [];
     if (level === s.length - 1) {
-      for (var i2 = 0; i2 < n; i2++) {
-        cv[i2] = inverse ? f(bv, av[i2]) : f(av[i2], bv);
+      for (var i = 0; i < n; i++) {
+        cv[i] = inverse ? f(bv, av[i]) : f(av[i], bv);
       }
     } else {
       for (var j = 0; j < n; j++) {
@@ -11871,60 +12377,60 @@ var name39 = "ceil";
 var dependencies40 = ["typed", "config", "round", "matrix", "equalScalar", "zeros", "DenseMatrix"];
 var createCeilNumber = /* @__PURE__ */ factory(name39, ["typed", "config", "round"], (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    round: round3
+    typed: typed2,
+    config: config2,
+    round: round2
   } = _ref;
-  return typed3(name39, {
-    number: function number2(x) {
-      if (nearlyEqual(x, round3(x), config4.epsilon)) {
-        return round3(x);
+  return typed2(name39, {
+    number: function number(x) {
+      if (nearlyEqual(x, round2(x), config2.epsilon)) {
+        return round2(x);
       } else {
         return Math.ceil(x);
       }
     },
     "number, number": function numberNumber(x, n) {
-      if (nearlyEqual(x, round3(x, n), config4.epsilon)) {
-        return round3(x, n);
+      if (nearlyEqual(x, round2(x, n), config2.epsilon)) {
+        return round2(x, n);
       } else {
-        var [number2, exponent] = "".concat(x, "e").split("e");
-        var result = Math.ceil(Number("".concat(number2, "e").concat(Number(exponent) + n)));
-        [number2, exponent] = "".concat(result, "e").split("e");
-        return Number("".concat(number2, "e").concat(Number(exponent) - n));
+        var [number, exponent] = "".concat(x, "e").split("e");
+        var result = Math.ceil(Number("".concat(number, "e").concat(Number(exponent) + n)));
+        [number, exponent] = "".concat(result, "e").split("e");
+        return Number("".concat(number, "e").concat(Number(exponent) - n));
       }
     }
   });
 });
 var createCeil = /* @__PURE__ */ factory(name39, dependencies40, (_ref2) => {
   var {
-    typed: typed3,
-    config: config4,
-    round: round3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    zeros: zeros3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    config: config2,
+    round: round2,
+    matrix,
+    equalScalar,
+    zeros: zeros2,
+    DenseMatrix
   } = _ref2;
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo14xDs = createMatAlgo14xDs({
-    typed: typed3
+    typed: typed2
   });
   var ceilNumber = createCeilNumber({
-    typed: typed3,
-    config: config4,
-    round: round3
+    typed: typed2,
+    config: config2,
+    round: round2
   });
-  return typed3("ceil", {
+  return typed2("ceil", {
     number: ceilNumber.signatures.number,
     "number,number": ceilNumber.signatures["number,number"],
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.ceil();
     },
     "Complex, number": function ComplexNumber(x, n) {
@@ -11933,21 +12439,21 @@ var createCeil = /* @__PURE__ */ factory(name39, dependencies40, (_ref2) => {
     "Complex, BigNumber": function ComplexBigNumber(x, n) {
       return x.ceil(n.toNumber());
     },
-    BigNumber: function BigNumber2(x) {
-      if (nearlyEqual2(x, round3(x), config4.epsilon)) {
-        return round3(x);
+    BigNumber: function BigNumber(x) {
+      if (nearlyEqual2(x, round2(x), config2.epsilon)) {
+        return round2(x);
       } else {
         return x.ceil();
       }
     },
     "BigNumber, BigNumber": function BigNumberBigNumber(x, n) {
-      if (nearlyEqual2(x, round3(x, n), config4.epsilon)) {
-        return round3(x, n);
+      if (nearlyEqual2(x, round2(x, n), config2.epsilon)) {
+        return round2(x, n);
       } else {
         return x.toDecimalPlaces(n.toNumber(), decimal_default.ROUND_CEIL);
       }
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return x.ceil();
     },
     "Fraction, number": function FractionNumber(x, n) {
@@ -11956,24 +12462,24 @@ var createCeil = /* @__PURE__ */ factory(name39, dependencies40, (_ref2) => {
     "Fraction, BigNumber": function FractionBigNumber(x, n) {
       return x.ceil(n.toNumber());
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => {
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => {
       return deepMap(x, self2, true);
     }),
-    "Array, number | BigNumber": typed3.referToSelf((self2) => (x, n) => {
-      return deepMap(x, (i2) => self2(i2, n), true);
+    "Array, number | BigNumber": typed2.referToSelf((self2) => (x, n) => {
+      return deepMap(x, (i) => self2(i, n), true);
     }),
-    "SparseMatrix, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
+    "SparseMatrix, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
       return matAlgo11xS0s(x, y, self2, false);
     }),
-    "DenseMatrix, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
+    "DenseMatrix, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
       return matAlgo14xDs(x, y, self2, false);
     }),
-    "number | Complex | Fraction | BigNumber, Array": typed3.referToSelf((self2) => (x, y) => {
-      return matAlgo14xDs(matrix2(y), x, self2, true).valueOf();
+    "number | Complex | Fraction | BigNumber, Array": typed2.referToSelf((self2) => (x, y) => {
+      return matAlgo14xDs(matrix(y), x, self2, true).valueOf();
     }),
-    "number | Complex | Fraction | BigNumber, Matrix": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(x, 0))
-        return zeros3(y.size(), y.storage());
+    "number | Complex | Fraction | BigNumber, Matrix": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(x, 0))
+        return zeros2(y.size(), y.storage());
       if (y.storage() === "dense") {
         return matAlgo14xDs(y, x, self2, true);
       }
@@ -11987,20 +12493,20 @@ var name40 = "cube";
 var dependencies41 = ["typed"];
 var createCube = /* @__PURE__ */ factory(name40, dependencies41, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name40, {
+  return typed2(name40, {
     number: cubeNumber,
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.mul(x).mul(x);
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.times(x).times(x);
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return x.pow(3);
     },
-    Unit: function Unit2(x) {
+    Unit: function Unit(x) {
       return x.pow(3);
     }
   });
@@ -12011,14 +12517,14 @@ var name41 = "exp";
 var dependencies42 = ["typed"];
 var createExp = /* @__PURE__ */ factory(name41, dependencies42, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name41, {
+  return typed2(name41, {
     number: expNumber,
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.exp();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.exp();
     }
   });
@@ -12029,16 +12535,16 @@ var name42 = "expm1";
 var dependencies43 = ["typed", "Complex"];
 var createExpm1 = /* @__PURE__ */ factory(name42, dependencies43, (_ref) => {
   var {
-    typed: typed3,
+    typed: typed2,
     Complex: _Complex
   } = _ref;
-  return typed3(name42, {
+  return typed2(name42, {
     number: expm1Number,
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       var r = Math.exp(x.re);
       return new _Complex(r * Math.cos(x.im) - 1, r * Math.sin(x.im));
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.exp().minus(1);
     }
   });
@@ -12049,79 +12555,79 @@ var name43 = "fix";
 var dependencies44 = ["typed", "Complex", "matrix", "ceil", "floor", "equalScalar", "zeros", "DenseMatrix"];
 var createFixNumber = /* @__PURE__ */ factory(name43, ["typed", "ceil", "floor"], (_ref) => {
   var {
-    typed: typed3,
-    ceil: ceil3,
-    floor: floor3
+    typed: typed2,
+    ceil: ceil2,
+    floor: floor2
   } = _ref;
-  return typed3(name43, {
-    number: function number2(x) {
-      return x > 0 ? floor3(x) : ceil3(x);
+  return typed2(name43, {
+    number: function number(x) {
+      return x > 0 ? floor2(x) : ceil2(x);
     },
     "number, number": function numberNumber(x, n) {
-      return x > 0 ? floor3(x, n) : ceil3(x, n);
+      return x > 0 ? floor2(x, n) : ceil2(x, n);
     }
   });
 });
 var createFix = /* @__PURE__ */ factory(name43, dependencies44, (_ref2) => {
   var {
-    typed: typed3,
+    typed: typed2,
     Complex: _Complex,
-    matrix: matrix2,
-    ceil: ceil3,
-    floor: floor3,
-    equalScalar: equalScalar2,
-    zeros: zeros3,
-    DenseMatrix: DenseMatrix2
+    matrix,
+    ceil: ceil2,
+    floor: floor2,
+    equalScalar,
+    zeros: zeros2,
+    DenseMatrix
   } = _ref2;
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo14xDs = createMatAlgo14xDs({
-    typed: typed3
+    typed: typed2
   });
   var fixNumber = createFixNumber({
-    typed: typed3,
-    ceil: ceil3,
-    floor: floor3
+    typed: typed2,
+    ceil: ceil2,
+    floor: floor2
   });
-  return typed3("fix", {
+  return typed2("fix", {
     number: fixNumber.signatures.number,
     "number, number | BigNumber": fixNumber.signatures["number,number"],
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return new _Complex(x.re > 0 ? Math.floor(x.re) : Math.ceil(x.re), x.im > 0 ? Math.floor(x.im) : Math.ceil(x.im));
     },
     "Complex, number": function ComplexNumber(x, n) {
-      return new _Complex(x.re > 0 ? floor3(x.re, n) : ceil3(x.re, n), x.im > 0 ? floor3(x.im, n) : ceil3(x.im, n));
+      return new _Complex(x.re > 0 ? floor2(x.re, n) : ceil2(x.re, n), x.im > 0 ? floor2(x.im, n) : ceil2(x.im, n));
     },
     "Complex, BigNumber": function ComplexBigNumber(x, bn) {
       var n = bn.toNumber();
-      return new _Complex(x.re > 0 ? floor3(x.re, n) : ceil3(x.re, n), x.im > 0 ? floor3(x.im, n) : ceil3(x.im, n));
+      return new _Complex(x.re > 0 ? floor2(x.re, n) : ceil2(x.re, n), x.im > 0 ? floor2(x.im, n) : ceil2(x.im, n));
     },
-    BigNumber: function BigNumber2(x) {
-      return x.isNegative() ? ceil3(x) : floor3(x);
+    BigNumber: function BigNumber(x) {
+      return x.isNegative() ? ceil2(x) : floor2(x);
     },
     "BigNumber, number | BigNumber": function BigNumberNumberBigNumber(x, n) {
-      return x.isNegative() ? ceil3(x, n) : floor3(x, n);
+      return x.isNegative() ? ceil2(x, n) : floor2(x, n);
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return x.s < 0 ? x.ceil() : x.floor();
     },
     "Fraction, number | BigNumber": function FractionNumberBigNumber(x, n) {
-      return x.s < 0 ? ceil3(x, n) : floor3(x, n);
+      return x.s < 0 ? ceil2(x, n) : floor2(x, n);
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => {
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => {
       return deepMap(x, self2, true);
     }),
-    "Array | Matrix, number | BigNumber": typed3.referToSelf((self2) => (x, n) => {
-      return deepMap(x, (i2) => self2(i2, n), true);
+    "Array | Matrix, number | BigNumber": typed2.referToSelf((self2) => (x, n) => {
+      return deepMap(x, (i) => self2(i, n), true);
     }),
-    "number | Complex | Fraction | BigNumber, Array": typed3.referToSelf((self2) => (x, y) => {
-      return matAlgo14xDs(matrix2(y), x, self2, true).valueOf();
+    "number | Complex | Fraction | BigNumber, Array": typed2.referToSelf((self2) => (x, y) => {
+      return matAlgo14xDs(matrix(y), x, self2, true).valueOf();
     }),
-    "number | Complex | Fraction | BigNumber, Matrix": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(x, 0))
-        return zeros3(y.size(), y.storage());
+    "number | Complex | Fraction | BigNumber, Matrix": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(x, 0))
+        return zeros2(y.size(), y.storage());
       if (y.storage() === "dense") {
         return matAlgo14xDs(y, x, self2, true);
       }
@@ -12135,60 +12641,60 @@ var name44 = "floor";
 var dependencies45 = ["typed", "config", "round", "matrix", "equalScalar", "zeros", "DenseMatrix"];
 var createFloorNumber = /* @__PURE__ */ factory(name44, ["typed", "config", "round"], (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    round: round3
+    typed: typed2,
+    config: config2,
+    round: round2
   } = _ref;
-  return typed3(name44, {
-    number: function number2(x) {
-      if (nearlyEqual(x, round3(x), config4.epsilon)) {
-        return round3(x);
+  return typed2(name44, {
+    number: function number(x) {
+      if (nearlyEqual(x, round2(x), config2.epsilon)) {
+        return round2(x);
       } else {
         return Math.floor(x);
       }
     },
     "number, number": function numberNumber(x, n) {
-      if (nearlyEqual(x, round3(x, n), config4.epsilon)) {
-        return round3(x, n);
+      if (nearlyEqual(x, round2(x, n), config2.epsilon)) {
+        return round2(x, n);
       } else {
-        var [number2, exponent] = "".concat(x, "e").split("e");
-        var result = Math.floor(Number("".concat(number2, "e").concat(Number(exponent) + n)));
-        [number2, exponent] = "".concat(result, "e").split("e");
-        return Number("".concat(number2, "e").concat(Number(exponent) - n));
+        var [number, exponent] = "".concat(x, "e").split("e");
+        var result = Math.floor(Number("".concat(number, "e").concat(Number(exponent) + n)));
+        [number, exponent] = "".concat(result, "e").split("e");
+        return Number("".concat(number, "e").concat(Number(exponent) - n));
       }
     }
   });
 });
 var createFloor = /* @__PURE__ */ factory(name44, dependencies45, (_ref2) => {
   var {
-    typed: typed3,
-    config: config4,
-    round: round3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    zeros: zeros3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    config: config2,
+    round: round2,
+    matrix,
+    equalScalar,
+    zeros: zeros2,
+    DenseMatrix
   } = _ref2;
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo14xDs = createMatAlgo14xDs({
-    typed: typed3
+    typed: typed2
   });
   var floorNumber = createFloorNumber({
-    typed: typed3,
-    config: config4,
-    round: round3
+    typed: typed2,
+    config: config2,
+    round: round2
   });
-  return typed3("floor", {
+  return typed2("floor", {
     number: floorNumber.signatures.number,
     "number,number": floorNumber.signatures["number,number"],
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.floor();
     },
     "Complex, number": function ComplexNumber(x, n) {
@@ -12197,21 +12703,21 @@ var createFloor = /* @__PURE__ */ factory(name44, dependencies45, (_ref2) => {
     "Complex, BigNumber": function ComplexBigNumber(x, n) {
       return x.floor(n.toNumber());
     },
-    BigNumber: function BigNumber2(x) {
-      if (nearlyEqual2(x, round3(x), config4.epsilon)) {
-        return round3(x);
+    BigNumber: function BigNumber(x) {
+      if (nearlyEqual2(x, round2(x), config2.epsilon)) {
+        return round2(x);
       } else {
         return x.floor();
       }
     },
     "BigNumber, BigNumber": function BigNumberBigNumber(x, n) {
-      if (nearlyEqual2(x, round3(x, n), config4.epsilon)) {
-        return round3(x, n);
+      if (nearlyEqual2(x, round2(x, n), config2.epsilon)) {
+        return round2(x, n);
       } else {
         return x.toDecimalPlaces(n.toNumber(), decimal_default.ROUND_FLOOR);
       }
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return x.floor();
     },
     "Fraction, number": function FractionNumber(x, n) {
@@ -12220,24 +12726,24 @@ var createFloor = /* @__PURE__ */ factory(name44, dependencies45, (_ref2) => {
     "Fraction, BigNumber": function FractionBigNumber(x, n) {
       return x.floor(n.toNumber());
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => {
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => {
       return deepMap(x, self2, true);
     }),
-    "Array, number | BigNumber": typed3.referToSelf((self2) => (x, n) => {
-      return deepMap(x, (i2) => self2(i2, n), true);
+    "Array, number | BigNumber": typed2.referToSelf((self2) => (x, n) => {
+      return deepMap(x, (i) => self2(i, n), true);
     }),
-    "SparseMatrix, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
+    "SparseMatrix, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
       return matAlgo11xS0s(x, y, self2, false);
     }),
-    "DenseMatrix, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
+    "DenseMatrix, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
       return matAlgo14xDs(x, y, self2, false);
     }),
-    "number | Complex | Fraction | BigNumber, Array": typed3.referToSelf((self2) => (x, y) => {
-      return matAlgo14xDs(matrix2(y), x, self2, true).valueOf();
+    "number | Complex | Fraction | BigNumber, Array": typed2.referToSelf((self2) => (x, y) => {
+      return matAlgo14xDs(matrix(y), x, self2, true).valueOf();
     }),
-    "number | Complex | Fraction | BigNumber, Matrix": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(x, 0))
-        return zeros3(y.size(), y.storage());
+    "number | Complex | Fraction | BigNumber, Matrix": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(x, 0))
+        return zeros2(y.size(), y.storage());
       if (y.storage() === "dense") {
         return matAlgo14xDs(y, x, self2, true);
       }
@@ -12251,8 +12757,8 @@ var name45 = "matAlgo02xDS0";
 var dependencies46 = ["typed", "equalScalar"];
 var createMatAlgo02xDS0 = /* @__PURE__ */ factory(name45, dependencies46, (_ref) => {
   var {
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   } = _ref;
   return function matAlgo02xDS0(denseMatrix, sparseMatrix, callback, inverse) {
     var adata = denseMatrix._data;
@@ -12275,14 +12781,14 @@ var createMatAlgo02xDS0 = /* @__PURE__ */ factory(name45, dependencies46, (_ref)
     var rows = asize[0];
     var columns = asize[1];
     var dt;
-    var eq = equalScalar2;
+    var eq = equalScalar;
     var zero = 0;
     var cf = callback;
     if (typeof adt === "string" && adt === bdt) {
       dt = adt;
-      eq = typed3.find(equalScalar2, [dt, dt]);
-      zero = typed3.convert(0, dt);
-      cf = typed3.find(callback, [dt, dt]);
+      eq = typed2.find(equalScalar, [dt, dt]);
+      zero = typed2.convert(0, dt);
+      cf = typed2.find(callback, [dt, dt]);
     }
     var cvalues = [];
     var cindex = [];
@@ -12290,10 +12796,10 @@ var createMatAlgo02xDS0 = /* @__PURE__ */ factory(name45, dependencies46, (_ref)
     for (var j = 0; j < columns; j++) {
       cptr[j] = cindex.length;
       for (var k0 = bptr[j], k1 = bptr[j + 1], k = k0; k < k1; k++) {
-        var i2 = bindex[k];
-        var cij = inverse ? cf(bvalues[k], adata[i2][j]) : cf(adata[i2][j], bvalues[k]);
+        var i = bindex[k];
+        var cij = inverse ? cf(bvalues[k], adata[i][j]) : cf(adata[i][j], bvalues[k]);
         if (!eq(cij, zero)) {
-          cindex.push(i2);
+          cindex.push(i);
           cvalues.push(cij);
         }
       }
@@ -12314,7 +12820,7 @@ var name46 = "matAlgo03xDSf";
 var dependencies47 = ["typed"];
 var createMatAlgo03xDSf = /* @__PURE__ */ factory(name46, dependencies47, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
   return function matAlgo03xDSf(denseMatrix, sparseMatrix, callback, inverse) {
     var adata = denseMatrix._data;
@@ -12341,8 +12847,8 @@ var createMatAlgo03xDSf = /* @__PURE__ */ factory(name46, dependencies47, (_ref)
     var cf = callback;
     if (typeof adt === "string" && adt === bdt) {
       dt = adt;
-      zero = typed3.convert(0, dt);
-      cf = typed3.find(callback, [dt, dt]);
+      zero = typed2.convert(0, dt);
+      cf = typed2.find(callback, [dt, dt]);
     }
     var cdata = [];
     for (var z = 0; z < rows; z++) {
@@ -12353,9 +12859,9 @@ var createMatAlgo03xDSf = /* @__PURE__ */ factory(name46, dependencies47, (_ref)
     for (var j = 0; j < columns; j++) {
       var mark = j + 1;
       for (var k0 = bptr[j], k1 = bptr[j + 1], k = k0; k < k1; k++) {
-        var i2 = bindex[k];
-        x[i2] = inverse ? cf(bvalues[k], adata[i2][j]) : cf(adata[i2][j], bvalues[k]);
-        w[i2] = mark;
+        var i = bindex[k];
+        x[i] = inverse ? cf(bvalues[k], adata[i][j]) : cf(adata[i][j], bvalues[k]);
+        w[i] = mark;
       }
       for (var y = 0; y < rows; y++) {
         if (w[y] === mark) {
@@ -12378,8 +12884,8 @@ var name47 = "matAlgo05xSfSf";
 var dependencies48 = ["typed", "equalScalar"];
 var createMatAlgo05xSfSf = /* @__PURE__ */ factory(name47, dependencies48, (_ref) => {
   var {
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   } = _ref;
   return function matAlgo05xSfSf(a, b, callback) {
     var avalues = a._values;
@@ -12401,14 +12907,14 @@ var createMatAlgo05xSfSf = /* @__PURE__ */ factory(name47, dependencies48, (_ref
     var rows = asize[0];
     var columns = asize[1];
     var dt;
-    var eq = equalScalar2;
+    var eq = equalScalar;
     var zero = 0;
     var cf = callback;
     if (typeof adt === "string" && adt === bdt) {
       dt = adt;
-      eq = typed3.find(equalScalar2, [dt, dt]);
-      zero = typed3.convert(0, dt);
-      cf = typed3.find(callback, [dt, dt]);
+      eq = typed2.find(equalScalar, [dt, dt]);
+      zero = typed2.convert(0, dt);
+      cf = typed2.find(callback, [dt, dt]);
     }
     var cvalues = avalues && bvalues ? [] : void 0;
     var cindex = [];
@@ -12417,37 +12923,37 @@ var createMatAlgo05xSfSf = /* @__PURE__ */ factory(name47, dependencies48, (_ref
     var xb = cvalues ? [] : void 0;
     var wa = [];
     var wb = [];
-    var i2, j, k, k1;
+    var i, j, k, k1;
     for (j = 0; j < columns; j++) {
       cptr[j] = cindex.length;
       var mark = j + 1;
       for (k = aptr[j], k1 = aptr[j + 1]; k < k1; k++) {
-        i2 = aindex[k];
-        cindex.push(i2);
-        wa[i2] = mark;
+        i = aindex[k];
+        cindex.push(i);
+        wa[i] = mark;
         if (xa) {
-          xa[i2] = avalues[k];
+          xa[i] = avalues[k];
         }
       }
       for (k = bptr[j], k1 = bptr[j + 1]; k < k1; k++) {
-        i2 = bindex[k];
-        if (wa[i2] !== mark) {
-          cindex.push(i2);
+        i = bindex[k];
+        if (wa[i] !== mark) {
+          cindex.push(i);
         }
-        wb[i2] = mark;
+        wb[i] = mark;
         if (xb) {
-          xb[i2] = bvalues[k];
+          xb[i] = bvalues[k];
         }
       }
       if (cvalues) {
         k = cptr[j];
         while (k < cindex.length) {
-          i2 = cindex[k];
-          var wai = wa[i2];
-          var wbi = wb[i2];
+          i = cindex[k];
+          var wai = wa[i];
+          var wbi = wb[i];
           if (wai === mark || wbi === mark) {
-            var va = wai === mark ? xa[i2] : zero;
-            var vb = wbi === mark ? xb[i2] : zero;
+            var va = wai === mark ? xa[i] : zero;
+            var vb = wbi === mark ? xb[i] : zero;
             var vc = cf(va, vb);
             if (!eq(vc, zero)) {
               cvalues.push(vc);
@@ -12475,7 +12981,7 @@ var name48 = "matAlgo13xDD";
 var dependencies49 = ["typed"];
 var createMatAlgo13xDD = /* @__PURE__ */ factory(name48, dependencies49, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
   return function matAlgo13xDD(a, b, callback) {
     var adata = a._data;
@@ -12498,7 +13004,7 @@ var createMatAlgo13xDD = /* @__PURE__ */ factory(name48, dependencies49, (_ref)
     var cf = callback;
     if (typeof adt === "string" && adt === bdt) {
       dt = adt;
-      cf = typed3.find(callback, [dt, dt]);
+      cf = typed2.find(callback, [dt, dt]);
     }
     var cdata = csize.length > 0 ? _iterate(cf, 0, csize, csize[0], adata, bdata) : [];
     return a.createDenseMatrix({
@@ -12510,8 +13016,8 @@ var createMatAlgo13xDD = /* @__PURE__ */ factory(name48, dependencies49, (_ref)
   function _iterate(f, level, s, n, av, bv) {
     var cv = [];
     if (level === s.length - 1) {
-      for (var i2 = 0; i2 < n; i2++) {
-        cv[i2] = f(av[i2], bv[i2]);
+      for (var i = 0; i < n; i++) {
+        cv[i] = f(av[i], bv[i]);
       }
     } else {
       for (var j = 0; j < n; j++) {
@@ -12527,12 +13033,12 @@ var name49 = "broadcast";
 var dependancies = ["concat"];
 var createBroadcast = /* @__PURE__ */ factory(name49, dependancies, (_ref) => {
   var {
-    concat: concat3
+    concat: concat2
   } = _ref;
   return function(A, B) {
     var N = Math.max(A._size.length, B._size.length);
     if (A._size.length === B._size.length) {
-      if (A._size.every((dim2, i2) => dim2 === B._size[i2])) {
+      if (A._size.every((dim2, i) => dim2 === B._size[i])) {
         return [A, B];
       }
     }
@@ -12565,7 +13071,7 @@ var createBroadcast = /* @__PURE__ */ factory(name49, dependancies, (_ref) => {
     return [...Array(N - shape.length).fill(filler), ...shape];
   }
   function _stretch(arrayToStretch, sizeToStretch, dimToStretch) {
-    return concat3(...Array(sizeToStretch).fill(arrayToStretch), dimToStretch);
+    return concat2(...Array(sizeToStretch).fill(arrayToStretch), dimToStretch);
   }
 });
 
@@ -12574,18 +13080,18 @@ var name50 = "matrixAlgorithmSuite";
 var dependencies50 = ["typed", "matrix", "concat"];
 var createMatrixAlgorithmSuite = /* @__PURE__ */ factory(name50, dependencies50, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   } = _ref;
   var matAlgo13xDD = createMatAlgo13xDD({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo14xDs = createMatAlgo14xDs({
-    typed: typed3
+    typed: typed2
   });
   var broadcast = createBroadcast({
-    concat: concat3
+    concat: concat2
   });
   return function matrixAlgorithmSuite(options) {
     var elop = options.elop;
@@ -12594,55 +13100,55 @@ var createMatrixAlgorithmSuite = /* @__PURE__ */ factory(name50, dependencies50,
     if (elop) {
       matrixSignatures = {
         "DenseMatrix, DenseMatrix": (x, y) => matAlgo13xDD(...broadcast(x, y), elop),
-        "Array, Array": (x, y) => matAlgo13xDD(...broadcast(matrix2(x), matrix2(y)), elop).valueOf(),
-        "Array, DenseMatrix": (x, y) => matAlgo13xDD(...broadcast(matrix2(x), y), elop),
-        "DenseMatrix, Array": (x, y) => matAlgo13xDD(...broadcast(x, matrix2(y)), elop)
+        "Array, Array": (x, y) => matAlgo13xDD(...broadcast(matrix(x), matrix(y)), elop).valueOf(),
+        "Array, DenseMatrix": (x, y) => matAlgo13xDD(...broadcast(matrix(x), y), elop),
+        "DenseMatrix, Array": (x, y) => matAlgo13xDD(...broadcast(x, matrix(y)), elop)
       };
       if (options.SS) {
         matrixSignatures["SparseMatrix, SparseMatrix"] = (x, y) => options.SS(...broadcast(x, y), elop, false);
       }
       if (options.DS) {
         matrixSignatures["DenseMatrix, SparseMatrix"] = (x, y) => options.DS(...broadcast(x, y), elop, false);
-        matrixSignatures["Array, SparseMatrix"] = (x, y) => options.DS(...broadcast(matrix2(x), y), elop, false);
+        matrixSignatures["Array, SparseMatrix"] = (x, y) => options.DS(...broadcast(matrix(x), y), elop, false);
       }
       if (SD) {
         matrixSignatures["SparseMatrix, DenseMatrix"] = (x, y) => SD(...broadcast(y, x), elop, true);
-        matrixSignatures["SparseMatrix, Array"] = (x, y) => SD(...broadcast(matrix2(y), x), elop, true);
+        matrixSignatures["SparseMatrix, Array"] = (x, y) => SD(...broadcast(matrix(y), x), elop, true);
       }
     } else {
       matrixSignatures = {
-        "DenseMatrix, DenseMatrix": typed3.referToSelf((self2) => (x, y) => {
+        "DenseMatrix, DenseMatrix": typed2.referToSelf((self2) => (x, y) => {
           return matAlgo13xDD(...broadcast(x, y), self2);
         }),
-        "Array, Array": typed3.referToSelf((self2) => (x, y) => {
-          return matAlgo13xDD(...broadcast(matrix2(x), matrix2(y)), self2).valueOf();
+        "Array, Array": typed2.referToSelf((self2) => (x, y) => {
+          return matAlgo13xDD(...broadcast(matrix(x), matrix(y)), self2).valueOf();
         }),
-        "Array, DenseMatrix": typed3.referToSelf((self2) => (x, y) => {
-          return matAlgo13xDD(...broadcast(matrix2(x), y), self2);
+        "Array, DenseMatrix": typed2.referToSelf((self2) => (x, y) => {
+          return matAlgo13xDD(...broadcast(matrix(x), y), self2);
         }),
-        "DenseMatrix, Array": typed3.referToSelf((self2) => (x, y) => {
-          return matAlgo13xDD(...broadcast(x, matrix2(y)), self2);
+        "DenseMatrix, Array": typed2.referToSelf((self2) => (x, y) => {
+          return matAlgo13xDD(...broadcast(x, matrix(y)), self2);
         })
       };
       if (options.SS) {
-        matrixSignatures["SparseMatrix, SparseMatrix"] = typed3.referToSelf((self2) => (x, y) => {
+        matrixSignatures["SparseMatrix, SparseMatrix"] = typed2.referToSelf((self2) => (x, y) => {
           return options.SS(...broadcast(x, y), self2, false);
         });
       }
       if (options.DS) {
-        matrixSignatures["DenseMatrix, SparseMatrix"] = typed3.referToSelf((self2) => (x, y) => {
+        matrixSignatures["DenseMatrix, SparseMatrix"] = typed2.referToSelf((self2) => (x, y) => {
           return options.DS(...broadcast(x, y), self2, false);
         });
-        matrixSignatures["Array, SparseMatrix"] = typed3.referToSelf((self2) => (x, y) => {
-          return options.DS(...broadcast(matrix2(x), y), self2, false);
+        matrixSignatures["Array, SparseMatrix"] = typed2.referToSelf((self2) => (x, y) => {
+          return options.DS(...broadcast(matrix(x), y), self2, false);
         });
       }
       if (SD) {
-        matrixSignatures["SparseMatrix, DenseMatrix"] = typed3.referToSelf((self2) => (x, y) => {
+        matrixSignatures["SparseMatrix, DenseMatrix"] = typed2.referToSelf((self2) => (x, y) => {
           return SD(...broadcast(y, x), self2, true);
         });
-        matrixSignatures["SparseMatrix, Array"] = typed3.referToSelf((self2) => (x, y) => {
-          return SD(...broadcast(matrix2(y), x), self2, true);
+        matrixSignatures["SparseMatrix, Array"] = typed2.referToSelf((self2) => (x, y) => {
+          return SD(...broadcast(matrix(y), x), self2, true);
         });
       }
     }
@@ -12652,20 +13158,20 @@ var createMatrixAlgorithmSuite = /* @__PURE__ */ factory(name50, dependencies50,
       if (elop) {
         matrixSignatures["DenseMatrix," + scalar] = (x, y) => matAlgo14xDs(x, y, elop, false);
         matrixSignatures[scalar + ", DenseMatrix"] = (x, y) => matAlgo14xDs(y, x, elop, true);
-        matrixSignatures["Array," + scalar] = (x, y) => matAlgo14xDs(matrix2(x), y, elop, false).valueOf();
-        matrixSignatures[scalar + ", Array"] = (x, y) => matAlgo14xDs(matrix2(y), x, elop, true).valueOf();
+        matrixSignatures["Array," + scalar] = (x, y) => matAlgo14xDs(matrix(x), y, elop, false).valueOf();
+        matrixSignatures[scalar + ", Array"] = (x, y) => matAlgo14xDs(matrix(y), x, elop, true).valueOf();
       } else {
-        matrixSignatures["DenseMatrix," + scalar] = typed3.referToSelf((self2) => (x, y) => {
+        matrixSignatures["DenseMatrix," + scalar] = typed2.referToSelf((self2) => (x, y) => {
           return matAlgo14xDs(x, y, self2, false);
         });
-        matrixSignatures[scalar + ", DenseMatrix"] = typed3.referToSelf((self2) => (x, y) => {
+        matrixSignatures[scalar + ", DenseMatrix"] = typed2.referToSelf((self2) => (x, y) => {
           return matAlgo14xDs(y, x, self2, true);
         });
-        matrixSignatures["Array," + scalar] = typed3.referToSelf((self2) => (x, y) => {
-          return matAlgo14xDs(matrix2(x), y, self2, false).valueOf();
+        matrixSignatures["Array," + scalar] = typed2.referToSelf((self2) => (x, y) => {
+          return matAlgo14xDs(matrix(x), y, self2, false).valueOf();
         });
-        matrixSignatures[scalar + ", Array"] = typed3.referToSelf((self2) => (x, y) => {
-          return matAlgo14xDs(matrix2(y), x, self2, true).valueOf();
+        matrixSignatures[scalar + ", Array"] = typed2.referToSelf((self2) => (x, y) => {
+          return matAlgo14xDs(matrix(y), x, self2, true).valueOf();
         });
       }
     }
@@ -12679,12 +13185,12 @@ var createMatrixAlgorithmSuite = /* @__PURE__ */ factory(name50, dependencies50,
       }
     } else {
       if (options.Ss) {
-        matrixSignatures["SparseMatrix," + scalar] = typed3.referToSelf((self2) => (x, y) => {
+        matrixSignatures["SparseMatrix," + scalar] = typed2.referToSelf((self2) => (x, y) => {
           return options.Ss(x, y, self2, false);
         });
       }
       if (sS) {
-        matrixSignatures[scalar + ", SparseMatrix"] = typed3.referToSelf((self2) => (x, y) => {
+        matrixSignatures[scalar + ", SparseMatrix"] = typed2.referToSelf((self2) => (x, y) => {
           return sS(y, x, self2, true);
         });
       }
@@ -12701,49 +13207,49 @@ var name51 = "mod";
 var dependencies51 = ["typed", "config", "round", "matrix", "equalScalar", "zeros", "DenseMatrix", "concat"];
 var createMod = /* @__PURE__ */ factory(name51, dependencies51, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    round: round3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    zeros: zeros3,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    config: config2,
+    round: round2,
+    matrix,
+    equalScalar,
+    zeros: zeros2,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
-  var floor3 = createFloor({
-    typed: typed3,
-    config: config4,
-    round: round3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    zeros: zeros3,
-    DenseMatrix: DenseMatrix2
+  var floor2 = createFloor({
+    typed: typed2,
+    config: config2,
+    round: round2,
+    matrix,
+    equalScalar,
+    zeros: zeros2,
+    DenseMatrix
   });
   var matAlgo02xDS0 = createMatAlgo02xDS0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo05xSfSf = createMatAlgo05xSfSf({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name51, {
+  return typed2(name51, {
     "number, number": _modNumber,
     "BigNumber, BigNumber": function BigNumberBigNumber(x, y) {
       if (y.isNeg()) {
@@ -12765,7 +13271,7 @@ var createMod = /* @__PURE__ */ factory(name51, dependencies51, (_ref) => {
     sS: matAlgo12xSfs
   }));
   function _modNumber(x, y) {
-    return y === 0 ? x : x - y * floor3(x / y);
+    return y === 0 ? x : x - y * floor2(x / y);
   }
 });
 
@@ -12774,7 +13280,7 @@ var name52 = "matAlgo01xDSid";
 var dependencies52 = ["typed"];
 var createMatAlgo01xDSid = /* @__PURE__ */ factory(name52, dependencies52, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
   return function algorithm1(denseMatrix, sparseMatrix, callback, inverse) {
     var adata = denseMatrix._data;
@@ -12797,26 +13303,26 @@ var createMatAlgo01xDSid = /* @__PURE__ */ factory(name52, dependencies52, (_ref
     var rows = asize[0];
     var columns = asize[1];
     var dt = typeof adt === "string" && adt === bdt ? adt : void 0;
-    var cf = dt ? typed3.find(callback, [dt, dt]) : callback;
-    var i2, j;
+    var cf = dt ? typed2.find(callback, [dt, dt]) : callback;
+    var i, j;
     var cdata = [];
-    for (i2 = 0; i2 < rows; i2++) {
-      cdata[i2] = [];
+    for (i = 0; i < rows; i++) {
+      cdata[i] = [];
     }
     var x = [];
     var w = [];
     for (j = 0; j < columns; j++) {
       var mark = j + 1;
       for (var k0 = bptr[j], k1 = bptr[j + 1], k = k0; k < k1; k++) {
-        i2 = bindex[k];
-        x[i2] = inverse ? cf(bvalues[k], adata[i2][j]) : cf(adata[i2][j], bvalues[k]);
-        w[i2] = mark;
+        i = bindex[k];
+        x[i] = inverse ? cf(bvalues[k], adata[i][j]) : cf(adata[i][j], bvalues[k]);
+        w[i] = mark;
       }
-      for (i2 = 0; i2 < rows; i2++) {
-        if (w[i2] === mark) {
-          cdata[i2][j] = x[i2];
+      for (i = 0; i < rows; i++) {
+        if (w[i] === mark) {
+          cdata[i][j] = x[i];
         } else {
-          cdata[i2][j] = adata[i2][j];
+          cdata[i][j] = adata[i][j];
         }
       }
     }
@@ -12833,8 +13339,8 @@ var name53 = "matAlgo04xSidSid";
 var dependencies53 = ["typed", "equalScalar"];
 var createMatAlgo04xSidSid = /* @__PURE__ */ factory(name53, dependencies53, (_ref) => {
   var {
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   } = _ref;
   return function matAlgo04xSidSid(a, b, callback) {
     var avalues = a._values;
@@ -12856,14 +13362,14 @@ var createMatAlgo04xSidSid = /* @__PURE__ */ factory(name53, dependencies53, (_r
     var rows = asize[0];
     var columns = asize[1];
     var dt;
-    var eq = equalScalar2;
+    var eq = equalScalar;
     var zero = 0;
     var cf = callback;
     if (typeof adt === "string" && adt === bdt) {
       dt = adt;
-      eq = typed3.find(equalScalar2, [dt, dt]);
-      zero = typed3.convert(0, dt);
-      cf = typed3.find(callback, [dt, dt]);
+      eq = typed2.find(equalScalar, [dt, dt]);
+      zero = typed2.convert(0, dt);
+      cf = typed2.find(callback, [dt, dt]);
     }
     var cvalues = avalues && bvalues ? [] : void 0;
     var cindex = [];
@@ -12872,46 +13378,46 @@ var createMatAlgo04xSidSid = /* @__PURE__ */ factory(name53, dependencies53, (_r
     var xb = avalues && bvalues ? [] : void 0;
     var wa = [];
     var wb = [];
-    var i2, j, k, k0, k1;
+    var i, j, k, k0, k1;
     for (j = 0; j < columns; j++) {
       cptr[j] = cindex.length;
       var mark = j + 1;
       for (k0 = aptr[j], k1 = aptr[j + 1], k = k0; k < k1; k++) {
-        i2 = aindex[k];
-        cindex.push(i2);
-        wa[i2] = mark;
+        i = aindex[k];
+        cindex.push(i);
+        wa[i] = mark;
         if (xa) {
-          xa[i2] = avalues[k];
+          xa[i] = avalues[k];
         }
       }
       for (k0 = bptr[j], k1 = bptr[j + 1], k = k0; k < k1; k++) {
-        i2 = bindex[k];
-        if (wa[i2] === mark) {
+        i = bindex[k];
+        if (wa[i] === mark) {
           if (xa) {
-            var v = cf(xa[i2], bvalues[k]);
+            var v = cf(xa[i], bvalues[k]);
             if (!eq(v, zero)) {
-              xa[i2] = v;
+              xa[i] = v;
             } else {
-              wa[i2] = null;
+              wa[i] = null;
             }
           }
         } else {
-          cindex.push(i2);
-          wb[i2] = mark;
+          cindex.push(i);
+          wb[i] = mark;
           if (xb) {
-            xb[i2] = bvalues[k];
+            xb[i] = bvalues[k];
           }
         }
       }
       if (xa && xb) {
         k = cptr[j];
         while (k < cindex.length) {
-          i2 = cindex[k];
-          if (wa[i2] === mark) {
-            cvalues[k] = xa[i2];
+          i = cindex[k];
+          if (wa[i] === mark) {
+            cvalues[k] = xa[i];
             k++;
-          } else if (wb[i2] === mark) {
-            cvalues[k] = xb[i2];
+          } else if (wb[i] === mark) {
+            cvalues[k] = xb[i];
             k++;
           } else {
             cindex.splice(k, 1);
@@ -12935,8 +13441,8 @@ var name54 = "matAlgo10xSids";
 var dependencies54 = ["typed", "DenseMatrix"];
 var createMatAlgo10xSids = /* @__PURE__ */ factory(name54, dependencies54, (_ref) => {
   var {
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   } = _ref;
   return function matAlgo10xSids(s, b, callback, inverse) {
     var avalues = s._values;
@@ -12953,8 +13459,8 @@ var createMatAlgo10xSids = /* @__PURE__ */ factory(name54, dependencies54, (_ref
     var cf = callback;
     if (typeof adt === "string") {
       dt = adt;
-      b = typed3.convert(b, dt);
-      cf = typed3.find(callback, [dt, dt]);
+      b = typed2.convert(b, dt);
+      cf = typed2.find(callback, [dt, dt]);
     }
     var cdata = [];
     var x = [];
@@ -12966,18 +13472,18 @@ var createMatAlgo10xSids = /* @__PURE__ */ factory(name54, dependencies54, (_ref
         x[r] = avalues[k];
         w[r] = mark;
       }
-      for (var i2 = 0; i2 < rows; i2++) {
+      for (var i = 0; i < rows; i++) {
         if (j === 0) {
-          cdata[i2] = [];
+          cdata[i] = [];
         }
-        if (w[i2] === mark) {
-          cdata[i2][j] = inverse ? cf(b, x[i2]) : cf(x[i2], b);
+        if (w[i] === mark) {
+          cdata[i][j] = inverse ? cf(b, x[i]) : cf(x[i], b);
         } else {
-          cdata[i2][j] = b;
+          cdata[i][j] = b;
         }
       }
     }
-    return new DenseMatrix2({
+    return new DenseMatrix({
       data: cdata,
       size: [rows, columns],
       datatype: dt
@@ -12986,15 +13492,15 @@ var createMatAlgo10xSids = /* @__PURE__ */ factory(name54, dependencies54, (_ref
 });
 
 // node_modules/mathjs/lib/esm/error/ArgumentsError.js
-function ArgumentsError(fn, count2, min3, max3) {
+function ArgumentsError(fn, count, min2, max2) {
   if (!(this instanceof ArgumentsError)) {
     throw new SyntaxError("Constructor must be called with the new operator");
   }
   this.fn = fn;
-  this.count = count2;
-  this.min = min3;
-  this.max = max3;
-  this.message = "Wrong number of arguments in function " + fn + " (" + count2 + " provided, " + min3 + (max3 !== void 0 && max3 !== null ? "-" + max3 : "") + " expected)";
+  this.count = count;
+  this.min = min2;
+  this.max = max2;
+  this.message = "Wrong number of arguments in function " + fn + " (" + count + " provided, " + min2 + (max2 !== void 0 && max2 !== null ? "-" + max2 : "") + " expected)";
   this.stack = new Error().stack;
 }
 ArgumentsError.prototype = new Error();
@@ -13012,43 +13518,43 @@ function is1d(array) {
 }
 var createGcd = /* @__PURE__ */ factory(name55, dependencies55, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    config: config4,
-    round: round3,
-    equalScalar: equalScalar2,
-    zeros: zeros3,
-    BigNumber: BigNumber2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    config: config2,
+    round: round2,
+    equalScalar,
+    zeros: zeros2,
+    BigNumber,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
-  var mod3 = createMod({
-    typed: typed3,
-    config: config4,
-    round: round3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    zeros: zeros3,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+  var mod2 = createMod({
+    typed: typed2,
+    config: config2,
+    round: round2,
+    matrix,
+    equalScalar,
+    zeros: zeros2,
+    DenseMatrix,
+    concat: concat2
   });
   var matAlgo01xDSid = createMatAlgo01xDSid({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo04xSidSid = createMatAlgo04xSidSid({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo10xSids = createMatAlgo10xSids({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name55, {
+  return typed2(name55, {
     "number, number": _gcdNumber,
     "BigNumber, BigNumber": _gcdBigNumber,
     "Fraction, Fraction": (x, y) => x.gcd(y)
@@ -13057,14 +13563,14 @@ var createGcd = /* @__PURE__ */ factory(name55, dependencies55, (_ref) => {
     DS: matAlgo01xDSid,
     Ss: matAlgo10xSids
   }), {
-    [gcdManyTypesSignature]: typed3.referToSelf((self2) => (a, b, args) => {
+    [gcdManyTypesSignature]: typed2.referToSelf((self2) => (a, b, args) => {
       var res = self2(a, b);
-      for (var i2 = 0; i2 < args.length; i2++) {
-        res = self2(res, args[i2]);
+      for (var i = 0; i < args.length; i++) {
+        res = self2(res, args[i]);
       }
       return res;
     }),
-    Array: typed3.referToSelf((self2) => (array) => {
+    Array: typed2.referToSelf((self2) => (array) => {
       if (array.length === 1 && Array.isArray(array[0]) && is1d(array[0])) {
         return self2(...array[0]);
       }
@@ -13073,8 +13579,8 @@ var createGcd = /* @__PURE__ */ factory(name55, dependencies55, (_ref) => {
       }
       throw new ArgumentsError("gcd() supports only 1d matrices!");
     }),
-    Matrix: typed3.referToSelf((self2) => (matrix3) => {
-      return self2(matrix3.toArray());
+    Matrix: typed2.referToSelf((self2) => (matrix2) => {
+      return self2(matrix2.toArray());
     })
   });
   function _gcdNumber(a, b) {
@@ -13083,7 +13589,7 @@ var createGcd = /* @__PURE__ */ factory(name55, dependencies55, (_ref) => {
     }
     var r;
     while (b !== 0) {
-      r = mod3(a, b);
+      r = mod2(a, b);
       a = b;
       b = r;
     }
@@ -13093,9 +13599,9 @@ var createGcd = /* @__PURE__ */ factory(name55, dependencies55, (_ref) => {
     if (!a.isInt() || !b.isInt()) {
       throw new Error("Parameters in function gcd must be integer numbers");
     }
-    var zero = new BigNumber2(0);
+    var zero = new BigNumber(0);
     while (!b.isZero()) {
-      var r = mod3(a, b);
+      var r = mod2(a, b);
       a = b;
       b = r;
     }
@@ -13108,8 +13614,8 @@ var name56 = "matAlgo06xS0S0";
 var dependencies56 = ["typed", "equalScalar"];
 var createMatAlgo06xS0S0 = /* @__PURE__ */ factory(name56, dependencies56, (_ref) => {
   var {
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   } = _ref;
   return function matAlgo06xS0S0(a, b, callback) {
     var avalues = a._values;
@@ -13127,14 +13633,14 @@ var createMatAlgo06xS0S0 = /* @__PURE__ */ factory(name56, dependencies56, (_ref
     var rows = asize[0];
     var columns = asize[1];
     var dt;
-    var eq = equalScalar2;
+    var eq = equalScalar;
     var zero = 0;
     var cf = callback;
     if (typeof adt === "string" && adt === bdt) {
       dt = adt;
-      eq = typed3.find(equalScalar2, [dt, dt]);
-      zero = typed3.convert(0, dt);
-      cf = typed3.find(callback, [dt, dt]);
+      eq = typed2.find(equalScalar, [dt, dt]);
+      zero = typed2.convert(0, dt);
+      cf = typed2.find(callback, [dt, dt]);
     }
     var cvalues = avalues && bvalues ? [] : void 0;
     var cindex = [];
@@ -13150,9 +13656,9 @@ var createMatAlgo06xS0S0 = /* @__PURE__ */ factory(name56, dependencies56, (_ref
       if (x) {
         var k = cptr[j];
         while (k < cindex.length) {
-          var i2 = cindex[k];
-          if (u[i2] === mark) {
-            var v = x[i2];
+          var i = cindex[k];
+          if (u[i] === mark) {
+            var v = x[i];
             if (!eq(v, zero)) {
               cvalues.push(v);
               k++;
@@ -13191,38 +13697,38 @@ var name57 = "lcm";
 var dependencies57 = ["typed", "matrix", "equalScalar", "concat"];
 var createLcm = /* @__PURE__ */ factory(name57, dependencies57, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    concat: concat2
   } = _ref;
   var matAlgo02xDS0 = createMatAlgo02xDS0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo06xS0S0 = createMatAlgo06xS0S0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
   var lcmTypes = "number | BigNumber | Fraction | Matrix | Array";
   var lcmManySignature = {};
-  lcmManySignature["".concat(lcmTypes, ", ").concat(lcmTypes, ", ...").concat(lcmTypes)] = typed3.referToSelf((self2) => (a, b, args) => {
+  lcmManySignature["".concat(lcmTypes, ", ").concat(lcmTypes, ", ...").concat(lcmTypes)] = typed2.referToSelf((self2) => (a, b, args) => {
     var res = self2(a, b);
-    for (var i2 = 0; i2 < args.length; i2++) {
-      res = self2(res, args[i2]);
+    for (var i = 0; i < args.length; i++) {
+      res = self2(res, args[i]);
     }
     return res;
   });
-  return typed3(name57, {
+  return typed2(name57, {
     "number, number": lcmNumber,
     "BigNumber, BigNumber": _lcmBigNumber,
     "Fraction, Fraction": (x, y) => x.lcm(y)
@@ -13241,13 +13747,13 @@ var createLcm = /* @__PURE__ */ factory(name57, dependencies57, (_ref) => {
     if (b.isZero()) {
       return b;
     }
-    var prod2 = a.times(b);
+    var prod = a.times(b);
     while (!b.isZero()) {
       var t = b;
       b = a.mod(t);
       a = t;
     }
-    return prod2.div(a).abs();
+    return prod.div(a).abs();
   }
 });
 
@@ -13256,29 +13762,29 @@ var name58 = "log10";
 var dependencies58 = ["typed", "config", "Complex"];
 var createLog10 = /* @__PURE__ */ factory(name58, dependencies58, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
+    typed: typed2,
+    config: config2,
     Complex: _Complex
   } = _ref;
-  return typed3(name58, {
-    number: function number2(x) {
-      if (x >= 0 || config4.predictable) {
+  return typed2(name58, {
+    number: function number(x) {
+      if (x >= 0 || config2.predictable) {
         return log10Number(x);
       } else {
         return new _Complex(x, 0).log().div(Math.LN10);
       }
     },
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return new _Complex(x).log().div(Math.LN10);
     },
-    BigNumber: function BigNumber2(x) {
-      if (!x.isNegative() || config4.predictable) {
+    BigNumber: function BigNumber(x) {
+      if (!x.isNegative() || config2.predictable) {
         return x.log();
       } else {
         return new _Complex(x.toNumber(), 0).log().div(Math.LN10);
       }
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -13287,31 +13793,31 @@ var name59 = "log2";
 var dependencies59 = ["typed", "config", "Complex"];
 var createLog2 = /* @__PURE__ */ factory(name59, dependencies59, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    Complex: Complex3
+    typed: typed2,
+    config: config2,
+    Complex: Complex2
   } = _ref;
-  return typed3(name59, {
-    number: function number2(x) {
-      if (x >= 0 || config4.predictable) {
+  return typed2(name59, {
+    number: function number(x) {
+      if (x >= 0 || config2.predictable) {
         return log2Number(x);
       } else {
-        return _log2Complex(new Complex3(x, 0));
+        return _log2Complex(new Complex2(x, 0));
       }
     },
     Complex: _log2Complex,
-    BigNumber: function BigNumber2(x) {
-      if (!x.isNegative() || config4.predictable) {
+    BigNumber: function BigNumber(x) {
+      if (!x.isNegative() || config2.predictable) {
         return x.log(2);
       } else {
-        return _log2Complex(new Complex3(x.toNumber(), 0));
+        return _log2Complex(new Complex2(x.toNumber(), 0));
       }
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
   function _log2Complex(x) {
     var newX = Math.sqrt(x.re * x.re + x.im * x.im);
-    return new Complex3(Math.log2 ? Math.log2(newX) : Math.log(newX) / Math.LN2, Math.atan2(x.im, x.re) / Math.LN2);
+    return new Complex2(Math.log2 ? Math.log2(newX) : Math.log(newX) / Math.LN2, Math.atan2(x.im, x.re) / Math.LN2);
   }
 });
 
@@ -13320,9 +13826,9 @@ var name60 = "multiplyScalar";
 var dependencies60 = ["typed"];
 var createMultiplyScalar = /* @__PURE__ */ factory(name60, dependencies60, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3("multiplyScalar", {
+  return typed2("multiplyScalar", {
     "number, number": multiplyNumber,
     "Complex, Complex": function ComplexComplex(x, y) {
       return x.mul(y);
@@ -13343,19 +13849,19 @@ var name61 = "multiply";
 var dependencies61 = ["typed", "matrix", "addScalar", "multiplyScalar", "equalScalar", "dot"];
 var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    addScalar: addScalar2,
-    multiplyScalar: multiplyScalar2,
-    equalScalar: equalScalar2,
-    dot: dot2
+    typed: typed2,
+    matrix,
+    addScalar,
+    multiplyScalar,
+    equalScalar,
+    dot
   } = _ref;
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo14xDs = createMatAlgo14xDs({
-    typed: typed3
+    typed: typed2
   });
   function _validateMatrixDimensions(size1, size2) {
     switch (size1.length) {
@@ -13399,7 +13905,7 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
     if (n === 0) {
       throw new Error("Cannot multiply two empty vectors");
     }
-    return dot2(a, b);
+    return dot(a, b);
   }
   function _multiplyVectorMatrix(a, b) {
     if (b.storage() !== "dense") {
@@ -13417,20 +13923,20 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
     var alength = asize[0];
     var bcolumns = bsize[1];
     var dt;
-    var af = addScalar2;
-    var mf = multiplyScalar2;
+    var af = addScalar;
+    var mf = multiplyScalar;
     if (adt && bdt && adt === bdt && typeof adt === "string") {
       dt = adt;
-      af = typed3.find(addScalar2, [dt, dt]);
-      mf = typed3.find(multiplyScalar2, [dt, dt]);
+      af = typed2.find(addScalar, [dt, dt]);
+      mf = typed2.find(multiplyScalar, [dt, dt]);
     }
     var c = [];
     for (var j = 0; j < bcolumns; j++) {
-      var sum3 = mf(adata[0], bdata[0][j]);
-      for (var i2 = 1; i2 < alength; i2++) {
-        sum3 = af(sum3, mf(adata[i2], bdata[i2][j]));
+      var sum2 = mf(adata[0], bdata[0][j]);
+      for (var i = 1; i < alength; i++) {
+        sum2 = af(sum2, mf(adata[i], bdata[i][j]));
       }
-      c[j] = sum3;
+      c[j] = sum2;
     }
     return a.createDenseMatrix({
       data: c,
@@ -13438,11 +13944,11 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
       datatype: dt
     });
   }
-  var _multiplyMatrixVector = typed3("_multiplyMatrixVector", {
+  var _multiplyMatrixVector = typed2("_multiplyMatrixVector", {
     "DenseMatrix, any": _multiplyDenseMatrixVector,
     "SparseMatrix, any": _multiplySparseMatrixVector
   });
-  var _multiplyMatrixMatrix = typed3("_multiplyMatrixMatrix", {
+  var _multiplyMatrixMatrix = typed2("_multiplyMatrixMatrix", {
     "DenseMatrix, DenseMatrix": _multiplyDenseMatrixDenseMatrix,
     "DenseMatrix, SparseMatrix": _multiplyDenseMatrixSparseMatrix,
     "SparseMatrix, DenseMatrix": _multiplySparseMatrixDenseMatrix,
@@ -13457,21 +13963,21 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
     var arows = asize[0];
     var acolumns = asize[1];
     var dt;
-    var af = addScalar2;
-    var mf = multiplyScalar2;
+    var af = addScalar;
+    var mf = multiplyScalar;
     if (adt && bdt && adt === bdt && typeof adt === "string") {
       dt = adt;
-      af = typed3.find(addScalar2, [dt, dt]);
-      mf = typed3.find(multiplyScalar2, [dt, dt]);
+      af = typed2.find(addScalar, [dt, dt]);
+      mf = typed2.find(multiplyScalar, [dt, dt]);
     }
     var c = [];
-    for (var i2 = 0; i2 < arows; i2++) {
-      var row2 = adata[i2];
-      var sum3 = mf(row2[0], bdata[0]);
+    for (var i = 0; i < arows; i++) {
+      var row = adata[i];
+      var sum2 = mf(row[0], bdata[0]);
       for (var j = 1; j < acolumns; j++) {
-        sum3 = af(sum3, mf(row2[j], bdata[j]));
+        sum2 = af(sum2, mf(row[j], bdata[j]));
       }
-      c[i2] = sum3;
+      c[i] = sum2;
     }
     return a.createDenseMatrix({
       data: c,
@@ -13490,23 +13996,23 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
     var acolumns = asize[1];
     var bcolumns = bsize[1];
     var dt;
-    var af = addScalar2;
-    var mf = multiplyScalar2;
+    var af = addScalar;
+    var mf = multiplyScalar;
     if (adt && bdt && adt === bdt && typeof adt === "string") {
       dt = adt;
-      af = typed3.find(addScalar2, [dt, dt]);
-      mf = typed3.find(multiplyScalar2, [dt, dt]);
+      af = typed2.find(addScalar, [dt, dt]);
+      mf = typed2.find(multiplyScalar, [dt, dt]);
     }
     var c = [];
-    for (var i2 = 0; i2 < arows; i2++) {
-      var row2 = adata[i2];
-      c[i2] = [];
+    for (var i = 0; i < arows; i++) {
+      var row = adata[i];
+      c[i] = [];
       for (var j = 0; j < bcolumns; j++) {
-        var sum3 = mf(row2[0], bdata[0][j]);
+        var sum2 = mf(row[0], bdata[0][j]);
         for (var x = 1; x < acolumns; x++) {
-          sum3 = af(sum3, mf(row2[x], bdata[x][j]));
+          sum2 = af(sum2, mf(row[x], bdata[x][j]));
         }
-        c[i2][j] = sum3;
+        c[i][j] = sum2;
       }
     }
     return a.createDenseMatrix({
@@ -13530,16 +14036,16 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
     var arows = asize[0];
     var bcolumns = bsize[1];
     var dt;
-    var af = addScalar2;
-    var mf = multiplyScalar2;
-    var eq = equalScalar2;
+    var af = addScalar;
+    var mf = multiplyScalar;
+    var eq = equalScalar;
     var zero = 0;
     if (adt && bdt && adt === bdt && typeof adt === "string") {
       dt = adt;
-      af = typed3.find(addScalar2, [dt, dt]);
-      mf = typed3.find(multiplyScalar2, [dt, dt]);
-      eq = typed3.find(equalScalar2, [dt, dt]);
-      zero = typed3.convert(0, dt);
+      af = typed2.find(addScalar, [dt, dt]);
+      mf = typed2.find(multiplyScalar, [dt, dt]);
+      eq = typed2.find(equalScalar, [dt, dt]);
+      zero = typed2.convert(0, dt);
     }
     var cvalues = [];
     var cindex = [];
@@ -13557,20 +14063,20 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
       var kb1 = bptr[jb + 1];
       if (kb1 > kb0) {
         var last = 0;
-        for (var i2 = 0; i2 < arows; i2++) {
-          var mark = i2 + 1;
+        for (var i = 0; i < arows; i++) {
+          var mark = i + 1;
           var cij = void 0;
           for (var kb = kb0; kb < kb1; kb++) {
             var ib = bindex[kb];
             if (last !== mark) {
-              cij = mf(adata[i2][ib], bvalues[kb]);
+              cij = mf(adata[i][ib], bvalues[kb]);
               last = mark;
             } else {
-              cij = af(cij, mf(adata[i2][ib], bvalues[kb]));
+              cij = af(cij, mf(adata[i][ib], bvalues[kb]));
             }
           }
           if (last === mark && !eq(cij, zero)) {
-            cindex.push(i2);
+            cindex.push(i);
             cvalues.push(cij);
           }
         }
@@ -13595,16 +14101,16 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
     var cindex = [];
     var cptr = [];
     var dt;
-    var af = addScalar2;
-    var mf = multiplyScalar2;
-    var eq = equalScalar2;
+    var af = addScalar;
+    var mf = multiplyScalar;
+    var eq = equalScalar;
     var zero = 0;
     if (adt && bdt && adt === bdt && typeof adt === "string") {
       dt = adt;
-      af = typed3.find(addScalar2, [dt, dt]);
-      mf = typed3.find(multiplyScalar2, [dt, dt]);
-      eq = typed3.find(equalScalar2, [dt, dt]);
-      zero = typed3.convert(0, dt);
+      af = typed2.find(addScalar, [dt, dt]);
+      mf = typed2.find(multiplyScalar, [dt, dt]);
+      eq = typed2.find(equalScalar, [dt, dt]);
+      zero = typed2.convert(0, dt);
     }
     var x = [];
     var w = [];
@@ -13651,16 +14157,16 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
     var brows = b._size[0];
     var bcolumns = b._size[1];
     var dt;
-    var af = addScalar2;
-    var mf = multiplyScalar2;
-    var eq = equalScalar2;
+    var af = addScalar;
+    var mf = multiplyScalar;
+    var eq = equalScalar;
     var zero = 0;
     if (adt && bdt && adt === bdt && typeof adt === "string") {
       dt = adt;
-      af = typed3.find(addScalar2, [dt, dt]);
-      mf = typed3.find(multiplyScalar2, [dt, dt]);
-      eq = typed3.find(equalScalar2, [dt, dt]);
-      zero = typed3.convert(0, dt);
+      af = typed2.find(addScalar, [dt, dt]);
+      mf = typed2.find(multiplyScalar, [dt, dt]);
+      eq = typed2.find(equalScalar, [dt, dt]);
+      zero = typed2.convert(0, dt);
     }
     var cvalues = [];
     var cindex = [];
@@ -13711,16 +14217,16 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
     var bdt = b._datatype;
     var arows = a._size[0];
     var bcolumns = b._size[1];
-    var values = avalues && bvalues;
+    var values2 = avalues && bvalues;
     var dt;
-    var af = addScalar2;
-    var mf = multiplyScalar2;
+    var af = addScalar;
+    var mf = multiplyScalar;
     if (adt && bdt && adt === bdt && typeof adt === "string") {
       dt = adt;
-      af = typed3.find(addScalar2, [dt, dt]);
-      mf = typed3.find(multiplyScalar2, [dt, dt]);
+      af = typed2.find(addScalar, [dt, dt]);
+      mf = typed2.find(multiplyScalar, [dt, dt]);
     }
-    var cvalues = values ? [] : void 0;
+    var cvalues = values2 ? [] : void 0;
     var cindex = [];
     var cptr = [];
     var c = a.createSparseMatrix({
@@ -13730,7 +14236,7 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
       size: [arows, bcolumns],
       datatype: dt
     });
-    var x = values ? [] : void 0;
+    var x = values2 ? [] : void 0;
     var w = [];
     var ka, ka0, ka1, kb, kb0, kb1, ia, ib;
     for (var jb = 0; jb < bcolumns; jb++) {
@@ -13738,7 +14244,7 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
       var mark = jb + 1;
       for (kb0 = bptr[jb], kb1 = bptr[jb + 1], kb = kb0; kb < kb1; kb++) {
         ib = bindex[kb];
-        if (values) {
+        if (values2) {
           for (ka0 = aptr[ib], ka1 = aptr[ib + 1], ka = ka0; ka < ka1; ka++) {
             ia = aindex[ka];
             if (w[ia] !== mark) {
@@ -13759,7 +14265,7 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
           }
         }
       }
-      if (values) {
+      if (values2) {
         for (var p0 = cptr[jb], p1 = cindex.length, p = p0; p < p1; p++) {
           var ic = cindex[p];
           cvalues[p] = x[ic];
@@ -13769,11 +14275,11 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
     cptr[bcolumns] = cindex.length;
     return c;
   }
-  return typed3(name61, multiplyScalar2, {
+  return typed2(name61, multiplyScalar, {
     // we extend the signatures of multiplyScalar with signatures dealing with matrices
-    "Array, Array": typed3.referTo("Matrix, Matrix", (selfMM) => (x, y) => {
+    "Array, Array": typed2.referTo("Matrix, Matrix", (selfMM) => (x, y) => {
       _validateMatrixDimensions(arraySize(x), arraySize(y));
-      var m = selfMM(matrix2(x), matrix2(y));
+      var m = selfMM(matrix(x), matrix(y));
       return isMatrix(m) ? m.valueOf() : m;
     }),
     "Matrix, Matrix": function MatrixMatrix(x, y) {
@@ -13791,33 +14297,33 @@ var createMultiply = /* @__PURE__ */ factory(name61, dependencies61, (_ref) => {
       }
       return _multiplyMatrixMatrix(x, y);
     },
-    "Matrix, Array": typed3.referTo("Matrix,Matrix", (selfMM) => (x, y) => selfMM(x, matrix2(y))),
-    "Array, Matrix": typed3.referToSelf((self2) => (x, y) => {
-      return self2(matrix2(x, y.storage()), y);
+    "Matrix, Array": typed2.referTo("Matrix,Matrix", (selfMM) => (x, y) => selfMM(x, matrix(y))),
+    "Array, Matrix": typed2.referToSelf((self2) => (x, y) => {
+      return self2(matrix(x, y.storage()), y);
     }),
     "SparseMatrix, any": function SparseMatrixAny(x, y) {
-      return matAlgo11xS0s(x, y, multiplyScalar2, false);
+      return matAlgo11xS0s(x, y, multiplyScalar, false);
     },
     "DenseMatrix, any": function DenseMatrixAny(x, y) {
-      return matAlgo14xDs(x, y, multiplyScalar2, false);
+      return matAlgo14xDs(x, y, multiplyScalar, false);
     },
     "any, SparseMatrix": function anySparseMatrix(x, y) {
-      return matAlgo11xS0s(y, x, multiplyScalar2, true);
+      return matAlgo11xS0s(y, x, multiplyScalar, true);
     },
     "any, DenseMatrix": function anyDenseMatrix(x, y) {
-      return matAlgo14xDs(y, x, multiplyScalar2, true);
+      return matAlgo14xDs(y, x, multiplyScalar, true);
     },
     "Array, any": function ArrayAny(x, y) {
-      return matAlgo14xDs(matrix2(x), y, multiplyScalar2, false).valueOf();
+      return matAlgo14xDs(matrix(x), y, multiplyScalar, false).valueOf();
     },
     "any, Array": function anyArray(x, y) {
-      return matAlgo14xDs(matrix2(y), x, multiplyScalar2, true).valueOf();
+      return matAlgo14xDs(matrix(y), x, multiplyScalar, true).valueOf();
     },
-    "any, any": multiplyScalar2,
-    "any, any, ...any": typed3.referToSelf((self2) => (x, y, rest) => {
+    "any, any": multiplyScalar,
+    "any, any, ...any": typed2.referToSelf((self2) => (x, y, rest) => {
       var result = self2(x, y);
-      for (var i2 = 0; i2 < rest.length; i2++) {
-        result = self2(result, rest[i2]);
+      for (var i = 0; i < rest.length; i++) {
+        result = self2(result, rest[i]);
       }
       return result;
     })
@@ -13829,61 +14335,61 @@ var name62 = "nthRoot";
 var dependencies62 = ["typed", "matrix", "equalScalar", "BigNumber", "concat"];
 var createNthRoot = /* @__PURE__ */ factory(name62, dependencies62, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
+    typed: typed2,
+    matrix,
+    equalScalar,
     BigNumber: _BigNumber,
-    concat: concat3
+    concat: concat2
   } = _ref;
   var matAlgo01xDSid = createMatAlgo01xDSid({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo02xDS0 = createMatAlgo02xDS0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo06xS0S0 = createMatAlgo06xS0S0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
   function complexErr() {
     throw new Error("Complex number not supported in function nthRoot. Use nthRoots instead.");
   }
-  return typed3(name62, {
+  return typed2(name62, {
     number: nthRootNumber,
     "number, number": nthRootNumber,
     BigNumber: (x) => _bigNthRoot(x, new _BigNumber(2)),
     "BigNumber, BigNumber": _bigNthRoot,
     Complex: complexErr,
     "Complex, number": complexErr,
-    Array: typed3.referTo("DenseMatrix,number", (selfDn) => (x) => selfDn(matrix2(x), 2).valueOf()),
-    DenseMatrix: typed3.referTo("DenseMatrix,number", (selfDn) => (x) => selfDn(x, 2)),
-    SparseMatrix: typed3.referTo("SparseMatrix,number", (selfSn) => (x) => selfSn(x, 2)),
-    "SparseMatrix, SparseMatrix": typed3.referToSelf((self2) => (x, y) => {
+    Array: typed2.referTo("DenseMatrix,number", (selfDn) => (x) => selfDn(matrix(x), 2).valueOf()),
+    DenseMatrix: typed2.referTo("DenseMatrix,number", (selfDn) => (x) => selfDn(x, 2)),
+    SparseMatrix: typed2.referTo("SparseMatrix,number", (selfSn) => (x) => selfSn(x, 2)),
+    "SparseMatrix, SparseMatrix": typed2.referToSelf((self2) => (x, y) => {
       if (y.density() === 1) {
         return matAlgo06xS0S0(x, y, self2);
       } else {
         throw new Error("Root must be non-zero");
       }
     }),
-    "DenseMatrix, SparseMatrix": typed3.referToSelf((self2) => (x, y) => {
+    "DenseMatrix, SparseMatrix": typed2.referToSelf((self2) => (x, y) => {
       if (y.density() === 1) {
         return matAlgo01xDSid(x, y, self2, false);
       } else {
         throw new Error("Root must be non-zero");
       }
     }),
-    "Array, SparseMatrix": typed3.referTo("DenseMatrix,SparseMatrix", (selfDS) => (x, y) => selfDS(matrix2(x), y)),
-    "number | BigNumber, SparseMatrix": typed3.referToSelf((self2) => (x, y) => {
+    "Array, SparseMatrix": typed2.referTo("DenseMatrix,SparseMatrix", (selfDS) => (x, y) => selfDS(matrix(x), y)),
+    "number | BigNumber, SparseMatrix": typed2.referToSelf((self2) => (x, y) => {
       if (y.density() === 1) {
         return matAlgo11xS0s(y, x, self2, true);
       } else {
@@ -13903,8 +14409,8 @@ var createNthRoot = /* @__PURE__ */ factory(name62, dependencies62, (_ref) => {
     });
     var zero = new _BigNumber(0);
     var one = new Big(1);
-    var inv2 = root.isNegative();
-    if (inv2) {
+    var inv = root.isNegative();
+    if (inv) {
       root = root.neg();
     }
     if (root.isZero()) {
@@ -13914,14 +14420,14 @@ var createNthRoot = /* @__PURE__ */ factory(name62, dependencies62, (_ref) => {
       throw new Error("Root must be odd when a is negative.");
     }
     if (a.isZero()) {
-      return inv2 ? new Big(Infinity) : 0;
+      return inv ? new Big(Infinity) : 0;
     }
     if (!a.isFinite()) {
-      return inv2 ? zero : a;
+      return inv ? zero : a;
     }
     var x = a.abs().pow(one.div(root));
     x = a.isNeg() ? x.neg() : x;
-    return new _BigNumber((inv2 ? one.div(x) : x).toPrecision(precision));
+    return new _BigNumber((inv ? one.div(x) : x).toPrecision(precision));
   }
 });
 
@@ -13930,29 +14436,29 @@ var name63 = "sign";
 var dependencies63 = ["typed", "BigNumber", "Fraction", "complex"];
 var createSign = /* @__PURE__ */ factory(name63, dependencies63, (_ref) => {
   var {
-    typed: typed3,
+    typed: typed2,
     BigNumber: _BigNumber,
-    complex: complex2,
+    complex,
     Fraction: _Fraction
   } = _ref;
-  return typed3(name63, {
+  return typed2(name63, {
     number: signNumber,
-    Complex: function Complex3(x) {
-      return x.im === 0 ? complex2(signNumber(x.re)) : x.sign();
+    Complex: function Complex2(x) {
+      return x.im === 0 ? complex(signNumber(x.re)) : x.sign();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return new _BigNumber(x.cmp(0));
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return new _Fraction(x.s, 1);
     },
     // deep map collection, skip zeros since sign(0) = 0
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2, true)),
-    Unit: typed3.referToSelf((self2) => (x) => {
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2, true)),
+    Unit: typed2.referToSelf((self2) => (x) => {
       if (!x._isDerived() && x.units[0].unit.offset !== 0) {
         throw new TypeError("sign is ambiguous for units with offset");
       }
-      return typed3.find(self2, x.valueType())(x.value);
+      return typed2.find(self2, x.valueType())(x.value);
     })
   });
 });
@@ -13962,33 +14468,33 @@ var name64 = "sqrt";
 var dependencies64 = ["config", "typed", "Complex"];
 var createSqrt = /* @__PURE__ */ factory(name64, dependencies64, (_ref) => {
   var {
-    config: config4,
-    typed: typed3,
-    Complex: Complex3
+    config: config2,
+    typed: typed2,
+    Complex: Complex2
   } = _ref;
-  return typed3("sqrt", {
+  return typed2("sqrt", {
     number: _sqrtNumber,
-    Complex: function Complex4(x) {
+    Complex: function Complex3(x) {
       return x.sqrt();
     },
-    BigNumber: function BigNumber2(x) {
-      if (!x.isNegative() || config4.predictable) {
+    BigNumber: function BigNumber(x) {
+      if (!x.isNegative() || config2.predictable) {
         return x.sqrt();
       } else {
         return _sqrtNumber(x.toNumber());
       }
     },
-    Unit: function Unit2(x) {
+    Unit: function Unit(x) {
       return x.pow(0.5);
     }
   });
   function _sqrtNumber(x) {
     if (isNaN(x)) {
       return NaN;
-    } else if (x >= 0 || config4.predictable) {
+    } else if (x >= 0 || config2.predictable) {
       return Math.sqrt(x);
     } else {
-      return new Complex3(x, 0).sqrt();
+      return new Complex2(x, 0).sqrt();
     }
   }
 });
@@ -13998,20 +14504,20 @@ var name65 = "square";
 var dependencies65 = ["typed"];
 var createSquare = /* @__PURE__ */ factory(name65, dependencies65, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name65, {
+  return typed2(name65, {
     number: squareNumber,
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.mul(x);
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.times(x);
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return x.mul(x);
     },
-    Unit: function Unit2(x) {
+    Unit: function Unit(x) {
       return x.pow(2);
     }
   });
@@ -14022,43 +14528,43 @@ var name66 = "subtract";
 var dependencies66 = ["typed", "matrix", "equalScalar", "addScalar", "unaryMinus", "DenseMatrix", "concat"];
 var createSubtract = /* @__PURE__ */ factory(name66, dependencies66, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    addScalar: addScalar2,
-    unaryMinus: unaryMinus2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    addScalar,
+    unaryMinus,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo01xDSid = createMatAlgo01xDSid({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo05xSfSf = createMatAlgo05xSfSf({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo10xSids = createMatAlgo10xSids({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name66, {
+  return typed2(name66, {
     "number, number": (x, y) => x - y,
     "Complex, Complex": (x, y) => x.sub(y),
     "BigNumber, BigNumber": (x, y) => x.minus(y),
     "Fraction, Fraction": (x, y) => x.sub(y),
-    "Unit, Unit": typed3.referToSelf((self2) => (x, y) => {
+    "Unit, Unit": typed2.referToSelf((self2) => (x, y) => {
       if (x.value === null) {
         throw new Error("Parameter x contains a unit with undefined value");
       }
@@ -14069,7 +14575,7 @@ var createSubtract = /* @__PURE__ */ factory(name66, dependencies66, (_ref) => {
         throw new Error("Units do not match");
       }
       var res = x.clone();
-      res.value = typed3.find(self2, [res.valueType(), y.valueType()])(res.value, y.value);
+      res.value = typed2.find(self2, [res.valueType(), y.valueType()])(res.value, y.value);
       res.fixPrefix = false;
       return res;
     })
@@ -14087,15 +14593,15 @@ var name67 = "xgcd";
 var dependencies67 = ["typed", "config", "matrix", "BigNumber"];
 var createXgcd = /* @__PURE__ */ factory(name67, dependencies67, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    matrix: matrix2,
-    BigNumber: BigNumber2
+    typed: typed2,
+    config: config2,
+    matrix,
+    BigNumber
   } = _ref;
-  return typed3(name67, {
+  return typed2(name67, {
     "number, number": function numberNumber(a, b) {
       var res = xgcdNumber(a, b);
-      return config4.matrix === "Array" ? res : matrix2(res);
+      return config2.matrix === "Array" ? res : matrix(res);
     },
     "BigNumber, BigNumber": _xgcdBigNumber
     // TODO: implement support for Fraction
@@ -14104,8 +14610,8 @@ var createXgcd = /* @__PURE__ */ factory(name67, dependencies67, (_ref) => {
     var t;
     var q;
     var r;
-    var zero = new BigNumber2(0);
-    var one = new BigNumber2(1);
+    var zero = new BigNumber(0);
+    var one = new BigNumber(1);
     var x = zero;
     var lastx = one;
     var y = one;
@@ -14131,7 +14637,7 @@ var createXgcd = /* @__PURE__ */ factory(name67, dependencies67, (_ref) => {
     } else {
       res = [a, !a.isZero() ? lastx : 0, lasty];
     }
-    return config4.matrix === "Array" ? res : matrix2(res);
+    return config2.matrix === "Array" ? res : matrix(res);
   }
 });
 
@@ -14140,35 +14646,35 @@ var name68 = "invmod";
 var dependencies68 = ["typed", "config", "BigNumber", "xgcd", "equal", "smaller", "mod", "add", "isInteger"];
 var createInvmod = /* @__PURE__ */ factory(name68, dependencies68, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    BigNumber: BigNumber2,
-    xgcd: xgcd2,
-    equal: equal2,
-    smaller: smaller2,
-    mod: mod3,
-    add: add3,
-    isInteger: isInteger3
+    typed: typed2,
+    config: config2,
+    BigNumber,
+    xgcd,
+    equal,
+    smaller,
+    mod: mod2,
+    add: add2,
+    isInteger: isInteger2
   } = _ref;
-  return typed3(name68, {
-    "number, number": invmod2,
-    "BigNumber, BigNumber": invmod2
+  return typed2(name68, {
+    "number, number": invmod,
+    "BigNumber, BigNumber": invmod
   });
-  function invmod2(a, b) {
-    if (!isInteger3(a) || !isInteger3(b))
+  function invmod(a, b) {
+    if (!isInteger2(a) || !isInteger2(b))
       throw new Error("Parameters in function invmod must be integer numbers");
-    a = mod3(a, b);
-    if (equal2(b, 0))
+    a = mod2(a, b);
+    if (equal(b, 0))
       throw new Error("Divisor must be non zero");
-    var res = xgcd2(a, b);
+    var res = xgcd(a, b);
     res = res.valueOf();
-    var [gcd2, inv2] = res;
-    if (!equal2(gcd2, BigNumber2(1)))
+    var [gcd, inv] = res;
+    if (!equal(gcd, BigNumber(1)))
       return NaN;
-    inv2 = mod3(inv2, b);
-    if (smaller2(inv2, BigNumber2(0)))
-      inv2 = add3(inv2, b);
-    return inv2;
+    inv = mod2(inv, b);
+    if (smaller(inv, BigNumber(0)))
+      inv = add2(inv, b);
+    return inv;
   }
 });
 
@@ -14177,8 +14683,8 @@ var name69 = "matAlgo09xS0Sf";
 var dependencies69 = ["typed", "equalScalar"];
 var createMatAlgo09xS0Sf = /* @__PURE__ */ factory(name69, dependencies69, (_ref) => {
   var {
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   } = _ref;
   return function matAlgo09xS0Sf(a, b, callback) {
     var avalues = a._values;
@@ -14200,42 +14706,42 @@ var createMatAlgo09xS0Sf = /* @__PURE__ */ factory(name69, dependencies69, (_ref
     var rows = asize[0];
     var columns = asize[1];
     var dt;
-    var eq = equalScalar2;
+    var eq = equalScalar;
     var zero = 0;
     var cf = callback;
     if (typeof adt === "string" && adt === bdt) {
       dt = adt;
-      eq = typed3.find(equalScalar2, [dt, dt]);
-      zero = typed3.convert(0, dt);
-      cf = typed3.find(callback, [dt, dt]);
+      eq = typed2.find(equalScalar, [dt, dt]);
+      zero = typed2.convert(0, dt);
+      cf = typed2.find(callback, [dt, dt]);
     }
     var cvalues = avalues && bvalues ? [] : void 0;
     var cindex = [];
     var cptr = [];
     var x = cvalues ? [] : void 0;
     var w = [];
-    var i2, j, k, k0, k1;
+    var i, j, k, k0, k1;
     for (j = 0; j < columns; j++) {
       cptr[j] = cindex.length;
       var mark = j + 1;
       if (x) {
         for (k0 = bptr[j], k1 = bptr[j + 1], k = k0; k < k1; k++) {
-          i2 = bindex[k];
-          w[i2] = mark;
-          x[i2] = bvalues[k];
+          i = bindex[k];
+          w[i] = mark;
+          x[i] = bvalues[k];
         }
       }
       for (k0 = aptr[j], k1 = aptr[j + 1], k = k0; k < k1; k++) {
-        i2 = aindex[k];
+        i = aindex[k];
         if (x) {
-          var vb = w[i2] === mark ? x[i2] : zero;
+          var vb = w[i] === mark ? x[i] : zero;
           var vc = cf(avalues[k], vb);
           if (!eq(vc, zero)) {
-            cindex.push(i2);
+            cindex.push(i);
             cvalues.push(vc);
           }
         } else {
-          cindex.push(i2);
+          cindex.push(i);
         }
       }
     }
@@ -14255,31 +14761,31 @@ var name70 = "dotMultiply";
 var dependencies70 = ["typed", "matrix", "equalScalar", "multiplyScalar", "concat"];
 var createDotMultiply = /* @__PURE__ */ factory(name70, dependencies70, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    multiplyScalar: multiplyScalar2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    multiplyScalar,
+    concat: concat2
   } = _ref;
   var matAlgo02xDS0 = createMatAlgo02xDS0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo09xS0Sf = createMatAlgo09xS0Sf({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name70, matrixAlgorithmSuite({
-    elop: multiplyScalar2,
+  return typed2(name70, matrixAlgorithmSuite({
+    elop: multiplyScalar,
     SS: matAlgo09xS0Sf,
     DS: matAlgo02xDS0,
     Ss: matAlgo11xS0s
@@ -14291,9 +14797,9 @@ function bitAndBigNumber(x, y) {
   if (x.isFinite() && !x.isInteger() || y.isFinite() && !y.isInteger()) {
     throw new Error("Integers expected in function bitAnd");
   }
-  var BigNumber2 = x.constructor;
+  var BigNumber = x.constructor;
   if (x.isNaN() || y.isNaN()) {
-    return new BigNumber2(NaN);
+    return new BigNumber(NaN);
   }
   if (x.isZero() || y.eq(-1) || x.eq(y)) {
     return x;
@@ -14306,14 +14812,14 @@ function bitAndBigNumber(x, y) {
       if (x.isNegative() === y.isNegative()) {
         return x;
       }
-      return new BigNumber2(0);
+      return new BigNumber(0);
     }
     if (!x.isFinite()) {
       if (y.isNegative()) {
         return x;
       }
       if (x.isNegative()) {
-        return new BigNumber2(0);
+        return new BigNumber(0);
       }
       return y;
     }
@@ -14322,7 +14828,7 @@ function bitAndBigNumber(x, y) {
         return y;
       }
       if (y.isNegative()) {
-        return new BigNumber2(0);
+        return new BigNumber(0);
       }
       return x;
     }
@@ -14335,14 +14841,14 @@ function bitNotBigNumber(x) {
   if (x.isFinite() && !x.isInteger()) {
     throw new Error("Integer expected in function bitNot");
   }
-  var BigNumber2 = x.constructor;
-  var prevPrec = BigNumber2.precision;
-  BigNumber2.config({
+  var BigNumber = x.constructor;
+  var prevPrec = BigNumber.precision;
+  BigNumber.config({
     precision: 1e9
   });
-  var result = x.plus(new BigNumber2(1));
+  var result = x.plus(new BigNumber(1));
   result.s = -result.s || null;
-  BigNumber2.config({
+  BigNumber.config({
     precision: prevPrec
   });
   return result;
@@ -14351,11 +14857,11 @@ function bitOrBigNumber(x, y) {
   if (x.isFinite() && !x.isInteger() || y.isFinite() && !y.isInteger()) {
     throw new Error("Integers expected in function bitOr");
   }
-  var BigNumber2 = x.constructor;
+  var BigNumber = x.constructor;
   if (x.isNaN() || y.isNaN()) {
-    return new BigNumber2(NaN);
+    return new BigNumber(NaN);
   }
-  var negOne = new BigNumber2(-1);
+  var negOne = new BigNumber(-1);
   if (x.isZero() || y.eq(negOne) || x.eq(y)) {
     return y;
   }
@@ -14376,14 +14882,14 @@ function bitOrBigNumber(x, y) {
   });
 }
 function bitwise(x, y, func) {
-  var BigNumber2 = x.constructor;
+  var BigNumber = x.constructor;
   var xBits, yBits;
   var xSign = +(x.s < 0);
   var ySign = +(y.s < 0);
   if (xSign) {
     xBits = decCoefficientToBinaryString(bitNotBigNumber(x));
-    for (var i2 = 0; i2 < xBits.length; ++i2) {
-      xBits[i2] ^= 1;
+    for (var i = 0; i < xBits.length; ++i) {
+      xBits[i] ^= 1;
     }
   } else {
     xBits = decCoefficientToBinaryString(x);
@@ -14409,11 +14915,11 @@ function bitwise(x, y, func) {
   var shortLen = minBits.length;
   var longLen = maxBits.length;
   var expFuncVal = func(xSign, ySign) ^ 1;
-  var outVal = new BigNumber2(expFuncVal ^ 1);
-  var twoPower = new BigNumber2(1);
-  var two = new BigNumber2(2);
-  var prevPrec = BigNumber2.precision;
-  BigNumber2.config({
+  var outVal = new BigNumber(expFuncVal ^ 1);
+  var twoPower = new BigNumber(1);
+  var two = new BigNumber(2);
+  var prevPrec = BigNumber.precision;
+  BigNumber.config({
     precision: 1e9
   });
   while (shortLen > 0) {
@@ -14428,7 +14934,7 @@ function bitwise(x, y, func) {
     }
     twoPower = twoPower.times(two);
   }
-  BigNumber2.config({
+  BigNumber.config({
     precision: prevPrec
   });
   if (expFuncVal === 0) {
@@ -14439,8 +14945,8 @@ function bitwise(x, y, func) {
 function decCoefficientToBinaryString(x) {
   var a = x.d;
   var r = a[0] + "";
-  for (var i2 = 1; i2 < a.length; ++i2) {
-    var s = a[i2] + "";
+  for (var i = 1; i < a.length; ++i) {
+    var s = a[i] + "";
     for (var z = 7 - s.length; z--; ) {
       s = "0" + s;
     }
@@ -14486,9 +14992,9 @@ function bitXor(x, y) {
   if (x.isFinite() && !x.isInteger() || y.isFinite() && !y.isInteger()) {
     throw new Error("Integers expected in function bitXor");
   }
-  var BigNumber2 = x.constructor;
+  var BigNumber = x.constructor;
   if (x.isNaN() || y.isNaN()) {
-    return new BigNumber2(NaN);
+    return new BigNumber(NaN);
   }
   if (x.isZero()) {
     return y;
@@ -14497,9 +15003,9 @@ function bitXor(x, y) {
     return x;
   }
   if (x.eq(y)) {
-    return new BigNumber2(0);
+    return new BigNumber(0);
   }
-  var negOne = new BigNumber2(-1);
+  var negOne = new BigNumber(-1);
   if (x.eq(negOne)) {
     return bitNotBigNumber(y);
   }
@@ -14510,7 +15016,7 @@ function bitXor(x, y) {
     if (!x.isFinite() && !y.isFinite()) {
       return negOne;
     }
-    return new BigNumber2(x.isNegative() === y.isNegative() ? Infinity : -Infinity);
+    return new BigNumber(x.isNegative() === y.isNegative() ? Infinity : -Infinity);
   }
   return bitwise(x, y, function(a, b) {
     return a ^ b;
@@ -14520,45 +15026,45 @@ function leftShiftBigNumber(x, y) {
   if (x.isFinite() && !x.isInteger() || y.isFinite() && !y.isInteger()) {
     throw new Error("Integers expected in function leftShift");
   }
-  var BigNumber2 = x.constructor;
+  var BigNumber = x.constructor;
   if (x.isNaN() || y.isNaN() || y.isNegative() && !y.isZero()) {
-    return new BigNumber2(NaN);
+    return new BigNumber(NaN);
   }
   if (x.isZero() || y.isZero()) {
     return x;
   }
   if (!x.isFinite() && !y.isFinite()) {
-    return new BigNumber2(NaN);
+    return new BigNumber(NaN);
   }
   if (y.lt(55)) {
     return x.times(Math.pow(2, y.toNumber()) + "");
   }
-  return x.times(new BigNumber2(2).pow(y));
+  return x.times(new BigNumber(2).pow(y));
 }
 function rightArithShiftBigNumber(x, y) {
   if (x.isFinite() && !x.isInteger() || y.isFinite() && !y.isInteger()) {
     throw new Error("Integers expected in function rightArithShift");
   }
-  var BigNumber2 = x.constructor;
+  var BigNumber = x.constructor;
   if (x.isNaN() || y.isNaN() || y.isNegative() && !y.isZero()) {
-    return new BigNumber2(NaN);
+    return new BigNumber(NaN);
   }
   if (x.isZero() || y.isZero()) {
     return x;
   }
   if (!y.isFinite()) {
     if (x.isNegative()) {
-      return new BigNumber2(-1);
+      return new BigNumber(-1);
     }
     if (!x.isFinite()) {
-      return new BigNumber2(NaN);
+      return new BigNumber(NaN);
     }
-    return new BigNumber2(0);
+    return new BigNumber(0);
   }
   if (y.lt(55)) {
     return x.div(Math.pow(2, y.toNumber()) + "").floor();
   }
-  return x.div(new BigNumber2(2).pow(y)).floor();
+  return x.div(new BigNumber(2).pow(y)).floor();
 }
 
 // node_modules/mathjs/lib/esm/function/bitwise/bitAnd.js
@@ -14566,29 +15072,29 @@ var name71 = "bitAnd";
 var dependencies71 = ["typed", "matrix", "equalScalar", "concat"];
 var createBitAnd = /* @__PURE__ */ factory(name71, dependencies71, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    concat: concat2
   } = _ref;
   var matAlgo02xDS0 = createMatAlgo02xDS0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo06xS0S0 = createMatAlgo06xS0S0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name71, {
+  return typed2(name71, {
     "number, number": bitAndNumber,
     "BigNumber, BigNumber": bitAndBigNumber
   }, matrixAlgorithmSuite({
@@ -14603,12 +15109,12 @@ var name72 = "bitNot";
 var dependencies72 = ["typed"];
 var createBitNot = /* @__PURE__ */ factory(name72, dependencies72, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name72, {
+  return typed2(name72, {
     number: bitNotNumber,
     BigNumber: bitNotBigNumber,
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -14617,29 +15123,29 @@ var name73 = "bitOr";
 var dependencies73 = ["typed", "matrix", "equalScalar", "DenseMatrix", "concat"];
 var createBitOr = /* @__PURE__ */ factory(name73, dependencies73, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo01xDSid = createMatAlgo01xDSid({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo04xSidSid = createMatAlgo04xSidSid({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo10xSids = createMatAlgo10xSids({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name73, {
+  return typed2(name73, {
     "number, number": bitOrNumber,
     "BigNumber, BigNumber": bitOrBigNumber
   }, matrixAlgorithmSuite({
@@ -14654,8 +15160,8 @@ var name74 = "matAlgo07xSSf";
 var dependencies74 = ["typed", "DenseMatrix"];
 var createMatAlgo07xSSf = /* @__PURE__ */ factory(name74, dependencies74, (_ref) => {
   var {
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   } = _ref;
   return function matAlgo07xSSf(a, b, callback) {
     var asize = a._size;
@@ -14675,13 +15181,13 @@ var createMatAlgo07xSSf = /* @__PURE__ */ factory(name74, dependencies74, (_ref)
     var cf = callback;
     if (typeof adt === "string" && adt === bdt) {
       dt = adt;
-      zero = typed3.convert(0, dt);
-      cf = typed3.find(callback, [dt, dt]);
+      zero = typed2.convert(0, dt);
+      cf = typed2.find(callback, [dt, dt]);
     }
-    var i2, j;
+    var i, j;
     var cdata = [];
-    for (i2 = 0; i2 < rows; i2++) {
-      cdata[i2] = [];
+    for (i = 0; i < rows; i++) {
+      cdata[i] = [];
     }
     var xa = [];
     var xb = [];
@@ -14691,26 +15197,26 @@ var createMatAlgo07xSSf = /* @__PURE__ */ factory(name74, dependencies74, (_ref)
       var mark = j + 1;
       _scatter(a, j, wa, xa, mark);
       _scatter(b, j, wb, xb, mark);
-      for (i2 = 0; i2 < rows; i2++) {
-        var va = wa[i2] === mark ? xa[i2] : zero;
-        var vb = wb[i2] === mark ? xb[i2] : zero;
-        cdata[i2][j] = cf(va, vb);
+      for (i = 0; i < rows; i++) {
+        var va = wa[i] === mark ? xa[i] : zero;
+        var vb = wb[i] === mark ? xb[i] : zero;
+        cdata[i][j] = cf(va, vb);
       }
     }
-    return new DenseMatrix2({
+    return new DenseMatrix({
       data: cdata,
       size: [rows, columns],
       datatype: dt
     });
   };
   function _scatter(m, j, w, x, mark) {
-    var values = m._values;
-    var index2 = m._index;
+    var values2 = m._values;
+    var index = m._index;
     var ptr = m._ptr;
     for (var k = ptr[j], k1 = ptr[j + 1]; k < k1; k++) {
-      var i2 = index2[k];
-      w[i2] = mark;
-      x[i2] = values[k];
+      var i = index[k];
+      w[i] = mark;
+      x[i] = values2[k];
     }
   }
 });
@@ -14720,28 +15226,28 @@ var name75 = "bitXor";
 var dependencies75 = ["typed", "matrix", "DenseMatrix", "concat"];
 var createBitXor = /* @__PURE__ */ factory(name75, dependencies75, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo07xSSf = createMatAlgo07xSSf({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name75, {
+  return typed2(name75, {
     "number, number": bitXorNumber,
     "BigNumber, BigNumber": bitXor
   }, matrixAlgorithmSuite({
@@ -14756,20 +15262,20 @@ var name76 = "arg";
 var dependencies76 = ["typed"];
 var createArg = /* @__PURE__ */ factory(name76, dependencies76, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name76, {
-    number: function number2(x) {
+  return typed2(name76, {
+    number: function number(x) {
       return Math.atan2(0, x);
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.constructor.atan2(0, x);
     },
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.arg();
     },
     // TODO: implement BigNumber support for function arg
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -14778,12 +15284,12 @@ var name77 = "conj";
 var dependencies77 = ["typed"];
 var createConj = /* @__PURE__ */ factory(name77, dependencies77, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name77, {
+  return typed2(name77, {
     "number | BigNumber | Fraction": (x) => x,
     Complex: (x) => x.conjugate(),
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -14792,13 +15298,13 @@ var name78 = "im";
 var dependencies78 = ["typed"];
 var createIm = /* @__PURE__ */ factory(name78, dependencies78, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name78, {
+  return typed2(name78, {
     number: () => 0,
     "BigNumber | Fraction": (x) => x.mul(0),
     Complex: (x) => x.im,
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -14807,12 +15313,12 @@ var name79 = "re";
 var dependencies79 = ["typed"];
 var createRe = /* @__PURE__ */ factory(name79, dependencies79, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name79, {
+  return typed2(name79, {
     "number | BigNumber | Fraction": (x) => x,
     Complex: (x) => x.re,
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -14821,19 +15327,19 @@ var name80 = "not";
 var dependencies80 = ["typed"];
 var createNot = /* @__PURE__ */ factory(name80, dependencies80, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name80, {
+  return typed2(name80, {
     "null | undefined": () => true,
     number: notNumber,
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.re === 0 && x.im === 0;
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.isZero() || x.isNaN();
     },
-    Unit: typed3.referToSelf((self2) => (x) => typed3.find(self2, x.valueType())(x.value)),
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    Unit: typed2.referToSelf((self2) => (x) => typed2.find(self2, x.valueType())(x.value)),
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -14842,29 +15348,29 @@ var name81 = "or";
 var dependencies81 = ["typed", "matrix", "equalScalar", "DenseMatrix", "concat"];
 var createOr = /* @__PURE__ */ factory(name81, dependencies81, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo05xSfSf = createMatAlgo05xSfSf({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name81, {
+  return typed2(name81, {
     "number, number": orNumber,
     "Complex, Complex": function ComplexComplex(x, y) {
       return x.re !== 0 || x.im !== 0 || y.re !== 0 || y.im !== 0;
@@ -14872,7 +15378,7 @@ var createOr = /* @__PURE__ */ factory(name81, dependencies81, (_ref) => {
     "BigNumber, BigNumber": function BigNumberBigNumber(x, y) {
       return !x.isZero() && !x.isNaN() || !y.isZero() && !y.isNaN();
     },
-    "Unit, Unit": typed3.referToSelf((self2) => (x, y) => self2(x.value || 0, y.value || 0))
+    "Unit, Unit": typed2.referToSelf((self2) => (x, y) => self2(x.value || 0, y.value || 0))
   }, matrixAlgorithmSuite({
     SS: matAlgo05xSfSf,
     DS: matAlgo03xDSf,
@@ -14885,28 +15391,28 @@ var name82 = "xor";
 var dependencies82 = ["typed", "matrix", "DenseMatrix", "concat"];
 var createXor = /* @__PURE__ */ factory(name82, dependencies82, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo07xSSf = createMatAlgo07xSSf({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name82, {
+  return typed2(name82, {
     "number, number": xorNumber,
     "Complex, Complex": function ComplexComplex(x, y) {
       return (x.re !== 0 || x.im !== 0) !== (y.re !== 0 || y.im !== 0);
@@ -14914,7 +15420,7 @@ var createXor = /* @__PURE__ */ factory(name82, dependencies82, (_ref) => {
     "BigNumber, BigNumber": function BigNumberBigNumber(x, y) {
       return (!x.isZero() && !x.isNaN()) !== (!y.isZero() && !y.isNaN());
     },
-    "Unit, Unit": typed3.referToSelf((self2) => (x, y) => self2(x.value || 0, y.value || 0))
+    "Unit, Unit": typed2.referToSelf((self2) => (x, y) => self2(x.value || 0, y.value || 0))
   }, matrixAlgorithmSuite({
     SS: matAlgo07xSSf,
     DS: matAlgo03xDSf,
@@ -14927,43 +15433,43 @@ var name83 = "concat";
 var dependencies83 = ["typed", "matrix", "isInteger"];
 var createConcat = /* @__PURE__ */ factory(name83, dependencies83, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    isInteger: isInteger3
+    typed: typed2,
+    matrix,
+    isInteger: isInteger2
   } = _ref;
-  return typed3(name83, {
+  return typed2(name83, {
     // TODO: change signature to '...Array | Matrix, dim?' when supported
     "...Array | Matrix | number | BigNumber": function ArrayMatrixNumberBigNumber(args) {
-      var i2;
+      var i;
       var len = args.length;
       var dim = -1;
       var prevDim;
       var asMatrix = false;
       var matrices = [];
-      for (i2 = 0; i2 < len; i2++) {
-        var arg2 = args[i2];
-        if (isMatrix(arg2)) {
+      for (i = 0; i < len; i++) {
+        var arg = args[i];
+        if (isMatrix(arg)) {
           asMatrix = true;
         }
-        if (isNumber(arg2) || isBigNumber(arg2)) {
-          if (i2 !== len - 1) {
+        if (isNumber(arg) || isBigNumber(arg)) {
+          if (i !== len - 1) {
             throw new Error("Dimension must be specified as last argument");
           }
           prevDim = dim;
-          dim = arg2.valueOf();
-          if (!isInteger3(dim)) {
+          dim = arg.valueOf();
+          if (!isInteger2(dim)) {
             throw new TypeError("Integer number expected for dimension");
           }
-          if (dim < 0 || i2 > 0 && dim > prevDim) {
+          if (dim < 0 || i > 0 && dim > prevDim) {
             throw new IndexError(dim, prevDim + 1);
           }
         } else {
-          var m = clone(arg2).valueOf();
-          var size2 = arraySize(m);
-          matrices[i2] = m;
+          var m = clone(arg).valueOf();
+          var size = arraySize(m);
+          matrices[i] = m;
           prevDim = dim;
-          dim = size2.length - 1;
-          if (i2 > 0 && dim !== prevDim) {
+          dim = size.length - 1;
+          if (i > 0 && dim !== prevDim) {
             throw new DimensionError(prevDim + 1, dim + 1);
           }
         }
@@ -14975,9 +15481,9 @@ var createConcat = /* @__PURE__ */ factory(name83, dependencies83, (_ref) => {
       while (matrices.length) {
         res = concat(res, matrices.shift(), dim);
       }
-      return asMatrix ? matrix2(res) : res;
+      return asMatrix ? matrix(res) : res;
     },
-    "...string": function string2(args) {
+    "...string": function string(args) {
       return args.join("");
     }
   });
@@ -14988,26 +15494,26 @@ var name84 = "column";
 var dependencies84 = ["typed", "Index", "matrix", "range"];
 var createColumn = /* @__PURE__ */ factory(name84, dependencies84, (_ref) => {
   var {
-    typed: typed3,
-    Index: Index2,
-    matrix: matrix2,
-    range: range2
+    typed: typed2,
+    Index,
+    matrix,
+    range
   } = _ref;
-  return typed3(name84, {
+  return typed2(name84, {
     "Matrix, number": _column,
-    "Array, number": function ArrayNumber(value, column2) {
-      return _column(matrix2(clone(value)), column2).valueOf();
+    "Array, number": function ArrayNumber(value, column) {
+      return _column(matrix(clone(value)), column).valueOf();
     }
   });
-  function _column(value, column2) {
+  function _column(value, column) {
     if (value.size().length !== 2) {
       throw new Error("Only two dimensional matrix is supported");
     }
-    validateIndex(column2, value.size()[1]);
-    var rowRange = range2(0, value.size()[0]);
-    var index2 = new Index2(rowRange, column2);
-    var result = value.subset(index2);
-    return isMatrix(result) ? result : matrix2([[result]]);
+    validateIndex(column, value.size()[1]);
+    var rowRange = range(0, value.size()[0]);
+    var index = new Index(rowRange, column);
+    var result = value.subset(index);
+    return isMatrix(result) ? result : matrix([[result]]);
   }
 });
 
@@ -15016,16 +15522,16 @@ var name85 = "count";
 var dependencies85 = ["typed", "size", "prod"];
 var createCount = /* @__PURE__ */ factory(name85, dependencies85, (_ref) => {
   var {
-    typed: typed3,
-    size: size2,
-    prod: prod2
+    typed: typed2,
+    size,
+    prod
   } = _ref;
-  return typed3(name85, {
-    string: function string2(x) {
+  return typed2(name85, {
+    string: function string(x) {
       return x.length;
     },
     "Matrix | Array": function MatrixArray(x) {
-      return prod2(size2(x));
+      return prod(size(x));
     }
   });
 });
@@ -15035,20 +15541,20 @@ var name86 = "cross";
 var dependencies86 = ["typed", "matrix", "subtract", "multiply"];
 var createCross = /* @__PURE__ */ factory(name86, dependencies86, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    subtract: subtract2,
-    multiply: multiply2
+    typed: typed2,
+    matrix,
+    subtract,
+    multiply
   } = _ref;
-  return typed3(name86, {
+  return typed2(name86, {
     "Matrix, Matrix": function MatrixMatrix(x, y) {
-      return matrix2(_cross(x.toArray(), y.toArray()));
+      return matrix(_cross(x.toArray(), y.toArray()));
     },
     "Matrix, Array": function MatrixArray(x, y) {
-      return matrix2(_cross(x.toArray(), y));
+      return matrix(_cross(x.toArray(), y));
     },
     "Array, Matrix": function ArrayMatrix(x, y) {
-      return matrix2(_cross(x, y.toArray()));
+      return matrix(_cross(x, y.toArray()));
     },
     "Array, Array": _cross
   });
@@ -15061,7 +15567,7 @@ var createCross = /* @__PURE__ */ factory(name86, dependencies86, (_ref) => {
     if (xSize.length !== 1 || ySize.length !== 1 || xSize[0] !== 3 || ySize[0] !== 3) {
       throw new RangeError("Vectors with length 3 expected (Size A = [" + xSize.join(", ") + "], B = [" + ySize.join(", ") + "])");
     }
-    var product3 = [subtract2(multiply2(x[1], y[2]), multiply2(x[2], y[1])), subtract2(multiply2(x[2], y[0]), multiply2(x[0], y[2])), subtract2(multiply2(x[0], y[1]), multiply2(x[1], y[0]))];
+    var product3 = [subtract(multiply(x[1], y[2]), multiply(x[2], y[1])), subtract(multiply(x[2], y[0]), multiply(x[0], y[2])), subtract(multiply(x[0], y[1]), multiply(x[1], y[0]))];
     if (highestDimension > 1) {
       return [product3];
     } else {
@@ -15075,12 +15581,12 @@ var name87 = "diag";
 var dependencies87 = ["typed", "matrix", "DenseMatrix", "SparseMatrix"];
 var createDiag = /* @__PURE__ */ factory(name87, dependencies87, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    DenseMatrix: DenseMatrix2,
-    SparseMatrix: SparseMatrix2
+    typed: typed2,
+    matrix,
+    DenseMatrix,
+    SparseMatrix
   } = _ref;
-  return typed3(name87, {
+  return typed2(name87, {
     // FIXME: simplify this huge amount of signatures as soon as typed-function supports optional arguments
     Array: function Array2(x) {
       return _diag(x, 0, arraySize(x), null);
@@ -15091,16 +15597,16 @@ var createDiag = /* @__PURE__ */ factory(name87, dependencies87, (_ref) => {
     "Array, BigNumber": function ArrayBigNumber(x, k) {
       return _diag(x, k.toNumber(), arraySize(x), null);
     },
-    "Array, string": function ArrayString(x, format5) {
-      return _diag(x, 0, arraySize(x), format5);
+    "Array, string": function ArrayString(x, format4) {
+      return _diag(x, 0, arraySize(x), format4);
     },
-    "Array, number, string": function ArrayNumberString(x, k, format5) {
-      return _diag(x, k, arraySize(x), format5);
+    "Array, number, string": function ArrayNumberString(x, k, format4) {
+      return _diag(x, k, arraySize(x), format4);
     },
-    "Array, BigNumber, string": function ArrayBigNumberString(x, k, format5) {
-      return _diag(x, k.toNumber(), arraySize(x), format5);
+    "Array, BigNumber, string": function ArrayBigNumberString(x, k, format4) {
+      return _diag(x, k.toNumber(), arraySize(x), format4);
     },
-    Matrix: function Matrix2(x) {
+    Matrix: function Matrix(x) {
       return _diag(x, 0, x.size(), x.storage());
     },
     "Matrix, number": function MatrixNumber(x, k) {
@@ -15109,44 +15615,44 @@ var createDiag = /* @__PURE__ */ factory(name87, dependencies87, (_ref) => {
     "Matrix, BigNumber": function MatrixBigNumber(x, k) {
       return _diag(x, k.toNumber(), x.size(), x.storage());
     },
-    "Matrix, string": function MatrixString(x, format5) {
-      return _diag(x, 0, x.size(), format5);
+    "Matrix, string": function MatrixString(x, format4) {
+      return _diag(x, 0, x.size(), format4);
     },
-    "Matrix, number, string": function MatrixNumberString(x, k, format5) {
-      return _diag(x, k, x.size(), format5);
+    "Matrix, number, string": function MatrixNumberString(x, k, format4) {
+      return _diag(x, k, x.size(), format4);
     },
-    "Matrix, BigNumber, string": function MatrixBigNumberString(x, k, format5) {
-      return _diag(x, k.toNumber(), x.size(), format5);
+    "Matrix, BigNumber, string": function MatrixBigNumberString(x, k, format4) {
+      return _diag(x, k.toNumber(), x.size(), format4);
     }
   });
-  function _diag(x, k, size2, format5) {
+  function _diag(x, k, size, format4) {
     if (!isInteger(k)) {
       throw new TypeError("Second parameter in function diag must be an integer");
     }
     var kSuper = k > 0 ? k : 0;
     var kSub = k < 0 ? -k : 0;
-    switch (size2.length) {
+    switch (size.length) {
       case 1:
-        return _createDiagonalMatrix(x, k, format5, size2[0], kSub, kSuper);
+        return _createDiagonalMatrix(x, k, format4, size[0], kSub, kSuper);
       case 2:
-        return _getDiagonal(x, k, format5, size2, kSub, kSuper);
+        return _getDiagonal(x, k, format4, size, kSub, kSuper);
     }
     throw new RangeError("Matrix for function diag must be 2 dimensional");
   }
-  function _createDiagonalMatrix(x, k, format5, l, kSub, kSuper) {
+  function _createDiagonalMatrix(x, k, format4, l, kSub, kSuper) {
     var ms = [l + kSub, l + kSuper];
-    if (format5 && format5 !== "sparse" && format5 !== "dense") {
-      throw new TypeError("Unknown matrix type ".concat(format5, '"'));
+    if (format4 && format4 !== "sparse" && format4 !== "dense") {
+      throw new TypeError("Unknown matrix type ".concat(format4, '"'));
     }
-    var m = format5 === "sparse" ? SparseMatrix2.diagonal(ms, x, k) : DenseMatrix2.diagonal(ms, x, k);
-    return format5 !== null ? m : m.valueOf();
+    var m = format4 === "sparse" ? SparseMatrix.diagonal(ms, x, k) : DenseMatrix.diagonal(ms, x, k);
+    return format4 !== null ? m : m.valueOf();
   }
-  function _getDiagonal(x, k, format5, s, kSub, kSuper) {
+  function _getDiagonal(x, k, format4, s, kSub, kSuper) {
     if (isMatrix(x)) {
       var dm = x.diagonal(k);
-      if (format5 !== null) {
-        if (format5 !== dm.storage()) {
-          return matrix2(dm, format5);
+      if (format4 !== null) {
+        if (format4 !== dm.storage()) {
+          return matrix(dm, format4);
         }
         return dm;
       }
@@ -15154,23 +15660,23 @@ var createDiag = /* @__PURE__ */ factory(name87, dependencies87, (_ref) => {
     }
     var n = Math.min(s[0] - kSub, s[1] - kSuper);
     var vector = [];
-    for (var i2 = 0; i2 < n; i2++) {
-      vector[i2] = x[i2 + kSub][i2 + kSuper];
+    for (var i = 0; i < n; i++) {
+      vector[i] = x[i + kSub][i + kSuper];
     }
-    return format5 !== null ? matrix2(vector) : vector;
+    return format4 !== null ? matrix(vector) : vector;
   }
 });
 
 // node_modules/mathjs/lib/esm/utils/applyCallback.js
 var import_typed_function2 = __toESM(require_typed_function(), 1);
-function applyCallback(callback, value, index2, array, mappingFnName) {
+function applyCallback(callback, value, index, array, mappingFnName) {
   if (import_typed_function2.default.isTypedFunction(callback)) {
-    var args3 = [value, index2, array];
+    var args3 = [value, index, array];
     var signature3 = import_typed_function2.default.resolve(callback, args3);
     if (signature3) {
       return tryWithArgs(signature3.implementation, args3);
     }
-    var args2 = [value, index2];
+    var args2 = [value, index];
     var signature2 = import_typed_function2.default.resolve(callback, args2);
     if (signature2) {
       return tryWithArgs(signature2.implementation, args2);
@@ -15182,7 +15688,7 @@ function applyCallback(callback, value, index2, array, mappingFnName) {
     }
     return tryWithArgs(callback, args3);
   } else {
-    return callback(value, index2, array);
+    return callback(value, index, array);
   }
   function tryWithArgs(signature, args) {
     try {
@@ -15193,12 +15699,12 @@ function applyCallback(callback, value, index2, array, mappingFnName) {
         var argsDesc = [];
         argsDesc.push("value: ".concat(typeOf(value)));
         if (args.length >= 2) {
-          argsDesc.push("index: ".concat(typeOf(index2)));
+          argsDesc.push("index: ".concat(typeOf(index)));
         }
         if (args.length >= 3) {
           argsDesc.push("array: ".concat(typeOf(array)));
         }
-        throw new TypeError("Function ".concat(mappingFnName, " cannot apply callback arguments ") + "".concat(callback.name, "(").concat(argsDesc.join(", "), ") at index ").concat(JSON.stringify(index2)));
+        throw new TypeError("Function ".concat(mappingFnName, " cannot apply callback arguments ") + "".concat(callback.name, "(").concat(argsDesc.join(", "), ") at index ").concat(JSON.stringify(index)));
       } else {
         throw new TypeError("Function ".concat(mappingFnName, " cannot apply callback arguments ") + "to function ".concat(callback.name, ": ").concat(err.message));
       }
@@ -15211,9 +15717,9 @@ var name88 = "filter";
 var dependencies88 = ["typed"];
 var createFilter = /* @__PURE__ */ factory(name88, dependencies88, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3("filter", {
+  return typed2("filter", {
     "Array, function": _filterCallback,
     "Matrix, function": function MatrixFunction(x, test) {
       return x.create(_filterCallback(x.toArray(), test));
@@ -15225,8 +15731,8 @@ var createFilter = /* @__PURE__ */ factory(name88, dependencies88, (_ref) => {
   });
 });
 function _filterCallback(x, callback) {
-  return filter(x, function(value, index2, array) {
-    return applyCallback(callback, value, [index2], array, "filter");
+  return filter(x, function(value, index, array) {
+    return applyCallback(callback, value, [index], array, "filter");
   });
 }
 
@@ -15235,16 +15741,16 @@ var name89 = "flatten";
 var dependencies89 = ["typed", "matrix"];
 var createFlatten = /* @__PURE__ */ factory(name89, dependencies89, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2
+    typed: typed2,
+    matrix
   } = _ref;
-  return typed3(name89, {
+  return typed2(name89, {
     Array: function Array2(x) {
       return flatten(x);
     },
-    Matrix: function Matrix2(x) {
+    Matrix: function Matrix(x) {
       var flat = flatten(x.toArray());
-      return matrix2(flat);
+      return matrix(flat);
     }
   });
 });
@@ -15254,9 +15760,9 @@ var name90 = "forEach";
 var dependencies90 = ["typed"];
 var createForEach = /* @__PURE__ */ factory(name90, dependencies90, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name90, {
+  return typed2(name90, {
     "Array, function": _forEach,
     "Matrix, function": function MatrixFunction(x, callback) {
       x.forEach(callback);
@@ -15264,13 +15770,13 @@ var createForEach = /* @__PURE__ */ factory(name90, dependencies90, (_ref) => {
   });
 });
 function _forEach(array, callback) {
-  var recurse = function recurse2(value, index2) {
+  var recurse = function recurse2(value, index) {
     if (Array.isArray(value)) {
-      forEach(value, function(child, i2) {
-        recurse2(child, index2.concat(i2));
+      forEach(value, function(child, i) {
+        recurse2(child, index.concat(i));
       });
     } else {
-      return applyCallback(callback, value, index2, array, "forEach");
+      return applyCallback(callback, value, index, array, "forEach");
     }
   };
   recurse(array, []);
@@ -15281,13 +15787,13 @@ var name91 = "getMatrixDataType";
 var dependencies91 = ["typed"];
 var createGetMatrixDataType = /* @__PURE__ */ factory(name91, dependencies91, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name91, {
+  return typed2(name91, {
     Array: function Array2(x) {
       return getArrayDataType(x, typeOf);
     },
-    Matrix: function Matrix2(x) {
+    Matrix: function Matrix(x) {
       return x.getDataType();
     }
   });
@@ -15298,59 +15804,59 @@ var name92 = "identity";
 var dependencies92 = ["typed", "config", "matrix", "BigNumber", "DenseMatrix", "SparseMatrix"];
 var createIdentity = /* @__PURE__ */ factory(name92, dependencies92, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    matrix: matrix2,
-    BigNumber: BigNumber2,
-    DenseMatrix: DenseMatrix2,
-    SparseMatrix: SparseMatrix2
+    typed: typed2,
+    config: config2,
+    matrix,
+    BigNumber,
+    DenseMatrix,
+    SparseMatrix
   } = _ref;
-  return typed3(name92, {
+  return typed2(name92, {
     "": function _() {
-      return config4.matrix === "Matrix" ? matrix2([]) : [];
+      return config2.matrix === "Matrix" ? matrix([]) : [];
     },
-    string: function string2(format5) {
-      return matrix2(format5);
+    string: function string(format4) {
+      return matrix(format4);
     },
     "number | BigNumber": function numberBigNumber(rows) {
-      return _identity(rows, rows, config4.matrix === "Matrix" ? "dense" : void 0);
+      return _identity(rows, rows, config2.matrix === "Matrix" ? "dense" : void 0);
     },
-    "number | BigNumber, string": function numberBigNumberString(rows, format5) {
-      return _identity(rows, rows, format5);
+    "number | BigNumber, string": function numberBigNumberString(rows, format4) {
+      return _identity(rows, rows, format4);
     },
     "number | BigNumber, number | BigNumber": function numberBigNumberNumberBigNumber(rows, cols) {
-      return _identity(rows, cols, config4.matrix === "Matrix" ? "dense" : void 0);
+      return _identity(rows, cols, config2.matrix === "Matrix" ? "dense" : void 0);
     },
-    "number | BigNumber, number | BigNumber, string": function numberBigNumberNumberBigNumberString(rows, cols, format5) {
-      return _identity(rows, cols, format5);
+    "number | BigNumber, number | BigNumber, string": function numberBigNumberNumberBigNumberString(rows, cols, format4) {
+      return _identity(rows, cols, format4);
     },
-    Array: function Array2(size2) {
-      return _identityVector(size2);
+    Array: function Array2(size) {
+      return _identityVector(size);
     },
-    "Array, string": function ArrayString(size2, format5) {
-      return _identityVector(size2, format5);
+    "Array, string": function ArrayString(size, format4) {
+      return _identityVector(size, format4);
     },
-    Matrix: function Matrix2(size2) {
-      return _identityVector(size2.valueOf(), size2.storage());
+    Matrix: function Matrix(size) {
+      return _identityVector(size.valueOf(), size.storage());
     },
-    "Matrix, string": function MatrixString(size2, format5) {
-      return _identityVector(size2.valueOf(), format5);
+    "Matrix, string": function MatrixString(size, format4) {
+      return _identityVector(size.valueOf(), format4);
     }
   });
-  function _identityVector(size2, format5) {
-    switch (size2.length) {
+  function _identityVector(size, format4) {
+    switch (size.length) {
       case 0:
-        return format5 ? matrix2(format5) : [];
+        return format4 ? matrix(format4) : [];
       case 1:
-        return _identity(size2[0], size2[0], format5);
+        return _identity(size[0], size[0], format4);
       case 2:
-        return _identity(size2[0], size2[1], format5);
+        return _identity(size[0], size[1], format4);
       default:
         throw new Error("Vector containing two values expected");
     }
   }
-  function _identity(rows, cols, format5) {
-    var Big = isBigNumber(rows) || isBigNumber(cols) ? BigNumber2 : null;
+  function _identity(rows, cols, format4) {
+    var Big = isBigNumber(rows) || isBigNumber(cols) ? BigNumber : null;
     if (isBigNumber(rows))
       rows = rows.toNumber();
     if (isBigNumber(cols))
@@ -15361,19 +15867,19 @@ var createIdentity = /* @__PURE__ */ factory(name92, dependencies92, (_ref) => {
     if (!isInteger(cols) || cols < 1) {
       throw new Error("Parameters in function identity must be positive integers");
     }
-    var one = Big ? new BigNumber2(1) : 1;
+    var one = Big ? new BigNumber(1) : 1;
     var defaultValue = Big ? new Big(0) : 0;
-    var size2 = [rows, cols];
-    if (format5) {
-      if (format5 === "sparse") {
-        return SparseMatrix2.diagonal(size2, one, 0, defaultValue);
+    var size = [rows, cols];
+    if (format4) {
+      if (format4 === "sparse") {
+        return SparseMatrix.diagonal(size, one, 0, defaultValue);
       }
-      if (format5 === "dense") {
-        return DenseMatrix2.diagonal(size2, one, 0, defaultValue);
+      if (format4 === "dense") {
+        return DenseMatrix.diagonal(size, one, 0, defaultValue);
       }
-      throw new TypeError('Unknown matrix type "'.concat(format5, '"'));
+      throw new TypeError('Unknown matrix type "'.concat(format4, '"'));
     }
-    var res = resize([], size2, defaultValue);
+    var res = resize([], size, defaultValue);
     var minimum = rows < cols ? rows : cols;
     for (var d = 0; d < minimum; d++) {
       res[d][d] = one;
@@ -15387,19 +15893,19 @@ var name93 = "kron";
 var dependencies93 = ["typed", "matrix", "multiplyScalar"];
 var createKron = /* @__PURE__ */ factory(name93, dependencies93, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    multiplyScalar: multiplyScalar2
+    typed: typed2,
+    matrix,
+    multiplyScalar
   } = _ref;
-  return typed3(name93, {
+  return typed2(name93, {
     "Matrix, Matrix": function MatrixMatrix(x, y) {
-      return matrix2(_kron(x.toArray(), y.toArray()));
+      return matrix(_kron(x.toArray(), y.toArray()));
     },
     "Matrix, Array": function MatrixArray(x, y) {
-      return matrix2(_kron(x.toArray(), y));
+      return matrix(_kron(x.toArray(), y));
     },
     "Array, Matrix": function ArrayMatrix(x, y) {
-      return matrix2(_kron(x, y.toArray()));
+      return matrix(_kron(x, y.toArray()));
     },
     "Array, Array": _kron
   });
@@ -15421,7 +15927,7 @@ var createKron = /* @__PURE__ */ factory(name93, dependencies93, (_ref) => {
         t.push(r);
         return a2.map(function(y) {
           return b2.map(function(x) {
-            return r.push(multiplyScalar2(y, x));
+            return r.push(multiplyScalar(y, x));
           });
         });
       });
@@ -15434,9 +15940,9 @@ var name94 = "map";
 var dependencies94 = ["typed"];
 var createMap2 = /* @__PURE__ */ factory(name94, dependencies94, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name94, {
+  return typed2(name94, {
     "Array, function": _map,
     "Matrix, function": function MatrixFunction(x, callback) {
       return x.map(callback);
@@ -15444,13 +15950,13 @@ var createMap2 = /* @__PURE__ */ factory(name94, dependencies94, (_ref) => {
   });
 });
 function _map(array, callback) {
-  var recurse = function recurse2(value, index2) {
+  var recurse = function recurse2(value, index) {
     if (Array.isArray(value)) {
-      return value.map(function(child, i2) {
-        return recurse2(child, index2.concat(i2));
+      return value.map(function(child, i) {
+        return recurse2(child, index.concat(i));
       });
     } else {
-      return applyCallback(callback, value, index2, array, "map");
+      return applyCallback(callback, value, index, array, "map");
     }
   };
   return recurse(array, []);
@@ -15461,15 +15967,15 @@ var name95 = "diff";
 var dependencies95 = ["typed", "matrix", "subtract", "number"];
 var createDiff = /* @__PURE__ */ factory(name95, dependencies95, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    subtract: subtract2,
-    number: number2
+    typed: typed2,
+    matrix,
+    subtract,
+    number
   } = _ref;
-  return typed3(name95, {
+  return typed2(name95, {
     "Array | Matrix": function ArrayMatrix(arr) {
       if (isMatrix(arr)) {
-        return matrix2(_diff(arr.toArray()));
+        return matrix(_diff(arr.toArray()));
       } else {
         return _diff(arr);
       }
@@ -15478,13 +15984,13 @@ var createDiff = /* @__PURE__ */ factory(name95, dependencies95, (_ref) => {
       if (!isInteger(dim))
         throw new RangeError("Dimension must be a whole number");
       if (isMatrix(arr)) {
-        return matrix2(_recursive(arr.toArray(), dim));
+        return matrix(_recursive(arr.toArray(), dim));
       } else {
         return _recursive(arr, dim);
       }
     },
-    "Array, BigNumber": typed3.referTo("Array,number", (selfAn) => (arr, dim) => selfAn(arr, number2(dim))),
-    "Matrix, BigNumber": typed3.referTo("Matrix,number", (selfMn) => (arr, dim) => selfMn(arr, number2(dim)))
+    "Array, BigNumber": typed2.referTo("Array,number", (selfAn) => (arr, dim) => selfAn(arr, number(dim))),
+    "Matrix, BigNumber": typed2.referTo("Matrix,number", (selfMn) => (arr, dim) => selfMn(arr, number(dim)))
   });
   function _recursive(arr, dim) {
     if (isMatrix(arr)) {
@@ -15507,9 +16013,9 @@ var createDiff = /* @__PURE__ */ factory(name95, dependencies95, (_ref) => {
   }
   function _diff(arr) {
     var result = [];
-    var size2 = arr.length;
-    for (var i2 = 1; i2 < size2; i2++) {
-      result.push(_ElementDiff(arr[i2 - 1], arr[i2]));
+    var size = arr.length;
+    for (var i = 1; i < size; i++) {
+      result.push(_ElementDiff(arr[i - 1], arr[i]));
     }
     return result;
   }
@@ -15524,7 +16030,7 @@ var createDiff = /* @__PURE__ */ factory(name95, dependencies95, (_ref) => {
       return _ArrayDiff(obj1, obj2);
     }
     if (!obj1IsArray && !obj2IsArray) {
-      return subtract2(obj2, obj1);
+      return subtract(obj2, obj1);
     }
     throw TypeError("Cannot calculate difference between 1 array and 1 non-array");
   }
@@ -15533,9 +16039,9 @@ var createDiff = /* @__PURE__ */ factory(name95, dependencies95, (_ref) => {
       throw RangeError("Not all sub-arrays have the same length");
     }
     var result = [];
-    var size2 = arr1.length;
-    for (var i2 = 0; i2 < size2; i2++) {
-      result.push(_ElementDiff(arr1[i2], arr2[i2]));
+    var size = arr1.length;
+    for (var i = 0; i < size; i++) {
+      result.push(_ElementDiff(arr1[i], arr2[i]));
     }
     return result;
   }
@@ -15546,67 +16052,67 @@ var name96 = "ones";
 var dependencies96 = ["typed", "config", "matrix", "BigNumber"];
 var createOnes = /* @__PURE__ */ factory(name96, dependencies96, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    matrix: matrix2,
-    BigNumber: BigNumber2
+    typed: typed2,
+    config: config2,
+    matrix,
+    BigNumber
   } = _ref;
-  return typed3("ones", {
+  return typed2("ones", {
     "": function _() {
-      return config4.matrix === "Array" ? _ones([]) : _ones([], "default");
+      return config2.matrix === "Array" ? _ones([]) : _ones([], "default");
     },
     // math.ones(m, n, p, ..., format)
     // TODO: more accurate signature '...number | BigNumber, string' as soon as typed-function supports this
-    "...number | BigNumber | string": function numberBigNumberString(size2) {
-      var last = size2[size2.length - 1];
+    "...number | BigNumber | string": function numberBigNumberString(size) {
+      var last = size[size.length - 1];
       if (typeof last === "string") {
-        var format5 = size2.pop();
-        return _ones(size2, format5);
-      } else if (config4.matrix === "Array") {
-        return _ones(size2);
+        var format4 = size.pop();
+        return _ones(size, format4);
+      } else if (config2.matrix === "Array") {
+        return _ones(size);
       } else {
-        return _ones(size2, "default");
+        return _ones(size, "default");
       }
     },
     Array: _ones,
-    Matrix: function Matrix2(size2) {
-      var format5 = size2.storage();
-      return _ones(size2.valueOf(), format5);
+    Matrix: function Matrix(size) {
+      var format4 = size.storage();
+      return _ones(size.valueOf(), format4);
     },
-    "Array | Matrix, string": function ArrayMatrixString(size2, format5) {
-      return _ones(size2.valueOf(), format5);
+    "Array | Matrix, string": function ArrayMatrixString(size, format4) {
+      return _ones(size.valueOf(), format4);
     }
   });
-  function _ones(size2, format5) {
-    var hasBigNumbers = _normalize(size2);
-    var defaultValue = hasBigNumbers ? new BigNumber2(1) : 1;
-    _validate2(size2);
-    if (format5) {
-      var m = matrix2(format5);
-      if (size2.length > 0) {
-        return m.resize(size2, defaultValue);
+  function _ones(size, format4) {
+    var hasBigNumbers = _normalize(size);
+    var defaultValue = hasBigNumbers ? new BigNumber(1) : 1;
+    _validate2(size);
+    if (format4) {
+      var m = matrix(format4);
+      if (size.length > 0) {
+        return m.resize(size, defaultValue);
       }
       return m;
     } else {
       var arr = [];
-      if (size2.length > 0) {
-        return resize(arr, size2, defaultValue);
+      if (size.length > 0) {
+        return resize(arr, size, defaultValue);
       }
       return arr;
     }
   }
-  function _normalize(size2) {
+  function _normalize(size) {
     var hasBigNumbers = false;
-    size2.forEach(function(value, index2, arr) {
+    size.forEach(function(value, index, arr) {
       if (isBigNumber(value)) {
         hasBigNumbers = true;
-        arr[index2] = value.toNumber();
+        arr[index] = value.toNumber();
       }
     });
     return hasBigNumbers;
   }
-  function _validate2(size2) {
-    size2.forEach(function(value) {
+  function _validate2(size) {
+    size.forEach(function(value) {
       if (typeof value !== "number" || !isInteger(value) || value < 0) {
         throw new Error("Parameters in function ones must be positive integers");
       }
@@ -15630,18 +16136,18 @@ var name97 = "range";
 var dependencies97 = ["typed", "config", "?matrix", "?bignumber", "smaller", "smallerEq", "larger", "largerEq", "add", "isPositive"];
 var createRange = /* @__PURE__ */ factory(name97, dependencies97, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    matrix: matrix2,
-    bignumber: bignumber2,
-    smaller: smaller2,
-    smallerEq: smallerEq2,
-    larger: larger2,
-    largerEq: largerEq2,
-    add: add3,
-    isPositive: isPositive2
+    typed: typed2,
+    config: config2,
+    matrix,
+    bignumber,
+    smaller,
+    smallerEq,
+    larger,
+    largerEq,
+    add: add2,
+    isPositive
   } = _ref;
-  return typed3(name97, {
+  return typed2(name97, {
     // TODO: simplify signatures when typed-function supports default values and optional arguments
     // TODO: a number or boolean should not be converted to string here
     string: _strRange,
@@ -15659,15 +16165,15 @@ var createRange = /* @__PURE__ */ factory(name97, dependencies97, (_ref) => {
       return _out(_range(start, end, step, includeEnd));
     },
     "BigNumber, BigNumber": function BigNumberBigNumber(start, end) {
-      var BigNumber2 = start.constructor;
-      return _out(_range(start, end, new BigNumber2(1), false));
+      var BigNumber = start.constructor;
+      return _out(_range(start, end, new BigNumber(1), false));
     },
     "BigNumber, BigNumber, BigNumber": function BigNumberBigNumberBigNumber(start, end, step) {
       return _out(_range(start, end, step, false));
     },
     "BigNumber, BigNumber, boolean": function BigNumberBigNumberBoolean(start, end, includeEnd) {
-      var BigNumber2 = start.constructor;
-      return _out(_range(start, end, new BigNumber2(1), includeEnd));
+      var BigNumber = start.constructor;
+      return _out(_range(start, end, new BigNumber(1), includeEnd));
     },
     "BigNumber, BigNumber, BigNumber, boolean": function BigNumberBigNumberBigNumberBoolean(start, end, step, includeEnd) {
       return _out(_range(start, end, step, includeEnd));
@@ -15680,8 +16186,8 @@ var createRange = /* @__PURE__ */ factory(name97, dependencies97, (_ref) => {
     }
   });
   function _out(arr) {
-    if (config4.matrix === "Matrix") {
-      return matrix2 ? matrix2(arr) : noMatrix();
+    if (config2.matrix === "Matrix") {
+      return matrix ? matrix(arr) : noMatrix();
     }
     return arr;
   }
@@ -15690,29 +16196,29 @@ var createRange = /* @__PURE__ */ factory(name97, dependencies97, (_ref) => {
     if (!r) {
       throw new SyntaxError('String "' + str + '" is no valid range');
     }
-    if (config4.number === "BigNumber") {
-      if (bignumber2 === void 0) {
+    if (config2.number === "BigNumber") {
+      if (bignumber === void 0) {
         noBignumber();
       }
-      return _out(_range(bignumber2(r.start), bignumber2(r.end), bignumber2(r.step)), includeEnd);
+      return _out(_range(bignumber(r.start), bignumber(r.end), bignumber(r.step)), includeEnd);
     } else {
       return _out(_range(r.start, r.end, r.step, includeEnd));
     }
   }
   function _range(start, end, step, includeEnd) {
     var array = [];
-    var ongoing = isPositive2(step) ? includeEnd ? smallerEq2 : smaller2 : includeEnd ? largerEq2 : larger2;
+    var ongoing = isPositive(step) ? includeEnd ? smallerEq : smaller : includeEnd ? largerEq : larger;
     var x = start;
     while (ongoing(x, end)) {
       array.push(x);
-      x = add3(x, step);
+      x = add2(x, step);
     }
     return array;
   }
   function _parse(str) {
     var args = str.split(":");
-    var nums = args.map(function(arg2) {
-      return Number(arg2);
+    var nums = args.map(function(arg) {
+      return Number(arg);
     });
     var invalid = nums.some(function(num) {
       return isNaN(num);
@@ -15744,17 +16250,17 @@ var name98 = "reshape";
 var dependencies98 = ["typed", "isInteger", "matrix"];
 var createReshape = /* @__PURE__ */ factory(name98, dependencies98, (_ref) => {
   var {
-    typed: typed3,
-    isInteger: isInteger3
+    typed: typed2,
+    isInteger: isInteger2
   } = _ref;
-  return typed3(name98, {
+  return typed2(name98, {
     "Matrix, Array": function MatrixArray(x, sizes) {
       return x.reshape(sizes, true);
     },
     "Array, Array": function ArrayArray(x, sizes) {
-      sizes.forEach(function(size2) {
-        if (!isInteger3(size2)) {
-          throw new TypeError("Invalid size for dimension: " + size2);
+      sizes.forEach(function(size) {
+        if (!isInteger2(size)) {
+          throw new TypeError("Invalid size for dimension: " + size);
         }
       });
       return reshape(x, sizes);
@@ -15767,29 +16273,29 @@ var name99 = "resize";
 var dependencies99 = ["config", "matrix"];
 var createResize = /* @__PURE__ */ factory(name99, dependencies99, (_ref) => {
   var {
-    config: config4,
-    matrix: matrix2
+    config: config2,
+    matrix
   } = _ref;
-  return function resize3(x, size2, defaultValue) {
+  return function resize2(x, size, defaultValue) {
     if (arguments.length !== 2 && arguments.length !== 3) {
       throw new ArgumentsError("resize", arguments.length, 2, 3);
     }
-    if (isMatrix(size2)) {
-      size2 = size2.valueOf();
+    if (isMatrix(size)) {
+      size = size.valueOf();
     }
-    if (isBigNumber(size2[0])) {
-      size2 = size2.map(function(value) {
+    if (isBigNumber(size[0])) {
+      size = size.map(function(value) {
         return !isBigNumber(value) ? value : value.toNumber();
       });
     }
     if (isMatrix(x)) {
-      return x.resize(size2, defaultValue, true);
+      return x.resize(size, defaultValue, true);
     }
     if (typeof x === "string") {
-      return _resizeString(x, size2, defaultValue);
+      return _resizeString(x, size, defaultValue);
     }
-    var asMatrix = Array.isArray(x) ? false : config4.matrix !== "Array";
-    if (size2.length === 0) {
+    var asMatrix = Array.isArray(x) ? false : config2.matrix !== "Array";
+    if (size.length === 0) {
       while (Array.isArray(x)) {
         x = x[0];
       }
@@ -15799,11 +16305,11 @@ var createResize = /* @__PURE__ */ factory(name99, dependencies99, (_ref) => {
         x = [x];
       }
       x = clone(x);
-      var res = resize(x, size2, defaultValue);
-      return asMatrix ? matrix2(res) : res;
+      var res = resize(x, size, defaultValue);
+      return asMatrix ? matrix(res) : res;
     }
   };
-  function _resizeString(str, size2, defaultChar) {
+  function _resizeString(str, size, defaultChar) {
     if (defaultChar !== void 0) {
       if (typeof defaultChar !== "string" || defaultChar.length !== 1) {
         throw new TypeError("Single character expected as defaultValue");
@@ -15811,18 +16317,18 @@ var createResize = /* @__PURE__ */ factory(name99, dependencies99, (_ref) => {
     } else {
       defaultChar = " ";
     }
-    if (size2.length !== 1) {
-      throw new DimensionError(size2.length, 1);
+    if (size.length !== 1) {
+      throw new DimensionError(size.length, 1);
     }
-    var len = size2[0];
+    var len = size[0];
     if (typeof len !== "number" || !isInteger(len)) {
-      throw new TypeError("Invalid size, must contain positive integers (size: " + format3(size2) + ")");
+      throw new TypeError("Invalid size, must contain positive integers (size: " + format3(size) + ")");
     }
     if (str.length > len) {
       return str.substring(0, len);
     } else if (str.length < len) {
       var res = str;
-      for (var i2 = 0, ii = len - str.length; i2 < ii; i2++) {
+      for (var i = 0, ii = len - str.length; i < ii; i++) {
         res += defaultChar;
       }
       return res;
@@ -15837,28 +16343,28 @@ var name100 = "rotate";
 var dependencies100 = ["typed", "multiply", "rotationMatrix"];
 var createRotate = /* @__PURE__ */ factory(name100, dependencies100, (_ref) => {
   var {
-    typed: typed3,
-    multiply: multiply2,
-    rotationMatrix: rotationMatrix2
+    typed: typed2,
+    multiply,
+    rotationMatrix
   } = _ref;
-  return typed3(name100, {
+  return typed2(name100, {
     "Array , number | BigNumber | Complex | Unit": function ArrayNumberBigNumberComplexUnit(w, theta) {
       _validateSize(w, 2);
-      var matrixRes = multiply2(rotationMatrix2(theta), w);
+      var matrixRes = multiply(rotationMatrix(theta), w);
       return matrixRes.toArray();
     },
     "Matrix , number | BigNumber | Complex | Unit": function MatrixNumberBigNumberComplexUnit(w, theta) {
       _validateSize(w, 2);
-      return multiply2(rotationMatrix2(theta), w);
+      return multiply(rotationMatrix(theta), w);
     },
     "Array, number | BigNumber | Complex | Unit, Array | Matrix": function ArrayNumberBigNumberComplexUnitArrayMatrix(w, theta, v) {
       _validateSize(w, 3);
-      var matrixRes = multiply2(rotationMatrix2(theta, v), w);
+      var matrixRes = multiply(rotationMatrix(theta, v), w);
       return matrixRes;
     },
     "Matrix, number | BigNumber | Complex | Unit, Array | Matrix": function MatrixNumberBigNumberComplexUnitArrayMatrix(w, theta, v) {
       _validateSize(w, 3);
-      return multiply2(rotationMatrix2(theta, v), w);
+      return multiply(rotationMatrix(theta, v), w);
     }
   });
   function _validateSize(v, expectedSize) {
@@ -15880,106 +16386,106 @@ var name101 = "rotationMatrix";
 var dependencies101 = ["typed", "config", "multiplyScalar", "addScalar", "unaryMinus", "norm", "matrix", "BigNumber", "DenseMatrix", "SparseMatrix", "cos", "sin"];
 var createRotationMatrix = /* @__PURE__ */ factory(name101, dependencies101, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    multiplyScalar: multiplyScalar2,
-    addScalar: addScalar2,
-    unaryMinus: unaryMinus2,
-    norm: norm2,
-    BigNumber: BigNumber2,
-    matrix: matrix2,
-    DenseMatrix: DenseMatrix2,
-    SparseMatrix: SparseMatrix2,
-    cos: cos3,
-    sin: sin3
+    typed: typed2,
+    config: config2,
+    multiplyScalar,
+    addScalar,
+    unaryMinus,
+    norm,
+    BigNumber,
+    matrix,
+    DenseMatrix,
+    SparseMatrix,
+    cos: cos2,
+    sin: sin2
   } = _ref;
-  return typed3(name101, {
+  return typed2(name101, {
     "": function _() {
-      return config4.matrix === "Matrix" ? matrix2([]) : [];
+      return config2.matrix === "Matrix" ? matrix([]) : [];
     },
-    string: function string2(format5) {
-      return matrix2(format5);
+    string: function string(format4) {
+      return matrix(format4);
     },
     "number | BigNumber | Complex | Unit": function numberBigNumberComplexUnit(theta) {
-      return _rotationMatrix2x2(theta, config4.matrix === "Matrix" ? "dense" : void 0);
+      return _rotationMatrix2x2(theta, config2.matrix === "Matrix" ? "dense" : void 0);
     },
-    "number | BigNumber | Complex | Unit, string": function numberBigNumberComplexUnitString(theta, format5) {
-      return _rotationMatrix2x2(theta, format5);
+    "number | BigNumber | Complex | Unit, string": function numberBigNumberComplexUnitString(theta, format4) {
+      return _rotationMatrix2x2(theta, format4);
     },
     "number | BigNumber | Complex | Unit, Array": function numberBigNumberComplexUnitArray(theta, v) {
-      var matrixV = matrix2(v);
+      var matrixV = matrix(v);
       _validateVector(matrixV);
       return _rotationMatrix3x3(theta, matrixV, void 0);
     },
     "number | BigNumber | Complex | Unit, Matrix": function numberBigNumberComplexUnitMatrix(theta, v) {
       _validateVector(v);
-      var storageType = v.storage() || (config4.matrix === "Matrix" ? "dense" : void 0);
+      var storageType = v.storage() || (config2.matrix === "Matrix" ? "dense" : void 0);
       return _rotationMatrix3x3(theta, v, storageType);
     },
-    "number | BigNumber | Complex | Unit, Array, string": function numberBigNumberComplexUnitArrayString(theta, v, format5) {
-      var matrixV = matrix2(v);
+    "number | BigNumber | Complex | Unit, Array, string": function numberBigNumberComplexUnitArrayString(theta, v, format4) {
+      var matrixV = matrix(v);
       _validateVector(matrixV);
-      return _rotationMatrix3x3(theta, matrixV, format5);
+      return _rotationMatrix3x3(theta, matrixV, format4);
     },
-    "number | BigNumber | Complex | Unit, Matrix, string": function numberBigNumberComplexUnitMatrixString(theta, v, format5) {
+    "number | BigNumber | Complex | Unit, Matrix, string": function numberBigNumberComplexUnitMatrixString(theta, v, format4) {
       _validateVector(v);
-      return _rotationMatrix3x3(theta, v, format5);
+      return _rotationMatrix3x3(theta, v, format4);
     }
   });
-  function _rotationMatrix2x2(theta, format5) {
+  function _rotationMatrix2x2(theta, format4) {
     var Big = isBigNumber(theta);
-    var minusOne = Big ? new BigNumber2(-1) : -1;
-    var cosTheta = cos3(theta);
-    var sinTheta = sin3(theta);
-    var data = [[cosTheta, multiplyScalar2(minusOne, sinTheta)], [sinTheta, cosTheta]];
-    return _convertToFormat(data, format5);
+    var minusOne = Big ? new BigNumber(-1) : -1;
+    var cosTheta = cos2(theta);
+    var sinTheta = sin2(theta);
+    var data = [[cosTheta, multiplyScalar(minusOne, sinTheta)], [sinTheta, cosTheta]];
+    return _convertToFormat(data, format4);
   }
   function _validateVector(v) {
-    var size2 = v.size();
-    if (size2.length < 1 || size2[0] !== 3) {
+    var size = v.size();
+    if (size.length < 1 || size[0] !== 3) {
       throw new RangeError("Vector must be of dimensions 1x3");
     }
   }
   function _mul(array) {
-    return array.reduce((p, curr) => multiplyScalar2(p, curr));
+    return array.reduce((p, curr) => multiplyScalar(p, curr));
   }
-  function _convertToFormat(data, format5) {
-    if (format5) {
-      if (format5 === "sparse") {
-        return new SparseMatrix2(data);
+  function _convertToFormat(data, format4) {
+    if (format4) {
+      if (format4 === "sparse") {
+        return new SparseMatrix(data);
       }
-      if (format5 === "dense") {
-        return new DenseMatrix2(data);
+      if (format4 === "dense") {
+        return new DenseMatrix(data);
       }
-      throw new TypeError('Unknown matrix type "'.concat(format5, '"'));
+      throw new TypeError('Unknown matrix type "'.concat(format4, '"'));
     }
     return data;
   }
-  function _rotationMatrix3x3(theta, v, format5) {
-    var normV = norm2(v);
+  function _rotationMatrix3x3(theta, v, format4) {
+    var normV = norm(v);
     if (normV === 0) {
       throw new RangeError("Rotation around zero vector");
     }
-    var Big = isBigNumber(theta) ? BigNumber2 : null;
+    var Big = isBigNumber(theta) ? BigNumber : null;
     var one = Big ? new Big(1) : 1;
     var minusOne = Big ? new Big(-1) : -1;
     var vx = Big ? new Big(v.get([0]) / normV) : v.get([0]) / normV;
     var vy = Big ? new Big(v.get([1]) / normV) : v.get([1]) / normV;
     var vz = Big ? new Big(v.get([2]) / normV) : v.get([2]) / normV;
-    var c = cos3(theta);
-    var oneMinusC = addScalar2(one, unaryMinus2(c));
-    var s = sin3(theta);
-    var r11 = addScalar2(c, _mul([vx, vx, oneMinusC]));
-    var r12 = addScalar2(_mul([vx, vy, oneMinusC]), _mul([minusOne, vz, s]));
-    var r13 = addScalar2(_mul([vx, vz, oneMinusC]), _mul([vy, s]));
-    var r21 = addScalar2(_mul([vx, vy, oneMinusC]), _mul([vz, s]));
-    var r22 = addScalar2(c, _mul([vy, vy, oneMinusC]));
-    var r23 = addScalar2(_mul([vy, vz, oneMinusC]), _mul([minusOne, vx, s]));
-    var r31 = addScalar2(_mul([vx, vz, oneMinusC]), _mul([minusOne, vy, s]));
-    var r32 = addScalar2(_mul([vy, vz, oneMinusC]), _mul([vx, s]));
-    var r33 = addScalar2(c, _mul([vz, vz, oneMinusC]));
+    var c = cos2(theta);
+    var oneMinusC = addScalar(one, unaryMinus(c));
+    var s = sin2(theta);
+    var r11 = addScalar(c, _mul([vx, vx, oneMinusC]));
+    var r12 = addScalar(_mul([vx, vy, oneMinusC]), _mul([minusOne, vz, s]));
+    var r13 = addScalar(_mul([vx, vz, oneMinusC]), _mul([vy, s]));
+    var r21 = addScalar(_mul([vx, vy, oneMinusC]), _mul([vz, s]));
+    var r22 = addScalar(c, _mul([vy, vy, oneMinusC]));
+    var r23 = addScalar(_mul([vy, vz, oneMinusC]), _mul([minusOne, vx, s]));
+    var r31 = addScalar(_mul([vx, vz, oneMinusC]), _mul([minusOne, vy, s]));
+    var r32 = addScalar(_mul([vy, vz, oneMinusC]), _mul([vx, s]));
+    var r33 = addScalar(c, _mul([vz, vz, oneMinusC]));
     var data = [[r11, r12, r13], [r21, r22, r23], [r31, r32, r33]];
-    return _convertToFormat(data, format5);
+    return _convertToFormat(data, format4);
   }
 });
 
@@ -15988,26 +16494,26 @@ var name102 = "row";
 var dependencies102 = ["typed", "Index", "matrix", "range"];
 var createRow = /* @__PURE__ */ factory(name102, dependencies102, (_ref) => {
   var {
-    typed: typed3,
-    Index: Index2,
-    matrix: matrix2,
-    range: range2
+    typed: typed2,
+    Index,
+    matrix,
+    range
   } = _ref;
-  return typed3(name102, {
+  return typed2(name102, {
     "Matrix, number": _row,
-    "Array, number": function ArrayNumber(value, row2) {
-      return _row(matrix2(clone(value)), row2).valueOf();
+    "Array, number": function ArrayNumber(value, row) {
+      return _row(matrix(clone(value)), row).valueOf();
     }
   });
-  function _row(value, row2) {
+  function _row(value, row) {
     if (value.size().length !== 2) {
       throw new Error("Only two dimensional matrix is supported");
     }
-    validateIndex(row2, value.size()[0]);
-    var columnRange = range2(0, value.size()[1]);
-    var index2 = new Index2(row2, columnRange);
-    var result = value.subset(index2);
-    return isMatrix(result) ? result : matrix2([[result]]);
+    validateIndex(row, value.size()[0]);
+    var columnRange = range(0, value.size()[1]);
+    var index = new Index(row, columnRange);
+    var result = value.subset(index);
+    return isMatrix(result) ? result : matrix([[result]]);
   }
 });
 
@@ -16016,20 +16522,20 @@ var name103 = "size";
 var dependencies103 = ["typed", "config", "?matrix"];
 var createSize = /* @__PURE__ */ factory(name103, dependencies103, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    matrix: matrix2
+    typed: typed2,
+    config: config2,
+    matrix
   } = _ref;
-  return typed3(name103, {
-    Matrix: function Matrix2(x) {
+  return typed2(name103, {
+    Matrix: function Matrix(x) {
       return x.create(x.size());
     },
     Array: arraySize,
-    string: function string2(x) {
-      return config4.matrix === "Array" ? [x.length] : matrix2([x.length]);
+    string: function string(x) {
+      return config2.matrix === "Array" ? [x.length] : matrix([x.length]);
     },
     "number | Complex | BigNumber | Unit | boolean | null": function numberComplexBigNumberUnitBooleanNull(x) {
-      return config4.matrix === "Array" ? [] : matrix2 ? matrix2([]) : noMatrix();
+      return config2.matrix === "Array" ? [] : matrix ? matrix([]) : noMatrix();
     }
   });
 });
@@ -16039,16 +16545,16 @@ var name104 = "squeeze";
 var dependencies104 = ["typed", "matrix"];
 var createSqueeze = /* @__PURE__ */ factory(name104, dependencies104, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2
+    typed: typed2,
+    matrix
   } = _ref;
-  return typed3(name104, {
+  return typed2(name104, {
     Array: function Array2(x) {
       return squeeze(clone(x));
     },
-    Matrix: function Matrix2(x) {
+    Matrix: function Matrix(x) {
       var res = squeeze(x.toArray());
-      return Array.isArray(res) ? matrix2(res) : res;
+      return Array.isArray(res) ? matrix(res) : res;
     },
     any: function any(x) {
       return clone(x);
@@ -16061,67 +16567,67 @@ var name105 = "subset";
 var dependencies105 = ["typed", "matrix", "zeros", "add"];
 var createSubset = /* @__PURE__ */ factory(name105, dependencies105, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    zeros: zeros3,
-    add: add3
+    typed: typed2,
+    matrix,
+    zeros: zeros2,
+    add: add2
   } = _ref;
-  return typed3(name105, {
+  return typed2(name105, {
     // get subset
-    "Matrix, Index": function MatrixIndex(value, index2) {
-      if (isEmptyIndex(index2)) {
-        return matrix2();
+    "Matrix, Index": function MatrixIndex(value, index) {
+      if (isEmptyIndex(index)) {
+        return matrix();
       }
-      validateIndexSourceSize(value, index2);
-      return value.subset(index2);
+      validateIndexSourceSize(value, index);
+      return value.subset(index);
     },
-    "Array, Index": typed3.referTo("Matrix, Index", function(subsetRef) {
-      return function(value, index2) {
-        var subsetResult = subsetRef(matrix2(value), index2);
-        return index2.isScalar() ? subsetResult : subsetResult.valueOf();
+    "Array, Index": typed2.referTo("Matrix, Index", function(subsetRef) {
+      return function(value, index) {
+        var subsetResult = subsetRef(matrix(value), index);
+        return index.isScalar() ? subsetResult : subsetResult.valueOf();
       };
     }),
     "Object, Index": _getObjectProperty,
     "string, Index": _getSubstring,
     // set subset
-    "Matrix, Index, any, any": function MatrixIndexAnyAny(value, index2, replacement, defaultValue) {
-      if (isEmptyIndex(index2)) {
+    "Matrix, Index, any, any": function MatrixIndexAnyAny(value, index, replacement, defaultValue) {
+      if (isEmptyIndex(index)) {
         return value;
       }
-      validateIndexSourceSize(value, index2);
-      return value.clone().subset(index2, _broadcastReplacement(replacement, index2), defaultValue);
+      validateIndexSourceSize(value, index);
+      return value.clone().subset(index, _broadcastReplacement(replacement, index), defaultValue);
     },
-    "Array, Index, any, any": typed3.referTo("Matrix, Index, any, any", function(subsetRef) {
-      return function(value, index2, replacement, defaultValue) {
-        var subsetResult = subsetRef(matrix2(value), index2, replacement, defaultValue);
+    "Array, Index, any, any": typed2.referTo("Matrix, Index, any, any", function(subsetRef) {
+      return function(value, index, replacement, defaultValue) {
+        var subsetResult = subsetRef(matrix(value), index, replacement, defaultValue);
         return subsetResult.isMatrix ? subsetResult.valueOf() : subsetResult;
       };
     }),
-    "Array, Index, any": typed3.referTo("Matrix, Index, any, any", function(subsetRef) {
-      return function(value, index2, replacement) {
-        return subsetRef(matrix2(value), index2, replacement, void 0).valueOf();
+    "Array, Index, any": typed2.referTo("Matrix, Index, any, any", function(subsetRef) {
+      return function(value, index, replacement) {
+        return subsetRef(matrix(value), index, replacement, void 0).valueOf();
       };
     }),
-    "Matrix, Index, any": typed3.referTo("Matrix, Index, any, any", function(subsetRef) {
-      return function(value, index2, replacement) {
-        return subsetRef(value, index2, replacement, void 0);
+    "Matrix, Index, any": typed2.referTo("Matrix, Index, any, any", function(subsetRef) {
+      return function(value, index, replacement) {
+        return subsetRef(value, index, replacement, void 0);
       };
     }),
     "string, Index, string": _setSubstring,
     "string, Index, string, string": _setSubstring,
     "Object, Index, any": _setObjectProperty
   });
-  function _broadcastReplacement(replacement, index2) {
+  function _broadcastReplacement(replacement, index) {
     if (typeof replacement === "string") {
       throw new Error("can't boradcast a string");
     }
-    if (index2._isScalar) {
+    if (index._isScalar) {
       return replacement;
     }
-    var indexSize = index2.size();
+    var indexSize = index.size();
     if (indexSize.every((d) => d > 0)) {
       try {
-        return add3(replacement, zeros3(indexSize));
+        return add2(replacement, zeros2(indexSize));
       } catch (error) {
         return replacement;
       }
@@ -16130,37 +16636,37 @@ var createSubset = /* @__PURE__ */ factory(name105, dependencies105, (_ref) => {
     }
   }
 });
-function _getSubstring(str, index2) {
-  if (!isIndex(index2)) {
+function _getSubstring(str, index) {
+  if (!isIndex(index)) {
     throw new TypeError("Index expected");
   }
-  if (isEmptyIndex(index2)) {
+  if (isEmptyIndex(index)) {
     return "";
   }
-  validateIndexSourceSize(Array.from(str), index2);
-  if (index2.size().length !== 1) {
-    throw new DimensionError(index2.size().length, 1);
+  validateIndexSourceSize(Array.from(str), index);
+  if (index.size().length !== 1) {
+    throw new DimensionError(index.size().length, 1);
   }
   var strLen = str.length;
-  validateIndex(index2.min()[0], strLen);
-  validateIndex(index2.max()[0], strLen);
-  var range2 = index2.dimension(0);
+  validateIndex(index.min()[0], strLen);
+  validateIndex(index.max()[0], strLen);
+  var range = index.dimension(0);
   var substr = "";
-  range2.forEach(function(v) {
+  range.forEach(function(v) {
     substr += str.charAt(v);
   });
   return substr;
 }
-function _setSubstring(str, index2, replacement, defaultValue) {
-  if (!index2 || index2.isIndex !== true) {
+function _setSubstring(str, index, replacement, defaultValue) {
+  if (!index || index.isIndex !== true) {
     throw new TypeError("Index expected");
   }
-  if (isEmptyIndex(index2)) {
+  if (isEmptyIndex(index)) {
     return str;
   }
-  validateIndexSourceSize(Array.from(str), index2);
-  if (index2.size().length !== 1) {
-    throw new DimensionError(index2.size().length, 1);
+  validateIndexSourceSize(Array.from(str), index);
+  if (index.size().length !== 1) {
+    throw new DimensionError(index.size().length, 1);
   }
   if (defaultValue !== void 0) {
     if (typeof defaultValue !== "string" || defaultValue.length !== 1) {
@@ -16169,20 +16675,20 @@ function _setSubstring(str, index2, replacement, defaultValue) {
   } else {
     defaultValue = " ";
   }
-  var range2 = index2.dimension(0);
-  var len = range2.size()[0];
+  var range = index.dimension(0);
+  var len = range.size()[0];
   if (len !== replacement.length) {
-    throw new DimensionError(range2.size()[0], replacement.length);
+    throw new DimensionError(range.size()[0], replacement.length);
   }
   var strLen = str.length;
-  validateIndex(index2.min()[0]);
-  validateIndex(index2.max()[0]);
+  validateIndex(index.min()[0]);
+  validateIndex(index.max()[0]);
   var chars = [];
-  for (var i2 = 0; i2 < strLen; i2++) {
-    chars[i2] = str.charAt(i2);
+  for (var i = 0; i < strLen; i++) {
+    chars[i] = str.charAt(i);
   }
-  range2.forEach(function(v, i3) {
-    chars[v] = replacement.charAt(i3[0]);
+  range.forEach(function(v, i2) {
+    chars[v] = replacement.charAt(i2[0]);
   });
   if (chars.length > strLen) {
     for (var _i = strLen - 1, _len = chars.length; _i < _len; _i++) {
@@ -16193,27 +16699,27 @@ function _setSubstring(str, index2, replacement, defaultValue) {
   }
   return chars.join("");
 }
-function _getObjectProperty(object, index2) {
-  if (isEmptyIndex(index2)) {
+function _getObjectProperty(object, index) {
+  if (isEmptyIndex(index)) {
     return void 0;
   }
-  if (index2.size().length !== 1) {
-    throw new DimensionError(index2.size(), 1);
+  if (index.size().length !== 1) {
+    throw new DimensionError(index.size(), 1);
   }
-  var key = index2.dimension(0);
+  var key = index.dimension(0);
   if (typeof key !== "string") {
     throw new TypeError("String expected as index to retrieve an object property");
   }
   return getSafeProperty(object, key);
 }
-function _setObjectProperty(object, index2, replacement) {
-  if (isEmptyIndex(index2)) {
+function _setObjectProperty(object, index, replacement) {
+  if (isEmptyIndex(index)) {
     return object;
   }
-  if (index2.size().length !== 1) {
-    throw new DimensionError(index2.size(), 1);
+  if (index.size().length !== 1) {
+    throw new DimensionError(index.size(), 1);
   }
-  var key = index2.dimension(0);
+  var key = index.dimension(0);
   if (typeof key !== "string") {
     throw new TypeError("String expected as index to retrieve an object property");
   }
@@ -16227,28 +16733,28 @@ var name106 = "transpose";
 var dependencies106 = ["typed", "matrix"];
 var createTranspose = /* @__PURE__ */ factory(name106, dependencies106, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2
+    typed: typed2,
+    matrix
   } = _ref;
-  return typed3(name106, {
-    Array: (x) => transposeMatrix(matrix2(x)).valueOf(),
+  return typed2(name106, {
+    Array: (x) => transposeMatrix(matrix(x)).valueOf(),
     Matrix: transposeMatrix,
     any: clone
     // scalars
   });
   function transposeMatrix(x) {
-    var size2 = x.size();
+    var size = x.size();
     var c;
-    switch (size2.length) {
+    switch (size.length) {
       case 1:
         c = x.clone();
         break;
       case 2:
         {
-          var rows = size2[0];
-          var columns = size2[1];
+          var rows = size[0];
+          var columns = size[1];
           if (columns === 0) {
-            throw new RangeError("Cannot transpose a 2D matrix with no columns (size: " + format3(size2) + ")");
+            throw new RangeError("Cannot transpose a 2D matrix with no columns (size: " + format3(size) + ")");
           }
           switch (x.storage()) {
             case "dense":
@@ -16261,7 +16767,7 @@ var createTranspose = /* @__PURE__ */ factory(name106, dependencies106, (_ref) =
         }
         break;
       default:
-        throw new RangeError("Matrix must be a vector or two dimensional (size: " + format3(size2) + ")");
+        throw new RangeError("Matrix must be a vector or two dimensional (size: " + format3(size) + ")");
     }
     return c;
   }
@@ -16271,8 +16777,8 @@ var createTranspose = /* @__PURE__ */ factory(name106, dependencies106, (_ref) =
     var transposedRow;
     for (var j = 0; j < columns; j++) {
       transposedRow = transposed[j] = [];
-      for (var i2 = 0; i2 < rows; i2++) {
-        transposedRow[i2] = clone(data[i2][j]);
+      for (var i = 0; i < rows; i++) {
+        transposedRow[i] = clone(data[i][j]);
       }
     }
     return m.createDenseMatrix({
@@ -16282,10 +16788,10 @@ var createTranspose = /* @__PURE__ */ factory(name106, dependencies106, (_ref) =
     });
   }
   function _sparseTranspose(m, rows, columns) {
-    var values = m._values;
-    var index2 = m._index;
+    var values2 = m._values;
+    var index = m._index;
     var ptr = m._ptr;
-    var cvalues = values ? [] : void 0;
+    var cvalues = values2 ? [] : void 0;
     var cindex = [];
     var cptr = [];
     var w = [];
@@ -16293,22 +16799,22 @@ var createTranspose = /* @__PURE__ */ factory(name106, dependencies106, (_ref) =
       w[x] = 0;
     }
     var p, l, j;
-    for (p = 0, l = index2.length; p < l; p++) {
-      w[index2[p]]++;
+    for (p = 0, l = index.length; p < l; p++) {
+      w[index[p]]++;
     }
-    var sum3 = 0;
-    for (var i2 = 0; i2 < rows; i2++) {
-      cptr.push(sum3);
-      sum3 += w[i2];
-      w[i2] = cptr[i2];
+    var sum2 = 0;
+    for (var i = 0; i < rows; i++) {
+      cptr.push(sum2);
+      sum2 += w[i];
+      w[i] = cptr[i];
     }
-    cptr.push(sum3);
+    cptr.push(sum2);
     for (j = 0; j < columns; j++) {
       for (var k0 = ptr[j], k1 = ptr[j + 1], k = k0; k < k1; k++) {
-        var q = w[index2[k]]++;
+        var q = w[index[k]]++;
         cindex[q] = j;
-        if (values) {
-          cvalues[q] = clone(values[k]);
+        if (values2) {
+          cvalues[q] = clone(values2[k]);
         }
       }
     }
@@ -16327,13 +16833,13 @@ var name107 = "ctranspose";
 var dependencies107 = ["typed", "transpose", "conj"];
 var createCtranspose = /* @__PURE__ */ factory(name107, dependencies107, (_ref) => {
   var {
-    typed: typed3,
-    transpose: transpose2,
-    conj: conj2
+    typed: typed2,
+    transpose,
+    conj
   } = _ref;
-  return typed3(name107, {
+  return typed2(name107, {
     any: function any(x) {
-      return conj2(transpose2(x));
+      return conj(transpose(x));
     }
   });
 });
@@ -16343,67 +16849,67 @@ var name108 = "zeros";
 var dependencies108 = ["typed", "config", "matrix", "BigNumber"];
 var createZeros = /* @__PURE__ */ factory(name108, dependencies108, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    matrix: matrix2,
-    BigNumber: BigNumber2
+    typed: typed2,
+    config: config2,
+    matrix,
+    BigNumber
   } = _ref;
-  return typed3(name108, {
+  return typed2(name108, {
     "": function _() {
-      return config4.matrix === "Array" ? _zeros([]) : _zeros([], "default");
+      return config2.matrix === "Array" ? _zeros([]) : _zeros([], "default");
     },
     // math.zeros(m, n, p, ..., format)
     // TODO: more accurate signature '...number | BigNumber, string' as soon as typed-function supports this
-    "...number | BigNumber | string": function numberBigNumberString(size2) {
-      var last = size2[size2.length - 1];
+    "...number | BigNumber | string": function numberBigNumberString(size) {
+      var last = size[size.length - 1];
       if (typeof last === "string") {
-        var format5 = size2.pop();
-        return _zeros(size2, format5);
-      } else if (config4.matrix === "Array") {
-        return _zeros(size2);
+        var format4 = size.pop();
+        return _zeros(size, format4);
+      } else if (config2.matrix === "Array") {
+        return _zeros(size);
       } else {
-        return _zeros(size2, "default");
+        return _zeros(size, "default");
       }
     },
     Array: _zeros,
-    Matrix: function Matrix2(size2) {
-      var format5 = size2.storage();
-      return _zeros(size2.valueOf(), format5);
+    Matrix: function Matrix(size) {
+      var format4 = size.storage();
+      return _zeros(size.valueOf(), format4);
     },
-    "Array | Matrix, string": function ArrayMatrixString(size2, format5) {
-      return _zeros(size2.valueOf(), format5);
+    "Array | Matrix, string": function ArrayMatrixString(size, format4) {
+      return _zeros(size.valueOf(), format4);
     }
   });
-  function _zeros(size2, format5) {
-    var hasBigNumbers = _normalize(size2);
-    var defaultValue = hasBigNumbers ? new BigNumber2(0) : 0;
-    _validate2(size2);
-    if (format5) {
-      var m = matrix2(format5);
-      if (size2.length > 0) {
-        return m.resize(size2, defaultValue);
+  function _zeros(size, format4) {
+    var hasBigNumbers = _normalize(size);
+    var defaultValue = hasBigNumbers ? new BigNumber(0) : 0;
+    _validate2(size);
+    if (format4) {
+      var m = matrix(format4);
+      if (size.length > 0) {
+        return m.resize(size, defaultValue);
       }
       return m;
     } else {
       var arr = [];
-      if (size2.length > 0) {
-        return resize(arr, size2, defaultValue);
+      if (size.length > 0) {
+        return resize(arr, size, defaultValue);
       }
       return arr;
     }
   }
-  function _normalize(size2) {
+  function _normalize(size) {
     var hasBigNumbers = false;
-    size2.forEach(function(value, index2, arr) {
+    size.forEach(function(value, index, arr) {
       if (isBigNumber(value)) {
         hasBigNumbers = true;
-        arr[index2] = value.toNumber();
+        arr[index] = value.toNumber();
       }
     });
     return hasBigNumbers;
   }
-  function _validate2(size2) {
-    size2.forEach(function(value) {
+  function _validate2(size) {
+    size.forEach(function(value) {
       if (typeof value !== "number" || !isInteger(value) || value < 0) {
         throw new Error("Parameters in function zeros must be positive integers");
       }
@@ -16416,61 +16922,61 @@ var name109 = "fft";
 var dependencies109 = ["typed", "matrix", "addScalar", "multiplyScalar", "divideScalar", "exp", "tau", "i", "dotDivide", "conj", "pow", "ceil", "log2"];
 var createFft = /* @__PURE__ */ factory(name109, dependencies109, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    addScalar: addScalar2,
-    multiplyScalar: multiplyScalar2,
-    divideScalar: divideScalar2,
-    exp: exp3,
-    tau: tau3,
+    typed: typed2,
+    matrix,
+    addScalar,
+    multiplyScalar,
+    divideScalar,
+    exp: exp2,
+    tau: tau2,
     i: I,
-    dotDivide: dotDivide2,
-    conj: conj2,
-    pow: pow3,
-    ceil: ceil3,
-    log2: log25
+    dotDivide,
+    conj,
+    pow: pow2,
+    ceil: ceil2,
+    log2: log24
   } = _ref;
-  return typed3(name109, {
+  return typed2(name109, {
     Array: _ndFft,
-    Matrix: function Matrix2(matrix3) {
-      return matrix3.create(_ndFft(matrix3.toArray()));
+    Matrix: function Matrix(matrix2) {
+      return matrix2.create(_ndFft(matrix2.toArray()));
     }
   });
   function _ndFft(arr) {
-    var size2 = arraySize(arr);
-    if (size2.length === 1)
-      return _fft(arr, size2[0]);
-    return _1dFft(arr.map((slice) => _ndFft(slice, size2.slice(1))), 0);
+    var size = arraySize(arr);
+    if (size.length === 1)
+      return _fft(arr, size[0]);
+    return _1dFft(arr.map((slice) => _ndFft(slice, size.slice(1))), 0);
   }
   function _1dFft(arr, dim) {
-    var size2 = arraySize(arr);
+    var size = arraySize(arr);
     if (dim !== 0)
-      return new Array(size2[0]).fill(0).map((_, i2) => _1dFft(arr[i2], dim - 1));
-    if (size2.length === 1)
+      return new Array(size[0]).fill(0).map((_, i) => _1dFft(arr[i], dim - 1));
+    if (size.length === 1)
       return _fft(arr);
     function _transpose(arr2) {
-      var size3 = arraySize(arr2);
-      return new Array(size3[1]).fill(0).map((_, j) => new Array(size3[0]).fill(0).map((_2, i2) => arr2[i2][j]));
+      var size2 = arraySize(arr2);
+      return new Array(size2[1]).fill(0).map((_, j) => new Array(size2[0]).fill(0).map((_2, i) => arr2[i][j]));
     }
     return _transpose(_1dFft(_transpose(arr), 1));
   }
   function _czt(arr) {
     var n = arr.length;
-    var w = exp3(divideScalar2(multiplyScalar2(-1, multiplyScalar2(I, tau3)), n));
+    var w = exp2(divideScalar(multiplyScalar(-1, multiplyScalar(I, tau2)), n));
     var chirp = [];
-    for (var i2 = 1 - n; i2 < n; i2++) {
-      chirp.push(pow3(w, divideScalar2(pow3(i2, 2), 2)));
+    for (var i = 1 - n; i < n; i++) {
+      chirp.push(pow2(w, divideScalar(pow2(i, 2), 2)));
     }
-    var N2 = pow3(2, ceil3(log25(n + n - 1)));
-    var xp = [...new Array(n).fill(0).map((_, i3) => multiplyScalar2(arr[i3], chirp[n - 1 + i3])), ...new Array(N2 - n).fill(0)];
-    var ichirp = [...new Array(n + n - 1).fill(0).map((_, i3) => divideScalar2(1, chirp[i3])), ...new Array(N2 - (n + n - 1)).fill(0)];
+    var N2 = pow2(2, ceil2(log24(n + n - 1)));
+    var xp = [...new Array(n).fill(0).map((_, i2) => multiplyScalar(arr[i2], chirp[n - 1 + i2])), ...new Array(N2 - n).fill(0)];
+    var ichirp = [...new Array(n + n - 1).fill(0).map((_, i2) => divideScalar(1, chirp[i2])), ...new Array(N2 - (n + n - 1)).fill(0)];
     var fftXp = _fft(xp);
     var fftIchirp = _fft(ichirp);
-    var fftProduct = new Array(N2).fill(0).map((_, i3) => multiplyScalar2(fftXp[i3], fftIchirp[i3]));
-    var ifftProduct = dotDivide2(conj2(_ndFft(conj2(fftProduct))), N2);
+    var fftProduct = new Array(N2).fill(0).map((_, i2) => multiplyScalar(fftXp[i2], fftIchirp[i2]));
+    var ifftProduct = dotDivide(conj(_ndFft(conj(fftProduct))), N2);
     var ret = [];
     for (var _i = n - 1; _i < n + n - 1; _i++) {
-      ret.push(multiplyScalar2(ifftProduct[_i], chirp[_i]));
+      ret.push(multiplyScalar(ifftProduct[_i], chirp[_i]));
     }
     return ret;
   }
@@ -16479,12 +16985,12 @@ var createFft = /* @__PURE__ */ factory(name109, dependencies109, (_ref) => {
     if (len === 1)
       return [arr[0]];
     if (len % 2 === 0) {
-      var ret = [..._fft(arr.filter((_, i2) => i2 % 2 === 0), len / 2), ..._fft(arr.filter((_, i2) => i2 % 2 === 1), len / 2)];
+      var ret = [..._fft(arr.filter((_, i) => i % 2 === 0), len / 2), ..._fft(arr.filter((_, i) => i % 2 === 1), len / 2)];
       for (var k = 0; k < len / 2; k++) {
         var p = ret[k];
-        var q = multiplyScalar2(ret[k + len / 2], exp3(multiplyScalar2(multiplyScalar2(tau3, I), divideScalar2(-k, len))));
-        ret[k] = addScalar2(p, q);
-        ret[k + len / 2] = addScalar2(p, multiplyScalar2(-1, q));
+        var q = multiplyScalar(ret[k + len / 2], exp2(multiplyScalar(multiplyScalar(tau2, I), divideScalar(-k, len))));
+        ret[k] = addScalar(p, q);
+        ret[k + len / 2] = addScalar(p, multiplyScalar(-1, q));
       }
       return ret;
     } else {
@@ -16498,15 +17004,15 @@ var name110 = "ifft";
 var dependencies110 = ["typed", "fft", "dotDivide", "conj"];
 var createIfft = /* @__PURE__ */ factory(name110, dependencies110, (_ref) => {
   var {
-    typed: typed3,
-    fft: fft2,
-    dotDivide: dotDivide2,
-    conj: conj2
+    typed: typed2,
+    fft,
+    dotDivide,
+    conj
   } = _ref;
-  return typed3(name110, {
+  return typed2(name110, {
     "Array | Matrix": function ArrayMatrix(arr) {
-      var size2 = isMatrix(arr) ? arr.size() : arraySize(arr);
-      return dotDivide2(conj2(fft2(conj2(arr))), size2.reduce((acc, curr) => acc * curr, 1));
+      var size = isMatrix(arr) ? arr.size() : arraySize(arr);
+      return dotDivide(conj(fft(conj(arr))), size.reduce((acc, curr) => acc * curr, 1));
     }
   });
 });
@@ -16536,8 +17042,8 @@ function _toPrimitive(input, hint) {
 }
 
 // node_modules/@babel/runtime/helpers/esm/toPropertyKey.js
-function _toPropertyKey(arg2) {
-  var key = _toPrimitive(arg2, "string");
+function _toPropertyKey(arg) {
+  var key = _toPrimitive(arg, "string");
   return _typeof(key) === "symbol" ? key : String(key);
 }
 
@@ -16558,46 +17064,46 @@ function _defineProperty(obj, key, value) {
 }
 
 // node_modules/mathjs/lib/esm/function/numeric/solveODE.js
-function ownKeys(e3, r) {
-  var t = Object.keys(e3);
+function ownKeys(e2, r) {
+  var t = Object.keys(e2);
   if (Object.getOwnPropertySymbols) {
-    var o = Object.getOwnPropertySymbols(e3);
+    var o = Object.getOwnPropertySymbols(e2);
     r && (o = o.filter(function(r2) {
-      return Object.getOwnPropertyDescriptor(e3, r2).enumerable;
+      return Object.getOwnPropertyDescriptor(e2, r2).enumerable;
     })), t.push.apply(t, o);
   }
   return t;
 }
-function _objectSpread(e3) {
+function _objectSpread(e2) {
   for (var r = 1; r < arguments.length; r++) {
     var t = null != arguments[r] ? arguments[r] : {};
     r % 2 ? ownKeys(Object(t), true).forEach(function(r2) {
-      _defineProperty(e3, r2, t[r2]);
-    }) : Object.getOwnPropertyDescriptors ? Object.defineProperties(e3, Object.getOwnPropertyDescriptors(t)) : ownKeys(Object(t)).forEach(function(r2) {
-      Object.defineProperty(e3, r2, Object.getOwnPropertyDescriptor(t, r2));
+      _defineProperty(e2, r2, t[r2]);
+    }) : Object.getOwnPropertyDescriptors ? Object.defineProperties(e2, Object.getOwnPropertyDescriptors(t)) : ownKeys(Object(t)).forEach(function(r2) {
+      Object.defineProperty(e2, r2, Object.getOwnPropertyDescriptor(t, r2));
     });
   }
-  return e3;
+  return e2;
 }
 var name111 = "solveODE";
 var dependencies111 = ["typed", "add", "subtract", "multiply", "divide", "max", "map", "abs", "isPositive", "isNegative", "larger", "smaller", "matrix", "bignumber", "unaryMinus"];
 var createSolveODE = /* @__PURE__ */ factory(name111, dependencies111, (_ref) => {
   var {
-    typed: typed3,
-    add: add3,
-    subtract: subtract2,
-    multiply: multiply2,
-    divide: divide3,
-    max: max3,
-    map: map3,
-    abs: abs3,
-    isPositive: isPositive2,
-    isNegative: isNegative2,
-    larger: larger2,
-    smaller: smaller2,
-    matrix: matrix2,
-    bignumber: bignumber2,
-    unaryMinus: unaryMinus2
+    typed: typed2,
+    add: add2,
+    subtract,
+    multiply,
+    divide: divide2,
+    max: max2,
+    map: map2,
+    abs: abs2,
+    isPositive,
+    isNegative,
+    larger,
+    smaller,
+    matrix,
+    bignumber,
+    unaryMinus
   } = _ref;
   function _rk(butcherTableau) {
     return function(f, tspan, y0, options) {
@@ -16607,17 +17113,17 @@ var createSolveODE = /* @__PURE__ */ factory(name111, dependencies111, (_ref) =>
       }
       var t0 = tspan[0];
       var tf = tspan[1];
-      var isForwards = larger2(tf, t0);
+      var isForwards = larger(tf, t0);
       var firstStep = options.firstStep;
-      if (firstStep !== void 0 && !isPositive2(firstStep)) {
+      if (firstStep !== void 0 && !isPositive(firstStep)) {
         throw new Error('"firstStep" must be positive');
       }
       var maxStep = options.maxStep;
-      if (maxStep !== void 0 && !isPositive2(maxStep)) {
+      if (maxStep !== void 0 && !isPositive(maxStep)) {
         throw new Error('"maxStep" must be positive');
       }
       var minStep = options.minStep;
-      if (minStep && isNegative2(minStep)) {
+      if (minStep && isNegative(minStep)) {
         throw new Error('"minStep" must be positive or zero');
       }
       var timeVars = [t0, tf, firstStep, minStep, maxStep].filter((x) => x !== void 0);
@@ -16630,11 +17136,11 @@ var createSolveODE = /* @__PURE__ */ factory(name111, dependencies111, (_ref) =>
       var maxDelta = options.maxDelta ? options.maxDelta : 5;
       var maxIter = options.maxIter ? options.maxIter : 1e4;
       var hasBigNumbers = [t0, tf, ...y0, maxStep, minStep].some(isBigNumber);
-      var [a, c, b, bp] = hasBigNumbers ? [bignumber2(butcherTableau.a), bignumber2(butcherTableau.c), bignumber2(butcherTableau.b), bignumber2(butcherTableau.bp)] : [butcherTableau.a, butcherTableau.c, butcherTableau.b, butcherTableau.bp];
-      var h = firstStep ? isForwards ? firstStep : unaryMinus2(firstStep) : divide3(subtract2(tf, t0), steps);
+      var [a, c, b, bp] = hasBigNumbers ? [bignumber(butcherTableau.a), bignumber(butcherTableau.c), bignumber(butcherTableau.b), bignumber(butcherTableau.bp)] : [butcherTableau.a, butcherTableau.c, butcherTableau.b, butcherTableau.bp];
+      var h = firstStep ? isForwards ? firstStep : unaryMinus(firstStep) : divide2(subtract(tf, t0), steps);
       var t = [t0];
       var y = [y0];
-      var deltaB = subtract2(b, bp);
+      var deltaB = subtract(b, bp);
       var n = 0;
       var iter = 0;
       var ongoing = _createOngoing(isForwards);
@@ -16643,27 +17149,27 @@ var createSolveODE = /* @__PURE__ */ factory(name111, dependencies111, (_ref) =>
         var k = [];
         h = trimStep(t[n], tf, h);
         k.push(f(t[n], y[n]));
-        for (var i2 = 1; i2 < c.length; ++i2) {
-          k.push(f(add3(t[n], multiply2(c[i2], h)), add3(y[n], multiply2(h, a[i2], k))));
+        for (var i = 1; i < c.length; ++i) {
+          k.push(f(add2(t[n], multiply(c[i], h)), add2(y[n], multiply(h, a[i], k))));
         }
-        var TE = max3(abs3(map3(multiply2(deltaB, k), (X) => isUnit(X) ? X.value : X)));
+        var TE = max2(abs2(map2(multiply(deltaB, k), (X) => isUnit(X) ? X.value : X)));
         if (TE < tol && tol / TE > 1 / 4) {
-          t.push(add3(t[n], h));
-          y.push(add3(y[n], multiply2(h, b, k)));
+          t.push(add2(t[n], h));
+          y.push(add2(y[n], multiply(h, b, k)));
           n++;
         }
         var delta = 0.84 * (tol / TE) ** (1 / 5);
-        if (smaller2(delta, minDelta)) {
+        if (smaller(delta, minDelta)) {
           delta = minDelta;
-        } else if (larger2(delta, maxDelta)) {
+        } else if (larger(delta, maxDelta)) {
           delta = maxDelta;
         }
-        delta = hasBigNumbers ? bignumber2(delta) : delta;
-        h = multiply2(h, delta);
-        if (maxStep && larger2(abs3(h), maxStep)) {
-          h = isForwards ? maxStep : unaryMinus2(maxStep);
-        } else if (minStep && smaller2(abs3(h), minStep)) {
-          h = isForwards ? minStep : unaryMinus2(minStep);
+        delta = hasBigNumbers ? bignumber(delta) : delta;
+        h = multiply(h, delta);
+        if (maxStep && larger(abs2(h), maxStep)) {
+          h = isForwards ? maxStep : unaryMinus(maxStep);
+        } else if (minStep && smaller(abs2(h), minStep)) {
+          h = isForwards ? minStep : unaryMinus(minStep);
         }
         iter++;
         if (iter > maxIter) {
@@ -16719,13 +17225,13 @@ var createSolveODE = /* @__PURE__ */ factory(name111, dependencies111, (_ref) =>
     }
   }
   function _createOngoing(isForwards) {
-    return isForwards ? smaller2 : larger2;
+    return isForwards ? smaller : larger;
   }
   function _createTrimStep(isForwards) {
-    var outOfBounds = isForwards ? larger2 : smaller2;
+    var outOfBounds = isForwards ? larger : smaller;
     return function(t, tf, h) {
-      var next = add3(t, h);
-      return outOfBounds(next, tf) ? subtract2(tf, t) : h;
+      var next = add2(t, h);
+      return outOfBounds(next, tf) ? subtract(tf, t) : h;
     };
   }
   function isNumOrBig(x) {
@@ -16734,11 +17240,11 @@ var createSolveODE = /* @__PURE__ */ factory(name111, dependencies111, (_ref) =>
   function _matrixSolveODE(f, T, y0, options) {
     var sol = _solveODE(f, T.toArray(), y0.toArray(), options);
     return {
-      t: matrix2(sol.t),
-      y: matrix2(sol.y)
+      t: matrix(sol.t),
+      y: matrix(sol.y)
     };
   }
-  return typed3("solveODE", {
+  return typed2("solveODE", {
     "function, Array, Array, Object": _solveODE,
     "function, Matrix, Matrix, Object": _matrixSolveODE,
     "function, Array, Array": (f, T, y0) => _solveODE(f, T, y0, {}),
@@ -16753,8 +17259,8 @@ var createSolveODE = /* @__PURE__ */ factory(name111, dependencies111, (_ref) =>
     "function, Matrix, number | BigNumber | Unit": (f, T, y0) => {
       var sol = _solveODE(f, T.toArray(), [y0], {});
       return {
-        t: matrix2(sol.t),
-        y: matrix2(sol.y.map((Y) => Y[0]))
+        t: matrix(sol.t),
+        y: matrix(sol.y.map((Y) => Y[0]))
       };
     },
     "function, Array, number | BigNumber | Unit, Object": (f, T, y0, options) => {
@@ -16767,8 +17273,8 @@ var createSolveODE = /* @__PURE__ */ factory(name111, dependencies111, (_ref) =>
     "function, Matrix, number | BigNumber | Unit, Object": (f, T, y0, options) => {
       var sol = _solveODE(f, T.toArray(), [y0], options);
       return {
-        t: matrix2(sol.t),
-        y: matrix2(sol.y.map((Y) => Y[0]))
+        t: matrix(sol.t),
+        y: matrix(sol.y.map((Y) => Y[0]))
       };
     }
   });
@@ -16779,10 +17285,10 @@ var name112 = "erf";
 var dependencies112 = ["typed"];
 var createErf = /* @__PURE__ */ factory(name112, dependencies112, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3("name", {
-    number: function number2(x) {
+  return typed2("name", {
+    number: function number(x) {
       var y = Math.abs(x);
       if (y >= MAX_NUM) {
         return sign(x);
@@ -16795,7 +17301,7 @@ var createErf = /* @__PURE__ */ factory(name112, dependencies112, (_ref) => {
       }
       return sign(x) * (1 - erfc3(y));
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (n) => deepMap(n, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (n) => deepMap(n, self2))
     // TODO: For complex numbers, use the approximation for the Faddeeva function
     //  from "More Efficient Computation of the Complex Error Function" (AMS)
   });
@@ -16803,20 +17309,20 @@ var createErf = /* @__PURE__ */ factory(name112, dependencies112, (_ref) => {
     var ysq = y * y;
     var xnum = P2[0][4] * ysq;
     var xden = ysq;
-    var i2;
-    for (i2 = 0; i2 < 3; i2 += 1) {
-      xnum = (xnum + P2[0][i2]) * ysq;
-      xden = (xden + Q[0][i2]) * ysq;
+    var i;
+    for (i = 0; i < 3; i += 1) {
+      xnum = (xnum + P2[0][i]) * ysq;
+      xden = (xden + Q[0][i]) * ysq;
     }
     return y * (xnum + P2[0][3]) / (xden + Q[0][3]);
   }
   function erfc2(y) {
     var xnum = P2[1][8] * y;
     var xden = y;
-    var i2;
-    for (i2 = 0; i2 < 7; i2 += 1) {
-      xnum = (xnum + P2[1][i2]) * y;
-      xden = (xden + Q[1][i2]) * y;
+    var i;
+    for (i = 0; i < 7; i += 1) {
+      xnum = (xnum + P2[1][i]) * y;
+      xden = (xden + Q[1][i]) * y;
     }
     var result = (xnum + P2[1][7]) / (xden + Q[1][7]);
     var ysq = parseInt(y * 16) / 16;
@@ -16827,10 +17333,10 @@ var createErf = /* @__PURE__ */ factory(name112, dependencies112, (_ref) => {
     var ysq = 1 / (y * y);
     var xnum = P2[2][5] * ysq;
     var xden = ysq;
-    var i2;
-    for (i2 = 0; i2 < 4; i2 += 1) {
-      xnum = (xnum + P2[2][i2]) * ysq;
-      xden = (xden + Q[2][i2]) * ysq;
+    var i;
+    for (i = 0; i < 4; i += 1) {
+      xnum = (xnum + P2[2][i]) * ysq;
+      xden = (xden + Q[2][i]) * ysq;
     }
     var result = ysq * (xnum + P2[2][4]) / (xden + Q[2][4]);
     result = (SQRPI - result) / y;
@@ -16850,83 +17356,83 @@ var name113 = "zeta";
 var dependencies113 = ["typed", "config", "multiply", "pow", "divide", "factorial", "equal", "smallerEq", "isNegative", "gamma", "sin", "subtract", "add", "?Complex", "?BigNumber", "pi"];
 var createZeta = /* @__PURE__ */ factory(name113, dependencies113, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    multiply: multiply2,
-    pow: pow3,
-    divide: divide3,
-    factorial: factorial2,
-    equal: equal2,
-    smallerEq: smallerEq2,
-    isNegative: isNegative2,
-    gamma: gamma2,
-    sin: sin3,
-    subtract: subtract2,
-    add: add3,
-    Complex: Complex3,
+    typed: typed2,
+    config: config2,
+    multiply,
+    pow: pow2,
+    divide: divide2,
+    factorial,
+    equal,
+    smallerEq,
+    isNegative,
+    gamma,
+    sin: sin2,
+    subtract,
+    add: add2,
+    Complex: Complex2,
     BigNumber: _BigNumber,
-    pi: pi3
+    pi: pi2
   } = _ref;
-  return typed3(name113, {
+  return typed2(name113, {
     number: (s) => zetaNumeric(s, (value) => value, () => 20),
     BigNumber: (s) => zetaNumeric(s, (value) => new _BigNumber(value), () => {
-      return Math.abs(Math.log10(config4.epsilon));
+      return Math.abs(Math.log10(config2.epsilon));
     }),
     Complex: zetaComplex
   });
   function zetaNumeric(s, createValue, determineDigits) {
-    if (equal2(s, 0)) {
+    if (equal(s, 0)) {
       return createValue(-0.5);
     }
-    if (equal2(s, 1)) {
+    if (equal(s, 1)) {
       return createValue(NaN);
     }
     if (!isFinite(s)) {
-      return isNegative2(s) ? createValue(NaN) : createValue(1);
+      return isNegative(s) ? createValue(NaN) : createValue(1);
     }
-    return zeta2(s, createValue, determineDigits, (s2) => s2);
+    return zeta(s, createValue, determineDigits, (s2) => s2);
   }
   function zetaComplex(s) {
     if (s.re === 0 && s.im === 0) {
-      return new Complex3(-0.5);
+      return new Complex2(-0.5);
     }
     if (s.re === 1) {
-      return new Complex3(NaN, NaN);
+      return new Complex2(NaN, NaN);
     }
     if (s.re === Infinity && s.im === 0) {
-      return new Complex3(1);
+      return new Complex2(1);
     }
     if (s.im === Infinity || s.re === -Infinity) {
-      return new Complex3(NaN, NaN);
+      return new Complex2(NaN, NaN);
     }
-    return zeta2(s, (value) => value, (s2) => Math.round(1.3 * 15 + 0.9 * Math.abs(s2.im)), (s2) => s2.re);
+    return zeta(s, (value) => value, (s2) => Math.round(1.3 * 15 + 0.9 * Math.abs(s2.im)), (s2) => s2.re);
   }
-  function zeta2(s, createValue, determineDigits, getRe) {
+  function zeta(s, createValue, determineDigits, getRe) {
     var n = determineDigits(s);
     if (getRe(s) > -(n - 1) / 2) {
       return f(s, createValue(n), createValue);
     } else {
-      var c = multiply2(pow3(2, s), pow3(createValue(pi3), subtract2(s, 1)));
-      c = multiply2(c, sin3(multiply2(divide3(createValue(pi3), 2), s)));
-      c = multiply2(c, gamma2(subtract2(1, s)));
-      return multiply2(c, zeta2(subtract2(1, s), createValue, determineDigits, getRe));
+      var c = multiply(pow2(2, s), pow2(createValue(pi2), subtract(s, 1)));
+      c = multiply(c, sin2(multiply(divide2(createValue(pi2), 2), s)));
+      c = multiply(c, gamma(subtract(1, s)));
+      return multiply(c, zeta(subtract(1, s), createValue, determineDigits, getRe));
     }
   }
   function d(k, n) {
     var S = k;
-    for (var j = k; smallerEq2(j, n); j = add3(j, 1)) {
-      var factor = divide3(multiply2(factorial2(add3(n, subtract2(j, 1))), pow3(4, j)), multiply2(factorial2(subtract2(n, j)), factorial2(multiply2(2, j))));
-      S = add3(S, factor);
+    for (var j = k; smallerEq(j, n); j = add2(j, 1)) {
+      var factor = divide2(multiply(factorial(add2(n, subtract(j, 1))), pow2(4, j)), multiply(factorial(subtract(n, j)), factorial(multiply(2, j))));
+      S = add2(S, factor);
     }
-    return multiply2(n, S);
+    return multiply(n, S);
   }
   function f(s, n, createValue) {
-    var c = divide3(1, multiply2(d(createValue(0), n), subtract2(1, pow3(2, subtract2(1, s)))));
+    var c = divide2(1, multiply(d(createValue(0), n), subtract(1, pow2(2, subtract(1, s)))));
     var S = createValue(0);
-    for (var k = createValue(1); smallerEq2(k, n); k = add3(k, 1)) {
-      S = add3(S, divide3(multiply2((-1) ** (k - 1), d(k, n)), pow3(k, s)));
+    for (var k = createValue(1); smallerEq(k, n); k = add2(k, 1)) {
+      S = add2(S, divide2(multiply((-1) ** (k - 1), d(k, n)), pow2(k, s)));
     }
-    return multiply2(c, S);
+    return multiply(c, S);
   }
 });
 
@@ -16935,42 +17441,42 @@ var name114 = "mode";
 var dependencies114 = ["typed", "isNaN", "isNumeric"];
 var createMode = /* @__PURE__ */ factory(name114, dependencies114, (_ref) => {
   var {
-    typed: typed3,
-    isNaN: isNaN3,
-    isNumeric: isNumeric2
+    typed: typed2,
+    isNaN: isNaN2,
+    isNumeric
   } = _ref;
-  return typed3(name114, {
+  return typed2(name114, {
     "Array | Matrix": _mode,
     "...": function _(args) {
       return _mode(args);
     }
   });
-  function _mode(values) {
-    values = flatten(values.valueOf());
-    var num = values.length;
+  function _mode(values2) {
+    values2 = flatten(values2.valueOf());
+    var num = values2.length;
     if (num === 0) {
       throw new Error("Cannot calculate mode of an empty array");
     }
-    var count2 = {};
-    var mode2 = [];
-    var max3 = 0;
-    for (var i2 = 0; i2 < values.length; i2++) {
-      var value = values[i2];
-      if (isNumeric2(value) && isNaN3(value)) {
+    var count = {};
+    var mode = [];
+    var max2 = 0;
+    for (var i = 0; i < values2.length; i++) {
+      var value = values2[i];
+      if (isNumeric(value) && isNaN2(value)) {
         throw new Error("Cannot calculate mode of an array containing NaN values");
       }
-      if (!(value in count2)) {
-        count2[value] = 0;
+      if (!(value in count)) {
+        count[value] = 0;
       }
-      count2[value]++;
-      if (count2[value] === max3) {
-        mode2.push(value);
-      } else if (count2[value] > max3) {
-        max3 = count2[value];
-        mode2 = [value];
+      count[value]++;
+      if (count[value] === max2) {
+        mode.push(value);
+      } else if (count[value] > max2) {
+        max2 = count[value];
+        mode = [value];
       }
     }
-    return mode2;
+    return mode;
   }
 });
 
@@ -16993,12 +17499,12 @@ var name115 = "prod";
 var dependencies115 = ["typed", "config", "multiplyScalar", "numeric"];
 var createProd = /* @__PURE__ */ factory(name115, dependencies115, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    multiplyScalar: multiplyScalar2,
-    numeric: numeric3
+    typed: typed2,
+    config: config2,
+    multiplyScalar,
+    numeric: numeric2
   } = _ref;
-  return typed3(name115, {
+  return typed2(name115, {
     // prod([a, b, c, d, ...])
     "Array | Matrix": _prod,
     // prod([a, b, c, d, ...], dim)
@@ -17011,21 +17517,21 @@ var createProd = /* @__PURE__ */ factory(name115, dependencies115, (_ref) => {
     }
   });
   function _prod(array) {
-    var prod2;
+    var prod;
     deepForEach(array, function(value) {
       try {
-        prod2 = prod2 === void 0 ? value : multiplyScalar2(prod2, value);
+        prod = prod === void 0 ? value : multiplyScalar(prod, value);
       } catch (err) {
         throw improveErrorMessage(err, "prod", value);
       }
     });
-    if (typeof prod2 === "string") {
-      prod2 = numeric3(prod2, config4.number);
+    if (typeof prod === "string") {
+      prod = numeric2(prod, config2.number);
     }
-    if (prod2 === void 0) {
+    if (prod === void 0) {
       throw new Error("Cannot calculate prod of an empty array");
     }
-    return prod2;
+    return prod;
   }
 });
 
@@ -17034,9 +17540,9 @@ var name116 = "format";
 var dependencies116 = ["typed"];
 var createFormat = /* @__PURE__ */ factory(name116, dependencies116, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name116, {
+  return typed2(name116, {
     any: format3,
     "any, Object | function | number": format3
   });
@@ -17047,17 +17553,17 @@ var name117 = "bin";
 var dependencies117 = ["typed", "format"];
 var createBin = factory(name117, dependencies117, (_ref) => {
   var {
-    typed: typed3,
-    format: format5
+    typed: typed2,
+    format: format4
   } = _ref;
-  return typed3(name117, {
+  return typed2(name117, {
     "number | BigNumber": function numberBigNumber(n) {
-      return format5(n, {
+      return format4(n, {
         notation: "bin"
       });
     },
     "number | BigNumber, number": function numberBigNumberNumber(n, wordSize) {
-      return format5(n, {
+      return format4(n, {
         notation: "bin",
         wordSize
       });
@@ -17070,17 +17576,17 @@ var name118 = "oct";
 var dependencies118 = ["typed", "format"];
 var createOct = factory(name118, dependencies118, (_ref) => {
   var {
-    typed: typed3,
-    format: format5
+    typed: typed2,
+    format: format4
   } = _ref;
-  return typed3(name118, {
+  return typed2(name118, {
     "number | BigNumber": function numberBigNumber(n) {
-      return format5(n, {
+      return format4(n, {
         notation: "oct"
       });
     },
     "number | BigNumber, number": function numberBigNumberNumber(n, wordSize) {
-      return format5(n, {
+      return format4(n, {
         notation: "oct",
         wordSize
       });
@@ -17093,17 +17599,17 @@ var name119 = "hex";
 var dependencies119 = ["typed", "format"];
 var createHex = factory(name119, dependencies119, (_ref) => {
   var {
-    typed: typed3,
-    format: format5
+    typed: typed2,
+    format: format4
   } = _ref;
-  return typed3(name119, {
+  return typed2(name119, {
     "number | BigNumber": function numberBigNumber(n) {
-      return format5(n, {
+      return format4(n, {
         notation: "hex"
       });
     },
     "number | BigNumber, number": function numberBigNumberNumber(n, wordSize) {
-      return format5(n, {
+      return format4(n, {
         notation: "hex",
         wordSize
       });
@@ -17119,18 +17625,18 @@ var name120 = "print";
 var dependencies120 = ["typed"];
 var createPrint = /* @__PURE__ */ factory(name120, dependencies120, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name120, {
+  return typed2(name120, {
     // note: Matrix will be converted automatically to an Array
     "string, Object | Array": _print,
     "string, Object | Array, number | Object": _print
   });
 });
-function _print(template, values, options) {
+function _print(template, values2, options) {
   return template.replace(printTemplate, function(original, key) {
     var keys = key.split(".");
-    var value = values[keys.shift()];
+    var value = values2[keys.shift()];
     if (value !== void 0 && value.isMatrix) {
       value = value.toArray();
     }
@@ -17154,17 +17660,17 @@ var name121 = "to";
 var dependencies121 = ["typed", "matrix", "concat"];
 var createTo = /* @__PURE__ */ factory(name121, dependencies121, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   } = _ref;
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name121, {
-    "Unit, Unit | string": (x, unit2) => x.to(unit2)
+  return typed2(name121, {
+    "Unit, Unit | string": (x, unit) => x.to(unit)
   }, matrixAlgorithmSuite({
     Ds: true
   }));
@@ -17175,10 +17681,10 @@ var name122 = "isPrime";
 var dependencies122 = ["typed"];
 var createIsPrime = /* @__PURE__ */ factory(name122, dependencies122, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name122, {
-    number: function number2(x) {
+  return typed2(name122, {
+    number: function number(x) {
       if (x * 0 !== 0) {
         return false;
       }
@@ -17188,14 +17694,14 @@ var createIsPrime = /* @__PURE__ */ factory(name122, dependencies122, (_ref) =>
       if (x % 2 === 0 || x % 3 === 0) {
         return false;
       }
-      for (var i2 = 5; i2 * i2 <= x; i2 += 6) {
-        if (x % i2 === 0 || x % (i2 + 2) === 0) {
+      for (var i = 5; i * i <= x; i += 6) {
+        if (x % i === 0 || x % (i + 2) === 0) {
           return false;
         }
       }
       return true;
     },
-    BigNumber: function BigNumber2(n) {
+    BigNumber: function BigNumber(n) {
       if (n.toNumber() * 0 !== 0) {
         return false;
       }
@@ -17205,8 +17711,8 @@ var createIsPrime = /* @__PURE__ */ factory(name122, dependencies122, (_ref) =>
         return false;
       if (n.lt(Math.pow(2, 32))) {
         var x = n.toNumber();
-        for (var i2 = 5; i2 * i2 <= x; i2 += 6) {
-          if (x % i2 === 0 || x % (i2 + 2) === 0) {
+        for (var i = 5; i * i <= x; i += 6) {
+          if (x % i === 0 || x % (i + 2) === 0) {
             return false;
           }
         }
@@ -17239,10 +17745,10 @@ var createIsPrime = /* @__PURE__ */ factory(name122, dependencies122, (_ref) =>
       if (n.lt("3317044064679887385961981")) {
         bases = [2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41].filter((x2) => x2 < n);
       } else {
-        var max3 = Math.min(n.toNumber() - 2, Math.floor(2 * Math.pow(n.toFixed(0).length * Math.log(10), 2)));
+        var max2 = Math.min(n.toNumber() - 2, Math.floor(2 * Math.pow(n.toFixed(0).length * Math.log(10), 2)));
         bases = [];
-        for (var _i = 2; _i <= max3; _i += 1) {
-          bases.push(max3);
+        for (var _i = 2; _i <= max2; _i += 1) {
+          bases.push(max2);
         }
       }
       for (var _i2 = 0; _i2 < bases.length; _i2 += 1) {
@@ -17258,7 +17764,7 @@ var createIsPrime = /* @__PURE__ */ factory(name122, dependencies122, (_ref) =>
       }
       return true;
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -17268,8 +17774,8 @@ var dependencies123 = ["number", "?bignumber", "?fraction"];
 var createNumeric = /* @__PURE__ */ factory(name123, dependencies123, (_ref) => {
   var {
     number: _number,
-    bignumber: bignumber2,
-    fraction: fraction2
+    bignumber,
+    fraction
   } = _ref;
   var validInputTypes = {
     string: true,
@@ -17279,10 +17785,10 @@ var createNumeric = /* @__PURE__ */ factory(name123, dependencies123, (_ref) =>
   };
   var validOutputTypes = {
     number: (x) => _number(x),
-    BigNumber: bignumber2 ? (x) => bignumber2(x) : noBignumber,
-    Fraction: fraction2 ? (x) => fraction2(x) : noFraction
+    BigNumber: bignumber ? (x) => bignumber(x) : noBignumber,
+    Fraction: fraction ? (x) => fraction(x) : noFraction
   };
-  return function numeric3(value) {
+  return function numeric2(value) {
     var outputType = arguments.length > 1 && arguments[1] !== void 0 ? arguments[1] : "number";
     var check = arguments.length > 2 ? arguments[2] : void 0;
     if (check !== void 0) {
@@ -17308,10 +17814,10 @@ var name124 = "divideScalar";
 var dependencies124 = ["typed", "numeric"];
 var createDivideScalar = /* @__PURE__ */ factory(name124, dependencies124, (_ref) => {
   var {
-    typed: typed3,
-    numeric: numeric3
+    typed: typed2,
+    numeric: numeric2
   } = _ref;
-  return typed3(name124, {
+  return typed2(name124, {
     "number, number": function numberNumber(x, y) {
       return x / y;
     },
@@ -17334,26 +17840,26 @@ var name125 = "pow";
 var dependencies125 = ["typed", "config", "identity", "multiply", "matrix", "inv", "fraction", "number", "Complex"];
 var createPow = /* @__PURE__ */ factory(name125, dependencies125, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    identity: identity2,
-    multiply: multiply2,
-    matrix: matrix2,
-    inv: inv2,
-    number: number2,
-    fraction: fraction2,
-    Complex: Complex3
+    typed: typed2,
+    config: config2,
+    identity,
+    multiply,
+    matrix,
+    inv,
+    number,
+    fraction,
+    Complex: Complex2
   } = _ref;
-  return typed3(name125, {
+  return typed2(name125, {
     "number, number": _pow,
     "Complex, Complex": function ComplexComplex(x, y) {
       return x.pow(y);
     },
     "BigNumber, BigNumber": function BigNumberBigNumber(x, y) {
-      if (y.isInteger() || x >= 0 || config4.predictable) {
+      if (y.isInteger() || x >= 0 || config2.predictable) {
         return x.pow(y);
       } else {
-        return new Complex3(x.toNumber(), 0).pow(y.toNumber(), 0);
+        return new Complex2(x.toNumber(), 0).pow(y.toNumber(), 0);
       }
     },
     "Fraction, Fraction": function FractionFraction(x, y) {
@@ -17361,7 +17867,7 @@ var createPow = /* @__PURE__ */ factory(name125, dependencies125, (_ref) => {
       if (result != null) {
         return result;
       }
-      if (config4.predictable) {
+      if (config2.predictable) {
         throw new Error("Result of pow is non-rational and cannot be expressed as a fraction");
       } else {
         return _pow(x.valueOf(), y.valueOf());
@@ -17380,10 +17886,10 @@ var createPow = /* @__PURE__ */ factory(name125, dependencies125, (_ref) => {
     }
   });
   function _pow(x, y) {
-    if (config4.predictable && !isInteger(y) && x < 0) {
+    if (config2.predictable && !isInteger(y) && x < 0) {
       try {
-        var yFrac = fraction2(y);
-        var yNum = number2(yFrac);
+        var yFrac = fraction(y);
+        var yNum = number(yFrac);
         if (y === yNum || Math.abs((y - yNum) / y) < 1e-14) {
           if (yFrac.d % 2 === 1) {
             return (yFrac.n % 2 === 0 ? 1 : -1) * Math.pow(-x, y);
@@ -17392,16 +17898,16 @@ var createPow = /* @__PURE__ */ factory(name125, dependencies125, (_ref) => {
       } catch (ex) {
       }
     }
-    if (config4.predictable && (x < -1 && y === Infinity || x > -1 && x < 0 && y === -Infinity)) {
+    if (config2.predictable && (x < -1 && y === Infinity || x > -1 && x < 0 && y === -Infinity)) {
       return NaN;
     }
-    if (isInteger(y) || x >= 0 || config4.predictable) {
+    if (isInteger(y) || x >= 0 || config2.predictable) {
       return powNumber(x, y);
     } else {
       if (x * x < 1 && y === Infinity || x * x > 1 && y === -Infinity) {
         return 0;
       }
-      return new Complex3(x, 0).pow(y, 0);
+      return new Complex2(x, 0).pow(y, 0);
     }
   }
   function _powArray(x, y) {
@@ -17417,7 +17923,7 @@ var createPow = /* @__PURE__ */ factory(name125, dependencies125, (_ref) => {
     }
     if (y < 0) {
       try {
-        return _powArray(inv2(x), -y);
+        return _powArray(inv(x), -y);
       } catch (error) {
         if (error.message === "Cannot calculate inverse, determinant is zero") {
           throw new TypeError("For A^b, when A is not invertible, b must be a positive integer (value is " + y + ")");
@@ -17425,19 +17931,19 @@ var createPow = /* @__PURE__ */ factory(name125, dependencies125, (_ref) => {
         throw error;
       }
     }
-    var res = identity2(s[0]).valueOf();
+    var res = identity(s[0]).valueOf();
     var px = x;
     while (y >= 1) {
       if ((y & 1) === 1) {
-        res = multiply2(px, res);
+        res = multiply(px, res);
       }
       y >>= 1;
-      px = multiply2(px, px);
+      px = multiply(px, px);
     }
     return res;
   }
   function _powMatrix(x, y) {
-    return matrix2(_powArray(x.valueOf(), y));
+    return matrix(_powArray(x.valueOf(), y));
   }
 });
 
@@ -17447,34 +17953,34 @@ var name126 = "round";
 var dependencies126 = ["typed", "matrix", "equalScalar", "zeros", "BigNumber", "DenseMatrix"];
 var createRound = /* @__PURE__ */ factory(name126, dependencies126, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    zeros: zeros3,
-    BigNumber: BigNumber2,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    matrix,
+    equalScalar,
+    zeros: zeros2,
+    BigNumber,
+    DenseMatrix
   } = _ref;
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo14xDs = createMatAlgo14xDs({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name126, {
+  return typed2(name126, {
     number: roundNumber,
     "number, number": roundNumber,
     "number, BigNumber": function numberBigNumber(x, n) {
       if (!n.isInteger()) {
         throw new TypeError(NO_INT);
       }
-      return new BigNumber2(x).toDecimalPlaces(n.toNumber());
+      return new BigNumber(x).toDecimalPlaces(n.toNumber());
     },
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.round();
     },
     "Complex, number": function ComplexNumber(x, n) {
@@ -17490,7 +17996,7 @@ var createRound = /* @__PURE__ */ factory(name126, dependencies126, (_ref) => {
       var _n = n.toNumber();
       return x.round(_n);
     },
-    BigNumber: function BigNumber3(x) {
+    BigNumber: function BigNumber2(x) {
       return x.toDecimalPlaces(0);
     },
     "BigNumber, BigNumber": function BigNumberBigNumber(x, n) {
@@ -17499,7 +18005,7 @@ var createRound = /* @__PURE__ */ factory(name126, dependencies126, (_ref) => {
       }
       return x.toDecimalPlaces(n.toNumber());
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return x.round();
     },
     "Fraction, number": function FractionNumber(x, n) {
@@ -17515,30 +18021,30 @@ var createRound = /* @__PURE__ */ factory(name126, dependencies126, (_ref) => {
       return x.round(n.toNumber());
     },
     // deep map collection, skip zeros since round(0) = 0
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2, true)),
-    "SparseMatrix, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2, true)),
+    "SparseMatrix, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
       return matAlgo11xS0s(x, y, self2, false);
     }),
-    "DenseMatrix, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
+    "DenseMatrix, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
       return matAlgo14xDs(x, y, self2, false);
     }),
-    "Array, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
-      return matAlgo14xDs(matrix2(x), y, self2, false).valueOf();
+    "Array, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
+      return matAlgo14xDs(matrix(x), y, self2, false).valueOf();
     }),
-    "number | Complex | BigNumber | Fraction, SparseMatrix": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(x, 0)) {
-        return zeros3(y.size(), y.storage());
+    "number | Complex | BigNumber | Fraction, SparseMatrix": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(x, 0)) {
+        return zeros2(y.size(), y.storage());
       }
       return matAlgo12xSfs(y, x, self2, true);
     }),
-    "number | Complex | BigNumber | Fraction, DenseMatrix": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(x, 0)) {
-        return zeros3(y.size(), y.storage());
+    "number | Complex | BigNumber | Fraction, DenseMatrix": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(x, 0)) {
+        return zeros2(y.size(), y.storage());
       }
       return matAlgo14xDs(y, x, self2, true);
     }),
-    "number | Complex | BigNumber | Fraction, Array": typed3.referToSelf((self2) => (x, y) => {
-      return matAlgo14xDs(matrix2(y), x, self2, true).valueOf();
+    "number | Complex | BigNumber | Fraction, Array": typed2.referToSelf((self2) => (x, y) => {
+      return matAlgo14xDs(matrix(y), x, self2, true).valueOf();
     })
   });
 });
@@ -17548,31 +18054,31 @@ var name127 = "log";
 var dependencies127 = ["config", "typed", "divideScalar", "Complex"];
 var createLog = /* @__PURE__ */ factory(name127, dependencies127, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    divideScalar: divideScalar2,
-    Complex: Complex3
+    typed: typed2,
+    config: config2,
+    divideScalar,
+    Complex: Complex2
   } = _ref;
-  return typed3(name127, {
-    number: function number2(x) {
-      if (x >= 0 || config4.predictable) {
+  return typed2(name127, {
+    number: function number(x) {
+      if (x >= 0 || config2.predictable) {
         return logNumber(x);
       } else {
-        return new Complex3(x, 0).log();
+        return new Complex2(x, 0).log();
       }
     },
-    Complex: function Complex4(x) {
+    Complex: function Complex3(x) {
       return x.log();
     },
-    BigNumber: function BigNumber2(x) {
-      if (!x.isNegative() || config4.predictable) {
+    BigNumber: function BigNumber(x) {
+      if (!x.isNegative() || config2.predictable) {
         return x.ln();
       } else {
-        return new Complex3(x.toNumber(), 0).log();
+        return new Complex2(x.toNumber(), 0).log();
       }
     },
-    "any, any": typed3.referToSelf((self2) => (x, base) => {
-      return divideScalar2(self2(x), self2(base));
+    "any, any": typed2.referToSelf((self2) => (x, base) => {
+      return divideScalar(self2(x), self2(base));
     })
   });
 });
@@ -17582,37 +18088,37 @@ var name128 = "log1p";
 var dependencies128 = ["typed", "config", "divideScalar", "log", "Complex"];
 var createLog1p = /* @__PURE__ */ factory(name128, dependencies128, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    divideScalar: divideScalar2,
-    log: log4,
-    Complex: Complex3
+    typed: typed2,
+    config: config2,
+    divideScalar,
+    log: log3,
+    Complex: Complex2
   } = _ref;
-  return typed3(name128, {
-    number: function number2(x) {
-      if (x >= -1 || config4.predictable) {
+  return typed2(name128, {
+    number: function number(x) {
+      if (x >= -1 || config2.predictable) {
         return log1p(x);
       } else {
-        return _log1pComplex(new Complex3(x, 0));
+        return _log1pComplex(new Complex2(x, 0));
       }
     },
     Complex: _log1pComplex,
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       var y = x.plus(1);
-      if (!y.isNegative() || config4.predictable) {
+      if (!y.isNegative() || config2.predictable) {
         return y.ln();
       } else {
-        return _log1pComplex(new Complex3(x.toNumber(), 0));
+        return _log1pComplex(new Complex2(x.toNumber(), 0));
       }
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2)),
-    "any, any": typed3.referToSelf((self2) => (x, base) => {
-      return divideScalar2(self2(x), log4(base));
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2)),
+    "any, any": typed2.referToSelf((self2) => (x, base) => {
+      return divideScalar(self2(x), log3(base));
     })
   });
   function _log1pComplex(x) {
     var xRe1p = x.re + 1;
-    return new Complex3(Math.log(Math.sqrt(xRe1p * xRe1p + x.im * x.im)), Math.atan2(x.im, xRe1p));
+    return new Complex2(Math.log(Math.sqrt(xRe1p * xRe1p + x.im * x.im)), Math.atan2(x.im, xRe1p));
   }
 });
 
@@ -17621,19 +18127,19 @@ var name129 = "nthRoots";
 var dependencies129 = ["config", "typed", "divideScalar", "Complex"];
 var createNthRoots = /* @__PURE__ */ factory(name129, dependencies129, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    divideScalar: divideScalar2,
-    Complex: Complex3
+    typed: typed2,
+    config: config2,
+    divideScalar,
+    Complex: Complex2
   } = _ref;
   var _calculateExactResult = [function realPos(val) {
-    return new Complex3(val, 0);
+    return new Complex2(val, 0);
   }, function imagPos(val) {
-    return new Complex3(0, val);
+    return new Complex2(0, val);
   }, function realNeg(val) {
-    return new Complex3(-val, 0);
+    return new Complex2(-val, 0);
   }, function imagNeg(val) {
-    return new Complex3(0, -val);
+    return new Complex2(0, -val);
   }];
   function _nthComplexRoots(a, root) {
     if (root < 0)
@@ -17643,7 +18149,7 @@ var createNthRoots = /* @__PURE__ */ factory(name129, dependencies129, (_ref) =>
     if (root % 1 !== 0)
       throw new Error("Root must be an integer");
     if (a === 0 || a.abs() === 0)
-      return [new Complex3(0, 0)];
+      return [new Complex2(0, 0)];
     var aIsNumeric = typeof a === "number";
     var offset;
     if (aIsNumeric || a.re === 0 || a.im === 0) {
@@ -17655,25 +18161,25 @@ var createNthRoots = /* @__PURE__ */ factory(name129, dependencies129, (_ref) =>
         offset = 2 * +(a.im < 0) + 1;
       }
     }
-    var arg2 = a.arg();
-    var abs3 = a.abs();
+    var arg = a.arg();
+    var abs2 = a.abs();
     var roots = [];
-    var r = Math.pow(abs3, 1 / root);
+    var r = Math.pow(abs2, 1 / root);
     for (var k = 0; k < root; k++) {
       var halfPiFactor = (offset + 4 * k) / root;
       if (halfPiFactor === Math.round(halfPiFactor)) {
         roots.push(_calculateExactResult[halfPiFactor % 4](r));
         continue;
       }
-      roots.push(new Complex3({
+      roots.push(new Complex2({
         r,
-        phi: (arg2 + 2 * Math.PI * k) / root
+        phi: (arg + 2 * Math.PI * k) / root
       }));
     }
     return roots;
   }
-  return typed3(name129, {
-    Complex: function Complex4(x) {
+  return typed2(name129, {
+    Complex: function Complex3(x) {
       return _nthComplexRoots(x, 2);
     },
     "Complex, number": _nthComplexRoots
@@ -17685,43 +18191,43 @@ var name130 = "dotPow";
 var dependencies130 = ["typed", "equalScalar", "matrix", "pow", "DenseMatrix", "concat"];
 var createDotPow = /* @__PURE__ */ factory(name130, dependencies130, (_ref) => {
   var {
-    typed: typed3,
-    equalScalar: equalScalar2,
-    matrix: matrix2,
-    pow: pow3,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    equalScalar,
+    matrix,
+    pow: pow2,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo07xSSf = createMatAlgo07xSSf({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
   var powScalarSignatures = {};
-  for (var signature in pow3.signatures) {
-    if (Object.prototype.hasOwnProperty.call(pow3.signatures, signature)) {
+  for (var signature in pow2.signatures) {
+    if (Object.prototype.hasOwnProperty.call(pow2.signatures, signature)) {
       if (!signature.includes("Matrix") && !signature.includes("Array")) {
-        powScalarSignatures[signature] = pow3.signatures[signature];
+        powScalarSignatures[signature] = pow2.signatures[signature];
       }
     }
   }
-  var powScalar = typed3(powScalarSignatures);
-  return typed3(name130, matrixAlgorithmSuite({
+  var powScalar = typed2(powScalarSignatures);
+  return typed2(name130, matrixAlgorithmSuite({
     elop: powScalar,
     SS: matAlgo07xSSf,
     DS: matAlgo03xDSf,
@@ -17735,39 +18241,39 @@ var name131 = "dotDivide";
 var dependencies131 = ["typed", "matrix", "equalScalar", "divideScalar", "DenseMatrix", "concat"];
 var createDotDivide = /* @__PURE__ */ factory(name131, dependencies131, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    divideScalar: divideScalar2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    divideScalar,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo02xDS0 = createMatAlgo02xDS0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo07xSSf = createMatAlgo07xSSf({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name131, matrixAlgorithmSuite({
-    elop: divideScalar2,
+  return typed2(name131, matrixAlgorithmSuite({
+    elop: divideScalar,
     SS: matAlgo07xSSf,
     DS: matAlgo03xDSf,
     SD: matAlgo02xDS0,
@@ -17779,7 +18285,7 @@ var createDotDivide = /* @__PURE__ */ factory(name131, dependencies131, (_ref) =
 // node_modules/mathjs/lib/esm/function/algebra/solver/utils/solveValidation.js
 function createSolveValidation(_ref) {
   var {
-    DenseMatrix: DenseMatrix2
+    DenseMatrix
   } = _ref;
   return function solveValidation(m, b, copy) {
     var mSize = m.size();
@@ -17799,10 +18305,10 @@ function createSolveValidation(_ref) {
         if (bSize[0] !== rows) {
           throw new RangeError("Dimension mismatch. Matrix columns must match vector length.");
         }
-        for (var i2 = 0; i2 < rows; i2++) {
-          data[i2] = [bdata[i2]];
+        for (var i = 0; i < rows; i++) {
+          data[i] = [bdata[i]];
         }
-        return new DenseMatrix2({
+        return new DenseMatrix({
           data,
           size: [rows, 1],
           datatype: b._datatype
@@ -17818,7 +18324,7 @@ function createSolveValidation(_ref) {
             for (var _i = 0; _i < rows; _i++) {
               data[_i] = [bdata[_i][0]];
             }
-            return new DenseMatrix2({
+            return new DenseMatrix({
               data,
               size: [rows, 1],
               datatype: b._datatype
@@ -17830,14 +18336,14 @@ function createSolveValidation(_ref) {
           for (var _i2 = 0; _i2 < rows; _i2++) {
             data[_i2] = [0];
           }
-          var values = b._values;
-          var index2 = b._index;
+          var values2 = b._values;
+          var index = b._index;
           var ptr = b._ptr;
           for (var k1 = ptr[1], k = ptr[0]; k < k1; k++) {
-            var _i3 = index2[k];
-            data[_i3][0] = values[k];
+            var _i3 = index[k];
+            data[_i3][0] = values2[k];
           }
-          return new DenseMatrix2({
+          return new DenseMatrix({
             data,
             size: [rows, 1],
             datatype: b._datatype
@@ -17855,7 +18361,7 @@ function createSolveValidation(_ref) {
         for (var _i4 = 0; _i4 < rows; _i4++) {
           data[_i4] = [b[_i4]];
         }
-        return new DenseMatrix2({
+        return new DenseMatrix({
           data,
           size: [rows, 1]
         });
@@ -17867,7 +18373,7 @@ function createSolveValidation(_ref) {
         for (var _i5 = 0; _i5 < rows; _i5++) {
           data[_i5] = [b[_i5][0]];
         }
-        return new DenseMatrix2({
+        return new DenseMatrix({
           data,
           size: [rows, 1]
         });
@@ -17882,18 +18388,18 @@ var name132 = "lsolve";
 var dependencies132 = ["typed", "matrix", "divideScalar", "multiplyScalar", "subtract", "equalScalar", "DenseMatrix"];
 var createLsolve = /* @__PURE__ */ factory(name132, dependencies132, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    divideScalar: divideScalar2,
-    multiplyScalar: multiplyScalar2,
-    subtract: subtract2,
-    equalScalar: equalScalar2,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    matrix,
+    divideScalar,
+    multiplyScalar,
+    subtract,
+    equalScalar,
+    DenseMatrix
   } = _ref;
   var solveValidation = createSolveValidation({
-    DenseMatrix: DenseMatrix2
+    DenseMatrix
   });
-  return typed3(name132, {
+  return typed2(name132, {
     "SparseMatrix, Array | Matrix": function SparseMatrixArrayMatrix(m, b) {
       return _sparseForwardSubstitution(m, b);
     },
@@ -17901,7 +18407,7 @@ var createLsolve = /* @__PURE__ */ factory(name132, dependencies132, (_ref) => {
       return _denseForwardSubstitution(m, b);
     },
     "Array, Array | Matrix": function ArrayArrayMatrix(a, b) {
-      var m = matrix2(a);
+      var m = matrix(a);
       var r = _denseForwardSubstitution(m, b);
       return r.valueOf();
     }
@@ -17916,21 +18422,21 @@ var createLsolve = /* @__PURE__ */ factory(name132, dependencies132, (_ref) => {
     for (var j = 0; j < columns; j++) {
       var bj = bdata[j][0] || 0;
       var xj = void 0;
-      if (!equalScalar2(bj, 0)) {
+      if (!equalScalar(bj, 0)) {
         var vjj = mdata[j][j];
-        if (equalScalar2(vjj, 0)) {
+        if (equalScalar(vjj, 0)) {
           throw new Error("Linear system cannot be solved since matrix is singular");
         }
-        xj = divideScalar2(bj, vjj);
-        for (var i2 = j + 1; i2 < rows; i2++) {
-          bdata[i2] = [subtract2(bdata[i2][0] || 0, multiplyScalar2(xj, mdata[i2][j]))];
+        xj = divideScalar(bj, vjj);
+        for (var i = j + 1; i < rows; i++) {
+          bdata[i] = [subtract(bdata[i][0] || 0, multiplyScalar(xj, mdata[i][j]))];
         }
       } else {
         xj = 0;
       }
       x[j] = [xj];
     }
-    return new DenseMatrix2({
+    return new DenseMatrix({
       data: x,
       size: [rows, 1]
     });
@@ -17940,41 +18446,41 @@ var createLsolve = /* @__PURE__ */ factory(name132, dependencies132, (_ref) => {
     var bdata = b._data;
     var rows = m._size[0];
     var columns = m._size[1];
-    var values = m._values;
-    var index2 = m._index;
+    var values2 = m._values;
+    var index = m._index;
     var ptr = m._ptr;
     var x = [];
     for (var j = 0; j < columns; j++) {
       var bj = bdata[j][0] || 0;
-      if (!equalScalar2(bj, 0)) {
+      if (!equalScalar(bj, 0)) {
         var vjj = 0;
         var jValues = [];
         var jIndices = [];
         var firstIndex = ptr[j];
         var lastIndex = ptr[j + 1];
         for (var k = firstIndex; k < lastIndex; k++) {
-          var i2 = index2[k];
-          if (i2 === j) {
-            vjj = values[k];
-          } else if (i2 > j) {
-            jValues.push(values[k]);
-            jIndices.push(i2);
+          var i = index[k];
+          if (i === j) {
+            vjj = values2[k];
+          } else if (i > j) {
+            jValues.push(values2[k]);
+            jIndices.push(i);
           }
         }
-        if (equalScalar2(vjj, 0)) {
+        if (equalScalar(vjj, 0)) {
           throw new Error("Linear system cannot be solved since matrix is singular");
         }
-        var xj = divideScalar2(bj, vjj);
+        var xj = divideScalar(bj, vjj);
         for (var _k = 0, l = jIndices.length; _k < l; _k++) {
           var _i = jIndices[_k];
-          bdata[_i] = [subtract2(bdata[_i][0] || 0, multiplyScalar2(xj, jValues[_k]))];
+          bdata[_i] = [subtract(bdata[_i][0] || 0, multiplyScalar(xj, jValues[_k]))];
         }
         x[j] = [xj];
       } else {
         x[j] = [0];
       }
     }
-    return new DenseMatrix2({
+    return new DenseMatrix({
       data: x,
       size: [rows, 1]
     });
@@ -17986,18 +18492,18 @@ var name133 = "usolve";
 var dependencies133 = ["typed", "matrix", "divideScalar", "multiplyScalar", "subtract", "equalScalar", "DenseMatrix"];
 var createUsolve = /* @__PURE__ */ factory(name133, dependencies133, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    divideScalar: divideScalar2,
-    multiplyScalar: multiplyScalar2,
-    subtract: subtract2,
-    equalScalar: equalScalar2,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    matrix,
+    divideScalar,
+    multiplyScalar,
+    subtract,
+    equalScalar,
+    DenseMatrix
   } = _ref;
   var solveValidation = createSolveValidation({
-    DenseMatrix: DenseMatrix2
+    DenseMatrix
   });
-  return typed3(name133, {
+  return typed2(name133, {
     "SparseMatrix, Array | Matrix": function SparseMatrixArrayMatrix(m, b) {
       return _sparseBackwardSubstitution(m, b);
     },
@@ -18005,7 +18511,7 @@ var createUsolve = /* @__PURE__ */ factory(name133, dependencies133, (_ref) => {
       return _denseBackwardSubstitution(m, b);
     },
     "Array, Array | Matrix": function ArrayArrayMatrix(a, b) {
-      var m = matrix2(a);
+      var m = matrix(a);
       var r = _denseBackwardSubstitution(m, b);
       return r.valueOf();
     }
@@ -18020,21 +18526,21 @@ var createUsolve = /* @__PURE__ */ factory(name133, dependencies133, (_ref) => {
     for (var j = columns - 1; j >= 0; j--) {
       var bj = bdata[j][0] || 0;
       var xj = void 0;
-      if (!equalScalar2(bj, 0)) {
+      if (!equalScalar(bj, 0)) {
         var vjj = mdata[j][j];
-        if (equalScalar2(vjj, 0)) {
+        if (equalScalar(vjj, 0)) {
           throw new Error("Linear system cannot be solved since matrix is singular");
         }
-        xj = divideScalar2(bj, vjj);
-        for (var i2 = j - 1; i2 >= 0; i2--) {
-          bdata[i2] = [subtract2(bdata[i2][0] || 0, multiplyScalar2(xj, mdata[i2][j]))];
+        xj = divideScalar(bj, vjj);
+        for (var i = j - 1; i >= 0; i--) {
+          bdata[i] = [subtract(bdata[i][0] || 0, multiplyScalar(xj, mdata[i][j]))];
         }
       } else {
         xj = 0;
       }
       x[j] = [xj];
     }
-    return new DenseMatrix2({
+    return new DenseMatrix({
       data: x,
       size: [rows, 1]
     });
@@ -18044,41 +18550,41 @@ var createUsolve = /* @__PURE__ */ factory(name133, dependencies133, (_ref) => {
     var bdata = b._data;
     var rows = m._size[0];
     var columns = m._size[1];
-    var values = m._values;
-    var index2 = m._index;
+    var values2 = m._values;
+    var index = m._index;
     var ptr = m._ptr;
     var x = [];
     for (var j = columns - 1; j >= 0; j--) {
       var bj = bdata[j][0] || 0;
-      if (!equalScalar2(bj, 0)) {
+      if (!equalScalar(bj, 0)) {
         var vjj = 0;
         var jValues = [];
         var jIndices = [];
         var firstIndex = ptr[j];
         var lastIndex = ptr[j + 1];
         for (var k = lastIndex - 1; k >= firstIndex; k--) {
-          var i2 = index2[k];
-          if (i2 === j) {
-            vjj = values[k];
-          } else if (i2 < j) {
-            jValues.push(values[k]);
-            jIndices.push(i2);
+          var i = index[k];
+          if (i === j) {
+            vjj = values2[k];
+          } else if (i < j) {
+            jValues.push(values2[k]);
+            jIndices.push(i);
           }
         }
-        if (equalScalar2(vjj, 0)) {
+        if (equalScalar(vjj, 0)) {
           throw new Error("Linear system cannot be solved since matrix is singular");
         }
-        var xj = divideScalar2(bj, vjj);
+        var xj = divideScalar(bj, vjj);
         for (var _k = 0, _lastIndex = jIndices.length; _k < _lastIndex; _k++) {
           var _i = jIndices[_k];
-          bdata[_i] = [subtract2(bdata[_i][0], multiplyScalar2(xj, jValues[_k]))];
+          bdata[_i] = [subtract(bdata[_i][0], multiplyScalar(xj, jValues[_k]))];
         }
         x[j] = [xj];
       } else {
         x[j] = [0];
       }
     }
-    return new DenseMatrix2({
+    return new DenseMatrix({
       data: x,
       size: [rows, 1]
     });
@@ -18090,18 +18596,18 @@ var name134 = "lsolveAll";
 var dependencies134 = ["typed", "matrix", "divideScalar", "multiplyScalar", "subtract", "equalScalar", "DenseMatrix"];
 var createLsolveAll = /* @__PURE__ */ factory(name134, dependencies134, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    divideScalar: divideScalar2,
-    multiplyScalar: multiplyScalar2,
-    subtract: subtract2,
-    equalScalar: equalScalar2,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    matrix,
+    divideScalar,
+    multiplyScalar,
+    subtract,
+    equalScalar,
+    DenseMatrix
   } = _ref;
   var solveValidation = createSolveValidation({
-    DenseMatrix: DenseMatrix2
+    DenseMatrix
   });
-  return typed3(name134, {
+  return typed2(name134, {
     "SparseMatrix, Array | Matrix": function SparseMatrixArrayMatrix(m, b) {
       return _sparseForwardSubstitution(m, b);
     },
@@ -18109,26 +18615,26 @@ var createLsolveAll = /* @__PURE__ */ factory(name134, dependencies134, (_ref) =
       return _denseForwardSubstitution(m, b);
     },
     "Array, Array | Matrix": function ArrayArrayMatrix(a, b) {
-      var m = matrix2(a);
+      var m = matrix(a);
       var R = _denseForwardSubstitution(m, b);
       return R.map((r) => r.valueOf());
     }
   });
   function _denseForwardSubstitution(m, b_) {
-    var B = [solveValidation(m, b_, true)._data.map((e3) => e3[0])];
+    var B = [solveValidation(m, b_, true)._data.map((e2) => e2[0])];
     var M = m._data;
     var rows = m._size[0];
     var columns = m._size[1];
-    for (var i2 = 0; i2 < columns; i2++) {
+    for (var i = 0; i < columns; i++) {
       var L = B.length;
       for (var k = 0; k < L; k++) {
         var b = B[k];
-        if (!equalScalar2(M[i2][i2], 0)) {
-          b[i2] = divideScalar2(b[i2], M[i2][i2]);
-          for (var j = i2 + 1; j < columns; j++) {
-            b[j] = subtract2(b[j], multiplyScalar2(b[i2], M[j][i2]));
+        if (!equalScalar(M[i][i], 0)) {
+          b[i] = divideScalar(b[i], M[i][i]);
+          for (var j = i + 1; j < columns; j++) {
+            b[j] = subtract(b[j], multiplyScalar(b[i], M[j][i]));
           }
-        } else if (!equalScalar2(b[i2], 0)) {
+        } else if (!equalScalar(b[i], 0)) {
           if (k === 0) {
             return [];
           } else {
@@ -18138,51 +18644,51 @@ var createLsolveAll = /* @__PURE__ */ factory(name134, dependencies134, (_ref) =
           }
         } else if (k === 0) {
           var bNew = [...b];
-          bNew[i2] = 1;
-          for (var _j = i2 + 1; _j < columns; _j++) {
-            bNew[_j] = subtract2(bNew[_j], M[_j][i2]);
+          bNew[i] = 1;
+          for (var _j = i + 1; _j < columns; _j++) {
+            bNew[_j] = subtract(bNew[_j], M[_j][i]);
           }
           B.push(bNew);
         }
       }
     }
-    return B.map((x) => new DenseMatrix2({
-      data: x.map((e3) => [e3]),
+    return B.map((x) => new DenseMatrix({
+      data: x.map((e2) => [e2]),
       size: [rows, 1]
     }));
   }
   function _sparseForwardSubstitution(m, b_) {
-    var B = [solveValidation(m, b_, true)._data.map((e3) => e3[0])];
+    var B = [solveValidation(m, b_, true)._data.map((e2) => e2[0])];
     var rows = m._size[0];
     var columns = m._size[1];
-    var values = m._values;
-    var index2 = m._index;
+    var values2 = m._values;
+    var index = m._index;
     var ptr = m._ptr;
-    for (var i2 = 0; i2 < columns; i2++) {
+    for (var i = 0; i < columns; i++) {
       var L = B.length;
       for (var k = 0; k < L; k++) {
         var b = B[k];
         var iValues = [];
         var iIndices = [];
-        var firstIndex = ptr[i2];
-        var lastIndex = ptr[i2 + 1];
+        var firstIndex = ptr[i];
+        var lastIndex = ptr[i + 1];
         var Mii = 0;
         for (var j = firstIndex; j < lastIndex; j++) {
-          var J = index2[j];
-          if (J === i2) {
-            Mii = values[j];
-          } else if (J > i2) {
-            iValues.push(values[j]);
+          var J = index[j];
+          if (J === i) {
+            Mii = values2[j];
+          } else if (J > i) {
+            iValues.push(values2[j]);
             iIndices.push(J);
           }
         }
-        if (!equalScalar2(Mii, 0)) {
-          b[i2] = divideScalar2(b[i2], Mii);
+        if (!equalScalar(Mii, 0)) {
+          b[i] = divideScalar(b[i], Mii);
           for (var _j2 = 0, _lastIndex = iIndices.length; _j2 < _lastIndex; _j2++) {
             var _J = iIndices[_j2];
-            b[_J] = subtract2(b[_J], multiplyScalar2(b[i2], iValues[_j2]));
+            b[_J] = subtract(b[_J], multiplyScalar(b[i], iValues[_j2]));
           }
-        } else if (!equalScalar2(b[i2], 0)) {
+        } else if (!equalScalar(b[i], 0)) {
           if (k === 0) {
             return [];
           } else {
@@ -18192,17 +18698,17 @@ var createLsolveAll = /* @__PURE__ */ factory(name134, dependencies134, (_ref) =
           }
         } else if (k === 0) {
           var bNew = [...b];
-          bNew[i2] = 1;
+          bNew[i] = 1;
           for (var _j3 = 0, _lastIndex2 = iIndices.length; _j3 < _lastIndex2; _j3++) {
             var _J2 = iIndices[_j3];
-            bNew[_J2] = subtract2(bNew[_J2], iValues[_j3]);
+            bNew[_J2] = subtract(bNew[_J2], iValues[_j3]);
           }
           B.push(bNew);
         }
       }
     }
-    return B.map((x) => new DenseMatrix2({
-      data: x.map((e3) => [e3]),
+    return B.map((x) => new DenseMatrix({
+      data: x.map((e2) => [e2]),
       size: [rows, 1]
     }));
   }
@@ -18213,18 +18719,18 @@ var name135 = "usolveAll";
 var dependencies135 = ["typed", "matrix", "divideScalar", "multiplyScalar", "subtract", "equalScalar", "DenseMatrix"];
 var createUsolveAll = /* @__PURE__ */ factory(name135, dependencies135, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    divideScalar: divideScalar2,
-    multiplyScalar: multiplyScalar2,
-    subtract: subtract2,
-    equalScalar: equalScalar2,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    matrix,
+    divideScalar,
+    multiplyScalar,
+    subtract,
+    equalScalar,
+    DenseMatrix
   } = _ref;
   var solveValidation = createSolveValidation({
-    DenseMatrix: DenseMatrix2
+    DenseMatrix
   });
-  return typed3(name135, {
+  return typed2(name135, {
     "SparseMatrix, Array | Matrix": function SparseMatrixArrayMatrix(m, b) {
       return _sparseBackwardSubstitution(m, b);
     },
@@ -18232,26 +18738,26 @@ var createUsolveAll = /* @__PURE__ */ factory(name135, dependencies135, (_ref) =
       return _denseBackwardSubstitution(m, b);
     },
     "Array, Array | Matrix": function ArrayArrayMatrix(a, b) {
-      var m = matrix2(a);
+      var m = matrix(a);
       var R = _denseBackwardSubstitution(m, b);
       return R.map((r) => r.valueOf());
     }
   });
   function _denseBackwardSubstitution(m, b_) {
-    var B = [solveValidation(m, b_, true)._data.map((e3) => e3[0])];
+    var B = [solveValidation(m, b_, true)._data.map((e2) => e2[0])];
     var M = m._data;
     var rows = m._size[0];
     var columns = m._size[1];
-    for (var i2 = columns - 1; i2 >= 0; i2--) {
+    for (var i = columns - 1; i >= 0; i--) {
       var L = B.length;
       for (var k = 0; k < L; k++) {
         var b = B[k];
-        if (!equalScalar2(M[i2][i2], 0)) {
-          b[i2] = divideScalar2(b[i2], M[i2][i2]);
-          for (var j = i2 - 1; j >= 0; j--) {
-            b[j] = subtract2(b[j], multiplyScalar2(b[i2], M[j][i2]));
+        if (!equalScalar(M[i][i], 0)) {
+          b[i] = divideScalar(b[i], M[i][i]);
+          for (var j = i - 1; j >= 0; j--) {
+            b[j] = subtract(b[j], multiplyScalar(b[i], M[j][i]));
           }
-        } else if (!equalScalar2(b[i2], 0)) {
+        } else if (!equalScalar(b[i], 0)) {
           if (k === 0) {
             return [];
           } else {
@@ -18261,51 +18767,51 @@ var createUsolveAll = /* @__PURE__ */ factory(name135, dependencies135, (_ref) =
           }
         } else if (k === 0) {
           var bNew = [...b];
-          bNew[i2] = 1;
-          for (var _j = i2 - 1; _j >= 0; _j--) {
-            bNew[_j] = subtract2(bNew[_j], M[_j][i2]);
+          bNew[i] = 1;
+          for (var _j = i - 1; _j >= 0; _j--) {
+            bNew[_j] = subtract(bNew[_j], M[_j][i]);
           }
           B.push(bNew);
         }
       }
     }
-    return B.map((x) => new DenseMatrix2({
-      data: x.map((e3) => [e3]),
+    return B.map((x) => new DenseMatrix({
+      data: x.map((e2) => [e2]),
       size: [rows, 1]
     }));
   }
   function _sparseBackwardSubstitution(m, b_) {
-    var B = [solveValidation(m, b_, true)._data.map((e3) => e3[0])];
+    var B = [solveValidation(m, b_, true)._data.map((e2) => e2[0])];
     var rows = m._size[0];
     var columns = m._size[1];
-    var values = m._values;
-    var index2 = m._index;
+    var values2 = m._values;
+    var index = m._index;
     var ptr = m._ptr;
-    for (var i2 = columns - 1; i2 >= 0; i2--) {
+    for (var i = columns - 1; i >= 0; i--) {
       var L = B.length;
       for (var k = 0; k < L; k++) {
         var b = B[k];
         var iValues = [];
         var iIndices = [];
-        var firstIndex = ptr[i2];
-        var lastIndex = ptr[i2 + 1];
+        var firstIndex = ptr[i];
+        var lastIndex = ptr[i + 1];
         var Mii = 0;
         for (var j = lastIndex - 1; j >= firstIndex; j--) {
-          var J = index2[j];
-          if (J === i2) {
-            Mii = values[j];
-          } else if (J < i2) {
-            iValues.push(values[j]);
+          var J = index[j];
+          if (J === i) {
+            Mii = values2[j];
+          } else if (J < i) {
+            iValues.push(values2[j]);
             iIndices.push(J);
           }
         }
-        if (!equalScalar2(Mii, 0)) {
-          b[i2] = divideScalar2(b[i2], Mii);
+        if (!equalScalar(Mii, 0)) {
+          b[i] = divideScalar(b[i], Mii);
           for (var _j2 = 0, _lastIndex = iIndices.length; _j2 < _lastIndex; _j2++) {
             var _J = iIndices[_j2];
-            b[_J] = subtract2(b[_J], multiplyScalar2(b[i2], iValues[_j2]));
+            b[_J] = subtract(b[_J], multiplyScalar(b[i], iValues[_j2]));
           }
-        } else if (!equalScalar2(b[i2], 0)) {
+        } else if (!equalScalar(b[i], 0)) {
           if (k === 0) {
             return [];
           } else {
@@ -18315,17 +18821,17 @@ var createUsolveAll = /* @__PURE__ */ factory(name135, dependencies135, (_ref) =
           }
         } else if (k === 0) {
           var bNew = [...b];
-          bNew[i2] = 1;
+          bNew[i] = 1;
           for (var _j3 = 0, _lastIndex2 = iIndices.length; _j3 < _lastIndex2; _j3++) {
             var _J2 = iIndices[_j3];
-            bNew[_J2] = subtract2(bNew[_J2], iValues[_j3]);
+            bNew[_J2] = subtract(bNew[_J2], iValues[_j3]);
           }
           B.push(bNew);
         }
       }
     }
-    return B.map((x) => new DenseMatrix2({
-      data: x.map((e3) => [e3]),
+    return B.map((x) => new DenseMatrix({
+      data: x.map((e2) => [e2]),
       size: [rows, 1]
     }));
   }
@@ -18336,8 +18842,8 @@ var name136 = "matAlgo08xS0Sid";
 var dependencies136 = ["typed", "equalScalar"];
 var createMatAlgo08xS0Sid = /* @__PURE__ */ factory(name136, dependencies136, (_ref) => {
   var {
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   } = _ref;
   return function matAlgo08xS0Sid(a, b, callback) {
     var avalues = a._values;
@@ -18362,40 +18868,40 @@ var createMatAlgo08xS0Sid = /* @__PURE__ */ factory(name136, dependencies136, (_
     var rows = asize[0];
     var columns = asize[1];
     var dt;
-    var eq = equalScalar2;
+    var eq = equalScalar;
     var zero = 0;
     var cf = callback;
     if (typeof adt === "string" && adt === bdt) {
       dt = adt;
-      eq = typed3.find(equalScalar2, [dt, dt]);
-      zero = typed3.convert(0, dt);
-      cf = typed3.find(callback, [dt, dt]);
+      eq = typed2.find(equalScalar, [dt, dt]);
+      zero = typed2.convert(0, dt);
+      cf = typed2.find(callback, [dt, dt]);
     }
     var cvalues = [];
     var cindex = [];
     var cptr = [];
     var x = [];
     var w = [];
-    var k, k0, k1, i2;
+    var k, k0, k1, i;
     for (var j = 0; j < columns; j++) {
       cptr[j] = cindex.length;
       var mark = j + 1;
       for (k0 = aptr[j], k1 = aptr[j + 1], k = k0; k < k1; k++) {
-        i2 = aindex[k];
-        w[i2] = mark;
-        x[i2] = avalues[k];
-        cindex.push(i2);
+        i = aindex[k];
+        w[i] = mark;
+        x[i] = avalues[k];
+        cindex.push(i);
       }
       for (k0 = bptr[j], k1 = bptr[j + 1], k = k0; k < k1; k++) {
-        i2 = bindex[k];
-        if (w[i2] === mark) {
-          x[i2] = cf(x[i2], bvalues[k]);
+        i = bindex[k];
+        if (w[i] === mark) {
+          x[i] = cf(x[i], bvalues[k]);
         }
       }
       k = cptr[j];
       while (k < cindex.length) {
-        i2 = cindex[k];
-        var v = x[i2];
+        i = cindex[k];
+        var v = x[i];
         if (!eq(v, zero)) {
           cvalues.push(v);
           k++;
@@ -18418,14 +18924,14 @@ var createMatAlgo08xS0Sid = /* @__PURE__ */ factory(name136, dependencies136, (_
 // node_modules/mathjs/lib/esm/function/bitwise/useMatrixForArrayScalar.js
 var createUseMatrixForArrayScalar = /* @__PURE__ */ factory("useMatrixForArrayScalar", ["typed", "matrix"], (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2
+    typed: typed2,
+    matrix
   } = _ref;
   return {
-    "Array, number": typed3.referTo("DenseMatrix, number", (selfDn) => (x, y) => selfDn(matrix2(x), y).valueOf()),
-    "Array, BigNumber": typed3.referTo("DenseMatrix, BigNumber", (selfDB) => (x, y) => selfDB(matrix2(x), y).valueOf()),
-    "number, Array": typed3.referTo("number, DenseMatrix", (selfnD) => (x, y) => selfnD(x, matrix2(y)).valueOf()),
-    "BigNumber, Array": typed3.referTo("BigNumber, DenseMatrix", (selfBD) => (x, y) => selfBD(x, matrix2(y)).valueOf())
+    "Array, number": typed2.referTo("DenseMatrix, number", (selfDn) => (x, y) => selfDn(matrix(x), y).valueOf()),
+    "Array, BigNumber": typed2.referTo("DenseMatrix, BigNumber", (selfDB) => (x, y) => selfDB(matrix(x), y).valueOf()),
+    "number, Array": typed2.referTo("number, DenseMatrix", (selfnD) => (x, y) => selfnD(x, matrix(y)).valueOf()),
+    "BigNumber, Array": typed2.referTo("BigNumber, DenseMatrix", (selfBD) => (x, y) => selfBD(x, matrix(y)).valueOf())
   };
 });
 
@@ -18434,68 +18940,68 @@ var name137 = "leftShift";
 var dependencies137 = ["typed", "matrix", "equalScalar", "zeros", "DenseMatrix", "concat"];
 var createLeftShift = /* @__PURE__ */ factory(name137, dependencies137, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    zeros: zeros3,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    zeros: zeros2,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo01xDSid = createMatAlgo01xDSid({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo02xDS0 = createMatAlgo02xDS0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo08xS0Sid = createMatAlgo08xS0Sid({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo10xSids = createMatAlgo10xSids({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo14xDs = createMatAlgo14xDs({
-    typed: typed3
+    typed: typed2
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
   var useMatrixForArrayScalar = createUseMatrixForArrayScalar({
-    typed: typed3,
-    matrix: matrix2
+    typed: typed2,
+    matrix
   });
-  return typed3(name137, {
+  return typed2(name137, {
     "number, number": leftShiftNumber,
     "BigNumber, BigNumber": leftShiftBigNumber,
-    "SparseMatrix, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(y, 0)) {
+    "SparseMatrix, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(y, 0)) {
         return x.clone();
       }
       return matAlgo11xS0s(x, y, self2, false);
     }),
-    "DenseMatrix, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(y, 0)) {
+    "DenseMatrix, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(y, 0)) {
         return x.clone();
       }
       return matAlgo14xDs(x, y, self2, false);
     }),
-    "number | BigNumber, SparseMatrix": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(x, 0)) {
-        return zeros3(y.size(), y.storage());
+    "number | BigNumber, SparseMatrix": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(x, 0)) {
+        return zeros2(y.size(), y.storage());
       }
       return matAlgo10xSids(y, x, self2, true);
     }),
-    "number | BigNumber, DenseMatrix": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(x, 0)) {
-        return zeros3(y.size(), y.storage());
+    "number | BigNumber, DenseMatrix": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(x, 0)) {
+        return zeros2(y.size(), y.storage());
       }
       return matAlgo14xDs(y, x, self2, true);
     })
@@ -18511,68 +19017,68 @@ var name138 = "rightArithShift";
 var dependencies138 = ["typed", "matrix", "equalScalar", "zeros", "DenseMatrix", "concat"];
 var createRightArithShift = /* @__PURE__ */ factory(name138, dependencies138, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    zeros: zeros3,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    zeros: zeros2,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo01xDSid = createMatAlgo01xDSid({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo02xDS0 = createMatAlgo02xDS0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo08xS0Sid = createMatAlgo08xS0Sid({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo10xSids = createMatAlgo10xSids({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo14xDs = createMatAlgo14xDs({
-    typed: typed3
+    typed: typed2
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
   var useMatrixForArrayScalar = createUseMatrixForArrayScalar({
-    typed: typed3,
-    matrix: matrix2
+    typed: typed2,
+    matrix
   });
-  return typed3(name138, {
+  return typed2(name138, {
     "number, number": rightArithShiftNumber,
     "BigNumber, BigNumber": rightArithShiftBigNumber,
-    "SparseMatrix, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(y, 0)) {
+    "SparseMatrix, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(y, 0)) {
         return x.clone();
       }
       return matAlgo11xS0s(x, y, self2, false);
     }),
-    "DenseMatrix, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(y, 0)) {
+    "DenseMatrix, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(y, 0)) {
         return x.clone();
       }
       return matAlgo14xDs(x, y, self2, false);
     }),
-    "number | BigNumber, SparseMatrix": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(x, 0)) {
-        return zeros3(y.size(), y.storage());
+    "number | BigNumber, SparseMatrix": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(x, 0)) {
+        return zeros2(y.size(), y.storage());
       }
       return matAlgo10xSids(y, x, self2, true);
     }),
-    "number | BigNumber, DenseMatrix": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(x, 0)) {
-        return zeros3(y.size(), y.storage());
+    "number | BigNumber, DenseMatrix": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(x, 0)) {
+        return zeros2(y.size(), y.storage());
       }
       return matAlgo14xDs(y, x, self2, true);
     })
@@ -18588,68 +19094,68 @@ var name139 = "rightLogShift";
 var dependencies139 = ["typed", "matrix", "equalScalar", "zeros", "DenseMatrix", "concat"];
 var createRightLogShift = /* @__PURE__ */ factory(name139, dependencies139, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    zeros: zeros3,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    zeros: zeros2,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo01xDSid = createMatAlgo01xDSid({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo02xDS0 = createMatAlgo02xDS0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo08xS0Sid = createMatAlgo08xS0Sid({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo10xSids = createMatAlgo10xSids({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo14xDs = createMatAlgo14xDs({
-    typed: typed3
+    typed: typed2
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
   var useMatrixForArrayScalar = createUseMatrixForArrayScalar({
-    typed: typed3,
-    matrix: matrix2
+    typed: typed2,
+    matrix
   });
-  return typed3(name139, {
+  return typed2(name139, {
     "number, number": rightLogShiftNumber,
     // 'BigNumber, BigNumber': ..., // TODO: implement BigNumber support for rightLogShift
-    "SparseMatrix, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(y, 0)) {
+    "SparseMatrix, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(y, 0)) {
         return x.clone();
       }
       return matAlgo11xS0s(x, y, self2, false);
     }),
-    "DenseMatrix, number | BigNumber": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(y, 0)) {
+    "DenseMatrix, number | BigNumber": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(y, 0)) {
         return x.clone();
       }
       return matAlgo14xDs(x, y, self2, false);
     }),
-    "number | BigNumber, SparseMatrix": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(x, 0)) {
-        return zeros3(y.size(), y.storage());
+    "number | BigNumber, SparseMatrix": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(x, 0)) {
+        return zeros2(y.size(), y.storage());
       }
       return matAlgo10xSids(y, x, self2, true);
     }),
-    "number | BigNumber, DenseMatrix": typed3.referToSelf((self2) => (x, y) => {
-      if (equalScalar2(x, 0)) {
-        return zeros3(y.size(), y.storage());
+    "number | BigNumber, DenseMatrix": typed2.referToSelf((self2) => (x, y) => {
+      if (equalScalar(x, 0)) {
+        return zeros2(y.size(), y.storage());
       }
       return matAlgo14xDs(y, x, self2, true);
     })
@@ -18665,34 +19171,34 @@ var name140 = "and";
 var dependencies140 = ["typed", "matrix", "equalScalar", "zeros", "not", "concat"];
 var createAnd = /* @__PURE__ */ factory(name140, dependencies140, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    zeros: zeros3,
-    not: not2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    zeros: zeros2,
+    not,
+    concat: concat2
   } = _ref;
   var matAlgo02xDS0 = createMatAlgo02xDS0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo06xS0S0 = createMatAlgo06xS0S0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo14xDs = createMatAlgo14xDs({
-    typed: typed3
+    typed: typed2
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name140, {
+  return typed2(name140, {
     "number, number": andNumber,
     "Complex, Complex": function ComplexComplex(x, y) {
       return (x.re !== 0 || x.im !== 0) && (y.re !== 0 || y.im !== 0);
@@ -18700,36 +19206,36 @@ var createAnd = /* @__PURE__ */ factory(name140, dependencies140, (_ref) => {
     "BigNumber, BigNumber": function BigNumberBigNumber(x, y) {
       return !x.isZero() && !y.isZero() && !x.isNaN() && !y.isNaN();
     },
-    "Unit, Unit": typed3.referToSelf((self2) => (x, y) => self2(x.value || 0, y.value || 0)),
-    "SparseMatrix, any": typed3.referToSelf((self2) => (x, y) => {
-      if (not2(y)) {
-        return zeros3(x.size(), x.storage());
+    "Unit, Unit": typed2.referToSelf((self2) => (x, y) => self2(x.value || 0, y.value || 0)),
+    "SparseMatrix, any": typed2.referToSelf((self2) => (x, y) => {
+      if (not(y)) {
+        return zeros2(x.size(), x.storage());
       }
       return matAlgo11xS0s(x, y, self2, false);
     }),
-    "DenseMatrix, any": typed3.referToSelf((self2) => (x, y) => {
-      if (not2(y)) {
-        return zeros3(x.size(), x.storage());
+    "DenseMatrix, any": typed2.referToSelf((self2) => (x, y) => {
+      if (not(y)) {
+        return zeros2(x.size(), x.storage());
       }
       return matAlgo14xDs(x, y, self2, false);
     }),
-    "any, SparseMatrix": typed3.referToSelf((self2) => (x, y) => {
-      if (not2(x)) {
-        return zeros3(x.size(), x.storage());
+    "any, SparseMatrix": typed2.referToSelf((self2) => (x, y) => {
+      if (not(x)) {
+        return zeros2(x.size(), x.storage());
       }
       return matAlgo11xS0s(y, x, self2, true);
     }),
-    "any, DenseMatrix": typed3.referToSelf((self2) => (x, y) => {
-      if (not2(x)) {
-        return zeros3(x.size(), x.storage());
+    "any, DenseMatrix": typed2.referToSelf((self2) => (x, y) => {
+      if (not(x)) {
+        return zeros2(x.size(), x.storage());
       }
       return matAlgo14xDs(y, x, self2, true);
     }),
-    "Array, any": typed3.referToSelf((self2) => (x, y) => {
-      return self2(matrix2(x), y).valueOf();
+    "Array, any": typed2.referToSelf((self2) => (x, y) => {
+      return self2(matrix(x), y).valueOf();
     }),
-    "any, Array": typed3.referToSelf((self2) => (x, y) => {
-      return self2(x, matrix2(y)).valueOf();
+    "any, Array": typed2.referToSelf((self2) => (x, y) => {
+      return self2(x, matrix(y)).valueOf();
     })
   }, matrixAlgorithmSuite({
     SS: matAlgo06xS0S0,
@@ -18742,46 +19248,46 @@ var name141 = "compare";
 var dependencies141 = ["typed", "config", "matrix", "equalScalar", "BigNumber", "Fraction", "DenseMatrix", "concat"];
 var createCompare = /* @__PURE__ */ factory(name141, dependencies141, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    equalScalar: equalScalar2,
-    matrix: matrix2,
-    BigNumber: BigNumber2,
-    Fraction: Fraction3,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    config: config2,
+    equalScalar,
+    matrix,
+    BigNumber,
+    Fraction: Fraction2,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo05xSfSf = createMatAlgo05xSfSf({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
   var compareUnits = createCompareUnits({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name141, createCompareNumber({
-    typed: typed3,
-    config: config4
+  return typed2(name141, createCompareNumber({
+    typed: typed2,
+    config: config2
   }), {
     "boolean, boolean": function booleanBoolean(x, y) {
       return x === y ? 0 : x > y ? 1 : -1;
     },
     "BigNumber, BigNumber": function BigNumberBigNumber(x, y) {
-      return nearlyEqual2(x, y, config4.epsilon) ? new BigNumber2(0) : new BigNumber2(x.cmp(y));
+      return nearlyEqual2(x, y, config2.epsilon) ? new BigNumber(0) : new BigNumber(x.cmp(y));
     },
     "Fraction, Fraction": function FractionFraction(x, y) {
-      return new Fraction3(x.compare(y));
+      return new Fraction2(x.compare(y));
     },
     "Complex, Complex": function ComplexComplex() {
       throw new TypeError("No ordering relation is defined for complex numbers");
@@ -18794,12 +19300,12 @@ var createCompare = /* @__PURE__ */ factory(name141, dependencies141, (_ref) =>
 });
 var createCompareNumber = /* @__PURE__ */ factory(name141, ["typed", "config"], (_ref2) => {
   var {
-    typed: typed3,
-    config: config4
+    typed: typed2,
+    config: config2
   } = _ref2;
-  return typed3(name141, {
+  return typed2(name141, {
     "number, number": function numberNumber(x, y) {
-      return nearlyEqual(x, y, config4.epsilon) ? 0 : x > y ? 1 : -1;
+      return nearlyEqual(x, y, config2.epsilon) ? 0 : x > y ? 1 : -1;
     }
   });
 });
@@ -18810,11 +19316,11 @@ var name142 = "compareNatural";
 var dependencies142 = ["typed", "compare"];
 var createCompareNatural = /* @__PURE__ */ factory(name142, dependencies142, (_ref) => {
   var {
-    typed: typed3,
-    compare: compare2
+    typed: typed2,
+    compare
   } = _ref;
-  var compareBooleans = compare2.signatures["boolean,boolean"];
-  return typed3(name142, {
+  var compareBooleans = compare.signatures["boolean,boolean"];
+  return typed2(name142, {
     "any, any": _compareNatural
   });
   function _compareNatural(x, y) {
@@ -18822,7 +19328,7 @@ var createCompareNatural = /* @__PURE__ */ factory(name142, dependencies142, (_r
     var typeY = typeOf(y);
     var c;
     if ((typeX === "number" || typeX === "BigNumber" || typeX === "Fraction") && (typeY === "number" || typeY === "BigNumber" || typeY === "Fraction")) {
-      c = compare2(x, y);
+      c = compare(x, y);
       if (c.toString() !== "0") {
         return c > 0 ? 1 : -1;
       } else {
@@ -18867,33 +19373,33 @@ var createCompareNatural = /* @__PURE__ */ factory(name142, dependencies142, (_r
     }
     throw new TypeError('Unsupported type of value "' + typeX + '"');
   }
-  function compareMatricesAndArrays(compareNatural2, x, y) {
+  function compareMatricesAndArrays(compareNatural, x, y) {
     if (isSparseMatrix(x) && isSparseMatrix(y)) {
-      return compareArrays(compareNatural2, x.toJSON().values, y.toJSON().values);
+      return compareArrays(compareNatural, x.toJSON().values, y.toJSON().values);
     }
     if (isSparseMatrix(x)) {
-      return compareMatricesAndArrays(compareNatural2, x.toArray(), y);
+      return compareMatricesAndArrays(compareNatural, x.toArray(), y);
     }
     if (isSparseMatrix(y)) {
-      return compareMatricesAndArrays(compareNatural2, x, y.toArray());
+      return compareMatricesAndArrays(compareNatural, x, y.toArray());
     }
     if (isDenseMatrix(x)) {
-      return compareMatricesAndArrays(compareNatural2, x.toJSON().data, y);
+      return compareMatricesAndArrays(compareNatural, x.toJSON().data, y);
     }
     if (isDenseMatrix(y)) {
-      return compareMatricesAndArrays(compareNatural2, x, y.toJSON().data);
+      return compareMatricesAndArrays(compareNatural, x, y.toJSON().data);
     }
     if (!Array.isArray(x)) {
-      return compareMatricesAndArrays(compareNatural2, [x], y);
+      return compareMatricesAndArrays(compareNatural, [x], y);
     }
     if (!Array.isArray(y)) {
-      return compareMatricesAndArrays(compareNatural2, x, [y]);
+      return compareMatricesAndArrays(compareNatural, x, [y]);
     }
-    return compareArrays(compareNatural2, x, y);
+    return compareArrays(compareNatural, x, y);
   }
-  function compareArrays(compareNatural2, x, y) {
-    for (var i2 = 0, ii = Math.min(x.length, y.length); i2 < ii; i2++) {
-      var v = compareNatural2(x[i2], y[i2]);
+  function compareArrays(compareNatural, x, y) {
+    for (var i = 0, ii = Math.min(x.length, y.length); i < ii; i++) {
+      var v = compareNatural(x[i], y[i]);
       if (v !== 0) {
         return v;
       }
@@ -18906,17 +19412,17 @@ var createCompareNatural = /* @__PURE__ */ factory(name142, dependencies142, (_r
     }
     return 0;
   }
-  function compareObjects(compareNatural2, x, y) {
+  function compareObjects(compareNatural, x, y) {
     var keysX = Object.keys(x);
     var keysY = Object.keys(y);
     keysX.sort(import_javascript_natural_sort.default);
     keysY.sort(import_javascript_natural_sort.default);
-    var c = compareArrays(compareNatural2, keysX, keysY);
+    var c = compareArrays(compareNatural, keysX, keysY);
     if (c !== 0) {
       return c;
     }
-    for (var i2 = 0; i2 < keysX.length; i2++) {
-      var v = compareNatural2(x[keysX[i2]], y[keysY[i2]]);
+    for (var i = 0; i < keysX.length; i++) {
+      var v = compareNatural(x[keysX[i]], y[keysY[i]]);
       if (v !== 0) {
         return v;
       }
@@ -18946,16 +19452,16 @@ var dependencies143 = ["typed", "matrix", "concat"];
 compareText.signature = "any, any";
 var createCompareText = /* @__PURE__ */ factory(name143, dependencies143, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   } = _ref;
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name143, compareText, matrixAlgorithmSuite({
+  return typed2(name143, compareText, matrixAlgorithmSuite({
     elop: compareText,
     Ds: true
   }));
@@ -18966,33 +19472,33 @@ var name144 = "equal";
 var dependencies144 = ["typed", "matrix", "equalScalar", "DenseMatrix", "concat"];
 var createEqual = /* @__PURE__ */ factory(name144, dependencies144, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo07xSSf = createMatAlgo07xSSf({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name144, createEqualNumber({
-    typed: typed3,
-    equalScalar: equalScalar2
+  return typed2(name144, createEqualNumber({
+    typed: typed2,
+    equalScalar
   }), matrixAlgorithmSuite({
-    elop: equalScalar2,
+    elop: equalScalar,
     SS: matAlgo07xSSf,
     DS: matAlgo03xDSf,
     Ss: matAlgo12xSfs
@@ -19000,10 +19506,10 @@ var createEqual = /* @__PURE__ */ factory(name144, dependencies144, (_ref) => {
 });
 var createEqualNumber = factory(name144, ["typed", "equalScalar"], (_ref2) => {
   var {
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   } = _ref2;
-  return typed3(name144, {
+  return typed2(name144, {
     "any, any": function anyAny(x, y) {
       if (x === null) {
         return y === null;
@@ -19017,7 +19523,7 @@ var createEqualNumber = factory(name144, ["typed", "equalScalar"], (_ref2) => {
       if (y === void 0) {
         return x === void 0;
       }
-      return equalScalar2(x, y);
+      return equalScalar(x, y);
     }
   });
 });
@@ -19027,13 +19533,13 @@ var name145 = "equalText";
 var dependencies145 = ["typed", "compareText", "isZero"];
 var createEqualText = /* @__PURE__ */ factory(name145, dependencies145, (_ref) => {
   var {
-    typed: typed3,
-    compareText: compareText3,
-    isZero: isZero2
+    typed: typed2,
+    compareText: compareText2,
+    isZero
   } = _ref;
-  return typed3(name145, {
+  return typed2(name145, {
     "any, any": function anyAny(x, y) {
-      return isZero2(compareText3(x, y));
+      return isZero(compareText2(x, y));
     }
   });
 });
@@ -19043,38 +19549,38 @@ var name146 = "smaller";
 var dependencies146 = ["typed", "config", "matrix", "DenseMatrix", "concat"];
 var createSmaller = /* @__PURE__ */ factory(name146, dependencies146, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    matrix: matrix2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    config: config2,
+    matrix,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo07xSSf = createMatAlgo07xSSf({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
   var compareUnits = createCompareUnits({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name146, createSmallerNumber({
-    typed: typed3,
-    config: config4
+  return typed2(name146, createSmallerNumber({
+    typed: typed2,
+    config: config2
   }), {
     "boolean, boolean": (x, y) => x < y,
     "BigNumber, BigNumber": function BigNumberBigNumber(x, y) {
-      return x.lt(y) && !nearlyEqual2(x, y, config4.epsilon);
+      return x.lt(y) && !nearlyEqual2(x, y, config2.epsilon);
     },
     "Fraction, Fraction": (x, y) => x.compare(y) === -1,
     "Complex, Complex": function ComplexComplex(x, y) {
@@ -19088,12 +19594,12 @@ var createSmaller = /* @__PURE__ */ factory(name146, dependencies146, (_ref) =>
 });
 var createSmallerNumber = /* @__PURE__ */ factory(name146, ["typed", "config"], (_ref2) => {
   var {
-    typed: typed3,
-    config: config4
+    typed: typed2,
+    config: config2
   } = _ref2;
-  return typed3(name146, {
+  return typed2(name146, {
     "number, number": function numberNumber(x, y) {
-      return x < y && !nearlyEqual(x, y, config4.epsilon);
+      return x < y && !nearlyEqual(x, y, config2.epsilon);
     }
   });
 });
@@ -19103,38 +19609,38 @@ var name147 = "smallerEq";
 var dependencies147 = ["typed", "config", "matrix", "DenseMatrix", "concat"];
 var createSmallerEq = /* @__PURE__ */ factory(name147, dependencies147, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    matrix: matrix2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    config: config2,
+    matrix,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo07xSSf = createMatAlgo07xSSf({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
   var compareUnits = createCompareUnits({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name147, createSmallerEqNumber({
-    typed: typed3,
-    config: config4
+  return typed2(name147, createSmallerEqNumber({
+    typed: typed2,
+    config: config2
   }), {
     "boolean, boolean": (x, y) => x <= y,
     "BigNumber, BigNumber": function BigNumberBigNumber(x, y) {
-      return x.lte(y) || nearlyEqual2(x, y, config4.epsilon);
+      return x.lte(y) || nearlyEqual2(x, y, config2.epsilon);
     },
     "Fraction, Fraction": (x, y) => x.compare(y) !== 1,
     "Complex, Complex": function ComplexComplex() {
@@ -19148,12 +19654,12 @@ var createSmallerEq = /* @__PURE__ */ factory(name147, dependencies147, (_ref) =
 });
 var createSmallerEqNumber = /* @__PURE__ */ factory(name147, ["typed", "config"], (_ref2) => {
   var {
-    typed: typed3,
-    config: config4
+    typed: typed2,
+    config: config2
   } = _ref2;
-  return typed3(name147, {
+  return typed2(name147, {
     "number, number": function numberNumber(x, y) {
-      return x <= y || nearlyEqual(x, y, config4.epsilon);
+      return x <= y || nearlyEqual(x, y, config2.epsilon);
     }
   });
 });
@@ -19163,38 +19669,38 @@ var name148 = "larger";
 var dependencies148 = ["typed", "config", "matrix", "DenseMatrix", "concat"];
 var createLarger = /* @__PURE__ */ factory(name148, dependencies148, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    matrix: matrix2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    config: config2,
+    matrix,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo07xSSf = createMatAlgo07xSSf({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
   var compareUnits = createCompareUnits({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name148, createLargerNumber({
-    typed: typed3,
-    config: config4
+  return typed2(name148, createLargerNumber({
+    typed: typed2,
+    config: config2
   }), {
     "boolean, boolean": (x, y) => x > y,
     "BigNumber, BigNumber": function BigNumberBigNumber(x, y) {
-      return x.gt(y) && !nearlyEqual2(x, y, config4.epsilon);
+      return x.gt(y) && !nearlyEqual2(x, y, config2.epsilon);
     },
     "Fraction, Fraction": (x, y) => x.compare(y) === 1,
     "Complex, Complex": function ComplexComplex() {
@@ -19208,12 +19714,12 @@ var createLarger = /* @__PURE__ */ factory(name148, dependencies148, (_ref) => {
 });
 var createLargerNumber = /* @__PURE__ */ factory(name148, ["typed", "config"], (_ref2) => {
   var {
-    typed: typed3,
-    config: config4
+    typed: typed2,
+    config: config2
   } = _ref2;
-  return typed3(name148, {
+  return typed2(name148, {
     "number, number": function numberNumber(x, y) {
-      return x > y && !nearlyEqual(x, y, config4.epsilon);
+      return x > y && !nearlyEqual(x, y, config2.epsilon);
     }
   });
 });
@@ -19223,38 +19729,38 @@ var name149 = "largerEq";
 var dependencies149 = ["typed", "config", "matrix", "DenseMatrix", "concat"];
 var createLargerEq = /* @__PURE__ */ factory(name149, dependencies149, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    matrix: matrix2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    config: config2,
+    matrix,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo07xSSf = createMatAlgo07xSSf({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
   var compareUnits = createCompareUnits({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name149, createLargerEqNumber({
-    typed: typed3,
-    config: config4
+  return typed2(name149, createLargerEqNumber({
+    typed: typed2,
+    config: config2
   }), {
     "boolean, boolean": (x, y) => x >= y,
     "BigNumber, BigNumber": function BigNumberBigNumber(x, y) {
-      return x.gte(y) || nearlyEqual2(x, y, config4.epsilon);
+      return x.gte(y) || nearlyEqual2(x, y, config2.epsilon);
     },
     "Fraction, Fraction": (x, y) => x.compare(y) !== -1,
     "Complex, Complex": function ComplexComplex() {
@@ -19268,12 +19774,12 @@ var createLargerEq = /* @__PURE__ */ factory(name149, dependencies149, (_ref) =>
 });
 var createLargerEqNumber = /* @__PURE__ */ factory(name149, ["typed", "config"], (_ref2) => {
   var {
-    typed: typed3,
-    config: config4
+    typed: typed2,
+    config: config2
   } = _ref2;
-  return typed3(name149, {
+  return typed2(name149, {
     "number, number": function numberNumber(x, y) {
-      return x >= y || nearlyEqual(x, y, config4.epsilon);
+      return x >= y || nearlyEqual(x, y, config2.epsilon);
     }
   });
 });
@@ -19283,10 +19789,10 @@ var name150 = "deepEqual";
 var dependencies150 = ["typed", "equal"];
 var createDeepEqual = /* @__PURE__ */ factory(name150, dependencies150, (_ref) => {
   var {
-    typed: typed3,
-    equal: equal2
+    typed: typed2,
+    equal
   } = _ref;
-  return typed3(name150, {
+  return typed2(name150, {
     "any, any": function anyAny(x, y) {
       return _deepEqual(x.valueOf(), y.valueOf());
     }
@@ -19298,8 +19804,8 @@ var createDeepEqual = /* @__PURE__ */ factory(name150, dependencies150, (_ref) =
         if (len !== y.length) {
           return false;
         }
-        for (var i2 = 0; i2 < len; i2++) {
-          if (!_deepEqual(x[i2], y[i2])) {
+        for (var i = 0; i < len; i++) {
+          if (!_deepEqual(x[i], y[i])) {
             return false;
           }
         }
@@ -19311,7 +19817,7 @@ var createDeepEqual = /* @__PURE__ */ factory(name150, dependencies150, (_ref) =
       if (Array.isArray(y)) {
         return false;
       } else {
-        return equal2(x, y);
+        return equal(x, y);
       }
     }
   }
@@ -19322,32 +19828,32 @@ var name151 = "unequal";
 var dependencies151 = ["typed", "config", "equalScalar", "matrix", "DenseMatrix", "concat"];
 var createUnequal = /* @__PURE__ */ factory(name151, dependencies151, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    equalScalar: equalScalar2,
-    matrix: matrix2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    config: config2,
+    equalScalar,
+    matrix,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo07xSSf = createMatAlgo07xSSf({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name151, createUnequalNumber({
-    typed: typed3,
-    equalScalar: equalScalar2
+  return typed2(name151, createUnequalNumber({
+    typed: typed2,
+    equalScalar
   }), matrixAlgorithmSuite({
     elop: _unequal,
     SS: matAlgo07xSSf,
@@ -19355,15 +19861,15 @@ var createUnequal = /* @__PURE__ */ factory(name151, dependencies151, (_ref) =>
     Ss: matAlgo12xSfs
   }));
   function _unequal(x, y) {
-    return !equalScalar2(x, y);
+    return !equalScalar(x, y);
   }
 });
 var createUnequalNumber = factory(name151, ["typed", "equalScalar"], (_ref2) => {
   var {
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   } = _ref2;
-  return typed3(name151, {
+  return typed2(name151, {
     "any, any": function anyAny(x, y) {
       if (x === null) {
         return y !== null;
@@ -19377,7 +19883,7 @@ var createUnequalNumber = factory(name151, ["typed", "equalScalar"], (_ref2) =>
       if (y === void 0) {
         return x !== void 0;
       }
-      return !equalScalar2(x, y);
+      return !equalScalar(x, y);
     }
   });
 });
@@ -19387,21 +19893,21 @@ var name152 = "partitionSelect";
 var dependencies152 = ["typed", "isNumeric", "isNaN", "compare"];
 var createPartitionSelect = /* @__PURE__ */ factory(name152, dependencies152, (_ref) => {
   var {
-    typed: typed3,
-    isNumeric: isNumeric2,
-    isNaN: isNaN3,
-    compare: compare2
+    typed: typed2,
+    isNumeric,
+    isNaN: isNaN2,
+    compare
   } = _ref;
-  var asc = compare2;
-  var desc = (a, b) => -compare2(a, b);
-  return typed3(name152, {
+  var asc = compare;
+  var desc = (a, b) => -compare(a, b);
+  return typed2(name152, {
     "Array | Matrix, number": function ArrayMatrixNumber(x, k) {
       return _partitionSelect(x, k, asc);
     },
-    "Array | Matrix, number, string": function ArrayMatrixNumberString(x, k, compare3) {
-      if (compare3 === "asc") {
+    "Array | Matrix, number, string": function ArrayMatrixNumberString(x, k, compare2) {
+      if (compare2 === "asc") {
         return _partitionSelect(x, k, asc);
-      } else if (compare3 === "desc") {
+      } else if (compare2 === "desc") {
         return _partitionSelect(x, k, desc);
       } else {
         throw new Error('Compare string must be "asc" or "desc"');
@@ -19409,38 +19915,38 @@ var createPartitionSelect = /* @__PURE__ */ factory(name152, dependencies152, (_
     },
     "Array | Matrix, number, function": _partitionSelect
   });
-  function _partitionSelect(x, k, compare3) {
+  function _partitionSelect(x, k, compare2) {
     if (!isInteger(k) || k < 0) {
       throw new Error("k must be a non-negative integer");
     }
     if (isMatrix(x)) {
-      var size2 = x.size();
-      if (size2.length > 1) {
+      var size = x.size();
+      if (size.length > 1) {
         throw new Error("Only one dimensional matrices supported");
       }
-      return quickSelect(x.valueOf(), k, compare3);
+      return quickSelect(x.valueOf(), k, compare2);
     }
     if (Array.isArray(x)) {
-      return quickSelect(x, k, compare3);
+      return quickSelect(x, k, compare2);
     }
   }
-  function quickSelect(arr, k, compare3) {
+  function quickSelect(arr, k, compare2) {
     if (k >= arr.length) {
       throw new Error("k out of bounds");
     }
-    for (var i2 = 0; i2 < arr.length; i2++) {
-      if (isNumeric2(arr[i2]) && isNaN3(arr[i2])) {
-        return arr[i2];
+    for (var i = 0; i < arr.length; i++) {
+      if (isNumeric(arr[i]) && isNaN2(arr[i])) {
+        return arr[i];
       }
     }
     var from = 0;
-    var to2 = arr.length - 1;
-    while (from < to2) {
+    var to = arr.length - 1;
+    while (from < to) {
       var r = from;
-      var w = to2;
-      var pivot = arr[Math.floor(Math.random() * (to2 - from + 1)) + from];
+      var w = to;
+      var pivot = arr[Math.floor(Math.random() * (to - from + 1)) + from];
       while (r < w) {
-        if (compare3(arr[r], pivot) >= 0) {
+        if (compare2(arr[r], pivot) >= 0) {
           var tmp = arr[w];
           arr[w] = arr[r];
           arr[r] = tmp;
@@ -19449,11 +19955,11 @@ var createPartitionSelect = /* @__PURE__ */ factory(name152, dependencies152, (_
           ++r;
         }
       }
-      if (compare3(arr[r], pivot) > 0) {
+      if (compare2(arr[r], pivot) > 0) {
         --r;
       }
       if (k <= r) {
-        to2 = r;
+        to = r;
       } else {
         from = r + 1;
       }
@@ -19467,21 +19973,21 @@ var name153 = "sort";
 var dependencies153 = ["typed", "matrix", "compare", "compareNatural"];
 var createSort = /* @__PURE__ */ factory(name153, dependencies153, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    compare: compare2,
-    compareNatural: compareNatural2
+    typed: typed2,
+    matrix,
+    compare,
+    compareNatural
   } = _ref;
-  var compareAsc = compare2;
-  var compareDesc = (a, b) => -compare2(a, b);
-  return typed3(name153, {
+  var compareAsc = compare;
+  var compareDesc = (a, b) => -compare(a, b);
+  return typed2(name153, {
     Array: function Array2(x) {
       _arrayIsVector(x);
       return x.sort(compareAsc);
     },
-    Matrix: function Matrix2(x) {
+    Matrix: function Matrix(x) {
       _matrixIsVector(x);
-      return matrix2(x.toArray().sort(compareAsc), x.storage());
+      return matrix(x.toArray().sort(compareAsc), x.storage());
     },
     "Array, function": function ArrayFunction(x, _comparator2) {
       _arrayIsVector(x);
@@ -19489,7 +19995,7 @@ var createSort = /* @__PURE__ */ factory(name153, dependencies153, (_ref) => {
     },
     "Matrix, function": function MatrixFunction(x, _comparator2) {
       _matrixIsVector(x);
-      return matrix2(x.toArray().sort(_comparator2), x.storage());
+      return matrix(x.toArray().sort(_comparator2), x.storage());
     },
     "Array, string": function ArrayString(x, order) {
       _arrayIsVector(x);
@@ -19497,7 +20003,7 @@ var createSort = /* @__PURE__ */ factory(name153, dependencies153, (_ref) => {
     },
     "Matrix, string": function MatrixString(x, order) {
       _matrixIsVector(x);
-      return matrix2(x.toArray().sort(_comparator(order)), x.storage());
+      return matrix(x.toArray().sort(_comparator(order)), x.storage());
     }
   });
   function _comparator(order) {
@@ -19506,7 +20012,7 @@ var createSort = /* @__PURE__ */ factory(name153, dependencies153, (_ref) => {
     } else if (order === "desc") {
       return compareDesc;
     } else if (order === "natural") {
-      return compareNatural2;
+      return compareNatural;
     } else {
       throw new Error('String "asc", "desc", or "natural" expected');
     }
@@ -19516,8 +20022,8 @@ var createSort = /* @__PURE__ */ factory(name153, dependencies153, (_ref) => {
       throw new Error("One dimensional array expected");
     }
   }
-  function _matrixIsVector(matrix3) {
-    if (matrix3.size().length !== 1) {
+  function _matrixIsVector(matrix2) {
+    if (matrix2.size().length !== 1) {
       throw new Error("One dimensional matrix expected");
     }
   }
@@ -19528,12 +20034,12 @@ var name154 = "max";
 var dependencies154 = ["typed", "config", "numeric", "larger"];
 var createMax = /* @__PURE__ */ factory(name154, dependencies154, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    numeric: numeric3,
-    larger: larger2
+    typed: typed2,
+    config: config2,
+    numeric: numeric2,
+    larger
   } = _ref;
-  return typed3(name154, {
+  return typed2(name154, {
     // max([a, b, c, d, ...])
     "Array | Matrix": _max,
     // max([a, b, c, d, ...], dim)
@@ -19550,7 +20056,7 @@ var createMax = /* @__PURE__ */ factory(name154, dependencies154, (_ref) => {
   });
   function _largest(x, y) {
     try {
-      return larger2(x, y) ? x : y;
+      return larger(x, y) ? x : y;
     } catch (err) {
       throw improveErrorMessage(err, "max", y);
     }
@@ -19561,7 +20067,7 @@ var createMax = /* @__PURE__ */ factory(name154, dependencies154, (_ref) => {
       try {
         if (isNaN(value) && typeof value === "number") {
           res = NaN;
-        } else if (res === void 0 || larger2(value, res)) {
+        } else if (res === void 0 || larger(value, res)) {
           res = value;
         }
       } catch (err) {
@@ -19572,7 +20078,7 @@ var createMax = /* @__PURE__ */ factory(name154, dependencies154, (_ref) => {
       throw new Error("Cannot calculate max of an empty array");
     }
     if (typeof res === "string") {
-      res = numeric3(res, config4.number);
+      res = numeric2(res, config2.number);
     }
     return res;
   }
@@ -19583,12 +20089,12 @@ var name155 = "min";
 var dependencies155 = ["typed", "config", "numeric", "smaller"];
 var createMin = /* @__PURE__ */ factory(name155, dependencies155, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    numeric: numeric3,
-    smaller: smaller2
+    typed: typed2,
+    config: config2,
+    numeric: numeric2,
+    smaller
   } = _ref;
-  return typed3(name155, {
+  return typed2(name155, {
     // min([a, b, c, d, ...])
     "Array | Matrix": _min,
     // min([a, b, c, d, ...], dim)
@@ -19605,31 +20111,31 @@ var createMin = /* @__PURE__ */ factory(name155, dependencies155, (_ref) => {
   });
   function _smallest(x, y) {
     try {
-      return smaller2(x, y) ? x : y;
+      return smaller(x, y) ? x : y;
     } catch (err) {
       throw improveErrorMessage(err, "min", y);
     }
   }
   function _min(array) {
-    var min3;
+    var min2;
     deepForEach(array, function(value) {
       try {
         if (isNaN(value) && typeof value === "number") {
-          min3 = NaN;
-        } else if (min3 === void 0 || smaller2(value, min3)) {
-          min3 = value;
+          min2 = NaN;
+        } else if (min2 === void 0 || smaller(value, min2)) {
+          min2 = value;
         }
       } catch (err) {
         throw improveErrorMessage(err, "min", value);
       }
     });
-    if (min3 === void 0) {
+    if (min2 === void 0) {
       throw new Error("Cannot calculate min of an empty array");
     }
-    if (typeof min3 === "string") {
-      min3 = numeric3(min3, config4.number);
+    if (typeof min2 === "string") {
+      min2 = numeric2(min2, config2.number);
     }
-    return min3;
+    return min2;
   }
 });
 
@@ -19638,21 +20144,21 @@ var name156 = "ImmutableDenseMatrix";
 var dependencies156 = ["smaller", "DenseMatrix"];
 var createImmutableDenseMatrixClass = /* @__PURE__ */ factory(name156, dependencies156, (_ref) => {
   var {
-    smaller: smaller2,
-    DenseMatrix: DenseMatrix2
+    smaller,
+    DenseMatrix
   } = _ref;
-  function ImmutableDenseMatrix2(data, datatype) {
-    if (!(this instanceof ImmutableDenseMatrix2)) {
+  function ImmutableDenseMatrix(data, datatype) {
+    if (!(this instanceof ImmutableDenseMatrix)) {
       throw new SyntaxError("Constructor must be called with the new operator");
     }
     if (datatype && !isString(datatype)) {
       throw new Error("Invalid datatype: " + datatype);
     }
     if (isMatrix(data) || isArray(data)) {
-      var matrix2 = new DenseMatrix2(data, datatype);
-      this._data = matrix2._data;
-      this._size = matrix2._size;
-      this._datatype = matrix2._datatype;
+      var matrix = new DenseMatrix(data, datatype);
+      this._data = matrix._data;
+      this._size = matrix._size;
+      this._datatype = matrix._datatype;
       this._min = null;
       this._max = null;
     } else if (data && isArray(data.data) && isArray(data.size)) {
@@ -19671,15 +20177,15 @@ var createImmutableDenseMatrixClass = /* @__PURE__ */ factory(name156, dependenc
       this._max = null;
     }
   }
-  ImmutableDenseMatrix2.prototype = new DenseMatrix2();
-  ImmutableDenseMatrix2.prototype.type = "ImmutableDenseMatrix";
-  ImmutableDenseMatrix2.prototype.isImmutableDenseMatrix = true;
-  ImmutableDenseMatrix2.prototype.subset = function(index2) {
+  ImmutableDenseMatrix.prototype = new DenseMatrix();
+  ImmutableDenseMatrix.prototype.type = "ImmutableDenseMatrix";
+  ImmutableDenseMatrix.prototype.isImmutableDenseMatrix = true;
+  ImmutableDenseMatrix.prototype.subset = function(index) {
     switch (arguments.length) {
       case 1: {
-        var m = DenseMatrix2.prototype.subset.call(this, index2);
+        var m = DenseMatrix.prototype.subset.call(this, index);
         if (isMatrix(m)) {
-          return new ImmutableDenseMatrix2({
+          return new ImmutableDenseMatrix({
             data: m._data,
             size: m._size,
             datatype: m._datatype
@@ -19694,23 +20200,23 @@ var createImmutableDenseMatrixClass = /* @__PURE__ */ factory(name156, dependenc
         throw new SyntaxError("Wrong number of arguments");
     }
   };
-  ImmutableDenseMatrix2.prototype.set = function() {
+  ImmutableDenseMatrix.prototype.set = function() {
     throw new Error("Cannot invoke set on an Immutable Matrix instance");
   };
-  ImmutableDenseMatrix2.prototype.resize = function() {
+  ImmutableDenseMatrix.prototype.resize = function() {
     throw new Error("Cannot invoke resize on an Immutable Matrix instance");
   };
-  ImmutableDenseMatrix2.prototype.reshape = function() {
+  ImmutableDenseMatrix.prototype.reshape = function() {
     throw new Error("Cannot invoke reshape on an Immutable Matrix instance");
   };
-  ImmutableDenseMatrix2.prototype.clone = function() {
-    return new ImmutableDenseMatrix2({
+  ImmutableDenseMatrix.prototype.clone = function() {
+    return new ImmutableDenseMatrix({
       data: clone(this._data),
       size: clone(this._size),
       datatype: this._datatype
     });
   };
-  ImmutableDenseMatrix2.prototype.toJSON = function() {
+  ImmutableDenseMatrix.prototype.toJSON = function() {
     return {
       mathjs: "ImmutableDenseMatrix",
       data: this._data,
@@ -19718,17 +20224,17 @@ var createImmutableDenseMatrixClass = /* @__PURE__ */ factory(name156, dependenc
       datatype: this._datatype
     };
   };
-  ImmutableDenseMatrix2.fromJSON = function(json) {
-    return new ImmutableDenseMatrix2(json);
+  ImmutableDenseMatrix.fromJSON = function(json) {
+    return new ImmutableDenseMatrix(json);
   };
-  ImmutableDenseMatrix2.prototype.swapRows = function() {
+  ImmutableDenseMatrix.prototype.swapRows = function() {
     throw new Error("Cannot invoke swapRows on an Immutable Matrix instance");
   };
-  ImmutableDenseMatrix2.prototype.min = function() {
+  ImmutableDenseMatrix.prototype.min = function() {
     if (this._min === null) {
       var m = null;
       this.forEach(function(v) {
-        if (m === null || smaller2(v, m)) {
+        if (m === null || smaller(v, m)) {
           m = v;
         }
       });
@@ -19736,11 +20242,11 @@ var createImmutableDenseMatrixClass = /* @__PURE__ */ factory(name156, dependenc
     }
     return this._min;
   };
-  ImmutableDenseMatrix2.prototype.max = function() {
+  ImmutableDenseMatrix.prototype.max = function() {
     if (this._max === null) {
       var m = null;
       this.forEach(function(v) {
-        if (m === null || smaller2(m, v)) {
+        if (m === null || smaller(m, v)) {
           m = v;
         }
       });
@@ -19748,7 +20254,7 @@ var createImmutableDenseMatrixClass = /* @__PURE__ */ factory(name156, dependenc
     }
     return this._max;
   };
-  return ImmutableDenseMatrix2;
+  return ImmutableDenseMatrix;
 }, {
   isClass: true
 });
@@ -19758,126 +20264,126 @@ var name157 = "Index";
 var dependencies157 = ["ImmutableDenseMatrix", "getMatrixDataType"];
 var createIndexClass = /* @__PURE__ */ factory(name157, dependencies157, (_ref) => {
   var {
-    ImmutableDenseMatrix: ImmutableDenseMatrix2,
-    getMatrixDataType: getMatrixDataType2
+    ImmutableDenseMatrix,
+    getMatrixDataType
   } = _ref;
-  function Index2(ranges) {
-    if (!(this instanceof Index2)) {
+  function Index(ranges) {
+    if (!(this instanceof Index)) {
       throw new SyntaxError("Constructor must be called with the new operator");
     }
     this._dimensions = [];
     this._sourceSize = [];
     this._isScalar = true;
-    for (var i2 = 0, ii = arguments.length; i2 < ii; i2++) {
-      var arg2 = arguments[i2];
-      var argIsArray = isArray(arg2);
-      var argIsMatrix = isMatrix(arg2);
+    for (var i = 0, ii = arguments.length; i < ii; i++) {
+      var arg = arguments[i];
+      var argIsArray = isArray(arg);
+      var argIsMatrix = isMatrix(arg);
       var sourceSize = null;
-      if (isRange(arg2)) {
-        this._dimensions.push(arg2);
+      if (isRange(arg)) {
+        this._dimensions.push(arg);
         this._isScalar = false;
       } else if (argIsArray || argIsMatrix) {
         var m = void 0;
-        if (getMatrixDataType2(arg2) === "boolean") {
+        if (getMatrixDataType(arg) === "boolean") {
           if (argIsArray)
-            m = _createImmutableMatrix(_booleansArrayToNumbersForIndex(arg2).valueOf());
+            m = _createImmutableMatrix(_booleansArrayToNumbersForIndex(arg).valueOf());
           if (argIsMatrix)
-            m = _createImmutableMatrix(_booleansArrayToNumbersForIndex(arg2._data).valueOf());
-          sourceSize = arg2.valueOf().length;
+            m = _createImmutableMatrix(_booleansArrayToNumbersForIndex(arg._data).valueOf());
+          sourceSize = arg.valueOf().length;
         } else {
-          m = _createImmutableMatrix(arg2.valueOf());
+          m = _createImmutableMatrix(arg.valueOf());
         }
         this._dimensions.push(m);
-        var size2 = m.size();
-        if (size2.length !== 1 || size2[0] !== 1 || sourceSize !== null) {
+        var size = m.size();
+        if (size.length !== 1 || size[0] !== 1 || sourceSize !== null) {
           this._isScalar = false;
         }
-      } else if (typeof arg2 === "number") {
-        this._dimensions.push(_createImmutableMatrix([arg2]));
-      } else if (typeof arg2 === "string") {
-        this._dimensions.push(arg2);
+      } else if (typeof arg === "number") {
+        this._dimensions.push(_createImmutableMatrix([arg]));
+      } else if (typeof arg === "string") {
+        this._dimensions.push(arg);
       } else {
         throw new TypeError("Dimension must be an Array, Matrix, number, string, or Range");
       }
       this._sourceSize.push(sourceSize);
     }
   }
-  Index2.prototype.type = "Index";
-  Index2.prototype.isIndex = true;
-  function _createImmutableMatrix(arg2) {
-    for (var i2 = 0, l = arg2.length; i2 < l; i2++) {
-      if (typeof arg2[i2] !== "number" || !isInteger(arg2[i2])) {
+  Index.prototype.type = "Index";
+  Index.prototype.isIndex = true;
+  function _createImmutableMatrix(arg) {
+    for (var i = 0, l = arg.length; i < l; i++) {
+      if (typeof arg[i] !== "number" || !isInteger(arg[i])) {
         throw new TypeError("Index parameters must be positive integer numbers");
       }
     }
-    return new ImmutableDenseMatrix2(arg2);
+    return new ImmutableDenseMatrix(arg);
   }
-  Index2.prototype.clone = function() {
-    var index2 = new Index2();
-    index2._dimensions = clone(this._dimensions);
-    index2._isScalar = this._isScalar;
-    index2._sourceSize = this._sourceSize;
-    return index2;
+  Index.prototype.clone = function() {
+    var index = new Index();
+    index._dimensions = clone(this._dimensions);
+    index._isScalar = this._isScalar;
+    index._sourceSize = this._sourceSize;
+    return index;
   };
-  Index2.create = function(ranges) {
-    var index2 = new Index2();
-    Index2.apply(index2, ranges);
-    return index2;
+  Index.create = function(ranges) {
+    var index = new Index();
+    Index.apply(index, ranges);
+    return index;
   };
-  Index2.prototype.size = function() {
-    var size2 = [];
-    for (var i2 = 0, ii = this._dimensions.length; i2 < ii; i2++) {
-      var d = this._dimensions[i2];
-      size2[i2] = typeof d === "string" ? 1 : d.size()[0];
+  Index.prototype.size = function() {
+    var size = [];
+    for (var i = 0, ii = this._dimensions.length; i < ii; i++) {
+      var d = this._dimensions[i];
+      size[i] = typeof d === "string" ? 1 : d.size()[0];
     }
-    return size2;
+    return size;
   };
-  Index2.prototype.max = function() {
-    var values = [];
-    for (var i2 = 0, ii = this._dimensions.length; i2 < ii; i2++) {
-      var range2 = this._dimensions[i2];
-      values[i2] = typeof range2 === "string" ? range2 : range2.max();
+  Index.prototype.max = function() {
+    var values2 = [];
+    for (var i = 0, ii = this._dimensions.length; i < ii; i++) {
+      var range = this._dimensions[i];
+      values2[i] = typeof range === "string" ? range : range.max();
     }
-    return values;
+    return values2;
   };
-  Index2.prototype.min = function() {
-    var values = [];
-    for (var i2 = 0, ii = this._dimensions.length; i2 < ii; i2++) {
-      var range2 = this._dimensions[i2];
-      values[i2] = typeof range2 === "string" ? range2 : range2.min();
+  Index.prototype.min = function() {
+    var values2 = [];
+    for (var i = 0, ii = this._dimensions.length; i < ii; i++) {
+      var range = this._dimensions[i];
+      values2[i] = typeof range === "string" ? range : range.min();
     }
-    return values;
+    return values2;
   };
-  Index2.prototype.forEach = function(callback) {
-    for (var i2 = 0, ii = this._dimensions.length; i2 < ii; i2++) {
-      callback(this._dimensions[i2], i2, this);
+  Index.prototype.forEach = function(callback) {
+    for (var i = 0, ii = this._dimensions.length; i < ii; i++) {
+      callback(this._dimensions[i], i, this);
     }
   };
-  Index2.prototype.dimension = function(dim) {
+  Index.prototype.dimension = function(dim) {
     return this._dimensions[dim] || null;
   };
-  Index2.prototype.isObjectProperty = function() {
+  Index.prototype.isObjectProperty = function() {
     return this._dimensions.length === 1 && typeof this._dimensions[0] === "string";
   };
-  Index2.prototype.getObjectProperty = function() {
+  Index.prototype.getObjectProperty = function() {
     return this.isObjectProperty() ? this._dimensions[0] : null;
   };
-  Index2.prototype.isScalar = function() {
+  Index.prototype.isScalar = function() {
     return this._isScalar;
   };
-  Index2.prototype.toArray = function() {
+  Index.prototype.toArray = function() {
     var array = [];
-    for (var i2 = 0, ii = this._dimensions.length; i2 < ii; i2++) {
-      var dimension = this._dimensions[i2];
+    for (var i = 0, ii = this._dimensions.length; i < ii; i++) {
+      var dimension = this._dimensions[i];
       array.push(typeof dimension === "string" ? dimension : dimension.toArray());
     }
     return array;
   };
-  Index2.prototype.valueOf = Index2.prototype.toArray;
-  Index2.prototype.toString = function() {
+  Index.prototype.valueOf = Index.prototype.toArray;
+  Index.prototype.toString = function() {
     var strings = [];
-    for (var i2 = 0, ii = this._dimensions.length; i2 < ii; i2++) {
-      var dimension = this._dimensions[i2];
+    for (var i = 0, ii = this._dimensions.length; i < ii; i++) {
+      var dimension = this._dimensions[i];
       if (typeof dimension === "string") {
         strings.push(JSON.stringify(dimension));
       } else {
@@ -19886,16 +20392,16 @@ var createIndexClass = /* @__PURE__ */ factory(name157, dependencies157, (_ref)
     }
     return "[" + strings.join(", ") + "]";
   };
-  Index2.prototype.toJSON = function() {
+  Index.prototype.toJSON = function() {
     return {
       mathjs: "Index",
       dimensions: this._dimensions
     };
   };
-  Index2.fromJSON = function(json) {
-    return Index2.create(json.dimensions);
+  Index.fromJSON = function(json) {
+    return Index.create(json.dimensions);
   };
-  return Index2;
+  return Index;
 }, {
   isClass: true
 });
@@ -19914,20 +20420,20 @@ var name158 = "FibonacciHeap";
 var dependencies158 = ["smaller", "larger"];
 var createFibonacciHeapClass = /* @__PURE__ */ factory(name158, dependencies158, (_ref) => {
   var {
-    smaller: smaller2,
-    larger: larger2
+    smaller,
+    larger
   } = _ref;
   var oneOverLogPhi = 1 / Math.log((1 + Math.sqrt(5)) / 2);
-  function FibonacciHeap2() {
-    if (!(this instanceof FibonacciHeap2)) {
+  function FibonacciHeap() {
+    if (!(this instanceof FibonacciHeap)) {
       throw new SyntaxError("Constructor must be called with the new operator");
     }
     this._minimum = null;
     this._size = 0;
   }
-  FibonacciHeap2.prototype.type = "FibonacciHeap";
-  FibonacciHeap2.prototype.isFibonacciHeap = true;
-  FibonacciHeap2.prototype.insert = function(key, value) {
+  FibonacciHeap.prototype.type = "FibonacciHeap";
+  FibonacciHeap.prototype.isFibonacciHeap = true;
+  FibonacciHeap.prototype.insert = function(key, value) {
     var node = {
       key,
       value,
@@ -19939,7 +20445,7 @@ var createFibonacciHeapClass = /* @__PURE__ */ factory(name158, dependencies158,
       node.right = minimum.right;
       minimum.right = node;
       node.right.left = node;
-      if (smaller2(key, minimum.key)) {
+      if (smaller(key, minimum.key)) {
         this._minimum = node;
       }
     } else {
@@ -19950,17 +20456,17 @@ var createFibonacciHeapClass = /* @__PURE__ */ factory(name158, dependencies158,
     this._size++;
     return node;
   };
-  FibonacciHeap2.prototype.size = function() {
+  FibonacciHeap.prototype.size = function() {
     return this._size;
   };
-  FibonacciHeap2.prototype.clear = function() {
+  FibonacciHeap.prototype.clear = function() {
     this._minimum = null;
     this._size = 0;
   };
-  FibonacciHeap2.prototype.isEmpty = function() {
+  FibonacciHeap.prototype.isEmpty = function() {
     return this._size === 0;
   };
-  FibonacciHeap2.prototype.extractMinimum = function() {
+  FibonacciHeap.prototype.extractMinimum = function() {
     var node = this._minimum;
     if (node === null) {
       return node;
@@ -19992,18 +20498,18 @@ var createFibonacciHeapClass = /* @__PURE__ */ factory(name158, dependencies158,
     this._minimum = minimum;
     return node;
   };
-  FibonacciHeap2.prototype.remove = function(node) {
+  FibonacciHeap.prototype.remove = function(node) {
     this._minimum = _decreaseKey(this._minimum, node, -1);
     this.extractMinimum();
   };
   function _decreaseKey(minimum, node, key) {
     node.key = key;
     var parent = node.parent;
-    if (parent && smaller2(node.key, parent.key)) {
+    if (parent && smaller(node.key, parent.key)) {
       _cut(minimum, node, parent);
       _cascadingCut(minimum, parent);
     }
-    if (smaller2(node.key, minimum.key)) {
+    if (smaller(node.key, minimum.key)) {
       minimum = node;
     }
     return minimum;
@@ -20054,8 +20560,8 @@ var createFibonacciHeapClass = /* @__PURE__ */ factory(name158, dependencies158,
     parent.degree++;
     node.mark = false;
   };
-  function _findMinimumNode(minimum, size2) {
-    var arraySize2 = Math.floor(Math.log(size2) * oneOverLogPhi) + 1;
+  function _findMinimumNode(minimum, size) {
+    var arraySize2 = Math.floor(Math.log(size) * oneOverLogPhi) + 1;
     var array = new Array(arraySize2);
     var numRoots = 0;
     var x = minimum;
@@ -20076,7 +20582,7 @@ var createFibonacciHeapClass = /* @__PURE__ */ factory(name158, dependencies158,
         if (!y) {
           break;
         }
-        if (larger2(x.key, y.key)) {
+        if (larger(x.key, y.key)) {
           var temp = y;
           y = x;
           x = temp;
@@ -20090,8 +20596,8 @@ var createFibonacciHeapClass = /* @__PURE__ */ factory(name158, dependencies158,
       numRoots--;
     }
     minimum = null;
-    for (var i2 = 0; i2 < arraySize2; i2++) {
-      y = array[i2];
+    for (var i = 0; i < arraySize2; i++) {
+      y = array[i];
       if (!y) {
         continue;
       }
@@ -20102,7 +20608,7 @@ var createFibonacciHeapClass = /* @__PURE__ */ factory(name158, dependencies158,
         y.right = minimum.right;
         minimum.right = y;
         y.right.left = y;
-        if (smaller2(y.key, minimum.key)) {
+        if (smaller(y.key, minimum.key)) {
           minimum = y;
         }
       } else {
@@ -20111,7 +20617,7 @@ var createFibonacciHeapClass = /* @__PURE__ */ factory(name158, dependencies158,
     }
     return minimum;
   }
-  return FibonacciHeap2;
+  return FibonacciHeap;
 }, {
   isClass: true
 });
@@ -20121,54 +20627,54 @@ var name159 = "Spa";
 var dependencies159 = ["addScalar", "equalScalar", "FibonacciHeap"];
 var createSpaClass = /* @__PURE__ */ factory(name159, dependencies159, (_ref) => {
   var {
-    addScalar: addScalar2,
-    equalScalar: equalScalar2,
-    FibonacciHeap: FibonacciHeap2
+    addScalar,
+    equalScalar,
+    FibonacciHeap
   } = _ref;
-  function Spa2() {
-    if (!(this instanceof Spa2)) {
+  function Spa() {
+    if (!(this instanceof Spa)) {
       throw new SyntaxError("Constructor must be called with the new operator");
     }
     this._values = [];
-    this._heap = new FibonacciHeap2();
+    this._heap = new FibonacciHeap();
   }
-  Spa2.prototype.type = "Spa";
-  Spa2.prototype.isSpa = true;
-  Spa2.prototype.set = function(i2, v) {
-    if (!this._values[i2]) {
-      var node = this._heap.insert(i2, v);
-      this._values[i2] = node;
+  Spa.prototype.type = "Spa";
+  Spa.prototype.isSpa = true;
+  Spa.prototype.set = function(i, v) {
+    if (!this._values[i]) {
+      var node = this._heap.insert(i, v);
+      this._values[i] = node;
     } else {
-      this._values[i2].value = v;
+      this._values[i].value = v;
     }
   };
-  Spa2.prototype.get = function(i2) {
-    var node = this._values[i2];
+  Spa.prototype.get = function(i) {
+    var node = this._values[i];
     if (node) {
       return node.value;
     }
     return 0;
   };
-  Spa2.prototype.accumulate = function(i2, v) {
-    var node = this._values[i2];
+  Spa.prototype.accumulate = function(i, v) {
+    var node = this._values[i];
     if (!node) {
-      node = this._heap.insert(i2, v);
-      this._values[i2] = node;
+      node = this._heap.insert(i, v);
+      this._values[i] = node;
     } else {
-      node.value = addScalar2(node.value, v);
+      node.value = addScalar(node.value, v);
     }
   };
-  Spa2.prototype.forEach = function(from, to2, callback) {
+  Spa.prototype.forEach = function(from, to, callback) {
     var heap = this._heap;
-    var values = this._values;
+    var values2 = this._values;
     var nodes = [];
     var node = heap.extractMinimum();
     if (node) {
       nodes.push(node);
     }
-    while (node && node.key <= to2) {
+    while (node && node.key <= to) {
       if (node.key >= from) {
-        if (!equalScalar2(node.value, 0)) {
+        if (!equalScalar(node.value, 0)) {
           callback(node.key, node.value, this);
         }
       }
@@ -20177,54 +20683,54 @@ var createSpaClass = /* @__PURE__ */ factory(name159, dependencies159, (_ref) =>
         nodes.push(node);
       }
     }
-    for (var i2 = 0; i2 < nodes.length; i2++) {
-      var n = nodes[i2];
+    for (var i = 0; i < nodes.length; i++) {
+      var n = nodes[i];
       node = heap.insert(n.key, n.value);
-      values[node.key] = node;
+      values2[node.key] = node;
     }
   };
-  Spa2.prototype.swap = function(i2, j) {
-    var nodei = this._values[i2];
+  Spa.prototype.swap = function(i, j) {
+    var nodei = this._values[i];
     var nodej = this._values[j];
     if (!nodei && nodej) {
-      nodei = this._heap.insert(i2, nodej.value);
+      nodei = this._heap.insert(i, nodej.value);
       this._heap.remove(nodej);
-      this._values[i2] = nodei;
+      this._values[i] = nodei;
       this._values[j] = void 0;
     } else if (nodei && !nodej) {
       nodej = this._heap.insert(j, nodei.value);
       this._heap.remove(nodei);
       this._values[j] = nodej;
-      this._values[i2] = void 0;
+      this._values[i] = void 0;
     } else if (nodei && nodej) {
       var v = nodei.value;
       nodei.value = nodej.value;
       nodej.value = v;
     }
   };
-  return Spa2;
+  return Spa;
 }, {
   isClass: true
 });
 
 // node_modules/mathjs/lib/esm/utils/bignumber/constants.js
-var createBigNumberE = memoize(function(BigNumber2) {
-  return new BigNumber2(1).exp();
+var createBigNumberE = memoize(function(BigNumber) {
+  return new BigNumber(1).exp();
 }, {
   hasher
 });
-var createBigNumberPhi = memoize(function(BigNumber2) {
-  return new BigNumber2(1).plus(new BigNumber2(5).sqrt()).div(2);
+var createBigNumberPhi = memoize(function(BigNumber) {
+  return new BigNumber(1).plus(new BigNumber(5).sqrt()).div(2);
 }, {
   hasher
 });
-var createBigNumberPi = memoize(function(BigNumber2) {
-  return BigNumber2.acos(-1);
+var createBigNumberPi = memoize(function(BigNumber) {
+  return BigNumber.acos(-1);
 }, {
   hasher
 });
-var createBigNumberTau = memoize(function(BigNumber2) {
-  return createBigNumberPi(BigNumber2).times(2);
+var createBigNumberTau = memoize(function(BigNumber) {
+  return createBigNumberPi(BigNumber).times(2);
 }, {
   hasher
 });
@@ -20233,55 +20739,55 @@ function hasher(args) {
 }
 
 // node_modules/mathjs/lib/esm/type/unit/Unit.js
-function ownKeys2(e3, r) {
-  var t = Object.keys(e3);
+function ownKeys2(e2, r) {
+  var t = Object.keys(e2);
   if (Object.getOwnPropertySymbols) {
-    var o = Object.getOwnPropertySymbols(e3);
+    var o = Object.getOwnPropertySymbols(e2);
     r && (o = o.filter(function(r2) {
-      return Object.getOwnPropertyDescriptor(e3, r2).enumerable;
+      return Object.getOwnPropertyDescriptor(e2, r2).enumerable;
     })), t.push.apply(t, o);
   }
   return t;
 }
-function _objectSpread2(e3) {
+function _objectSpread2(e2) {
   for (var r = 1; r < arguments.length; r++) {
     var t = null != arguments[r] ? arguments[r] : {};
     r % 2 ? ownKeys2(Object(t), true).forEach(function(r2) {
-      _defineProperty(e3, r2, t[r2]);
-    }) : Object.getOwnPropertyDescriptors ? Object.defineProperties(e3, Object.getOwnPropertyDescriptors(t)) : ownKeys2(Object(t)).forEach(function(r2) {
-      Object.defineProperty(e3, r2, Object.getOwnPropertyDescriptor(t, r2));
+      _defineProperty(e2, r2, t[r2]);
+    }) : Object.getOwnPropertyDescriptors ? Object.defineProperties(e2, Object.getOwnPropertyDescriptors(t)) : ownKeys2(Object(t)).forEach(function(r2) {
+      Object.defineProperty(e2, r2, Object.getOwnPropertyDescriptor(t, r2));
     });
   }
-  return e3;
+  return e2;
 }
 var name160 = "Unit";
 var dependencies160 = ["?on", "config", "addScalar", "subtract", "multiplyScalar", "divideScalar", "pow", "abs", "fix", "round", "equal", "isNumeric", "format", "number", "Complex", "BigNumber", "Fraction"];
 var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) => {
   var {
     on,
-    config: config4,
-    addScalar: addScalar2,
-    subtract: subtract2,
-    multiplyScalar: multiplyScalar2,
-    divideScalar: divideScalar2,
-    pow: pow3,
-    abs: abs3,
-    fix: fix2,
-    round: round3,
-    equal: equal2,
-    isNumeric: isNumeric2,
-    format: format5,
+    config: config2,
+    addScalar,
+    subtract,
+    multiplyScalar,
+    divideScalar,
+    pow: pow2,
+    abs: abs2,
+    fix,
+    round: round2,
+    equal,
+    isNumeric,
+    format: format4,
     number: _number,
-    Complex: Complex3,
+    Complex: Complex2,
     BigNumber: _BigNumber,
     Fraction: _Fraction
   } = _ref;
   var toNumber = _number;
-  function Unit2(value, valuelessUnit) {
-    if (!(this instanceof Unit2)) {
+  function Unit(value, valuelessUnit) {
+    if (!(this instanceof Unit)) {
       throw new Error("Constructor must be called with the new operator");
     }
-    if (!(value === null || value === void 0 || isNumeric2(value) || isComplex(value))) {
+    if (!(value === null || value === void 0 || isNumeric(value) || isComplex(value))) {
       throw new TypeError("First parameter in Unit constructor must be number, BigNumber, Fraction, Complex, or undefined");
     }
     this.fixPrefix = false;
@@ -20290,7 +20796,7 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       this.units = [];
       this.dimensions = BASE_DIMENSIONS.map((x) => 0);
     } else if (typeof valuelessUnit === "string") {
-      var u = Unit2.parse(valuelessUnit);
+      var u = Unit.parse(valuelessUnit);
       this.units = u.units;
       this.dimensions = u.dimensions;
     } else if (isUnit(valuelessUnit) && valuelessUnit.value === null) {
@@ -20303,13 +20809,13 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     }
     this.value = this._normalize(value);
   }
-  Object.defineProperty(Unit2, "name", {
+  Object.defineProperty(Unit, "name", {
     value: "Unit"
   });
-  Unit2.prototype.constructor = Unit2;
-  Unit2.prototype.type = "Unit";
-  Unit2.prototype.isUnit = true;
-  var text, index2, c;
+  Unit.prototype.constructor = Unit;
+  Unit.prototype.type = "Unit";
+  Unit.prototype.isUnit = true;
+  var text, index, c;
   function skipWhitespace() {
     while (c === " " || c === "	") {
       next();
@@ -20322,20 +20828,20 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     return c2 >= "0" && c2 <= "9";
   }
   function next() {
-    index2++;
-    c = text.charAt(index2);
+    index++;
+    c = text.charAt(index);
   }
   function revert(oldIndex) {
-    index2 = oldIndex;
-    c = text.charAt(index2);
+    index = oldIndex;
+    c = text.charAt(index);
   }
   function parseNumber() {
-    var number2 = "";
-    var oldIndex = index2;
+    var number = "";
+    var oldIndex = index;
     if (c === "+") {
       next();
     } else if (c === "-") {
-      number2 += c;
+      number += c;
       next();
     }
     if (!isDigitDot(c)) {
@@ -20343,7 +20849,7 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       return null;
     }
     if (c === ".") {
-      number2 += c;
+      number += c;
       next();
       if (!isDigit(c)) {
         revert(oldIndex);
@@ -20351,21 +20857,21 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       }
     } else {
       while (isDigit(c)) {
-        number2 += c;
+        number += c;
         next();
       }
       if (c === ".") {
-        number2 += c;
+        number += c;
         next();
       }
     }
     while (isDigit(c)) {
-      number2 += c;
+      number += c;
       next();
     }
     if (c === "E" || c === "e") {
       var tentativeNumber = "";
-      var tentativeIndex = index2;
+      var tentativeIndex = index;
       tentativeNumber += c;
       next();
       if (c === "+" || c === "-") {
@@ -20374,24 +20880,24 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       }
       if (!isDigit(c)) {
         revert(tentativeIndex);
-        return number2;
+        return number;
       }
-      number2 = number2 + tentativeNumber;
+      number = number + tentativeNumber;
       while (isDigit(c)) {
-        number2 += c;
+        number += c;
         next();
       }
     }
-    return number2;
+    return number;
   }
   function parseUnit() {
     var unitName = "";
-    while (isDigit(c) || Unit2.isValidAlpha(c)) {
+    while (isDigit(c) || Unit.isValidAlpha(c)) {
       unitName += c;
       next();
     }
     var firstC = unitName.charAt(0);
-    if (Unit2.isValidAlpha(firstC)) {
+    if (Unit.isValidAlpha(firstC)) {
       return unitName;
     } else {
       return null;
@@ -20405,16 +20911,16 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       return null;
     }
   }
-  Unit2.parse = function(str, options) {
+  Unit.parse = function(str, options) {
     options = options || {};
     text = str;
-    index2 = -1;
+    index = -1;
     c = "";
     if (typeof text !== "string") {
       throw new TypeError("Invalid argument in Unit.parse, string expected");
     }
-    var unit3 = new Unit2();
-    unit3.units = [];
+    var unit2 = new Unit();
+    unit2.units = [];
     var powerMultiplierCurrent = 1;
     var expectingUnit = false;
     next();
@@ -20422,9 +20928,9 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     var valueStr = parseNumber();
     var value = null;
     if (valueStr) {
-      if (config4.number === "BigNumber") {
+      if (config2.number === "BigNumber") {
         value = new _BigNumber(valueStr);
-      } else if (config4.number === "Fraction") {
+      } else if (config2.number === "Fraction") {
         try {
           value = new _Fraction(valueStr);
         } catch (err) {
@@ -20458,7 +20964,7 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
         var oldC = c;
         uStr = parseUnit();
         if (uStr === null) {
-          throw new SyntaxError('Unexpected "' + oldC + '" in "' + text + '" at index ' + index2.toString());
+          throw new SyntaxError('Unexpected "' + oldC + '" in "' + text + '" at index ' + index.toString());
         }
       } else {
         break;
@@ -20477,18 +20983,18 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
         }
         power *= p;
       }
-      unit3.units.push({
+      unit2.units.push({
         unit: res.unit,
         prefix: res.prefix,
         power
       });
-      for (var i2 = 0; i2 < BASE_DIMENSIONS.length; i2++) {
-        unit3.dimensions[i2] += (res.unit.dimensions[i2] || 0) * power;
+      for (var i = 0; i < BASE_DIMENSIONS.length; i++) {
+        unit2.dimensions[i] += (res.unit.dimensions[i] || 0) * power;
       }
       skipWhitespace();
       while (c === ")") {
         if (powerMultiplierStack.length === 0) {
-          throw new SyntaxError('Unmatched ")" in "' + text + '" at index ' + index2.toString());
+          throw new SyntaxError('Unmatched ")" in "' + text + '" at index ' + index.toString());
         }
         powerMultiplierStackProduct /= powerMultiplierStack.pop();
         next();
@@ -20522,72 +21028,72 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     if (powerMultiplierStack.length !== 0) {
       throw new SyntaxError('Unmatched "(" in "' + text + '"');
     }
-    if (unit3.units.length === 0 && !options.allowNoUnits) {
+    if (unit2.units.length === 0 && !options.allowNoUnits) {
       throw new SyntaxError('"' + str + '" contains no units');
     }
-    unit3.value = value !== void 0 ? unit3._normalize(value) : null;
-    return unit3;
+    unit2.value = value !== void 0 ? unit2._normalize(value) : null;
+    return unit2;
   };
-  Unit2.prototype.clone = function() {
-    var unit3 = new Unit2();
-    unit3.fixPrefix = this.fixPrefix;
-    unit3.skipAutomaticSimplification = this.skipAutomaticSimplification;
-    unit3.value = clone(this.value);
-    unit3.dimensions = this.dimensions.slice(0);
-    unit3.units = [];
-    for (var i2 = 0; i2 < this.units.length; i2++) {
-      unit3.units[i2] = {};
-      for (var p in this.units[i2]) {
-        if (hasOwnProperty(this.units[i2], p)) {
-          unit3.units[i2][p] = this.units[i2][p];
+  Unit.prototype.clone = function() {
+    var unit2 = new Unit();
+    unit2.fixPrefix = this.fixPrefix;
+    unit2.skipAutomaticSimplification = this.skipAutomaticSimplification;
+    unit2.value = clone(this.value);
+    unit2.dimensions = this.dimensions.slice(0);
+    unit2.units = [];
+    for (var i = 0; i < this.units.length; i++) {
+      unit2.units[i] = {};
+      for (var p in this.units[i]) {
+        if (hasOwnProperty(this.units[i], p)) {
+          unit2.units[i][p] = this.units[i][p];
         }
       }
     }
-    return unit3;
+    return unit2;
   };
-  Unit2.prototype.valueType = function() {
+  Unit.prototype.valueType = function() {
     return typeOf(this.value);
   };
-  Unit2.prototype._isDerived = function() {
+  Unit.prototype._isDerived = function() {
     if (this.units.length === 0) {
       return false;
     }
     return this.units.length > 1 || Math.abs(this.units[0].power - 1) > 1e-15;
   };
-  Unit2.prototype._normalize = function(value) {
+  Unit.prototype._normalize = function(value) {
     if (value === null || value === void 0 || this.units.length === 0) {
       return value;
     }
     var res = value;
-    var convert = Unit2._getNumberConverter(typeOf(value));
-    for (var i2 = 0; i2 < this.units.length; i2++) {
-      var unitValue = convert(this.units[i2].unit.value);
-      var unitPrefixValue = convert(this.units[i2].prefix.value);
-      var unitPower = convert(this.units[i2].power);
-      res = multiplyScalar2(res, pow3(multiplyScalar2(unitValue, unitPrefixValue), unitPower));
+    var convert = Unit._getNumberConverter(typeOf(value));
+    for (var i = 0; i < this.units.length; i++) {
+      var unitValue = convert(this.units[i].unit.value);
+      var unitPrefixValue = convert(this.units[i].prefix.value);
+      var unitPower = convert(this.units[i].power);
+      res = multiplyScalar(res, pow2(multiplyScalar(unitValue, unitPrefixValue), unitPower));
     }
     return res;
   };
-  Unit2.prototype._denormalize = function(value, prefixValue) {
+  Unit.prototype._denormalize = function(value, prefixValue) {
     if (value === null || value === void 0 || this.units.length === 0) {
       return value;
     }
     var res = value;
-    var convert = Unit2._getNumberConverter(typeOf(value));
-    for (var i2 = 0; i2 < this.units.length; i2++) {
-      var unitValue = convert(this.units[i2].unit.value);
-      var unitPrefixValue = convert(this.units[i2].prefix.value);
-      var unitPower = convert(this.units[i2].power);
-      res = divideScalar2(res, pow3(multiplyScalar2(unitValue, unitPrefixValue), unitPower));
+    var convert = Unit._getNumberConverter(typeOf(value));
+    for (var i = 0; i < this.units.length; i++) {
+      var unitValue = convert(this.units[i].unit.value);
+      var unitPrefixValue = convert(this.units[i].prefix.value);
+      var unitPower = convert(this.units[i].power);
+      res = divideScalar(res, pow2(multiplyScalar(unitValue, unitPrefixValue), unitPower));
     }
     return res;
   };
   var _findUnit = memoize((str) => {
     if (hasOwnProperty(UNITS, str)) {
-      var unit3 = UNITS[str];
-      var prefix = unit3.prefixes[""];
+      var unit2 = UNITS[str];
+      var prefix = unit2.prefixes[""];
       return {
-        unit: unit3,
+        unit: unit2,
         prefix
       };
     }
@@ -20612,39 +21118,39 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     hasher: (args) => args[0],
     limit: 100
   });
-  Unit2.isValuelessUnit = function(name309) {
+  Unit.isValuelessUnit = function(name309) {
     return _findUnit(name309) !== null;
   };
-  Unit2.prototype.hasBase = function(base) {
+  Unit.prototype.hasBase = function(base) {
     if (typeof base === "string") {
       base = BASE_UNITS[base];
     }
     if (!base) {
       return false;
     }
-    for (var i2 = 0; i2 < BASE_DIMENSIONS.length; i2++) {
-      if (Math.abs((this.dimensions[i2] || 0) - (base.dimensions[i2] || 0)) > 1e-12) {
+    for (var i = 0; i < BASE_DIMENSIONS.length; i++) {
+      if (Math.abs((this.dimensions[i] || 0) - (base.dimensions[i] || 0)) > 1e-12) {
         return false;
       }
     }
     return true;
   };
-  Unit2.prototype.equalBase = function(other) {
-    for (var i2 = 0; i2 < BASE_DIMENSIONS.length; i2++) {
-      if (Math.abs((this.dimensions[i2] || 0) - (other.dimensions[i2] || 0)) > 1e-12) {
+  Unit.prototype.equalBase = function(other) {
+    for (var i = 0; i < BASE_DIMENSIONS.length; i++) {
+      if (Math.abs((this.dimensions[i] || 0) - (other.dimensions[i] || 0)) > 1e-12) {
         return false;
       }
     }
     return true;
   };
-  Unit2.prototype.equals = function(other) {
-    return this.equalBase(other) && equal2(this.value, other.value);
+  Unit.prototype.equals = function(other) {
+    return this.equalBase(other) && equal(this.value, other.value);
   };
-  Unit2.prototype.multiply = function(_other) {
+  Unit.prototype.multiply = function(_other) {
     var res = this.clone();
-    var other = isUnit(_other) ? _other : new Unit2(_other);
-    for (var i2 = 0; i2 < BASE_DIMENSIONS.length; i2++) {
-      res.dimensions[i2] = (this.dimensions[i2] || 0) + (other.dimensions[i2] || 0);
+    var other = isUnit(_other) ? _other : new Unit(_other);
+    for (var i = 0; i < BASE_DIMENSIONS.length; i++) {
+      res.dimensions[i] = (this.dimensions[i] || 0) + (other.dimensions[i] || 0);
     }
     for (var _i = 0; _i < other.units.length; _i++) {
       var inverted = _objectSpread2({}, other.units[_i]);
@@ -20653,7 +21159,7 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     if (this.value !== null || other.value !== null) {
       var valThis = this.value === null ? this._normalize(1) : this.value;
       var valOther = other.value === null ? other._normalize(1) : other.value;
-      res.value = multiplyScalar2(valThis, valOther);
+      res.value = multiplyScalar(valThis, valOther);
     } else {
       res.value = null;
     }
@@ -20662,14 +21168,14 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     }
     return getNumericIfUnitless(res);
   };
-  Unit2.prototype.divideInto = function(numerator) {
-    return new Unit2(numerator).divide(this);
+  Unit.prototype.divideInto = function(numerator) {
+    return new Unit(numerator).divide(this);
   };
-  Unit2.prototype.divide = function(_other) {
+  Unit.prototype.divide = function(_other) {
     var res = this.clone();
-    var other = isUnit(_other) ? _other : new Unit2(_other);
-    for (var i2 = 0; i2 < BASE_DIMENSIONS.length; i2++) {
-      res.dimensions[i2] = (this.dimensions[i2] || 0) - (other.dimensions[i2] || 0);
+    var other = isUnit(_other) ? _other : new Unit(_other);
+    for (var i = 0; i < BASE_DIMENSIONS.length; i++) {
+      res.dimensions[i] = (this.dimensions[i] || 0) - (other.dimensions[i] || 0);
     }
     for (var _i2 = 0; _i2 < other.units.length; _i2++) {
       var inverted = _objectSpread2(_objectSpread2({}, other.units[_i2]), {}, {
@@ -20680,7 +21186,7 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     if (this.value !== null || other.value !== null) {
       var valThis = this.value === null ? this._normalize(1) : this.value;
       var valOther = other.value === null ? other._normalize(1) : other.value;
-      res.value = divideScalar2(valThis, valOther);
+      res.value = divideScalar(valThis, valOther);
     } else {
       res.value = null;
     }
@@ -20689,54 +21195,54 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     }
     return getNumericIfUnitless(res);
   };
-  Unit2.prototype.pow = function(p) {
+  Unit.prototype.pow = function(p) {
     var res = this.clone();
-    for (var i2 = 0; i2 < BASE_DIMENSIONS.length; i2++) {
-      res.dimensions[i2] = (this.dimensions[i2] || 0) * p;
+    for (var i = 0; i < BASE_DIMENSIONS.length; i++) {
+      res.dimensions[i] = (this.dimensions[i] || 0) * p;
     }
     for (var _i3 = 0; _i3 < res.units.length; _i3++) {
       res.units[_i3].power *= p;
     }
     if (res.value !== null) {
-      res.value = pow3(res.value, p);
+      res.value = pow2(res.value, p);
     } else {
       res.value = null;
     }
     res.skipAutomaticSimplification = false;
     return getNumericIfUnitless(res);
   };
-  function getNumericIfUnitless(unit3) {
-    if (unit3.equalBase(BASE_UNITS.NONE) && unit3.value !== null && !config4.predictable) {
-      return unit3.value;
+  function getNumericIfUnitless(unit2) {
+    if (unit2.equalBase(BASE_UNITS.NONE) && unit2.value !== null && !config2.predictable) {
+      return unit2.value;
     } else {
-      return unit3;
+      return unit2;
     }
   }
-  Unit2.prototype.abs = function() {
+  Unit.prototype.abs = function() {
     var ret = this.clone();
     if (ret.value !== null) {
       if (ret._isDerived() || ret.units[0].unit.offset === 0) {
-        ret.value = abs3(ret.value);
+        ret.value = abs2(ret.value);
       } else {
         var convert = ret._numberConverter();
         var unitValue = convert(ret.units[0].unit.value);
         var nominalOffset = convert(ret.units[0].unit.offset);
-        var unitOffset = multiplyScalar2(unitValue, nominalOffset);
-        ret.value = subtract2(abs3(addScalar2(ret.value, unitOffset)), unitOffset);
+        var unitOffset = multiplyScalar(unitValue, nominalOffset);
+        ret.value = subtract(abs2(addScalar(ret.value, unitOffset)), unitOffset);
       }
     }
-    for (var i2 in ret.units) {
-      if (ret.units[i2].unit.name === "VA" || ret.units[i2].unit.name === "VAR") {
-        ret.units[i2].unit = UNITS.W;
+    for (var i in ret.units) {
+      if (ret.units[i].unit.name === "VA" || ret.units[i].unit.name === "VAR") {
+        ret.units[i].unit = UNITS.W;
       }
     }
     return ret;
   };
-  Unit2.prototype.to = function(valuelessUnit) {
+  Unit.prototype.to = function(valuelessUnit) {
     var value = this.value === null ? this._normalize(1) : this.value;
     var other;
     if (typeof valuelessUnit === "string") {
-      other = Unit2.parse(valuelessUnit);
+      other = Unit.parse(valuelessUnit);
     } else if (isUnit(valuelessUnit)) {
       other = valuelessUnit.clone();
     } else {
@@ -20751,23 +21257,23 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     if (this.value === null || this._isDerived() || this.units[0].unit.offset === other.units[0].unit.offset) {
       other.value = clone(value);
     } else {
-      var convert = Unit2._getNumberConverter(typeOf(value));
+      var convert = Unit._getNumberConverter(typeOf(value));
       var thisUnitValue = this.units[0].unit.value;
       var thisNominalOffset = this.units[0].unit.offset;
-      var thisUnitOffset = multiplyScalar2(thisUnitValue, thisNominalOffset);
+      var thisUnitOffset = multiplyScalar(thisUnitValue, thisNominalOffset);
       var otherUnitValue = other.units[0].unit.value;
       var otherNominalOffset = other.units[0].unit.offset;
-      var otherUnitOffset = multiplyScalar2(otherUnitValue, otherNominalOffset);
-      other.value = addScalar2(value, convert(subtract2(thisUnitOffset, otherUnitOffset)));
+      var otherUnitOffset = multiplyScalar(otherUnitValue, otherNominalOffset);
+      other.value = addScalar(value, convert(subtract(thisUnitOffset, otherUnitOffset)));
     }
     other.fixPrefix = true;
     other.skipAutomaticSimplification = true;
     return other;
   };
-  Unit2.prototype.toNumber = function(valuelessUnit) {
+  Unit.prototype.toNumber = function(valuelessUnit) {
     return toNumber(this.toNumeric(valuelessUnit));
   };
-  Unit2.prototype.toNumeric = function(valuelessUnit) {
+  Unit.prototype.toNumeric = function(valuelessUnit) {
     var other;
     if (valuelessUnit) {
       other = this.to(valuelessUnit);
@@ -20780,10 +21286,10 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       return other._denormalize(other.value, other.units[0].prefix.value);
     }
   };
-  Unit2.prototype.toString = function() {
+  Unit.prototype.toString = function() {
     return this.format();
   };
-  Unit2.prototype.toJSON = function() {
+  Unit.prototype.toJSON = function() {
     return {
       mathjs: "Unit",
       value: this._denormalize(this.value),
@@ -20791,13 +21297,13 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       fixPrefix: this.fixPrefix
     };
   };
-  Unit2.fromJSON = function(json) {
-    var unit3 = new Unit2(json.value, json.unit);
-    unit3.fixPrefix = json.fixPrefix || false;
-    return unit3;
+  Unit.fromJSON = function(json) {
+    var unit2 = new Unit(json.value, json.unit);
+    unit2.fixPrefix = json.fixPrefix || false;
+    return unit2;
   };
-  Unit2.prototype.valueOf = Unit2.prototype.toString;
-  Unit2.prototype.simplify = function() {
+  Unit.prototype.valueOf = Unit.prototype.toString;
+  Unit.prototype.simplify = function() {
     var ret = this.clone();
     var proposedUnitList = [];
     var matchingBase;
@@ -20826,14 +21332,14 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
         }];
       } else {
         var missingBaseDim = false;
-        for (var i2 = 0; i2 < BASE_DIMENSIONS.length; i2++) {
-          var baseDim = BASE_DIMENSIONS[i2];
-          if (Math.abs(ret.dimensions[i2] || 0) > 1e-12) {
+        for (var i = 0; i < BASE_DIMENSIONS.length; i++) {
+          var baseDim = BASE_DIMENSIONS[i];
+          if (Math.abs(ret.dimensions[i] || 0) > 1e-12) {
             if (hasOwnProperty(currentUnitSystem, baseDim)) {
               proposedUnitList.push({
                 unit: currentUnitSystem[baseDim].unit,
                 prefix: currentUnitSystem[baseDim].prefix,
-                power: ret.dimensions[i2] || 0
+                power: ret.dimensions[i] || 0
               });
             } else {
               missingBaseDim = true;
@@ -20847,17 +21353,17 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     }
     return ret;
   };
-  Unit2.prototype.toSI = function() {
+  Unit.prototype.toSI = function() {
     var ret = this.clone();
     var proposedUnitList = [];
-    for (var i2 = 0; i2 < BASE_DIMENSIONS.length; i2++) {
-      var baseDim = BASE_DIMENSIONS[i2];
-      if (Math.abs(ret.dimensions[i2] || 0) > 1e-12) {
+    for (var i = 0; i < BASE_DIMENSIONS.length; i++) {
+      var baseDim = BASE_DIMENSIONS[i];
+      if (Math.abs(ret.dimensions[i] || 0) > 1e-12) {
         if (hasOwnProperty(UNIT_SYSTEMS.si, baseDim)) {
           proposedUnitList.push({
             unit: UNIT_SYSTEMS.si[baseDim].unit,
             prefix: UNIT_SYSTEMS.si[baseDim].prefix,
-            power: ret.dimensions[i2] || 0
+            power: ret.dimensions[i] || 0
           });
         } else {
           throw new Error("Cannot express custom unit " + baseDim + " in SI units");
@@ -20869,19 +21375,19 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     ret.skipAutomaticSimplification = true;
     return ret;
   };
-  Unit2.prototype.formatUnits = function() {
+  Unit.prototype.formatUnits = function() {
     var strNum = "";
     var strDen = "";
     var nNum = 0;
     var nDen = 0;
-    for (var i2 = 0; i2 < this.units.length; i2++) {
-      if (this.units[i2].power > 0) {
+    for (var i = 0; i < this.units.length; i++) {
+      if (this.units[i].power > 0) {
         nNum++;
-        strNum += " " + this.units[i2].prefix.name + this.units[i2].unit.name;
-        if (Math.abs(this.units[i2].power - 1) > 1e-15) {
-          strNum += "^" + this.units[i2].power;
+        strNum += " " + this.units[i].prefix.name + this.units[i].unit.name;
+        if (Math.abs(this.units[i].power - 1) > 1e-15) {
+          strNum += "^" + this.units[i].power;
         }
-      } else if (this.units[i2].power < 0) {
+      } else if (this.units[i].power < 0) {
         nDen++;
       }
     }
@@ -20915,19 +21421,19 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     str += strDen;
     return str;
   };
-  Unit2.prototype.format = function(options) {
+  Unit.prototype.format = function(options) {
     var simp = this.skipAutomaticSimplification || this.value === null ? this.clone() : this.simplify();
     var isImaginary = false;
     if (typeof simp.value !== "undefined" && simp.value !== null && isComplex(simp.value)) {
       isImaginary = Math.abs(simp.value.re) < 1e-14;
     }
-    for (var i2 in simp.units) {
-      if (hasOwnProperty(simp.units, i2)) {
-        if (simp.units[i2].unit) {
-          if (simp.units[i2].unit.name === "VA" && isImaginary) {
-            simp.units[i2].unit = UNITS.VAR;
-          } else if (simp.units[i2].unit.name === "VAR" && !isImaginary) {
-            simp.units[i2].unit = UNITS.VA;
+    for (var i in simp.units) {
+      if (hasOwnProperty(simp.units, i)) {
+        if (simp.units[i].unit) {
+          if (simp.units[i].unit.name === "VA" && isImaginary) {
+            simp.units[i].unit = UNITS.VAR;
+          } else if (simp.units[i].unit.name === "VAR" && !isImaginary) {
+            simp.units[i].unit = UNITS.VA;
           }
         }
       }
@@ -20938,7 +21444,7 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       }
     }
     var value = simp._denormalize(simp.value);
-    var str = simp.value !== null ? format5(value, options || {}) : "";
+    var str = simp.value !== null ? format4(value, options || {}) : "";
     var unitStr = simp.formatUnits();
     if (simp.value && isComplex(simp.value)) {
       str = "(" + str + ")";
@@ -20949,15 +21455,15 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     str += unitStr;
     return str;
   };
-  Unit2.prototype._bestPrefix = function() {
+  Unit.prototype._bestPrefix = function() {
     if (this.units.length !== 1) {
       throw new Error("Can only compute the best prefix for single units with integer powers, like kg, s^2, N^-1, and so forth!");
     }
     if (Math.abs(this.units[0].power - Math.round(this.units[0].power)) >= 1e-14) {
       throw new Error("Can only compute the best prefix for single units with integer powers, like kg, s^2, N^-1, and so forth!");
     }
-    var absValue = this.value !== null ? abs3(this.value) : 0;
-    var absUnitValue = abs3(this.units[0].unit.value);
+    var absValue = this.value !== null ? abs2(this.value) : 0;
+    var absUnitValue = abs2(this.units[0].unit.value);
     var bestPrefix = this.units[0].prefix;
     if (absValue === 0) {
       return bestPrefix;
@@ -20972,41 +21478,41 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       if (hasOwnProperty(prefixes, p)) {
         var prefix = prefixes[p];
         if (prefix.scientific) {
-          var diff2 = Math.abs(Math.log(absValue / Math.pow(prefix.value * absUnitValue, power)) / Math.LN10 - 1.2);
-          if (diff2 < bestDiff || diff2 === bestDiff && prefix.name.length < bestPrefix.name.length) {
+          var diff = Math.abs(Math.log(absValue / Math.pow(prefix.value * absUnitValue, power)) / Math.LN10 - 1.2);
+          if (diff < bestDiff || diff === bestDiff && prefix.name.length < bestPrefix.name.length) {
             bestPrefix = prefix;
-            bestDiff = diff2;
+            bestDiff = diff;
           }
         }
       }
     }
     return bestPrefix;
   };
-  Unit2.prototype.splitUnit = function(parts) {
+  Unit.prototype.splitUnit = function(parts) {
     var x = this.clone();
     var ret = [];
-    for (var i2 = 0; i2 < parts.length; i2++) {
-      x = x.to(parts[i2]);
-      if (i2 === parts.length - 1)
+    for (var i = 0; i < parts.length; i++) {
+      x = x.to(parts[i]);
+      if (i === parts.length - 1)
         break;
       var xNumeric = x.toNumeric();
-      var xRounded = round3(xNumeric);
+      var xRounded = round2(xNumeric);
       var xFixed = void 0;
-      var isNearlyEqual = equal2(xRounded, xNumeric);
+      var isNearlyEqual = equal(xRounded, xNumeric);
       if (isNearlyEqual) {
         xFixed = xRounded;
       } else {
-        xFixed = fix2(x.toNumeric());
+        xFixed = fix(x.toNumeric());
       }
-      var y = new Unit2(xFixed, parts[i2].toString());
+      var y = new Unit(xFixed, parts[i].toString());
       ret.push(y);
-      x = subtract2(x, y);
+      x = subtract(x, y);
     }
     var testSum = 0;
     for (var _i5 = 0; _i5 < ret.length; _i5++) {
-      testSum = addScalar2(testSum, ret[_i5].value);
+      testSum = addScalar(testSum, ret[_i5].value);
     }
-    if (equal2(testSum, this.value)) {
+    if (equal(testSum, this.value)) {
       x.value = 0;
     }
     ret.push(x);
@@ -22771,7 +23277,7 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       name: "VAR",
       base: BASE_UNITS.POWER,
       prefixes: PREFIXES.SHORT,
-      value: Complex3.I,
+      value: Complex2.I,
       offset: 0
     },
     VA: {
@@ -23082,15 +23588,15 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     bit: "bits",
     byte: "bytes"
   };
-  function calculateAngleValues(config5) {
-    if (config5.number === "BigNumber") {
-      var pi3 = createBigNumberPi(_BigNumber);
+  function calculateAngleValues(config3) {
+    if (config3.number === "BigNumber") {
+      var pi2 = createBigNumberPi(_BigNumber);
       UNITS.rad.value = new _BigNumber(1);
-      UNITS.deg.value = pi3.div(180);
-      UNITS.grad.value = pi3.div(200);
-      UNITS.cycle.value = pi3.times(2);
-      UNITS.arcsec.value = pi3.div(648e3);
-      UNITS.arcmin.value = pi3.div(10800);
+      UNITS.deg.value = pi2.div(180);
+      UNITS.grad.value = pi2.div(200);
+      UNITS.cycle.value = pi2.times(2);
+      UNITS.arcsec.value = pi2.div(648e3);
+      UNITS.arcmin.value = pi2.div(10800);
     } else {
       UNITS.rad.value = 1;
       UNITS.deg.value = Math.PI / 180;
@@ -23103,7 +23609,7 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     UNITS.degree.value = UNITS.deg.value;
     UNITS.gradian.value = UNITS.grad.value;
   }
-  calculateAngleValues(config4);
+  calculateAngleValues(config2);
   if (on) {
     on("config", function(curr, prev) {
       if (curr.number !== prev.number) {
@@ -23257,14 +23763,14 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
   };
   UNIT_SYSTEMS.auto = JSON.parse(JSON.stringify(UNIT_SYSTEMS.si));
   var currentUnitSystem = UNIT_SYSTEMS.auto;
-  Unit2.setUnitSystem = function(name309) {
+  Unit.setUnitSystem = function(name309) {
     if (hasOwnProperty(UNIT_SYSTEMS, name309)) {
       currentUnitSystem = UNIT_SYSTEMS[name309];
     } else {
       throw new Error("Unit system " + name309 + " does not exist. Choices are: " + Object.keys(UNIT_SYSTEMS).join(", "));
     }
   };
-  Unit2.getUnitSystem = function() {
+  Unit.getUnitSystem = function() {
     for (var _key in UNIT_SYSTEMS) {
       if (hasOwnProperty(UNIT_SYSTEMS, _key)) {
         if (UNIT_SYSTEMS[_key] === currentUnitSystem) {
@@ -23273,41 +23779,41 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       }
     }
   };
-  Unit2.typeConverters = {
-    BigNumber: function BigNumber2(x) {
+  Unit.typeConverters = {
+    BigNumber: function BigNumber(x) {
       if (x !== null && x !== void 0 && x.isFraction)
         return new _BigNumber(x.n).div(x.d).times(x.s);
       return new _BigNumber(x + "");
     },
-    Fraction: function Fraction3(x) {
+    Fraction: function Fraction2(x) {
       return new _Fraction(x);
     },
-    Complex: function Complex4(x) {
+    Complex: function Complex3(x) {
       return x;
     },
-    number: function number2(x) {
+    number: function number(x) {
       if (x !== null && x !== void 0 && x.isFraction)
         return _number(x);
       return x;
     }
   };
-  Unit2.prototype._numberConverter = function() {
-    var convert = Unit2.typeConverters[this.valueType()];
+  Unit.prototype._numberConverter = function() {
+    var convert = Unit.typeConverters[this.valueType()];
     if (convert) {
       return convert;
     }
     throw new TypeError('Unsupported Unit value type "' + this.valueType() + '"');
   };
-  Unit2._getNumberConverter = function(type) {
-    if (!Unit2.typeConverters[type]) {
+  Unit._getNumberConverter = function(type) {
+    if (!Unit.typeConverters[type]) {
       throw new TypeError('Unsupported type "' + type + '"');
     }
-    return Unit2.typeConverters[type];
+    return Unit.typeConverters[type];
   };
   for (var _key2 in UNITS) {
     if (hasOwnProperty(UNITS, _key2)) {
-      var unit2 = UNITS[_key2];
-      unit2.dimensions = unit2.base.dimensions;
+      var unit = UNITS[_key2];
+      unit.dimensions = unit.base.dimensions;
     }
   }
   for (var _name2 in ALIASES) {
@@ -23323,32 +23829,32 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       UNITS[_name2] = alias;
     }
   }
-  Unit2.isValidAlpha = function isValidAlpha(c2) {
+  Unit.isValidAlpha = function isValidAlpha(c2) {
     return /^[a-zA-Z]$/.test(c2);
   };
   function assertUnitNameIsValid(name309) {
-    for (var i2 = 0; i2 < name309.length; i2++) {
-      c = name309.charAt(i2);
-      if (i2 === 0 && !Unit2.isValidAlpha(c)) {
+    for (var i = 0; i < name309.length; i++) {
+      c = name309.charAt(i);
+      if (i === 0 && !Unit.isValidAlpha(c)) {
         throw new Error('Invalid unit name (must begin with alpha character): "' + name309 + '"');
       }
-      if (i2 > 0 && !(Unit2.isValidAlpha(c) || isDigit(c))) {
+      if (i > 0 && !(Unit.isValidAlpha(c) || isDigit(c))) {
         throw new Error('Invalid unit name (only alphanumeric characters are allowed): "' + name309 + '"');
       }
     }
   }
-  Unit2.createUnit = function(obj, options) {
+  Unit.createUnit = function(obj, options) {
     if (typeof obj !== "object") {
       throw new TypeError("createUnit expects first parameter to be of type 'Object'");
     }
     if (options && options.override) {
       for (var _key4 in obj) {
         if (hasOwnProperty(obj, _key4)) {
-          Unit2.deleteUnit(_key4);
+          Unit.deleteUnit(_key4);
         }
         if (obj[_key4].aliases) {
-          for (var i2 = 0; i2 < obj[_key4].aliases.length; i2++) {
-            Unit2.deleteUnit(obj[_key4].aliases[i2]);
+          for (var i = 0; i < obj[_key4].aliases.length; i++) {
+            Unit.deleteUnit(obj[_key4].aliases[i]);
           }
         }
       }
@@ -23356,12 +23862,12 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
     var lastUnit;
     for (var _key5 in obj) {
       if (hasOwnProperty(obj, _key5)) {
-        lastUnit = Unit2.createUnitSingle(_key5, obj[_key5]);
+        lastUnit = Unit.createUnitSingle(_key5, obj[_key5]);
       }
     }
     return lastUnit;
   };
-  Unit2.createUnitSingle = function(name309, obj) {
+  Unit.createUnitSingle = function(name309, obj) {
     if (typeof obj === "undefined" || obj === null) {
       obj = {};
     }
@@ -23396,15 +23902,15 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
       throw new TypeError('Cannot create unit "' + name309 + '" from "' + obj.toString() + '": expecting "string" or "Unit" or "Object"');
     }
     if (aliases) {
-      for (var i2 = 0; i2 < aliases.length; i2++) {
-        if (hasOwnProperty(UNITS, aliases[i2])) {
-          throw new Error('Cannot create alias "' + aliases[i2] + '": a unit with that name already exists');
+      for (var i = 0; i < aliases.length; i++) {
+        if (hasOwnProperty(UNITS, aliases[i])) {
+          throw new Error('Cannot create alias "' + aliases[i] + '": a unit with that name already exists');
         }
       }
     }
     if (definition && typeof definition === "string" && !defUnit) {
       try {
-        defUnit = Unit2.parse(definition, {
+        defUnit = Unit.parse(definition, {
           allowNoUnits: true
         });
       } catch (ex) {
@@ -23493,7 +23999,7 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
         newUnit.base = BASE_UNITS[baseName];
       }
     }
-    Unit2.UNITS[name309] = newUnit;
+    Unit.UNITS[name309] = newUnit;
     for (var _i8 = 0; _i8 < aliases.length; _i8++) {
       var aliasName = aliases[_i8];
       var _alias = {};
@@ -23503,20 +24009,20 @@ var createUnitClass = /* @__PURE__ */ factory(name160, dependencies160, (_ref) =
         }
       }
       _alias.name = aliasName;
-      Unit2.UNITS[aliasName] = _alias;
+      Unit.UNITS[aliasName] = _alias;
     }
     delete _findUnit.cache;
-    return new Unit2(null, name309);
+    return new Unit(null, name309);
   };
-  Unit2.deleteUnit = function(name309) {
-    delete Unit2.UNITS[name309];
+  Unit.deleteUnit = function(name309) {
+    delete Unit.UNITS[name309];
   };
-  Unit2.PREFIXES = PREFIXES;
-  Unit2.BASE_DIMENSIONS = BASE_DIMENSIONS;
-  Unit2.BASE_UNITS = BASE_UNITS;
-  Unit2.UNIT_SYSTEMS = UNIT_SYSTEMS;
-  Unit2.UNITS = UNITS;
-  return Unit2;
+  Unit.PREFIXES = PREFIXES;
+  Unit.BASE_DIMENSIONS = BASE_DIMENSIONS;
+  Unit.BASE_UNITS = BASE_UNITS;
+  Unit.UNIT_SYSTEMS = UNIT_SYSTEMS;
+  Unit.UNITS = UNITS;
+  return Unit;
 }, {
   isClass: true
 });
@@ -23526,28 +24032,28 @@ var name161 = "unit";
 var dependencies161 = ["typed", "Unit"];
 var createUnitFunction = /* @__PURE__ */ factory(name161, dependencies161, (_ref) => {
   var {
-    typed: typed3,
-    Unit: Unit2
+    typed: typed2,
+    Unit
   } = _ref;
-  return typed3(name161, {
-    Unit: function Unit3(x) {
+  return typed2(name161, {
+    Unit: function Unit2(x) {
       return x.clone();
     },
-    string: function string2(x) {
-      if (Unit2.isValuelessUnit(x)) {
-        return new Unit2(null, x);
+    string: function string(x) {
+      if (Unit.isValuelessUnit(x)) {
+        return new Unit(null, x);
       }
-      return Unit2.parse(x, {
+      return Unit.parse(x, {
         allowNoUnits: true
       });
     },
-    "number | BigNumber | Fraction | Complex, string | Unit": function numberBigNumberFractionComplexStringUnit(value, unit2) {
-      return new Unit2(value, unit2);
+    "number | BigNumber | Fraction | Complex, string | Unit": function numberBigNumberFractionComplexStringUnit(value, unit) {
+      return new Unit(value, unit);
     },
     "number | BigNumber | Fraction": function numberBigNumberFraction(value) {
-      return new Unit2(value);
+      return new Unit(value);
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (x) => deepMap(x, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (x) => deepMap(x, self2))
   });
 });
 
@@ -23556,21 +24062,21 @@ var name162 = "sparse";
 var dependencies162 = ["typed", "SparseMatrix"];
 var createSparse = /* @__PURE__ */ factory(name162, dependencies162, (_ref) => {
   var {
-    typed: typed3,
-    SparseMatrix: SparseMatrix2
+    typed: typed2,
+    SparseMatrix
   } = _ref;
-  return typed3(name162, {
+  return typed2(name162, {
     "": function _() {
-      return new SparseMatrix2([]);
+      return new SparseMatrix([]);
     },
-    string: function string2(datatype) {
-      return new SparseMatrix2([], datatype);
+    string: function string(datatype) {
+      return new SparseMatrix([], datatype);
     },
     "Array | Matrix": function ArrayMatrix(data) {
-      return new SparseMatrix2(data);
+      return new SparseMatrix(data);
     },
     "Array | Matrix, string": function ArrayMatrixString(data, datatype) {
-      return new SparseMatrix2(data, datatype);
+      return new SparseMatrix(data, datatype);
     }
   });
 });
@@ -23580,35 +24086,35 @@ var name163 = "createUnit";
 var dependencies163 = ["typed", "Unit"];
 var createCreateUnit = /* @__PURE__ */ factory(name163, dependencies163, (_ref) => {
   var {
-    typed: typed3,
-    Unit: Unit2
+    typed: typed2,
+    Unit
   } = _ref;
-  return typed3(name163, {
+  return typed2(name163, {
     // General function signature. First parameter is an object where each property is the definition of a new unit. The object keys are the unit names and the values are the definitions. The values can be objects, strings, or Units. If a property is an empty object or an empty string, a new base unit is created. The second parameter is the options.
     "Object, Object": function ObjectObject(obj, options) {
-      return Unit2.createUnit(obj, options);
+      return Unit.createUnit(obj, options);
     },
     // Same as above but without the options.
     Object: function Object2(obj) {
-      return Unit2.createUnit(obj, {});
+      return Unit.createUnit(obj, {});
     },
     // Shortcut method for creating one unit.
     "string, Unit | string | Object, Object": function stringUnitStringObjectObject(name309, def, options) {
       var obj = {};
       obj[name309] = def;
-      return Unit2.createUnit(obj, options);
+      return Unit.createUnit(obj, options);
     },
     // Same as above but without the options.
     "string, Unit | string | Object": function stringUnitStringObject(name309, def) {
       var obj = {};
       obj[name309] = def;
-      return Unit2.createUnit(obj, {});
+      return Unit.createUnit(obj, {});
     },
     // Without a definition, creates a base unit.
-    string: function string2(name309) {
+    string: function string(name309) {
       var obj = {};
       obj[name309] = {};
-      return Unit2.createUnit(obj, {});
+      return Unit.createUnit(obj, {});
     }
   });
 });
@@ -23618,22 +24124,22 @@ var name164 = "acos";
 var dependencies164 = ["typed", "config", "Complex"];
 var createAcos = /* @__PURE__ */ factory(name164, dependencies164, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    Complex: Complex3
+    typed: typed2,
+    config: config2,
+    Complex: Complex2
   } = _ref;
-  return typed3(name164, {
-    number: function number2(x) {
-      if (x >= -1 && x <= 1 || config4.predictable) {
+  return typed2(name164, {
+    number: function number(x) {
+      if (x >= -1 && x <= 1 || config2.predictable) {
         return Math.acos(x);
       } else {
-        return new Complex3(x, 0).acos();
+        return new Complex2(x, 0).acos();
       }
     },
-    Complex: function Complex4(x) {
+    Complex: function Complex3(x) {
       return x.acos();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.acos();
     }
   });
@@ -23644,24 +24150,24 @@ var name165 = "acosh";
 var dependencies165 = ["typed", "config", "Complex"];
 var createAcosh = /* @__PURE__ */ factory(name165, dependencies165, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    Complex: Complex3
+    typed: typed2,
+    config: config2,
+    Complex: Complex2
   } = _ref;
-  return typed3(name165, {
-    number: function number2(x) {
-      if (x >= 1 || config4.predictable) {
+  return typed2(name165, {
+    number: function number(x) {
+      if (x >= 1 || config2.predictable) {
         return acoshNumber(x);
       }
       if (x <= -1) {
-        return new Complex3(Math.log(Math.sqrt(x * x - 1) - x), Math.PI);
+        return new Complex2(Math.log(Math.sqrt(x * x - 1) - x), Math.PI);
       }
-      return new Complex3(x, 0).acosh();
+      return new Complex2(x, 0).acosh();
     },
-    Complex: function Complex4(x) {
+    Complex: function Complex3(x) {
       return x.acosh();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.acosh();
     }
   });
@@ -23672,15 +24178,15 @@ var name166 = "acot";
 var dependencies166 = ["typed", "BigNumber"];
 var createAcot = /* @__PURE__ */ factory(name166, dependencies166, (_ref) => {
   var {
-    typed: typed3,
+    typed: typed2,
     BigNumber: _BigNumber
   } = _ref;
-  return typed3(name166, {
+  return typed2(name166, {
     number: acotNumber,
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.acot();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return new _BigNumber(1).div(x).atan();
     }
   });
@@ -23691,22 +24197,22 @@ var name167 = "acoth";
 var dependencies167 = ["typed", "config", "Complex", "BigNumber"];
 var createAcoth = /* @__PURE__ */ factory(name167, dependencies167, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    Complex: Complex3,
+    typed: typed2,
+    config: config2,
+    Complex: Complex2,
     BigNumber: _BigNumber
   } = _ref;
-  return typed3(name167, {
-    number: function number2(x) {
-      if (x >= 1 || x <= -1 || config4.predictable) {
+  return typed2(name167, {
+    number: function number(x) {
+      if (x >= 1 || x <= -1 || config2.predictable) {
         return acothNumber(x);
       }
-      return new Complex3(x, 0).acoth();
+      return new Complex2(x, 0).acoth();
     },
-    Complex: function Complex4(x) {
+    Complex: function Complex3(x) {
       return x.acoth();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return new _BigNumber(1).div(x).atanh();
     }
   });
@@ -23717,22 +24223,22 @@ var name168 = "acsc";
 var dependencies168 = ["typed", "config", "Complex", "BigNumber"];
 var createAcsc = /* @__PURE__ */ factory(name168, dependencies168, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    Complex: Complex3,
+    typed: typed2,
+    config: config2,
+    Complex: Complex2,
     BigNumber: _BigNumber
   } = _ref;
-  return typed3(name168, {
-    number: function number2(x) {
-      if (x <= -1 || x >= 1 || config4.predictable) {
+  return typed2(name168, {
+    number: function number(x) {
+      if (x <= -1 || x >= 1 || config2.predictable) {
         return acscNumber(x);
       }
-      return new Complex3(x, 0).acsc();
+      return new Complex2(x, 0).acsc();
     },
-    Complex: function Complex4(x) {
+    Complex: function Complex3(x) {
       return x.acsc();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return new _BigNumber(1).div(x).asin();
     }
   });
@@ -23743,15 +24249,15 @@ var name169 = "acsch";
 var dependencies169 = ["typed", "BigNumber"];
 var createAcsch = /* @__PURE__ */ factory(name169, dependencies169, (_ref) => {
   var {
-    typed: typed3,
+    typed: typed2,
     BigNumber: _BigNumber
   } = _ref;
-  return typed3(name169, {
+  return typed2(name169, {
     number: acschNumber,
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.acsch();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return new _BigNumber(1).div(x).asinh();
     }
   });
@@ -23762,22 +24268,22 @@ var name170 = "asec";
 var dependencies170 = ["typed", "config", "Complex", "BigNumber"];
 var createAsec = /* @__PURE__ */ factory(name170, dependencies170, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    Complex: Complex3,
+    typed: typed2,
+    config: config2,
+    Complex: Complex2,
     BigNumber: _BigNumber
   } = _ref;
-  return typed3(name170, {
-    number: function number2(x) {
-      if (x <= -1 || x >= 1 || config4.predictable) {
+  return typed2(name170, {
+    number: function number(x) {
+      if (x <= -1 || x >= 1 || config2.predictable) {
         return asecNumber(x);
       }
-      return new Complex3(x, 0).asec();
+      return new Complex2(x, 0).asec();
     },
-    Complex: function Complex4(x) {
+    Complex: function Complex3(x) {
       return x.asec();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return new _BigNumber(1).div(x).acos();
     }
   });
@@ -23788,27 +24294,27 @@ var name171 = "asech";
 var dependencies171 = ["typed", "config", "Complex", "BigNumber"];
 var createAsech = /* @__PURE__ */ factory(name171, dependencies171, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    Complex: Complex3,
+    typed: typed2,
+    config: config2,
+    Complex: Complex2,
     BigNumber: _BigNumber
   } = _ref;
-  return typed3(name171, {
-    number: function number2(x) {
-      if (x <= 1 && x >= -1 || config4.predictable) {
+  return typed2(name171, {
+    number: function number(x) {
+      if (x <= 1 && x >= -1 || config2.predictable) {
         var xInv = 1 / x;
-        if (xInv > 0 || config4.predictable) {
+        if (xInv > 0 || config2.predictable) {
           return asechNumber(x);
         }
         var ret = Math.sqrt(xInv * xInv - 1);
-        return new Complex3(Math.log(ret - xInv), Math.PI);
+        return new Complex2(Math.log(ret - xInv), Math.PI);
       }
-      return new Complex3(x, 0).asech();
+      return new Complex2(x, 0).asech();
     },
-    Complex: function Complex4(x) {
+    Complex: function Complex3(x) {
       return x.asech();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return new _BigNumber(1).div(x).acosh();
     }
   });
@@ -23819,22 +24325,22 @@ var name172 = "asin";
 var dependencies172 = ["typed", "config", "Complex"];
 var createAsin = /* @__PURE__ */ factory(name172, dependencies172, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    Complex: Complex3
+    typed: typed2,
+    config: config2,
+    Complex: Complex2
   } = _ref;
-  return typed3(name172, {
-    number: function number2(x) {
-      if (x >= -1 && x <= 1 || config4.predictable) {
+  return typed2(name172, {
+    number: function number(x) {
+      if (x >= -1 && x <= 1 || config2.predictable) {
         return Math.asin(x);
       } else {
-        return new Complex3(x, 0).asin();
+        return new Complex2(x, 0).asin();
       }
     },
-    Complex: function Complex4(x) {
+    Complex: function Complex3(x) {
       return x.asin();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.asin();
     }
   });
@@ -23845,14 +24351,14 @@ var name173 = "asinh";
 var dependencies173 = ["typed"];
 var createAsinh = /* @__PURE__ */ factory(name173, dependencies173, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3("asinh", {
+  return typed2("asinh", {
     number: asinhNumber,
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.asinh();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.asinh();
     }
   });
@@ -23863,16 +24369,16 @@ var name174 = "atan";
 var dependencies174 = ["typed"];
 var createAtan = /* @__PURE__ */ factory(name174, dependencies174, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3("atan", {
-    number: function number2(x) {
+  return typed2("atan", {
+    number: function number(x) {
       return Math.atan(x);
     },
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.atan();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.atan();
     }
   });
@@ -23883,44 +24389,44 @@ var name175 = "atan2";
 var dependencies175 = ["typed", "matrix", "equalScalar", "BigNumber", "DenseMatrix", "concat"];
 var createAtan2 = /* @__PURE__ */ factory(name175, dependencies175, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    equalScalar: equalScalar2,
-    BigNumber: BigNumber2,
-    DenseMatrix: DenseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    equalScalar,
+    BigNumber,
+    DenseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo02xDS0 = createMatAlgo02xDS0({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo03xDSf = createMatAlgo03xDSf({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo09xS0Sf = createMatAlgo09xS0Sf({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo12xSfs = createMatAlgo12xSfs({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name175, {
+  return typed2(name175, {
     "number, number": Math.atan2,
     // Complex numbers doesn't seem to have a reasonable implementation of
     // atan2(). Even Matlab removed the support, after they only calculated
     // the atan only on base of the real part of the numbers and ignored
     // the imaginary.
-    "BigNumber, BigNumber": (y, x) => BigNumber2.atan2(y, x)
+    "BigNumber, BigNumber": (y, x) => BigNumber.atan2(y, x)
   }, matrixAlgorithmSuite({
     scalar: "number | BigNumber",
     SS: matAlgo09xS0Sf,
@@ -23936,21 +24442,21 @@ var name176 = "atanh";
 var dependencies176 = ["typed", "config", "Complex"];
 var createAtanh = /* @__PURE__ */ factory(name176, dependencies176, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    Complex: Complex3
+    typed: typed2,
+    config: config2,
+    Complex: Complex2
   } = _ref;
-  return typed3(name176, {
-    number: function number2(x) {
-      if (x <= 1 && x >= -1 || config4.predictable) {
+  return typed2(name176, {
+    number: function number(x) {
+      if (x <= 1 && x >= -1 || config2.predictable) {
         return atanhNumber(x);
       }
-      return new Complex3(x, 0).atanh();
+      return new Complex2(x, 0).atanh();
     },
-    Complex: function Complex4(x) {
+    Complex: function Complex3(x) {
       return x.atanh();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.atanh();
     }
   });
@@ -23959,14 +24465,14 @@ var createAtanh = /* @__PURE__ */ factory(name176, dependencies176, (_ref) => {
 // node_modules/mathjs/lib/esm/function/trigonometry/trigUnit.js
 var createTrigUnit = /* @__PURE__ */ factory("trigUnit", ["typed"], (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
   return {
-    Unit: typed3.referToSelf((self2) => (x) => {
+    Unit: typed2.referToSelf((self2) => (x) => {
       if (!x.hasBase(x.constructor.BASE_UNITS.ANGLE)) {
         throw new TypeError("Unit in function cot is no angle");
       }
-      return typed3.find(self2, x.valueType())(x.value);
+      return typed2.find(self2, x.valueType())(x.value);
     })
   };
 });
@@ -23976,12 +24482,12 @@ var name177 = "cos";
 var dependencies177 = ["typed"];
 var createCos = /* @__PURE__ */ factory(name177, dependencies177, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
   var trigUnit = createTrigUnit({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name177, {
+  return typed2(name177, {
     number: Math.cos,
     "Complex | BigNumber": (x) => x.cos()
   }, trigUnit);
@@ -23992,9 +24498,9 @@ var name178 = "cosh";
 var dependencies178 = ["typed"];
 var createCosh = /* @__PURE__ */ factory(name178, dependencies178, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name178, {
+  return typed2(name178, {
     number: cosh,
     "Complex | BigNumber": (x) => x.cosh()
   });
@@ -24005,13 +24511,13 @@ var name179 = "cot";
 var dependencies179 = ["typed", "BigNumber"];
 var createCot = /* @__PURE__ */ factory(name179, dependencies179, (_ref) => {
   var {
-    typed: typed3,
+    typed: typed2,
     BigNumber: _BigNumber
   } = _ref;
   var trigUnit = createTrigUnit({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name179, {
+  return typed2(name179, {
     number: cotNumber,
     Complex: (x) => x.cot(),
     BigNumber: (x) => new _BigNumber(1).div(x.tan())
@@ -24023,10 +24529,10 @@ var name180 = "coth";
 var dependencies180 = ["typed", "BigNumber"];
 var createCoth = /* @__PURE__ */ factory(name180, dependencies180, (_ref) => {
   var {
-    typed: typed3,
+    typed: typed2,
     BigNumber: _BigNumber
   } = _ref;
-  return typed3(name180, {
+  return typed2(name180, {
     number: cothNumber,
     Complex: (x) => x.coth(),
     BigNumber: (x) => new _BigNumber(1).div(x.tanh())
@@ -24038,13 +24544,13 @@ var name181 = "csc";
 var dependencies181 = ["typed", "BigNumber"];
 var createCsc = /* @__PURE__ */ factory(name181, dependencies181, (_ref) => {
   var {
-    typed: typed3,
+    typed: typed2,
     BigNumber: _BigNumber
   } = _ref;
   var trigUnit = createTrigUnit({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name181, {
+  return typed2(name181, {
     number: cscNumber,
     Complex: (x) => x.csc(),
     BigNumber: (x) => new _BigNumber(1).div(x.sin())
@@ -24056,10 +24562,10 @@ var name182 = "csch";
 var dependencies182 = ["typed", "BigNumber"];
 var createCsch = /* @__PURE__ */ factory(name182, dependencies182, (_ref) => {
   var {
-    typed: typed3,
+    typed: typed2,
     BigNumber: _BigNumber
   } = _ref;
-  return typed3(name182, {
+  return typed2(name182, {
     number: cschNumber,
     Complex: (x) => x.csch(),
     BigNumber: (x) => new _BigNumber(1).div(x.sinh())
@@ -24071,13 +24577,13 @@ var name183 = "sec";
 var dependencies183 = ["typed", "BigNumber"];
 var createSec = /* @__PURE__ */ factory(name183, dependencies183, (_ref) => {
   var {
-    typed: typed3,
+    typed: typed2,
     BigNumber: _BigNumber
   } = _ref;
   var trigUnit = createTrigUnit({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name183, {
+  return typed2(name183, {
     number: secNumber,
     Complex: (x) => x.sec(),
     BigNumber: (x) => new _BigNumber(1).div(x.cos())
@@ -24089,10 +24595,10 @@ var name184 = "sech";
 var dependencies184 = ["typed", "BigNumber"];
 var createSech = /* @__PURE__ */ factory(name184, dependencies184, (_ref) => {
   var {
-    typed: typed3,
+    typed: typed2,
     BigNumber: _BigNumber
   } = _ref;
-  return typed3(name184, {
+  return typed2(name184, {
     number: sechNumber,
     Complex: (x) => x.sech(),
     BigNumber: (x) => new _BigNumber(1).div(x.cosh())
@@ -24104,12 +24610,12 @@ var name185 = "sin";
 var dependencies185 = ["typed"];
 var createSin = /* @__PURE__ */ factory(name185, dependencies185, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
   var trigUnit = createTrigUnit({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name185, {
+  return typed2(name185, {
     number: Math.sin,
     "Complex | BigNumber": (x) => x.sin()
   }, trigUnit);
@@ -24120,9 +24626,9 @@ var name186 = "sinh";
 var dependencies186 = ["typed"];
 var createSinh = /* @__PURE__ */ factory(name186, dependencies186, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name186, {
+  return typed2(name186, {
     number: sinhNumber,
     "Complex | BigNumber": (x) => x.sinh()
   });
@@ -24133,12 +24639,12 @@ var name187 = "tan";
 var dependencies187 = ["typed"];
 var createTan = /* @__PURE__ */ factory(name187, dependencies187, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
   var trigUnit = createTrigUnit({
-    typed: typed3
+    typed: typed2
   });
-  return typed3(name187, {
+  return typed2(name187, {
     number: Math.tan,
     "Complex | BigNumber": (x) => x.tan()
   }, trigUnit);
@@ -24149,9 +24655,9 @@ var name188 = "tanh";
 var dependencies188 = ["typed"];
 var createTanh = /* @__PURE__ */ factory(name188, dependencies188, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3("tanh", {
+  return typed2("tanh", {
     number: tanh,
     "Complex | BigNumber": (x) => x.tanh()
   });
@@ -24162,30 +24668,30 @@ var name189 = "setCartesian";
 var dependencies189 = ["typed", "size", "subset", "compareNatural", "Index", "DenseMatrix"];
 var createSetCartesian = /* @__PURE__ */ factory(name189, dependencies189, (_ref) => {
   var {
-    typed: typed3,
-    size: size2,
-    subset: subset2,
-    compareNatural: compareNatural2,
-    Index: Index2,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    size,
+    subset,
+    compareNatural,
+    Index,
+    DenseMatrix
   } = _ref;
-  return typed3(name189, {
+  return typed2(name189, {
     "Array | Matrix, Array | Matrix": function ArrayMatrixArrayMatrix(a1, a2) {
       var result = [];
-      if (subset2(size2(a1), new Index2(0)) !== 0 && subset2(size2(a2), new Index2(0)) !== 0) {
-        var b1 = flatten(Array.isArray(a1) ? a1 : a1.toArray()).sort(compareNatural2);
-        var b2 = flatten(Array.isArray(a2) ? a2 : a2.toArray()).sort(compareNatural2);
+      if (subset(size(a1), new Index(0)) !== 0 && subset(size(a2), new Index(0)) !== 0) {
+        var b1 = flatten(Array.isArray(a1) ? a1 : a1.toArray()).sort(compareNatural);
+        var b2 = flatten(Array.isArray(a2) ? a2 : a2.toArray()).sort(compareNatural);
         result = [];
-        for (var i2 = 0; i2 < b1.length; i2++) {
+        for (var i = 0; i < b1.length; i++) {
           for (var j = 0; j < b2.length; j++) {
-            result.push([b1[i2], b2[j]]);
+            result.push([b1[i], b2[j]]);
           }
         }
       }
       if (Array.isArray(a1) && Array.isArray(a2)) {
         return result;
       }
-      return new DenseMatrix2(result);
+      return new DenseMatrix(result);
     }
   });
 });
@@ -24195,42 +24701,42 @@ var name190 = "setDifference";
 var dependencies190 = ["typed", "size", "subset", "compareNatural", "Index", "DenseMatrix"];
 var createSetDifference = /* @__PURE__ */ factory(name190, dependencies190, (_ref) => {
   var {
-    typed: typed3,
-    size: size2,
-    subset: subset2,
-    compareNatural: compareNatural2,
-    Index: Index2,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    size,
+    subset,
+    compareNatural,
+    Index,
+    DenseMatrix
   } = _ref;
-  return typed3(name190, {
+  return typed2(name190, {
     "Array | Matrix, Array | Matrix": function ArrayMatrixArrayMatrix(a1, a2) {
       var result;
-      if (subset2(size2(a1), new Index2(0)) === 0) {
+      if (subset(size(a1), new Index(0)) === 0) {
         result = [];
-      } else if (subset2(size2(a2), new Index2(0)) === 0) {
+      } else if (subset(size(a2), new Index(0)) === 0) {
         return flatten(a1.toArray());
       } else {
-        var b1 = identify(flatten(Array.isArray(a1) ? a1 : a1.toArray()).sort(compareNatural2));
-        var b2 = identify(flatten(Array.isArray(a2) ? a2 : a2.toArray()).sort(compareNatural2));
+        var b1 = identify(flatten(Array.isArray(a1) ? a1 : a1.toArray()).sort(compareNatural));
+        var b2 = identify(flatten(Array.isArray(a2) ? a2 : a2.toArray()).sort(compareNatural));
         result = [];
         var inb2;
-        for (var i2 = 0; i2 < b1.length; i2++) {
+        for (var i = 0; i < b1.length; i++) {
           inb2 = false;
           for (var j = 0; j < b2.length; j++) {
-            if (compareNatural2(b1[i2].value, b2[j].value) === 0 && b1[i2].identifier === b2[j].identifier) {
+            if (compareNatural(b1[i].value, b2[j].value) === 0 && b1[i].identifier === b2[j].identifier) {
               inb2 = true;
               break;
             }
           }
           if (!inb2) {
-            result.push(b1[i2]);
+            result.push(b1[i]);
           }
         }
       }
       if (Array.isArray(a1) && Array.isArray(a2)) {
         return generalize(result);
       }
-      return new DenseMatrix2(generalize(result));
+      return new DenseMatrix(generalize(result));
     }
   });
 });
@@ -24240,32 +24746,32 @@ var name191 = "setDistinct";
 var dependencies191 = ["typed", "size", "subset", "compareNatural", "Index", "DenseMatrix"];
 var createSetDistinct = /* @__PURE__ */ factory(name191, dependencies191, (_ref) => {
   var {
-    typed: typed3,
-    size: size2,
-    subset: subset2,
-    compareNatural: compareNatural2,
-    Index: Index2,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    size,
+    subset,
+    compareNatural,
+    Index,
+    DenseMatrix
   } = _ref;
-  return typed3(name191, {
+  return typed2(name191, {
     "Array | Matrix": function ArrayMatrix(a) {
       var result;
-      if (subset2(size2(a), new Index2(0)) === 0) {
+      if (subset(size(a), new Index(0)) === 0) {
         result = [];
       } else {
-        var b = flatten(Array.isArray(a) ? a : a.toArray()).sort(compareNatural2);
+        var b = flatten(Array.isArray(a) ? a : a.toArray()).sort(compareNatural);
         result = [];
         result.push(b[0]);
-        for (var i2 = 1; i2 < b.length; i2++) {
-          if (compareNatural2(b[i2], b[i2 - 1]) !== 0) {
-            result.push(b[i2]);
+        for (var i = 1; i < b.length; i++) {
+          if (compareNatural(b[i], b[i - 1]) !== 0) {
+            result.push(b[i]);
           }
         }
       }
       if (Array.isArray(a)) {
         return result;
       }
-      return new DenseMatrix2(result);
+      return new DenseMatrix(result);
     }
   });
 });
@@ -24275,26 +24781,26 @@ var name192 = "setIntersect";
 var dependencies192 = ["typed", "size", "subset", "compareNatural", "Index", "DenseMatrix"];
 var createSetIntersect = /* @__PURE__ */ factory(name192, dependencies192, (_ref) => {
   var {
-    typed: typed3,
-    size: size2,
-    subset: subset2,
-    compareNatural: compareNatural2,
-    Index: Index2,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    size,
+    subset,
+    compareNatural,
+    Index,
+    DenseMatrix
   } = _ref;
-  return typed3(name192, {
+  return typed2(name192, {
     "Array | Matrix, Array | Matrix": function ArrayMatrixArrayMatrix(a1, a2) {
       var result;
-      if (subset2(size2(a1), new Index2(0)) === 0 || subset2(size2(a2), new Index2(0)) === 0) {
+      if (subset(size(a1), new Index(0)) === 0 || subset(size(a2), new Index(0)) === 0) {
         result = [];
       } else {
-        var b1 = identify(flatten(Array.isArray(a1) ? a1 : a1.toArray()).sort(compareNatural2));
-        var b2 = identify(flatten(Array.isArray(a2) ? a2 : a2.toArray()).sort(compareNatural2));
+        var b1 = identify(flatten(Array.isArray(a1) ? a1 : a1.toArray()).sort(compareNatural));
+        var b2 = identify(flatten(Array.isArray(a2) ? a2 : a2.toArray()).sort(compareNatural));
         result = [];
-        for (var i2 = 0; i2 < b1.length; i2++) {
+        for (var i = 0; i < b1.length; i++) {
           for (var j = 0; j < b2.length; j++) {
-            if (compareNatural2(b1[i2].value, b2[j].value) === 0 && b1[i2].identifier === b2[j].identifier) {
-              result.push(b1[i2]);
+            if (compareNatural(b1[i].value, b2[j].value) === 0 && b1[i].identifier === b2[j].identifier) {
+              result.push(b1[i]);
               break;
             }
           }
@@ -24303,7 +24809,7 @@ var createSetIntersect = /* @__PURE__ */ factory(name192, dependencies192, (_ref
       if (Array.isArray(a1) && Array.isArray(a2)) {
         return generalize(result);
       }
-      return new DenseMatrix2(generalize(result));
+      return new DenseMatrix(generalize(result));
     }
   });
 });
@@ -24313,26 +24819,26 @@ var name193 = "setIsSubset";
 var dependencies193 = ["typed", "size", "subset", "compareNatural", "Index"];
 var createSetIsSubset = /* @__PURE__ */ factory(name193, dependencies193, (_ref) => {
   var {
-    typed: typed3,
-    size: size2,
-    subset: subset2,
-    compareNatural: compareNatural2,
-    Index: Index2
+    typed: typed2,
+    size,
+    subset,
+    compareNatural,
+    Index
   } = _ref;
-  return typed3(name193, {
+  return typed2(name193, {
     "Array | Matrix, Array | Matrix": function ArrayMatrixArrayMatrix(a1, a2) {
-      if (subset2(size2(a1), new Index2(0)) === 0) {
+      if (subset(size(a1), new Index(0)) === 0) {
         return true;
-      } else if (subset2(size2(a2), new Index2(0)) === 0) {
+      } else if (subset(size(a2), new Index(0)) === 0) {
         return false;
       }
-      var b1 = identify(flatten(Array.isArray(a1) ? a1 : a1.toArray()).sort(compareNatural2));
-      var b2 = identify(flatten(Array.isArray(a2) ? a2 : a2.toArray()).sort(compareNatural2));
+      var b1 = identify(flatten(Array.isArray(a1) ? a1 : a1.toArray()).sort(compareNatural));
+      var b2 = identify(flatten(Array.isArray(a2) ? a2 : a2.toArray()).sort(compareNatural));
       var inb2;
-      for (var i2 = 0; i2 < b1.length; i2++) {
+      for (var i = 0; i < b1.length; i++) {
         inb2 = false;
         for (var j = 0; j < b2.length; j++) {
-          if (compareNatural2(b1[i2].value, b2[j].value) === 0 && b1[i2].identifier === b2[j].identifier) {
+          if (compareNatural(b1[i].value, b2[j].value) === 0 && b1[i].identifier === b2[j].identifier) {
             inb2 = true;
             break;
           }
@@ -24351,25 +24857,25 @@ var name194 = "setMultiplicity";
 var dependencies194 = ["typed", "size", "subset", "compareNatural", "Index"];
 var createSetMultiplicity = /* @__PURE__ */ factory(name194, dependencies194, (_ref) => {
   var {
-    typed: typed3,
-    size: size2,
-    subset: subset2,
-    compareNatural: compareNatural2,
-    Index: Index2
+    typed: typed2,
+    size,
+    subset,
+    compareNatural,
+    Index
   } = _ref;
-  return typed3(name194, {
-    "number | BigNumber | Fraction | Complex, Array | Matrix": function numberBigNumberFractionComplexArrayMatrix(e3, a) {
-      if (subset2(size2(a), new Index2(0)) === 0) {
+  return typed2(name194, {
+    "number | BigNumber | Fraction | Complex, Array | Matrix": function numberBigNumberFractionComplexArrayMatrix(e2, a) {
+      if (subset(size(a), new Index(0)) === 0) {
         return 0;
       }
       var b = flatten(Array.isArray(a) ? a : a.toArray());
-      var count2 = 0;
-      for (var i2 = 0; i2 < b.length; i2++) {
-        if (compareNatural2(b[i2], e3) === 0) {
-          count2++;
+      var count = 0;
+      for (var i = 0; i < b.length; i++) {
+        if (compareNatural(b[i], e2) === 0) {
+          count++;
         }
       }
-      return count2;
+      return count;
     }
   });
 });
@@ -24379,40 +24885,40 @@ var name195 = "setPowerset";
 var dependencies195 = ["typed", "size", "subset", "compareNatural", "Index"];
 var createSetPowerset = /* @__PURE__ */ factory(name195, dependencies195, (_ref) => {
   var {
-    typed: typed3,
-    size: size2,
-    subset: subset2,
-    compareNatural: compareNatural2,
-    Index: Index2
+    typed: typed2,
+    size,
+    subset,
+    compareNatural,
+    Index
   } = _ref;
-  return typed3(name195, {
+  return typed2(name195, {
     "Array | Matrix": function ArrayMatrix(a) {
-      if (subset2(size2(a), new Index2(0)) === 0) {
+      if (subset(size(a), new Index(0)) === 0) {
         return [];
       }
-      var b = flatten(Array.isArray(a) ? a : a.toArray()).sort(compareNatural2);
+      var b = flatten(Array.isArray(a) ? a : a.toArray()).sort(compareNatural);
       var result = [];
-      var number2 = 0;
-      while (number2.toString(2).length <= b.length) {
-        result.push(_subset(b, number2.toString(2).split("").reverse()));
-        number2++;
+      var number = 0;
+      while (number.toString(2).length <= b.length) {
+        result.push(_subset(b, number.toString(2).split("").reverse()));
+        number++;
       }
       return _sort(result);
     }
   });
   function _subset(array, bitarray) {
     var result = [];
-    for (var i2 = 0; i2 < bitarray.length; i2++) {
-      if (bitarray[i2] === "1") {
-        result.push(array[i2]);
+    for (var i = 0; i < bitarray.length; i++) {
+      if (bitarray[i] === "1") {
+        result.push(array[i]);
       }
     }
     return result;
   }
   function _sort(array) {
     var temp = [];
-    for (var i2 = array.length - 1; i2 > 0; i2--) {
-      for (var j = 0; j < i2; j++) {
+    for (var i = array.length - 1; i > 0; i--) {
+      for (var j = 0; j < i; j++) {
         if (array[j].length > array[j + 1].length) {
           temp = array[j];
           array[j] = array[j + 1];
@@ -24429,10 +24935,10 @@ var name196 = "setSize";
 var dependencies196 = ["typed", "compareNatural"];
 var createSetSize = /* @__PURE__ */ factory(name196, dependencies196, (_ref) => {
   var {
-    typed: typed3,
-    compareNatural: compareNatural2
+    typed: typed2,
+    compareNatural
   } = _ref;
-  return typed3(name196, {
+  return typed2(name196, {
     "Array | Matrix": function ArrayMatrix(a) {
       return Array.isArray(a) ? flatten(a).length : flatten(a.toArray()).length;
     },
@@ -24440,14 +24946,14 @@ var createSetSize = /* @__PURE__ */ factory(name196, dependencies196, (_ref) =>
       if (unique === false || a.length === 0) {
         return Array.isArray(a) ? flatten(a).length : flatten(a.toArray()).length;
       } else {
-        var b = flatten(Array.isArray(a) ? a : a.toArray()).sort(compareNatural2);
-        var count2 = 1;
-        for (var i2 = 1; i2 < b.length; i2++) {
-          if (compareNatural2(b[i2], b[i2 - 1]) !== 0) {
-            count2++;
+        var b = flatten(Array.isArray(a) ? a : a.toArray()).sort(compareNatural);
+        var count = 1;
+        for (var i = 1; i < b.length; i++) {
+          if (compareNatural(b[i], b[i - 1]) !== 0) {
+            count++;
           }
         }
-        return count2;
+        return count;
       }
     }
   });
@@ -24458,23 +24964,23 @@ var name197 = "setSymDifference";
 var dependencies197 = ["typed", "size", "concat", "subset", "setDifference", "Index"];
 var createSetSymDifference = /* @__PURE__ */ factory(name197, dependencies197, (_ref) => {
   var {
-    typed: typed3,
-    size: size2,
-    concat: concat3,
-    subset: subset2,
-    setDifference: setDifference2,
-    Index: Index2
+    typed: typed2,
+    size,
+    concat: concat2,
+    subset,
+    setDifference,
+    Index
   } = _ref;
-  return typed3(name197, {
+  return typed2(name197, {
     "Array | Matrix, Array | Matrix": function ArrayMatrixArrayMatrix(a1, a2) {
-      if (subset2(size2(a1), new Index2(0)) === 0) {
+      if (subset(size(a1), new Index(0)) === 0) {
         return flatten(a2);
-      } else if (subset2(size2(a2), new Index2(0)) === 0) {
+      } else if (subset(size(a2), new Index(0)) === 0) {
         return flatten(a1);
       }
       var b1 = flatten(a1);
       var b2 = flatten(a2);
-      return concat3(setDifference2(b1, b2), setDifference2(b2, b1));
+      return concat2(setDifference(b1, b2), setDifference(b2, b1));
     }
   });
 });
@@ -24484,24 +24990,24 @@ var name198 = "setUnion";
 var dependencies198 = ["typed", "size", "concat", "subset", "setIntersect", "setSymDifference", "Index"];
 var createSetUnion = /* @__PURE__ */ factory(name198, dependencies198, (_ref) => {
   var {
-    typed: typed3,
-    size: size2,
-    concat: concat3,
-    subset: subset2,
-    setIntersect: setIntersect2,
-    setSymDifference: setSymDifference2,
-    Index: Index2
+    typed: typed2,
+    size,
+    concat: concat2,
+    subset,
+    setIntersect,
+    setSymDifference,
+    Index
   } = _ref;
-  return typed3(name198, {
+  return typed2(name198, {
     "Array | Matrix, Array | Matrix": function ArrayMatrixArrayMatrix(a1, a2) {
-      if (subset2(size2(a1), new Index2(0)) === 0) {
+      if (subset(size(a1), new Index(0)) === 0) {
         return flatten(a2);
-      } else if (subset2(size2(a2), new Index2(0)) === 0) {
+      } else if (subset(size(a2), new Index(0)) === 0) {
         return flatten(a1);
       }
       var b1 = flatten(a1);
       var b2 = flatten(a2);
-      return concat3(setSymDifference2(b1, b2), setIntersect2(b1, b2));
+      return concat2(setSymDifference(b1, b2), setIntersect(b1, b2));
     }
   });
 });
@@ -24511,41 +25017,41 @@ var name199 = "add";
 var dependencies199 = ["typed", "matrix", "addScalar", "equalScalar", "DenseMatrix", "SparseMatrix", "concat"];
 var createAdd = /* @__PURE__ */ factory(name199, dependencies199, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    addScalar: addScalar2,
-    equalScalar: equalScalar2,
-    DenseMatrix: DenseMatrix2,
-    SparseMatrix: SparseMatrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    addScalar,
+    equalScalar,
+    DenseMatrix,
+    SparseMatrix,
+    concat: concat2
   } = _ref;
   var matAlgo01xDSid = createMatAlgo01xDSid({
-    typed: typed3
+    typed: typed2
   });
   var matAlgo04xSidSid = createMatAlgo04xSidSid({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo10xSids = createMatAlgo10xSids({
-    typed: typed3,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    DenseMatrix
   });
   var matrixAlgorithmSuite = createMatrixAlgorithmSuite({
-    typed: typed3,
-    matrix: matrix2,
-    concat: concat3
+    typed: typed2,
+    matrix,
+    concat: concat2
   });
-  return typed3(name199, {
-    "any, any": addScalar2,
-    "any, any, ...any": typed3.referToSelf((self2) => (x, y, rest) => {
+  return typed2(name199, {
+    "any, any": addScalar,
+    "any, any, ...any": typed2.referToSelf((self2) => (x, y, rest) => {
       var result = self2(x, y);
-      for (var i2 = 0; i2 < rest.length; i2++) {
-        result = self2(result, rest[i2]);
+      for (var i = 0; i < rest.length; i++) {
+        result = self2(result, rest[i]);
       }
       return result;
     })
   }, matrixAlgorithmSuite({
-    elop: addScalar2,
+    elop: addScalar,
     DS: matAlgo01xDSid,
     SS: matAlgo04xSidSid,
     Ss: matAlgo10xSids
@@ -24557,16 +25063,16 @@ var name200 = "hypot";
 var dependencies200 = ["typed", "abs", "addScalar", "divideScalar", "multiplyScalar", "sqrt", "smaller", "isPositive"];
 var createHypot = /* @__PURE__ */ factory(name200, dependencies200, (_ref) => {
   var {
-    typed: typed3,
-    abs: abs3,
-    addScalar: addScalar2,
-    divideScalar: divideScalar2,
-    multiplyScalar: multiplyScalar2,
-    sqrt: sqrt3,
-    smaller: smaller2,
-    isPositive: isPositive2
+    typed: typed2,
+    abs: abs2,
+    addScalar,
+    divideScalar,
+    multiplyScalar,
+    sqrt: sqrt2,
+    smaller,
+    isPositive
   } = _ref;
-  return typed3(name200, {
+  return typed2(name200, {
     "... number | BigNumber": _hypot,
     Array: _hypot,
     Matrix: (M) => _hypot(flatten(M.toArray()))
@@ -24574,20 +25080,20 @@ var createHypot = /* @__PURE__ */ factory(name200, dependencies200, (_ref) => {
   function _hypot(args) {
     var result = 0;
     var largest = 0;
-    for (var i2 = 0; i2 < args.length; i2++) {
-      if (isComplex(args[i2])) {
+    for (var i = 0; i < args.length; i++) {
+      if (isComplex(args[i])) {
         throw new TypeError("Unexpected type of argument to hypot");
       }
-      var value = abs3(args[i2]);
-      if (smaller2(largest, value)) {
-        result = multiplyScalar2(result, multiplyScalar2(divideScalar2(largest, value), divideScalar2(largest, value)));
-        result = addScalar2(result, 1);
+      var value = abs2(args[i]);
+      if (smaller(largest, value)) {
+        result = multiplyScalar(result, multiplyScalar(divideScalar(largest, value), divideScalar(largest, value)));
+        result = addScalar(result, 1);
         largest = value;
       } else {
-        result = addScalar2(result, isPositive2(value) ? multiplyScalar2(divideScalar2(value, largest), divideScalar2(value, largest)) : value);
+        result = addScalar(result, isPositive(value) ? multiplyScalar(divideScalar(value, largest), divideScalar(value, largest)) : value);
       }
     }
-    return multiplyScalar2(largest, sqrt3(result));
+    return multiplyScalar(largest, sqrt2(result));
   }
 });
 
@@ -24596,39 +25102,39 @@ var name201 = "norm";
 var dependencies201 = ["typed", "abs", "add", "pow", "conj", "sqrt", "multiply", "equalScalar", "larger", "smaller", "matrix", "ctranspose", "eigs"];
 var createNorm = /* @__PURE__ */ factory(name201, dependencies201, (_ref) => {
   var {
-    typed: typed3,
-    abs: abs3,
-    add: add3,
-    pow: pow3,
-    conj: conj2,
-    sqrt: sqrt3,
-    multiply: multiply2,
-    equalScalar: equalScalar2,
-    larger: larger2,
-    smaller: smaller2,
-    matrix: matrix2,
-    ctranspose: ctranspose2,
-    eigs: eigs2
+    typed: typed2,
+    abs: abs2,
+    add: add2,
+    pow: pow2,
+    conj,
+    sqrt: sqrt2,
+    multiply,
+    equalScalar,
+    larger,
+    smaller,
+    matrix,
+    ctranspose,
+    eigs
   } = _ref;
-  return typed3(name201, {
+  return typed2(name201, {
     number: Math.abs,
-    Complex: function Complex3(x) {
+    Complex: function Complex2(x) {
       return x.abs();
     },
-    BigNumber: function BigNumber2(x) {
+    BigNumber: function BigNumber(x) {
       return x.abs();
     },
-    boolean: function boolean2(x) {
+    boolean: function boolean(x) {
       return Math.abs(x);
     },
     Array: function Array2(x) {
-      return _norm(matrix2(x), 2);
+      return _norm(matrix(x), 2);
     },
-    Matrix: function Matrix2(x) {
+    Matrix: function Matrix(x) {
       return _norm(x, 2);
     },
     "Array, number | BigNumber | string": function ArrayNumberBigNumberString(x, p) {
-      return _norm(matrix2(x), p);
+      return _norm(matrix(x), p);
     },
     "Matrix, number | BigNumber | string": function MatrixNumberBigNumberString(x, p) {
       return _norm(x, p);
@@ -24637,8 +25143,8 @@ var createNorm = /* @__PURE__ */ factory(name201, dependencies201, (_ref) => {
   function _vectorNormPlusInfinity(x) {
     var pinf = 0;
     x.forEach(function(value) {
-      var v = abs3(value);
-      if (larger2(v, pinf)) {
+      var v = abs2(value);
+      if (larger(v, pinf)) {
         pinf = v;
       }
     }, true);
@@ -24647,8 +25153,8 @@ var createNorm = /* @__PURE__ */ factory(name201, dependencies201, (_ref) => {
   function _vectorNormMinusInfinity(x) {
     var ninf;
     x.forEach(function(value) {
-      var v = abs3(value);
-      if (!ninf || smaller2(v, ninf)) {
+      var v = abs2(value);
+      if (!ninf || smaller(v, ninf)) {
         ninf = v;
       }
     }, true);
@@ -24665,12 +25171,12 @@ var createNorm = /* @__PURE__ */ factory(name201, dependencies201, (_ref) => {
       return _norm(x, 2);
     }
     if (typeof p === "number" && !isNaN(p)) {
-      if (!equalScalar2(p, 0)) {
+      if (!equalScalar(p, 0)) {
         var n = 0;
         x.forEach(function(value) {
-          n = add3(pow3(abs3(value), p), n);
+          n = add2(pow2(abs2(value), p), n);
         }, true);
-        return pow3(n, 1 / p);
+        return pow2(n, 1 / p);
       }
       return Number.POSITIVE_INFINITY;
     }
@@ -24678,18 +25184,18 @@ var createNorm = /* @__PURE__ */ factory(name201, dependencies201, (_ref) => {
   }
   function _matrixNormFrobenius(x) {
     var fro = 0;
-    x.forEach(function(value, index2) {
-      fro = add3(fro, multiply2(value, conj2(value)));
+    x.forEach(function(value, index) {
+      fro = add2(fro, multiply(value, conj(value)));
     });
-    return abs3(sqrt3(fro));
+    return abs2(sqrt2(fro));
   }
   function _matrixNormOne(x) {
     var c = [];
     var maxc = 0;
-    x.forEach(function(value, index2) {
-      var j = index2[1];
-      var cj = add3(c[j] || 0, abs3(value));
-      if (larger2(cj, maxc)) {
+    x.forEach(function(value, index) {
+      var j = index[1];
+      var cj = add2(c[j] || 0, abs2(value));
+      if (larger(cj, maxc)) {
         maxc = cj;
       }
       c[j] = cj;
@@ -24701,22 +25207,22 @@ var createNorm = /* @__PURE__ */ factory(name201, dependencies201, (_ref) => {
     if (sizeX[0] !== sizeX[1]) {
       throw new RangeError("Invalid matrix dimensions");
     }
-    var tx = ctranspose2(x);
-    var squaredX = multiply2(tx, x);
-    var eigenVals = eigs2(squaredX).values.toArray();
+    var tx = ctranspose(x);
+    var squaredX = multiply(tx, x);
+    var eigenVals = eigs(squaredX).values.toArray();
     var rho = eigenVals[eigenVals.length - 1];
-    return abs3(sqrt3(rho));
+    return abs2(sqrt2(rho));
   }
   function _matrixNormInfinity(x) {
     var r = [];
     var maxr = 0;
-    x.forEach(function(value, index2) {
-      var i2 = index2[0];
-      var ri = add3(r[i2] || 0, abs3(value));
-      if (larger2(ri, maxr)) {
+    x.forEach(function(value, index) {
+      var i = index[0];
+      var ri = add2(r[i] || 0, abs2(value));
+      if (larger(ri, maxr)) {
         maxr = ri;
       }
-      r[i2] = ri;
+      r[i] = ri;
     }, true);
     return maxr;
   }
@@ -24755,13 +25261,13 @@ var name202 = "dot";
 var dependencies202 = ["typed", "addScalar", "multiplyScalar", "conj", "size"];
 var createDot = /* @__PURE__ */ factory(name202, dependencies202, (_ref) => {
   var {
-    typed: typed3,
-    addScalar: addScalar2,
-    multiplyScalar: multiplyScalar2,
-    conj: conj2,
-    size: size2
+    typed: typed2,
+    addScalar,
+    multiplyScalar,
+    conj,
+    size
   } = _ref;
-  return typed3(name202, {
+  return typed2(name202, {
     "Array | DenseMatrix, Array | DenseMatrix": _denseDot,
     "SparseMatrix, SparseMatrix": _sparseDot
   });
@@ -24797,38 +25303,38 @@ var createDot = /* @__PURE__ */ factory(name202, dependencies202, (_ref) => {
     var bdt = isMatrix(b) ? b._datatype : void 0;
     var aIsColumn = _size(a).length === 2;
     var bIsColumn = _size(b).length === 2;
-    var add3 = addScalar2;
-    var mul2 = multiplyScalar2;
+    var add2 = addScalar;
+    var mul2 = multiplyScalar;
     if (adt && bdt && adt === bdt && typeof adt === "string") {
       var dt = adt;
-      add3 = typed3.find(addScalar2, [dt, dt]);
-      mul2 = typed3.find(multiplyScalar2, [dt, dt]);
+      add2 = typed2.find(addScalar, [dt, dt]);
+      mul2 = typed2.find(multiplyScalar, [dt, dt]);
     }
     if (!aIsColumn && !bIsColumn) {
-      var c = mul2(conj2(adata[0]), bdata[0]);
-      for (var i2 = 1; i2 < N; i2++) {
-        c = add3(c, mul2(conj2(adata[i2]), bdata[i2]));
+      var c = mul2(conj(adata[0]), bdata[0]);
+      for (var i = 1; i < N; i++) {
+        c = add2(c, mul2(conj(adata[i]), bdata[i]));
       }
       return c;
     }
     if (!aIsColumn && bIsColumn) {
-      var _c = mul2(conj2(adata[0]), bdata[0][0]);
+      var _c = mul2(conj(adata[0]), bdata[0][0]);
       for (var _i = 1; _i < N; _i++) {
-        _c = add3(_c, mul2(conj2(adata[_i]), bdata[_i][0]));
+        _c = add2(_c, mul2(conj(adata[_i]), bdata[_i][0]));
       }
       return _c;
     }
     if (aIsColumn && !bIsColumn) {
-      var _c2 = mul2(conj2(adata[0][0]), bdata[0]);
+      var _c2 = mul2(conj(adata[0][0]), bdata[0]);
       for (var _i2 = 1; _i2 < N; _i2++) {
-        _c2 = add3(_c2, mul2(conj2(adata[_i2][0]), bdata[_i2]));
+        _c2 = add2(_c2, mul2(conj(adata[_i2][0]), bdata[_i2]));
       }
       return _c2;
     }
     if (aIsColumn && bIsColumn) {
-      var _c3 = mul2(conj2(adata[0][0]), bdata[0][0]);
+      var _c3 = mul2(conj(adata[0][0]), bdata[0][0]);
       for (var _i3 = 1; _i3 < N; _i3++) {
-        _c3 = add3(_c3, mul2(conj2(adata[_i3][0]), bdata[_i3][0]));
+        _c3 = add2(_c3, mul2(conj(adata[_i3][0]), bdata[_i3][0]));
       }
       return _c3;
     }
@@ -24840,15 +25346,15 @@ var createDot = /* @__PURE__ */ factory(name202, dependencies202, (_ref) => {
     var yindex = y._index;
     var yvalues = y._values;
     var c = 0;
-    var add3 = addScalar2;
-    var mul2 = multiplyScalar2;
-    var i2 = 0;
+    var add2 = addScalar;
+    var mul2 = multiplyScalar;
+    var i = 0;
     var j = 0;
-    while (i2 < xindex.length && j < yindex.length) {
-      var I = xindex[i2];
+    while (i < xindex.length && j < yindex.length) {
+      var I = xindex[i];
       var J = yindex[j];
       if (I < J) {
-        i2++;
+        i++;
         continue;
       }
       if (I > J) {
@@ -24856,15 +25362,15 @@ var createDot = /* @__PURE__ */ factory(name202, dependencies202, (_ref) => {
         continue;
       }
       if (I === J) {
-        c = add3(c, mul2(xvalues[i2], yvalues[j]));
-        i2++;
+        c = add2(c, mul2(xvalues[i], yvalues[j]));
+        i++;
         j++;
       }
     }
     return c;
   }
   function _size(x) {
-    return isMatrix(x) ? x.size() : size2(x);
+    return isMatrix(x) ? x.size() : size(x);
   }
 });
 
@@ -24873,72 +25379,72 @@ var name203 = "trace";
 var dependencies203 = ["typed", "matrix", "add"];
 var createTrace = /* @__PURE__ */ factory(name203, dependencies203, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    add: add3
+    typed: typed2,
+    matrix,
+    add: add2
   } = _ref;
-  return typed3("trace", {
+  return typed2("trace", {
     Array: function _arrayTrace(x) {
-      return _denseTrace(matrix2(x));
+      return _denseTrace(matrix(x));
     },
     SparseMatrix: _sparseTrace,
     DenseMatrix: _denseTrace,
     any: clone
   });
   function _denseTrace(m) {
-    var size2 = m._size;
+    var size = m._size;
     var data = m._data;
-    switch (size2.length) {
+    switch (size.length) {
       case 1:
-        if (size2[0] === 1) {
+        if (size[0] === 1) {
           return clone(data[0]);
         }
-        throw new RangeError("Matrix must be square (size: " + format3(size2) + ")");
+        throw new RangeError("Matrix must be square (size: " + format3(size) + ")");
       case 2: {
-        var rows = size2[0];
-        var cols = size2[1];
+        var rows = size[0];
+        var cols = size[1];
         if (rows === cols) {
-          var sum3 = 0;
-          for (var i2 = 0; i2 < rows; i2++) {
-            sum3 = add3(sum3, data[i2][i2]);
+          var sum2 = 0;
+          for (var i = 0; i < rows; i++) {
+            sum2 = add2(sum2, data[i][i]);
           }
-          return sum3;
+          return sum2;
         } else {
-          throw new RangeError("Matrix must be square (size: " + format3(size2) + ")");
+          throw new RangeError("Matrix must be square (size: " + format3(size) + ")");
         }
       }
       default:
-        throw new RangeError("Matrix must be two dimensional (size: " + format3(size2) + ")");
+        throw new RangeError("Matrix must be two dimensional (size: " + format3(size) + ")");
     }
   }
   function _sparseTrace(m) {
-    var values = m._values;
-    var index2 = m._index;
+    var values2 = m._values;
+    var index = m._index;
     var ptr = m._ptr;
-    var size2 = m._size;
-    var rows = size2[0];
-    var columns = size2[1];
+    var size = m._size;
+    var rows = size[0];
+    var columns = size[1];
     if (rows === columns) {
-      var sum3 = 0;
-      if (values.length > 0) {
+      var sum2 = 0;
+      if (values2.length > 0) {
         for (var j = 0; j < columns; j++) {
           var k0 = ptr[j];
           var k1 = ptr[j + 1];
           for (var k = k0; k < k1; k++) {
-            var i2 = index2[k];
-            if (i2 === j) {
-              sum3 = add3(sum3, values[k]);
+            var i = index[k];
+            if (i === j) {
+              sum2 = add2(sum2, values2[k]);
               break;
             }
-            if (i2 > j) {
+            if (i > j) {
               break;
             }
           }
         }
       }
-      return sum3;
+      return sum2;
     }
-    throw new RangeError("Matrix must be square (size: " + format3(size2) + ")");
+    throw new RangeError("Matrix must be square (size: " + format3(size) + ")");
   }
 });
 
@@ -24947,24 +25453,24 @@ var name204 = "index";
 var dependencies204 = ["typed", "Index"];
 var createIndex = /* @__PURE__ */ factory(name204, dependencies204, (_ref) => {
   var {
-    typed: typed3,
-    Index: Index2
+    typed: typed2,
+    Index
   } = _ref;
-  return typed3(name204, {
+  return typed2(name204, {
     "...number | string | BigNumber | Range | Array | Matrix": function numberStringBigNumberRangeArrayMatrix(args) {
-      var ranges = args.map(function(arg2) {
-        if (isBigNumber(arg2)) {
-          return arg2.toNumber();
-        } else if (isArray(arg2) || isMatrix(arg2)) {
-          return arg2.map(function(elem) {
+      var ranges = args.map(function(arg) {
+        if (isBigNumber(arg)) {
+          return arg.toNumber();
+        } else if (isArray(arg) || isMatrix(arg)) {
+          return arg.map(function(elem) {
             return isBigNumber(elem) ? elem.toNumber() : elem;
           });
         } else {
-          return arg2;
+          return arg;
         }
       });
-      var res = new Index2();
-      Index2.apply(res, ranges);
+      var res = new Index();
+      Index.apply(res, ranges);
       return res;
     }
   });
@@ -24978,7 +25484,7 @@ var name205 = "Node";
 var dependencies205 = ["mathWithTransform"];
 var createNode = /* @__PURE__ */ factory(name205, dependencies205, (_ref) => {
   var {
-    mathWithTransform: mathWithTransform2
+    mathWithTransform
   } = _ref;
   function _validateScope(scope) {
     for (var symbol of [...keywords]) {
@@ -24987,7 +25493,7 @@ var createNode = /* @__PURE__ */ factory(name205, dependencies205, (_ref) => {
       }
     }
   }
-  class Node2 {
+  class Node {
     get type() {
       return "Node";
     }
@@ -25011,7 +25517,7 @@ var createNode = /* @__PURE__ */ factory(name205, dependencies205, (_ref) => {
      *                variables.
      */
     compile() {
-      var expr = this._compile(mathWithTransform2, {});
+      var expr = this._compile(mathWithTransform, {});
       var args = {};
       var context = null;
       function evaluate2(scope) {
@@ -25289,7 +25795,7 @@ var createNode = /* @__PURE__ */ factory(name205, dependencies205, (_ref) => {
       return this;
     }
   }
-  return Node2;
+  return Node;
 }, {
   isClass: true,
   isNode: true
@@ -25306,21 +25812,21 @@ function errorTransform(err) {
 // node_modules/mathjs/lib/esm/expression/node/utils/access.js
 function accessFactory(_ref) {
   var {
-    subset: subset2
+    subset
   } = _ref;
-  return function access(object, index2) {
+  return function access(object, index) {
     try {
       if (Array.isArray(object)) {
-        return subset2(object, index2);
+        return subset(object, index);
       } else if (object && typeof object.subset === "function") {
-        return object.subset(index2);
+        return object.subset(index);
       } else if (typeof object === "string") {
-        return subset2(object, index2);
+        return subset(object, index);
       } else if (typeof object === "object") {
-        if (!index2.isObjectProperty()) {
+        if (!index.isObjectProperty()) {
           throw new TypeError("Cannot apply a numeric index as object property");
         }
-        return getSafeProperty(object, index2.getObjectProperty());
+        return getSafeProperty(object, index.getObjectProperty());
       } else {
         throw new TypeError("Cannot apply index: unsupported type of object");
       }
@@ -25335,16 +25841,16 @@ var name206 = "AccessorNode";
 var dependencies206 = ["subset", "Node"];
 var createAccessorNode = /* @__PURE__ */ factory(name206, dependencies206, (_ref) => {
   var {
-    subset: subset2,
-    Node: Node2
+    subset,
+    Node
   } = _ref;
   var access = accessFactory({
-    subset: subset2
+    subset
   });
   function needParenthesis(node) {
     return !(isAccessorNode(node) || isArrayNode(node) || isConstantNode(node) || isFunctionNode(node) || isObjectNode(node) || isParenthesisNode(node) || isSymbolNode(node));
   }
-  class AccessorNode2 extends Node2 {
+  class AccessorNode extends Node {
     /**
      * @constructor AccessorNode
      * @extends {Node}
@@ -25354,16 +25860,16 @@ var createAccessorNode = /* @__PURE__ */ factory(name206, dependencies206, (_ref
      *                                      a property or subset.
      * @param {IndexNode} index             IndexNode containing ranges
      */
-    constructor(object, index2) {
+    constructor(object, index) {
       super();
       if (!isNode(object)) {
         throw new TypeError('Node expected for parameter "object"');
       }
-      if (!isIndexNode(index2)) {
+      if (!isIndexNode(index)) {
         throw new TypeError('IndexNode expected for parameter "index"');
       }
       this.object = object;
-      this.index = index2;
+      this.index = index;
     }
     // readonly property name
     get name() {
@@ -25403,8 +25909,8 @@ var createAccessorNode = /* @__PURE__ */ factory(name206, dependencies206, (_ref
       } else {
         return function evalAccessorNode(scope, args, context) {
           var object = evalObject(scope, args, context);
-          var index2 = evalIndex(scope, args, object);
-          return access(object, index2);
+          var index = evalIndex(scope, args, object);
+          return access(object, index);
         };
       }
     }
@@ -25423,14 +25929,14 @@ var createAccessorNode = /* @__PURE__ */ factory(name206, dependencies206, (_ref
      * @returns {AccessorNode} Returns a transformed copy of the node
      */
     map(callback) {
-      return new AccessorNode2(this._ifNode(callback(this.object, "object", this)), this._ifNode(callback(this.index, "index", this)));
+      return new AccessorNode(this._ifNode(callback(this.object, "object", this)), this._ifNode(callback(this.index, "index", this)));
     }
     /**
      * Create a clone of this node, a shallow copy
      * @return {AccessorNode}
      */
     clone() {
-      return new AccessorNode2(this.object, this.index);
+      return new AccessorNode(this.object, this.index);
     }
     /**
      * Get string representation
@@ -25488,11 +25994,11 @@ var createAccessorNode = /* @__PURE__ */ factory(name206, dependencies206, (_ref
      * @returns {AccessorNode}
      */
     static fromJSON(json) {
-      return new AccessorNode2(json.object, json.index);
+      return new AccessorNode(json.object, json.index);
     }
   }
-  _defineProperty(AccessorNode2, "name", name206);
-  return AccessorNode2;
+  _defineProperty(AccessorNode, "name", name206);
+  return AccessorNode;
 }, {
   isClass: true,
   isNode: true
@@ -25503,9 +26009,9 @@ var name207 = "ArrayNode";
 var dependencies207 = ["Node"];
 var createArrayNode = /* @__PURE__ */ factory(name207, dependencies207, (_ref) => {
   var {
-    Node: Node2
+    Node
   } = _ref;
-  class ArrayNode2 extends Node2 {
+  class ArrayNode extends Node {
     /**
      * @constructor ArrayNode
      * @extends {Node}
@@ -25544,9 +26050,9 @@ var createArrayNode = /* @__PURE__ */ factory(name207, dependencies207, (_ref) =
       });
       var asMatrix = math2.config.matrix !== "Array";
       if (asMatrix) {
-        var matrix2 = math2.matrix;
+        var matrix = math2.matrix;
         return function evalArrayNode(scope, args, context) {
-          return matrix2(map(evalItems, function(evalItem) {
+          return matrix(map(evalItems, function(evalItem) {
             return evalItem(scope, args, context);
           }));
         };
@@ -25563,9 +26069,9 @@ var createArrayNode = /* @__PURE__ */ factory(name207, dependencies207, (_ref) =
      * @param {function(child: Node, path: string, parent: Node)} callback
      */
     forEach(callback) {
-      for (var i2 = 0; i2 < this.items.length; i2++) {
-        var node = this.items[i2];
-        callback(node, "items[" + i2 + "]", this);
+      for (var i = 0; i < this.items.length; i++) {
+        var node = this.items[i];
+        callback(node, "items[" + i + "]", this);
       }
     }
     /**
@@ -25576,17 +26082,17 @@ var createArrayNode = /* @__PURE__ */ factory(name207, dependencies207, (_ref) =
      */
     map(callback) {
       var items = [];
-      for (var i2 = 0; i2 < this.items.length; i2++) {
-        items[i2] = this._ifNode(callback(this.items[i2], "items[" + i2 + "]", this));
+      for (var i = 0; i < this.items.length; i++) {
+        items[i] = this._ifNode(callback(this.items[i], "items[" + i + "]", this));
       }
-      return new ArrayNode2(items);
+      return new ArrayNode(items);
     }
     /**
      * Create a clone of this node, a shallow copy
      * @return {ArrayNode}
      */
     clone() {
-      return new ArrayNode2(this.items.slice(0));
+      return new ArrayNode(this.items.slice(0));
     }
     /**
      * Get string representation
@@ -25618,7 +26124,7 @@ var createArrayNode = /* @__PURE__ */ factory(name207, dependencies207, (_ref) =
      * @returns {ArrayNode}
      */
     static fromJSON(json) {
-      return new ArrayNode2(json.items);
+      return new ArrayNode(json.items);
     }
     /**
      * Get HTML representation
@@ -25654,8 +26160,8 @@ var createArrayNode = /* @__PURE__ */ factory(name207, dependencies207, (_ref) =
       return itemsToTex(this.items, false);
     }
   }
-  _defineProperty(ArrayNode2, "name", name207);
-  return ArrayNode2;
+  _defineProperty(ArrayNode, "name", name207);
+  return ArrayNode;
 }, {
   isClass: true,
   isNode: true
@@ -25664,26 +26170,26 @@ var createArrayNode = /* @__PURE__ */ factory(name207, dependencies207, (_ref) =
 // node_modules/mathjs/lib/esm/expression/node/utils/assign.js
 function assignFactory(_ref) {
   var {
-    subset: subset2,
-    matrix: matrix2
+    subset,
+    matrix
   } = _ref;
-  return function assign2(object, index2, value) {
+  return function assign2(object, index, value) {
     try {
       if (Array.isArray(object)) {
-        var result = matrix2(object).subset(index2, value).valueOf();
-        result.forEach((item, index3) => {
-          object[index3] = item;
+        var result = matrix(object).subset(index, value).valueOf();
+        result.forEach((item, index2) => {
+          object[index2] = item;
         });
         return object;
       } else if (object && typeof object.subset === "function") {
-        return object.subset(index2, value);
+        return object.subset(index, value);
       } else if (typeof object === "string") {
-        return subset2(object, index2, value);
+        return subset(object, index, value);
       } else if (typeof object === "object") {
-        if (!index2.isObjectProperty()) {
+        if (!index.isObjectProperty()) {
           throw TypeError("Cannot apply a numeric index as object property");
         }
-        setSafeProperty(object, index2.getObjectProperty(), value);
+        setSafeProperty(object, index.getObjectProperty(), value);
         return object;
       } else {
         throw new TypeError("Cannot apply index: unsupported type of object");
@@ -25926,9 +26432,9 @@ function getPrecedence(_node, parenthesis, implicit, parent) {
   }
   var identifier = node.getIdentifier();
   var precedence = null;
-  for (var i2 = 0; i2 < properties.length; i2++) {
-    if (identifier in properties[i2]) {
-      precedence = i2;
+  for (var i = 0; i < properties.length; i++) {
+    if (identifier in properties[i]) {
+      precedence = i;
       break;
     }
   }
@@ -25946,11 +26452,11 @@ function getAssociativity(_node, parenthesis) {
     node = _node.getContent();
   }
   var identifier = node.getIdentifier();
-  var index2 = getPrecedence(node, parenthesis);
-  if (index2 === null) {
+  var index = getPrecedence(node, parenthesis);
+  if (index === null) {
     return null;
   }
-  var property = properties[index2][identifier];
+  var property = properties[index][identifier];
   if (hasOwnProperty(property, "associativity")) {
     if (property.associativity === "left") {
       return "left";
@@ -25967,14 +26473,14 @@ function isAssociativeWith(nodeA, nodeB, parenthesis) {
   var b = parenthesis !== "keep" ? nodeA.getContent() : nodeB;
   var identifierA = a.getIdentifier();
   var identifierB = b.getIdentifier();
-  var index2 = getPrecedence(a, parenthesis);
-  if (index2 === null) {
+  var index = getPrecedence(a, parenthesis);
+  if (index === null) {
     return null;
   }
-  var property = properties[index2][identifierA];
+  var property = properties[index][identifierA];
   if (hasOwnProperty(property, "associativeWith") && property.associativeWith instanceof Array) {
-    for (var i2 = 0; i2 < property.associativeWith.length; i2++) {
-      if (property.associativeWith[i2] === identifierB) {
+    for (var i = 0; i < property.associativeWith.length; i++) {
+      if (property.associativeWith[i] === identifierB) {
         return true;
       }
     }
@@ -26002,16 +26508,16 @@ var dependencies208 = [
 ];
 var createAssignmentNode = /* @__PURE__ */ factory(name208, dependencies208, (_ref) => {
   var {
-    subset: subset2,
-    matrix: matrix2,
-    Node: Node2
+    subset,
+    matrix,
+    Node
   } = _ref;
   var access = accessFactory({
-    subset: subset2
+    subset
   });
   var assign2 = assignFactory({
-    subset: subset2,
-    matrix: matrix2
+    subset,
+    matrix
   });
   function needParenthesis(node, parenthesis, implicit) {
     if (!parenthesis) {
@@ -26021,7 +26527,7 @@ var createAssignmentNode = /* @__PURE__ */ factory(name208, dependencies208, (_r
     var exprPrecedence = getPrecedence(node.value, parenthesis, implicit);
     return parenthesis === "all" || exprPrecedence !== null && exprPrecedence <= precedence;
   }
-  class AssignmentNode2 extends Node2 {
+  class AssignmentNode extends Node {
     /**
      * @constructor AssignmentNode
      * @extends {Node}
@@ -26053,11 +26559,11 @@ var createAssignmentNode = /* @__PURE__ */ factory(name208, dependencies208, (_r
      * @param {Node} value
      *     The value to be assigned
      */
-    constructor(object, index2, value) {
+    constructor(object, index, value) {
       super();
       this.object = object;
-      this.index = value ? index2 : null;
-      this.value = value || index2;
+      this.index = value ? index : null;
+      this.value = value || index;
       if (!isSymbolNode(object) && !isAccessorNode(object)) {
         throw new TypeError('SymbolNode or AccessorNode expected as "object"');
       }
@@ -26125,8 +26631,8 @@ var createAssignmentNode = /* @__PURE__ */ factory(name208, dependencies208, (_r
         return function evalAssignmentNode(scope, args, context) {
           var childObject = evalObject(scope, args, context);
           var value = evalValue(scope, args, context);
-          var index2 = evalIndex(scope, args, childObject);
-          scope.set(name309, assign2(childObject, index2, value));
+          var index = evalIndex(scope, args, childObject);
+          scope.set(name309, assign2(childObject, index, value));
           return value;
         };
       } else {
@@ -26136,9 +26642,9 @@ var createAssignmentNode = /* @__PURE__ */ factory(name208, dependencies208, (_r
           return function evalAssignmentNode(scope, args, context) {
             var parent = evalParentObject(scope, args, context);
             var childObject = getSafeProperty(parent, parentProp);
-            var index2 = evalIndex(scope, args, childObject);
+            var index = evalIndex(scope, args, childObject);
             var value = evalValue(scope, args, context);
-            setSafeProperty(parent, parentProp, assign2(childObject, index2, value));
+            setSafeProperty(parent, parentProp, assign2(childObject, index, value));
             return value;
           };
         } else {
@@ -26147,9 +26653,9 @@ var createAssignmentNode = /* @__PURE__ */ factory(name208, dependencies208, (_r
             var parent = evalParentObject(scope, args, context);
             var parentIndex = evalParentIndex(scope, args, parent);
             var childObject = access(parent, parentIndex);
-            var index2 = evalIndex(scope, args, childObject);
+            var index = evalIndex(scope, args, childObject);
             var value = evalValue(scope, args, context);
-            assign2(parent, parentIndex, assign2(childObject, index2, value));
+            assign2(parent, parentIndex, assign2(childObject, index, value));
             return value;
           };
         }
@@ -26174,16 +26680,16 @@ var createAssignmentNode = /* @__PURE__ */ factory(name208, dependencies208, (_r
      */
     map(callback) {
       var object = this._ifNode(callback(this.object, "object", this));
-      var index2 = this.index ? this._ifNode(callback(this.index, "index", this)) : null;
+      var index = this.index ? this._ifNode(callback(this.index, "index", this)) : null;
       var value = this._ifNode(callback(this.value, "value", this));
-      return new AssignmentNode2(object, index2, value);
+      return new AssignmentNode(object, index, value);
     }
     /**
      * Create a clone of this node, a shallow copy
      * @return {AssignmentNode}
      */
     clone() {
-      return new AssignmentNode2(this.object, this.index, this.value);
+      return new AssignmentNode(this.object, this.index, this.value);
     }
     /**
      * Get string representation
@@ -26192,12 +26698,12 @@ var createAssignmentNode = /* @__PURE__ */ factory(name208, dependencies208, (_r
      */
     _toString(options) {
       var object = this.object.toString(options);
-      var index2 = this.index ? this.index.toString(options) : "";
+      var index = this.index ? this.index.toString(options) : "";
       var value = this.value.toString(options);
       if (needParenthesis(this, options && options.parenthesis, options && options.implicit)) {
         value = "(" + value + ")";
       }
-      return object + index2 + " = " + value;
+      return object + index + " = " + value;
     }
     /**
      * Get a JSON representation of the node
@@ -26220,7 +26726,7 @@ var createAssignmentNode = /* @__PURE__ */ factory(name208, dependencies208, (_r
      * @returns {AssignmentNode}
      */
     static fromJSON(json) {
-      return new AssignmentNode2(json.object, json.index, json.value);
+      return new AssignmentNode(json.object, json.index, json.value);
     }
     /**
      * Get HTML representation
@@ -26229,12 +26735,12 @@ var createAssignmentNode = /* @__PURE__ */ factory(name208, dependencies208, (_r
      */
     toHTML(options) {
       var object = this.object.toHTML(options);
-      var index2 = this.index ? this.index.toHTML(options) : "";
+      var index = this.index ? this.index.toHTML(options) : "";
       var value = this.value.toHTML(options);
       if (needParenthesis(this, options && options.parenthesis, options && options.implicit)) {
         value = '<span class="math-paranthesis math-round-parenthesis">(</span>' + value + '<span class="math-paranthesis math-round-parenthesis">)</span>';
       }
-      return object + index2 + '<span class="math-operator math-assignment-operator math-variable-assignment-operator math-binary-operator">=</span>' + value;
+      return object + index + '<span class="math-operator math-assignment-operator math-variable-assignment-operator math-binary-operator">=</span>' + value;
     }
     /**
      * Get LaTeX representation
@@ -26243,16 +26749,16 @@ var createAssignmentNode = /* @__PURE__ */ factory(name208, dependencies208, (_r
      */
     _toTex(options) {
       var object = this.object.toTex(options);
-      var index2 = this.index ? this.index.toTex(options) : "";
+      var index = this.index ? this.index.toTex(options) : "";
       var value = this.value.toTex(options);
       if (needParenthesis(this, options && options.parenthesis, options && options.implicit)) {
         value = "\\left(".concat(value, "\\right)");
       }
-      return object + index2 + ":=" + value;
+      return object + index + ":=" + value;
     }
   }
-  _defineProperty(AssignmentNode2, "name", name208);
-  return AssignmentNode2;
+  _defineProperty(AssignmentNode, "name", name208);
+  return AssignmentNode;
 }, {
   isClass: true,
   isNode: true
@@ -26263,10 +26769,10 @@ var name209 = "BlockNode";
 var dependencies209 = ["ResultSet", "Node"];
 var createBlockNode = /* @__PURE__ */ factory(name209, dependencies209, (_ref) => {
   var {
-    ResultSet: ResultSet2,
-    Node: Node2
+    ResultSet,
+    Node
   } = _ref;
-  class BlockNode2 extends Node2 {
+  class BlockNode extends Node {
     /**
      * @constructor BlockNode
      * @extends {Node}
@@ -26329,7 +26835,7 @@ var createBlockNode = /* @__PURE__ */ factory(name209, dependencies209, (_ref) =
             results.push(result);
           }
         });
-        return new ResultSet2(results);
+        return new ResultSet(results);
       };
     }
     /**
@@ -26337,8 +26843,8 @@ var createBlockNode = /* @__PURE__ */ factory(name209, dependencies209, (_ref) =
      * @param {function(child: Node, path: string, parent: Node)} callback
      */
     forEach(callback) {
-      for (var i2 = 0; i2 < this.blocks.length; i2++) {
-        callback(this.blocks[i2].node, "blocks[" + i2 + "].node", this);
+      for (var i = 0; i < this.blocks.length; i++) {
+        callback(this.blocks[i].node, "blocks[" + i + "].node", this);
       }
     }
     /**
@@ -26349,15 +26855,15 @@ var createBlockNode = /* @__PURE__ */ factory(name209, dependencies209, (_ref) =
      */
     map(callback) {
       var blocks = [];
-      for (var i2 = 0; i2 < this.blocks.length; i2++) {
-        var block = this.blocks[i2];
-        var node = this._ifNode(callback(block.node, "blocks[" + i2 + "].node", this));
-        blocks[i2] = {
+      for (var i = 0; i < this.blocks.length; i++) {
+        var block = this.blocks[i];
+        var node = this._ifNode(callback(block.node, "blocks[" + i + "].node", this));
+        blocks[i] = {
           node,
           visible: block.visible
         };
       }
-      return new BlockNode2(blocks);
+      return new BlockNode(blocks);
     }
     /**
      * Create a clone of this node, a shallow copy
@@ -26370,7 +26876,7 @@ var createBlockNode = /* @__PURE__ */ factory(name209, dependencies209, (_ref) =
           visible: block.visible
         };
       });
-      return new BlockNode2(blocks);
+      return new BlockNode(blocks);
     }
     /**
      * Get string representation
@@ -26402,7 +26908,7 @@ var createBlockNode = /* @__PURE__ */ factory(name209, dependencies209, (_ref) =
      * @returns {BlockNode}
      */
     static fromJSON(json) {
-      return new BlockNode2(json.blocks);
+      return new BlockNode(json.blocks);
     }
     /**
      * Get HTML representation
@@ -26426,8 +26932,8 @@ var createBlockNode = /* @__PURE__ */ factory(name209, dependencies209, (_ref) =
       }).join("\\;\\;\n");
     }
   }
-  _defineProperty(BlockNode2, "name", name209);
-  return BlockNode2;
+  _defineProperty(BlockNode, "name", name209);
+  return BlockNode;
 }, {
   isClass: true,
   isNode: true
@@ -26438,7 +26944,7 @@ var name210 = "ConditionalNode";
 var dependencies210 = ["Node"];
 var createConditionalNode = /* @__PURE__ */ factory(name210, dependencies210, (_ref) => {
   var {
-    Node: Node2
+    Node
   } = _ref;
   function testCondition(condition) {
     if (typeof condition === "number" || typeof condition === "boolean" || typeof condition === "string") {
@@ -26460,7 +26966,7 @@ var createConditionalNode = /* @__PURE__ */ factory(name210, dependencies210, (_
     }
     throw new TypeError('Unsupported type of condition "' + typeOf(condition) + '"');
   }
-  class ConditionalNode2 extends Node2 {
+  class ConditionalNode extends Node {
     /**
      * A lazy evaluating conditional operator: 'condition ? trueExpr : falseExpr'
      *
@@ -26529,14 +27035,14 @@ var createConditionalNode = /* @__PURE__ */ factory(name210, dependencies210, (_
      * @returns {ConditionalNode} Returns a transformed copy of the node
      */
     map(callback) {
-      return new ConditionalNode2(this._ifNode(callback(this.condition, "condition", this)), this._ifNode(callback(this.trueExpr, "trueExpr", this)), this._ifNode(callback(this.falseExpr, "falseExpr", this)));
+      return new ConditionalNode(this._ifNode(callback(this.condition, "condition", this)), this._ifNode(callback(this.trueExpr, "trueExpr", this)), this._ifNode(callback(this.falseExpr, "falseExpr", this)));
     }
     /**
      * Create a clone of this node, a shallow copy
      * @return {ConditionalNode}
      */
     clone() {
-      return new ConditionalNode2(this.condition, this.trueExpr, this.falseExpr);
+      return new ConditionalNode(this.condition, this.trueExpr, this.falseExpr);
     }
     /**
      * Get string representation
@@ -26589,7 +27095,7 @@ var createConditionalNode = /* @__PURE__ */ factory(name210, dependencies210, (_
      * @returns {ConditionalNode}
      */
     static fromJSON(json) {
-      return new ConditionalNode2(json.condition, json.trueExpr, json.falseExpr);
+      return new ConditionalNode(json.condition, json.trueExpr, json.falseExpr);
     }
     /**
      * Get HTML representation
@@ -26625,8 +27131,8 @@ var createConditionalNode = /* @__PURE__ */ factory(name210, dependencies210, (_
       return "\\begin{cases} {" + this.trueExpr.toTex(options) + "}, &\\quad{\\text{if }\\;" + this.condition.toTex(options) + "}\\\\{" + this.falseExpr.toTex(options) + "}, &\\quad{\\text{otherwise}}\\end{cases}";
     }
   }
-  _defineProperty(ConditionalNode2, "name", name210);
-  return ConditionalNode2;
+  _defineProperty(ConditionalNode, "name", name210);
+  return ConditionalNode;
 }, {
   isClass: true,
   isNode: true
@@ -27093,8 +27599,8 @@ var defaultTemplate = "\\mathrm{${name}}\\left(${args}\\right)";
 var latexUnits = {
   deg: "^\\circ"
 };
-function escapeLatex(string2) {
-  return (0, import_escape_latex.default)(string2, {
+function escapeLatex(string) {
+  return (0, import_escape_latex.default)(string, {
     preserveFormatting: true
   });
 }
@@ -27117,9 +27623,9 @@ var name211 = "ConstantNode";
 var dependencies211 = ["Node"];
 var createConstantNode = /* @__PURE__ */ factory(name211, dependencies211, (_ref) => {
   var {
-    Node: Node2
+    Node
   } = _ref;
-  class ConstantNode2 extends Node2 {
+  class ConstantNode extends Node {
     /**
      * A ConstantNode holds a constant value like a number or string.
      *
@@ -27181,7 +27687,7 @@ var createConstantNode = /* @__PURE__ */ factory(name211, dependencies211, (_ref
      * @return {ConstantNode}
      */
     clone() {
-      return new ConstantNode2(this.value);
+      return new ConstantNode(this.value);
     }
     /**
      * Get string representation
@@ -27233,7 +27739,7 @@ var createConstantNode = /* @__PURE__ */ factory(name211, dependencies211, (_ref
      * @returns {ConstantNode}
      */
     static fromJSON(json) {
-      return new ConstantNode2(json.value);
+      return new ConstantNode(json.value);
     }
     /**
      * Get LaTeX representation
@@ -27251,9 +27757,9 @@ var createConstantNode = /* @__PURE__ */ factory(name211, dependencies211, (_ref
             if (!isFinite(this.value)) {
               return this.value.valueOf() < 0 ? "-\\infty" : "\\infty";
             }
-            var index2 = value.toLowerCase().indexOf("e");
-            if (index2 !== -1) {
-              return value.substring(0, index2) + "\\cdot10^{" + value.substring(index2 + 1) + "}";
+            var index = value.toLowerCase().indexOf("e");
+            if (index !== -1) {
+              return value.substring(0, index) + "\\cdot10^{" + value.substring(index + 1) + "}";
             }
           }
           return value;
@@ -27264,8 +27770,8 @@ var createConstantNode = /* @__PURE__ */ factory(name211, dependencies211, (_ref
       }
     }
   }
-  _defineProperty(ConstantNode2, "name", name211);
-  return ConstantNode2;
+  _defineProperty(ConstantNode, "name", name211);
+  return ConstantNode;
 }, {
   isClass: true,
   isNode: true
@@ -27276,15 +27782,15 @@ var name212 = "FunctionAssignmentNode";
 var dependencies212 = ["typed", "Node"];
 var createFunctionAssignmentNode = /* @__PURE__ */ factory(name212, dependencies212, (_ref) => {
   var {
-    typed: typed3,
-    Node: Node2
+    typed: typed2,
+    Node
   } = _ref;
   function needParenthesis(node, parenthesis, implicit) {
     var precedence = getPrecedence(node, parenthesis, implicit);
     var exprPrecedence = getPrecedence(node.expr, parenthesis, implicit);
     return parenthesis === "all" || exprPrecedence !== null && exprPrecedence <= precedence;
   }
-  class FunctionAssignmentNode2 extends Node2 {
+  class FunctionAssignmentNode extends Node {
     /**
      * @constructor FunctionAssignmentNode
      * @extends {Node}
@@ -27362,12 +27868,12 @@ var createFunctionAssignmentNode = /* @__PURE__ */ factory(name212, dependencies
         var signatures = {};
         signatures[signature] = function() {
           var childArgs = Object.create(args);
-          for (var i2 = 0; i2 < params.length; i2++) {
-            childArgs[params[i2]] = arguments[i2];
+          for (var i = 0; i < params.length; i++) {
+            childArgs[params[i]] = arguments[i];
           }
           return evalExpr(scope, childArgs, context);
         };
-        var fn = typed3(name309, signatures);
+        var fn = typed2(name309, signatures);
         fn.syntax = syntax;
         scope.set(name309, fn);
         return fn;
@@ -27389,14 +27895,14 @@ var createFunctionAssignmentNode = /* @__PURE__ */ factory(name212, dependencies
      */
     map(callback) {
       var expr = this._ifNode(callback(this.expr, "expr", this));
-      return new FunctionAssignmentNode2(this.name, this.params.slice(0), expr);
+      return new FunctionAssignmentNode(this.name, this.params.slice(0), expr);
     }
     /**
      * Create a clone of this node, a shallow copy
      * @return {FunctionAssignmentNode}
      */
     clone() {
-      return new FunctionAssignmentNode2(this.name, this.params.slice(0), this.expr);
+      return new FunctionAssignmentNode(this.name, this.params.slice(0), this.expr);
     }
     /**
      * get string representation
@@ -27420,10 +27926,10 @@ var createFunctionAssignmentNode = /* @__PURE__ */ factory(name212, dependencies
       return {
         mathjs: name212,
         name: this.name,
-        params: this.params.map(function(param, index2) {
+        params: this.params.map(function(param, index) {
           return {
             name: param,
-            type: types[index2]
+            type: types[index]
           };
         }),
         expr: this.expr
@@ -27441,7 +27947,7 @@ var createFunctionAssignmentNode = /* @__PURE__ */ factory(name212, dependencies
      * @returns {FunctionAssignmentNode}
      */
     static fromJSON(json) {
-      return new FunctionAssignmentNode2(json.name, json.params, json.expr);
+      return new FunctionAssignmentNode(json.name, json.params, json.expr);
     }
     /**
      * get HTML representation
@@ -27451,8 +27957,8 @@ var createFunctionAssignmentNode = /* @__PURE__ */ factory(name212, dependencies
     toHTML(options) {
       var parenthesis = options && options.parenthesis ? options.parenthesis : "keep";
       var params = [];
-      for (var i2 = 0; i2 < this.params.length; i2++) {
-        params.push('<span class="math-symbol math-parameter">' + escape(this.params[i2]) + "</span>");
+      for (var i = 0; i < this.params.length; i++) {
+        params.push('<span class="math-symbol math-parameter">' + escape(this.params[i]) + "</span>");
       }
       var expr = this.expr.toHTML(options);
       if (needParenthesis(this, parenthesis, options && options.implicit)) {
@@ -27474,8 +27980,8 @@ var createFunctionAssignmentNode = /* @__PURE__ */ factory(name212, dependencies
       return "\\mathrm{" + this.name + "}\\left(" + this.params.map(toSymbol).join(",") + "\\right):=" + expr;
     }
   }
-  _defineProperty(FunctionAssignmentNode2, "name", name212);
-  return FunctionAssignmentNode2;
+  _defineProperty(FunctionAssignmentNode, "name", name212);
+  return FunctionAssignmentNode;
 }, {
   isClass: true,
   isNode: true
@@ -27486,10 +27992,10 @@ var name213 = "IndexNode";
 var dependencies213 = ["Node", "size"];
 var createIndexNode = /* @__PURE__ */ factory(name213, dependencies213, (_ref) => {
   var {
-    Node: Node2,
-    size: size2
+    Node,
+    size
   } = _ref;
-  class IndexNode2 extends Node2 {
+  class IndexNode extends Node {
     /**
      * @constructor IndexNode
      * @extends Node
@@ -27535,7 +28041,7 @@ var createIndexNode = /* @__PURE__ */ factory(name213, dependencies213, (_ref) =
      *                        evalNode(scope: Object, args: Object, context: *)
      */
     _compile(math2, argNames) {
-      var evalDimensions = map(this.dimensions, function(dimension, i2) {
+      var evalDimensions = map(this.dimensions, function(dimension, i) {
         var needsEnd = dimension.filter((node) => node.isSymbolNode && node.name === "end").length > 0;
         if (needsEnd) {
           var childArgNames = Object.create(argNames);
@@ -27545,21 +28051,21 @@ var createIndexNode = /* @__PURE__ */ factory(name213, dependencies213, (_ref) =
             if (!isMatrix(context) && !isArray(context) && !isString(context)) {
               throw new TypeError('Cannot resolve "end": context must be a Matrix, Array, or string but is ' + typeOf(context));
             }
-            var s = size2(context).valueOf();
+            var s = size(context).valueOf();
             var childArgs = Object.create(args);
-            childArgs.end = s[i2];
+            childArgs.end = s[i];
             return _evalDimension(scope, childArgs, context);
           };
         } else {
           return dimension._compile(math2, argNames);
         }
       });
-      var index2 = getSafeProperty(math2, "index");
+      var index = getSafeProperty(math2, "index");
       return function evalIndexNode(scope, args, context) {
         var dimensions = map(evalDimensions, function(evalDimension) {
           return evalDimension(scope, args, context);
         });
-        return index2(...dimensions);
+        return index(...dimensions);
       };
     }
     /**
@@ -27567,8 +28073,8 @@ var createIndexNode = /* @__PURE__ */ factory(name213, dependencies213, (_ref) =
      * @param {function(child: Node, path: string, parent: Node)} callback
      */
     forEach(callback) {
-      for (var i2 = 0; i2 < this.dimensions.length; i2++) {
-        callback(this.dimensions[i2], "dimensions[" + i2 + "]", this);
+      for (var i = 0; i < this.dimensions.length; i++) {
+        callback(this.dimensions[i], "dimensions[" + i + "]", this);
       }
     }
     /**
@@ -27579,17 +28085,17 @@ var createIndexNode = /* @__PURE__ */ factory(name213, dependencies213, (_ref) =
      */
     map(callback) {
       var dimensions = [];
-      for (var i2 = 0; i2 < this.dimensions.length; i2++) {
-        dimensions[i2] = this._ifNode(callback(this.dimensions[i2], "dimensions[" + i2 + "]", this));
+      for (var i = 0; i < this.dimensions.length; i++) {
+        dimensions[i] = this._ifNode(callback(this.dimensions[i], "dimensions[" + i + "]", this));
       }
-      return new IndexNode2(dimensions, this.dotNotation);
+      return new IndexNode(dimensions, this.dotNotation);
     }
     /**
      * Create a clone of this node, a shallow copy
      * @return {IndexNode}
      */
     clone() {
-      return new IndexNode2(this.dimensions.slice(0), this.dotNotation);
+      return new IndexNode(this.dimensions.slice(0), this.dotNotation);
     }
     /**
      * Test whether this IndexNode contains a single property name
@@ -27634,7 +28140,7 @@ var createIndexNode = /* @__PURE__ */ factory(name213, dependencies213, (_ref) =
      * @returns {IndexNode}
      */
     static fromJSON(json) {
-      return new IndexNode2(json.dimensions, json.dotNotation);
+      return new IndexNode(json.dimensions, json.dotNotation);
     }
     /**
      * Get HTML representation
@@ -27643,8 +28149,8 @@ var createIndexNode = /* @__PURE__ */ factory(name213, dependencies213, (_ref) =
      */
     toHTML(options) {
       var dimensions = [];
-      for (var i2 = 0; i2 < this.dimensions.length; i2++) {
-        dimensions[i2] = this.dimensions[i2].toHTML();
+      for (var i = 0; i < this.dimensions.length; i++) {
+        dimensions[i] = this.dimensions[i].toHTML();
       }
       if (this.dotNotation) {
         return '<span class="math-operator math-accessor-operator">.</span><span class="math-symbol math-property">' + escape(this.getObjectProperty()) + "</span>";
@@ -27658,14 +28164,14 @@ var createIndexNode = /* @__PURE__ */ factory(name213, dependencies213, (_ref) =
      * @return {string} str
      */
     _toTex(options) {
-      var dimensions = this.dimensions.map(function(range2) {
-        return range2.toTex(options);
+      var dimensions = this.dimensions.map(function(range) {
+        return range.toTex(options);
       });
       return this.dotNotation ? "." + this.getObjectProperty() : "_{" + dimensions.join(",") + "}";
     }
   }
-  _defineProperty(IndexNode2, "name", name213);
-  return IndexNode2;
+  _defineProperty(IndexNode, "name", name213);
+  return IndexNode;
 }, {
   isClass: true,
   isNode: true
@@ -27676,9 +28182,9 @@ var name214 = "ObjectNode";
 var dependencies214 = ["Node"];
 var createObjectNode = /* @__PURE__ */ factory(name214, dependencies214, (_ref) => {
   var {
-    Node: Node2
+    Node
   } = _ref;
-  class ObjectNode2 extends Node2 {
+  class ObjectNode extends Node {
     /**
      * @constructor ObjectNode
      * @extends {Node}
@@ -27759,7 +28265,7 @@ var createObjectNode = /* @__PURE__ */ factory(name214, dependencies214, (_ref)
           properties2[key] = this._ifNode(callback(this.properties[key], "properties[" + stringify(key) + "]", this));
         }
       }
-      return new ObjectNode2(properties2);
+      return new ObjectNode(properties2);
     }
     /**
      * Create a clone of this node, a shallow copy
@@ -27772,7 +28278,7 @@ var createObjectNode = /* @__PURE__ */ factory(name214, dependencies214, (_ref)
           properties2[key] = this.properties[key];
         }
       }
-      return new ObjectNode2(properties2);
+      return new ObjectNode(properties2);
     }
     /**
      * Get string representation
@@ -27807,7 +28313,7 @@ var createObjectNode = /* @__PURE__ */ factory(name214, dependencies214, (_ref)
      * @returns {ObjectNode}
      */
     static fromJSON(json) {
-      return new ObjectNode2(json.properties);
+      return new ObjectNode(json.properties);
     }
     /**
      * Get HTML representation
@@ -27840,8 +28346,8 @@ var createObjectNode = /* @__PURE__ */ factory(name214, dependencies214, (_ref)
       return tex;
     }
   }
-  _defineProperty(ObjectNode2, "name", name214);
-  return ObjectNode2;
+  _defineProperty(ObjectNode, "name", name214);
+  return ObjectNode;
 }, {
   isClass: true,
   isNode: true
@@ -27852,7 +28358,7 @@ var name215 = "OperatorNode";
 var dependencies215 = ["Node"];
 var createOperatorNode = /* @__PURE__ */ factory(name215, dependencies215, (_ref) => {
   var {
-    Node: Node2
+    Node
   } = _ref;
   function startsWithConstant(expr, parenthesis) {
     var curNode = expr;
@@ -27871,8 +28377,8 @@ var createOperatorNode = /* @__PURE__ */ factory(name215, dependencies215, (_ref
     var precedence = getPrecedence(root, parenthesis, implicit);
     var associativity = getAssociativity(root, parenthesis);
     if (parenthesis === "all" || args.length > 2 && root.getIdentifier() !== "OperatorNode:add" && root.getIdentifier() !== "OperatorNode:multiply") {
-      return args.map(function(arg2) {
-        switch (arg2.getContent().type) {
+      return args.map(function(arg) {
+        switch (arg.getContent().type) {
           case "ArrayNode":
           case "ConstantNode":
           case "SymbolNode":
@@ -27982,10 +28488,10 @@ var createOperatorNode = /* @__PURE__ */ factory(name215, dependencies215, (_ref
         break;
       default:
         if (root.getIdentifier() === "OperatorNode:add" || root.getIdentifier() === "OperatorNode:multiply") {
-          result = args.map(function(arg2) {
-            var argPrecedence = getPrecedence(arg2, parenthesis, implicit, root);
-            var assocWithArg = isAssociativeWith(root, arg2, parenthesis);
-            var argAssociativity = getAssociativity(arg2, parenthesis);
+          result = args.map(function(arg) {
+            var argPrecedence = getPrecedence(arg, parenthesis, implicit, root);
+            var assocWithArg = isAssociativeWith(root, arg, parenthesis);
+            var argAssociativity = getAssociativity(arg, parenthesis);
             if (argPrecedence === null) {
               return false;
             } else if (precedence === argPrecedence && associativity === argAssociativity && !assocWithArg) {
@@ -27999,15 +28505,15 @@ var createOperatorNode = /* @__PURE__ */ factory(name215, dependencies215, (_ref
         break;
     }
     if (args.length >= 2 && root.getIdentifier() === "OperatorNode:multiply" && root.implicit && parenthesis !== "all" && implicit === "hide") {
-      for (var i2 = 1; i2 < result.length; ++i2) {
-        if (startsWithConstant(args[i2], parenthesis) && !result[i2 - 1] && (parenthesis !== "keep" || !isParenthesisNode(args[i2 - 1]))) {
-          result[i2] = true;
+      for (var i = 1; i < result.length; ++i) {
+        if (startsWithConstant(args[i], parenthesis) && !result[i - 1] && (parenthesis !== "keep" || !isParenthesisNode(args[i - 1]))) {
+          result[i] = true;
         }
       }
     }
     return result;
   }
-  class OperatorNode2 extends Node2 {
+  class OperatorNode extends Node {
     /**
      * @constructor OperatorNode
      * @extends {Node}
@@ -28064,8 +28570,8 @@ var createOperatorNode = /* @__PURE__ */ factory(name215, dependencies215, (_ref
         }
       }
       var fn = getSafeProperty(math2, this.fn);
-      var evalArgs = map(this.args, function(arg2) {
-        return arg2._compile(math2, argNames);
+      var evalArgs = map(this.args, function(arg) {
+        return arg._compile(math2, argNames);
       });
       if (evalArgs.length === 1) {
         var evalArg0 = evalArgs[0];
@@ -28091,8 +28597,8 @@ var createOperatorNode = /* @__PURE__ */ factory(name215, dependencies215, (_ref
      * @param {function(child: Node, path: string, parent: Node)} callback
      */
     forEach(callback) {
-      for (var i2 = 0; i2 < this.args.length; i2++) {
-        callback(this.args[i2], "args[" + i2 + "]", this);
+      for (var i = 0; i < this.args.length; i++) {
+        callback(this.args[i], "args[" + i + "]", this);
       }
     }
     /**
@@ -28103,17 +28609,17 @@ var createOperatorNode = /* @__PURE__ */ factory(name215, dependencies215, (_ref
      */
     map(callback) {
       var args = [];
-      for (var i2 = 0; i2 < this.args.length; i2++) {
-        args[i2] = this._ifNode(callback(this.args[i2], "args[" + i2 + "]", this));
+      for (var i = 0; i < this.args.length; i++) {
+        args[i] = this._ifNode(callback(this.args[i], "args[" + i + "]", this));
       }
-      return new OperatorNode2(this.op, this.fn, args, this.implicit, this.isPercentage);
+      return new OperatorNode(this.op, this.fn, args, this.implicit, this.isPercentage);
     }
     /**
      * Create a clone of this node, a shallow copy
      * @return {OperatorNode}
      */
     clone() {
-      return new OperatorNode2(this.op, this.fn, this.args.slice(0), this.implicit, this.isPercentage);
+      return new OperatorNode(this.op, this.fn, this.args.slice(0), this.implicit, this.isPercentage);
     }
     /**
      * Check whether this is an unary OperatorNode:
@@ -28170,12 +28676,12 @@ var createOperatorNode = /* @__PURE__ */ factory(name215, dependencies215, (_ref
         }
         return lhs + " " + this.op + " " + rhs;
       } else if (args.length > 2 && (this.getIdentifier() === "OperatorNode:add" || this.getIdentifier() === "OperatorNode:multiply")) {
-        var stringifiedArgs = args.map(function(arg2, index2) {
-          arg2 = arg2.toString(options);
-          if (parens[index2]) {
-            arg2 = "(" + arg2 + ")";
+        var stringifiedArgs = args.map(function(arg, index) {
+          arg = arg.toString(options);
+          if (parens[index]) {
+            arg = "(" + arg + ")";
           }
-          return arg2;
+          return arg;
         });
         if (this.implicit && this.getIdentifier() === "OperatorNode:multiply" && implicit === "hide") {
           return stringifiedArgs.join(" ");
@@ -28213,7 +28719,7 @@ var createOperatorNode = /* @__PURE__ */ factory(name215, dependencies215, (_ref
      * @returns {OperatorNode}
      */
     static fromJSON(json) {
-      return new OperatorNode2(json.op, json.fn, json.args, json.implicit, json.isPercentage);
+      return new OperatorNode(json.op, json.fn, json.args, json.implicit, json.isPercentage);
     }
     /**
      * Get HTML representation.
@@ -28250,12 +28756,12 @@ var createOperatorNode = /* @__PURE__ */ factory(name215, dependencies215, (_ref
         }
         return lhs + '<span class="math-operator math-binary-operator math-explicit-binary-operator">' + escape(this.op) + "</span>" + rhs;
       } else {
-        var stringifiedArgs = args.map(function(arg2, index2) {
-          arg2 = arg2.toHTML(options);
-          if (parens[index2]) {
-            arg2 = '<span class="math-parenthesis math-round-parenthesis">(</span>' + arg2 + '<span class="math-parenthesis math-round-parenthesis">)</span>';
+        var stringifiedArgs = args.map(function(arg, index) {
+          arg = arg.toHTML(options);
+          if (parens[index]) {
+            arg = '<span class="math-parenthesis math-round-parenthesis">(</span>' + arg + '<span class="math-parenthesis math-round-parenthesis">)</span>';
           }
-          return arg2;
+          return arg;
         });
         if (args.length > 2 && (this.getIdentifier() === "OperatorNode:add" || this.getIdentifier() === "OperatorNode:multiply")) {
           if (this.implicit && this.getIdentifier() === "OperatorNode:multiply" && implicit === "hide") {
@@ -28327,20 +28833,20 @@ var createOperatorNode = /* @__PURE__ */ factory(name215, dependencies215, (_ref
         }
         return lhsTex + op + rhsTex;
       } else if (args.length > 2 && (this.getIdentifier() === "OperatorNode:add" || this.getIdentifier() === "OperatorNode:multiply")) {
-        var texifiedArgs = args.map(function(arg2, index2) {
-          arg2 = arg2.toTex(options);
-          if (parens[index2]) {
-            arg2 = "\\left(".concat(arg2, "\\right)");
+        var texifiedArgs = args.map(function(arg, index) {
+          arg = arg.toTex(options);
+          if (parens[index]) {
+            arg = "\\left(".concat(arg, "\\right)");
           }
-          return arg2;
+          return arg;
         });
         if (this.getIdentifier() === "OperatorNode:multiply" && this.implicit && implicit === "hide") {
           return texifiedArgs.join("~");
         }
         return texifiedArgs.join(op);
       } else {
-        return "\\mathrm{" + this.fn + "}\\left(" + args.map(function(arg2) {
-          return arg2.toTex(options);
+        return "\\mathrm{" + this.fn + "}\\left(" + args.map(function(arg) {
+          return arg.toTex(options);
         }).join(",") + "\\right)";
       }
     }
@@ -28352,8 +28858,8 @@ var createOperatorNode = /* @__PURE__ */ factory(name215, dependencies215, (_ref
       return this.type + ":" + this.fn;
     }
   }
-  _defineProperty(OperatorNode2, "name", name215);
-  return OperatorNode2;
+  _defineProperty(OperatorNode, "name", name215);
+  return OperatorNode;
 }, {
   isClass: true,
   isNode: true
@@ -28364,9 +28870,9 @@ var name216 = "ParenthesisNode";
 var dependencies216 = ["Node"];
 var createParenthesisNode = /* @__PURE__ */ factory(name216, dependencies216, (_ref) => {
   var {
-    Node: Node2
+    Node
   } = _ref;
-  class ParenthesisNode2 extends Node2 {
+  class ParenthesisNode extends Node {
     /**
      * @constructor ParenthesisNode
      * @extends {Node}
@@ -28426,14 +28932,14 @@ var createParenthesisNode = /* @__PURE__ */ factory(name216, dependencies216, (_
      */
     map(callback) {
       var content = callback(this.content, "content", this);
-      return new ParenthesisNode2(content);
+      return new ParenthesisNode(content);
     }
     /**
      * Create a clone of this node, a shallow copy
      * @return {ParenthesisNode}
      */
     clone() {
-      return new ParenthesisNode2(this.content);
+      return new ParenthesisNode(this.content);
     }
     /**
      * Get string representation
@@ -28465,7 +28971,7 @@ var createParenthesisNode = /* @__PURE__ */ factory(name216, dependencies216, (_
      * @returns {ParenthesisNode}
      */
     static fromJSON(json) {
-      return new ParenthesisNode2(json.content);
+      return new ParenthesisNode(json.content);
     }
     /**
      * Get HTML representation
@@ -28492,8 +28998,8 @@ var createParenthesisNode = /* @__PURE__ */ factory(name216, dependencies216, (_
       return this.content.toTex(options);
     }
   }
-  _defineProperty(ParenthesisNode2, "name", name216);
-  return ParenthesisNode2;
+  _defineProperty(ParenthesisNode, "name", name216);
+  return ParenthesisNode;
 }, {
   isClass: true,
   isNode: true
@@ -28504,7 +29010,7 @@ var name217 = "RangeNode";
 var dependencies217 = ["Node"];
 var createRangeNode = /* @__PURE__ */ factory(name217, dependencies217, (_ref) => {
   var {
-    Node: Node2
+    Node
   } = _ref;
   function calculateNecessaryParentheses(node, parenthesis, implicit) {
     var precedence = getPrecedence(node, parenthesis, implicit);
@@ -28519,7 +29025,7 @@ var createRangeNode = /* @__PURE__ */ factory(name217, dependencies217, (_ref) =
     parens.end = endPrecedence !== null && endPrecedence <= precedence || parenthesis === "all";
     return parens;
   }
-  class RangeNode2 extends Node2 {
+  class RangeNode extends Node {
     /**
      * @constructor RangeNode
      * @extends {Node}
@@ -28573,17 +29079,17 @@ var createRangeNode = /* @__PURE__ */ factory(name217, dependencies217, (_ref) =
      *                        evalNode(scope: Object, args: Object, context: *)
      */
     _compile(math2, argNames) {
-      var range2 = math2.range;
+      var range = math2.range;
       var evalStart = this.start._compile(math2, argNames);
       var evalEnd = this.end._compile(math2, argNames);
       if (this.step) {
         var evalStep = this.step._compile(math2, argNames);
         return function evalRangeNode(scope, args, context) {
-          return range2(evalStart(scope, args, context), evalEnd(scope, args, context), evalStep(scope, args, context));
+          return range(evalStart(scope, args, context), evalEnd(scope, args, context), evalStep(scope, args, context));
         };
       } else {
         return function evalRangeNode(scope, args, context) {
-          return range2(evalStart(scope, args, context), evalEnd(scope, args, context));
+          return range(evalStart(scope, args, context), evalEnd(scope, args, context));
         };
       }
     }
@@ -28605,14 +29111,14 @@ var createRangeNode = /* @__PURE__ */ factory(name217, dependencies217, (_ref) =
      * @returns {RangeNode} Returns a transformed copy of the node
      */
     map(callback) {
-      return new RangeNode2(this._ifNode(callback(this.start, "start", this)), this._ifNode(callback(this.end, "end", this)), this.step && this._ifNode(callback(this.step, "step", this)));
+      return new RangeNode(this._ifNode(callback(this.start, "start", this)), this._ifNode(callback(this.end, "end", this)), this.step && this._ifNode(callback(this.step, "step", this)));
     }
     /**
      * Create a clone of this node, a shallow copy
      * @return {RangeNode}
      */
     clone() {
-      return new RangeNode2(this.start, this.end, this.step && this.step);
+      return new RangeNode(this.start, this.end, this.step && this.step);
     }
     /**
      * Get string representation
@@ -28663,7 +29169,7 @@ var createRangeNode = /* @__PURE__ */ factory(name217, dependencies217, (_ref) =
      * @returns {RangeNode}
      */
     static fromJSON(json) {
-      return new RangeNode2(json.start, json.end, json.step);
+      return new RangeNode(json.start, json.end, json.step);
     }
     /**
      * Get HTML representation
@@ -28720,8 +29226,8 @@ var createRangeNode = /* @__PURE__ */ factory(name217, dependencies217, (_ref) =
       return str;
     }
   }
-  _defineProperty(RangeNode2, "name", name217);
-  return RangeNode2;
+  _defineProperty(RangeNode, "name", name217);
+  return RangeNode;
 }, {
   isClass: true,
   isNode: true
@@ -28732,7 +29238,7 @@ var name218 = "RelationalNode";
 var dependencies218 = ["Node"];
 var createRelationalNode = /* @__PURE__ */ factory(name218, dependencies218, (_ref) => {
   var {
-    Node: Node2
+    Node
   } = _ref;
   var operatorMap = {
     equal: "==",
@@ -28742,7 +29248,7 @@ var createRelationalNode = /* @__PURE__ */ factory(name218, dependencies218, (_r
     smallerEq: "<=",
     largerEq: ">="
   };
-  class RelationalNode2 extends Node2 {
+  class RelationalNode extends Node {
     /**
      * A node representing a chained conditional expression, such as 'x > y > z'
      *
@@ -28793,10 +29299,10 @@ var createRelationalNode = /* @__PURE__ */ factory(name218, dependencies218, (_r
       return function evalRelationalNode(scope, args, context) {
         var evalLhs;
         var evalRhs = compiled[0](scope, args, context);
-        for (var i2 = 0; i2 < self2.conditionals.length; i2++) {
+        for (var i = 0; i < self2.conditionals.length; i++) {
           evalLhs = evalRhs;
-          evalRhs = compiled[i2 + 1](scope, args, context);
-          var condFn = getSafeProperty(math2, self2.conditionals[i2]);
+          evalRhs = compiled[i + 1](scope, args, context);
+          var condFn = getSafeProperty(math2, self2.conditionals[i]);
           if (!condFn(evalLhs, evalRhs)) {
             return false;
           }
@@ -28809,7 +29315,7 @@ var createRelationalNode = /* @__PURE__ */ factory(name218, dependencies218, (_r
      * @param {function(child: Node, path: string, parent: Node)} callback
      */
     forEach(callback) {
-      this.params.forEach((n, i2) => callback(n, "params[" + i2 + "]", this), this);
+      this.params.forEach((n, i) => callback(n, "params[" + i + "]", this), this);
     }
     /**
      * Create a new RelationalNode whose children are the results of calling
@@ -28818,14 +29324,14 @@ var createRelationalNode = /* @__PURE__ */ factory(name218, dependencies218, (_r
      * @returns {RelationalNode} Returns a transformed copy of the node
      */
     map(callback) {
-      return new RelationalNode2(this.conditionals.slice(), this.params.map((n, i2) => this._ifNode(callback(n, "params[" + i2 + "]", this)), this));
+      return new RelationalNode(this.conditionals.slice(), this.params.map((n, i) => this._ifNode(callback(n, "params[" + i + "]", this)), this));
     }
     /**
      * Create a clone of this node, a shallow copy
      * @return {RelationalNode}
      */
     clone() {
-      return new RelationalNode2(this.conditionals, this.params);
+      return new RelationalNode(this.conditionals, this.params);
     }
     /**
      * Get string representation.
@@ -28835,14 +29341,14 @@ var createRelationalNode = /* @__PURE__ */ factory(name218, dependencies218, (_r
     _toString(options) {
       var parenthesis = options && options.parenthesis ? options.parenthesis : "keep";
       var precedence = getPrecedence(this, parenthesis, options && options.implicit);
-      var paramStrings = this.params.map(function(p, index2) {
+      var paramStrings = this.params.map(function(p, index) {
         var paramPrecedence = getPrecedence(p, parenthesis, options && options.implicit);
         return parenthesis === "all" || paramPrecedence !== null && paramPrecedence <= precedence ? "(" + p.toString(options) + ")" : p.toString(options);
       });
       var ret = paramStrings[0];
-      for (var i2 = 0; i2 < this.conditionals.length; i2++) {
-        ret += " " + operatorMap[this.conditionals[i2]];
-        ret += " " + paramStrings[i2 + 1];
+      for (var i = 0; i < this.conditionals.length; i++) {
+        ret += " " + operatorMap[this.conditionals[i]];
+        ret += " " + paramStrings[i + 1];
       }
       return ret;
     }
@@ -28866,7 +29372,7 @@ var createRelationalNode = /* @__PURE__ */ factory(name218, dependencies218, (_r
      * @returns {RelationalNode}
      */
     static fromJSON(json) {
-      return new RelationalNode2(json.conditionals, json.params);
+      return new RelationalNode(json.conditionals, json.params);
     }
     /**
      * Get HTML representation
@@ -28876,13 +29382,13 @@ var createRelationalNode = /* @__PURE__ */ factory(name218, dependencies218, (_r
     toHTML(options) {
       var parenthesis = options && options.parenthesis ? options.parenthesis : "keep";
       var precedence = getPrecedence(this, parenthesis, options && options.implicit);
-      var paramStrings = this.params.map(function(p, index2) {
+      var paramStrings = this.params.map(function(p, index) {
         var paramPrecedence = getPrecedence(p, parenthesis, options && options.implicit);
         return parenthesis === "all" || paramPrecedence !== null && paramPrecedence <= precedence ? '<span class="math-parenthesis math-round-parenthesis">(</span>' + p.toHTML(options) + '<span class="math-parenthesis math-round-parenthesis">)</span>' : p.toHTML(options);
       });
       var ret = paramStrings[0];
-      for (var i2 = 0; i2 < this.conditionals.length; i2++) {
-        ret += '<span class="math-operator math-binary-operator math-explicit-binary-operator">' + escape(operatorMap[this.conditionals[i2]]) + "</span>" + paramStrings[i2 + 1];
+      for (var i = 0; i < this.conditionals.length; i++) {
+        ret += '<span class="math-operator math-binary-operator math-explicit-binary-operator">' + escape(operatorMap[this.conditionals[i]]) + "</span>" + paramStrings[i + 1];
       }
       return ret;
     }
@@ -28894,19 +29400,19 @@ var createRelationalNode = /* @__PURE__ */ factory(name218, dependencies218, (_r
     _toTex(options) {
       var parenthesis = options && options.parenthesis ? options.parenthesis : "keep";
       var precedence = getPrecedence(this, parenthesis, options && options.implicit);
-      var paramStrings = this.params.map(function(p, index2) {
+      var paramStrings = this.params.map(function(p, index) {
         var paramPrecedence = getPrecedence(p, parenthesis, options && options.implicit);
         return parenthesis === "all" || paramPrecedence !== null && paramPrecedence <= precedence ? "\\left(" + p.toTex(options) + "\right)" : p.toTex(options);
       });
       var ret = paramStrings[0];
-      for (var i2 = 0; i2 < this.conditionals.length; i2++) {
-        ret += latexOperators[this.conditionals[i2]] + paramStrings[i2 + 1];
+      for (var i = 0; i < this.conditionals.length; i++) {
+        ret += latexOperators[this.conditionals[i]] + paramStrings[i + 1];
       }
       return ret;
     }
   }
-  _defineProperty(RelationalNode2, "name", name218);
-  return RelationalNode2;
+  _defineProperty(RelationalNode, "name", name218);
+  return RelationalNode;
 }, {
   isClass: true,
   isNode: true
@@ -28918,13 +29424,13 @@ var dependencies219 = ["math", "?Unit", "Node"];
 var createSymbolNode = /* @__PURE__ */ factory(name219, dependencies219, (_ref) => {
   var {
     math: math2,
-    Unit: Unit2,
-    Node: Node2
+    Unit,
+    Node
   } = _ref;
   function isValuelessUnit(name309) {
-    return Unit2 ? Unit2.isValuelessUnit(name309) : false;
+    return Unit ? Unit.isValuelessUnit(name309) : false;
   }
-  class SymbolNode2 extends Node2 {
+  class SymbolNode extends Node {
     /**
      * @constructor SymbolNode
      * @extends {Node}
@@ -28971,7 +29477,7 @@ var createSymbolNode = /* @__PURE__ */ factory(name219, dependencies219, (_ref)
       } else {
         var isUnit2 = isValuelessUnit(name309);
         return function(scope, args, context) {
-          return scope.has(name309) ? scope.get(name309) : isUnit2 ? new Unit2(null, name309) : SymbolNode2.onUndefinedSymbol(name309);
+          return scope.has(name309) ? scope.get(name309) : isUnit2 ? new Unit(null, name309) : SymbolNode.onUndefinedSymbol(name309);
         };
       }
     }
@@ -29002,7 +29508,7 @@ var createSymbolNode = /* @__PURE__ */ factory(name219, dependencies219, (_ref)
      * @return {SymbolNode}
      */
     clone() {
-      return new SymbolNode2(this.name);
+      return new SymbolNode(this.name);
     }
     /**
      * Get string representation
@@ -29054,7 +29560,7 @@ var createSymbolNode = /* @__PURE__ */ factory(name219, dependencies219, (_ref)
      * @returns {SymbolNode}
      */
     static fromJSON(json) {
-      return new SymbolNode2(json.name);
+      return new SymbolNode(json.name);
     }
     /**
      * Get LaTeX representation
@@ -29074,7 +29580,7 @@ var createSymbolNode = /* @__PURE__ */ factory(name219, dependencies219, (_ref)
       return " " + symbol;
     }
   }
-  return SymbolNode2;
+  return SymbolNode;
 }, {
   isClass: true,
   isNode: true
@@ -29098,8 +29604,8 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
   var _class;
   var {
     math: math2,
-    Node: Node2,
-    SymbolNode: SymbolNode2
+    Node,
+    SymbolNode
   } = _ref;
   var strin = (entity) => format3(entity, {
     truncate: 78
@@ -29130,11 +29636,11 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
               if (isNode(property)) {
                 latex += property.toTex(options);
               } else if (Array.isArray(property)) {
-                latex += property.map(function(arg2, index2) {
-                  if (isNode(arg2)) {
-                    return arg2.toTex(options);
+                latex += property.map(function(arg, index) {
+                  if (isNode(arg)) {
+                    return arg.toTex(options);
                   }
-                  throw new TypeError("Template: " + match[1] + "[" + index2 + "] is not a Node.");
+                  throw new TypeError("Template: " + match[1] + "[" + index + "] is not a Node.");
                 }).join(",");
               } else {
                 throw new TypeError("Template: " + match[1] + " has to be a Node, String or array of Nodes");
@@ -29155,7 +29661,7 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
     latex += template.slice(inputPos);
     return latex;
   }
-  class FunctionNode2 extends Node2 {
+  class FunctionNode extends Node {
     /**
      * @constructor FunctionNode
      * @extends {./Node}
@@ -29168,7 +29674,7 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
     constructor(fn, args) {
       super();
       if (typeof fn === "string") {
-        fn = new SymbolNode2(fn);
+        fn = new SymbolNode(fn);
       }
       if (!isNode(fn))
         throw new TypeError('Node expected as parameter "fn"');
@@ -29202,7 +29708,7 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
      *                        evalNode(scope: Object, args: Object, context: *)
      */
     _compile(math3, argNames) {
-      var evalArgs = this.args.map((arg2) => arg2._compile(math3, argNames));
+      var evalArgs = this.args.map((arg) => arg._compile(math3, argNames));
       if (isSymbolNode(this.fn)) {
         var _name = this.fn.name;
         if (!argNames[_name]) {
@@ -29215,7 +29721,7 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
             } else if (_name in math3) {
               value = getSafeProperty(math3, _name);
             } else {
-              return FunctionNode2.onUndefinedFunction(_name);
+              return FunctionNode.onUndefinedFunction(_name);
             }
             if (typeof value === "function") {
               return value;
@@ -29251,8 +29757,8 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
               default:
                 return function evalFunctionNode(scope, args, context) {
                   var fn2 = resolveFn(scope);
-                  var values = evalArgs.map((evalArg) => evalArg(scope, args, context));
-                  return fn2(...values);
+                  var values2 = evalArgs.map((evalArg) => evalArg(scope, args, context));
+                  return fn2(...values2);
                 };
             }
           }
@@ -29266,8 +29772,8 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
             if (fn2.rawArgs) {
               return fn2(_rawArgs, math3, createSubScope(scope, args), scope);
             } else {
-              var values = evalArgs.map((evalArg) => evalArg(scope, args, context));
-              return fn2.apply(fn2, values);
+              var values2 = evalArgs.map((evalArg) => evalArg(scope, args, context));
+              return fn2.apply(fn2, values2);
             }
           };
         }
@@ -29281,8 +29787,8 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
           if (fn2 !== null && fn2 !== void 0 && fn2.rawArgs) {
             return fn2(_rawArgs2, math3, createSubScope(scope, args), scope);
           } else {
-            var values = evalArgs.map((evalArg) => evalArg(scope, args, context));
-            return fn2.apply(object, values);
+            var values2 = evalArgs.map((evalArg) => evalArg(scope, args, context));
+            return fn2.apply(object, values2);
           }
         };
       } else {
@@ -29297,8 +29803,8 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
           if (fn2.rawArgs) {
             return fn2(_rawArgs3, math3, createSubScope(scope, args), scope);
           } else {
-            var values = evalArgs.map((evalArg) => evalArg(scope, args, context));
-            return fn2.apply(fn2, values);
+            var values2 = evalArgs.map((evalArg) => evalArg(scope, args, context));
+            return fn2.apply(fn2, values2);
           }
         };
       }
@@ -29309,8 +29815,8 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
      */
     forEach(callback) {
       callback(this.fn, "fn", this);
-      for (var i2 = 0; i2 < this.args.length; i2++) {
-        callback(this.args[i2], "args[" + i2 + "]", this);
+      for (var i = 0; i < this.args.length; i++) {
+        callback(this.args[i], "args[" + i + "]", this);
       }
     }
     /**
@@ -29322,17 +29828,17 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
     map(callback) {
       var fn = this._ifNode(callback(this.fn, "fn", this));
       var args = [];
-      for (var i2 = 0; i2 < this.args.length; i2++) {
-        args[i2] = this._ifNode(callback(this.args[i2], "args[" + i2 + "]", this));
+      for (var i = 0; i < this.args.length; i++) {
+        args[i] = this._ifNode(callback(this.args[i], "args[" + i + "]", this));
       }
-      return new FunctionNode2(fn, args);
+      return new FunctionNode(fn, args);
     }
     /**
      * Create a clone of this node, a shallow copy
      * @return {FunctionNode}
      */
     clone() {
-      return new FunctionNode2(this.fn, this.args.slice(0));
+      return new FunctionNode(this.fn, this.args.slice(0));
     }
     /**
      * Throws an error 'Undefined function {name}'
@@ -29367,8 +29873,8 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
      * @return {string} str
      */
     _toString(options) {
-      var args = this.args.map(function(arg2) {
-        return arg2.toString(options);
+      var args = this.args.map(function(arg) {
+        return arg.toString(options);
       });
       var fn = isFunctionAssignmentNode(this.fn) ? "(" + this.fn.toString(options) + ")" : this.fn.toString(options);
       return fn + "(" + args.join(", ") + ")";
@@ -29397,8 +29903,8 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
      * @return {string} str
      */
     toHTML(options) {
-      var args = this.args.map(function(arg2) {
-        return arg2.toHTML(options);
+      var args = this.args.map(function(arg) {
+        return arg.toHTML(options);
       });
       return '<span class="math-function">' + escape(this.fn) + '</span><span class="math-paranthesis math-round-parenthesis">(</span>' + args.join('<span class="math-separator">,</span>') + '<span class="math-paranthesis math-round-parenthesis">)</span>';
     }
@@ -29429,8 +29935,8 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
      * @return {string} str
      */
     _toTex(options) {
-      var args = this.args.map(function(arg2) {
-        return arg2.toTex(options);
+      var args = this.args.map(function(arg) {
+        return arg.toTex(options);
       });
       var latexConverter;
       if (latexFunctions[this.name]) {
@@ -29470,15 +29976,15 @@ var createFunctionNode = /* @__PURE__ */ factory(name220, dependencies220, (_ref
       return this.type + ":" + this.name;
     }
   }
-  _class = FunctionNode2;
-  _defineProperty(FunctionNode2, "name", name220);
-  _defineProperty(FunctionNode2, "onUndefinedFunction", function(name309) {
+  _class = FunctionNode;
+  _defineProperty(FunctionNode, "name", name220);
+  _defineProperty(FunctionNode, "onUndefinedFunction", function(name309) {
     throw new Error("Undefined function " + name309);
   });
-  _defineProperty(FunctionNode2, "fromJSON", function(json) {
+  _defineProperty(FunctionNode, "fromJSON", function(json) {
     return new _class(json.fn, json.args);
   });
-  return FunctionNode2;
+  return FunctionNode;
 }, {
   isClass: true,
   isNode: true
@@ -29489,27 +29995,27 @@ var name221 = "parse";
 var dependencies221 = ["typed", "numeric", "config", "AccessorNode", "ArrayNode", "AssignmentNode", "BlockNode", "ConditionalNode", "ConstantNode", "FunctionAssignmentNode", "FunctionNode", "IndexNode", "ObjectNode", "OperatorNode", "ParenthesisNode", "RangeNode", "RelationalNode", "SymbolNode"];
 var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
   var {
-    typed: typed3,
-    numeric: numeric3,
-    config: config4,
-    AccessorNode: AccessorNode2,
-    ArrayNode: ArrayNode2,
-    AssignmentNode: AssignmentNode2,
-    BlockNode: BlockNode2,
-    ConditionalNode: ConditionalNode2,
-    ConstantNode: ConstantNode2,
-    FunctionAssignmentNode: FunctionAssignmentNode2,
-    FunctionNode: FunctionNode2,
-    IndexNode: IndexNode2,
-    ObjectNode: ObjectNode2,
-    OperatorNode: OperatorNode2,
-    ParenthesisNode: ParenthesisNode2,
-    RangeNode: RangeNode2,
-    RelationalNode: RelationalNode2,
-    SymbolNode: SymbolNode2
+    typed: typed2,
+    numeric: numeric2,
+    config: config2,
+    AccessorNode,
+    ArrayNode,
+    AssignmentNode,
+    BlockNode,
+    ConditionalNode,
+    ConstantNode,
+    FunctionAssignmentNode,
+    FunctionNode,
+    IndexNode,
+    ObjectNode,
+    OperatorNode,
+    ParenthesisNode,
+    RangeNode,
+    RelationalNode,
+    SymbolNode
   } = _ref;
-  var parse2 = typed3(name221, {
-    string: function string2(expression) {
+  var parse = typed2(name221, {
+    string: function string(expression) {
       return parseStart(expression, {});
     },
     "Array | Matrix": function ArrayMatrix(expressions) {
@@ -29637,7 +30143,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
           next(state);
         }
       }
-      if (parse2.isWhitespace(currentCharacter(state), state.nestingLevel)) {
+      if (parse.isWhitespace(currentCharacter(state), state.nestingLevel)) {
         next(state);
       } else {
         break;
@@ -29677,7 +30183,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       next(state);
       return;
     }
-    if (parse2.isDigitDot(c1)) {
+    if (parse.isDigitDot(c1)) {
       state.tokenType = TOKENTYPE.NUMBER;
       var _c = currentString(state, 2);
       if (_c === "0b" || _c === "0o" || _c === "0x") {
@@ -29685,21 +30191,21 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
         next(state);
         state.token += currentCharacter(state);
         next(state);
-        while (parse2.isHexDigit(currentCharacter(state))) {
+        while (parse.isHexDigit(currentCharacter(state))) {
           state.token += currentCharacter(state);
           next(state);
         }
         if (currentCharacter(state) === ".") {
           state.token += ".";
           next(state);
-          while (parse2.isHexDigit(currentCharacter(state))) {
+          while (parse.isHexDigit(currentCharacter(state))) {
             state.token += currentCharacter(state);
             next(state);
           }
         } else if (currentCharacter(state) === "i") {
           state.token += "i";
           next(state);
-          while (parse2.isDigit(currentCharacter(state))) {
+          while (parse.isDigit(currentCharacter(state))) {
             state.token += currentCharacter(state);
             next(state);
           }
@@ -29709,40 +30215,40 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       if (currentCharacter(state) === ".") {
         state.token += currentCharacter(state);
         next(state);
-        if (!parse2.isDigit(currentCharacter(state))) {
+        if (!parse.isDigit(currentCharacter(state))) {
           state.tokenType = TOKENTYPE.DELIMITER;
           return;
         }
       } else {
-        while (parse2.isDigit(currentCharacter(state))) {
+        while (parse.isDigit(currentCharacter(state))) {
           state.token += currentCharacter(state);
           next(state);
         }
-        if (parse2.isDecimalMark(currentCharacter(state), nextCharacter(state))) {
+        if (parse.isDecimalMark(currentCharacter(state), nextCharacter(state))) {
           state.token += currentCharacter(state);
           next(state);
         }
       }
-      while (parse2.isDigit(currentCharacter(state))) {
+      while (parse.isDigit(currentCharacter(state))) {
         state.token += currentCharacter(state);
         next(state);
       }
       if (currentCharacter(state) === "E" || currentCharacter(state) === "e") {
-        if (parse2.isDigit(nextCharacter(state)) || nextCharacter(state) === "-" || nextCharacter(state) === "+") {
+        if (parse.isDigit(nextCharacter(state)) || nextCharacter(state) === "-" || nextCharacter(state) === "+") {
           state.token += currentCharacter(state);
           next(state);
           if (currentCharacter(state) === "+" || currentCharacter(state) === "-") {
             state.token += currentCharacter(state);
             next(state);
           }
-          if (!parse2.isDigit(currentCharacter(state))) {
+          if (!parse.isDigit(currentCharacter(state))) {
             throw createSyntaxError(state, 'Digit expected, got "' + currentCharacter(state) + '"');
           }
-          while (parse2.isDigit(currentCharacter(state))) {
+          while (parse.isDigit(currentCharacter(state))) {
             state.token += currentCharacter(state);
             next(state);
           }
-          if (parse2.isDecimalMark(currentCharacter(state), nextCharacter(state))) {
+          if (parse.isDecimalMark(currentCharacter(state), nextCharacter(state))) {
             throw createSyntaxError(state, 'Digit expected, got "' + currentCharacter(state) + '"');
           }
         } else if (nextCharacter(state) === ".") {
@@ -29752,8 +30258,8 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       }
       return;
     }
-    if (parse2.isAlpha(currentCharacter(state), prevCharacter(state), nextCharacter(state))) {
-      while (parse2.isAlpha(currentCharacter(state), prevCharacter(state), nextCharacter(state)) || parse2.isDigit(currentCharacter(state))) {
+    if (parse.isAlpha(currentCharacter(state), prevCharacter(state), nextCharacter(state))) {
+      while (parse.isAlpha(currentCharacter(state), prevCharacter(state), nextCharacter(state)) || parse.isDigit(currentCharacter(state))) {
         state.token += currentCharacter(state);
         next(state);
       }
@@ -29782,28 +30288,28 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
   function closeParams(state) {
     state.nestingLevel--;
   }
-  parse2.isAlpha = function isAlpha(c, cPrev, cNext) {
-    return parse2.isValidLatinOrGreek(c) || parse2.isValidMathSymbol(c, cNext) || parse2.isValidMathSymbol(cPrev, c);
+  parse.isAlpha = function isAlpha(c, cPrev, cNext) {
+    return parse.isValidLatinOrGreek(c) || parse.isValidMathSymbol(c, cNext) || parse.isValidMathSymbol(cPrev, c);
   };
-  parse2.isValidLatinOrGreek = function isValidLatinOrGreek(c) {
+  parse.isValidLatinOrGreek = function isValidLatinOrGreek(c) {
     return /^[a-zA-Z_$\u00C0-\u02AF\u0370-\u03FF\u2100-\u214F]$/.test(c);
   };
-  parse2.isValidMathSymbol = function isValidMathSymbol(high, low) {
+  parse.isValidMathSymbol = function isValidMathSymbol(high, low) {
     return /^[\uD835]$/.test(high) && /^[\uDC00-\uDFFF]$/.test(low) && /^[^\uDC55\uDC9D\uDCA0\uDCA1\uDCA3\uDCA4\uDCA7\uDCA8\uDCAD\uDCBA\uDCBC\uDCC4\uDD06\uDD0B\uDD0C\uDD15\uDD1D\uDD3A\uDD3F\uDD45\uDD47-\uDD49\uDD51\uDEA6\uDEA7\uDFCC\uDFCD]$/.test(low);
   };
-  parse2.isWhitespace = function isWhitespace(c, nestingLevel) {
+  parse.isWhitespace = function isWhitespace(c, nestingLevel) {
     return c === " " || c === "	" || c === "\n" && nestingLevel > 0;
   };
-  parse2.isDecimalMark = function isDecimalMark(c, cNext) {
+  parse.isDecimalMark = function isDecimalMark(c, cNext) {
     return c === "." && cNext !== "/" && cNext !== "*" && cNext !== "^";
   };
-  parse2.isDigitDot = function isDigitDot(c) {
+  parse.isDigitDot = function isDigitDot(c) {
     return c >= "0" && c <= "9" || c === ".";
   };
-  parse2.isDigit = function isDigit(c) {
+  parse.isDigit = function isDigit(c) {
     return c >= "0" && c <= "9";
   };
-  parse2.isHexDigit = function isHexDigit(c) {
+  parse.isHexDigit = function isHexDigit(c) {
     return c >= "0" && c <= "9" || c >= "a" && c <= "f" || c >= "A" && c <= "F";
   };
   function parseStart(expression, extraNodes) {
@@ -29855,10 +30361,10 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       }
     }
     if (blocks.length > 0) {
-      return new BlockNode2(blocks);
+      return new BlockNode(blocks);
     } else {
       if (!node) {
-        node = new ConstantNode2(void 0);
+        node = new ConstantNode(void 0);
         if (state.comment) {
           node.comment = state.comment;
         }
@@ -29874,18 +30380,18 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
         name309 = node.name;
         getTokenSkipNewline(state);
         value = parseAssignment(state);
-        return new AssignmentNode2(new SymbolNode2(name309), value);
+        return new AssignmentNode(new SymbolNode(name309), value);
       } else if (isAccessorNode(node)) {
         getTokenSkipNewline(state);
         value = parseAssignment(state);
-        return new AssignmentNode2(node.object, node.index, value);
+        return new AssignmentNode(node.object, node.index, value);
       } else if (isFunctionNode(node) && isSymbolNode(node.fn)) {
         valid = true;
         args = [];
         name309 = node.name;
-        node.args.forEach(function(arg2, index2) {
-          if (isSymbolNode(arg2)) {
-            args[index2] = arg2.name;
+        node.args.forEach(function(arg, index) {
+          if (isSymbolNode(arg)) {
+            args[index] = arg.name;
           } else {
             valid = false;
           }
@@ -29893,7 +30399,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
         if (valid) {
           getTokenSkipNewline(state);
           value = parseAssignment(state);
-          return new FunctionAssignmentNode2(name309, args, value);
+          return new FunctionAssignmentNode(name309, args, value);
         }
       }
       throw createSyntaxError(state, "Invalid left hand side of assignment operator =");
@@ -29913,7 +30419,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       state.conditionalLevel = null;
       getTokenSkipNewline(state);
       var falseExpr = parseAssignment(state);
-      node = new ConditionalNode2(condition, trueExpr, falseExpr);
+      node = new ConditionalNode(condition, trueExpr, falseExpr);
       state.conditionalLevel = prev;
     }
     return node;
@@ -29922,7 +30428,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     var node = parseLogicalXor(state);
     while (state.token === "or") {
       getTokenSkipNewline(state);
-      node = new OperatorNode2("or", "or", [node, parseLogicalXor(state)]);
+      node = new OperatorNode("or", "or", [node, parseLogicalXor(state)]);
     }
     return node;
   }
@@ -29930,7 +30436,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     var node = parseLogicalAnd(state);
     while (state.token === "xor") {
       getTokenSkipNewline(state);
-      node = new OperatorNode2("xor", "xor", [node, parseLogicalAnd(state)]);
+      node = new OperatorNode("xor", "xor", [node, parseLogicalAnd(state)]);
     }
     return node;
   }
@@ -29938,7 +30444,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     var node = parseBitwiseOr(state);
     while (state.token === "and") {
       getTokenSkipNewline(state);
-      node = new OperatorNode2("and", "and", [node, parseBitwiseOr(state)]);
+      node = new OperatorNode("and", "and", [node, parseBitwiseOr(state)]);
     }
     return node;
   }
@@ -29946,7 +30452,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     var node = parseBitwiseXor(state);
     while (state.token === "|") {
       getTokenSkipNewline(state);
-      node = new OperatorNode2("|", "bitOr", [node, parseBitwiseXor(state)]);
+      node = new OperatorNode("|", "bitOr", [node, parseBitwiseXor(state)]);
     }
     return node;
   }
@@ -29954,7 +30460,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     var node = parseBitwiseAnd(state);
     while (state.token === "^|") {
       getTokenSkipNewline(state);
-      node = new OperatorNode2("^|", "bitXor", [node, parseBitwiseAnd(state)]);
+      node = new OperatorNode("^|", "bitXor", [node, parseBitwiseAnd(state)]);
     }
     return node;
   }
@@ -29962,7 +30468,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     var node = parseRelational(state);
     while (state.token === "&") {
       getTokenSkipNewline(state);
-      node = new OperatorNode2("&", "bitAnd", [node, parseRelational(state)]);
+      node = new OperatorNode("&", "bitAnd", [node, parseRelational(state)]);
     }
     return node;
   }
@@ -29989,9 +30495,9 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     if (params.length === 1) {
       return params[0];
     } else if (params.length === 2) {
-      return new OperatorNode2(conditionals[0].name, conditionals[0].fn, params);
+      return new OperatorNode(conditionals[0].name, conditionals[0].fn, params);
     } else {
-      return new RelationalNode2(conditionals.map((c) => c.fn), params);
+      return new RelationalNode(conditionals.map((c) => c.fn), params);
     }
   }
   function parseShift(state) {
@@ -30007,7 +30513,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       fn = operators[name309];
       getTokenSkipNewline(state);
       params = [node, parseConversion(state)];
-      node = new OperatorNode2(name309, fn, params);
+      node = new OperatorNode(name309, fn, params);
     }
     return node;
   }
@@ -30024,10 +30530,10 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       fn = operators[name309];
       getTokenSkipNewline(state);
       if (name309 === "in" && state.token === "") {
-        node = new OperatorNode2("*", "multiply", [node, new SymbolNode2("in")], true);
+        node = new OperatorNode("*", "multiply", [node, new SymbolNode("in")], true);
       } else {
         params = [node, parseRange(state)];
-        node = new OperatorNode2(name309, fn, params);
+        node = new OperatorNode(name309, fn, params);
       }
     }
     return node;
@@ -30036,7 +30542,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     var node;
     var params = [];
     if (state.token === ":") {
-      node = new ConstantNode2(1);
+      node = new ConstantNode(1);
     } else {
       node = parseAddSubtract(state);
     }
@@ -30045,15 +30551,15 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       while (state.token === ":" && params.length < 3) {
         getTokenSkipNewline(state);
         if (state.token === ")" || state.token === "]" || state.token === "," || state.token === "") {
-          params.push(new SymbolNode2("end"));
+          params.push(new SymbolNode("end"));
         } else {
           params.push(parseAddSubtract(state));
         }
       }
       if (params.length === 3) {
-        node = new RangeNode2(params[0], params[2], params[1]);
+        node = new RangeNode(params[0], params[2], params[1]);
       } else {
-        node = new RangeNode2(params[0], params[1]);
+        node = new RangeNode(params[0], params[1]);
       }
     }
     return node;
@@ -30071,11 +30577,11 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       getTokenSkipNewline(state);
       var rightNode = parseMultiplyDivide(state);
       if (rightNode.isPercentage) {
-        params = [node, new OperatorNode2("*", "multiply", [node, rightNode])];
+        params = [node, new OperatorNode("*", "multiply", [node, rightNode])];
       } else {
         params = [node, rightNode];
       }
-      node = new OperatorNode2(name309, fn, params);
+      node = new OperatorNode(name309, fn, params);
     }
     return node;
   }
@@ -30095,7 +30601,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
         fn = operators[name309];
         getTokenSkipNewline(state);
         last = parseImplicitMultiplication(state);
-        node = new OperatorNode2(name309, fn, [node, last]);
+        node = new OperatorNode(name309, fn, [node, last]);
       } else {
         break;
       }
@@ -30109,7 +30615,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     while (true) {
       if (state.tokenType === TOKENTYPE.SYMBOL || state.token === "in" && isConstantNode(node) || state.tokenType === TOKENTYPE.NUMBER && !isConstantNode(last) && (!isOperatorNode(last) || last.op === "!") || state.token === "(") {
         last = parseRule2(state);
-        node = new OperatorNode2(
+        node = new OperatorNode(
           "*",
           "multiply",
           [node, last],
@@ -30137,7 +30643,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
             _extends(state, tokenStates.pop());
             tokenStates.pop();
             last = parsePercentage(state);
-            node = new OperatorNode2("/", "divide", [node, last]);
+            node = new OperatorNode("/", "divide", [node, last]);
           } else {
             tokenStates.pop();
             _extends(state, tokenStates.pop());
@@ -30165,10 +30671,10 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       fn = operators[name309];
       getTokenSkipNewline(state);
       if (name309 === "%" && state.tokenType === TOKENTYPE.DELIMITER && state.token !== "(") {
-        node = new OperatorNode2("/", "divide", [node, new ConstantNode2(100)], false, true);
+        node = new OperatorNode("/", "divide", [node, new ConstantNode(100)], false, true);
       } else {
         params = [node, parseUnary(state)];
-        node = new OperatorNode2(name309, fn, params);
+        node = new OperatorNode(name309, fn, params);
       }
     }
     return node;
@@ -30186,7 +30692,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       name309 = state.token;
       getTokenSkipNewline(state);
       params = [parseUnary(state)];
-      return new OperatorNode2(name309, fn, params);
+      return new OperatorNode(name309, fn, params);
     }
     return parsePow(state);
   }
@@ -30198,7 +30704,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       fn = name309 === "^" ? "pow" : "dotPow";
       getTokenSkipNewline(state);
       params = [node, parseUnary(state)];
-      node = new OperatorNode2(name309, fn, params);
+      node = new OperatorNode(name309, fn, params);
     }
     return node;
   }
@@ -30214,7 +30720,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       fn = operators[name309];
       getToken(state);
       params = [node];
-      node = new OperatorNode2(name309, fn, params);
+      node = new OperatorNode(name309, fn, params);
       node = parseAccessors(state, node);
     }
     return node;
@@ -30251,11 +30757,11 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       name309 = state.token;
       getToken(state);
       if (hasOwnProperty(CONSTANTS, name309)) {
-        node = new ConstantNode2(CONSTANTS[name309]);
+        node = new ConstantNode(CONSTANTS[name309]);
       } else if (NUMERIC_CONSTANTS.indexOf(name309) !== -1) {
-        node = new ConstantNode2(numeric3(name309, "number"));
+        node = new ConstantNode(numeric2(name309, "number"));
       } else {
-        node = new SymbolNode2(name309);
+        node = new SymbolNode(name309);
       }
       node = parseAccessors(state, node);
       return node;
@@ -30282,7 +30788,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
           }
           closeParams(state);
           getToken(state);
-          node = new FunctionNode2(node, params);
+          node = new FunctionNode(node, params);
         } else {
           return node;
         }
@@ -30301,17 +30807,17 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
         }
         closeParams(state);
         getToken(state);
-        node = new AccessorNode2(node, new IndexNode2(params));
+        node = new AccessorNode(node, new IndexNode(params));
       } else {
         getToken(state);
         var isPropertyName = state.tokenType === TOKENTYPE.SYMBOL || state.tokenType === TOKENTYPE.DELIMITER && state.token in NAMED_DELIMITERS;
         if (!isPropertyName) {
           throw createSyntaxError(state, "Property name expected after dot");
         }
-        params.push(new ConstantNode2(state.token));
+        params.push(new ConstantNode(state.token));
         getToken(state);
         var dotNotation = true;
-        node = new AccessorNode2(node, new IndexNode2(params, dotNotation));
+        node = new AccessorNode(node, new IndexNode(params, dotNotation));
       }
     }
     return node;
@@ -30320,7 +30826,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     var node, str;
     if (state.token === '"') {
       str = parseDoubleQuotesStringToken(state);
-      node = new ConstantNode2(str);
+      node = new ConstantNode(str);
       node = parseAccessors(state, node);
       return node;
     }
@@ -30350,7 +30856,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     var node, str;
     if (state.token === "'") {
       str = parseSingleQuotesStringToken(state);
-      node = new ConstantNode2(str);
+      node = new ConstantNode(str);
       node = parseAccessors(state, node);
       return node;
     }
@@ -30382,10 +30888,10 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       openParams(state);
       getToken(state);
       if (state.token !== "]") {
-        var row2 = parseRow(state);
+        var row = parseRow(state);
         if (state.token === ";") {
           rows = 1;
-          params = [row2];
+          params = [row];
           while (state.token === ";") {
             getToken(state);
             params[rows] = parseRow(state);
@@ -30402,19 +30908,19 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
               throw createError(state, "Column dimensions mismatch (" + params[r].items.length + " !== " + cols + ")");
             }
           }
-          array = new ArrayNode2(params);
+          array = new ArrayNode(params);
         } else {
           if (state.token !== "]") {
             throw createSyntaxError(state, "End of matrix ] expected");
           }
           closeParams(state);
           getToken(state);
-          array = row2;
+          array = row;
         }
       } else {
         closeParams(state);
         getToken(state);
-        array = new ArrayNode2([]);
+        array = new ArrayNode([]);
       }
       return parseAccessors(state, array);
     }
@@ -30428,7 +30934,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       params[len] = parseAssignment(state);
       len++;
     }
-    return new ArrayNode2(params);
+    return new ArrayNode(params);
   }
   function parseObject(state) {
     if (state.token === "{") {
@@ -30460,7 +30966,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       }
       closeParams(state);
       getToken(state);
-      var node = new ObjectNode2(properties2);
+      var node = new ObjectNode(properties2);
       node = parseAccessors(state, node);
       return node;
     }
@@ -30471,7 +30977,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     if (state.tokenType === TOKENTYPE.NUMBER) {
       numberStr = state.token;
       getToken(state);
-      return new ConstantNode2(numeric3(numberStr, config4.number));
+      return new ConstantNode(numeric2(numberStr, config2.number));
     }
     return parseParentheses(state);
   }
@@ -30486,7 +30992,7 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
       }
       closeParams(state);
       getToken(state);
-      node = new ParenthesisNode2(node);
+      node = new ParenthesisNode(node);
       node = parseAccessors(state, node);
       return node;
     }
@@ -30514,12 +31020,12 @@ var createParse = /* @__PURE__ */ factory(name221, dependencies221, (_ref) => {
     error.char = c;
     return error;
   }
-  typed3.addConversion({
+  typed2.addConversion({
     from: "string",
     to: "Node",
-    convert: parse2
+    convert: parse
   });
-  return parse2;
+  return parse;
 });
 
 // node_modules/mathjs/lib/esm/expression/function/compile.js
@@ -30527,16 +31033,16 @@ var name222 = "compile";
 var dependencies222 = ["typed", "parse"];
 var createCompile = /* @__PURE__ */ factory(name222, dependencies222, (_ref) => {
   var {
-    typed: typed3,
-    parse: parse2
+    typed: typed2,
+    parse
   } = _ref;
-  return typed3(name222, {
-    string: function string2(expr) {
-      return parse2(expr).compile();
+  return typed2(name222, {
+    string: function string(expr) {
+      return parse(expr).compile();
     },
     "Array | Matrix": function ArrayMatrix(expr) {
       return deepMap(expr, function(entry) {
-        return parse2(entry).compile();
+        return parse(entry).compile();
       });
     }
   });
@@ -30547,26 +31053,26 @@ var name223 = "evaluate";
 var dependencies223 = ["typed", "parse"];
 var createEvaluate = /* @__PURE__ */ factory(name223, dependencies223, (_ref) => {
   var {
-    typed: typed3,
-    parse: parse2
+    typed: typed2,
+    parse
   } = _ref;
-  return typed3(name223, {
-    string: function string2(expr) {
+  return typed2(name223, {
+    string: function string(expr) {
       var scope = createEmptyMap();
-      return parse2(expr).compile().evaluate(scope);
+      return parse(expr).compile().evaluate(scope);
     },
     "string, Map | Object": function stringMapObject(expr, scope) {
-      return parse2(expr).compile().evaluate(scope);
+      return parse(expr).compile().evaluate(scope);
     },
     "Array | Matrix": function ArrayMatrix(expr) {
       var scope = createEmptyMap();
       return deepMap(expr, function(entry) {
-        return parse2(entry).compile().evaluate(scope);
+        return parse(entry).compile().evaluate(scope);
       });
     },
     "Array | Matrix, Map | Object": function ArrayMatrixMapObject(expr, scope) {
       return deepMap(expr, function(entry) {
-        return parse2(entry).compile().evaluate(scope);
+        return parse(entry).compile().evaluate(scope);
       });
     }
   });
@@ -30579,8 +31085,8 @@ var createParserClass = /* @__PURE__ */ factory(name224, dependencies224, (_ref)
   var {
     evaluate: evaluate2
   } = _ref;
-  function Parser2() {
-    if (!(this instanceof Parser2)) {
+  function Parser() {
+    if (!(this instanceof Parser)) {
       throw new SyntaxError("Constructor must be called with the new operator");
     }
     Object.defineProperty(this, "scope", {
@@ -30588,33 +31094,33 @@ var createParserClass = /* @__PURE__ */ factory(name224, dependencies224, (_ref)
       writable: false
     });
   }
-  Parser2.prototype.type = "Parser";
-  Parser2.prototype.isParser = true;
-  Parser2.prototype.evaluate = function(expr) {
+  Parser.prototype.type = "Parser";
+  Parser.prototype.isParser = true;
+  Parser.prototype.evaluate = function(expr) {
     return evaluate2(expr, this.scope);
   };
-  Parser2.prototype.get = function(name309) {
+  Parser.prototype.get = function(name309) {
     if (this.scope.has(name309)) {
       return this.scope.get(name309);
     }
   };
-  Parser2.prototype.getAll = function() {
+  Parser.prototype.getAll = function() {
     return toObject(this.scope);
   };
-  Parser2.prototype.getAllAsMap = function() {
+  Parser.prototype.getAllAsMap = function() {
     return this.scope;
   };
-  Parser2.prototype.set = function(name309, value) {
+  Parser.prototype.set = function(name309, value) {
     this.scope.set(name309, value);
     return value;
   };
-  Parser2.prototype.remove = function(name309) {
+  Parser.prototype.remove = function(name309) {
     this.scope.delete(name309);
   };
-  Parser2.prototype.clear = function() {
+  Parser.prototype.clear = function() {
     this.scope.clear();
   };
-  return Parser2;
+  return Parser;
 }, {
   isClass: true
 });
@@ -30624,12 +31130,12 @@ var name225 = "parser";
 var dependencies225 = ["typed", "Parser"];
 var createParser = /* @__PURE__ */ factory(name225, dependencies225, (_ref) => {
   var {
-    typed: typed3,
-    Parser: Parser2
+    typed: typed2,
+    Parser
   } = _ref;
-  return typed3(name225, {
+  return typed2(name225, {
     "": function _() {
-      return new Parser2();
+      return new Parser();
     }
   });
 });
@@ -30639,29 +31145,29 @@ var name226 = "lup";
 var dependencies226 = ["typed", "matrix", "abs", "addScalar", "divideScalar", "multiplyScalar", "subtract", "larger", "equalScalar", "unaryMinus", "DenseMatrix", "SparseMatrix", "Spa"];
 var createLup = /* @__PURE__ */ factory(name226, dependencies226, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    abs: abs3,
-    addScalar: addScalar2,
-    divideScalar: divideScalar2,
-    multiplyScalar: multiplyScalar2,
-    subtract: subtract2,
-    larger: larger2,
-    equalScalar: equalScalar2,
-    unaryMinus: unaryMinus2,
-    DenseMatrix: DenseMatrix2,
-    SparseMatrix: SparseMatrix2,
-    Spa: Spa2
+    typed: typed2,
+    matrix,
+    abs: abs2,
+    addScalar,
+    divideScalar,
+    multiplyScalar,
+    subtract,
+    larger,
+    equalScalar,
+    unaryMinus,
+    DenseMatrix,
+    SparseMatrix,
+    Spa
   } = _ref;
-  return typed3(name226, {
-    DenseMatrix: function DenseMatrix3(m) {
+  return typed2(name226, {
+    DenseMatrix: function DenseMatrix2(m) {
       return _denseLUP(m);
     },
-    SparseMatrix: function SparseMatrix3(m) {
+    SparseMatrix: function SparseMatrix2(m) {
       return _sparseLUP(m);
     },
     Array: function Array2(a) {
-      var m = matrix2(a);
+      var m = matrix(a);
       var r = _denseLUP(m);
       return {
         L: r.L.valueOf(),
@@ -30679,92 +31185,92 @@ var createLup = /* @__PURE__ */ factory(name226, dependencies226, (_ref) => {
     var lsize = [rows, n];
     var udata = [];
     var usize = [n, columns];
-    var i2, j, k;
+    var i, j, k;
     var p = [];
-    for (i2 = 0; i2 < rows; i2++) {
-      p[i2] = i2;
+    for (i = 0; i < rows; i++) {
+      p[i] = i;
     }
     for (j = 0; j < columns; j++) {
       if (j > 0) {
-        for (i2 = 0; i2 < rows; i2++) {
-          var min3 = Math.min(i2, j);
+        for (i = 0; i < rows; i++) {
+          var min2 = Math.min(i, j);
           var s = 0;
-          for (k = 0; k < min3; k++) {
-            s = addScalar2(s, multiplyScalar2(data[i2][k], data[k][j]));
+          for (k = 0; k < min2; k++) {
+            s = addScalar(s, multiplyScalar(data[i][k], data[k][j]));
           }
-          data[i2][j] = subtract2(data[i2][j], s);
+          data[i][j] = subtract(data[i][j], s);
         }
       }
-      var pi3 = j;
+      var pi2 = j;
       var pabsv = 0;
       var vjj = 0;
-      for (i2 = j; i2 < rows; i2++) {
-        var v = data[i2][j];
-        var absv = abs3(v);
-        if (larger2(absv, pabsv)) {
-          pi3 = i2;
+      for (i = j; i < rows; i++) {
+        var v = data[i][j];
+        var absv = abs2(v);
+        if (larger(absv, pabsv)) {
+          pi2 = i;
           pabsv = absv;
           vjj = v;
         }
       }
-      if (j !== pi3) {
-        p[j] = [p[pi3], p[pi3] = p[j]][0];
-        DenseMatrix2._swapRows(j, pi3, data);
+      if (j !== pi2) {
+        p[j] = [p[pi2], p[pi2] = p[j]][0];
+        DenseMatrix._swapRows(j, pi2, data);
       }
       if (j < rows) {
-        for (i2 = j + 1; i2 < rows; i2++) {
-          var vij = data[i2][j];
-          if (!equalScalar2(vij, 0)) {
-            data[i2][j] = divideScalar2(data[i2][j], vjj);
+        for (i = j + 1; i < rows; i++) {
+          var vij = data[i][j];
+          if (!equalScalar(vij, 0)) {
+            data[i][j] = divideScalar(data[i][j], vjj);
           }
         }
       }
     }
     for (j = 0; j < columns; j++) {
-      for (i2 = 0; i2 < rows; i2++) {
+      for (i = 0; i < rows; i++) {
         if (j === 0) {
-          if (i2 < columns) {
-            udata[i2] = [];
+          if (i < columns) {
+            udata[i] = [];
           }
-          ldata[i2] = [];
+          ldata[i] = [];
         }
-        if (i2 < j) {
-          if (i2 < columns) {
-            udata[i2][j] = data[i2][j];
+        if (i < j) {
+          if (i < columns) {
+            udata[i][j] = data[i][j];
           }
           if (j < rows) {
-            ldata[i2][j] = 0;
+            ldata[i][j] = 0;
           }
           continue;
         }
-        if (i2 === j) {
-          if (i2 < columns) {
-            udata[i2][j] = data[i2][j];
+        if (i === j) {
+          if (i < columns) {
+            udata[i][j] = data[i][j];
           }
           if (j < rows) {
-            ldata[i2][j] = 1;
+            ldata[i][j] = 1;
           }
           continue;
         }
-        if (i2 < columns) {
-          udata[i2][j] = 0;
+        if (i < columns) {
+          udata[i][j] = 0;
         }
         if (j < rows) {
-          ldata[i2][j] = data[i2][j];
+          ldata[i][j] = data[i][j];
         }
       }
     }
-    var l = new DenseMatrix2({
+    var l = new DenseMatrix({
       data: ldata,
       size: lsize
     });
-    var u = new DenseMatrix2({
+    var u = new DenseMatrix({
       data: udata,
       size: usize
     });
     var pv = [];
-    for (i2 = 0, n = p.length; i2 < n; i2++) {
-      pv[p[i2]] = i2;
+    for (i = 0, n = p.length; i < n; i++) {
+      pv[p[i]] = i;
     }
     return {
       L: l,
@@ -30779,8 +31285,8 @@ var createLup = /* @__PURE__ */ factory(name226, dependencies226, (_ref) => {
     var rows = m._size[0];
     var columns = m._size[1];
     var n = Math.min(rows, columns);
-    var values = m._values;
-    var index2 = m._index;
+    var values2 = m._values;
+    var index = m._index;
     var ptr = m._ptr;
     var lvalues = [];
     var lindex = [];
@@ -30790,12 +31296,12 @@ var createLup = /* @__PURE__ */ factory(name226, dependencies226, (_ref) => {
     var uindex = [];
     var uptr = [];
     var usize = [n, columns];
-    var i2, j, k;
+    var i, j, k;
     var pvCo = [];
     var pvOc = [];
-    for (i2 = 0; i2 < rows; i2++) {
-      pvCo[i2] = i2;
-      pvOc[i2] = i2;
+    for (i = 0; i < rows; i++) {
+      pvCo[i] = i;
+      pvOc[i] = i;
     }
     var swapIndeces = function swapIndeces2(x, y) {
       var kx = pvOc[x];
@@ -30806,7 +31312,7 @@ var createLup = /* @__PURE__ */ factory(name226, dependencies226, (_ref) => {
       pvOc[y] = kx;
     };
     var _loop = function _loop2() {
-      var spa = new Spa2();
+      var spa = new Spa();
       if (j < rows) {
         lptr.push(lvalues.length);
         lvalues.push(1);
@@ -30816,42 +31322,42 @@ var createLup = /* @__PURE__ */ factory(name226, dependencies226, (_ref) => {
       var k0 = ptr[j];
       var k1 = ptr[j + 1];
       for (k = k0; k < k1; k++) {
-        i2 = index2[k];
-        spa.set(pvCo[i2], values[k]);
+        i = index[k];
+        spa.set(pvCo[i], values2[k]);
       }
       if (j > 0) {
         spa.forEach(0, j - 1, function(k2, vkj) {
-          SparseMatrix2._forEachRow(k2, lvalues, lindex, lptr, function(i3, vik) {
-            if (i3 > k2) {
-              spa.accumulate(i3, unaryMinus2(multiplyScalar2(vik, vkj)));
+          SparseMatrix._forEachRow(k2, lvalues, lindex, lptr, function(i2, vik) {
+            if (i2 > k2) {
+              spa.accumulate(i2, unaryMinus(multiplyScalar(vik, vkj)));
             }
           });
         });
       }
-      var pi3 = j;
+      var pi2 = j;
       var vjj = spa.get(j);
-      var pabsv = abs3(vjj);
+      var pabsv = abs2(vjj);
       spa.forEach(j + 1, rows - 1, function(x, v) {
-        var absv = abs3(v);
-        if (larger2(absv, pabsv)) {
-          pi3 = x;
+        var absv = abs2(v);
+        if (larger(absv, pabsv)) {
+          pi2 = x;
           pabsv = absv;
           vjj = v;
         }
       });
-      if (j !== pi3) {
-        SparseMatrix2._swapRows(j, pi3, lsize[1], lvalues, lindex, lptr);
-        SparseMatrix2._swapRows(j, pi3, usize[1], uvalues, uindex, uptr);
-        spa.swap(j, pi3);
-        swapIndeces(j, pi3);
+      if (j !== pi2) {
+        SparseMatrix._swapRows(j, pi2, lsize[1], lvalues, lindex, lptr);
+        SparseMatrix._swapRows(j, pi2, usize[1], uvalues, uindex, uptr);
+        spa.swap(j, pi2);
+        swapIndeces(j, pi2);
       }
       spa.forEach(0, rows - 1, function(x, v) {
         if (x <= j) {
           uvalues.push(v);
           uindex.push(x);
         } else {
-          v = divideScalar2(v, vjj);
-          if (!equalScalar2(v, 0)) {
+          v = divideScalar(v, vjj);
+          if (!equalScalar(v, 0)) {
             lvalues.push(v);
             lindex.push(x);
           }
@@ -30864,13 +31370,13 @@ var createLup = /* @__PURE__ */ factory(name226, dependencies226, (_ref) => {
     uptr.push(uvalues.length);
     lptr.push(lvalues.length);
     return {
-      L: new SparseMatrix2({
+      L: new SparseMatrix({
         values: lvalues,
         index: lindex,
         ptr: lptr,
         size: lsize
       }),
-      U: new SparseMatrix2({
+      U: new SparseMatrix({
         values: uvalues,
         index: uindex,
         ptr: uptr,
@@ -30889,31 +31395,31 @@ var name227 = "qr";
 var dependencies227 = ["typed", "matrix", "zeros", "identity", "isZero", "equal", "sign", "sqrt", "conj", "unaryMinus", "addScalar", "divideScalar", "multiplyScalar", "subtract", "complex"];
 var createQr = /* @__PURE__ */ factory(name227, dependencies227, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    zeros: zeros3,
-    identity: identity2,
-    isZero: isZero2,
-    equal: equal2,
-    sign: sign4,
-    sqrt: sqrt3,
-    conj: conj2,
-    unaryMinus: unaryMinus2,
-    addScalar: addScalar2,
-    divideScalar: divideScalar2,
-    multiplyScalar: multiplyScalar2,
-    subtract: subtract2,
-    complex: complex2
+    typed: typed2,
+    matrix,
+    zeros: zeros2,
+    identity,
+    isZero,
+    equal,
+    sign: sign3,
+    sqrt: sqrt2,
+    conj,
+    unaryMinus,
+    addScalar,
+    divideScalar,
+    multiplyScalar,
+    subtract,
+    complex
   } = _ref;
-  return _extends(typed3(name227, {
-    DenseMatrix: function DenseMatrix2(m) {
+  return _extends(typed2(name227, {
+    DenseMatrix: function DenseMatrix(m) {
       return _denseQR(m);
     },
-    SparseMatrix: function SparseMatrix2(m) {
+    SparseMatrix: function SparseMatrix(m) {
       return _sparseQR(m);
     },
     Array: function Array2(a) {
-      var m = matrix2(a);
+      var m = matrix(a);
       var r = _denseQR(m);
       return {
         Q: r.Q.valueOf(),
@@ -30926,47 +31432,47 @@ var createQr = /* @__PURE__ */ factory(name227, dependencies227, (_ref) => {
   function _denseQRimpl(m) {
     var rows = m._size[0];
     var cols = m._size[1];
-    var Q2 = identity2([rows], "dense");
+    var Q2 = identity([rows], "dense");
     var Qdata = Q2._data;
     var R = m.clone();
     var Rdata = R._data;
-    var i2, j, k;
-    var w = zeros3([rows], "");
+    var i, j, k;
+    var w = zeros2([rows], "");
     for (k = 0; k < Math.min(cols, rows); ++k) {
       var pivot = Rdata[k][k];
-      var sgn = unaryMinus2(equal2(pivot, 0) ? 1 : sign4(pivot));
-      var conjSgn = conj2(sgn);
+      var sgn = unaryMinus(equal(pivot, 0) ? 1 : sign3(pivot));
+      var conjSgn = conj(sgn);
       var alphaSquared = 0;
-      for (i2 = k; i2 < rows; i2++) {
-        alphaSquared = addScalar2(alphaSquared, multiplyScalar2(Rdata[i2][k], conj2(Rdata[i2][k])));
+      for (i = k; i < rows; i++) {
+        alphaSquared = addScalar(alphaSquared, multiplyScalar(Rdata[i][k], conj(Rdata[i][k])));
       }
-      var alpha = multiplyScalar2(sgn, sqrt3(alphaSquared));
-      if (!isZero2(alpha)) {
-        var u1 = subtract2(pivot, alpha);
+      var alpha = multiplyScalar(sgn, sqrt2(alphaSquared));
+      if (!isZero(alpha)) {
+        var u1 = subtract(pivot, alpha);
         w[k] = 1;
-        for (i2 = k + 1; i2 < rows; i2++) {
-          w[i2] = divideScalar2(Rdata[i2][k], u1);
+        for (i = k + 1; i < rows; i++) {
+          w[i] = divideScalar(Rdata[i][k], u1);
         }
-        var tau3 = unaryMinus2(conj2(divideScalar2(u1, alpha)));
+        var tau2 = unaryMinus(conj(divideScalar(u1, alpha)));
         var s = void 0;
         for (j = k; j < cols; j++) {
           s = 0;
-          for (i2 = k; i2 < rows; i2++) {
-            s = addScalar2(s, multiplyScalar2(conj2(w[i2]), Rdata[i2][j]));
+          for (i = k; i < rows; i++) {
+            s = addScalar(s, multiplyScalar(conj(w[i]), Rdata[i][j]));
           }
-          s = multiplyScalar2(s, tau3);
-          for (i2 = k; i2 < rows; i2++) {
-            Rdata[i2][j] = multiplyScalar2(subtract2(Rdata[i2][j], multiplyScalar2(w[i2], s)), conjSgn);
+          s = multiplyScalar(s, tau2);
+          for (i = k; i < rows; i++) {
+            Rdata[i][j] = multiplyScalar(subtract(Rdata[i][j], multiplyScalar(w[i], s)), conjSgn);
           }
         }
-        for (i2 = 0; i2 < rows; i2++) {
+        for (i = 0; i < rows; i++) {
           s = 0;
           for (j = k; j < rows; j++) {
-            s = addScalar2(s, multiplyScalar2(Qdata[i2][j], w[j]));
+            s = addScalar(s, multiplyScalar(Qdata[i][j], w[j]));
           }
-          s = multiplyScalar2(s, tau3);
+          s = multiplyScalar(s, tau2);
           for (j = k; j < rows; ++j) {
-            Qdata[i2][j] = divideScalar2(subtract2(Qdata[i2][j], multiplyScalar2(s, conj2(w[j]))), conjSgn);
+            Qdata[i][j] = divideScalar(subtract(Qdata[i][j], multiplyScalar(s, conj(w[j]))), conjSgn);
           }
         }
       }
@@ -30983,10 +31489,10 @@ var createQr = /* @__PURE__ */ factory(name227, dependencies227, (_ref) => {
     var ret = _denseQRimpl(m);
     var Rdata = ret.R._data;
     if (m._data.length > 0) {
-      var zero = Rdata[0][0].type === "Complex" ? complex2(0) : 0;
-      for (var i2 = 0; i2 < Rdata.length; ++i2) {
-        for (var j = 0; j < i2 && j < (Rdata[0] || []).length; ++j) {
-          Rdata[i2][j] = zero;
+      var zero = Rdata[0][0].type === "Complex" ? complex(0) : 0;
+      for (var i = 0; i < Rdata.length; ++i) {
+        for (var j = 0; j < i && j < (Rdata[0] || []).length; ++j) {
+          Rdata[i][j] = zero;
         }
       }
     }
@@ -30998,7 +31504,7 @@ var createQr = /* @__PURE__ */ factory(name227, dependencies227, (_ref) => {
 });
 
 // node_modules/mathjs/lib/esm/function/algebra/sparse/csPermute.js
-function csPermute(a, pinv2, q, values) {
+function csPermute(a, pinv, q, values2) {
   var avalues = a._values;
   var aindex = a._index;
   var aptr = a._ptr;
@@ -31006,7 +31512,7 @@ function csPermute(a, pinv2, q, values) {
   var adt = a._datatype;
   var m = asize[0];
   var n = asize[1];
-  var cvalues = values && a._values ? [] : null;
+  var cvalues = values2 && a._values ? [] : null;
   var cindex = [];
   var cptr = [];
   var nz = 0;
@@ -31014,7 +31520,7 @@ function csPermute(a, pinv2, q, values) {
     cptr[k] = nz;
     var j = q ? q[k] : k;
     for (var t0 = aptr[j], t1 = aptr[j + 1], t = t0; t < t1; t++) {
-      var r = pinv2 ? pinv2[aindex[t]] : aindex[t];
+      var r = pinv ? pinv[aindex[t]] : aindex[t];
       cindex[nz] = r;
       if (cvalues) {
         cvalues[nz] = avalues[t];
@@ -31038,14 +31544,14 @@ function csTdfs(j, k, w, head, next, post, stack) {
   w[stack] = j;
   while (top >= 0) {
     var p = w[stack + top];
-    var i2 = w[head + p];
-    if (i2 === -1) {
+    var i = w[head + p];
+    if (i === -1) {
       top--;
       post[k++] = p;
     } else {
-      w[head + p] = w[next + i2];
+      w[head + p] = w[next + i];
       ++top;
-      w[stack + top] = i2;
+      w[stack + top] = i;
     }
   }
   return k;
@@ -31096,10 +31602,10 @@ function csEtree(a, ata) {
   var w = [];
   var ancestor = 0;
   var prev = n;
-  var i2, inext;
+  var i, inext;
   if (ata) {
-    for (i2 = 0; i2 < m; i2++) {
-      w[prev + i2] = -1;
+    for (i = 0; i < m; i++) {
+      w[prev + i] = -1;
     }
   }
   for (var k = 0; k < n; k++) {
@@ -31107,12 +31613,12 @@ function csEtree(a, ata) {
     w[ancestor + k] = -1;
     for (var p0 = aptr[k], p1 = aptr[k + 1], p = p0; p < p1; p++) {
       var r = aindex[p];
-      i2 = ata ? w[prev + r] : r;
-      for (; i2 !== -1 && i2 < k; i2 = inext) {
-        inext = w[ancestor + i2];
-        w[ancestor + i2] = k;
+      i = ata ? w[prev + r] : r;
+      for (; i !== -1 && i < k; i = inext) {
+        inext = w[ancestor + i];
+        w[ancestor + i] = k;
         if (inext === -1) {
-          parent[i2] = k;
+          parent[i] = k;
         }
       }
       if (ata) {
@@ -31153,8 +31659,8 @@ function csFkeep(a, callback, other) {
 }
 
 // node_modules/mathjs/lib/esm/function/algebra/sparse/csFlip.js
-function csFlip(i2) {
-  return -i2 - 2;
+function csFlip(i) {
+  return -i - 2;
 }
 
 // node_modules/mathjs/lib/esm/function/algebra/sparse/csAmd.js
@@ -31162,9 +31668,9 @@ var name228 = "csAmd";
 var dependencies228 = ["add", "multiply", "transpose"];
 var createCsAmd = /* @__PURE__ */ factory(name228, dependencies228, (_ref) => {
   var {
-    add: add3,
-    multiply: multiply2,
-    transpose: transpose2
+    add: add2,
+    multiply,
+    transpose
   } = _ref;
   return function csAmd(order, a) {
     if (!a || order <= 0 || order > 3) {
@@ -31195,7 +31701,7 @@ var createCsAmd = /* @__PURE__ */ factory(name228, dependencies228, (_ref) => {
     var mark = _initializeQuotientGraph(n, cptr, W, len, head, last, next, hhead, nv, w, elen, degree);
     var nel = _initializeDegreeLists(n, cptr, W, degree, elen, w, dense, nv, head, last, next);
     var mindeg = 0;
-    var i2, j, k, k1, k2, e3, pj, ln2, nvi, pk, eln, p1, p2, pn, h, d;
+    var i, j, k, k1, k2, e2, pj, ln2, nvi, pk, eln, p1, p2, pn, h, d;
     while (nel < n) {
       for (k = -1; mindeg < n && (k = W[head + mindeg]) === -1; mindeg++)
         ;
@@ -31213,34 +31719,34 @@ var createCsAmd = /* @__PURE__ */ factory(name228, dependencies228, (_ref) => {
       var pk2 = pk1;
       for (k1 = 1; k1 <= elenk + 1; k1++) {
         if (k1 > elenk) {
-          e3 = k;
+          e2 = k;
           pj = p;
           ln2 = W[len + k] - elenk;
         } else {
-          e3 = cindex[p++];
-          pj = cptr[e3];
-          ln2 = W[len + e3];
+          e2 = cindex[p++];
+          pj = cptr[e2];
+          ln2 = W[len + e2];
         }
         for (k2 = 1; k2 <= ln2; k2++) {
-          i2 = cindex[pj++];
-          if ((nvi = W[nv + i2]) <= 0) {
+          i = cindex[pj++];
+          if ((nvi = W[nv + i]) <= 0) {
             continue;
           }
           dk += nvi;
-          W[nv + i2] = -nvi;
-          cindex[pk2++] = i2;
-          if (W[next + i2] !== -1) {
-            last[W[next + i2]] = last[i2];
+          W[nv + i] = -nvi;
+          cindex[pk2++] = i;
+          if (W[next + i] !== -1) {
+            last[W[next + i]] = last[i];
           }
-          if (last[i2] !== -1) {
-            W[next + last[i2]] = W[next + i2];
+          if (last[i] !== -1) {
+            W[next + last[i]] = W[next + i];
           } else {
-            W[head + W[degree + i2]] = W[next + i2];
+            W[head + W[degree + i]] = W[next + i];
           }
         }
-        if (e3 !== k) {
-          cptr[e3] = csFlip(k);
-          W[w + e3] = 0;
+        if (e2 !== k) {
+          cptr[e2] = csFlip(k);
+          W[w + e2] = 0;
         }
       }
       if (elenk !== 0) {
@@ -31252,43 +31758,43 @@ var createCsAmd = /* @__PURE__ */ factory(name228, dependencies228, (_ref) => {
       W[elen + k] = -2;
       mark = _wclear(mark, lemax, W, w, n);
       for (pk = pk1; pk < pk2; pk++) {
-        i2 = cindex[pk];
-        if ((eln = W[elen + i2]) <= 0) {
+        i = cindex[pk];
+        if ((eln = W[elen + i]) <= 0) {
           continue;
         }
-        nvi = -W[nv + i2];
+        nvi = -W[nv + i];
         var wnvi = mark - nvi;
-        for (p = cptr[i2], p1 = cptr[i2] + eln - 1; p <= p1; p++) {
-          e3 = cindex[p];
-          if (W[w + e3] >= mark) {
-            W[w + e3] -= nvi;
-          } else if (W[w + e3] !== 0) {
-            W[w + e3] = W[degree + e3] + wnvi;
+        for (p = cptr[i], p1 = cptr[i] + eln - 1; p <= p1; p++) {
+          e2 = cindex[p];
+          if (W[w + e2] >= mark) {
+            W[w + e2] -= nvi;
+          } else if (W[w + e2] !== 0) {
+            W[w + e2] = W[degree + e2] + wnvi;
           }
         }
       }
       for (pk = pk1; pk < pk2; pk++) {
-        i2 = cindex[pk];
-        p1 = cptr[i2];
-        p2 = p1 + W[elen + i2] - 1;
+        i = cindex[pk];
+        p1 = cptr[i];
+        p2 = p1 + W[elen + i] - 1;
         pn = p1;
         for (h = 0, d = 0, p = p1; p <= p2; p++) {
-          e3 = cindex[p];
-          if (W[w + e3] !== 0) {
-            var dext = W[w + e3] - mark;
+          e2 = cindex[p];
+          if (W[w + e2] !== 0) {
+            var dext = W[w + e2] - mark;
             if (dext > 0) {
               d += dext;
-              cindex[pn++] = e3;
-              h += e3;
+              cindex[pn++] = e2;
+              h += e2;
             } else {
-              cptr[e3] = csFlip(k);
-              W[w + e3] = 0;
+              cptr[e2] = csFlip(k);
+              W[w + e2] = 0;
             }
           }
         }
-        W[elen + i2] = pn - p1 + 1;
+        W[elen + i] = pn - p1 + 1;
         var p3 = pn;
-        var p4 = p1 + W[len + i2];
+        var p4 = p1 + W[len + i];
         for (p = p2 + 1; p < p4; p++) {
           j = cindex[p];
           var nvj = W[nv + j];
@@ -31300,44 +31806,44 @@ var createCsAmd = /* @__PURE__ */ factory(name228, dependencies228, (_ref) => {
           h += j;
         }
         if (d === 0) {
-          cptr[i2] = csFlip(k);
-          nvi = -W[nv + i2];
+          cptr[i] = csFlip(k);
+          nvi = -W[nv + i];
           dk -= nvi;
           nvk += nvi;
           nel += nvi;
-          W[nv + i2] = 0;
-          W[elen + i2] = -1;
+          W[nv + i] = 0;
+          W[elen + i] = -1;
         } else {
-          W[degree + i2] = Math.min(W[degree + i2], d);
+          W[degree + i] = Math.min(W[degree + i], d);
           cindex[pn] = cindex[p3];
           cindex[p3] = cindex[p1];
           cindex[p1] = k;
-          W[len + i2] = pn - p1 + 1;
+          W[len + i] = pn - p1 + 1;
           h = (h < 0 ? -h : h) % n;
-          W[next + i2] = W[hhead + h];
-          W[hhead + h] = i2;
-          last[i2] = h;
+          W[next + i] = W[hhead + h];
+          W[hhead + h] = i;
+          last[i] = h;
         }
       }
       W[degree + k] = dk;
       lemax = Math.max(lemax, dk);
       mark = _wclear(mark + lemax, lemax, W, w, n);
       for (pk = pk1; pk < pk2; pk++) {
-        i2 = cindex[pk];
-        if (W[nv + i2] >= 0) {
+        i = cindex[pk];
+        if (W[nv + i] >= 0) {
           continue;
         }
-        h = last[i2];
-        i2 = W[hhead + h];
+        h = last[i];
+        i = W[hhead + h];
         W[hhead + h] = -1;
-        for (; i2 !== -1 && W[next + i2] !== -1; i2 = W[next + i2], mark++) {
-          ln2 = W[len + i2];
-          eln = W[elen + i2];
-          for (p = cptr[i2] + 1; p <= cptr[i2] + ln2 - 1; p++) {
+        for (; i !== -1 && W[next + i] !== -1; i = W[next + i], mark++) {
+          ln2 = W[len + i];
+          eln = W[elen + i];
+          for (p = cptr[i] + 1; p <= cptr[i] + ln2 - 1; p++) {
             W[w + cindex[p]] = mark;
           }
-          var jlast = i2;
-          for (j = W[next + i2]; j !== -1; ) {
+          var jlast = i;
+          for (j = W[next + i]; j !== -1; ) {
             var ok = W[len + j] === ln2 && W[elen + j] === eln;
             for (p = cptr[j] + 1; ok && p <= cptr[j] + ln2 - 1; p++) {
               if (W[w + cindex[p]] !== mark) {
@@ -31345,8 +31851,8 @@ var createCsAmd = /* @__PURE__ */ factory(name228, dependencies228, (_ref) => {
               }
             }
             if (ok) {
-              cptr[j] = csFlip(i2);
-              W[nv + i2] += W[nv + j];
+              cptr[j] = csFlip(i);
+              W[nv + i] += W[nv + j];
               W[nv + j] = 0;
               W[elen + j] = -1;
               j = W[next + j];
@@ -31359,22 +31865,22 @@ var createCsAmd = /* @__PURE__ */ factory(name228, dependencies228, (_ref) => {
         }
       }
       for (p = pk1, pk = pk1; pk < pk2; pk++) {
-        i2 = cindex[pk];
-        if ((nvi = -W[nv + i2]) <= 0) {
+        i = cindex[pk];
+        if ((nvi = -W[nv + i]) <= 0) {
           continue;
         }
-        W[nv + i2] = nvi;
-        d = W[degree + i2] + dk - nvi;
+        W[nv + i] = nvi;
+        d = W[degree + i] + dk - nvi;
         d = Math.min(d, n - nel - nvi);
         if (W[head + d] !== -1) {
-          last[W[head + d]] = i2;
+          last[W[head + d]] = i;
         }
-        W[next + i2] = W[head + d];
-        last[i2] = -1;
-        W[head + d] = i2;
+        W[next + i] = W[head + d];
+        last[i] = -1;
+        W[head + d] = i;
         mindeg = Math.min(mindeg, d);
-        W[degree + i2] = d;
-        cindex[p++] = i2;
+        W[degree + i] = d;
+        cindex[p++] = i;
       }
       W[nv + k] = nvk;
       if ((W[len + k] = p - pk1) === 0) {
@@ -31385,8 +31891,8 @@ var createCsAmd = /* @__PURE__ */ factory(name228, dependencies228, (_ref) => {
         cnz = p;
       }
     }
-    for (i2 = 0; i2 < n; i2++) {
-      cptr[i2] = csFlip(cptr[i2]);
+    for (i = 0; i < n; i++) {
+      cptr[i] = csFlip(cptr[i]);
     }
     for (j = 0; j <= n; j++) {
       W[head + j] = -1;
@@ -31398,27 +31904,27 @@ var createCsAmd = /* @__PURE__ */ factory(name228, dependencies228, (_ref) => {
       W[next + j] = W[head + cptr[j]];
       W[head + cptr[j]] = j;
     }
-    for (e3 = n; e3 >= 0; e3--) {
-      if (W[nv + e3] <= 0) {
+    for (e2 = n; e2 >= 0; e2--) {
+      if (W[nv + e2] <= 0) {
         continue;
       }
-      if (cptr[e3] !== -1) {
-        W[next + e3] = W[head + cptr[e3]];
-        W[head + cptr[e3]] = e3;
+      if (cptr[e2] !== -1) {
+        W[next + e2] = W[head + cptr[e2]];
+        W[head + cptr[e2]] = e2;
       }
     }
-    for (k = 0, i2 = 0; i2 <= n; i2++) {
-      if (cptr[i2] === -1) {
-        k = csTdfs(i2, k, W, head, next, P3, w);
+    for (k = 0, i = 0; i <= n; i++) {
+      if (cptr[i] === -1) {
+        k = csTdfs(i, k, W, head, next, P3, w);
       }
     }
     P3.splice(P3.length - 1, 1);
     return P3;
   };
   function _createTargetMatrix(order, a, m, n, dense) {
-    var at = transpose2(a);
+    var at = transpose(a);
     if (order === 1 && n === m) {
-      return add3(a, at);
+      return add2(a, at);
     }
     if (order === 2) {
       var tindex = at._index;
@@ -31435,25 +31941,25 @@ var createCsAmd = /* @__PURE__ */ factory(name228, dependencies228, (_ref) => {
         }
       }
       tptr[m] = p2;
-      a = transpose2(at);
-      return multiply2(at, a);
+      a = transpose(at);
+      return multiply(at, a);
     }
-    return multiply2(at, a);
+    return multiply(at, a);
   }
   function _initializeQuotientGraph(n, cptr, W, len, head, last, next, hhead, nv, w, elen, degree) {
     for (var k = 0; k < n; k++) {
       W[len + k] = cptr[k + 1] - cptr[k];
     }
     W[len + n] = 0;
-    for (var i2 = 0; i2 <= n; i2++) {
-      W[head + i2] = -1;
-      last[i2] = -1;
-      W[next + i2] = -1;
-      W[hhead + i2] = -1;
-      W[nv + i2] = 1;
-      W[w + i2] = 1;
-      W[elen + i2] = 0;
-      W[degree + i2] = W[len + i2];
+    for (var i = 0; i <= n; i++) {
+      W[head + i] = -1;
+      last[i] = -1;
+      W[next + i] = -1;
+      W[hhead + i] = -1;
+      W[nv + i] = 1;
+      W[w + i] = 1;
+      W[elen + i] = 0;
+      W[degree + i] = W[len + i];
     }
     var mark = _wclear(0, 0, W, w, n);
     W[elen + n] = -2;
@@ -31463,26 +31969,26 @@ var createCsAmd = /* @__PURE__ */ factory(name228, dependencies228, (_ref) => {
   }
   function _initializeDegreeLists(n, cptr, W, degree, elen, w, dense, nv, head, last, next) {
     var nel = 0;
-    for (var i2 = 0; i2 < n; i2++) {
-      var d = W[degree + i2];
+    for (var i = 0; i < n; i++) {
+      var d = W[degree + i];
       if (d === 0) {
-        W[elen + i2] = -2;
+        W[elen + i] = -2;
         nel++;
-        cptr[i2] = -1;
-        W[w + i2] = 0;
+        cptr[i] = -1;
+        W[w + i] = 0;
       } else if (d > dense) {
-        W[nv + i2] = 0;
-        W[elen + i2] = -1;
+        W[nv + i] = 0;
+        W[elen + i] = -1;
         nel++;
-        cptr[i2] = csFlip(n);
+        cptr[i] = csFlip(n);
         W[nv + n]++;
       } else {
         var h = W[head + d];
         if (h !== -1) {
-          last[h] = i2;
+          last[h] = i;
         }
-        W[next + i2] = W[head + d];
-        W[head + d] = i2;
+        W[next + i] = W[head + d];
+        W[head + d] = i;
       }
     }
     return nel;
@@ -31498,25 +32004,25 @@ var createCsAmd = /* @__PURE__ */ factory(name228, dependencies228, (_ref) => {
     }
     return mark;
   }
-  function _diag(i2, j) {
-    return i2 !== j;
+  function _diag(i, j) {
+    return i !== j;
   }
 });
 
 // node_modules/mathjs/lib/esm/function/algebra/sparse/csLeaf.js
-function csLeaf(i2, j, w, first, maxfirst, prevleaf, ancestor) {
+function csLeaf(i, j, w, first, maxfirst, prevleaf, ancestor) {
   var s, sparent;
   var jleaf = 0;
   var q;
-  if (i2 <= j || w[first + j] <= w[maxfirst + i2]) {
+  if (i <= j || w[first + j] <= w[maxfirst + i]) {
     return -1;
   }
-  w[maxfirst + i2] = w[first + j];
-  var jprev = w[prevleaf + i2];
-  w[prevleaf + i2] = j;
+  w[maxfirst + i] = w[first + j];
+  var jprev = w[prevleaf + i];
+  w[prevleaf + i] = j;
   if (jprev === -1) {
     jleaf = 1;
-    q = i2;
+    q = i;
   } else {
     jleaf = 2;
     for (q = jprev; q !== w[ancestor + q]; q = w[ancestor + q])
@@ -31537,7 +32043,7 @@ var name229 = "csCounts";
 var dependencies229 = ["transpose"];
 var createCsCounts = /* @__PURE__ */ factory(name229, dependencies229, (_ref) => {
   var {
-    transpose: transpose2
+    transpose
   } = _ref;
   return function(a, parent, post, ata) {
     if (!a || !parent || !post) {
@@ -31546,7 +32052,7 @@ var createCsCounts = /* @__PURE__ */ factory(name229, dependencies229, (_ref) =>
     var asize = a._size;
     var m = asize[0];
     var n = asize[1];
-    var i2, j, k, J, p, p0, p1;
+    var i, j, k, J, p, p0, p1;
     var s = 4 * n + (ata ? n + m + 1 : 0);
     var w = [];
     var ancestor = 0;
@@ -31559,7 +32065,7 @@ var createCsCounts = /* @__PURE__ */ factory(name229, dependencies229, (_ref) =>
       w[k] = -1;
     }
     var colcount = [];
-    var at = transpose2(a);
+    var at = transpose(a);
     var tindex = at._index;
     var tptr = at._ptr;
     for (k = 0; k < n; k++) {
@@ -31573,16 +32079,16 @@ var createCsCounts = /* @__PURE__ */ factory(name229, dependencies229, (_ref) =>
       for (k = 0; k < n; k++) {
         w[post[k]] = k;
       }
-      for (i2 = 0; i2 < m; i2++) {
-        for (k = n, p0 = tptr[i2], p1 = tptr[i2 + 1], p = p0; p < p1; p++) {
+      for (i = 0; i < m; i++) {
+        for (k = n, p0 = tptr[i], p1 = tptr[i + 1], p = p0; p < p1; p++) {
           k = Math.min(k, w[tindex[p]]);
         }
-        w[next + i2] = w[head + k];
-        w[head + k] = i2;
+        w[next + i] = w[head + k];
+        w[head + k] = i;
       }
     }
-    for (i2 = 0; i2 < n; i2++) {
-      w[ancestor + i2] = i2;
+    for (i = 0; i < n; i++) {
+      w[ancestor + i] = i;
     }
     for (k = 0; k < n; k++) {
       j = post[k];
@@ -31591,8 +32097,8 @@ var createCsCounts = /* @__PURE__ */ factory(name229, dependencies229, (_ref) =>
       }
       for (J = ata ? w[head + k] : j; J !== -1; J = ata ? w[next + J] : -1) {
         for (p = tptr[J]; p < tptr[J + 1]; p++) {
-          i2 = tindex[p];
-          var r = csLeaf(i2, j, w, first, maxfirst, prevleaf, ancestor);
+          i = tindex[p];
+          var r = csLeaf(i, j, w, first, maxfirst, prevleaf, ancestor);
           if (r.jleaf >= 1) {
             colcount[j]++;
           }
@@ -31619,19 +32125,19 @@ var name230 = "csSqr";
 var dependencies230 = ["add", "multiply", "transpose"];
 var createCsSqr = /* @__PURE__ */ factory(name230, dependencies230, (_ref) => {
   var {
-    add: add3,
-    multiply: multiply2,
-    transpose: transpose2
+    add: add2,
+    multiply,
+    transpose
   } = _ref;
   var csAmd = createCsAmd({
-    add: add3,
-    multiply: multiply2,
-    transpose: transpose2
+    add: add2,
+    multiply,
+    transpose
   });
   var csCounts = createCsCounts({
-    transpose: transpose2
+    transpose
   });
-  return function csSqr(order, a, qr2) {
+  return function csSqr(order, a, qr) {
     var aptr = a._ptr;
     var asize = a._size;
     var n = asize[1];
@@ -31641,7 +32147,7 @@ var createCsSqr = /* @__PURE__ */ factory(name230, dependencies230, (_ref) => {
     if (order && !s.q) {
       return null;
     }
-    if (qr2) {
+    if (qr) {
       var c = order ? csPermute(a, null, s.q, 0) : a;
       s.parent = csEtree(c, 1);
       var post = csPost(s.parent, n);
@@ -31666,48 +32172,48 @@ var createCsSqr = /* @__PURE__ */ factory(name230, dependencies230, (_ref) => {
     s.pinv = [];
     s.leftmost = [];
     var parent = s.parent;
-    var pinv2 = s.pinv;
+    var pinv = s.pinv;
     var leftmost = s.leftmost;
     var w = [];
     var next = 0;
     var head = m;
     var tail = m + n;
     var nque = m + 2 * n;
-    var i2, k, p, p0, p1;
+    var i, k, p, p0, p1;
     for (k = 0; k < n; k++) {
       w[head + k] = -1;
       w[tail + k] = -1;
       w[nque + k] = 0;
     }
-    for (i2 = 0; i2 < m; i2++) {
-      leftmost[i2] = -1;
+    for (i = 0; i < m; i++) {
+      leftmost[i] = -1;
     }
     for (k = n - 1; k >= 0; k--) {
       for (p0 = aptr[k], p1 = aptr[k + 1], p = p0; p < p1; p++) {
         leftmost[aindex[p]] = k;
       }
     }
-    for (i2 = m - 1; i2 >= 0; i2--) {
-      pinv2[i2] = -1;
-      k = leftmost[i2];
+    for (i = m - 1; i >= 0; i--) {
+      pinv[i] = -1;
+      k = leftmost[i];
       if (k === -1) {
         continue;
       }
       if (w[nque + k]++ === 0) {
-        w[tail + k] = i2;
+        w[tail + k] = i;
       }
-      w[next + i2] = w[head + k];
-      w[head + k] = i2;
+      w[next + i] = w[head + k];
+      w[head + k] = i;
     }
     s.lnz = 0;
     s.m2 = m;
     for (k = 0; k < n; k++) {
-      i2 = w[head + k];
+      i = w[head + k];
       s.lnz++;
-      if (i2 < 0) {
-        i2 = s.m2++;
+      if (i < 0) {
+        i = s.m2++;
       }
-      pinv2[i2] = k;
+      pinv[i] = k;
       if (--nque[k] <= 0) {
         continue;
       }
@@ -31718,13 +32224,13 @@ var createCsSqr = /* @__PURE__ */ factory(name230, dependencies230, (_ref) => {
           w[tail + pa] = w[tail + k];
         }
         w[next + w[tail + k]] = w[head + pa];
-        w[head + pa] = w[next + i2];
+        w[head + pa] = w[next + i];
         w[nque + pa] += w[nque + k];
       }
     }
-    for (i2 = 0; i2 < m; i2++) {
-      if (pinv2[i2] < 0) {
-        pinv2[i2] = k++;
+    for (i = 0; i < m; i++) {
+      if (pinv[i] < 0) {
+        pinv[i] = k++;
       }
     }
     return true;
@@ -31742,34 +32248,34 @@ function csMark(w, j) {
 }
 
 // node_modules/mathjs/lib/esm/function/algebra/sparse/csUnflip.js
-function csUnflip(i2) {
-  return i2 < 0 ? csFlip(i2) : i2;
+function csUnflip(i) {
+  return i < 0 ? csFlip(i) : i;
 }
 
 // node_modules/mathjs/lib/esm/function/algebra/sparse/csDfs.js
-function csDfs(j, g, top, xi, pinv2) {
-  var index2 = g._index;
+function csDfs(j, g, top, xi, pinv) {
+  var index = g._index;
   var ptr = g._ptr;
-  var size2 = g._size;
-  var n = size2[1];
-  var i2, p, p2;
+  var size = g._size;
+  var n = size[1];
+  var i, p, p2;
   var head = 0;
   xi[0] = j;
   while (head >= 0) {
     j = xi[head];
-    var jnew = pinv2 ? pinv2[j] : j;
+    var jnew = pinv ? pinv[j] : j;
     if (!csMarked(ptr, j)) {
       csMark(ptr, j);
       xi[n + head] = jnew < 0 ? 0 : csUnflip(ptr[jnew]);
     }
     var done = 1;
     for (p = xi[n + head], p2 = jnew < 0 ? 0 : csUnflip(ptr[jnew + 1]); p < p2; p++) {
-      i2 = index2[p];
-      if (csMarked(ptr, i2)) {
+      i = index[p];
+      if (csMarked(ptr, i)) {
         continue;
       }
       xi[n + head] = p;
-      xi[++head] = i2;
+      xi[++head] = i;
       done = 0;
       break;
     }
@@ -31782,7 +32288,7 @@ function csDfs(j, g, top, xi, pinv2) {
 }
 
 // node_modules/mathjs/lib/esm/function/algebra/sparse/csReach.js
-function csReach(g, b, k, xi, pinv2) {
+function csReach(g, b, k, xi, pinv) {
   var gptr = g._ptr;
   var gsize = g._size;
   var bindex = b._index;
@@ -31791,9 +32297,9 @@ function csReach(g, b, k, xi, pinv2) {
   var p, p0, p1;
   var top = n;
   for (p0 = bptr[k], p1 = bptr[k + 1], p = p0; p < p1; p++) {
-    var i2 = bindex[p];
-    if (!csMarked(gptr, i2)) {
-      top = csDfs(i2, g, top, xi, pinv2);
+    var i = bindex[p];
+    if (!csMarked(gptr, i)) {
+      top = csDfs(i, g, top, xi, pinv);
     }
   }
   for (p = top; p < n; p++) {
@@ -31807,11 +32313,11 @@ var name231 = "csSpsolve";
 var dependencies231 = ["divideScalar", "multiply", "subtract"];
 var createCsSpsolve = /* @__PURE__ */ factory(name231, dependencies231, (_ref) => {
   var {
-    divideScalar: divideScalar2,
-    multiply: multiply2,
-    subtract: subtract2
+    divideScalar,
+    multiply,
+    subtract
   } = _ref;
-  return function csSpsolve(g, b, k, xi, x, pinv2, lo) {
+  return function csSpsolve(g, b, k, xi, x, pinv, lo) {
     var gvalues = g._values;
     var gindex = g._index;
     var gptr = g._ptr;
@@ -31821,7 +32327,7 @@ var createCsSpsolve = /* @__PURE__ */ factory(name231, dependencies231, (_ref) =
     var bindex = b._index;
     var bptr = b._ptr;
     var p, p0, p1, q;
-    var top = csReach(g, b, k, xi, pinv2);
+    var top = csReach(g, b, k, xi, pinv);
     for (p = top; p < n; p++) {
       x[xi[p]] = 0;
     }
@@ -31830,18 +32336,18 @@ var createCsSpsolve = /* @__PURE__ */ factory(name231, dependencies231, (_ref) =
     }
     for (var px = top; px < n; px++) {
       var j = xi[px];
-      var J = pinv2 ? pinv2[j] : j;
+      var J = pinv ? pinv[j] : j;
       if (J < 0) {
         continue;
       }
       p0 = gptr[J];
       p1 = gptr[J + 1];
-      x[j] = divideScalar2(x[j], gvalues[lo ? p0 : p1 - 1]);
+      x[j] = divideScalar(x[j], gvalues[lo ? p0 : p1 - 1]);
       p = lo ? p0 + 1 : p0;
       q = lo ? p1 : p1 - 1;
       for (; p < q; p++) {
-        var i2 = gindex[p];
-        x[i2] = subtract2(x[i2], multiply2(gvalues[p], x[j]));
+        var i = gindex[p];
+        x[i] = subtract(x[i], multiply(gvalues[p], x[j]));
       }
     }
     return top;
@@ -31853,25 +32359,25 @@ var name232 = "csLu";
 var dependencies232 = ["abs", "divideScalar", "multiply", "subtract", "larger", "largerEq", "SparseMatrix"];
 var createCsLu = /* @__PURE__ */ factory(name232, dependencies232, (_ref) => {
   var {
-    abs: abs3,
-    divideScalar: divideScalar2,
-    multiply: multiply2,
-    subtract: subtract2,
-    larger: larger2,
-    largerEq: largerEq2,
-    SparseMatrix: SparseMatrix2
+    abs: abs2,
+    divideScalar,
+    multiply,
+    subtract,
+    larger,
+    largerEq,
+    SparseMatrix
   } = _ref;
   var csSpsolve = createCsSpsolve({
-    divideScalar: divideScalar2,
-    multiply: multiply2,
-    subtract: subtract2
+    divideScalar,
+    multiply,
+    subtract
   });
   return function csLu(m, s, tol) {
     if (!m) {
       return null;
     }
-    var size2 = m._size;
-    var n = size2[1];
+    var size = m._size;
+    var n = size[1];
     var q;
     var lnz = 100;
     var unz = 100;
@@ -31883,7 +32389,7 @@ var createCsLu = /* @__PURE__ */ factory(name232, dependencies232, (_ref) => {
     var lvalues = [];
     var lindex = [];
     var lptr = [];
-    var L = new SparseMatrix2({
+    var L = new SparseMatrix({
       values: lvalues,
       index: lindex,
       ptr: lptr,
@@ -31892,20 +32398,20 @@ var createCsLu = /* @__PURE__ */ factory(name232, dependencies232, (_ref) => {
     var uvalues = [];
     var uindex = [];
     var uptr = [];
-    var U = new SparseMatrix2({
+    var U = new SparseMatrix({
       values: uvalues,
       index: uindex,
       ptr: uptr,
       size: [n, n]
     });
-    var pinv2 = [];
-    var i2, p;
+    var pinv = [];
+    var i, p;
     var x = [];
     var xi = [];
-    for (i2 = 0; i2 < n; i2++) {
-      x[i2] = 0;
-      pinv2[i2] = -1;
-      lptr[i2 + 1] = 0;
+    for (i = 0; i < n; i++) {
+      x[i] = 0;
+      pinv[i] = -1;
+      lptr[i + 1] = 0;
     }
     lnz = 0;
     unz = 0;
@@ -31913,47 +32419,47 @@ var createCsLu = /* @__PURE__ */ factory(name232, dependencies232, (_ref) => {
       lptr[k] = lnz;
       uptr[k] = unz;
       var col = q ? q[k] : k;
-      var top = csSpsolve(L, m, col, xi, x, pinv2, 1);
+      var top = csSpsolve(L, m, col, xi, x, pinv, 1);
       var ipiv = -1;
       var a = -1;
       for (p = top; p < n; p++) {
-        i2 = xi[p];
-        if (pinv2[i2] < 0) {
-          var xabs = abs3(x[i2]);
-          if (larger2(xabs, a)) {
+        i = xi[p];
+        if (pinv[i] < 0) {
+          var xabs = abs2(x[i]);
+          if (larger(xabs, a)) {
             a = xabs;
-            ipiv = i2;
+            ipiv = i;
           }
         } else {
-          uindex[unz] = pinv2[i2];
-          uvalues[unz++] = x[i2];
+          uindex[unz] = pinv[i];
+          uvalues[unz++] = x[i];
         }
       }
       if (ipiv === -1 || a <= 0) {
         return null;
       }
-      if (pinv2[col] < 0 && largerEq2(abs3(x[col]), multiply2(a, tol))) {
+      if (pinv[col] < 0 && largerEq(abs2(x[col]), multiply(a, tol))) {
         ipiv = col;
       }
       var pivot = x[ipiv];
       uindex[unz] = k;
       uvalues[unz++] = pivot;
-      pinv2[ipiv] = k;
+      pinv[ipiv] = k;
       lindex[lnz] = ipiv;
       lvalues[lnz++] = 1;
       for (p = top; p < n; p++) {
-        i2 = xi[p];
-        if (pinv2[i2] < 0) {
-          lindex[lnz] = i2;
-          lvalues[lnz++] = divideScalar2(x[i2], pivot);
+        i = xi[p];
+        if (pinv[i] < 0) {
+          lindex[lnz] = i;
+          lvalues[lnz++] = divideScalar(x[i], pivot);
         }
-        x[i2] = 0;
+        x[i] = 0;
       }
     }
     lptr[n] = lnz;
     uptr[n] = unz;
     for (p = 0; p < lnz; p++) {
-      lindex[p] = pinv2[lindex[p]];
+      lindex[p] = pinv[lindex[p]];
     }
     lvalues.splice(lnz, lvalues.length - lnz);
     lindex.splice(lnz, lindex.length - lnz);
@@ -31962,7 +32468,7 @@ var createCsLu = /* @__PURE__ */ factory(name232, dependencies232, (_ref) => {
     return {
       L,
       U,
-      pinv: pinv2
+      pinv
     };
   };
 });
@@ -31972,32 +32478,32 @@ var name233 = "slu";
 var dependencies233 = ["typed", "abs", "add", "multiply", "transpose", "divideScalar", "subtract", "larger", "largerEq", "SparseMatrix"];
 var createSlu = /* @__PURE__ */ factory(name233, dependencies233, (_ref) => {
   var {
-    typed: typed3,
-    abs: abs3,
-    add: add3,
-    multiply: multiply2,
-    transpose: transpose2,
-    divideScalar: divideScalar2,
-    subtract: subtract2,
-    larger: larger2,
-    largerEq: largerEq2,
-    SparseMatrix: SparseMatrix2
+    typed: typed2,
+    abs: abs2,
+    add: add2,
+    multiply,
+    transpose,
+    divideScalar,
+    subtract,
+    larger,
+    largerEq,
+    SparseMatrix
   } = _ref;
   var csSqr = createCsSqr({
-    add: add3,
-    multiply: multiply2,
-    transpose: transpose2
+    add: add2,
+    multiply,
+    transpose
   });
   var csLu = createCsLu({
-    abs: abs3,
-    divideScalar: divideScalar2,
-    multiply: multiply2,
-    subtract: subtract2,
-    larger: larger2,
-    largerEq: largerEq2,
-    SparseMatrix: SparseMatrix2
+    abs: abs2,
+    divideScalar,
+    multiply,
+    subtract,
+    larger,
+    largerEq,
+    SparseMatrix
   });
-  return typed3(name233, {
+  return typed2(name233, {
     "SparseMatrix, number, number": function SparseMatrixNumberNumber(a, order, threshold) {
       if (!isInteger(order) || order < 0 || order > 3) {
         throw new Error("Symbolic Ordering and Analysis order must be an integer number in the interval [0, 3]");
@@ -32042,34 +32548,34 @@ var name234 = "lusolve";
 var dependencies234 = ["typed", "matrix", "lup", "slu", "usolve", "lsolve", "DenseMatrix"];
 var createLusolve = /* @__PURE__ */ factory(name234, dependencies234, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    lup: lup2,
-    slu: slu2,
-    usolve: usolve2,
-    lsolve: lsolve2,
-    DenseMatrix: DenseMatrix2
+    typed: typed2,
+    matrix,
+    lup,
+    slu,
+    usolve,
+    lsolve,
+    DenseMatrix
   } = _ref;
   var solveValidation = createSolveValidation({
-    DenseMatrix: DenseMatrix2
+    DenseMatrix
   });
-  return typed3(name234, {
+  return typed2(name234, {
     "Array, Array | Matrix": function ArrayArrayMatrix(a, b) {
-      a = matrix2(a);
-      var d = lup2(a);
+      a = matrix(a);
+      var d = lup(a);
       var x = _lusolve(d.L, d.U, d.p, null, b);
       return x.valueOf();
     },
     "DenseMatrix, Array | Matrix": function DenseMatrixArrayMatrix(a, b) {
-      var d = lup2(a);
+      var d = lup(a);
       return _lusolve(d.L, d.U, d.p, null, b);
     },
     "SparseMatrix, Array | Matrix": function SparseMatrixArrayMatrix(a, b) {
-      var d = lup2(a);
+      var d = lup(a);
       return _lusolve(d.L, d.U, d.p, null, b);
     },
     "SparseMatrix, Array | Matrix, number, number": function SparseMatrixArrayMatrixNumberNumber(a, b, order, threshold) {
-      var d = slu2(a, order, threshold);
+      var d = slu(a, order, threshold);
       return _lusolve(d.L, d.U, d.p, d.q, b);
     },
     "Object, Array | Matrix": function ObjectArrayMatrix(d, b) {
@@ -32081,7 +32587,7 @@ var createLusolve = /* @__PURE__ */ factory(name234, dependencies234, (_ref) =>
       return a;
     }
     if (isArray(a)) {
-      return matrix2(a);
+      return matrix(a);
     }
     throw new TypeError("Invalid Matrix LU decomposition");
   }
@@ -32092,8 +32598,8 @@ var createLusolve = /* @__PURE__ */ factory(name234, dependencies234, (_ref) =>
       b = solveValidation(l, b, true);
       b._data = csIpvec(p, b._data);
     }
-    var y = lsolve2(l, b);
-    var x = usolve2(u, y);
+    var y = lsolve(l, b);
+    var x = usolve(u, y);
     if (q) {
       x._data = csIpvec(q, x._data);
     }
@@ -32106,24 +32612,24 @@ var name235 = "polynomialRoot";
 var dependencies235 = ["typed", "isZero", "equalScalar", "add", "subtract", "multiply", "divide", "sqrt", "unaryMinus", "cbrt", "typeOf", "im", "re"];
 var createPolynomialRoot = /* @__PURE__ */ factory(name235, dependencies235, (_ref) => {
   var {
-    typed: typed3,
-    isZero: isZero2,
-    equalScalar: equalScalar2,
-    add: add3,
-    subtract: subtract2,
-    multiply: multiply2,
-    divide: divide3,
-    sqrt: sqrt3,
-    unaryMinus: unaryMinus2,
-    cbrt: cbrt5,
-    typeOf: typeOf3,
-    im: im2,
-    re: re2
+    typed: typed2,
+    isZero,
+    equalScalar,
+    add: add2,
+    subtract,
+    multiply,
+    divide: divide2,
+    sqrt: sqrt2,
+    unaryMinus,
+    cbrt: cbrt4,
+    typeOf: typeOf2,
+    im,
+    re
   } = _ref;
-  return typed3(name235, {
+  return typed2(name235, {
     "number|Complex, ...number|Complex": (constant, restCoeffs) => {
       var coeffs = [constant, ...restCoeffs];
-      while (coeffs.length > 0 && isZero2(coeffs[coeffs.length - 1])) {
+      while (coeffs.length > 0 && isZero(coeffs[coeffs.length - 1])) {
         coeffs.pop();
       }
       if (coeffs.length < 2) {
@@ -32131,50 +32637,50 @@ var createPolynomialRoot = /* @__PURE__ */ factory(name235, dependencies235, (_r
       }
       switch (coeffs.length) {
         case 2:
-          return [unaryMinus2(divide3(coeffs[0], coeffs[1]))];
+          return [unaryMinus(divide2(coeffs[0], coeffs[1]))];
         case 3: {
           var [c, b, a] = coeffs;
-          var denom = multiply2(2, a);
-          var d1 = multiply2(b, b);
-          var d2 = multiply2(4, a, c);
-          if (equalScalar2(d1, d2))
-            return [divide3(unaryMinus2(b), denom)];
-          var discriminant = sqrt3(subtract2(d1, d2));
-          return [divide3(subtract2(discriminant, b), denom), divide3(subtract2(unaryMinus2(discriminant), b), denom)];
+          var denom = multiply(2, a);
+          var d1 = multiply(b, b);
+          var d2 = multiply(4, a, c);
+          if (equalScalar(d1, d2))
+            return [divide2(unaryMinus(b), denom)];
+          var discriminant = sqrt2(subtract(d1, d2));
+          return [divide2(subtract(discriminant, b), denom), divide2(subtract(unaryMinus(discriminant), b), denom)];
         }
         case 4: {
           var [d, _c, _b, _a] = coeffs;
-          var _denom = unaryMinus2(multiply2(3, _a));
-          var D0_1 = multiply2(_b, _b);
-          var D0_2 = multiply2(3, _a, _c);
-          var D1_1 = add3(multiply2(2, _b, _b, _b), multiply2(27, _a, _a, d));
-          var D1_2 = multiply2(9, _a, _b, _c);
-          if (equalScalar2(D0_1, D0_2) && equalScalar2(D1_1, D1_2)) {
-            return [divide3(_b, _denom)];
+          var _denom = unaryMinus(multiply(3, _a));
+          var D0_1 = multiply(_b, _b);
+          var D0_2 = multiply(3, _a, _c);
+          var D1_1 = add2(multiply(2, _b, _b, _b), multiply(27, _a, _a, d));
+          var D1_2 = multiply(9, _a, _b, _c);
+          if (equalScalar(D0_1, D0_2) && equalScalar(D1_1, D1_2)) {
+            return [divide2(_b, _denom)];
           }
-          var Delta0 = subtract2(D0_1, D0_2);
-          var Delta1 = subtract2(D1_1, D1_2);
-          var discriminant1 = add3(multiply2(18, _a, _b, _c, d), multiply2(_b, _b, _c, _c));
-          var discriminant2 = add3(multiply2(4, _b, _b, _b, d), multiply2(4, _a, _c, _c, _c), multiply2(27, _a, _a, d, d));
-          if (equalScalar2(discriminant1, discriminant2)) {
+          var Delta0 = subtract(D0_1, D0_2);
+          var Delta1 = subtract(D1_1, D1_2);
+          var discriminant1 = add2(multiply(18, _a, _b, _c, d), multiply(_b, _b, _c, _c));
+          var discriminant2 = add2(multiply(4, _b, _b, _b, d), multiply(4, _a, _c, _c, _c), multiply(27, _a, _a, d, d));
+          if (equalScalar(discriminant1, discriminant2)) {
             return [
-              divide3(subtract2(multiply2(4, _a, _b, _c), add3(multiply2(9, _a, _a, d), multiply2(_b, _b, _b))), multiply2(_a, Delta0)),
+              divide2(subtract(multiply(4, _a, _b, _c), add2(multiply(9, _a, _a, d), multiply(_b, _b, _b))), multiply(_a, Delta0)),
               // simple root
-              divide3(subtract2(multiply2(9, _a, d), multiply2(_b, _c)), multiply2(2, Delta0))
+              divide2(subtract(multiply(9, _a, d), multiply(_b, _c)), multiply(2, Delta0))
               // double root
             ];
           }
           var Ccubed;
-          if (equalScalar2(D0_1, D0_2)) {
+          if (equalScalar(D0_1, D0_2)) {
             Ccubed = Delta1;
           } else {
-            Ccubed = divide3(add3(Delta1, sqrt3(subtract2(multiply2(Delta1, Delta1), multiply2(4, Delta0, Delta0, Delta0)))), 2);
+            Ccubed = divide2(add2(Delta1, sqrt2(subtract(multiply(Delta1, Delta1), multiply(4, Delta0, Delta0, Delta0)))), 2);
           }
           var allRoots = true;
-          var rawRoots = cbrt5(Ccubed, allRoots).toArray().map((C) => divide3(add3(_b, C, divide3(Delta0, C)), _denom));
+          var rawRoots = cbrt4(Ccubed, allRoots).toArray().map((C) => divide2(add2(_b, C, divide2(Delta0, C)), _denom));
           return rawRoots.map((r) => {
-            if (typeOf3(r) === "Complex" && equalScalar2(re2(r), re2(r) + im2(r))) {
-              return re2(r);
+            if (typeOf2(r) === "Complex" && equalScalar(re(r), re(r) + im(r))) {
+              return re(r);
             }
             return r;
           });
@@ -32191,19 +32697,19 @@ var name236 = "Help";
 var dependencies236 = ["parse"];
 var createHelpClass = /* @__PURE__ */ factory(name236, dependencies236, (_ref) => {
   var {
-    parse: parse2
+    parse
   } = _ref;
-  function Help2(doc) {
-    if (!(this instanceof Help2)) {
+  function Help(doc) {
+    if (!(this instanceof Help)) {
       throw new SyntaxError("Constructor must be called with the new operator");
     }
     if (!doc)
       throw new Error('Argument "doc" missing');
     this.doc = doc;
   }
-  Help2.prototype.type = "Help";
-  Help2.prototype.isHelp = true;
-  Help2.prototype.toString = function() {
+  Help.prototype.type = "Help";
+  Help.prototype.isHelp = true;
+  Help.prototype.toString = function() {
     var doc = this.doc || {};
     var desc = "\n";
     if (doc.name) {
@@ -32221,14 +32727,14 @@ var createHelpClass = /* @__PURE__ */ factory(name236, dependencies236, (_ref) =
     if (doc.examples) {
       desc += "Examples:\n";
       var scope = {};
-      for (var i2 = 0; i2 < doc.examples.length; i2++) {
-        var expr = doc.examples[i2];
+      for (var i = 0; i < doc.examples.length; i++) {
+        var expr = doc.examples[i];
         desc += "    " + expr + "\n";
         var res = void 0;
         try {
-          res = parse2(expr).compile().evaluate(scope);
-        } catch (e3) {
-          res = e3;
+          res = parse(expr).compile().evaluate(scope);
+        } catch (e2) {
+          res = e2;
         }
         if (res !== void 0 && !isHelp(res)) {
           desc += "        " + format3(res, {
@@ -32246,20 +32752,20 @@ var createHelpClass = /* @__PURE__ */ factory(name236, dependencies236, (_ref) =
     }
     return desc;
   };
-  Help2.prototype.toJSON = function() {
+  Help.prototype.toJSON = function() {
     var obj = clone(this.doc);
     obj.mathjs = "Help";
     return obj;
   };
-  Help2.fromJSON = function(json) {
+  Help.fromJSON = function(json) {
     var doc = {};
     Object.keys(json).filter((prop) => prop !== "mathjs").forEach((prop) => {
       doc[prop] = json[prop];
     });
-    return new Help2(doc);
+    return new Help(doc);
   };
-  Help2.prototype.valueOf = Help2.prototype.toString;
-  return Help2;
+  Help.prototype.valueOf = Help.prototype.toString;
+  return Help;
 }, {
   isClass: true
 });
@@ -32271,10 +32777,10 @@ var createChainClass = /* @__PURE__ */ factory(name237, dependencies237, (_ref)
   var {
     on,
     math: math2,
-    typed: typed3
+    typed: typed2
   } = _ref;
-  function Chain2(value) {
-    if (!(this instanceof Chain2)) {
+  function Chain(value) {
+    if (!(this instanceof Chain)) {
       throw new SyntaxError("Constructor must be called with the new operator");
     }
     if (isChain(value)) {
@@ -32283,33 +32789,33 @@ var createChainClass = /* @__PURE__ */ factory(name237, dependencies237, (_ref)
       this.value = value;
     }
   }
-  Chain2.prototype.type = "Chain";
-  Chain2.prototype.isChain = true;
-  Chain2.prototype.done = function() {
+  Chain.prototype.type = "Chain";
+  Chain.prototype.isChain = true;
+  Chain.prototype.done = function() {
     return this.value;
   };
-  Chain2.prototype.valueOf = function() {
+  Chain.prototype.valueOf = function() {
     return this.value;
   };
-  Chain2.prototype.toString = function() {
+  Chain.prototype.toString = function() {
     return format3(this.value);
   };
-  Chain2.prototype.toJSON = function() {
+  Chain.prototype.toJSON = function() {
     return {
       mathjs: "Chain",
       value: this.value
     };
   };
-  Chain2.fromJSON = function(json) {
-    return new Chain2(json.value);
+  Chain.fromJSON = function(json) {
+    return new Chain(json.value);
   };
   function createProxy(name309, fn) {
     if (typeof fn === "function") {
-      Chain2.prototype[name309] = chainify(fn);
+      Chain.prototype[name309] = chainify(fn);
     }
   }
   function createLazyProxy(name309, resolver) {
-    lazy(Chain2.prototype, name309, function outerResolver() {
+    lazy(Chain.prototype, name309, function outerResolver() {
       var fn = resolver();
       if (typeof fn === "function") {
         return chainify(fn);
@@ -32320,23 +32826,23 @@ var createChainClass = /* @__PURE__ */ factory(name237, dependencies237, (_ref)
   function chainify(fn) {
     return function() {
       if (arguments.length === 0) {
-        return new Chain2(fn(this.value));
+        return new Chain(fn(this.value));
       }
       var args = [this.value];
-      for (var i2 = 0; i2 < arguments.length; i2++) {
-        args[i2 + 1] = arguments[i2];
+      for (var i = 0; i < arguments.length; i++) {
+        args[i + 1] = arguments[i];
       }
-      if (typed3.isTypedFunction(fn)) {
-        var sigObject = typed3.resolve(fn, args);
+      if (typed2.isTypedFunction(fn)) {
+        var sigObject = typed2.resolve(fn, args);
         if (sigObject.params.length === 1) {
           throw new Error("chain function " + fn.name + " cannot match rest parameter between chain value and additional arguments.");
         }
-        return new Chain2(sigObject.implementation.apply(fn, args));
+        return new Chain(sigObject.implementation.apply(fn, args));
       }
-      return new Chain2(fn.apply(fn, args));
+      return new Chain(fn.apply(fn, args));
     };
   }
-  Chain2.createProxy = function(arg0, arg1) {
+  Chain.createProxy = function(arg0, arg1) {
     if (typeof arg0 === "string") {
       createProxy(arg0, arg1);
     } else {
@@ -32360,7 +32866,7 @@ var createChainClass = /* @__PURE__ */ factory(name237, dependencies237, (_ref)
     isChain: true
     // conflicts with the property isChain of a Chain instance
   };
-  Chain2.createProxy(math2);
+  Chain.createProxy(math2);
   if (on) {
     on("import", function(name309, resolver, path) {
       if (!path) {
@@ -32368,7 +32874,7 @@ var createChainClass = /* @__PURE__ */ factory(name237, dependencies237, (_ref)
       }
     });
   }
-  return Chain2;
+  return Chain;
 }, {
   isClass: true
 });
@@ -35284,17 +35790,17 @@ var name238 = "help";
 var dependencies238 = ["typed", "mathWithTransform", "Help"];
 var createHelp = /* @__PURE__ */ factory(name238, dependencies238, (_ref) => {
   var {
-    typed: typed3,
-    mathWithTransform: mathWithTransform2,
-    Help: Help2
+    typed: typed2,
+    mathWithTransform,
+    Help
   } = _ref;
-  return typed3(name238, {
+  return typed2(name238, {
     any: function any(search) {
       var prop;
       var searchName = search;
       if (typeof search !== "string") {
-        for (prop in mathWithTransform2) {
-          if (hasOwnProperty(mathWithTransform2, prop) && search === mathWithTransform2[prop]) {
+        for (prop in mathWithTransform) {
+          if (hasOwnProperty(mathWithTransform, prop) && search === mathWithTransform[prop]) {
             searchName = prop;
             break;
           }
@@ -35305,7 +35811,7 @@ var createHelp = /* @__PURE__ */ factory(name238, dependencies238, (_ref) => {
         var searchText = typeof searchName === "function" ? searchName.name : searchName;
         throw new Error('No documentation found on "' + searchText + '"');
       }
-      return new Help2(doc);
+      return new Help(doc);
     }
   });
 });
@@ -35315,15 +35821,15 @@ var name239 = "chain";
 var dependencies239 = ["typed", "Chain"];
 var createChain = /* @__PURE__ */ factory(name239, dependencies239, (_ref) => {
   var {
-    typed: typed3,
-    Chain: Chain2
+    typed: typed2,
+    Chain
   } = _ref;
-  return typed3(name239, {
+  return typed2(name239, {
     "": function _() {
-      return new Chain2();
+      return new Chain();
     },
     any: function any(value) {
-      return new Chain2(value);
+      return new Chain(value);
     }
   });
 });
@@ -35333,71 +35839,71 @@ var name240 = "det";
 var dependencies240 = ["typed", "matrix", "subtract", "multiply", "divideScalar", "isZero", "unaryMinus"];
 var createDet = /* @__PURE__ */ factory(name240, dependencies240, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    subtract: subtract2,
-    multiply: multiply2,
-    divideScalar: divideScalar2,
-    isZero: isZero2,
-    unaryMinus: unaryMinus2
+    typed: typed2,
+    matrix,
+    subtract,
+    multiply,
+    divideScalar,
+    isZero,
+    unaryMinus
   } = _ref;
-  return typed3(name240, {
+  return typed2(name240, {
     any: function any(x) {
       return clone(x);
     },
-    "Array | Matrix": function det2(x) {
-      var size2;
+    "Array | Matrix": function det(x) {
+      var size;
       if (isMatrix(x)) {
-        size2 = x.size();
+        size = x.size();
       } else if (Array.isArray(x)) {
-        x = matrix2(x);
-        size2 = x.size();
+        x = matrix(x);
+        size = x.size();
       } else {
-        size2 = [];
+        size = [];
       }
-      switch (size2.length) {
+      switch (size.length) {
         case 0:
           return clone(x);
         case 1:
-          if (size2[0] === 1) {
+          if (size[0] === 1) {
             return clone(x.valueOf()[0]);
           }
-          if (size2[0] === 0) {
+          if (size[0] === 0) {
             return 1;
           } else {
-            throw new RangeError("Matrix must be square (size: " + format3(size2) + ")");
+            throw new RangeError("Matrix must be square (size: " + format3(size) + ")");
           }
         case 2: {
-          var rows = size2[0];
-          var cols = size2[1];
+          var rows = size[0];
+          var cols = size[1];
           if (rows === cols) {
             return _det(x.clone().valueOf(), rows, cols);
           }
           if (cols === 0) {
             return 1;
           } else {
-            throw new RangeError("Matrix must be square (size: " + format3(size2) + ")");
+            throw new RangeError("Matrix must be square (size: " + format3(size) + ")");
           }
         }
         default:
-          throw new RangeError("Matrix must be two dimensional (size: " + format3(size2) + ")");
+          throw new RangeError("Matrix must be two dimensional (size: " + format3(size) + ")");
       }
     }
   });
-  function _det(matrix3, rows, cols) {
+  function _det(matrix2, rows, cols) {
     if (rows === 1) {
-      return clone(matrix3[0][0]);
+      return clone(matrix2[0][0]);
     } else if (rows === 2) {
-      return subtract2(multiply2(matrix3[0][0], matrix3[1][1]), multiply2(matrix3[1][0], matrix3[0][1]));
+      return subtract(multiply(matrix2[0][0], matrix2[1][1]), multiply(matrix2[1][0], matrix2[0][1]));
     } else {
       var negated = false;
-      var rowIndices = new Array(rows).fill(0).map((_, i3) => i3);
+      var rowIndices = new Array(rows).fill(0).map((_, i2) => i2);
       for (var k = 0; k < rows; k++) {
         var k_ = rowIndices[k];
-        if (isZero2(matrix3[k_][k])) {
+        if (isZero(matrix2[k_][k])) {
           var _k = void 0;
           for (_k = k + 1; _k < rows; _k++) {
-            if (!isZero2(matrix3[rowIndices[_k]][k])) {
+            if (!isZero(matrix2[rowIndices[_k]][k])) {
               k_ = rowIndices[_k];
               rowIndices[_k] = rowIndices[k];
               rowIndices[k] = k_;
@@ -35406,19 +35912,19 @@ var createDet = /* @__PURE__ */ factory(name240, dependencies240, (_ref) => {
             }
           }
           if (_k === rows)
-            return matrix3[k_][k];
+            return matrix2[k_][k];
         }
-        var piv = matrix3[k_][k];
-        var piv_ = k === 0 ? 1 : matrix3[rowIndices[k - 1]][k - 1];
-        for (var i2 = k + 1; i2 < rows; i2++) {
-          var i_ = rowIndices[i2];
+        var piv = matrix2[k_][k];
+        var piv_ = k === 0 ? 1 : matrix2[rowIndices[k - 1]][k - 1];
+        for (var i = k + 1; i < rows; i++) {
+          var i_ = rowIndices[i];
           for (var j = k + 1; j < rows; j++) {
-            matrix3[i_][j] = divideScalar2(subtract2(multiply2(matrix3[i_][j], piv), multiply2(matrix3[i_][k], matrix3[k_][j])), piv_);
+            matrix2[i_][j] = divideScalar(subtract(multiply(matrix2[i_][j], piv), multiply(matrix2[i_][k], matrix2[k_][j])), piv_);
           }
         }
       }
-      var det2 = matrix3[rowIndices[rows - 1]][rows - 1];
-      return negated ? unaryMinus2(det2) : det2;
+      var det = matrix2[rowIndices[rows - 1]][rows - 1];
+      return negated ? unaryMinus(det) : det;
     }
   }
 });
@@ -35428,49 +35934,49 @@ var name241 = "inv";
 var dependencies241 = ["typed", "matrix", "divideScalar", "addScalar", "multiply", "unaryMinus", "det", "identity", "abs"];
 var createInv = /* @__PURE__ */ factory(name241, dependencies241, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    divideScalar: divideScalar2,
-    addScalar: addScalar2,
-    multiply: multiply2,
-    unaryMinus: unaryMinus2,
-    det: det2,
-    identity: identity2,
-    abs: abs3
+    typed: typed2,
+    matrix,
+    divideScalar,
+    addScalar,
+    multiply,
+    unaryMinus,
+    det,
+    identity,
+    abs: abs2
   } = _ref;
-  return typed3(name241, {
+  return typed2(name241, {
     "Array | Matrix": function ArrayMatrix(x) {
-      var size2 = isMatrix(x) ? x.size() : arraySize(x);
-      switch (size2.length) {
+      var size = isMatrix(x) ? x.size() : arraySize(x);
+      switch (size.length) {
         case 1:
-          if (size2[0] === 1) {
+          if (size[0] === 1) {
             if (isMatrix(x)) {
-              return matrix2([divideScalar2(1, x.valueOf()[0])]);
+              return matrix([divideScalar(1, x.valueOf()[0])]);
             } else {
-              return [divideScalar2(1, x[0])];
+              return [divideScalar(1, x[0])];
             }
           } else {
-            throw new RangeError("Matrix must be square (size: " + format3(size2) + ")");
+            throw new RangeError("Matrix must be square (size: " + format3(size) + ")");
           }
         case 2: {
-          var rows = size2[0];
-          var cols = size2[1];
+          var rows = size[0];
+          var cols = size[1];
           if (rows === cols) {
             if (isMatrix(x)) {
-              return matrix2(_inv(x.valueOf(), rows, cols), x.storage());
+              return matrix(_inv(x.valueOf(), rows, cols), x.storage());
             } else {
               return _inv(x, rows, cols);
             }
           } else {
-            throw new RangeError("Matrix must be square (size: " + format3(size2) + ")");
+            throw new RangeError("Matrix must be square (size: " + format3(size) + ")");
           }
         }
         default:
-          throw new RangeError("Matrix must be two dimensional (size: " + format3(size2) + ")");
+          throw new RangeError("Matrix must be two dimensional (size: " + format3(size) + ")");
       }
     },
     any: function any(x) {
-      return divideScalar2(1, x);
+      return divideScalar(1, x);
     }
   });
   function _inv(mat, rows, cols) {
@@ -35480,26 +35986,26 @@ var createInv = /* @__PURE__ */ factory(name241, dependencies241, (_ref) => {
       if (value === 0) {
         throw Error("Cannot calculate inverse, determinant is zero");
       }
-      return [[divideScalar2(1, value)]];
+      return [[divideScalar(1, value)]];
     } else if (rows === 2) {
-      var d = det2(mat);
+      var d = det(mat);
       if (d === 0) {
         throw Error("Cannot calculate inverse, determinant is zero");
       }
-      return [[divideScalar2(mat[1][1], d), divideScalar2(unaryMinus2(mat[0][1]), d)], [divideScalar2(unaryMinus2(mat[1][0]), d), divideScalar2(mat[0][0], d)]];
+      return [[divideScalar(mat[1][1], d), divideScalar(unaryMinus(mat[0][1]), d)], [divideScalar(unaryMinus(mat[1][0]), d), divideScalar(mat[0][0], d)]];
     } else {
       var A = mat.concat();
       for (r = 0; r < rows; r++) {
         A[r] = A[r].concat();
       }
-      var B = identity2(rows).valueOf();
+      var B = identity(rows).valueOf();
       for (var c = 0; c < cols; c++) {
-        var ABig = abs3(A[c][c]);
+        var ABig = abs2(A[c][c]);
         var rBig = c;
         r = c + 1;
         while (r < rows) {
-          if (abs3(A[r][c]) > ABig) {
-            ABig = abs3(A[r][c]);
+          if (abs2(A[r][c]) > ABig) {
+            ABig = abs2(A[r][c]);
             rBig = r;
           }
           r++;
@@ -35523,21 +36029,21 @@ var createInv = /* @__PURE__ */ factory(name241, dependencies241, (_ref) => {
           var Br = B[r];
           if (r !== c) {
             if (Ar[c] !== 0) {
-              f = divideScalar2(unaryMinus2(Ar[c]), Ac[c]);
+              f = divideScalar(unaryMinus(Ar[c]), Ac[c]);
               for (s = c; s < cols; s++) {
-                Ar[s] = addScalar2(Ar[s], multiply2(f, Ac[s]));
+                Ar[s] = addScalar(Ar[s], multiply(f, Ac[s]));
               }
               for (s = 0; s < cols; s++) {
-                Br[s] = addScalar2(Br[s], multiply2(f, Bc[s]));
+                Br[s] = addScalar(Br[s], multiply(f, Bc[s]));
               }
             }
           } else {
             f = Ac[c];
             for (s = c; s < cols; s++) {
-              Ar[s] = divideScalar2(Ar[s], f);
+              Ar[s] = divideScalar(Ar[s], f);
             }
             for (s = 0; s < cols; s++) {
-              Br[s] = divideScalar2(Br[s], f);
+              Br[s] = divideScalar(Br[s], f);
             }
           }
         }
@@ -35552,39 +36058,39 @@ var name242 = "pinv";
 var dependencies242 = ["typed", "matrix", "inv", "deepEqual", "equal", "dotDivide", "dot", "ctranspose", "divideScalar", "multiply", "add", "Complex"];
 var createPinv = /* @__PURE__ */ factory(name242, dependencies242, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    inv: inv2,
-    deepEqual: deepEqual2,
-    equal: equal2,
-    dotDivide: dotDivide2,
-    dot: dot2,
-    ctranspose: ctranspose2,
-    divideScalar: divideScalar2,
-    multiply: multiply2,
-    add: add3,
-    Complex: Complex3
+    typed: typed2,
+    matrix,
+    inv,
+    deepEqual,
+    equal,
+    dotDivide,
+    dot,
+    ctranspose,
+    divideScalar,
+    multiply,
+    add: add2,
+    Complex: Complex2
   } = _ref;
-  return typed3(name242, {
+  return typed2(name242, {
     "Array | Matrix": function ArrayMatrix(x) {
-      var size2 = isMatrix(x) ? x.size() : arraySize(x);
-      switch (size2.length) {
+      var size = isMatrix(x) ? x.size() : arraySize(x);
+      switch (size.length) {
         case 1:
           if (_isZeros(x))
-            return ctranspose2(x);
-          if (size2[0] === 1) {
-            return inv2(x);
+            return ctranspose(x);
+          if (size[0] === 1) {
+            return inv(x);
           } else {
-            return dotDivide2(ctranspose2(x), dot2(x, x));
+            return dotDivide(ctranspose(x), dot(x, x));
           }
         case 2: {
           if (_isZeros(x))
-            return ctranspose2(x);
-          var rows = size2[0];
-          var cols = size2[1];
+            return ctranspose(x);
+          var rows = size[0];
+          var cols = size[1];
           if (rows === cols) {
             try {
-              return inv2(x);
+              return inv(x);
             } catch (err) {
               if (err instanceof Error && err.message.match(/Cannot calculate inverse, determinant is zero/)) {
               } else {
@@ -35593,19 +36099,19 @@ var createPinv = /* @__PURE__ */ factory(name242, dependencies242, (_ref) => {
             }
           }
           if (isMatrix(x)) {
-            return matrix2(_pinv(x.valueOf(), rows, cols), x.storage());
+            return matrix(_pinv(x.valueOf(), rows, cols), x.storage());
           } else {
             return _pinv(x, rows, cols);
           }
         }
         default:
-          throw new RangeError("Matrix must be two dimensional (size: " + format3(size2) + ")");
+          throw new RangeError("Matrix must be two dimensional (size: " + format3(size) + ")");
       }
     },
     any: function any(x) {
-      if (equal2(x, 0))
+      if (equal(x, 0))
         return clone(x);
-      return divideScalar2(1, x);
+      return divideScalar(1, x);
     }
   });
   function _pinv(mat, rows, cols) {
@@ -35613,9 +36119,9 @@ var createPinv = /* @__PURE__ */ factory(name242, dependencies242, (_ref) => {
       C,
       F
     } = _rankFact(mat, rows, cols);
-    var Cpinv = multiply2(inv2(multiply2(ctranspose2(C), C)), ctranspose2(C));
-    var Fpinv = multiply2(ctranspose2(F), inv2(multiply2(F, ctranspose2(F))));
-    return multiply2(Fpinv, Cpinv);
+    var Cpinv = multiply(inv(multiply(ctranspose(C), C)), ctranspose(C));
+    var Fpinv = multiply(ctranspose(F), inv(multiply(F, ctranspose(F))));
+    return multiply(Fpinv, Cpinv);
   }
   function _rref(mat, rows, cols) {
     var M = clone(mat);
@@ -35624,28 +36130,28 @@ var createPinv = /* @__PURE__ */ factory(name242, dependencies242, (_ref) => {
       if (cols <= lead) {
         return M;
       }
-      var i2 = r;
-      while (_isZero(M[i2][lead])) {
-        i2++;
-        if (rows === i2) {
-          i2 = r;
+      var i = r;
+      while (_isZero(M[i][lead])) {
+        i++;
+        if (rows === i) {
+          i = r;
           lead++;
           if (cols === lead) {
             return M;
           }
         }
       }
-      [M[i2], M[r]] = [M[r], M[i2]];
+      [M[i], M[r]] = [M[r], M[i]];
       var val = M[r][lead];
       for (var j = 0; j < cols; j++) {
-        M[r][j] = dotDivide2(M[r][j], val);
+        M[r][j] = dotDivide(M[r][j], val);
       }
       for (var _i = 0; _i < rows; _i++) {
         if (_i === r)
           continue;
         val = M[_i][lead];
         for (var _j = 0; _j < cols; _j++) {
-          M[_i][_j] = add3(M[_i][_j], multiply2(-1, multiply2(val, M[r][_j])));
+          M[_i][_j] = add2(M[_i][_j], multiply(-1, multiply(val, M[r][_j])));
         }
       }
       lead++;
@@ -35654,44 +36160,44 @@ var createPinv = /* @__PURE__ */ factory(name242, dependencies242, (_ref) => {
   }
   function _rankFact(mat, rows, cols) {
     var rref = _rref(mat, rows, cols);
-    var C = mat.map((_, i2) => _.filter((_2, j) => j < rows && !_isZero(dot2(rref[j], rref[j]))));
-    var F = rref.filter((_, i2) => !_isZero(dot2(rref[i2], rref[i2])));
+    var C = mat.map((_, i) => _.filter((_2, j) => j < rows && !_isZero(dot(rref[j], rref[j]))));
+    var F = rref.filter((_, i) => !_isZero(dot(rref[i], rref[i])));
     return {
       C,
       F
     };
   }
   function _isZero(x) {
-    return equal2(add3(x, Complex3(1, 1)), add3(0, Complex3(1, 1)));
+    return equal(add2(x, Complex2(1, 1)), add2(0, Complex2(1, 1)));
   }
   function _isZeros(arr) {
-    return deepEqual2(add3(arr, Complex3(1, 1)), add3(multiply2(arr, 0), Complex3(1, 1)));
+    return deepEqual(add2(arr, Complex2(1, 1)), add2(multiply(arr, 0), Complex2(1, 1)));
   }
 });
 
 // node_modules/mathjs/lib/esm/function/matrix/eigs/complexEigs.js
 function createComplexEigs(_ref) {
   var {
-    addScalar: addScalar2,
-    subtract: subtract2,
-    flatten: flatten3,
-    multiply: multiply2,
-    multiplyScalar: multiplyScalar2,
-    divideScalar: divideScalar2,
-    sqrt: sqrt3,
-    abs: abs3,
-    bignumber: bignumber2,
-    diag: diag2,
-    inv: inv2,
-    qr: qr2,
-    usolve: usolve2,
-    usolveAll: usolveAll2,
-    equal: equal2,
-    complex: complex2,
-    larger: larger2,
-    smaller: smaller2,
-    matrixFromColumns: matrixFromColumns2,
-    dot: dot2
+    addScalar,
+    subtract,
+    flatten: flatten2,
+    multiply,
+    multiplyScalar,
+    divideScalar,
+    sqrt: sqrt2,
+    abs: abs2,
+    bignumber,
+    diag,
+    inv,
+    qr,
+    usolve,
+    usolveAll,
+    equal,
+    complex,
+    larger,
+    smaller,
+    matrixFromColumns,
+    dot
   } = _ref;
   function complexEigs(arr, N, prec, type, findVectors) {
     if (findVectors === void 0) {
@@ -35700,27 +36206,27 @@ function createComplexEigs(_ref) {
     var R = balance(arr, N, prec, type, findVectors);
     reduceToHessenberg(arr, N, prec, type, findVectors, R);
     var {
-      values,
+      values: values2,
       C
     } = iterateUntilTriangular(arr, N, prec, type, findVectors);
     var vectors;
     if (findVectors) {
-      vectors = findEigenvectors(arr, N, C, R, values, prec, type);
-      vectors = matrixFromColumns2(...vectors);
+      vectors = findEigenvectors(arr, N, C, R, values2, prec, type);
+      vectors = matrixFromColumns(...vectors);
     }
     return {
-      values,
+      values: values2,
       vectors
     };
   }
   function balance(arr, N, prec, type, findVectors) {
     var big = type === "BigNumber";
     var cplx = type === "Complex";
-    var realzero = big ? bignumber2(0) : 0;
-    var one = big ? bignumber2(1) : cplx ? complex2(1) : 1;
-    var realone = big ? bignumber2(1) : 1;
-    var radix = big ? bignumber2(10) : 2;
-    var radixSq = multiplyScalar2(radix, radix);
+    var realzero = big ? bignumber(0) : 0;
+    var one = big ? bignumber(1) : cplx ? complex(1) : 1;
+    var realone = big ? bignumber(1) : 1;
+    var radix = big ? bignumber(10) : 2;
+    var radixSq = multiplyScalar(radix, radix);
     var Rdiag;
     if (findVectors) {
       Rdiag = Array(N).fill(one);
@@ -35728,98 +36234,98 @@ function createComplexEigs(_ref) {
     var last = false;
     while (!last) {
       last = true;
-      for (var i2 = 0; i2 < N; i2++) {
+      for (var i = 0; i < N; i++) {
         var colNorm = realzero;
         var rowNorm = realzero;
         for (var j = 0; j < N; j++) {
-          if (i2 === j)
+          if (i === j)
             continue;
-          var c = abs3(arr[i2][j]);
-          colNorm = addScalar2(colNorm, c);
-          rowNorm = addScalar2(rowNorm, c);
+          var c = abs2(arr[i][j]);
+          colNorm = addScalar(colNorm, c);
+          rowNorm = addScalar(rowNorm, c);
         }
-        if (!equal2(colNorm, 0) && !equal2(rowNorm, 0)) {
+        if (!equal(colNorm, 0) && !equal(rowNorm, 0)) {
           var f = realone;
           var _c = colNorm;
-          var rowDivRadix = divideScalar2(rowNorm, radix);
-          var rowMulRadix = multiplyScalar2(rowNorm, radix);
-          while (smaller2(_c, rowDivRadix)) {
-            _c = multiplyScalar2(_c, radixSq);
-            f = multiplyScalar2(f, radix);
+          var rowDivRadix = divideScalar(rowNorm, radix);
+          var rowMulRadix = multiplyScalar(rowNorm, radix);
+          while (smaller(_c, rowDivRadix)) {
+            _c = multiplyScalar(_c, radixSq);
+            f = multiplyScalar(f, radix);
           }
-          while (larger2(_c, rowMulRadix)) {
-            _c = divideScalar2(_c, radixSq);
-            f = divideScalar2(f, radix);
+          while (larger(_c, rowMulRadix)) {
+            _c = divideScalar(_c, radixSq);
+            f = divideScalar(f, radix);
           }
-          var condition = smaller2(divideScalar2(addScalar2(_c, rowNorm), f), multiplyScalar2(addScalar2(colNorm, rowNorm), 0.95));
+          var condition = smaller(divideScalar(addScalar(_c, rowNorm), f), multiplyScalar(addScalar(colNorm, rowNorm), 0.95));
           if (condition) {
             last = false;
-            var g = divideScalar2(1, f);
+            var g = divideScalar(1, f);
             for (var _j = 0; _j < N; _j++) {
-              if (i2 === _j) {
+              if (i === _j) {
                 continue;
               }
-              arr[i2][_j] = multiplyScalar2(arr[i2][_j], f);
-              arr[_j][i2] = multiplyScalar2(arr[_j][i2], g);
+              arr[i][_j] = multiplyScalar(arr[i][_j], f);
+              arr[_j][i] = multiplyScalar(arr[_j][i], g);
             }
             if (findVectors) {
-              Rdiag[i2] = multiplyScalar2(Rdiag[i2], f);
+              Rdiag[i] = multiplyScalar(Rdiag[i], f);
             }
           }
         }
       }
     }
-    return diag2(Rdiag);
+    return diag(Rdiag);
   }
   function reduceToHessenberg(arr, N, prec, type, findVectors, R) {
     var big = type === "BigNumber";
     var cplx = type === "Complex";
-    var zero = big ? bignumber2(0) : cplx ? complex2(0) : 0;
+    var zero = big ? bignumber(0) : cplx ? complex(0) : 0;
     if (big) {
-      prec = bignumber2(prec);
+      prec = bignumber(prec);
     }
-    for (var i2 = 0; i2 < N - 2; i2++) {
+    for (var i = 0; i < N - 2; i++) {
       var maxIndex = 0;
-      var max3 = zero;
-      for (var j = i2 + 1; j < N; j++) {
-        var el = arr[j][i2];
-        if (smaller2(abs3(max3), abs3(el))) {
-          max3 = el;
+      var max2 = zero;
+      for (var j = i + 1; j < N; j++) {
+        var el = arr[j][i];
+        if (smaller(abs2(max2), abs2(el))) {
+          max2 = el;
           maxIndex = j;
         }
       }
-      if (smaller2(abs3(max3), prec)) {
+      if (smaller(abs2(max2), prec)) {
         continue;
       }
-      if (maxIndex !== i2 + 1) {
+      if (maxIndex !== i + 1) {
         var tmp1 = arr[maxIndex];
-        arr[maxIndex] = arr[i2 + 1];
-        arr[i2 + 1] = tmp1;
+        arr[maxIndex] = arr[i + 1];
+        arr[i + 1] = tmp1;
         for (var _j2 = 0; _j2 < N; _j2++) {
           var tmp2 = arr[_j2][maxIndex];
-          arr[_j2][maxIndex] = arr[_j2][i2 + 1];
-          arr[_j2][i2 + 1] = tmp2;
+          arr[_j2][maxIndex] = arr[_j2][i + 1];
+          arr[_j2][i + 1] = tmp2;
         }
         if (findVectors) {
           var tmp3 = R[maxIndex];
-          R[maxIndex] = R[i2 + 1];
-          R[i2 + 1] = tmp3;
+          R[maxIndex] = R[i + 1];
+          R[i + 1] = tmp3;
         }
       }
-      for (var _j3 = i2 + 2; _j3 < N; _j3++) {
-        var n = divideScalar2(arr[_j3][i2], max3);
+      for (var _j3 = i + 2; _j3 < N; _j3++) {
+        var n = divideScalar(arr[_j3][i], max2);
         if (n === 0) {
           continue;
         }
         for (var k = 0; k < N; k++) {
-          arr[_j3][k] = subtract2(arr[_j3][k], multiplyScalar2(n, arr[i2 + 1][k]));
+          arr[_j3][k] = subtract(arr[_j3][k], multiplyScalar(n, arr[i + 1][k]));
         }
         for (var _k = 0; _k < N; _k++) {
-          arr[_k][i2 + 1] = addScalar2(arr[_k][i2 + 1], multiplyScalar2(n, arr[_k][_j3]));
+          arr[_k][i + 1] = addScalar(arr[_k][i + 1], multiplyScalar(n, arr[_k][_j3]));
         }
         if (findVectors) {
           for (var _k2 = 0; _k2 < N; _k2++) {
-            R[_j3][_k2] = subtract2(R[_j3][_k2], multiplyScalar2(n, R[i2 + 1][_k2]));
+            R[_j3][_k2] = subtract(R[_j3][_k2], multiplyScalar(n, R[i + 1][_k2]));
           }
         }
       }
@@ -35829,43 +36335,43 @@ function createComplexEigs(_ref) {
   function iterateUntilTriangular(A, N, prec, type, findVectors) {
     var big = type === "BigNumber";
     var cplx = type === "Complex";
-    var one = big ? bignumber2(1) : cplx ? complex2(1) : 1;
+    var one = big ? bignumber(1) : cplx ? complex(1) : 1;
     if (big) {
-      prec = bignumber2(prec);
+      prec = bignumber(prec);
     }
     var arr = clone(A);
     var lambdas = [];
     var n = N;
     var Sdiag = [];
-    var Qtotal = findVectors ? diag2(Array(N).fill(one)) : void 0;
-    var Qpartial = findVectors ? diag2(Array(n).fill(one)) : void 0;
+    var Qtotal = findVectors ? diag(Array(N).fill(one)) : void 0;
+    var Qpartial = findVectors ? diag(Array(n).fill(one)) : void 0;
     var lastConvergenceBefore = 0;
     while (lastConvergenceBefore <= 100) {
       lastConvergenceBefore += 1;
       var k = 0;
-      for (var i2 = 0; i2 < n; i2++) {
-        arr[i2][i2] = subtract2(arr[i2][i2], k);
+      for (var i = 0; i < n; i++) {
+        arr[i][i] = subtract(arr[i][i], k);
       }
       var {
         Q: Q2,
         R
-      } = qr2(arr);
-      arr = multiply2(R, Q2);
+      } = qr(arr);
+      arr = multiply(R, Q2);
       for (var _i = 0; _i < n; _i++) {
-        arr[_i][_i] = addScalar2(arr[_i][_i], k);
+        arr[_i][_i] = addScalar(arr[_i][_i], k);
       }
       if (findVectors) {
-        Qpartial = multiply2(Qpartial, Q2);
+        Qpartial = multiply(Qpartial, Q2);
       }
-      if (n === 1 || smaller2(abs3(arr[n - 1][n - 2]), prec)) {
+      if (n === 1 || smaller(abs2(arr[n - 1][n - 2]), prec)) {
         lastConvergenceBefore = 0;
         lambdas.push(arr[n - 1][n - 1]);
         if (findVectors) {
           Sdiag.unshift([[1]]);
           inflateMatrix(Qpartial, N);
-          Qtotal = multiply2(Qtotal, Qpartial);
+          Qtotal = multiply(Qtotal, Qpartial);
           if (n > 1) {
-            Qpartial = diag2(Array(n - 1).fill(one));
+            Qpartial = diag(Array(n - 1).fill(one));
           }
         }
         n -= 1;
@@ -35873,16 +36379,16 @@ function createComplexEigs(_ref) {
         for (var _i2 = 0; _i2 < n; _i2++) {
           arr[_i2].pop();
         }
-      } else if (n === 2 || smaller2(abs3(arr[n - 2][n - 3]), prec)) {
+      } else if (n === 2 || smaller(abs2(arr[n - 2][n - 3]), prec)) {
         lastConvergenceBefore = 0;
         var ll = eigenvalues2x2(arr[n - 2][n - 2], arr[n - 2][n - 1], arr[n - 1][n - 2], arr[n - 1][n - 1]);
         lambdas.push(...ll);
         if (findVectors) {
           Sdiag.unshift(jordanBase2x2(arr[n - 2][n - 2], arr[n - 2][n - 1], arr[n - 1][n - 2], arr[n - 1][n - 1], ll[0], ll[1], prec, type));
           inflateMatrix(Qpartial, N);
-          Qtotal = multiply2(Qtotal, Qpartial);
+          Qtotal = multiply(Qtotal, Qpartial);
           if (n > 2) {
-            Qpartial = diag2(Array(n - 2).fill(one));
+            Qpartial = diag(Array(n - 2).fill(one));
           }
         }
         n -= 2;
@@ -35897,46 +36403,46 @@ function createComplexEigs(_ref) {
         break;
       }
     }
-    lambdas.sort((a, b) => +subtract2(abs3(a), abs3(b)));
+    lambdas.sort((a, b) => +subtract(abs2(a), abs2(b)));
     if (lastConvergenceBefore > 100) {
       var err = Error("The eigenvalues failed to converge. Only found these eigenvalues: " + lambdas.join(", "));
       err.values = lambdas;
       err.vectors = [];
       throw err;
     }
-    var C = findVectors ? multiply2(Qtotal, blockDiag(Sdiag, N)) : void 0;
+    var C = findVectors ? multiply(Qtotal, blockDiag(Sdiag, N)) : void 0;
     return {
       values: lambdas,
       C
     };
   }
-  function findEigenvectors(A, N, C, R, values, prec, type) {
-    var Cinv = inv2(C);
-    var U = multiply2(Cinv, A, C);
+  function findEigenvectors(A, N, C, R, values2, prec, type) {
+    var Cinv = inv(C);
+    var U = multiply(Cinv, A, C);
     var big = type === "BigNumber";
     var cplx = type === "Complex";
-    var zero = big ? bignumber2(0) : cplx ? complex2(0) : 0;
-    var one = big ? bignumber2(1) : cplx ? complex2(1) : 1;
+    var zero = big ? bignumber(0) : cplx ? complex(0) : 0;
+    var one = big ? bignumber(1) : cplx ? complex(1) : 1;
     var uniqueValues = [];
     var multiplicities = [];
-    for (var \u03BB of values) {
-      var i2 = indexOf(uniqueValues, \u03BB, equal2);
-      if (i2 === -1) {
+    for (var \u03BB of values2) {
+      var i = indexOf(uniqueValues, \u03BB, equal);
+      if (i === -1) {
         uniqueValues.push(\u03BB);
         multiplicities.push(1);
       } else {
-        multiplicities[i2] += 1;
+        multiplicities[i] += 1;
       }
     }
     var vectors = [];
     var len = uniqueValues.length;
     var b = Array(N).fill(zero);
-    var E = diag2(Array(N).fill(one));
+    var E = diag(Array(N).fill(one));
     var failedLambdas = [];
     var _loop = function _loop2() {
       var \u03BB2 = uniqueValues[_i4];
-      var S = subtract2(U, multiply2(\u03BB2, E));
-      var solutions = usolveAll2(S, b);
+      var S = subtract(U, multiply(\u03BB2, E));
+      var solutions = usolveAll(S, b);
       solutions.shift();
       while (solutions.length < multiplicities[_i4]) {
         var approxVec = inverseIterate(S, N, solutions, prec, type);
@@ -35946,52 +36452,52 @@ function createComplexEigs(_ref) {
         }
         solutions.push(approxVec);
       }
-      var correction = multiply2(inv2(R), C);
-      solutions = solutions.map((v) => multiply2(correction, v));
-      vectors.push(...solutions.map((v) => flatten3(v)));
+      var correction = multiply(inv(R), C);
+      solutions = solutions.map((v) => multiply(correction, v));
+      vectors.push(...solutions.map((v) => flatten2(v)));
     };
     for (var _i4 = 0; _i4 < len; _i4++) {
       _loop();
     }
     if (failedLambdas.length !== 0) {
       var err = new Error("Failed to find eigenvectors for the following eigenvalues: " + failedLambdas.join(", "));
-      err.values = values;
+      err.values = values2;
       err.vectors = vectors;
       throw err;
     }
     return vectors;
   }
   function eigenvalues2x2(a, b, c, d) {
-    var trA = addScalar2(a, d);
-    var detA = subtract2(multiplyScalar2(a, d), multiplyScalar2(b, c));
-    var x = multiplyScalar2(trA, 0.5);
-    var y = multiplyScalar2(sqrt3(subtract2(multiplyScalar2(trA, trA), multiplyScalar2(4, detA))), 0.5);
-    return [addScalar2(x, y), subtract2(x, y)];
+    var trA = addScalar(a, d);
+    var detA = subtract(multiplyScalar(a, d), multiplyScalar(b, c));
+    var x = multiplyScalar(trA, 0.5);
+    var y = multiplyScalar(sqrt2(subtract(multiplyScalar(trA, trA), multiplyScalar(4, detA))), 0.5);
+    return [addScalar(x, y), subtract(x, y)];
   }
   function jordanBase2x2(a, b, c, d, l1, l2, prec, type) {
     var big = type === "BigNumber";
     var cplx = type === "Complex";
-    var zero = big ? bignumber2(0) : cplx ? complex2(0) : 0;
-    var one = big ? bignumber2(1) : cplx ? complex2(1) : 1;
-    if (smaller2(abs3(c), prec)) {
+    var zero = big ? bignumber(0) : cplx ? complex(0) : 0;
+    var one = big ? bignumber(1) : cplx ? complex(1) : 1;
+    if (smaller(abs2(c), prec)) {
       return [[one, zero], [zero, one]];
     }
-    if (larger2(abs3(subtract2(l1, l2)), prec)) {
-      return [[subtract2(l1, d), subtract2(l2, d)], [c, c]];
+    if (larger(abs2(subtract(l1, l2)), prec)) {
+      return [[subtract(l1, d), subtract(l2, d)], [c, c]];
     }
-    var na = subtract2(a, l1);
-    var nb = subtract2(b, l1);
-    var nc = subtract2(c, l1);
-    var nd = subtract2(d, l1);
-    if (smaller2(abs3(nb), prec)) {
+    var na = subtract(a, l1);
+    var nb = subtract(b, l1);
+    var nc = subtract(c, l1);
+    var nd = subtract(d, l1);
+    if (smaller(abs2(nb), prec)) {
       return [[na, one], [nc, zero]];
     } else {
       return [[nb, zero], [nd, one]];
     }
   }
   function inflateMatrix(arr, N) {
-    for (var i2 = 0; i2 < arr.length; i2++) {
-      arr[i2].push(...Array(N - arr[i2].length).fill(0));
+    for (var i = 0; i < arr.length; i++) {
+      arr[i].push(...Array(N - arr[i].length).fill(0));
     }
     for (var _i5 = arr.length; _i5 < N; _i5++) {
       arr.push(Array(N).fill(0));
@@ -36001,8 +36507,8 @@ function createComplexEigs(_ref) {
   }
   function blockDiag(arr, N) {
     var M = [];
-    for (var i2 = 0; i2 < N; i2++) {
-      M[i2] = Array(N).fill(0);
+    for (var i = 0; i < N; i++) {
+      M[i] = Array(N).fill(0);
     }
     var I = 0;
     for (var sub2 of arr) {
@@ -36017,34 +36523,34 @@ function createComplexEigs(_ref) {
     return M;
   }
   function indexOf(arr, el, fn) {
-    for (var i2 = 0; i2 < arr.length; i2++) {
-      if (fn(arr[i2], el)) {
-        return i2;
+    for (var i = 0; i < arr.length; i++) {
+      if (fn(arr[i], el)) {
+        return i;
       }
     }
     return -1;
   }
   function inverseIterate(A, N, orthog, prec, type) {
-    var largeNum = type === "BigNumber" ? bignumber2(1e3) : 1e3;
+    var largeNum = type === "BigNumber" ? bignumber(1e3) : 1e3;
     var b;
-    var i2 = 0;
+    var i = 0;
     while (true) {
       b = randomOrthogonalVector(N, orthog, type);
-      b = usolve2(A, b);
-      if (larger2(norm2(b), largeNum)) {
+      b = usolve(A, b);
+      if (larger(norm(b), largeNum)) {
         break;
       }
-      if (++i2 >= 5) {
+      if (++i >= 5) {
         return null;
       }
     }
-    i2 = 0;
+    i = 0;
     while (true) {
-      var c = usolve2(A, b);
-      if (smaller2(norm2(orthogonalComplement(b, [c])), prec)) {
+      var c = usolve(A, b);
+      if (smaller(norm(orthogonalComplement(b, [c])), prec)) {
         break;
       }
-      if (++i2 >= 10) {
+      if (++i >= 10) {
         return null;
       }
       b = normalize(c);
@@ -36056,28 +36562,28 @@ function createComplexEigs(_ref) {
     var cplx = type === "Complex";
     var v = Array(N).fill(0).map((_) => 2 * Math.random() - 1);
     if (big) {
-      v = v.map((n) => bignumber2(n));
+      v = v.map((n) => bignumber(n));
     }
     if (cplx) {
-      v = v.map((n) => complex2(n));
+      v = v.map((n) => complex(n));
     }
     v = orthogonalComplement(v, orthog);
     return normalize(v, type);
   }
   function orthogonalComplement(v, orthog) {
     for (var w of orthog) {
-      v = subtract2(v, multiply2(divideScalar2(dot2(w, v), dot2(w, w)), w));
+      v = subtract(v, multiply(divideScalar(dot(w, v), dot(w, w)), w));
     }
     return v;
   }
-  function norm2(v) {
-    return abs3(sqrt3(dot2(v, v)));
+  function norm(v) {
+    return abs2(sqrt2(dot(v, v)));
   }
   function normalize(v, type) {
     var big = type === "BigNumber";
     var cplx = type === "Complex";
-    var one = big ? bignumber2(1) : cplx ? complex2(1) : 1;
-    return multiply2(divideScalar2(one, norm2(v)), v);
+    var one = big ? bignumber(1) : cplx ? complex(1) : 1;
+    return multiply(divideScalar(one, norm(v)), v);
   }
   return complexEigs;
 }
@@ -36085,38 +36591,38 @@ function createComplexEigs(_ref) {
 // node_modules/mathjs/lib/esm/function/matrix/eigs/realSymetric.js
 function createRealSymmetric(_ref) {
   var {
-    config: config4,
-    addScalar: addScalar2,
-    subtract: subtract2,
-    abs: abs3,
-    atan: atan4,
-    cos: cos3,
-    sin: sin3,
-    multiplyScalar: multiplyScalar2,
-    inv: inv2,
-    bignumber: bignumber2,
-    multiply: multiply2,
-    add: add3
+    config: config2,
+    addScalar,
+    subtract,
+    abs: abs2,
+    atan: atan3,
+    cos: cos2,
+    sin: sin2,
+    multiplyScalar,
+    inv,
+    bignumber,
+    multiply,
+    add: add2
   } = _ref;
   function main(arr, N) {
-    var prec = arguments.length > 2 && arguments[2] !== void 0 ? arguments[2] : config4.epsilon;
+    var prec = arguments.length > 2 && arguments[2] !== void 0 ? arguments[2] : config2.epsilon;
     var type = arguments.length > 3 ? arguments[3] : void 0;
     if (type === "number") {
-      return diag2(arr, prec);
+      return diag(arr, prec);
     }
     if (type === "BigNumber") {
       return diagBig(arr, prec);
     }
     throw TypeError("Unsupported data type: " + type);
   }
-  function diag2(x, precision) {
+  function diag(x, precision) {
     var N = x.length;
     var e0 = Math.abs(precision / N);
     var psi;
     var Sij = new Array(N);
-    for (var i2 = 0; i2 < N; i2++) {
-      Sij[i2] = createArray(N, 0);
-      Sij[i2][i2] = 1;
+    for (var i = 0; i < N; i++) {
+      Sij[i] = createArray(N, 0);
+      Sij[i][i] = 1;
     }
     var Vab = getAij(x);
     while (Math.abs(Vab[1]) >= Math.abs(e0)) {
@@ -36135,15 +36641,15 @@ function createRealSymmetric(_ref) {
   }
   function diagBig(x, precision) {
     var N = x.length;
-    var e0 = abs3(precision / N);
+    var e0 = abs2(precision / N);
     var psi;
     var Sij = new Array(N);
-    for (var i2 = 0; i2 < N; i2++) {
-      Sij[i2] = createArray(N, 0);
-      Sij[i2][i2] = 1;
+    for (var i = 0; i < N; i++) {
+      Sij[i] = createArray(N, 0);
+      Sij[i][i] = 1;
     }
     var Vab = getAijBig(x);
-    while (abs3(Vab[1]) >= abs3(e0)) {
+    while (abs2(Vab[1]) >= abs2(e0)) {
       var _i3 = Vab[0][0];
       var j = Vab[0][1];
       psi = getThetaBig(x[_i3][_i3], x[j][j], x[_i3][j]);
@@ -36159,82 +36665,82 @@ function createRealSymmetric(_ref) {
   }
   function getTheta(aii, ajj, aij) {
     var denom = ajj - aii;
-    if (Math.abs(denom) <= config4.epsilon) {
+    if (Math.abs(denom) <= config2.epsilon) {
       return Math.PI / 4;
     } else {
       return 0.5 * Math.atan(2 * aij / (ajj - aii));
     }
   }
   function getThetaBig(aii, ajj, aij) {
-    var denom = subtract2(ajj, aii);
-    if (abs3(denom) <= config4.epsilon) {
-      return bignumber2(-1).acos().div(4);
+    var denom = subtract(ajj, aii);
+    if (abs2(denom) <= config2.epsilon) {
+      return bignumber(-1).acos().div(4);
     } else {
-      return multiplyScalar2(0.5, atan4(multiply2(2, aij, inv2(denom))));
+      return multiplyScalar(0.5, atan3(multiply(2, aij, inv(denom))));
     }
   }
-  function Sij1(Sij, theta, i2, j) {
+  function Sij1(Sij, theta, i, j) {
     var N = Sij.length;
     var c = Math.cos(theta);
     var s = Math.sin(theta);
     var Ski = createArray(N, 0);
     var Skj = createArray(N, 0);
     for (var k = 0; k < N; k++) {
-      Ski[k] = c * Sij[k][i2] - s * Sij[k][j];
-      Skj[k] = s * Sij[k][i2] + c * Sij[k][j];
+      Ski[k] = c * Sij[k][i] - s * Sij[k][j];
+      Skj[k] = s * Sij[k][i] + c * Sij[k][j];
     }
     for (var _k = 0; _k < N; _k++) {
-      Sij[_k][i2] = Ski[_k];
+      Sij[_k][i] = Ski[_k];
       Sij[_k][j] = Skj[_k];
     }
     return Sij;
   }
-  function Sij1Big(Sij, theta, i2, j) {
+  function Sij1Big(Sij, theta, i, j) {
     var N = Sij.length;
-    var c = cos3(theta);
-    var s = sin3(theta);
-    var Ski = createArray(N, bignumber2(0));
-    var Skj = createArray(N, bignumber2(0));
+    var c = cos2(theta);
+    var s = sin2(theta);
+    var Ski = createArray(N, bignumber(0));
+    var Skj = createArray(N, bignumber(0));
     for (var k = 0; k < N; k++) {
-      Ski[k] = subtract2(multiplyScalar2(c, Sij[k][i2]), multiplyScalar2(s, Sij[k][j]));
-      Skj[k] = addScalar2(multiplyScalar2(s, Sij[k][i2]), multiplyScalar2(c, Sij[k][j]));
+      Ski[k] = subtract(multiplyScalar(c, Sij[k][i]), multiplyScalar(s, Sij[k][j]));
+      Skj[k] = addScalar(multiplyScalar(s, Sij[k][i]), multiplyScalar(c, Sij[k][j]));
     }
     for (var _k2 = 0; _k2 < N; _k2++) {
-      Sij[_k2][i2] = Ski[_k2];
+      Sij[_k2][i] = Ski[_k2];
       Sij[_k2][j] = Skj[_k2];
     }
     return Sij;
   }
-  function x1Big(Hij, theta, i2, j) {
+  function x1Big(Hij, theta, i, j) {
     var N = Hij.length;
-    var c = bignumber2(cos3(theta));
-    var s = bignumber2(sin3(theta));
-    var c2 = multiplyScalar2(c, c);
-    var s2 = multiplyScalar2(s, s);
-    var Aki = createArray(N, bignumber2(0));
-    var Akj = createArray(N, bignumber2(0));
-    var csHij = multiply2(bignumber2(2), c, s, Hij[i2][j]);
-    var Aii = addScalar2(subtract2(multiplyScalar2(c2, Hij[i2][i2]), csHij), multiplyScalar2(s2, Hij[j][j]));
-    var Ajj = add3(multiplyScalar2(s2, Hij[i2][i2]), csHij, multiplyScalar2(c2, Hij[j][j]));
+    var c = bignumber(cos2(theta));
+    var s = bignumber(sin2(theta));
+    var c2 = multiplyScalar(c, c);
+    var s2 = multiplyScalar(s, s);
+    var Aki = createArray(N, bignumber(0));
+    var Akj = createArray(N, bignumber(0));
+    var csHij = multiply(bignumber(2), c, s, Hij[i][j]);
+    var Aii = addScalar(subtract(multiplyScalar(c2, Hij[i][i]), csHij), multiplyScalar(s2, Hij[j][j]));
+    var Ajj = add2(multiplyScalar(s2, Hij[i][i]), csHij, multiplyScalar(c2, Hij[j][j]));
     for (var k = 0; k < N; k++) {
-      Aki[k] = subtract2(multiplyScalar2(c, Hij[i2][k]), multiplyScalar2(s, Hij[j][k]));
-      Akj[k] = addScalar2(multiplyScalar2(s, Hij[i2][k]), multiplyScalar2(c, Hij[j][k]));
+      Aki[k] = subtract(multiplyScalar(c, Hij[i][k]), multiplyScalar(s, Hij[j][k]));
+      Akj[k] = addScalar(multiplyScalar(s, Hij[i][k]), multiplyScalar(c, Hij[j][k]));
     }
-    Hij[i2][i2] = Aii;
+    Hij[i][i] = Aii;
     Hij[j][j] = Ajj;
-    Hij[i2][j] = bignumber2(0);
-    Hij[j][i2] = bignumber2(0);
+    Hij[i][j] = bignumber(0);
+    Hij[j][i] = bignumber(0);
     for (var _k3 = 0; _k3 < N; _k3++) {
-      if (_k3 !== i2 && _k3 !== j) {
-        Hij[i2][_k3] = Aki[_k3];
-        Hij[_k3][i2] = Aki[_k3];
+      if (_k3 !== i && _k3 !== j) {
+        Hij[i][_k3] = Aki[_k3];
+        Hij[_k3][i] = Aki[_k3];
         Hij[j][_k3] = Akj[_k3];
         Hij[_k3][j] = Akj[_k3];
       }
     }
     return Hij;
   }
-  function x1(Hij, theta, i2, j) {
+  function x1(Hij, theta, i, j) {
     var N = Hij.length;
     var c = Math.cos(theta);
     var s = Math.sin(theta);
@@ -36242,20 +36748,20 @@ function createRealSymmetric(_ref) {
     var s2 = s * s;
     var Aki = createArray(N, 0);
     var Akj = createArray(N, 0);
-    var Aii = c2 * Hij[i2][i2] - 2 * c * s * Hij[i2][j] + s2 * Hij[j][j];
-    var Ajj = s2 * Hij[i2][i2] + 2 * c * s * Hij[i2][j] + c2 * Hij[j][j];
+    var Aii = c2 * Hij[i][i] - 2 * c * s * Hij[i][j] + s2 * Hij[j][j];
+    var Ajj = s2 * Hij[i][i] + 2 * c * s * Hij[i][j] + c2 * Hij[j][j];
     for (var k = 0; k < N; k++) {
-      Aki[k] = c * Hij[i2][k] - s * Hij[j][k];
-      Akj[k] = s * Hij[i2][k] + c * Hij[j][k];
+      Aki[k] = c * Hij[i][k] - s * Hij[j][k];
+      Akj[k] = s * Hij[i][k] + c * Hij[j][k];
     }
-    Hij[i2][i2] = Aii;
+    Hij[i][i] = Aii;
     Hij[j][j] = Ajj;
-    Hij[i2][j] = 0;
-    Hij[j][i2] = 0;
+    Hij[i][j] = 0;
+    Hij[j][i] = 0;
     for (var _k4 = 0; _k4 < N; _k4++) {
-      if (_k4 !== i2 && _k4 !== j) {
-        Hij[i2][_k4] = Aki[_k4];
-        Hij[_k4][i2] = Aki[_k4];
+      if (_k4 !== i && _k4 !== j) {
+        Hij[i][_k4] = Aki[_k4];
+        Hij[_k4][i] = Aki[_k4];
         Hij[j][_k4] = Akj[_k4];
         Hij[_k4][j] = Akj[_k4];
       }
@@ -36266,11 +36772,11 @@ function createRealSymmetric(_ref) {
     var N = Mij.length;
     var maxMij = 0;
     var maxIJ = [0, 1];
-    for (var i2 = 0; i2 < N; i2++) {
-      for (var j = i2 + 1; j < N; j++) {
-        if (Math.abs(maxMij) < Math.abs(Mij[i2][j])) {
-          maxMij = Math.abs(Mij[i2][j]);
-          maxIJ = [i2, j];
+    for (var i = 0; i < N; i++) {
+      for (var j = i + 1; j < N; j++) {
+        if (Math.abs(maxMij) < Math.abs(Mij[i][j])) {
+          maxMij = Math.abs(Mij[i][j]);
+          maxIJ = [i, j];
         }
       }
     }
@@ -36280,11 +36786,11 @@ function createRealSymmetric(_ref) {
     var N = Mij.length;
     var maxMij = 0;
     var maxIJ = [0, 1];
-    for (var i2 = 0; i2 < N; i2++) {
-      for (var j = i2 + 1; j < N; j++) {
-        if (abs3(maxMij) < abs3(Mij[i2][j])) {
-          maxMij = abs3(Mij[i2][j]);
-          maxIJ = [i2, j];
+    for (var i = 0; i < N; i++) {
+      for (var j = i + 1; j < N; j++) {
+        if (abs2(maxMij) < abs2(Mij[i][j])) {
+          maxMij = abs2(Mij[i][j]);
+          maxIJ = [i, j];
         }
       }
     }
@@ -36292,35 +36798,35 @@ function createRealSymmetric(_ref) {
   }
   function sorting(E, S) {
     var N = E.length;
-    var values = Array(N);
+    var values2 = Array(N);
     var vectors = Array(N);
     for (var k = 0; k < N; k++) {
       vectors[k] = Array(N);
     }
-    for (var i2 = 0; i2 < N; i2++) {
+    for (var i = 0; i < N; i++) {
       var minID = 0;
       var minE = E[0];
       for (var j = 0; j < E.length; j++) {
-        if (abs3(E[j]) < abs3(minE)) {
+        if (abs2(E[j]) < abs2(minE)) {
           minID = j;
           minE = E[minID];
         }
       }
-      values[i2] = E.splice(minID, 1)[0];
+      values2[i] = E.splice(minID, 1)[0];
       for (var _k5 = 0; _k5 < N; _k5++) {
-        vectors[_k5][i2] = S[_k5][minID];
+        vectors[_k5][i] = S[_k5][minID];
         S[_k5].splice(minID, 1);
       }
     }
     return {
-      values,
+      values: values2,
       vectors
     };
   }
-  function createArray(size2, value) {
-    var array = new Array(size2);
-    for (var i2 = 0; i2 < size2; i2++) {
-      array[i2] = value;
+  function createArray(size, value) {
+    var array = new Array(size);
+    for (var i = 0; i < size; i++) {
+      array[i] = value;
     }
     return array;
   }
@@ -36332,119 +36838,119 @@ var name243 = "eigs";
 var dependencies243 = ["config", "typed", "matrix", "addScalar", "equal", "subtract", "abs", "atan", "cos", "sin", "multiplyScalar", "divideScalar", "inv", "bignumber", "multiply", "add", "larger", "column", "flatten", "number", "complex", "sqrt", "diag", "qr", "usolve", "usolveAll", "im", "re", "smaller", "matrixFromColumns", "dot"];
 var createEigs = /* @__PURE__ */ factory(name243, dependencies243, (_ref) => {
   var {
-    config: config4,
-    typed: typed3,
-    matrix: matrix2,
-    addScalar: addScalar2,
-    subtract: subtract2,
-    equal: equal2,
-    abs: abs3,
-    atan: atan4,
-    cos: cos3,
-    sin: sin3,
-    multiplyScalar: multiplyScalar2,
-    divideScalar: divideScalar2,
-    inv: inv2,
-    bignumber: bignumber2,
-    multiply: multiply2,
-    add: add3,
-    larger: larger2,
-    column: column2,
-    flatten: flatten3,
-    number: number2,
-    complex: complex2,
-    sqrt: sqrt3,
-    diag: diag2,
-    qr: qr2,
-    usolve: usolve2,
-    usolveAll: usolveAll2,
-    im: im2,
-    re: re2,
-    smaller: smaller2,
-    matrixFromColumns: matrixFromColumns2,
-    dot: dot2
+    config: config2,
+    typed: typed2,
+    matrix,
+    addScalar,
+    subtract,
+    equal,
+    abs: abs2,
+    atan: atan3,
+    cos: cos2,
+    sin: sin2,
+    multiplyScalar,
+    divideScalar,
+    inv,
+    bignumber,
+    multiply,
+    add: add2,
+    larger,
+    column,
+    flatten: flatten2,
+    number,
+    complex,
+    sqrt: sqrt2,
+    diag,
+    qr,
+    usolve,
+    usolveAll,
+    im,
+    re,
+    smaller,
+    matrixFromColumns,
+    dot
   } = _ref;
   var doRealSymetric = createRealSymmetric({
-    config: config4,
-    addScalar: addScalar2,
-    subtract: subtract2,
-    column: column2,
-    flatten: flatten3,
-    equal: equal2,
-    abs: abs3,
-    atan: atan4,
-    cos: cos3,
-    sin: sin3,
-    multiplyScalar: multiplyScalar2,
-    inv: inv2,
-    bignumber: bignumber2,
-    complex: complex2,
-    multiply: multiply2,
-    add: add3
+    config: config2,
+    addScalar,
+    subtract,
+    column,
+    flatten: flatten2,
+    equal,
+    abs: abs2,
+    atan: atan3,
+    cos: cos2,
+    sin: sin2,
+    multiplyScalar,
+    inv,
+    bignumber,
+    complex,
+    multiply,
+    add: add2
   });
   var doComplexEigs = createComplexEigs({
-    config: config4,
-    addScalar: addScalar2,
-    subtract: subtract2,
-    multiply: multiply2,
-    multiplyScalar: multiplyScalar2,
-    flatten: flatten3,
-    divideScalar: divideScalar2,
-    sqrt: sqrt3,
-    abs: abs3,
-    bignumber: bignumber2,
-    diag: diag2,
-    qr: qr2,
-    inv: inv2,
-    usolve: usolve2,
-    usolveAll: usolveAll2,
-    equal: equal2,
-    complex: complex2,
-    larger: larger2,
-    smaller: smaller2,
-    matrixFromColumns: matrixFromColumns2,
-    dot: dot2
+    config: config2,
+    addScalar,
+    subtract,
+    multiply,
+    multiplyScalar,
+    flatten: flatten2,
+    divideScalar,
+    sqrt: sqrt2,
+    abs: abs2,
+    bignumber,
+    diag,
+    qr,
+    inv,
+    usolve,
+    usolveAll,
+    equal,
+    complex,
+    larger,
+    smaller,
+    matrixFromColumns,
+    dot
   });
-  return typed3("eigs", {
+  return typed2("eigs", {
     Array: function Array2(x) {
-      var mat = matrix2(x);
+      var mat = matrix(x);
       return computeValuesAndVectors(mat);
     },
     "Array, number|BigNumber": function ArrayNumberBigNumber(x, prec) {
-      var mat = matrix2(x);
+      var mat = matrix(x);
       return computeValuesAndVectors(mat, prec);
     },
-    Matrix: function Matrix2(mat) {
+    Matrix: function Matrix(mat) {
       var {
-        values,
+        values: values2,
         vectors
       } = computeValuesAndVectors(mat);
       return {
-        values: matrix2(values),
-        vectors: matrix2(vectors)
+        values: matrix(values2),
+        vectors: matrix(vectors)
       };
     },
     "Matrix, number|BigNumber": function MatrixNumberBigNumber(mat, prec) {
       var {
-        values,
+        values: values2,
         vectors
       } = computeValuesAndVectors(mat, prec);
       return {
-        values: matrix2(values),
-        vectors: matrix2(vectors)
+        values: matrix(values2),
+        vectors: matrix(vectors)
       };
     }
   });
   function computeValuesAndVectors(mat, prec) {
     if (prec === void 0) {
-      prec = config4.epsilon;
+      prec = config2.epsilon;
     }
-    var size2 = mat.size();
-    if (size2.length !== 2 || size2[0] !== size2[1]) {
-      throw new RangeError("Matrix must be square (size: " + format3(size2) + ")");
+    var size = mat.size();
+    if (size.length !== 2 || size[0] !== size[1]) {
+      throw new RangeError("Matrix must be square (size: " + format3(size) + ")");
     }
     var arr = mat.toArray();
-    var N = size2[0];
+    var N = size[0];
     if (isReal(arr, N, prec)) {
       coerceReal(arr, N);
       if (isSymmetric(arr, N, prec)) {
@@ -36456,9 +36962,9 @@ var createEigs = /* @__PURE__ */ factory(name243, dependencies243, (_ref) => {
     return doComplexEigs(arr, N, prec, type);
   }
   function isSymmetric(arr, N, prec) {
-    for (var i2 = 0; i2 < N; i2++) {
-      for (var j = i2; j < N; j++) {
-        if (larger2(bignumber2(abs3(subtract2(arr[i2][j], arr[j][i2]))), prec)) {
+    for (var i = 0; i < N; i++) {
+      for (var j = i; j < N; j++) {
+        if (larger(bignumber(abs2(subtract(arr[i][j], arr[j][i]))), prec)) {
           return false;
         }
       }
@@ -36466,9 +36972,9 @@ var createEigs = /* @__PURE__ */ factory(name243, dependencies243, (_ref) => {
     return true;
   }
   function isReal(arr, N, prec) {
-    for (var i2 = 0; i2 < N; i2++) {
+    for (var i = 0; i < N; i++) {
       for (var j = 0; j < N; j++) {
-        if (larger2(bignumber2(abs3(im2(arr[i2][j]))), prec)) {
+        if (larger(bignumber(abs2(im(arr[i][j]))), prec)) {
           return false;
         }
       }
@@ -36476,9 +36982,9 @@ var createEigs = /* @__PURE__ */ factory(name243, dependencies243, (_ref) => {
     return true;
   }
   function coerceReal(arr, N) {
-    for (var i2 = 0; i2 < N; i2++) {
+    for (var i = 0; i < N; i++) {
       for (var j = 0; j < N; j++) {
-        arr[i2][j] = re2(arr[i2][j]);
+        arr[i][j] = re(arr[i][j]);
       }
     }
   }
@@ -36490,9 +36996,9 @@ var createEigs = /* @__PURE__ */ factory(name243, dependencies243, (_ref) => {
     var hasNumber = false;
     var hasBig = false;
     var hasComplex = false;
-    for (var i2 = 0; i2 < N; i2++) {
+    for (var i = 0; i < N; i++) {
       for (var j = 0; j < N; j++) {
-        var el = arr[i2][j];
+        var el = arr[i][j];
         if (isNumber(el) || isFraction(el)) {
           hasNumber = true;
         } else if (isBigNumber(el)) {
@@ -36510,7 +37016,7 @@ var createEigs = /* @__PURE__ */ factory(name243, dependencies243, (_ref) => {
     if (hasComplex) {
       for (var _i = 0; _i < N; _i++) {
         for (var _j = 0; _j < N; _j++) {
-          arr[_i][_j] = complex2(arr[_i][_j]);
+          arr[_i][_j] = complex(arr[_i][_j]);
         }
       }
       return "Complex";
@@ -36518,7 +37024,7 @@ var createEigs = /* @__PURE__ */ factory(name243, dependencies243, (_ref) => {
     if (hasBig) {
       for (var _i2 = 0; _i2 < N; _i2++) {
         for (var _j2 = 0; _j2 < N; _j2++) {
-          arr[_i2][_j2] = bignumber2(arr[_i2][_j2]);
+          arr[_i2][_j2] = bignumber(arr[_i2][_j2]);
         }
       }
       return "BigNumber";
@@ -36526,7 +37032,7 @@ var createEigs = /* @__PURE__ */ factory(name243, dependencies243, (_ref) => {
     if (hasNumber) {
       for (var _i3 = 0; _i3 < N; _i3++) {
         for (var _j3 = 0; _j3 < N; _j3++) {
-          arr[_i3][_j3] = number2(arr[_i3][_j3]);
+          arr[_i3][_j3] = number(arr[_i3][_j3]);
         }
       }
       return "number";
@@ -36541,43 +37047,43 @@ var name244 = "expm";
 var dependencies244 = ["typed", "abs", "add", "identity", "inv", "multiply"];
 var createExpm = /* @__PURE__ */ factory(name244, dependencies244, (_ref) => {
   var {
-    typed: typed3,
-    abs: abs3,
-    add: add3,
-    identity: identity2,
-    inv: inv2,
-    multiply: multiply2
+    typed: typed2,
+    abs: abs2,
+    add: add2,
+    identity,
+    inv,
+    multiply
   } = _ref;
-  return typed3(name244, {
-    Matrix: function Matrix2(A) {
-      var size2 = A.size();
-      if (size2.length !== 2 || size2[0] !== size2[1]) {
-        throw new RangeError("Matrix must be square (size: " + format3(size2) + ")");
+  return typed2(name244, {
+    Matrix: function Matrix(A) {
+      var size = A.size();
+      if (size.length !== 2 || size[0] !== size[1]) {
+        throw new RangeError("Matrix must be square (size: " + format3(size) + ")");
       }
-      var n = size2[0];
+      var n = size[0];
       var eps = 1e-15;
       var infNorm = infinityNorm(A);
       var params = findParams(infNorm, eps);
       var q = params.q;
       var j = params.j;
-      var Apos = multiply2(A, Math.pow(2, -j));
-      var N = identity2(n);
-      var D = identity2(n);
+      var Apos = multiply(A, Math.pow(2, -j));
+      var N = identity(n);
+      var D = identity(n);
       var factor = 1;
       var AposToI = Apos;
       var alternate = -1;
-      for (var i2 = 1; i2 <= q; i2++) {
-        if (i2 > 1) {
-          AposToI = multiply2(AposToI, Apos);
+      for (var i = 1; i <= q; i++) {
+        if (i > 1) {
+          AposToI = multiply(AposToI, Apos);
           alternate = -alternate;
         }
-        factor = factor * (q - i2 + 1) / ((2 * q - i2 + 1) * i2);
-        N = add3(N, multiply2(factor, AposToI));
-        D = add3(D, multiply2(factor * alternate, AposToI));
+        factor = factor * (q - i + 1) / ((2 * q - i + 1) * i);
+        N = add2(N, multiply(factor, AposToI));
+        D = add2(D, multiply(factor * alternate, AposToI));
       }
-      var R = multiply2(inv2(D), N);
+      var R = multiply(inv(D), N);
       for (var _i = 0; _i < j; _i++) {
-        R = multiply2(R, R);
+        R = multiply(R, R);
       }
       return isSparseMatrix(A) ? A.createSparseMatrix(R) : R;
     }
@@ -36585,10 +37091,10 @@ var createExpm = /* @__PURE__ */ factory(name244, dependencies244, (_ref) => {
   function infinityNorm(A) {
     var n = A.size()[0];
     var infNorm = 0;
-    for (var i2 = 0; i2 < n; i2++) {
+    for (var i = 0; i < n; i++) {
       var rowSum = 0;
       for (var j = 0; j < n; j++) {
-        rowSum += abs3(A.get([i2, j]));
+        rowSum += abs2(A.get([i, j]));
       }
       infNorm = Math.max(rowSum, infNorm);
     }
@@ -36611,8 +37117,8 @@ var createExpm = /* @__PURE__ */ factory(name244, dependencies244, (_ref) => {
   }
   function errorEstimate(infNorm, q, j) {
     var qfac = 1;
-    for (var i2 = 2; i2 <= q; i2++) {
-      qfac *= i2;
+    for (var i = 2; i <= q; i++) {
+      qfac *= i;
     }
     var twoqfac = qfac;
     for (var _i2 = q + 1; _i2 <= 2 * q; _i2++) {
@@ -36628,17 +37134,17 @@ var name245 = "sqrtm";
 var dependencies245 = ["typed", "abs", "add", "multiply", "map", "sqrt", "subtract", "inv", "size", "max", "identity"];
 var createSqrtm = /* @__PURE__ */ factory(name245, dependencies245, (_ref) => {
   var {
-    typed: typed3,
-    abs: abs3,
-    add: add3,
-    multiply: multiply2,
-    map: map3,
-    sqrt: sqrt3,
-    subtract: subtract2,
-    inv: inv2,
-    size: size2,
-    max: max3,
-    identity: identity2
+    typed: typed2,
+    abs: abs2,
+    add: add2,
+    multiply,
+    map: map2,
+    sqrt: sqrt2,
+    subtract,
+    inv,
+    size,
+    max: max2,
+    identity
   } = _ref;
   var _maxIterations = 1e3;
   var _tolerance = 1e-6;
@@ -36646,39 +37152,39 @@ var createSqrtm = /* @__PURE__ */ factory(name245, dependencies245, (_ref) => {
     var error;
     var iterations = 0;
     var Y = A;
-    var Z = identity2(size2(A));
+    var Z = identity(size(A));
     do {
       var Yk = Y;
-      Y = multiply2(0.5, add3(Yk, inv2(Z)));
-      Z = multiply2(0.5, add3(Z, inv2(Yk)));
-      error = max3(abs3(subtract2(Y, Yk)));
+      Y = multiply(0.5, add2(Yk, inv(Z)));
+      Z = multiply(0.5, add2(Z, inv(Yk)));
+      error = max2(abs2(subtract(Y, Yk)));
       if (error > _tolerance && ++iterations > _maxIterations) {
         throw new Error("computing square root of matrix: iterative method could not converge");
       }
     } while (error > _tolerance);
     return Y;
   }
-  return typed3(name245, {
+  return typed2(name245, {
     "Array | Matrix": function ArrayMatrix(A) {
-      var size3 = isMatrix(A) ? A.size() : arraySize(A);
-      switch (size3.length) {
+      var size2 = isMatrix(A) ? A.size() : arraySize(A);
+      switch (size2.length) {
         case 1:
-          if (size3[0] === 1) {
-            return map3(A, sqrt3);
+          if (size2[0] === 1) {
+            return map2(A, sqrt2);
           } else {
-            throw new RangeError("Matrix must be square (size: " + format3(size3) + ")");
+            throw new RangeError("Matrix must be square (size: " + format3(size2) + ")");
           }
         case 2: {
-          var rows = size3[0];
-          var cols = size3[1];
+          var rows = size2[0];
+          var cols = size2[1];
           if (rows === cols) {
             return _denmanBeavers(A);
           } else {
-            throw new RangeError("Matrix must be square (size: " + format3(size3) + ")");
+            throw new RangeError("Matrix must be square (size: " + format3(size2) + ")");
           }
         }
         default:
-          throw new RangeError("Matrix must be at most two dimensional (size: " + format3(size3) + ")");
+          throw new RangeError("Matrix must be at most two dimensional (size: " + format3(size2) + ")");
       }
     }
   });
@@ -36689,87 +37195,87 @@ var name246 = "sylvester";
 var dependencies246 = ["typed", "schur", "matrixFromColumns", "matrix", "multiply", "range", "concat", "transpose", "index", "subset", "add", "subtract", "identity", "lusolve", "abs"];
 var createSylvester = /* @__PURE__ */ factory(name246, dependencies246, (_ref) => {
   var {
-    typed: typed3,
-    schur: schur2,
-    matrixFromColumns: matrixFromColumns2,
-    matrix: matrix2,
-    multiply: multiply2,
-    range: range2,
-    concat: concat3,
-    transpose: transpose2,
-    index: index2,
-    subset: subset2,
-    add: add3,
-    subtract: subtract2,
-    identity: identity2,
-    lusolve: lusolve2,
-    abs: abs3
+    typed: typed2,
+    schur,
+    matrixFromColumns,
+    matrix,
+    multiply,
+    range,
+    concat: concat2,
+    transpose,
+    index,
+    subset,
+    add: add2,
+    subtract,
+    identity,
+    lusolve,
+    abs: abs2
   } = _ref;
-  return typed3(name246, {
+  return typed2(name246, {
     "Matrix, Matrix, Matrix": _sylvester,
     "Array, Matrix, Matrix": function ArrayMatrixMatrix(A, B, C) {
-      return _sylvester(matrix2(A), B, C);
+      return _sylvester(matrix(A), B, C);
     },
     "Array, Array, Matrix": function ArrayArrayMatrix(A, B, C) {
-      return _sylvester(matrix2(A), matrix2(B), C);
+      return _sylvester(matrix(A), matrix(B), C);
     },
     "Array, Matrix, Array": function ArrayMatrixArray(A, B, C) {
-      return _sylvester(matrix2(A), B, matrix2(C));
+      return _sylvester(matrix(A), B, matrix(C));
     },
     "Matrix, Array, Matrix": function MatrixArrayMatrix(A, B, C) {
-      return _sylvester(A, matrix2(B), C);
+      return _sylvester(A, matrix(B), C);
     },
     "Matrix, Array, Array": function MatrixArrayArray(A, B, C) {
-      return _sylvester(A, matrix2(B), matrix2(C));
+      return _sylvester(A, matrix(B), matrix(C));
     },
     "Matrix, Matrix, Array": function MatrixMatrixArray(A, B, C) {
-      return _sylvester(A, B, matrix2(C));
+      return _sylvester(A, B, matrix(C));
     },
     "Array, Array, Array": function ArrayArrayArray(A, B, C) {
-      return _sylvester(matrix2(A), matrix2(B), matrix2(C)).toArray();
+      return _sylvester(matrix(A), matrix(B), matrix(C)).toArray();
     }
   });
   function _sylvester(A, B, C) {
     var n = B.size()[0];
     var m = A.size()[0];
-    var sA = schur2(A);
+    var sA = schur(A);
     var F = sA.T;
     var U = sA.U;
-    var sB = schur2(multiply2(-1, B));
+    var sB = schur(multiply(-1, B));
     var G = sB.T;
     var V = sB.U;
-    var D = multiply2(multiply2(transpose2(U), C), V);
-    var all = range2(0, m);
+    var D = multiply(multiply(transpose(U), C), V);
+    var all2 = range(0, m);
     var y = [];
-    var hc = (a, b) => concat3(a, b, 1);
-    var vc = (a, b) => concat3(a, b, 0);
+    var hc = (a, b) => concat2(a, b, 1);
+    var vc = (a, b) => concat2(a, b, 0);
     for (var k = 0; k < n; k++) {
-      if (k < n - 1 && abs3(subset2(G, index2(k + 1, k))) > 1e-5) {
-        var RHS = vc(subset2(D, index2(all, k)), subset2(D, index2(all, k + 1)));
+      if (k < n - 1 && abs2(subset(G, index(k + 1, k))) > 1e-5) {
+        var RHS = vc(subset(D, index(all2, k)), subset(D, index(all2, k + 1)));
         for (var j = 0; j < k; j++) {
-          RHS = add3(RHS, vc(multiply2(y[j], subset2(G, index2(j, k))), multiply2(y[j], subset2(G, index2(j, k + 1)))));
+          RHS = add2(RHS, vc(multiply(y[j], subset(G, index(j, k))), multiply(y[j], subset(G, index(j, k + 1)))));
         }
-        var gkk = multiply2(identity2(m), multiply2(-1, subset2(G, index2(k, k))));
-        var gmk = multiply2(identity2(m), multiply2(-1, subset2(G, index2(k + 1, k))));
-        var gkm = multiply2(identity2(m), multiply2(-1, subset2(G, index2(k, k + 1))));
-        var gmm = multiply2(identity2(m), multiply2(-1, subset2(G, index2(k + 1, k + 1))));
-        var LHS = vc(hc(add3(F, gkk), gmk), hc(gkm, add3(F, gmm)));
-        var yAux = lusolve2(LHS, RHS);
-        y[k] = yAux.subset(index2(range2(0, m), 0));
-        y[k + 1] = yAux.subset(index2(range2(m, 2 * m), 0));
+        var gkk = multiply(identity(m), multiply(-1, subset(G, index(k, k))));
+        var gmk = multiply(identity(m), multiply(-1, subset(G, index(k + 1, k))));
+        var gkm = multiply(identity(m), multiply(-1, subset(G, index(k, k + 1))));
+        var gmm = multiply(identity(m), multiply(-1, subset(G, index(k + 1, k + 1))));
+        var LHS = vc(hc(add2(F, gkk), gmk), hc(gkm, add2(F, gmm)));
+        var yAux = lusolve(LHS, RHS);
+        y[k] = yAux.subset(index(range(0, m), 0));
+        y[k + 1] = yAux.subset(index(range(m, 2 * m), 0));
         k++;
       } else {
-        var _RHS = subset2(D, index2(all, k));
+        var _RHS = subset(D, index(all2, k));
         for (var _j = 0; _j < k; _j++) {
-          _RHS = add3(_RHS, multiply2(y[_j], subset2(G, index2(_j, k))));
+          _RHS = add2(_RHS, multiply(y[_j], subset(G, index(_j, k))));
         }
-        var _gkk = subset2(G, index2(k, k));
-        var _LHS = subtract2(F, multiply2(_gkk, identity2(m)));
-        y[k] = lusolve2(_LHS, _RHS);
+        var _gkk = subset(G, index(k, k));
+        var _LHS = subtract(F, multiply(_gkk, identity(m)));
+        y[k] = lusolve(_LHS, _RHS);
       }
     }
-    var Y = matrix2(matrixFromColumns2(...y));
-    var X = multiply2(U, multiply2(Y, transpose2(V)));
+    var Y = matrix(matrixFromColumns(...y));
+    var X = multiply(U, multiply(Y, transpose(V)));
     return X;
   }
 });
@@ -36779,43 +37285,43 @@ var name247 = "schur";
 var dependencies247 = ["typed", "matrix", "identity", "multiply", "qr", "norm", "subtract"];
 var createSchur = /* @__PURE__ */ factory(name247, dependencies247, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    identity: identity2,
-    multiply: multiply2,
-    qr: qr2,
-    norm: norm2,
-    subtract: subtract2
+    typed: typed2,
+    matrix,
+    identity,
+    multiply,
+    qr,
+    norm,
+    subtract
   } = _ref;
-  return typed3(name247, {
+  return typed2(name247, {
     Array: function Array2(X) {
-      var r = _schur(matrix2(X));
+      var r = _schur(matrix(X));
       return {
         U: r.U.valueOf(),
         T: r.T.valueOf()
       };
     },
-    Matrix: function Matrix2(X) {
+    Matrix: function Matrix(X) {
       return _schur(X);
     }
   });
   function _schur(X) {
     var n = X.size()[0];
     var A = X;
-    var U = identity2(n);
+    var U = identity(n);
     var k = 0;
     var A0;
     do {
       A0 = A;
-      var QR = qr2(A);
+      var QR = qr(A);
       var Q2 = QR.Q;
       var R = QR.R;
-      A = multiply2(R, Q2);
-      U = multiply2(U, Q2);
+      A = multiply(R, Q2);
+      U = multiply(U, Q2);
       if (k++ > 100) {
         break;
       }
-    } while (norm2(subtract2(A, A0)) > 1e-4);
+    } while (norm(subtract(A, A0)) > 1e-4);
     return {
       U,
       T: A
@@ -36828,24 +37334,24 @@ var name248 = "lyap";
 var dependencies248 = ["typed", "matrix", "sylvester", "multiply", "transpose"];
 var createLyap = /* @__PURE__ */ factory(name248, dependencies248, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    sylvester: sylvester2,
-    multiply: multiply2,
-    transpose: transpose2
+    typed: typed2,
+    matrix,
+    sylvester,
+    multiply,
+    transpose
   } = _ref;
-  return typed3(name248, {
+  return typed2(name248, {
     "Matrix, Matrix": function MatrixMatrix(A, Q2) {
-      return sylvester2(A, transpose2(A), multiply2(-1, Q2));
+      return sylvester(A, transpose(A), multiply(-1, Q2));
     },
     "Array, Matrix": function ArrayMatrix(A, Q2) {
-      return sylvester2(matrix2(A), transpose2(matrix2(A)), multiply2(-1, Q2));
+      return sylvester(matrix(A), transpose(matrix(A)), multiply(-1, Q2));
     },
     "Matrix, Array": function MatrixArray(A, Q2) {
-      return sylvester2(A, transpose2(matrix2(A)), matrix2(multiply2(-1, Q2)));
+      return sylvester(A, transpose(matrix(A)), matrix(multiply(-1, Q2)));
     },
     "Array, Array": function ArrayArray(A, Q2) {
-      return sylvester2(matrix2(A), transpose2(matrix2(A)), matrix2(multiply2(-1, Q2))).toArray();
+      return sylvester(matrix(A), transpose(matrix(A)), matrix(multiply(-1, Q2))).toArray();
     }
   });
 });
@@ -36855,38 +37361,38 @@ var name249 = "divide";
 var dependencies249 = ["typed", "matrix", "multiply", "equalScalar", "divideScalar", "inv"];
 var createDivide = /* @__PURE__ */ factory(name249, dependencies249, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    multiply: multiply2,
-    equalScalar: equalScalar2,
-    divideScalar: divideScalar2,
-    inv: inv2
+    typed: typed2,
+    matrix,
+    multiply,
+    equalScalar,
+    divideScalar,
+    inv
   } = _ref;
   var matAlgo11xS0s = createMatAlgo11xS0s({
-    typed: typed3,
-    equalScalar: equalScalar2
+    typed: typed2,
+    equalScalar
   });
   var matAlgo14xDs = createMatAlgo14xDs({
-    typed: typed3
+    typed: typed2
   });
-  return typed3("divide", extend({
+  return typed2("divide", extend({
     // we extend the signatures of divideScalar with signatures dealing with matrices
     "Array | Matrix, Array | Matrix": function ArrayMatrixArrayMatrix(x, y) {
-      return multiply2(x, inv2(y));
+      return multiply(x, inv(y));
     },
     "DenseMatrix, any": function DenseMatrixAny(x, y) {
-      return matAlgo14xDs(x, y, divideScalar2, false);
+      return matAlgo14xDs(x, y, divideScalar, false);
     },
     "SparseMatrix, any": function SparseMatrixAny(x, y) {
-      return matAlgo11xS0s(x, y, divideScalar2, false);
+      return matAlgo11xS0s(x, y, divideScalar, false);
     },
     "Array, any": function ArrayAny(x, y) {
-      return matAlgo14xDs(matrix2(x), y, divideScalar2, false).valueOf();
+      return matAlgo14xDs(matrix(x), y, divideScalar, false).valueOf();
     },
     "any, Array | Matrix": function anyArrayMatrix(x, y) {
-      return multiply2(x, inv2(y));
+      return multiply(x, inv(y));
     }
-  }, divideScalar2.signatures));
+  }, divideScalar.signatures));
 });
 
 // node_modules/mathjs/lib/esm/function/geometry/distance.js
@@ -36894,16 +37400,16 @@ var name250 = "distance";
 var dependencies250 = ["typed", "addScalar", "subtract", "divideScalar", "multiplyScalar", "deepEqual", "sqrt", "abs"];
 var createDistance = /* @__PURE__ */ factory(name250, dependencies250, (_ref) => {
   var {
-    typed: typed3,
-    addScalar: addScalar2,
-    subtract: subtract2,
-    multiplyScalar: multiplyScalar2,
-    divideScalar: divideScalar2,
-    deepEqual: deepEqual2,
-    sqrt: sqrt3,
-    abs: abs3
+    typed: typed2,
+    addScalar,
+    subtract,
+    multiplyScalar,
+    divideScalar,
+    deepEqual,
+    sqrt: sqrt2,
+    abs: abs2
   } = _ref;
-  return typed3(name250, {
+  return typed2(name250, {
     "Array, Array, Array": function ArrayArrayArray(x, y, z) {
       if (x.length === 2 && y.length === 2 && z.length === 2) {
         if (!_2d(x)) {
@@ -36915,12 +37421,12 @@ var createDistance = /* @__PURE__ */ factory(name250, dependencies250, (_ref) =>
         if (!_2d(z)) {
           throw new TypeError("Array with 2 numbers or BigNumbers expected for third argument");
         }
-        if (deepEqual2(y, z)) {
+        if (deepEqual(y, z)) {
           throw new TypeError("LinePoint1 should not be same with LinePoint2");
         }
-        var xCoeff = subtract2(z[1], y[1]);
-        var yCoeff = subtract2(y[0], z[0]);
-        var constant = subtract2(multiplyScalar2(z[0], y[1]), multiplyScalar2(y[0], z[1]));
+        var xCoeff = subtract(z[1], y[1]);
+        var yCoeff = subtract(y[0], z[0]);
+        var constant = subtract(multiplyScalar(z[0], y[1]), multiplyScalar(y[0], z[1]));
         return _distancePointLine2D(x[0], x[1], xCoeff, yCoeff, constant);
       } else {
         throw new TypeError("Invalid Arguments: Try again");
@@ -36937,13 +37443,13 @@ var createDistance = /* @__PURE__ */ factory(name250, dependencies250, (_ref) =>
         if (!_2d(z)) {
           throw new TypeError("Values of lineTwoPtX and lineTwoPtY should be numbers or BigNumbers");
         }
-        if (deepEqual2(_objectToArray(y), _objectToArray(z))) {
+        if (deepEqual(_objectToArray(y), _objectToArray(z))) {
           throw new TypeError("LinePoint1 should not be same with LinePoint2");
         }
         if ("pointX" in x && "pointY" in x && "lineOnePtX" in y && "lineOnePtY" in y && "lineTwoPtX" in z && "lineTwoPtY" in z) {
-          var xCoeff = subtract2(z.lineTwoPtY, y.lineOnePtY);
-          var yCoeff = subtract2(y.lineOnePtX, z.lineTwoPtX);
-          var constant = subtract2(multiplyScalar2(z.lineTwoPtX, y.lineOnePtY), multiplyScalar2(y.lineOnePtX, z.lineTwoPtY));
+          var xCoeff = subtract(z.lineTwoPtY, y.lineOnePtY);
+          var yCoeff = subtract(y.lineOnePtX, z.lineTwoPtX);
+          var constant = subtract(multiplyScalar(z.lineTwoPtX, y.lineOnePtY), multiplyScalar(y.lineOnePtX, z.lineTwoPtY));
           return _distancePointLine2D(x.pointX, x.pointY, xCoeff, yCoeff, constant);
         } else {
           throw new TypeError("Key names do not match");
@@ -37071,8 +37577,8 @@ var createDistance = /* @__PURE__ */ factory(name250, dependencies250, (_ref) =>
   function _objectToArray(o) {
     var keys = Object.keys(o);
     var a = [];
-    for (var i2 = 0; i2 < keys.length; i2++) {
-      a.push(o[keys[i2]]);
+    for (var i = 0; i < keys.length; i++) {
+      a.push(o[keys[i]]);
     }
     return a;
   }
@@ -37091,37 +37597,37 @@ var createDistance = /* @__PURE__ */ factory(name250, dependencies250, (_ref) =>
     return true;
   }
   function _distancePointLine2D(x, y, a, b, c) {
-    var num = abs3(addScalar2(addScalar2(multiplyScalar2(a, x), multiplyScalar2(b, y)), c));
-    var den = sqrt3(addScalar2(multiplyScalar2(a, a), multiplyScalar2(b, b)));
-    return divideScalar2(num, den);
+    var num = abs2(addScalar(addScalar(multiplyScalar(a, x), multiplyScalar(b, y)), c));
+    var den = sqrt2(addScalar(multiplyScalar(a, a), multiplyScalar(b, b)));
+    return divideScalar(num, den);
   }
   function _distancePointLine3D(x, y, z, x0, y0, z0, a, b, c) {
-    var num = [subtract2(multiplyScalar2(subtract2(y0, y), c), multiplyScalar2(subtract2(z0, z), b)), subtract2(multiplyScalar2(subtract2(z0, z), a), multiplyScalar2(subtract2(x0, x), c)), subtract2(multiplyScalar2(subtract2(x0, x), b), multiplyScalar2(subtract2(y0, y), a))];
-    num = sqrt3(addScalar2(addScalar2(multiplyScalar2(num[0], num[0]), multiplyScalar2(num[1], num[1])), multiplyScalar2(num[2], num[2])));
-    var den = sqrt3(addScalar2(addScalar2(multiplyScalar2(a, a), multiplyScalar2(b, b)), multiplyScalar2(c, c)));
-    return divideScalar2(num, den);
+    var num = [subtract(multiplyScalar(subtract(y0, y), c), multiplyScalar(subtract(z0, z), b)), subtract(multiplyScalar(subtract(z0, z), a), multiplyScalar(subtract(x0, x), c)), subtract(multiplyScalar(subtract(x0, x), b), multiplyScalar(subtract(y0, y), a))];
+    num = sqrt2(addScalar(addScalar(multiplyScalar(num[0], num[0]), multiplyScalar(num[1], num[1])), multiplyScalar(num[2], num[2])));
+    var den = sqrt2(addScalar(addScalar(multiplyScalar(a, a), multiplyScalar(b, b)), multiplyScalar(c, c)));
+    return divideScalar(num, den);
   }
   function _euclideanDistance(x, y) {
     var vectorSize = x.length;
     var result = 0;
-    var diff2 = 0;
-    for (var i2 = 0; i2 < vectorSize; i2++) {
-      diff2 = subtract2(x[i2], y[i2]);
-      result = addScalar2(multiplyScalar2(diff2, diff2), result);
+    var diff = 0;
+    for (var i = 0; i < vectorSize; i++) {
+      diff = subtract(x[i], y[i]);
+      result = addScalar(multiplyScalar(diff, diff), result);
     }
-    return sqrt3(result);
+    return sqrt2(result);
   }
   function _distancePairwise(a) {
     var result = [];
     var pointA = [];
     var pointB = [];
-    for (var i2 = 0; i2 < a.length - 1; i2++) {
-      for (var j = i2 + 1; j < a.length; j++) {
+    for (var i = 0; i < a.length - 1; i++) {
+      for (var j = i + 1; j < a.length; j++) {
         if (a[0].length === 2) {
-          pointA = [a[i2][0], a[i2][1]];
+          pointA = [a[i][0], a[i][1]];
           pointB = [a[j][0], a[j][1]];
         } else if (a[0].length === 3) {
-          pointA = [a[i2][0], a[i2][1], a[i2][2]];
+          pointA = [a[i][0], a[i][1], a[i][2]];
           pointB = [a[j][0], a[j][1], a[j][2]];
         }
         result.push(_euclideanDistance(pointA, pointB));
@@ -37136,32 +37642,32 @@ var name251 = "intersect";
 var dependencies251 = ["typed", "config", "abs", "add", "addScalar", "matrix", "multiply", "multiplyScalar", "divideScalar", "subtract", "smaller", "equalScalar", "flatten", "isZero", "isNumeric"];
 var createIntersect = /* @__PURE__ */ factory(name251, dependencies251, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    abs: abs3,
-    add: add3,
-    addScalar: addScalar2,
-    matrix: matrix2,
-    multiply: multiply2,
-    multiplyScalar: multiplyScalar2,
-    divideScalar: divideScalar2,
-    subtract: subtract2,
-    smaller: smaller2,
-    equalScalar: equalScalar2,
-    flatten: flatten3,
-    isZero: isZero2,
-    isNumeric: isNumeric2
+    typed: typed2,
+    config: config2,
+    abs: abs2,
+    add: add2,
+    addScalar,
+    matrix,
+    multiply,
+    multiplyScalar,
+    divideScalar,
+    subtract,
+    smaller,
+    equalScalar,
+    flatten: flatten2,
+    isZero,
+    isNumeric
   } = _ref;
-  return typed3("intersect", {
+  return typed2("intersect", {
     "Array, Array, Array": _AAA,
     "Array, Array, Array, Array": _AAAA,
     "Matrix, Matrix, Matrix": function MatrixMatrixMatrix(x, y, plane) {
       var arr = _AAA(x.valueOf(), y.valueOf(), plane.valueOf());
-      return arr === null ? null : matrix2(arr);
+      return arr === null ? null : matrix(arr);
     },
     "Matrix, Matrix, Matrix, Matrix": function MatrixMatrixMatrixMatrix(w, x, y, z) {
       var arr = _AAAA(w.valueOf(), x.valueOf(), y.valueOf(), z.valueOf());
-      return arr === null ? null : matrix2(arr);
+      return arr === null ? null : matrix(arr);
     }
   });
   function _AAA(x, y, plane) {
@@ -37221,42 +37727,42 @@ var createIntersect = /* @__PURE__ */ factory(name251, dependencies251, (_ref) =
       return arr[0];
     if (arr.length > 1 && Array.isArray(arr[0])) {
       if (arr.every((el) => Array.isArray(el) && el.length === 1))
-        return flatten3(arr);
+        return flatten2(arr);
     }
     return arr;
   }
   function _2d(x) {
-    return x.length === 2 && isNumeric2(x[0]) && isNumeric2(x[1]);
+    return x.length === 2 && isNumeric(x[0]) && isNumeric(x[1]);
   }
   function _3d(x) {
-    return x.length === 3 && isNumeric2(x[0]) && isNumeric2(x[1]) && isNumeric2(x[2]);
+    return x.length === 3 && isNumeric(x[0]) && isNumeric(x[1]) && isNumeric(x[2]);
   }
   function _4d(x) {
-    return x.length === 4 && isNumeric2(x[0]) && isNumeric2(x[1]) && isNumeric2(x[2]) && isNumeric2(x[3]);
+    return x.length === 4 && isNumeric(x[0]) && isNumeric(x[1]) && isNumeric(x[2]) && isNumeric(x[3]);
   }
   function _intersect2d(p1a, p1b, p2a, p2b) {
     var o1 = p1a;
     var o2 = p2a;
-    var d1 = subtract2(o1, p1b);
-    var d2 = subtract2(o2, p2b);
-    var det2 = subtract2(multiplyScalar2(d1[0], d2[1]), multiplyScalar2(d2[0], d1[1]));
-    if (isZero2(det2))
+    var d1 = subtract(o1, p1b);
+    var d2 = subtract(o2, p2b);
+    var det = subtract(multiplyScalar(d1[0], d2[1]), multiplyScalar(d2[0], d1[1]));
+    if (isZero(det))
       return null;
-    if (smaller2(abs3(det2), config4.epsilon)) {
+    if (smaller(abs2(det), config2.epsilon)) {
       return null;
     }
-    var d20o11 = multiplyScalar2(d2[0], o1[1]);
-    var d21o10 = multiplyScalar2(d2[1], o1[0]);
-    var d20o21 = multiplyScalar2(d2[0], o2[1]);
-    var d21o20 = multiplyScalar2(d2[1], o2[0]);
-    var t = divideScalar2(addScalar2(subtract2(subtract2(d20o11, d21o10), d20o21), d21o20), det2);
-    return add3(multiply2(d1, t), o1);
+    var d20o11 = multiplyScalar(d2[0], o1[1]);
+    var d21o10 = multiplyScalar(d2[1], o1[0]);
+    var d20o21 = multiplyScalar(d2[0], o2[1]);
+    var d21o20 = multiplyScalar(d2[1], o2[0]);
+    var t = divideScalar(addScalar(subtract(subtract(d20o11, d21o10), d20o21), d21o20), det);
+    return add2(multiply(d1, t), o1);
   }
-  function _intersect3dHelper(a, b, c, d, e3, f, g, h, i2, j, k, l) {
-    var add1 = multiplyScalar2(subtract2(a, b), subtract2(c, d));
-    var add22 = multiplyScalar2(subtract2(e3, f), subtract2(g, h));
-    var add32 = multiplyScalar2(subtract2(i2, j), subtract2(k, l));
-    return addScalar2(addScalar2(add1, add22), add32);
+  function _intersect3dHelper(a, b, c, d, e2, f, g, h, i, j, k, l) {
+    var add1 = multiplyScalar(subtract(a, b), subtract(c, d));
+    var add22 = multiplyScalar(subtract(e2, f), subtract(g, h));
+    var add3 = multiplyScalar(subtract(i, j), subtract(k, l));
+    return addScalar(addScalar(add1, add22), add3);
   }
   function _intersect3d(x1, y1, z1, x2, y2, z2, x3, y3, z3, x4, y4, z4) {
     var d1343 = _intersect3dHelper(x1, x3, x4, x3, y1, y3, y4, y3, z1, z3, z4, z3);
@@ -37264,37 +37770,37 @@ var createIntersect = /* @__PURE__ */ factory(name251, dependencies251, (_ref) =
     var d1321 = _intersect3dHelper(x1, x3, x2, x1, y1, y3, y2, y1, z1, z3, z2, z1);
     var d4343 = _intersect3dHelper(x4, x3, x4, x3, y4, y3, y4, y3, z4, z3, z4, z3);
     var d2121 = _intersect3dHelper(x2, x1, x2, x1, y2, y1, y2, y1, z2, z1, z2, z1);
-    var numerator = subtract2(multiplyScalar2(d1343, d4321), multiplyScalar2(d1321, d4343));
-    var denominator = subtract2(multiplyScalar2(d2121, d4343), multiplyScalar2(d4321, d4321));
-    if (isZero2(denominator))
+    var numerator = subtract(multiplyScalar(d1343, d4321), multiplyScalar(d1321, d4343));
+    var denominator = subtract(multiplyScalar(d2121, d4343), multiplyScalar(d4321, d4321));
+    if (isZero(denominator))
       return null;
-    var ta = divideScalar2(numerator, denominator);
-    var tb = divideScalar2(addScalar2(d1343, multiplyScalar2(ta, d4321)), d4343);
-    var pax = addScalar2(x1, multiplyScalar2(ta, subtract2(x2, x1)));
-    var pay = addScalar2(y1, multiplyScalar2(ta, subtract2(y2, y1)));
-    var paz = addScalar2(z1, multiplyScalar2(ta, subtract2(z2, z1)));
-    var pbx = addScalar2(x3, multiplyScalar2(tb, subtract2(x4, x3)));
-    var pby = addScalar2(y3, multiplyScalar2(tb, subtract2(y4, y3)));
-    var pbz = addScalar2(z3, multiplyScalar2(tb, subtract2(z4, z3)));
-    if (equalScalar2(pax, pbx) && equalScalar2(pay, pby) && equalScalar2(paz, pbz)) {
+    var ta = divideScalar(numerator, denominator);
+    var tb = divideScalar(addScalar(d1343, multiplyScalar(ta, d4321)), d4343);
+    var pax = addScalar(x1, multiplyScalar(ta, subtract(x2, x1)));
+    var pay = addScalar(y1, multiplyScalar(ta, subtract(y2, y1)));
+    var paz = addScalar(z1, multiplyScalar(ta, subtract(z2, z1)));
+    var pbx = addScalar(x3, multiplyScalar(tb, subtract(x4, x3)));
+    var pby = addScalar(y3, multiplyScalar(tb, subtract(y4, y3)));
+    var pbz = addScalar(z3, multiplyScalar(tb, subtract(z4, z3)));
+    if (equalScalar(pax, pbx) && equalScalar(pay, pby) && equalScalar(paz, pbz)) {
       return [pax, pay, paz];
     } else {
       return null;
     }
   }
   function _intersectLinePlane(x1, y1, z1, x2, y2, z2, x, y, z, c) {
-    var x1x = multiplyScalar2(x1, x);
-    var x2x = multiplyScalar2(x2, x);
-    var y1y = multiplyScalar2(y1, y);
-    var y2y = multiplyScalar2(y2, y);
-    var z1z = multiplyScalar2(z1, z);
-    var z2z = multiplyScalar2(z2, z);
-    var numerator = subtract2(subtract2(subtract2(c, x1x), y1y), z1z);
-    var denominator = subtract2(subtract2(subtract2(addScalar2(addScalar2(x2x, y2y), z2z), x1x), y1y), z1z);
-    var t = divideScalar2(numerator, denominator);
-    var px = addScalar2(x1, multiplyScalar2(t, subtract2(x2, x1)));
-    var py = addScalar2(y1, multiplyScalar2(t, subtract2(y2, y1)));
-    var pz = addScalar2(z1, multiplyScalar2(t, subtract2(z2, z1)));
+    var x1x = multiplyScalar(x1, x);
+    var x2x = multiplyScalar(x2, x);
+    var y1y = multiplyScalar(y1, y);
+    var y2y = multiplyScalar(y2, y);
+    var z1z = multiplyScalar(z1, z);
+    var z2z = multiplyScalar(z2, z);
+    var numerator = subtract(subtract(subtract(c, x1x), y1y), z1z);
+    var denominator = subtract(subtract(subtract(addScalar(addScalar(x2x, y2y), z2z), x1x), y1y), z1z);
+    var t = divideScalar(numerator, denominator);
+    var px = addScalar(x1, multiplyScalar(t, subtract(x2, x1)));
+    var py = addScalar(y1, multiplyScalar(t, subtract(y2, y1)));
+    var pz = addScalar(z1, multiplyScalar(t, subtract(z2, z1)));
     return [px, py, pz];
   }
 });
@@ -37304,12 +37810,12 @@ var name252 = "sum";
 var dependencies252 = ["typed", "config", "add", "numeric"];
 var createSum = /* @__PURE__ */ factory(name252, dependencies252, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    add: add3,
-    numeric: numeric3
+    typed: typed2,
+    config: config2,
+    add: add2,
+    numeric: numeric2
   } = _ref;
-  return typed3(name252, {
+  return typed2(name252, {
     // sum([a, b, c, d, ...])
     "Array | Matrix": _sum,
     // sum([a, b, c, d, ...], dim)
@@ -37323,26 +37829,26 @@ var createSum = /* @__PURE__ */ factory(name252, dependencies252, (_ref) => {
     }
   });
   function _sum(array) {
-    var sum3;
+    var sum2;
     deepForEach(array, function(value) {
       try {
-        sum3 = sum3 === void 0 ? value : add3(sum3, value);
+        sum2 = sum2 === void 0 ? value : add2(sum2, value);
       } catch (err) {
         throw improveErrorMessage(err, "sum", value);
       }
     });
-    if (sum3 === void 0) {
-      sum3 = numeric3(0, config4.number);
+    if (sum2 === void 0) {
+      sum2 = numeric2(0, config2.number);
     }
-    if (typeof sum3 === "string") {
-      sum3 = numeric3(sum3, config4.number);
+    if (typeof sum2 === "string") {
+      sum2 = numeric2(sum2, config2.number);
     }
-    return sum3;
+    return sum2;
   }
   function _nsumDim(array, dim) {
     try {
-      var sum3 = reduce(array, dim, add3);
-      return sum3;
+      var sum2 = reduce(array, dim, add2);
+      return sum2;
     } catch (err) {
       throw improveErrorMessage(err, "sum");
     }
@@ -37354,20 +37860,20 @@ var name253 = "cumsum";
 var dependencies253 = ["typed", "add", "unaryPlus"];
 var createCumSum = /* @__PURE__ */ factory(name253, dependencies253, (_ref) => {
   var {
-    typed: typed3,
-    add: add3,
-    unaryPlus: unaryPlus2
+    typed: typed2,
+    add: add2,
+    unaryPlus
   } = _ref;
-  return typed3(name253, {
+  return typed2(name253, {
     // sum([a, b, c, d, ...])
     Array: _cumsum,
-    Matrix: function Matrix2(matrix2) {
-      return matrix2.create(_cumsum(matrix2.valueOf()));
+    Matrix: function Matrix(matrix) {
+      return matrix.create(_cumsum(matrix.valueOf()));
     },
     // sum([a, b, c, d, ...], dim)
     "Array, number | BigNumber": _ncumSumDim,
-    "Matrix, number | BigNumber": function MatrixNumberBigNumber(matrix2, dim) {
-      return matrix2.create(_ncumSumDim(matrix2.valueOf(), dim));
+    "Matrix, number | BigNumber": function MatrixNumberBigNumber(matrix, dim) {
+      return matrix.create(_ncumSumDim(matrix.valueOf(), dim));
     },
     // cumsum(a, b, c, d, ...)
     "...": function _(args) {
@@ -37388,16 +37894,16 @@ var createCumSum = /* @__PURE__ */ factory(name253, dependencies253, (_ref) => {
     if (array.length === 0) {
       return [];
     }
-    var sums = [unaryPlus2(array[0])];
-    for (var i2 = 1; i2 < array.length; ++i2) {
-      sums.push(add3(sums[i2 - 1], array[i2]));
+    var sums = [unaryPlus(array[0])];
+    for (var i = 1; i < array.length; ++i) {
+      sums.push(add2(sums[i - 1], array[i]));
     }
     return sums;
   }
   function _ncumSumDim(array, dim) {
-    var size2 = arraySize(array);
-    if (dim < 0 || dim >= size2.length) {
-      throw new IndexError(dim, size2.length);
+    var size = arraySize(array);
+    if (dim < 0 || dim >= size.length) {
+      throw new IndexError(dim, size.length);
     }
     try {
       return _cumsumDimensional(array, dim);
@@ -37406,7 +37912,7 @@ var createCumSum = /* @__PURE__ */ factory(name253, dependencies253, (_ref) => {
     }
   }
   function _cumsumDimensional(mat, dim) {
-    var i2, ret, tran;
+    var i, ret, tran;
     if (dim <= 0) {
       var initialValue = mat[0][0];
       if (!Array.isArray(initialValue)) {
@@ -37414,15 +37920,15 @@ var createCumSum = /* @__PURE__ */ factory(name253, dependencies253, (_ref) => {
       } else {
         tran = _switch(mat);
         ret = [];
-        for (i2 = 0; i2 < tran.length; i2++) {
-          ret[i2] = _cumsumDimensional(tran[i2], dim - 1);
+        for (i = 0; i < tran.length; i++) {
+          ret[i] = _cumsumDimensional(tran[i], dim - 1);
         }
         return ret;
       }
     } else {
       ret = [];
-      for (i2 = 0; i2 < mat.length; i2++) {
-        ret[i2] = _cumsumDimensional(mat[i2], dim - 1);
+      for (i = 0; i < mat.length; i++) {
+        ret[i] = _cumsumDimensional(mat[i], dim - 1);
       }
       return ret;
     }
@@ -37434,11 +37940,11 @@ var name254 = "mean";
 var dependencies254 = ["typed", "add", "divide"];
 var createMean = /* @__PURE__ */ factory(name254, dependencies254, (_ref) => {
   var {
-    typed: typed3,
-    add: add3,
-    divide: divide3
+    typed: typed2,
+    add: add2,
+    divide: divide2
   } = _ref;
-  return typed3(name254, {
+  return typed2(name254, {
     // mean([a, b, c, d, ...])
     "Array | Matrix": _mean,
     // mean([a, b, c, d, ...], dim)
@@ -37453,19 +37959,19 @@ var createMean = /* @__PURE__ */ factory(name254, dependencies254, (_ref) => {
   });
   function _nmeanDim(array, dim) {
     try {
-      var sum3 = reduce(array, dim, add3);
+      var sum2 = reduce(array, dim, add2);
       var s = Array.isArray(array) ? arraySize(array) : array.size();
-      return divide3(sum3, s[dim]);
+      return divide2(sum2, s[dim]);
     } catch (err) {
       throw improveErrorMessage(err, "mean");
     }
   }
   function _mean(array) {
-    var sum3;
+    var sum2;
     var num = 0;
     deepForEach(array, function(value) {
       try {
-        sum3 = sum3 === void 0 ? value : add3(sum3, value);
+        sum2 = sum2 === void 0 ? value : add2(sum2, value);
         num++;
       } catch (err) {
         throw improveErrorMessage(err, "mean", value);
@@ -37474,7 +37980,7 @@ var createMean = /* @__PURE__ */ factory(name254, dependencies254, (_ref) => {
     if (num === 0) {
       throw new Error("Cannot calculate the mean of an empty array");
     }
-    return divide3(sum3, num);
+    return divide2(sum2, num);
   }
 });
 
@@ -37483,11 +37989,11 @@ var name255 = "median";
 var dependencies255 = ["typed", "add", "divide", "compare", "partitionSelect"];
 var createMedian = /* @__PURE__ */ factory(name255, dependencies255, (_ref) => {
   var {
-    typed: typed3,
-    add: add3,
-    divide: divide3,
-    compare: compare2,
-    partitionSelect: partitionSelect2
+    typed: typed2,
+    add: add2,
+    divide: divide2,
+    compare,
+    partitionSelect
   } = _ref;
   function _median(array) {
     try {
@@ -37498,33 +38004,33 @@ var createMedian = /* @__PURE__ */ factory(name255, dependencies255, (_ref) => {
       }
       if (num % 2 === 0) {
         var mid = num / 2 - 1;
-        var right = partitionSelect2(array, mid + 1);
+        var right = partitionSelect(array, mid + 1);
         var left = array[mid];
-        for (var i2 = 0; i2 < mid; ++i2) {
-          if (compare2(array[i2], left) > 0) {
-            left = array[i2];
+        for (var i = 0; i < mid; ++i) {
+          if (compare(array[i], left) > 0) {
+            left = array[i];
           }
         }
         return middle2(left, right);
       } else {
-        var m = partitionSelect2(array, (num - 1) / 2);
+        var m = partitionSelect(array, (num - 1) / 2);
         return middle(m);
       }
     } catch (err) {
       throw improveErrorMessage(err, "median");
     }
   }
-  var middle = typed3({
+  var middle = typed2({
     "number | BigNumber | Complex | Unit": function numberBigNumberComplexUnit(value) {
       return value;
     }
   });
-  var middle2 = typed3({
+  var middle2 = typed2({
     "number | BigNumber | Complex | Unit, number | BigNumber | Complex | Unit": function numberBigNumberComplexUnitNumberBigNumberComplexUnit(left, right) {
-      return divide3(add3(left, right), 2);
+      return divide2(add2(left, right), 2);
     }
   });
-  return typed3(name255, {
+  return typed2(name255, {
     // median([a, b, c, d, ...])
     "Array | Matrix": _median,
     // median([a, b, c, d, ...], dim)
@@ -37546,13 +38052,13 @@ var name256 = "mad";
 var dependencies256 = ["typed", "abs", "map", "median", "subtract"];
 var createMad = /* @__PURE__ */ factory(name256, dependencies256, (_ref) => {
   var {
-    typed: typed3,
-    abs: abs3,
-    map: map3,
-    median: median2,
-    subtract: subtract2
+    typed: typed2,
+    abs: abs2,
+    map: map2,
+    median,
+    subtract
   } = _ref;
-  return typed3(name256, {
+  return typed2(name256, {
     // mad([a, b, c, d, ...])
     "Array | Matrix": _mad,
     // mad(a, b, c, d, ...)
@@ -37566,9 +38072,9 @@ var createMad = /* @__PURE__ */ factory(name256, dependencies256, (_ref) => {
       throw new Error("Cannot calculate median absolute deviation (mad) of an empty array");
     }
     try {
-      var med = median2(array);
-      return median2(map3(array, function(value) {
-        return abs3(subtract2(value, med));
+      var med = median(array);
+      return median(map2(array, function(value) {
+        return abs2(subtract(value, med));
       }));
     } catch (err) {
       if (err instanceof TypeError && err.message.indexOf("median") !== -1) {
@@ -37586,15 +38092,15 @@ var name257 = "variance";
 var dependencies257 = ["typed", "add", "subtract", "multiply", "divide", "apply", "isNaN"];
 var createVariance = /* @__PURE__ */ factory(name257, dependencies257, (_ref) => {
   var {
-    typed: typed3,
-    add: add3,
-    subtract: subtract2,
-    multiply: multiply2,
-    divide: divide3,
-    apply: apply2,
-    isNaN: isNaN3
+    typed: typed2,
+    add: add2,
+    subtract,
+    multiply,
+    divide: divide2,
+    apply,
+    isNaN: isNaN2
   } = _ref;
-  return typed3(name257, {
+  return typed2(name257, {
     // variance([a, b, c, d, ...])
     "Array | Matrix": function ArrayMatrix(array) {
       return _var(array, DEFAULT_NORMALIZATION);
@@ -37613,14 +38119,14 @@ var createVariance = /* @__PURE__ */ factory(name257, dependencies257, (_ref) =>
     }
   });
   function _var(array, normalization) {
-    var sum3;
+    var sum2;
     var num = 0;
     if (array.length === 0) {
       throw new SyntaxError("Function variance requires one or more parameters (0 provided)");
     }
     deepForEach(array, function(value) {
       try {
-        sum3 = sum3 === void 0 ? value : add3(sum3, value);
+        sum2 = sum2 === void 0 ? value : add2(sum2, value);
         num++;
       } catch (err) {
         throw improveErrorMessage(err, "variance", value);
@@ -37628,23 +38134,23 @@ var createVariance = /* @__PURE__ */ factory(name257, dependencies257, (_ref) =>
     });
     if (num === 0)
       throw new Error("Cannot calculate variance of an empty array");
-    var mean2 = divide3(sum3, num);
-    sum3 = void 0;
+    var mean = divide2(sum2, num);
+    sum2 = void 0;
     deepForEach(array, function(value) {
-      var diff2 = subtract2(value, mean2);
-      sum3 = sum3 === void 0 ? multiply2(diff2, diff2) : add3(sum3, multiply2(diff2, diff2));
+      var diff = subtract(value, mean);
+      sum2 = sum2 === void 0 ? multiply(diff, diff) : add2(sum2, multiply(diff, diff));
     });
-    if (isNaN3(sum3)) {
-      return sum3;
+    if (isNaN2(sum2)) {
+      return sum2;
     }
     switch (normalization) {
       case "uncorrected":
-        return divide3(sum3, num);
+        return divide2(sum2, num);
       case "biased":
-        return divide3(sum3, num + 1);
+        return divide2(sum2, num + 1);
       case "unbiased": {
-        var zero = isBigNumber(sum3) ? sum3.mul(0) : 0;
-        return num === 1 ? zero : divide3(sum3, num - 1);
+        var zero = isBigNumber(sum2) ? sum2.mul(0) : 0;
+        return num === 1 ? zero : divide2(sum2, num - 1);
       }
       default:
         throw new Error('Unknown normalization "' + normalization + '". Choose "unbiased" (default), "uncorrected", or "biased".');
@@ -37655,7 +38161,7 @@ var createVariance = /* @__PURE__ */ factory(name257, dependencies257, (_ref) =>
       if (array.length === 0) {
         throw new SyntaxError("Function variance requires one or more parameters (0 provided)");
       }
-      return apply2(array, dim, (x) => _var(x, normalization));
+      return apply(array, dim, (x) => _var(x, normalization));
     } catch (err) {
       throw improveErrorMessage(err, "variance");
     }
@@ -37667,24 +38173,24 @@ var name258 = "quantileSeq";
 var dependencies258 = ["typed", "?bignumber", "add", "subtract", "divide", "multiply", "partitionSelect", "compare", "isInteger", "smaller", "smallerEq", "larger"];
 var createQuantileSeq = /* @__PURE__ */ factory(name258, dependencies258, (_ref) => {
   var {
-    typed: typed3,
-    bignumber: bignumber2,
-    add: add3,
-    subtract: subtract2,
-    divide: divide3,
-    multiply: multiply2,
-    partitionSelect: partitionSelect2,
-    compare: compare2,
-    isInteger: isInteger3,
-    smaller: smaller2,
-    smallerEq: smallerEq2,
-    larger: larger2
+    typed: typed2,
+    bignumber,
+    add: add2,
+    subtract,
+    divide: divide2,
+    multiply,
+    partitionSelect,
+    compare,
+    isInteger: isInteger2,
+    smaller,
+    smallerEq,
+    larger
   } = _ref;
-  var apply2 = createApply({
-    typed: typed3,
-    isInteger: isInteger3
+  var apply = createApply({
+    typed: typed2,
+    isInteger: isInteger2
   });
-  return typed3(name258, {
+  return typed2(name258, {
     "Array | Matrix, number | BigNumber": (data, p) => _quantileSeqProbNumber(data, p, false),
     "Array | Matrix, number | BigNumber, number": (data, prob, dim) => _quantileSeqDim(data, prob, false, dim, _quantileSeqProbNumber),
     "Array | Matrix, number | BigNumber, boolean": _quantileSeqProbNumber,
@@ -37695,39 +38201,39 @@ var createQuantileSeq = /* @__PURE__ */ factory(name258, dependencies258, (_ref)
     "Array | Matrix, Array | Matrix, boolean, number": (data, prob, sorted, dim) => _quantileSeqDim(data, prob, sorted, dim, _quantileSeqProbCollection)
   });
   function _quantileSeqDim(data, prob, sorted, dim, fn) {
-    return apply2(data, dim, (x) => fn(x, prob, sorted));
+    return apply(data, dim, (x) => fn(x, prob, sorted));
   }
   function _quantileSeqProbNumber(data, probOrN, sorted) {
     var probArr;
     var dataArr = data.valueOf();
-    if (smaller2(probOrN, 0)) {
+    if (smaller(probOrN, 0)) {
       throw new Error("N/prob must be non-negative");
     }
-    if (smallerEq2(probOrN, 1)) {
-      return isNumber(probOrN) ? _quantileSeq(dataArr, probOrN, sorted) : bignumber2(_quantileSeq(dataArr, probOrN, sorted));
+    if (smallerEq(probOrN, 1)) {
+      return isNumber(probOrN) ? _quantileSeq(dataArr, probOrN, sorted) : bignumber(_quantileSeq(dataArr, probOrN, sorted));
     }
-    if (larger2(probOrN, 1)) {
-      if (!isInteger3(probOrN)) {
+    if (larger(probOrN, 1)) {
+      if (!isInteger2(probOrN)) {
         throw new Error("N must be a positive integer");
       }
-      if (larger2(probOrN, 4294967295)) {
+      if (larger(probOrN, 4294967295)) {
         throw new Error("N must be less than or equal to 2^32-1, as that is the maximum length of an Array");
       }
-      var nPlusOne = add3(probOrN, 1);
+      var nPlusOne = add2(probOrN, 1);
       probArr = [];
-      for (var i2 = 0; smaller2(i2, probOrN); i2++) {
-        var prob = divide3(i2 + 1, nPlusOne);
+      for (var i = 0; smaller(i, probOrN); i++) {
+        var prob = divide2(i + 1, nPlusOne);
         probArr.push(_quantileSeq(dataArr, prob, sorted));
       }
-      return isNumber(probOrN) ? probArr : bignumber2(probArr);
+      return isNumber(probOrN) ? probArr : bignumber(probArr);
     }
   }
   function _quantileSeqProbCollection(data, probOrN, sorted) {
     var dataArr = data.valueOf();
     var probOrNArr = probOrN.valueOf();
     var probArr = [];
-    for (var i2 = 0; i2 < probOrNArr.length; ++i2) {
-      probArr.push(_quantileSeq(dataArr, probOrNArr[i2], sorted));
+    for (var i = 0; i < probOrNArr.length; ++i) {
+      probArr.push(_quantileSeq(dataArr, probOrNArr[i], sorted));
     }
     return probArr;
   }
@@ -37737,11 +38243,11 @@ var createQuantileSeq = /* @__PURE__ */ factory(name258, dependencies258, (_ref)
     if (len === 0) {
       throw new Error("Cannot calculate quantile of an empty sequence");
     }
-    var index2 = isNumber(prob) ? prob * (len - 1) : prob.times(len - 1);
-    var integerPart = isNumber(prob) ? Math.floor(index2) : index2.floor().toNumber();
-    var fracPart = isNumber(prob) ? index2 % 1 : index2.minus(integerPart);
-    if (isInteger3(index2)) {
-      return sorted ? flat[index2] : partitionSelect2(flat, isNumber(prob) ? index2 : index2.valueOf());
+    var index = isNumber(prob) ? prob * (len - 1) : prob.times(len - 1);
+    var integerPart = isNumber(prob) ? Math.floor(index) : index.floor().toNumber();
+    var fracPart = isNumber(prob) ? index % 1 : index.minus(integerPart);
+    if (isInteger2(index)) {
+      return sorted ? flat[index] : partitionSelect(flat, isNumber(prob) ? index : index.valueOf());
     }
     var left;
     var right;
@@ -37749,15 +38255,15 @@ var createQuantileSeq = /* @__PURE__ */ factory(name258, dependencies258, (_ref)
       left = flat[integerPart];
       right = flat[integerPart + 1];
     } else {
-      right = partitionSelect2(flat, integerPart + 1);
+      right = partitionSelect(flat, integerPart + 1);
       left = flat[integerPart];
-      for (var i2 = 0; i2 < integerPart; ++i2) {
-        if (compare2(flat[i2], left) > 0) {
-          left = flat[i2];
+      for (var i = 0; i < integerPart; ++i) {
+        if (compare(flat[i], left) > 0) {
+          left = flat[i];
         }
       }
     }
-    return add3(multiply2(left, subtract2(1, fracPart)), multiply2(right, fracPart));
+    return add2(multiply(left, subtract(1, fracPart)), multiply(right, fracPart));
   }
 });
 
@@ -37766,12 +38272,12 @@ var name259 = "std";
 var dependencies259 = ["typed", "map", "sqrt", "variance"];
 var createStd = /* @__PURE__ */ factory(name259, dependencies259, (_ref) => {
   var {
-    typed: typed3,
-    map: map3,
-    sqrt: sqrt3,
-    variance: variance2
+    typed: typed2,
+    map: map2,
+    sqrt: sqrt2,
+    variance
   } = _ref;
-  return typed3(name259, {
+  return typed2(name259, {
     // std([a, b, c, d, ...])
     "Array | Matrix": _std,
     // std([a, b, c, d, ...], normalization)
@@ -37790,11 +38296,11 @@ var createStd = /* @__PURE__ */ factory(name259, dependencies259, (_ref) => {
       throw new SyntaxError("Function std requires one or more parameters (0 provided)");
     }
     try {
-      var v = variance2.apply(null, arguments);
+      var v = variance.apply(null, arguments);
       if (isCollection(v)) {
-        return map3(v, sqrt3);
+        return map2(v, sqrt2);
       } else {
-        return sqrt3(v);
+        return sqrt2(v);
       }
     } catch (err) {
       if (err instanceof TypeError && err.message.indexOf(" variance") !== -1) {
@@ -37811,23 +38317,23 @@ var name260 = "corr";
 var dependencies260 = ["typed", "matrix", "mean", "sqrt", "sum", "add", "subtract", "multiply", "pow", "divide"];
 var createCorr = /* @__PURE__ */ factory(name260, dependencies260, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    sqrt: sqrt3,
-    sum: sum3,
-    add: add3,
-    subtract: subtract2,
-    multiply: multiply2,
-    pow: pow3,
-    divide: divide3
+    typed: typed2,
+    matrix,
+    sqrt: sqrt2,
+    sum: sum2,
+    add: add2,
+    subtract,
+    multiply,
+    pow: pow2,
+    divide: divide2
   } = _ref;
-  return typed3(name260, {
+  return typed2(name260, {
     "Array, Array": function ArrayArray(A, B) {
       return _corr(A, B);
     },
     "Matrix, Matrix": function MatrixMatrix(A, B) {
       var res = _corr(A.toArray(), B.toArray());
-      return Array.isArray(res) ? matrix2(res) : res;
+      return Array.isArray(res) ? matrix(res) : res;
     }
   });
   function _corr(A, B) {
@@ -37836,11 +38342,11 @@ var createCorr = /* @__PURE__ */ factory(name260, dependencies260, (_ref) => {
       if (A.length !== B.length) {
         throw new SyntaxError("Dimension mismatch. Array A and B must have the same length.");
       }
-      for (var i2 = 0; i2 < A.length; i2++) {
-        if (A[i2].length !== B[i2].length) {
+      for (var i = 0; i < A.length; i++) {
+        if (A[i].length !== B[i].length) {
           throw new SyntaxError("Dimension mismatch. Array A and B must have the same number of elements.");
         }
-        correlations.push(correlation(A[i2], B[i2]));
+        correlations.push(correlation(A[i], B[i]));
       }
       return correlations;
     } else {
@@ -37852,14 +38358,14 @@ var createCorr = /* @__PURE__ */ factory(name260, dependencies260, (_ref) => {
   }
   function correlation(A, B) {
     var n = A.length;
-    var sumX = sum3(A);
-    var sumY = sum3(B);
-    var sumXY = A.reduce((acc, x, index2) => add3(acc, multiply2(x, B[index2])), 0);
-    var sumXSquare = sum3(A.map((x) => pow3(x, 2)));
-    var sumYSquare = sum3(B.map((y) => pow3(y, 2)));
-    var numerator = subtract2(multiply2(n, sumXY), multiply2(sumX, sumY));
-    var denominator = sqrt3(multiply2(subtract2(multiply2(n, sumXSquare), pow3(sumX, 2)), subtract2(multiply2(n, sumYSquare), pow3(sumY, 2))));
-    return divide3(numerator, denominator);
+    var sumX = sum2(A);
+    var sumY = sum2(B);
+    var sumXY = A.reduce((acc, x, index) => add2(acc, multiply(x, B[index])), 0);
+    var sumXSquare = sum2(A.map((x) => pow2(x, 2)));
+    var sumYSquare = sum2(B.map((y) => pow2(y, 2)));
+    var numerator = subtract(multiply(n, sumXY), multiply(sumX, sumY));
+    var denominator = sqrt2(multiply(subtract(multiply(n, sumXSquare), pow2(sumX, 2)), subtract(multiply(n, sumYSquare), pow2(sumY, 2))));
+    return divide2(numerator, denominator);
   }
 });
 
@@ -37868,15 +38374,15 @@ var name261 = "combinations";
 var dependencies261 = ["typed"];
 var createCombinations = /* @__PURE__ */ factory(name261, dependencies261, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name261, {
+  return typed2(name261, {
     "number, number": combinationsNumber,
     "BigNumber, BigNumber": function BigNumberBigNumber(n, k) {
-      var BigNumber2 = n.constructor;
-      var result, i2;
+      var BigNumber = n.constructor;
+      var result, i;
       var nMinusk = n.minus(k);
-      var one = new BigNumber2(1);
+      var one = new BigNumber(1);
       if (!isPositiveInteger(n) || !isPositiveInteger(k)) {
         throw new TypeError("Positive integer value expected in function combinations");
       }
@@ -37885,12 +38391,12 @@ var createCombinations = /* @__PURE__ */ factory(name261, dependencies261, (_ref
       }
       result = one;
       if (k.lt(nMinusk)) {
-        for (i2 = one; i2.lte(nMinusk); i2 = i2.plus(one)) {
-          result = result.times(k.plus(i2)).dividedBy(i2);
+        for (i = one; i.lte(nMinusk); i = i.plus(one)) {
+          result = result.times(k.plus(i)).dividedBy(i);
         }
       } else {
-        for (i2 = one; i2.lte(k); i2 = i2.plus(one)) {
-          result = result.times(nMinusk.plus(i2)).dividedBy(i2);
+        for (i = one; i.lte(k); i = i.plus(one)) {
+          result = result.times(nMinusk.plus(i)).dividedBy(i);
         }
       }
       return result;
@@ -37907,9 +38413,9 @@ var name262 = "combinationsWithRep";
 var dependencies262 = ["typed"];
 var createCombinationsWithRep = /* @__PURE__ */ factory(name262, dependencies262, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
-  return typed3(name262, {
+  return typed2(name262, {
     "number, number": function numberNumber(n, k) {
       if (!isInteger(n) || n < 0) {
         throw new TypeError("Positive integer value expected in function combinationsWithRep");
@@ -37928,9 +38434,9 @@ var createCombinationsWithRep = /* @__PURE__ */ factory(name262, dependencies262
       return prodrange / product2(1, n - 1);
     },
     "BigNumber, BigNumber": function BigNumberBigNumber(n, k) {
-      var BigNumber2 = n.constructor;
-      var result, i2;
-      var one = new BigNumber2(1);
+      var BigNumber = n.constructor;
+      var result, i;
+      var one = new BigNumber(1);
       var nMinusOne = n.minus(one);
       if (!isPositiveInteger2(n) || !isPositiveInteger2(k)) {
         throw new TypeError("Positive integer value expected in function combinationsWithRep");
@@ -37940,12 +38446,12 @@ var createCombinationsWithRep = /* @__PURE__ */ factory(name262, dependencies262
       }
       result = one;
       if (k.lt(nMinusOne)) {
-        for (i2 = one; i2.lte(nMinusOne); i2 = i2.plus(one)) {
-          result = result.times(k.plus(i2)).dividedBy(i2);
+        for (i = one; i.lte(nMinusOne); i = i.plus(one)) {
+          result = result.times(k.plus(i)).dividedBy(i);
         }
       } else {
-        for (i2 = one; i2.lte(k); i2 = i2.plus(one)) {
-          result = result.times(nMinusOne.plus(i2)).dividedBy(i2);
+        for (i = one; i.lte(k); i = i.plus(one)) {
+          result = result.times(nMinusOne.plus(i)).dividedBy(i);
         }
       }
       return result;
@@ -37961,38 +38467,38 @@ var name263 = "gamma";
 var dependencies263 = ["typed", "config", "multiplyScalar", "pow", "BigNumber", "Complex"];
 var createGamma = /* @__PURE__ */ factory(name263, dependencies263, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    multiplyScalar: multiplyScalar2,
-    pow: pow3,
+    typed: typed2,
+    config: config2,
+    multiplyScalar,
+    pow: pow2,
     BigNumber: _BigNumber,
-    Complex: Complex3
+    Complex: Complex2
   } = _ref;
   function gammaComplex(n) {
     if (n.im === 0) {
       return gammaNumber(n.re);
     }
     if (n.re < 0.5) {
-      var _t = new Complex3(1 - n.re, -n.im);
-      var r = new Complex3(Math.PI * n.re, Math.PI * n.im);
-      return new Complex3(Math.PI).div(r.sin()).div(gammaComplex(_t));
+      var _t = new Complex2(1 - n.re, -n.im);
+      var r = new Complex2(Math.PI * n.re, Math.PI * n.im);
+      return new Complex2(Math.PI).div(r.sin()).div(gammaComplex(_t));
     }
-    n = new Complex3(n.re - 1, n.im);
-    var x = new Complex3(gammaP[0], 0);
-    for (var i2 = 1; i2 < gammaP.length; ++i2) {
-      var gammaPval = new Complex3(gammaP[i2], 0);
-      x = x.add(gammaPval.div(n.add(i2)));
+    n = new Complex2(n.re - 1, n.im);
+    var x = new Complex2(gammaP[0], 0);
+    for (var i = 1; i < gammaP.length; ++i) {
+      var gammaPval = new Complex2(gammaP[i], 0);
+      x = x.add(gammaPval.div(n.add(i)));
     }
-    var t = new Complex3(n.re + gammaG + 0.5, n.im);
+    var t = new Complex2(n.re + gammaG + 0.5, n.im);
     var twoPiSqrt = Math.sqrt(2 * Math.PI);
     var tpow = t.pow(n.add(0.5));
     var expt = t.neg().exp();
     return x.mul(twoPiSqrt).mul(tpow).mul(expt);
   }
-  return typed3(name263, {
+  return typed2(name263, {
     number: gammaNumber,
     Complex: gammaComplex,
-    BigNumber: function BigNumber2(n) {
+    BigNumber: function BigNumber(n) {
       if (n.isInteger()) {
         return n.isNegative() || n.isZero() ? new _BigNumber(Infinity) : bigFactorial(n.minus(1));
       }
@@ -38006,7 +38512,7 @@ var createGamma = /* @__PURE__ */ factory(name263, dependencies263, (_ref) => {
     if (n < 8) {
       return new _BigNumber([1, 1, 2, 6, 24, 120, 720, 5040][n]);
     }
-    var precision = config4.precision + (Math.log(n.toNumber()) | 0);
+    var precision = config2.precision + (Math.log(n.toNumber()) | 0);
     var Big = _BigNumber.clone({
       precision
     });
@@ -38014,14 +38520,14 @@ var createGamma = /* @__PURE__ */ factory(name263, dependencies263, (_ref) => {
       return n.times(bigFactorial(new _BigNumber(n - 1)));
     }
     var p = n;
-    var prod2 = new Big(n);
-    var sum3 = n.toNumber();
+    var prod = new Big(n);
+    var sum2 = n.toNumber();
     while (p > 2) {
       p -= 2;
-      sum3 += p;
-      prod2 = prod2.times(sum3);
+      sum2 += p;
+      prod = prod.times(sum2);
     }
-    return new _BigNumber(prod2.toPrecision(_BigNumber.precision));
+    return new _BigNumber(prod.toPrecision(_BigNumber.precision));
   }
 });
 
@@ -38030,16 +38536,16 @@ var name264 = "lgamma";
 var dependencies264 = ["Complex", "typed"];
 var createLgamma = /* @__PURE__ */ factory(name264, dependencies264, (_ref) => {
   var {
-    Complex: Complex3,
-    typed: typed3
+    Complex: Complex2,
+    typed: typed2
   } = _ref;
   var SMALL_RE = 7;
   var SMALL_IM = 7;
   var coeffs = [-0.029550653594771242, 0.00641025641025641, -0.0019175269175269176, 8417508417508417e-19, -5952380952380953e-19, 7936507936507937e-19, -0.002777777777777778, 0.08333333333333333];
-  return typed3(name264, {
+  return typed2(name264, {
     number: lgammaNumber,
     Complex: lgammaComplex,
-    BigNumber: function BigNumber2() {
+    BigNumber: function BigNumber() {
       throw new Error("mathjs doesn't yet provide an implementation of the algorithm lgamma for BigNumber");
     }
   });
@@ -38048,16 +38554,16 @@ var createLgamma = /* @__PURE__ */ factory(name264, dependencies264, (_ref) => {
     var LOGPI = 1.1447298858494002;
     var REFLECTION = 0.1;
     if (n.isNaN()) {
-      return new Complex3(NaN, NaN);
+      return new Complex2(NaN, NaN);
     } else if (n.im === 0) {
-      return new Complex3(lgammaNumber(n.re), 0);
+      return new Complex2(lgammaNumber(n.re), 0);
     } else if (n.re >= SMALL_RE || Math.abs(n.im) >= SMALL_IM) {
       return lgammaStirling(n);
     } else if (n.re <= REFLECTION) {
       var tmp = copysign(TWOPI, n.im) * Math.floor(0.5 * n.re + 0.25);
       var a = n.mul(Math.PI).sin().log();
-      var b = lgammaComplex(new Complex3(1 - n.re, -n.im));
-      return new Complex3(LOGPI, tmp).sub(a).sub(b);
+      var b = lgammaComplex(new Complex2(1 - n.re, -n.im));
+      return new Complex2(LOGPI, tmp).sub(a).sub(b);
     } else if (n.im >= 0) {
       return lgammaRecurrence(n);
     } else {
@@ -38066,15 +38572,15 @@ var createLgamma = /* @__PURE__ */ factory(name264, dependencies264, (_ref) => {
   }
   function lgammaStirling(z) {
     var leftPart = z.sub(0.5).mul(z.log()).sub(z).add(lnSqrt2PI);
-    var rz = new Complex3(1, 0).div(z);
+    var rz = new Complex2(1, 0).div(z);
     var rzz = rz.div(z);
     var a = coeffs[0];
     var b = coeffs[1];
     var r = 2 * rzz.re;
     var s = rzz.re * rzz.re + rzz.im * rzz.im;
-    for (var i2 = 2; i2 < 8; i2++) {
+    for (var i = 2; i < 8; i++) {
       var tmp = b;
-      b = -s * a + coeffs[i2];
+      b = -s * a + coeffs[i];
       a = r * a + tmp;
     }
     var rightPart = rz.mul(rzz.mul(a).add(b));
@@ -38093,7 +38599,7 @@ var createLgamma = /* @__PURE__ */ factory(name264, dependencies264, (_ref) => {
       sb = nsb;
       z = z.add(1);
     }
-    return lgammaStirling(z).sub(shiftprod.log()).sub(new Complex3(0, signflips * 2 * Math.PI * 1));
+    return lgammaStirling(z).sub(shiftprod.log()).sub(new Complex2(0, signflips * 2 * Math.PI * 1));
   }
 });
 
@@ -38102,23 +38608,23 @@ var name265 = "factorial";
 var dependencies265 = ["typed", "gamma"];
 var createFactorial = /* @__PURE__ */ factory(name265, dependencies265, (_ref) => {
   var {
-    typed: typed3,
-    gamma: gamma2
+    typed: typed2,
+    gamma
   } = _ref;
-  return typed3(name265, {
-    number: function number2(n) {
+  return typed2(name265, {
+    number: function number(n) {
       if (n < 0) {
         throw new Error("Value must be non-negative");
       }
-      return gamma2(n + 1);
+      return gamma(n + 1);
     },
-    BigNumber: function BigNumber2(n) {
+    BigNumber: function BigNumber(n) {
       if (n.isNegative()) {
         throw new Error("Value must be non-negative");
       }
-      return gamma2(n.plus(1));
+      return gamma(n.plus(1));
     },
-    "Array | Matrix": typed3.referToSelf((self2) => (n) => deepMap(n, self2))
+    "Array | Matrix": typed2.referToSelf((self2) => (n) => deepMap(n, self2))
   });
 });
 
@@ -38127,25 +38633,25 @@ var name266 = "kldivergence";
 var dependencies266 = ["typed", "matrix", "divide", "sum", "multiply", "map", "dotDivide", "log", "isNumeric"];
 var createKldivergence = /* @__PURE__ */ factory(name266, dependencies266, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    divide: divide3,
-    sum: sum3,
-    multiply: multiply2,
-    map: map3,
-    dotDivide: dotDivide2,
-    log: log4,
-    isNumeric: isNumeric2
+    typed: typed2,
+    matrix,
+    divide: divide2,
+    sum: sum2,
+    multiply,
+    map: map2,
+    dotDivide,
+    log: log3,
+    isNumeric
   } = _ref;
-  return typed3(name266, {
+  return typed2(name266, {
     "Array, Array": function ArrayArray(q, p) {
-      return _kldiv(matrix2(q), matrix2(p));
+      return _kldiv(matrix(q), matrix(p));
     },
     "Matrix, Array": function MatrixArray(q, p) {
-      return _kldiv(q, matrix2(p));
+      return _kldiv(q, matrix(p));
     },
     "Array, Matrix": function ArrayMatrix(q, p) {
-      return _kldiv(matrix2(q), p);
+      return _kldiv(matrix(q), p);
     },
     "Matrix, Matrix": function MatrixMatrix(q, p) {
       return _kldiv(q, p);
@@ -38163,18 +38669,18 @@ var createKldivergence = /* @__PURE__ */ factory(name266, dependencies266, (_ref
     if (plength !== qlength) {
       throw new Error("Length of two vectors must be equal");
     }
-    var sumq = sum3(q);
+    var sumq = sum2(q);
     if (sumq === 0) {
       throw new Error("Sum of elements in first object must be non zero");
     }
-    var sump = sum3(p);
+    var sump = sum2(p);
     if (sump === 0) {
       throw new Error("Sum of elements in second object must be non zero");
     }
-    var qnorm = divide3(q, sum3(q));
-    var pnorm = divide3(p, sum3(p));
-    var result = sum3(multiply2(qnorm, map3(dotDivide2(qnorm, pnorm), (x) => log4(x))));
-    if (isNumeric2(result)) {
+    var qnorm = divide2(q, sum2(q));
+    var pnorm = divide2(p, sum2(p));
+    var result = sum2(multiply(qnorm, map2(dotDivide(qnorm, pnorm), (x) => log3(x))));
+    if (isNumeric(result)) {
       return result;
     } else {
       return Number.NaN;
@@ -38187,26 +38693,26 @@ var name267 = "multinomial";
 var dependencies267 = ["typed", "add", "divide", "multiply", "factorial", "isInteger", "isPositive"];
 var createMultinomial = /* @__PURE__ */ factory(name267, dependencies267, (_ref) => {
   var {
-    typed: typed3,
-    add: add3,
-    divide: divide3,
-    multiply: multiply2,
-    factorial: factorial2,
-    isInteger: isInteger3,
-    isPositive: isPositive2
+    typed: typed2,
+    add: add2,
+    divide: divide2,
+    multiply,
+    factorial,
+    isInteger: isInteger2,
+    isPositive
   } = _ref;
-  return typed3(name267, {
+  return typed2(name267, {
     "Array | Matrix": function ArrayMatrix(a) {
-      var sum3 = 0;
+      var sum2 = 0;
       var denom = 1;
       deepForEach(a, function(ai) {
-        if (!isInteger3(ai) || !isPositive2(ai)) {
+        if (!isInteger2(ai) || !isPositive(ai)) {
           throw new TypeError("Positive integer value expected in function multinomial");
         }
-        sum3 = add3(sum3, ai);
-        denom = multiply2(denom, factorial2(ai));
+        sum2 = add2(sum2, ai);
+        denom = multiply(denom, factorial(ai));
       });
-      return divide3(factorial2(sum3), denom);
+      return divide2(factorial(sum2), denom);
     }
   });
 });
@@ -38216,11 +38722,11 @@ var name268 = "permutations";
 var dependencies268 = ["typed", "factorial"];
 var createPermutations = /* @__PURE__ */ factory(name268, dependencies268, (_ref) => {
   var {
-    typed: typed3,
-    factorial: factorial2
+    typed: typed2,
+    factorial
   } = _ref;
-  return typed3(name268, {
-    "number | BigNumber": factorial2,
+  return typed2(name268, {
+    "number | BigNumber": factorial,
     "number, number": function numberNumber(n, k) {
       if (!isInteger(n) || n < 0) {
         throw new TypeError("Positive integer value expected in function permutations");
@@ -38234,7 +38740,7 @@ var createPermutations = /* @__PURE__ */ factory(name268, dependencies268, (_ref
       return product2(n - k + 1, n);
     },
     "BigNumber, BigNumber": function BigNumberBigNumber(n, k) {
-      var result, i2;
+      var result, i;
       if (!isPositiveInteger3(n) || !isPositiveInteger3(k)) {
         throw new TypeError("Positive integer value expected in function permutations");
       }
@@ -38243,8 +38749,8 @@ var createPermutations = /* @__PURE__ */ factory(name268, dependencies268, (_ref
       }
       var one = n.mul(0).add(1);
       result = one;
-      for (i2 = n.minus(k).plus(1); i2.lte(n); i2 = i2.plus(1)) {
-        result = result.times(i2);
+      for (i = n.minus(k).plus(1); i.lte(n); i = i.plus(1)) {
+        result = result.times(i);
       }
       return result;
     }
@@ -38259,13 +38765,13 @@ function isPositiveInteger3(n) {
 var import_seedrandom = __toESM(require_seedrandom2(), 1);
 var singletonRandom = /* @__PURE__ */ (0, import_seedrandom.default)(Date.now());
 function createRng(randomSeed) {
-  var random3;
+  var random2;
   function setSeed(seed) {
-    random3 = seed === null ? singletonRandom : (0, import_seedrandom.default)(String(seed));
+    random2 = seed === null ? singletonRandom : (0, import_seedrandom.default)(String(seed));
   }
   setSeed(randomSeed);
   function rng() {
-    return random3();
+    return random2();
   }
   return rng;
 }
@@ -38275,11 +38781,11 @@ var name269 = "pickRandom";
 var dependencies269 = ["typed", "config", "?on"];
 var createPickRandom = /* @__PURE__ */ factory(name269, dependencies269, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
+    typed: typed2,
+    config: config2,
     on
   } = _ref;
-  var rng = createRng(config4.randomSeed);
+  var rng = createRng(config2.randomSeed);
   if (on) {
     on("config", function(curr, prev) {
       if (curr.randomSeed !== prev.randomSeed) {
@@ -38287,16 +38793,16 @@ var createPickRandom = /* @__PURE__ */ factory(name269, dependencies269, (_ref)
       }
     });
   }
-  return typed3(name269, {
+  return typed2(name269, {
     "Array | Matrix": function ArrayMatrix(possibles) {
       return _pickRandom(possibles, {});
     },
     "Array | Matrix, Object": function ArrayMatrixObject(possibles, options) {
       return _pickRandom(possibles, options);
     },
-    "Array | Matrix, number": function ArrayMatrixNumber(possibles, number2) {
+    "Array | Matrix, number": function ArrayMatrixNumber(possibles, number) {
       return _pickRandom(possibles, {
-        number: number2
+        number
       });
     },
     "Array | Matrix, Array | Matrix": function ArrayMatrixArrayMatrix(possibles, weights) {
@@ -38304,28 +38810,28 @@ var createPickRandom = /* @__PURE__ */ factory(name269, dependencies269, (_ref)
         weights
       });
     },
-    "Array | Matrix, Array | Matrix, number": function ArrayMatrixArrayMatrixNumber(possibles, weights, number2) {
+    "Array | Matrix, Array | Matrix, number": function ArrayMatrixArrayMatrixNumber(possibles, weights, number) {
       return _pickRandom(possibles, {
-        number: number2,
+        number,
         weights
       });
     },
-    "Array | Matrix, number, Array | Matrix": function ArrayMatrixNumberArrayMatrix(possibles, number2, weights) {
+    "Array | Matrix, number, Array | Matrix": function ArrayMatrixNumberArrayMatrix(possibles, number, weights) {
       return _pickRandom(possibles, {
-        number: number2,
+        number,
         weights
       });
     }
   });
   function _pickRandom(possibles, _ref2) {
     var {
-      number: number2,
+      number,
       weights,
       elementWise = true
     } = _ref2;
-    var single = typeof number2 === "undefined";
+    var single = typeof number === "undefined";
     if (single) {
-      number2 = 1;
+      number = 1;
     }
     var createMatrix2 = isMatrix(possibles) ? possibles.create : isMatrix(weights) ? weights.create : null;
     possibles = possibles.valueOf();
@@ -38341,17 +38847,17 @@ var createPickRandom = /* @__PURE__ */ factory(name269, dependencies269, (_ref)
       if (weights.length !== possibles.length) {
         throw new Error("Weights must have the same length as possibles");
       }
-      for (var i2 = 0, len = weights.length; i2 < len; i2++) {
-        if (!isNumber(weights[i2]) || weights[i2] < 0) {
+      for (var i = 0, len = weights.length; i < len; i++) {
+        if (!isNumber(weights[i]) || weights[i] < 0) {
           throw new Error("Weights must be an array of positive numbers");
         }
-        totalWeights += weights[i2];
+        totalWeights += weights[i];
       }
     }
     var length = possibles.length;
     var result = [];
     var pick;
-    while (result.length < number2) {
+    while (result.length < number) {
       if (typeof weights === "undefined") {
         pick = possibles[Math.floor(rng() * length)];
       } else {
@@ -38371,16 +38877,16 @@ var createPickRandom = /* @__PURE__ */ factory(name269, dependencies269, (_ref)
 });
 
 // node_modules/mathjs/lib/esm/function/probability/util/randomMatrix.js
-function randomMatrix(size2, random3) {
+function randomMatrix(size, random2) {
   var data = [];
-  size2 = size2.slice(0);
-  if (size2.length > 1) {
-    for (var i2 = 0, length = size2.shift(); i2 < length; i2++) {
-      data.push(randomMatrix(size2, random3));
+  size = size.slice(0);
+  if (size.length > 1) {
+    for (var i = 0, length = size.shift(); i < length; i++) {
+      data.push(randomMatrix(size, random2));
     }
   } else {
-    for (var _i = 0, _length = size2.shift(); _i < _length; _i++) {
-      data.push(random3());
+    for (var _i = 0, _length = size.shift(); _i < _length; _i++) {
+      data.push(random2());
     }
   }
   return data;
@@ -38391,11 +38897,11 @@ var name270 = "random";
 var dependencies270 = ["typed", "config", "?on"];
 var createRandom = /* @__PURE__ */ factory(name270, dependencies270, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
+    typed: typed2,
+    config: config2,
     on
   } = _ref;
-  var rng = createRng(config4.randomSeed);
+  var rng = createRng(config2.randomSeed);
   if (on) {
     on("config", function(curr, prev) {
       if (curr.randomSeed !== prev.randomSeed) {
@@ -38403,20 +38909,20 @@ var createRandom = /* @__PURE__ */ factory(name270, dependencies270, (_ref) => {
       }
     });
   }
-  return typed3(name270, {
+  return typed2(name270, {
     "": () => _random(0, 1),
-    number: (max3) => _random(0, max3),
-    "number, number": (min3, max3) => _random(min3, max3),
-    "Array | Matrix": (size2) => _randomMatrix(size2, 0, 1),
-    "Array | Matrix, number": (size2, max3) => _randomMatrix(size2, 0, max3),
-    "Array | Matrix, number, number": (size2, min3, max3) => _randomMatrix(size2, min3, max3)
+    number: (max2) => _random(0, max2),
+    "number, number": (min2, max2) => _random(min2, max2),
+    "Array | Matrix": (size) => _randomMatrix(size, 0, 1),
+    "Array | Matrix, number": (size, max2) => _randomMatrix(size, 0, max2),
+    "Array | Matrix, number, number": (size, min2, max2) => _randomMatrix(size, min2, max2)
   });
-  function _randomMatrix(size2, min3, max3) {
-    var res = randomMatrix(size2.valueOf(), () => _random(min3, max3));
-    return isMatrix(size2) ? size2.create(res) : res;
+  function _randomMatrix(size, min2, max2) {
+    var res = randomMatrix(size.valueOf(), () => _random(min2, max2));
+    return isMatrix(size) ? size.create(res) : res;
   }
-  function _random(min3, max3) {
-    return min3 + rng() * (max3 - min3);
+  function _random(min2, max2) {
+    return min2 + rng() * (max2 - min2);
   }
 });
 
@@ -38425,11 +38931,11 @@ var name271 = "randomInt";
 var dependencies271 = ["typed", "config", "?on"];
 var createRandomInt = /* @__PURE__ */ factory(name271, dependencies271, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
+    typed: typed2,
+    config: config2,
     on
   } = _ref;
-  var rng = createRng(config4.randomSeed);
+  var rng = createRng(config2.randomSeed);
   if (on) {
     on("config", function(curr, prev) {
       if (curr.randomSeed !== prev.randomSeed) {
@@ -38437,20 +38943,20 @@ var createRandomInt = /* @__PURE__ */ factory(name271, dependencies271, (_ref) =
       }
     });
   }
-  return typed3(name271, {
+  return typed2(name271, {
     "": () => _randomInt(0, 1),
-    number: (max3) => _randomInt(0, max3),
-    "number, number": (min3, max3) => _randomInt(min3, max3),
-    "Array | Matrix": (size2) => _randomIntMatrix(size2, 0, 1),
-    "Array | Matrix, number": (size2, max3) => _randomIntMatrix(size2, 0, max3),
-    "Array | Matrix, number, number": (size2, min3, max3) => _randomIntMatrix(size2, min3, max3)
+    number: (max2) => _randomInt(0, max2),
+    "number, number": (min2, max2) => _randomInt(min2, max2),
+    "Array | Matrix": (size) => _randomIntMatrix(size, 0, 1),
+    "Array | Matrix, number": (size, max2) => _randomIntMatrix(size, 0, max2),
+    "Array | Matrix, number, number": (size, min2, max2) => _randomIntMatrix(size, min2, max2)
   });
-  function _randomIntMatrix(size2, min3, max3) {
-    var res = randomMatrix(size2.valueOf(), () => _randomInt(min3, max3));
-    return isMatrix(size2) ? size2.create(res) : res;
+  function _randomIntMatrix(size, min2, max2) {
+    var res = randomMatrix(size.valueOf(), () => _randomInt(min2, max2));
+    return isMatrix(size) ? size.create(res) : res;
   }
-  function _randomInt(min3, max3) {
-    return Math.floor(min3 + rng() * (max3 - min3));
+  function _randomInt(min2, max2) {
+    return Math.floor(min2 + rng() * (max2 - min2));
   }
 });
 
@@ -38459,34 +38965,34 @@ var name272 = "stirlingS2";
 var dependencies272 = ["typed", "addScalar", "subtract", "multiplyScalar", "divideScalar", "pow", "factorial", "combinations", "isNegative", "isInteger", "number", "?bignumber", "larger"];
 var createStirlingS2 = /* @__PURE__ */ factory(name272, dependencies272, (_ref) => {
   var {
-    typed: typed3,
-    addScalar: addScalar2,
-    subtract: subtract2,
-    multiplyScalar: multiplyScalar2,
-    divideScalar: divideScalar2,
-    pow: pow3,
-    factorial: factorial2,
-    combinations: combinations2,
-    isNegative: isNegative2,
-    isInteger: isInteger3,
-    number: number2,
-    bignumber: bignumber2,
-    larger: larger2
+    typed: typed2,
+    addScalar,
+    subtract,
+    multiplyScalar,
+    divideScalar,
+    pow: pow2,
+    factorial,
+    combinations,
+    isNegative,
+    isInteger: isInteger2,
+    number,
+    bignumber,
+    larger
   } = _ref;
   var smallCache = [];
   var bigCache = [];
-  return typed3(name272, {
+  return typed2(name272, {
     "number | BigNumber, number | BigNumber": function numberBigNumberNumberBigNumber(n, k) {
-      if (!isInteger3(n) || isNegative2(n) || !isInteger3(k) || isNegative2(k)) {
+      if (!isInteger2(n) || isNegative(n) || !isInteger2(k) || isNegative(k)) {
         throw new TypeError("Non-negative integer value expected in function stirlingS2");
-      } else if (larger2(k, n)) {
+      } else if (larger(k, n)) {
         throw new TypeError("k must be less than or equal to n in function stirlingS2");
       }
       var big = !(isNumber(n) && isNumber(k));
       var cache = big ? bigCache : smallCache;
-      var make = big ? bignumber2 : number2;
-      var nn = number2(n);
-      var nk = number2(k);
+      var make = big ? bignumber : number;
+      var nn = number(n);
+      var nk = number(k);
       if (cache[nn] && cache[nn].length > nk) {
         return cache[nn][nk];
       }
@@ -38496,13 +39002,13 @@ var createStirlingS2 = /* @__PURE__ */ factory(name272, dependencies272, (_ref)
         }
         if (m === 0)
           continue;
-        var row2 = cache[m];
+        var row = cache[m];
         var prev = cache[m - 1];
-        for (var i2 = row2.length; i2 <= m && i2 <= nk; ++i2) {
-          if (i2 === m) {
-            row2[i2] = 1;
+        for (var i = row.length; i <= m && i <= nk; ++i) {
+          if (i === m) {
+            row[i] = 1;
           } else {
-            row2[i2] = addScalar2(multiplyScalar2(make(i2), prev[i2]), prev[i2 - 1]);
+            row[i] = addScalar(multiplyScalar(make(i), prev[i]), prev[i - 1]);
           }
         }
       }
@@ -38516,20 +39022,20 @@ var name273 = "bellNumbers";
 var dependencies273 = ["typed", "addScalar", "isNegative", "isInteger", "stirlingS2"];
 var createBellNumbers = /* @__PURE__ */ factory(name273, dependencies273, (_ref) => {
   var {
-    typed: typed3,
-    addScalar: addScalar2,
-    isNegative: isNegative2,
-    isInteger: isInteger3,
-    stirlingS2: stirlingS22
+    typed: typed2,
+    addScalar,
+    isNegative,
+    isInteger: isInteger2,
+    stirlingS2
   } = _ref;
-  return typed3(name273, {
+  return typed2(name273, {
     "number | BigNumber": function numberBigNumber(n) {
-      if (!isInteger3(n) || isNegative2(n)) {
+      if (!isInteger2(n) || isNegative(n)) {
         throw new TypeError("Non-negative integer value expected in function bellNumbers");
       }
       var result = 0;
-      for (var i2 = 0; i2 <= n; i2++) {
-        result = addScalar2(result, stirlingS22(n, i2));
+      for (var i = 0; i <= n; i++) {
+        result = addScalar(result, stirlingS2(n, i));
       }
       return result;
     }
@@ -38541,20 +39047,20 @@ var name274 = "catalan";
 var dependencies274 = ["typed", "addScalar", "divideScalar", "multiplyScalar", "combinations", "isNegative", "isInteger"];
 var createCatalan = /* @__PURE__ */ factory(name274, dependencies274, (_ref) => {
   var {
-    typed: typed3,
-    addScalar: addScalar2,
-    divideScalar: divideScalar2,
-    multiplyScalar: multiplyScalar2,
-    combinations: combinations2,
-    isNegative: isNegative2,
-    isInteger: isInteger3
+    typed: typed2,
+    addScalar,
+    divideScalar,
+    multiplyScalar,
+    combinations,
+    isNegative,
+    isInteger: isInteger2
   } = _ref;
-  return typed3(name274, {
+  return typed2(name274, {
     "number | BigNumber": function numberBigNumber(n) {
-      if (!isInteger3(n) || isNegative2(n)) {
+      if (!isInteger2(n) || isNegative(n)) {
         throw new TypeError("Non-negative integer value expected in function catalan");
       }
-      return divideScalar2(combinations2(multiplyScalar2(n, 2), n), addScalar2(n, 1));
+      return divideScalar(combinations(multiplyScalar(n, 2), n), addScalar(n, 1));
     }
   });
 });
@@ -38564,22 +39070,22 @@ var name275 = "composition";
 var dependencies275 = ["typed", "addScalar", "combinations", "isNegative", "isPositive", "isInteger", "larger"];
 var createComposition = /* @__PURE__ */ factory(name275, dependencies275, (_ref) => {
   var {
-    typed: typed3,
-    addScalar: addScalar2,
-    combinations: combinations2,
-    isPositive: isPositive2,
-    isNegative: isNegative2,
-    isInteger: isInteger3,
-    larger: larger2
+    typed: typed2,
+    addScalar,
+    combinations,
+    isPositive,
+    isNegative,
+    isInteger: isInteger2,
+    larger
   } = _ref;
-  return typed3(name275, {
+  return typed2(name275, {
     "number | BigNumber, number | BigNumber": function numberBigNumberNumberBigNumber(n, k) {
-      if (!isInteger3(n) || !isPositive2(n) || !isInteger3(k) || !isPositive2(k)) {
+      if (!isInteger2(n) || !isPositive(n) || !isInteger2(k) || !isPositive(k)) {
         throw new TypeError("Positive integer value expected in function composition");
-      } else if (larger2(k, n)) {
+      } else if (larger(k, n)) {
         throw new TypeError("k must be less than or equal to n in function composition");
       }
-      return combinations2(addScalar2(n, -1), addScalar2(k, -1));
+      return combinations(addScalar(n, -1), addScalar(k, -1));
     }
   });
 });
@@ -38589,18 +39095,18 @@ var name276 = "leafCount";
 var dependencies276 = ["parse", "typed"];
 var createLeafCount = /* @__PURE__ */ factory(name276, dependencies276, (_ref) => {
   var {
-    parse: parse2,
-    typed: typed3
+    parse,
+    typed: typed2
   } = _ref;
   function countLeaves(node) {
-    var count2 = 0;
+    var count = 0;
     node.forEach((n) => {
-      count2 += countLeaves(n);
+      count += countLeaves(n);
     });
-    return count2 || 1;
+    return count || 1;
   }
-  return typed3(name276, {
-    Node: function Node2(expr) {
+  return typed2(name276, {
+    Node: function Node(expr) {
       return countLeaves(expr);
     }
   });
@@ -38624,34 +39130,34 @@ function isConstantExpression(x) {
 }
 
 // node_modules/mathjs/lib/esm/function/algebra/simplify/util.js
-function ownKeys3(e3, r) {
-  var t = Object.keys(e3);
+function ownKeys3(e2, r) {
+  var t = Object.keys(e2);
   if (Object.getOwnPropertySymbols) {
-    var o = Object.getOwnPropertySymbols(e3);
+    var o = Object.getOwnPropertySymbols(e2);
     r && (o = o.filter(function(r2) {
-      return Object.getOwnPropertyDescriptor(e3, r2).enumerable;
+      return Object.getOwnPropertyDescriptor(e2, r2).enumerable;
     })), t.push.apply(t, o);
   }
   return t;
 }
-function _objectSpread3(e3) {
+function _objectSpread3(e2) {
   for (var r = 1; r < arguments.length; r++) {
     var t = null != arguments[r] ? arguments[r] : {};
     r % 2 ? ownKeys3(Object(t), true).forEach(function(r2) {
-      _defineProperty(e3, r2, t[r2]);
-    }) : Object.getOwnPropertyDescriptors ? Object.defineProperties(e3, Object.getOwnPropertyDescriptors(t)) : ownKeys3(Object(t)).forEach(function(r2) {
-      Object.defineProperty(e3, r2, Object.getOwnPropertyDescriptor(t, r2));
+      _defineProperty(e2, r2, t[r2]);
+    }) : Object.getOwnPropertyDescriptors ? Object.defineProperties(e2, Object.getOwnPropertyDescriptors(t)) : ownKeys3(Object(t)).forEach(function(r2) {
+      Object.defineProperty(e2, r2, Object.getOwnPropertyDescriptor(t, r2));
     });
   }
-  return e3;
+  return e2;
 }
 var name277 = "simplifyUtil";
 var dependencies277 = ["FunctionNode", "OperatorNode", "SymbolNode"];
 var createUtil = /* @__PURE__ */ factory(name277, dependencies277, (_ref) => {
   var {
-    FunctionNode: FunctionNode2,
-    OperatorNode: OperatorNode2,
-    SymbolNode: SymbolNode2
+    FunctionNode,
+    OperatorNode,
+    SymbolNode
   } = _ref;
   var T = true;
   var F = false;
@@ -38781,21 +39287,21 @@ var createUtil = /* @__PURE__ */ factory(name277, dependencies277, (_ref) => {
     }
     return merged;
   }
-  function flatten3(node, context) {
+  function flatten2(node, context) {
     if (!node.args || node.args.length === 0) {
       return node;
     }
     node.args = allChildren(node, context);
-    for (var i2 = 0; i2 < node.args.length; i2++) {
-      flatten3(node.args[i2], context);
+    for (var i = 0; i < node.args.length; i++) {
+      flatten2(node.args[i], context);
     }
   }
   function allChildren(node, context) {
     var op;
     var children = [];
     var findChildren = function findChildren2(node2) {
-      for (var i2 = 0; i2 < node2.args.length; i2++) {
-        var child = node2.args[i2];
+      for (var i = 0; i < node2.args.length; i++) {
+        var child = node2.args[i];
         if (isOperatorNode(child) && op === child.op) {
           findChildren2(child);
         } else {
@@ -38817,8 +39323,8 @@ var createUtil = /* @__PURE__ */ factory(name277, dependencies277, (_ref) => {
     }
     var makeNode = createMakeNodeFunction(node);
     var l = node.args.length;
-    for (var i2 = 0; i2 < l; i2++) {
-      unflattenr(node.args[i2], context);
+    for (var i = 0; i < l; i++) {
+      unflattenr(node.args[i], context);
     }
     if (l > 2 && isAssociative(node, context)) {
       var curnode = node.args.pop();
@@ -38834,8 +39340,8 @@ var createUtil = /* @__PURE__ */ factory(name277, dependencies277, (_ref) => {
     }
     var makeNode = createMakeNodeFunction(node);
     var l = node.args.length;
-    for (var i2 = 0; i2 < l; i2++) {
-      unflattenl(node.args[i2], context);
+    for (var i = 0; i < l; i++) {
+      unflattenl(node.args[i], context);
     }
     if (l > 2 && isAssociative(node, context)) {
       var curnode = node.args.shift();
@@ -38849,7 +39355,7 @@ var createUtil = /* @__PURE__ */ factory(name277, dependencies277, (_ref) => {
     if (isOperatorNode(node)) {
       return function(args) {
         try {
-          return new OperatorNode2(node.op, node.fn, args, node.implicit);
+          return new OperatorNode(node.op, node.fn, args, node.implicit);
         } catch (err) {
           console.error(err);
           return [];
@@ -38857,7 +39363,7 @@ var createUtil = /* @__PURE__ */ factory(name277, dependencies277, (_ref) => {
       };
     } else {
       return function(args) {
-        return new FunctionNode2(new SymbolNode2(node.name), args);
+        return new FunctionNode(new SymbolNode(node.name), args);
       };
     }
   }
@@ -38867,7 +39373,7 @@ var createUtil = /* @__PURE__ */ factory(name277, dependencies277, (_ref) => {
     isCommutative,
     isAssociative,
     mergeContext,
-    flatten: flatten3,
+    flatten: flatten2,
     allChildren,
     unflattenr,
     unflattenl,
@@ -38882,39 +39388,39 @@ var name278 = "simplify";
 var dependencies278 = ["config", "typed", "parse", "add", "subtract", "multiply", "divide", "pow", "isZero", "equal", "resolve", "simplifyConstant", "simplifyCore", "?fraction", "?bignumber", "mathWithTransform", "matrix", "AccessorNode", "ArrayNode", "ConstantNode", "FunctionNode", "IndexNode", "ObjectNode", "OperatorNode", "ParenthesisNode", "SymbolNode"];
 var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) => {
   var {
-    config: config4,
-    typed: typed3,
-    parse: parse2,
-    add: add3,
-    subtract: subtract2,
-    multiply: multiply2,
-    divide: divide3,
-    pow: pow3,
-    isZero: isZero2,
-    equal: equal2,
-    resolve: resolve2,
-    simplifyConstant: simplifyConstant2,
-    simplifyCore: simplifyCore2,
-    fraction: fraction2,
-    bignumber: bignumber2,
-    mathWithTransform: mathWithTransform2,
-    matrix: matrix2,
-    AccessorNode: AccessorNode2,
-    ArrayNode: ArrayNode2,
-    ConstantNode: ConstantNode2,
-    FunctionNode: FunctionNode2,
-    IndexNode: IndexNode2,
-    ObjectNode: ObjectNode2,
-    OperatorNode: OperatorNode2,
-    ParenthesisNode: ParenthesisNode2,
-    SymbolNode: SymbolNode2
+    config: config2,
+    typed: typed2,
+    parse,
+    add: add2,
+    subtract,
+    multiply,
+    divide: divide2,
+    pow: pow2,
+    isZero,
+    equal,
+    resolve,
+    simplifyConstant,
+    simplifyCore,
+    fraction,
+    bignumber,
+    mathWithTransform,
+    matrix,
+    AccessorNode,
+    ArrayNode,
+    ConstantNode,
+    FunctionNode,
+    IndexNode,
+    ObjectNode,
+    OperatorNode,
+    ParenthesisNode,
+    SymbolNode
   } = _ref;
   var {
     hasProperty,
     isCommutative,
     isAssociative,
     mergeContext,
-    flatten: flatten3,
+    flatten: flatten2,
     unflattenr,
     unflattenl,
     createMakeNodeFunction,
@@ -38922,16 +39428,16 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
     realContext,
     positiveContext
   } = createUtil({
-    FunctionNode: FunctionNode2,
-    OperatorNode: OperatorNode2,
-    SymbolNode: SymbolNode2
+    FunctionNode,
+    OperatorNode,
+    SymbolNode
   });
-  typed3.addConversion({
+  typed2.addConversion({
     from: "Object",
     to: "Map",
     convert: createMap
   });
-  var simplify2 = typed3("simplify", {
+  var simplify = typed2("simplify", {
     Node: _simplify,
     "Node, Map": (expr, scope) => _simplify(expr, false, scope),
     "Node, Map, Object": (expr, scope, options) => _simplify(expr, false, scope, options),
@@ -38939,14 +39445,14 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
     "Node, Array, Map": _simplify,
     "Node, Array, Map, Object": _simplify
   });
-  typed3.removeConversion({
+  typed2.removeConversion({
     from: "Object",
     to: "Map",
     convert: createMap
   });
-  simplify2.defaultContext = defaultContext;
-  simplify2.realContext = realContext;
-  simplify2.positiveContext = positiveContext;
+  simplify.defaultContext = defaultContext;
+  simplify.realContext = realContext;
+  simplify.positiveContext = positiveContext;
   function removeParens(node) {
     return node.transform(function(node2, path, parent) {
       return isParenthesisNode(node2) ? removeParens(node2.content) : node2;
@@ -38972,8 +39478,8 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
     // undefined: false,
     // version: false,
   };
-  simplify2.rules = [
-    simplifyCore2,
+  simplify.rules = [
+    simplifyCore,
     // { l: 'n+0', r: 'n' },     // simplifyCore
     // { l: 'n^0', r: '1' },     // simplifyCore
     // { l: '0*n', r: '0' },     // simplifyCore
@@ -39148,7 +39654,7 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
     // becomes necessary to simplify constants twice per pass. It's not
     // terribly expensive compared to matching rules, so this should not
     // pose a performance problem.
-    simplifyConstant2,
+    simplifyConstant,
     // First: before collecting like terms
     // collect like terms
     {
@@ -39254,7 +39760,7 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
         }
       }
     },
-    simplifyConstant2,
+    simplifyConstant,
     // Second: before returning expressions to "standard form"
     // make factors positive (and undo 'make non-constant terms positive')
     {
@@ -39407,15 +39913,15 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
       newRule.l = ruleObject.l;
       newRule.r = ruleObject.r;
     }
-    newRule.l = removeParens(parse2(newRule.l));
-    newRule.r = removeParens(parse2(newRule.r));
+    newRule.l = removeParens(parse(newRule.l));
+    newRule.r = removeParens(parse(newRule.r));
     for (var prop of ["imposeContext", "repeat", "assuming"]) {
       if (prop in ruleObject) {
         newRule[prop] = ruleObject[prop];
       }
     }
     if (ruleObject.evaluate) {
-      newRule.evaluate = parse2(ruleObject.evaluate);
+      newRule.evaluate = parse(ruleObject.evaluate);
     }
     if (isAssociative(newRule.l, context)) {
       var nonCommutative = !isCommutative(newRule.l, context);
@@ -39426,7 +39932,7 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
       var expandsym = _getExpandPlaceholderSymbol();
       newRule.expanded = {};
       newRule.expanded.l = makeNode([newRule.l, expandsym]);
-      flatten3(newRule.expanded.l, context);
+      flatten2(newRule.expanded.l, context);
       unflattenr(newRule.expanded.l, context);
       newRule.expanded.r = makeNode([newRule.r, expandsym]);
       if (nonCommutative) {
@@ -39442,8 +39948,8 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
   }
   function _buildRules(rules, context) {
     var ruleSet = [];
-    for (var i2 = 0; i2 < rules.length; i2++) {
-      var rule = rules[i2];
+    for (var i = 0; i < rules.length; i++) {
+      var rule = rules[i];
       var newRule = void 0;
       var ruleType = typeof rule;
       switch (ruleType) {
@@ -39466,14 +39972,14 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
   }
   var _lastsym = 0;
   function _getExpandPlaceholderSymbol() {
-    return new SymbolNode2("_p" + _lastsym++);
+    return new SymbolNode("_p" + _lastsym++);
   }
   function _simplify(expr, rules) {
     var scope = arguments.length > 2 && arguments[2] !== void 0 ? arguments[2] : createEmptyMap();
     var options = arguments.length > 3 && arguments[3] !== void 0 ? arguments[3] : {};
     var debug3 = options.consoleDebug;
-    rules = _buildRules(rules || simplify2.rules, options.context);
-    var res = resolve2(expr, scope);
+    rules = _buildRules(rules || simplify.rules, options.context);
+    var res = resolve(expr, scope);
     res = removeParens(res);
     var visited = {};
     var str = res.toString({
@@ -39485,17 +39991,17 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
       var laststr = str;
       if (debug3)
         console.log("Working on: ", str);
-      for (var i2 = 0; i2 < rules.length; i2++) {
+      for (var i = 0; i < rules.length; i++) {
         var rulestr = "";
-        if (typeof rules[i2] === "function") {
-          res = rules[i2](res, options);
+        if (typeof rules[i] === "function") {
+          res = rules[i](res, options);
           if (debug3)
-            rulestr = rules[i2].name;
+            rulestr = rules[i].name;
         } else {
-          flatten3(res, options.context);
-          res = applyRule(res, rules[i2], options.context);
+          flatten2(res, options.context);
+          res = applyRule(res, rules[i], options.context);
           if (debug3) {
-            rulestr = "".concat(rules[i2].l.toString(), " -> ").concat(rules[i2].r.toString());
+            rulestr = "".concat(rules[i].l.toString(), " -> ").concat(rules[i].r.toString());
           }
         }
         if (debug3) {
@@ -39518,13 +40024,13 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
   function mapRule(nodes, rule, context) {
     var resNodes = nodes;
     if (nodes) {
-      for (var i2 = 0; i2 < nodes.length; ++i2) {
-        var newNode = applyRule(nodes[i2], rule, context);
-        if (newNode !== nodes[i2]) {
+      for (var i = 0; i < nodes.length; ++i) {
+        var newNode = applyRule(nodes[i], rule, context);
+        if (newNode !== nodes[i]) {
           if (resNodes === nodes) {
             resNodes = nodes.slice();
           }
-          resNodes[i2] = newNode;
+          resNodes[i] = newNode;
         }
       }
     }
@@ -39542,25 +40048,25 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
     }
     var mergedContext = mergeContext(rule.imposeContext, context);
     var res = node;
-    if (res instanceof OperatorNode2 || res instanceof FunctionNode2) {
+    if (res instanceof OperatorNode || res instanceof FunctionNode) {
       var newArgs = mapRule(res.args, rule, context);
       if (newArgs !== res.args) {
         res = res.clone();
         res.args = newArgs;
       }
-    } else if (res instanceof ParenthesisNode2) {
+    } else if (res instanceof ParenthesisNode) {
       if (res.content) {
         var newContent = applyRule(res.content, rule, context);
         if (newContent !== res.content) {
-          res = new ParenthesisNode2(newContent);
+          res = new ParenthesisNode(newContent);
         }
       }
-    } else if (res instanceof ArrayNode2) {
+    } else if (res instanceof ArrayNode) {
       var newItems = mapRule(res.items, rule, context);
       if (newItems !== res.items) {
-        res = new ArrayNode2(newItems);
+        res = new ArrayNode(newItems);
       }
-    } else if (res instanceof AccessorNode2) {
+    } else if (res instanceof AccessorNode) {
       var newObj = res.object;
       if (res.object) {
         newObj = applyRule(res.object, rule, context);
@@ -39570,14 +40076,14 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
         newIndex = applyRule(res.index, rule, context);
       }
       if (newObj !== res.object || newIndex !== res.index) {
-        res = new AccessorNode2(newObj, newIndex);
+        res = new AccessorNode(newObj, newIndex);
       }
-    } else if (res instanceof IndexNode2) {
+    } else if (res instanceof IndexNode) {
       var newDims = mapRule(res.dimensions, rule, context);
       if (newDims !== res.dimensions) {
-        res = new IndexNode2(newDims);
+        res = new IndexNode(newDims);
       }
-    } else if (res instanceof ObjectNode2) {
+    } else if (res instanceof ObjectNode) {
       var changed = false;
       var newProps = {};
       for (var prop in res.properties) {
@@ -39587,7 +40093,7 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
         }
       }
       if (changed) {
-        res = new ObjectNode2(newProps);
+        res = new ObjectNode(newProps);
       }
     }
     var repl = rule.r;
@@ -39628,11 +40134,11 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
     var right, rightArgs;
     var makeNode = createMakeNodeFunction(node);
     if (isCommutative(node, context)) {
-      for (var i2 = 0; i2 < node.args.length; i2++) {
+      for (var i = 0; i < node.args.length; i++) {
         rightArgs = node.args.slice(0);
-        rightArgs.splice(i2, 1);
+        rightArgs.splice(i, 1);
         right = rightArgs.length === 1 ? rightArgs[0] : makeNode(rightArgs);
-        res.push(makeNode([node.args[i2], right]));
+        res.push(makeNode([node.args[i], right]));
       }
     } else {
       for (var _i = 1; _i < node.args.length; _i++) {
@@ -39698,11 +40204,11 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
     var sets = childMatches.reduce(combineChildMatches);
     var uniqueSets = [];
     var unique = {};
-    for (var i2 = 0; i2 < sets.length; i2++) {
-      var s = JSON.stringify(sets[i2]);
+    for (var i = 0; i < sets.length; i++) {
+      var s = JSON.stringify(sets[i]);
       if (!unique[s]) {
         unique[s] = true;
-        uniqueSets.push(sets[i2]);
+        uniqueSets.push(sets[i]);
       }
     }
     return uniqueSets;
@@ -39711,20 +40217,20 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
     var res = [{
       placeholders: {}
     }];
-    if (rule instanceof OperatorNode2 && node instanceof OperatorNode2 || rule instanceof FunctionNode2 && node instanceof FunctionNode2) {
-      if (rule instanceof OperatorNode2) {
+    if (rule instanceof OperatorNode && node instanceof OperatorNode || rule instanceof FunctionNode && node instanceof FunctionNode) {
+      if (rule instanceof OperatorNode) {
         if (rule.op !== node.op || rule.fn !== node.fn) {
           return [];
         }
-      } else if (rule instanceof FunctionNode2) {
+      } else if (rule instanceof FunctionNode) {
         if (rule.name !== node.name) {
           return [];
         }
       }
       if (node.args.length === 1 && rule.args.length === 1 || !isAssociative(node, context) && node.args.length === rule.args.length || isSplit) {
         var childMatches = [];
-        for (var i2 = 0; i2 < rule.args.length; i2++) {
-          var childMatch = _ruleMatch(rule.args[i2], node.args[i2], context);
+        for (var i = 0; i < rule.args.length; i++) {
+          var childMatch = _ruleMatch(rule.args[i], node.args[i], context);
           if (childMatch.length === 0) {
             break;
           }
@@ -39762,7 +40268,7 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
       } else {
         return [];
       }
-    } else if (rule instanceof SymbolNode2) {
+    } else if (rule instanceof SymbolNode) {
       if (rule.name.length === 0) {
         throw new Error("Symbol in rule has 0 length...!?");
       }
@@ -39830,8 +40336,8 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
             throw new Error("Invalid symbol in rule: " + rule.name);
         }
       }
-    } else if (rule instanceof ConstantNode2) {
-      if (!equal2(rule.value, node.value)) {
+    } else if (rule instanceof ConstantNode) {
+      if (!equal(rule.value, node.value)) {
         return [];
       }
     } else {
@@ -39840,20 +40346,20 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
     return res;
   }
   function _exactMatch(p, q) {
-    if (p instanceof ConstantNode2 && q instanceof ConstantNode2) {
-      if (!equal2(p.value, q.value)) {
+    if (p instanceof ConstantNode && q instanceof ConstantNode) {
+      if (!equal(p.value, q.value)) {
         return false;
       }
-    } else if (p instanceof SymbolNode2 && q instanceof SymbolNode2) {
+    } else if (p instanceof SymbolNode && q instanceof SymbolNode) {
       if (p.name !== q.name) {
         return false;
       }
-    } else if (p instanceof OperatorNode2 && q instanceof OperatorNode2 || p instanceof FunctionNode2 && q instanceof FunctionNode2) {
-      if (p instanceof OperatorNode2) {
+    } else if (p instanceof OperatorNode && q instanceof OperatorNode || p instanceof FunctionNode && q instanceof FunctionNode) {
+      if (p instanceof OperatorNode) {
         if (p.op !== q.op || p.fn !== q.fn) {
           return false;
         }
-      } else if (p instanceof FunctionNode2) {
+      } else if (p instanceof FunctionNode) {
         if (p.name !== q.name) {
           return false;
         }
@@ -39861,8 +40367,8 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
       if (p.args.length !== q.args.length) {
         return false;
       }
-      for (var i2 = 0; i2 < p.args.length; i2++) {
-        if (!_exactMatch(p.args[i2], q.args[i2])) {
+      for (var i = 0; i < p.args.length; i++) {
+        if (!_exactMatch(p.args[i], q.args[i])) {
           return false;
         }
       }
@@ -39871,7 +40377,7 @@ var createSimplify = /* @__PURE__ */ factory(name278, dependencies278, (_ref) =>
     }
     return true;
   }
-  return simplify2;
+  return simplify;
 });
 
 // node_modules/mathjs/lib/esm/function/algebra/simplifyConstant.js
@@ -39879,20 +40385,20 @@ var name279 = "simplifyConstant";
 var dependencies279 = ["typed", "config", "mathWithTransform", "matrix", "?fraction", "?bignumber", "AccessorNode", "ArrayNode", "ConstantNode", "FunctionNode", "IndexNode", "ObjectNode", "OperatorNode", "SymbolNode"];
 var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    mathWithTransform: mathWithTransform2,
-    matrix: matrix2,
-    fraction: fraction2,
-    bignumber: bignumber2,
-    AccessorNode: AccessorNode2,
-    ArrayNode: ArrayNode2,
-    ConstantNode: ConstantNode2,
-    FunctionNode: FunctionNode2,
-    IndexNode: IndexNode2,
-    ObjectNode: ObjectNode2,
-    OperatorNode: OperatorNode2,
-    SymbolNode: SymbolNode2
+    typed: typed2,
+    config: config2,
+    mathWithTransform,
+    matrix,
+    fraction,
+    bignumber,
+    AccessorNode,
+    ArrayNode,
+    ConstantNode,
+    FunctionNode,
+    IndexNode,
+    ObjectNode,
+    OperatorNode,
+    SymbolNode
   } = _ref;
   var {
     isCommutative,
@@ -39900,11 +40406,11 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
     allChildren,
     createMakeNodeFunction
   } = createUtil({
-    FunctionNode: FunctionNode2,
-    OperatorNode: OperatorNode2,
-    SymbolNode: SymbolNode2
+    FunctionNode,
+    OperatorNode,
+    SymbolNode
   });
-  var simplifyConstant2 = typed3("simplifyConstant", {
+  var simplifyConstant = typed2("simplifyConstant", {
     Node: (node) => _ensureNode(foldFraction(node, {})),
     "Node, Object": function NodeObject(expr, options) {
       return _ensureNode(foldFraction(expr, options));
@@ -39918,40 +40424,40 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
       return thing.map(_removeFractions);
     }
     if (isMatrix(thing)) {
-      return matrix2(_removeFractions(thing.valueOf()));
+      return matrix(_removeFractions(thing.valueOf()));
     }
     return thing;
   }
   function _eval(fnname, args, options) {
     try {
-      return mathWithTransform2[fnname].apply(null, args);
+      return mathWithTransform[fnname].apply(null, args);
     } catch (ignore) {
       args = args.map(_removeFractions);
-      return _toNumber(mathWithTransform2[fnname].apply(null, args), options);
+      return _toNumber(mathWithTransform[fnname].apply(null, args), options);
     }
   }
-  var _toNode = typed3({
+  var _toNode = typed2({
     Fraction: _fractionToNode,
-    number: function number2(n) {
+    number: function number(n) {
       if (n < 0) {
-        return unaryMinusNode(new ConstantNode2(-n));
+        return unaryMinusNode(new ConstantNode(-n));
       }
-      return new ConstantNode2(n);
+      return new ConstantNode(n);
     },
-    BigNumber: function BigNumber2(n) {
+    BigNumber: function BigNumber(n) {
       if (n < 0) {
-        return unaryMinusNode(new ConstantNode2(-n));
+        return unaryMinusNode(new ConstantNode(-n));
       }
-      return new ConstantNode2(n);
+      return new ConstantNode(n);
     },
-    Complex: function Complex3(s) {
+    Complex: function Complex2(s) {
       throw new Error("Cannot convert Complex number to Node");
     },
-    string: function string2(s) {
-      return new ConstantNode2(s);
+    string: function string(s) {
+      return new ConstantNode(s);
     },
-    Matrix: function Matrix2(m) {
-      return new ArrayNode2(m.valueOf().map((e3) => _toNode(e3)));
+    Matrix: function Matrix(m) {
+      return new ArrayNode(m.valueOf().map((e2) => _toNode(e2)));
     }
   });
   function _ensureNode(thing) {
@@ -39962,8 +40468,8 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
   }
   function _exactFraction(n, options) {
     var exactFractions = options && options.exactFractions !== false;
-    if (exactFractions && isFinite(n) && fraction2) {
-      var f = fraction2(n);
+    if (exactFractions && isFinite(n) && fraction) {
+      var f = fraction(n);
       var fractionsLimit = options && typeof options.fractionsLimit === "number" ? options.fractionsLimit : Infinity;
       if (f.valueOf() === n && f.n < fractionsLimit && f.d < fractionsLimit) {
         return f;
@@ -39971,18 +40477,18 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
     }
     return n;
   }
-  var _toNumber = typed3({
+  var _toNumber = typed2({
     "string, Object": function stringObject(s, options) {
-      if (config4.number === "BigNumber") {
-        if (bignumber2 === void 0) {
+      if (config2.number === "BigNumber") {
+        if (bignumber === void 0) {
           noBignumber();
         }
-        return bignumber2(s);
-      } else if (config4.number === "Fraction") {
-        if (fraction2 === void 0) {
+        return bignumber(s);
+      } else if (config2.number === "Fraction") {
+        if (fraction === void 0) {
           noFraction();
         }
-        return fraction2(s);
+        return fraction(s);
       } else {
         var n = parseFloat(s);
         return _exactFraction(n, options);
@@ -40006,34 +40512,34 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
       return _exactFraction(s.re, options);
     },
     "Matrix, Object": function MatrixObject(s, options) {
-      return matrix2(_exactFraction(s.valueOf()));
+      return matrix(_exactFraction(s.valueOf()));
     },
     "Array, Object": function ArrayObject(s, options) {
       return s.map(_exactFraction);
     }
   });
   function unaryMinusNode(n) {
-    return new OperatorNode2("-", "unaryMinus", [n]);
+    return new OperatorNode("-", "unaryMinus", [n]);
   }
   function _fractionToNode(f) {
     var n;
     var vn = f.s * f.n;
     if (vn < 0) {
-      n = new OperatorNode2("-", "unaryMinus", [new ConstantNode2(-vn)]);
+      n = new OperatorNode("-", "unaryMinus", [new ConstantNode(-vn)]);
     } else {
-      n = new ConstantNode2(vn);
+      n = new ConstantNode(vn);
     }
     if (f.d === 1) {
       return n;
     }
-    return new OperatorNode2("/", "divide", [n, new ConstantNode2(f.d)]);
+    return new OperatorNode("/", "divide", [n, new ConstantNode(f.d)]);
   }
-  function _foldAccessor(obj, index2, options) {
-    if (!isIndexNode(index2)) {
-      return new AccessorNode2(_ensureNode(obj), _ensureNode(index2));
+  function _foldAccessor(obj, index, options) {
+    if (!isIndexNode(index)) {
+      return new AccessorNode(_ensureNode(obj), _ensureNode(index));
     }
     if (isArrayNode(obj) || isMatrix(obj)) {
-      var remainingDims = Array.from(index2.dimensions);
+      var remainingDims = Array.from(index.dimensions);
       while (remainingDims.length > 0) {
         if (isConstantNode(remainingDims[0]) && typeof remainingDims[0].value !== "string") {
           var first = _toNumber(remainingDims.shift().value, options);
@@ -40042,7 +40548,7 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
           } else {
             obj = obj.valueOf()[first - 1];
             if (obj instanceof Array) {
-              obj = matrix2(obj);
+              obj = matrix(obj);
             }
           }
         } else if (remainingDims.length > 1 && isConstantNode(remainingDims[1]) && typeof remainingDims[1].value !== "string") {
@@ -40060,9 +40566,9 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
           }
           if (tryItems.length === fromItems.length) {
             if (isArrayNode(obj)) {
-              obj = new ArrayNode2(tryItems);
+              obj = new ArrayNode(tryItems);
             } else {
-              obj = matrix2(tryItems);
+              obj = matrix(tryItems);
             }
             remainingDims.splice(1, 1);
           } else {
@@ -40072,23 +40578,23 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
           break;
         }
       }
-      if (remainingDims.length === index2.dimensions.length) {
-        return new AccessorNode2(_ensureNode(obj), index2);
+      if (remainingDims.length === index.dimensions.length) {
+        return new AccessorNode(_ensureNode(obj), index);
       }
       if (remainingDims.length > 0) {
-        index2 = new IndexNode2(remainingDims);
-        return new AccessorNode2(_ensureNode(obj), index2);
+        index = new IndexNode(remainingDims);
+        return new AccessorNode(_ensureNode(obj), index);
       }
       return obj;
     }
-    if (isObjectNode(obj) && index2.dimensions.length === 1 && isConstantNode(index2.dimensions[0])) {
-      var key = index2.dimensions[0].value;
+    if (isObjectNode(obj) && index.dimensions.length === 1 && isConstantNode(index.dimensions[0])) {
+      var key = index.dimensions[0].value;
       if (key in obj.properties) {
         return obj.properties[key];
       }
-      return new ConstantNode2();
+      return new ConstantNode();
     }
-    return new AccessorNode2(_ensureNode(obj), index2);
+    return new AccessorNode(_ensureNode(obj), index);
   }
   function foldOp(fn, args, makeNode, options) {
     var first = args.shift();
@@ -40130,13 +40636,13 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
         }
         return node;
       case "FunctionNode":
-        if (mathWithTransform2[node.name] && mathWithTransform2[node.name].rawArgs) {
+        if (mathWithTransform[node.name] && mathWithTransform[node.name].rawArgs) {
           return node;
         }
         {
           var operatorFunctions = ["add", "multiply"];
           if (operatorFunctions.indexOf(node.name) === -1) {
-            var args = node.args.map((arg2) => foldFraction(arg2, options));
+            var args = node.args.map((arg) => foldFraction(arg, options));
             if (!args.some(isNode)) {
               try {
                 return _eval(node.name, args, options);
@@ -40150,9 +40656,9 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
                 sz.push(section.items.length);
                 section = section.items[0];
               }
-              return matrix2(sz);
+              return matrix(sz);
             }
-            return new FunctionNode2(node.name, args.map(_ensureNode));
+            return new FunctionNode(node.name, args.map(_ensureNode));
           } else {
           }
         }
@@ -40170,15 +40676,15 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
           }
         } else if (isAssociative(node, options.context)) {
           _args = allChildren(node, options.context);
-          _args = _args.map((arg2) => foldFraction(arg2, options));
+          _args = _args.map((arg) => foldFraction(arg, options));
           if (isCommutative(fn, options.context)) {
             var consts = [];
             var vars = [];
-            for (var i2 = 0; i2 < _args.length; i2++) {
-              if (!isNode(_args[i2])) {
-                consts.push(_args[i2]);
+            for (var i = 0; i < _args.length; i++) {
+              if (!isNode(_args[i])) {
+                consts.push(_args[i]);
               } else {
-                vars.push(_args[i2]);
+                vars.push(_args[i]);
               }
             }
             if (consts.length > 1) {
@@ -40192,7 +40698,7 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
             res = foldOp(fn, _args, makeNode, options);
           }
         } else {
-          _args = node.args.map((arg2) => foldFraction(arg2, options));
+          _args = node.args.map((arg) => foldFraction(arg, options));
           res = foldOp(fn, _args, makeNode, options);
         }
         return res;
@@ -40204,19 +40710,19 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
       case "ArrayNode": {
         var foldItems = node.items.map((item) => foldFraction(item, options));
         if (foldItems.some(isNode)) {
-          return new ArrayNode2(foldItems.map(_ensureNode));
+          return new ArrayNode(foldItems.map(_ensureNode));
         }
-        return matrix2(foldItems);
+        return matrix(foldItems);
       }
       case "IndexNode": {
-        return new IndexNode2(node.dimensions.map((n) => simplifyConstant2(n, options)));
+        return new IndexNode(node.dimensions.map((n) => simplifyConstant(n, options)));
       }
       case "ObjectNode": {
         var foldProps = {};
         for (var prop in node.properties) {
-          foldProps[prop] = simplifyConstant2(node.properties[prop], options);
+          foldProps[prop] = simplifyConstant(node.properties[prop], options);
         }
-        return new ObjectNode2(foldProps);
+        return new ObjectNode(foldProps);
       }
       case "AssignmentNode":
       case "BlockNode":
@@ -40227,7 +40733,7 @@ var createSimplifyConstant = /* @__PURE__ */ factory(name279, dependencies279, (
         throw new Error("Unimplemented node type in simplifyConstant: ".concat(node.type));
     }
   }
-  return simplifyConstant2;
+  return simplifyConstant;
 });
 
 // node_modules/mathjs/lib/esm/function/algebra/simplifyCore.js
@@ -40235,29 +40741,29 @@ var name280 = "simplifyCore";
 var dependencies280 = ["typed", "parse", "equal", "isZero", "add", "subtract", "multiply", "divide", "pow", "AccessorNode", "ArrayNode", "ConstantNode", "FunctionNode", "IndexNode", "ObjectNode", "OperatorNode", "ParenthesisNode", "SymbolNode"];
 var createSimplifyCore = /* @__PURE__ */ factory(name280, dependencies280, (_ref) => {
   var {
-    typed: typed3,
-    parse: parse2,
-    equal: equal2,
-    isZero: isZero2,
-    add: add3,
-    subtract: subtract2,
-    multiply: multiply2,
-    divide: divide3,
-    pow: pow3,
-    AccessorNode: AccessorNode2,
-    ArrayNode: ArrayNode2,
-    ConstantNode: ConstantNode2,
-    FunctionNode: FunctionNode2,
-    IndexNode: IndexNode2,
-    ObjectNode: ObjectNode2,
-    OperatorNode: OperatorNode2,
-    ParenthesisNode: ParenthesisNode2,
-    SymbolNode: SymbolNode2
+    typed: typed2,
+    parse,
+    equal,
+    isZero,
+    add: add2,
+    subtract,
+    multiply,
+    divide: divide2,
+    pow: pow2,
+    AccessorNode,
+    ArrayNode,
+    ConstantNode,
+    FunctionNode,
+    IndexNode,
+    ObjectNode,
+    OperatorNode,
+    ParenthesisNode,
+    SymbolNode
   } = _ref;
-  var node0 = new ConstantNode2(0);
-  var node1 = new ConstantNode2(1);
-  var nodeT = new ConstantNode2(true);
-  var nodeF = new ConstantNode2(false);
+  var node0 = new ConstantNode(0);
+  var node1 = new ConstantNode(1);
+  var nodeT = new ConstantNode(true);
+  var nodeF = new ConstantNode(false);
   function isAlwaysBoolean(node) {
     return isOperatorNode(node) && ["and", "not", "or"].includes(node.op);
   }
@@ -40265,9 +40771,9 @@ var createSimplifyCore = /* @__PURE__ */ factory(name280, dependencies280, (_ref
     hasProperty,
     isCommutative
   } = createUtil({
-    FunctionNode: FunctionNode2,
-    OperatorNode: OperatorNode2,
-    SymbolNode: SymbolNode2
+    FunctionNode,
+    OperatorNode,
+    SymbolNode
   });
   function _simplifyCore(nodeToSimplify) {
     var options = arguments.length > 1 && arguments[1] !== void 0 ? arguments[1] : {};
@@ -40296,12 +40802,12 @@ var createSimplifyCore = /* @__PURE__ */ factory(name280, dependencies280, (_ref
           while (node.args.length > 2) {
             var last = node.args.pop();
             var seclast = node.args.pop();
-            node.args.push(new OperatorNode2(op, node.name, [last, seclast]));
+            node.args.push(new OperatorNode(op, node.name, [last, seclast]));
           }
         }
-        node = new OperatorNode2(op, node.name, node.args);
+        node = new OperatorNode(op, node.name, node.args);
       } else {
-        return new FunctionNode2(_simplifyCore(node.fn), node.args.map((n) => _simplifyCore(n, options)));
+        return new FunctionNode(_simplifyCore(node.fn), node.args.map((n) => _simplifyCore(n, options)));
       }
     }
     if (isOperatorNode(node) && node.isUnary()) {
@@ -40322,7 +40828,7 @@ var createSimplifyCore = /* @__PURE__ */ factory(name280, dependencies280, (_ref
       if (node.op === "-") {
         if (isOperatorNode(a0)) {
           if (a0.isBinary() && a0.fn === "subtract") {
-            node = new OperatorNode2("-", "subtract", [a0.args[1], a0.args[0]]);
+            node = new OperatorNode("-", "subtract", [a0.args[1], a0.args[0]]);
             finish = false;
           }
           if (a0.isUnary() && a0.op === "-") {
@@ -40331,69 +40837,69 @@ var createSimplifyCore = /* @__PURE__ */ factory(name280, dependencies280, (_ref
         }
       }
       if (finish)
-        return new OperatorNode2(node.op, node.fn, [a0]);
+        return new OperatorNode(node.op, node.fn, [a0]);
     }
     if (isOperatorNode(node) && node.isBinary()) {
       var _a = _simplifyCore(node.args[0], options);
       var a1 = _simplifyCore(node.args[1], options);
       if (node.op === "+") {
-        if (isConstantNode(_a) && isZero2(_a.value)) {
+        if (isConstantNode(_a) && isZero(_a.value)) {
           return a1;
         }
-        if (isConstantNode(a1) && isZero2(a1.value)) {
+        if (isConstantNode(a1) && isZero(a1.value)) {
           return _a;
         }
         if (isOperatorNode(a1) && a1.isUnary() && a1.op === "-") {
           a1 = a1.args[0];
-          node = new OperatorNode2("-", "subtract", [_a, a1]);
+          node = new OperatorNode("-", "subtract", [_a, a1]);
         }
       }
       if (node.op === "-") {
         if (isOperatorNode(a1) && a1.isUnary() && a1.op === "-") {
-          return _simplifyCore(new OperatorNode2("+", "add", [_a, a1.args[0]]), options);
+          return _simplifyCore(new OperatorNode("+", "add", [_a, a1.args[0]]), options);
         }
-        if (isConstantNode(_a) && isZero2(_a.value)) {
-          return _simplifyCore(new OperatorNode2("-", "unaryMinus", [a1]));
+        if (isConstantNode(_a) && isZero(_a.value)) {
+          return _simplifyCore(new OperatorNode("-", "unaryMinus", [a1]));
         }
-        if (isConstantNode(a1) && isZero2(a1.value)) {
+        if (isConstantNode(a1) && isZero(a1.value)) {
           return _a;
         }
-        return new OperatorNode2(node.op, node.fn, [_a, a1]);
+        return new OperatorNode(node.op, node.fn, [_a, a1]);
       }
       if (node.op === "*") {
         if (isConstantNode(_a)) {
-          if (isZero2(_a.value)) {
+          if (isZero(_a.value)) {
             return node0;
-          } else if (equal2(_a.value, 1)) {
+          } else if (equal(_a.value, 1)) {
             return a1;
           }
         }
         if (isConstantNode(a1)) {
-          if (isZero2(a1.value)) {
+          if (isZero(a1.value)) {
             return node0;
-          } else if (equal2(a1.value, 1)) {
+          } else if (equal(a1.value, 1)) {
             return _a;
           }
           if (isCommutative(node, context)) {
-            return new OperatorNode2(node.op, node.fn, [a1, _a], node.implicit);
+            return new OperatorNode(node.op, node.fn, [a1, _a], node.implicit);
           }
         }
-        return new OperatorNode2(node.op, node.fn, [_a, a1], node.implicit);
+        return new OperatorNode(node.op, node.fn, [_a, a1], node.implicit);
       }
       if (node.op === "/") {
-        if (isConstantNode(_a) && isZero2(_a.value)) {
+        if (isConstantNode(_a) && isZero(_a.value)) {
           return node0;
         }
-        if (isConstantNode(a1) && equal2(a1.value, 1)) {
+        if (isConstantNode(a1) && equal(a1.value, 1)) {
           return _a;
         }
-        return new OperatorNode2(node.op, node.fn, [_a, a1]);
+        return new OperatorNode(node.op, node.fn, [_a, a1]);
       }
       if (node.op === "^") {
         if (isConstantNode(a1)) {
-          if (isZero2(a1.value)) {
+          if (isZero(a1.value)) {
             return node1;
-          } else if (equal2(a1.value, 1)) {
+          } else if (equal(a1.value, 1)) {
             return _a;
           }
         }
@@ -40434,30 +40940,30 @@ var createSimplifyCore = /* @__PURE__ */ factory(name280, dependencies280, (_ref
           }
         }
       }
-      return new OperatorNode2(node.op, node.fn, [_a, a1]);
+      return new OperatorNode(node.op, node.fn, [_a, a1]);
     }
     if (isOperatorNode(node)) {
-      return new OperatorNode2(node.op, node.fn, node.args.map((a) => _simplifyCore(a, options)));
+      return new OperatorNode(node.op, node.fn, node.args.map((a) => _simplifyCore(a, options)));
     }
     if (isArrayNode(node)) {
-      return new ArrayNode2(node.items.map((n) => _simplifyCore(n, options)));
+      return new ArrayNode(node.items.map((n) => _simplifyCore(n, options)));
     }
     if (isAccessorNode(node)) {
-      return new AccessorNode2(_simplifyCore(node.object, options), _simplifyCore(node.index, options));
+      return new AccessorNode(_simplifyCore(node.object, options), _simplifyCore(node.index, options));
     }
     if (isIndexNode(node)) {
-      return new IndexNode2(node.dimensions.map((n) => _simplifyCore(n, options)));
+      return new IndexNode(node.dimensions.map((n) => _simplifyCore(n, options)));
     }
     if (isObjectNode(node)) {
       var newProps = {};
       for (var prop in node.properties) {
         newProps[prop] = _simplifyCore(node.properties[prop], options);
       }
-      return new ObjectNode2(newProps);
+      return new ObjectNode(newProps);
     }
     return node;
   }
-  return typed3(name280, {
+  return typed2(name280, {
     Node: _simplifyCore,
     "Node,Object": _simplifyCore
   });
@@ -40468,12 +40974,12 @@ var name281 = "resolve";
 var dependencies281 = ["typed", "parse", "ConstantNode", "FunctionNode", "OperatorNode", "ParenthesisNode"];
 var createResolve = /* @__PURE__ */ factory(name281, dependencies281, (_ref) => {
   var {
-    typed: typed3,
-    parse: parse2,
-    ConstantNode: ConstantNode2,
-    FunctionNode: FunctionNode2,
-    OperatorNode: OperatorNode2,
-    ParenthesisNode: ParenthesisNode2
+    typed: typed2,
+    parse,
+    ConstantNode,
+    FunctionNode,
+    OperatorNode,
+    ParenthesisNode
   } = _ref;
   function _resolve(node, scope) {
     var within = arguments.length > 2 && arguments[2] !== void 0 ? arguments[2] : /* @__PURE__ */ new Set();
@@ -40491,39 +40997,39 @@ var createResolve = /* @__PURE__ */ factory(name281, dependencies281, (_ref) =>
         nextWithin.add(node.name);
         return _resolve(value, scope, nextWithin);
       } else if (typeof value === "number") {
-        return parse2(String(value));
+        return parse(String(value));
       } else if (value !== void 0) {
-        return new ConstantNode2(value);
+        return new ConstantNode(value);
       } else {
         return node;
       }
     } else if (isOperatorNode(node)) {
-      var args = node.args.map(function(arg2) {
-        return _resolve(arg2, scope, within);
+      var args = node.args.map(function(arg) {
+        return _resolve(arg, scope, within);
       });
-      return new OperatorNode2(node.op, node.fn, args, node.implicit);
+      return new OperatorNode(node.op, node.fn, args, node.implicit);
     } else if (isParenthesisNode(node)) {
-      return new ParenthesisNode2(_resolve(node.content, scope, within));
+      return new ParenthesisNode(_resolve(node.content, scope, within));
     } else if (isFunctionNode(node)) {
-      var _args = node.args.map(function(arg2) {
-        return _resolve(arg2, scope, within);
+      var _args = node.args.map(function(arg) {
+        return _resolve(arg, scope, within);
       });
-      return new FunctionNode2(node.name, _args);
+      return new FunctionNode(node.name, _args);
     }
     return node.map((child) => _resolve(child, scope, within));
   }
-  return typed3("resolve", {
+  return typed2("resolve", {
     Node: _resolve,
     "Node, Map | null | undefined": _resolve,
     "Node, Object": (n, scope) => _resolve(n, createMap(scope)),
     // For arrays and matrices, we map `self` rather than `_resolve`
     // because resolve is fairly expensive anyway, and this way
     // we get nice error messages if one entry in the array has wrong type.
-    "Array | Matrix": typed3.referToSelf((self2) => (A) => A.map((n) => self2(n))),
-    "Array | Matrix, null | undefined": typed3.referToSelf((self2) => (A) => A.map((n) => self2(n))),
-    "Array, Object": typed3.referTo("Array,Map", (selfAM) => (A, scope) => selfAM(A, createMap(scope))),
-    "Matrix, Object": typed3.referTo("Matrix,Map", (selfMM) => (A, scope) => selfMM(A, createMap(scope))),
-    "Array | Matrix, Map": typed3.referToSelf((self2) => (A, scope) => A.map((n) => self2(n, scope)))
+    "Array | Matrix": typed2.referToSelf((self2) => (A) => A.map((n) => self2(n))),
+    "Array | Matrix, null | undefined": typed2.referToSelf((self2) => (A) => A.map((n) => self2(n))),
+    "Array, Object": typed2.referTo("Array,Map", (selfAM) => (A, scope) => selfAM(A, createMap(scope))),
+    "Matrix, Object": typed2.referTo("Matrix,Map", (selfMM) => (A, scope) => selfMM(A, createMap(scope))),
+    "Array | Matrix, Map": typed2.referToSelf((self2) => (A, scope) => A.map((n) => self2(n, scope)))
   });
 });
 
@@ -40532,18 +41038,18 @@ var name282 = "symbolicEqual";
 var dependencies282 = ["parse", "simplify", "typed", "OperatorNode"];
 var createSymbolicEqual = /* @__PURE__ */ factory(name282, dependencies282, (_ref) => {
   var {
-    parse: parse2,
-    simplify: simplify2,
-    typed: typed3,
-    OperatorNode: OperatorNode2
+    parse,
+    simplify,
+    typed: typed2,
+    OperatorNode
   } = _ref;
-  function _symbolicEqual(e1, e22) {
+  function _symbolicEqual(e1, e2) {
     var options = arguments.length > 2 && arguments[2] !== void 0 ? arguments[2] : {};
-    var diff2 = new OperatorNode2("-", "subtract", [e1, e22]);
-    var simplified = simplify2(diff2, {}, options);
+    var diff = new OperatorNode("-", "subtract", [e1, e2]);
+    var simplified = simplify(diff, {}, options);
     return isConstantNode(simplified) && !simplified.value;
   }
-  return typed3(name282, {
+  return typed2(name282, {
     "Node, Node": _symbolicEqual,
     "Node, Node, Object": _symbolicEqual
   });
@@ -40554,18 +41060,18 @@ var name283 = "derivative";
 var dependencies283 = ["typed", "config", "parse", "simplify", "equal", "isZero", "numeric", "ConstantNode", "FunctionNode", "OperatorNode", "ParenthesisNode", "SymbolNode"];
 var createDerivative = /* @__PURE__ */ factory(name283, dependencies283, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    parse: parse2,
-    simplify: simplify2,
-    equal: equal2,
-    isZero: isZero2,
-    numeric: numeric3,
-    ConstantNode: ConstantNode2,
-    FunctionNode: FunctionNode2,
-    OperatorNode: OperatorNode2,
-    ParenthesisNode: ParenthesisNode2,
-    SymbolNode: SymbolNode2
+    typed: typed2,
+    config: config2,
+    parse,
+    simplify,
+    equal,
+    isZero,
+    numeric: numeric2,
+    ConstantNode,
+    FunctionNode,
+    OperatorNode,
+    ParenthesisNode,
+    SymbolNode
   } = _ref;
   function plainDerivative(expr, variable) {
     var options = arguments.length > 2 && arguments[2] !== void 0 ? arguments[2] : {
@@ -40574,14 +41080,14 @@ var createDerivative = /* @__PURE__ */ factory(name283, dependencies283, (_ref)
     var constNodes = {};
     constTag(constNodes, expr, variable.name);
     var res = _derivative(expr, constNodes);
-    return options.simplify ? simplify2(res) : res;
+    return options.simplify ? simplify(res) : res;
   }
-  typed3.addConversion({
+  typed2.addConversion({
     from: "identifier",
     to: "SymbolNode",
-    convert: parse2
+    convert: parse
   });
-  var derivative2 = typed3(name283, {
+  var derivative = typed2(name283, {
     "Node, SymbolNode": plainDerivative,
     "Node, SymbolNode, Object": plainDerivative
     /* TODO: implement and test syntax with order of derivatives -> implement as an option {order: number}
@@ -40596,26 +41102,26 @@ var createDerivative = /* @__PURE__ */ factory(name283, dependencies283, (_ref)
     }
     */
   });
-  typed3.removeConversion({
+  typed2.removeConversion({
     from: "identifier",
     to: "SymbolNode",
-    convert: parse2
+    convert: parse
   });
-  derivative2._simplify = true;
-  derivative2.toTex = function(deriv) {
+  derivative._simplify = true;
+  derivative.toTex = function(deriv) {
     return _derivTex.apply(null, deriv.args);
   };
-  var _derivTex = typed3("_derivTex", {
+  var _derivTex = typed2("_derivTex", {
     "Node, SymbolNode": function NodeSymbolNode(expr, x) {
       if (isConstantNode(expr) && typeOf(expr.value) === "string") {
-        return _derivTex(parse2(expr.value).toString(), x.toString(), 1);
+        return _derivTex(parse(expr.value).toString(), x.toString(), 1);
       } else {
         return _derivTex(expr.toTex(), x.toString(), 1);
       }
     },
     "Node, ConstantNode": function NodeConstantNode(expr, x) {
       if (typeOf(x.value) === "string") {
-        return _derivTex(expr, parse2(x.value));
+        return _derivTex(expr, parse(x.value));
       } else {
         throw new Error("The second parameter to 'derivative' is a non-string constant");
       }
@@ -40633,7 +41139,7 @@ var createDerivative = /* @__PURE__ */ factory(name283, dependencies283, (_ref)
       return d + "\\left[".concat(expr, "\\right]");
     }
   });
-  var constTag = typed3("constTag", {
+  var constTag = typed2("constTag", {
     "Object, ConstantNode, string": function ObjectConstantNodeString(constNodes, node) {
       constNodes[node] = true;
       return true;
@@ -40658,8 +41164,8 @@ var createDerivative = /* @__PURE__ */ factory(name283, dependencies283, (_ref)
     "Object, FunctionNode | OperatorNode, string": function ObjectFunctionNodeOperatorNodeString(constNodes, node, varName) {
       if (node.args.length > 0) {
         var isConst = constTag(constNodes, node.args[0], varName);
-        for (var i2 = 1; i2 < node.args.length; ++i2) {
-          isConst = constTag(constNodes, node.args[i2], varName) && isConst;
+        for (var i = 1; i < node.args.length; ++i) {
+          isConst = constTag(constNodes, node.args[i], varName) && isConst;
         }
         if (isConst) {
           constNodes[node] = true;
@@ -40669,7 +41175,7 @@ var createDerivative = /* @__PURE__ */ factory(name283, dependencies283, (_ref)
       return false;
     }
   });
-  var _derivative = typed3("_derivative", {
+  var _derivative = typed2("_derivative", {
     "ConstantNode, Object": function ConstantNodeObject(node) {
       return createConstantNode2(0);
     },
@@ -40680,7 +41186,7 @@ var createDerivative = /* @__PURE__ */ factory(name283, dependencies283, (_ref)
       return createConstantNode2(1);
     },
     "ParenthesisNode, Object": function ParenthesisNodeObject(node, constNodes) {
-      return new ParenthesisNode2(_derivative(node.content, constNodes));
+      return new ParenthesisNode(_derivative(node.content, constNodes));
     },
     "FunctionAssignmentNode, Object": function FunctionAssignmentNodeObject(node, constNodes) {
       if (constNodes[node] !== void 0) {
@@ -40703,17 +41209,17 @@ var createDerivative = /* @__PURE__ */ factory(name283, dependencies283, (_ref)
       switch (node.name) {
         case "cbrt":
           div2 = true;
-          funcDerivative = new OperatorNode2("*", "multiply", [createConstantNode2(3), new OperatorNode2("^", "pow", [arg0, new OperatorNode2("/", "divide", [createConstantNode2(2), createConstantNode2(3)])])]);
+          funcDerivative = new OperatorNode("*", "multiply", [createConstantNode2(3), new OperatorNode("^", "pow", [arg0, new OperatorNode("/", "divide", [createConstantNode2(2), createConstantNode2(3)])])]);
           break;
         case "sqrt":
         case "nthRoot":
           if (node.args.length === 1) {
             div2 = true;
-            funcDerivative = new OperatorNode2("*", "multiply", [createConstantNode2(2), new FunctionNode2("sqrt", [arg0])]);
+            funcDerivative = new OperatorNode("*", "multiply", [createConstantNode2(2), new FunctionNode("sqrt", [arg0])]);
           } else if (node.args.length === 2) {
-            arg1 = new OperatorNode2("/", "divide", [createConstantNode2(1), node.args[1]]);
+            arg1 = new OperatorNode("/", "divide", [createConstantNode2(1), node.args[1]]);
             constNodes[arg1] = constNodes[node.args[1]];
-            return _derivative(new OperatorNode2("^", "pow", [arg0, arg1]), constNodes);
+            return _derivative(new OperatorNode("^", "pow", [arg0, arg1]), constNodes);
           }
           break;
         case "log10":
@@ -40723,115 +41229,115 @@ var createDerivative = /* @__PURE__ */ factory(name283, dependencies283, (_ref)
             funcDerivative = arg0.clone();
             div2 = true;
           } else if (node.args.length === 1 && arg1 || node.args.length === 2 && constNodes[node.args[1]] !== void 0) {
-            funcDerivative = new OperatorNode2("*", "multiply", [arg0.clone(), new FunctionNode2("log", [arg1 || node.args[1]])]);
+            funcDerivative = new OperatorNode("*", "multiply", [arg0.clone(), new FunctionNode("log", [arg1 || node.args[1]])]);
             div2 = true;
           } else if (node.args.length === 2) {
-            return _derivative(new OperatorNode2("/", "divide", [new FunctionNode2("log", [arg0]), new FunctionNode2("log", [node.args[1]])]), constNodes);
+            return _derivative(new OperatorNode("/", "divide", [new FunctionNode("log", [arg0]), new FunctionNode("log", [node.args[1]])]), constNodes);
           }
           break;
         case "pow":
           constNodes[arg1] = constNodes[node.args[1]];
-          return _derivative(new OperatorNode2("^", "pow", [arg0, node.args[1]]), constNodes);
+          return _derivative(new OperatorNode("^", "pow", [arg0, node.args[1]]), constNodes);
         case "exp":
-          funcDerivative = new FunctionNode2("exp", [arg0.clone()]);
+          funcDerivative = new FunctionNode("exp", [arg0.clone()]);
           break;
         case "sin":
-          funcDerivative = new FunctionNode2("cos", [arg0.clone()]);
+          funcDerivative = new FunctionNode("cos", [arg0.clone()]);
           break;
         case "cos":
-          funcDerivative = new OperatorNode2("-", "unaryMinus", [new FunctionNode2("sin", [arg0.clone()])]);
+          funcDerivative = new OperatorNode("-", "unaryMinus", [new FunctionNode("sin", [arg0.clone()])]);
           break;
         case "tan":
-          funcDerivative = new OperatorNode2("^", "pow", [new FunctionNode2("sec", [arg0.clone()]), createConstantNode2(2)]);
+          funcDerivative = new OperatorNode("^", "pow", [new FunctionNode("sec", [arg0.clone()]), createConstantNode2(2)]);
           break;
         case "sec":
-          funcDerivative = new OperatorNode2("*", "multiply", [node, new FunctionNode2("tan", [arg0.clone()])]);
+          funcDerivative = new OperatorNode("*", "multiply", [node, new FunctionNode("tan", [arg0.clone()])]);
           break;
         case "csc":
           negative = true;
-          funcDerivative = new OperatorNode2("*", "multiply", [node, new FunctionNode2("cot", [arg0.clone()])]);
+          funcDerivative = new OperatorNode("*", "multiply", [node, new FunctionNode("cot", [arg0.clone()])]);
           break;
         case "cot":
           negative = true;
-          funcDerivative = new OperatorNode2("^", "pow", [new FunctionNode2("csc", [arg0.clone()]), createConstantNode2(2)]);
+          funcDerivative = new OperatorNode("^", "pow", [new FunctionNode("csc", [arg0.clone()]), createConstantNode2(2)]);
           break;
         case "asin":
           div2 = true;
-          funcDerivative = new FunctionNode2("sqrt", [new OperatorNode2("-", "subtract", [createConstantNode2(1), new OperatorNode2("^", "pow", [arg0.clone(), createConstantNode2(2)])])]);
+          funcDerivative = new FunctionNode("sqrt", [new OperatorNode("-", "subtract", [createConstantNode2(1), new OperatorNode("^", "pow", [arg0.clone(), createConstantNode2(2)])])]);
           break;
         case "acos":
           div2 = true;
           negative = true;
-          funcDerivative = new FunctionNode2("sqrt", [new OperatorNode2("-", "subtract", [createConstantNode2(1), new OperatorNode2("^", "pow", [arg0.clone(), createConstantNode2(2)])])]);
+          funcDerivative = new FunctionNode("sqrt", [new OperatorNode("-", "subtract", [createConstantNode2(1), new OperatorNode("^", "pow", [arg0.clone(), createConstantNode2(2)])])]);
           break;
         case "atan":
           div2 = true;
-          funcDerivative = new OperatorNode2("+", "add", [new OperatorNode2("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)]);
+          funcDerivative = new OperatorNode("+", "add", [new OperatorNode("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)]);
           break;
         case "asec":
           div2 = true;
-          funcDerivative = new OperatorNode2("*", "multiply", [new FunctionNode2("abs", [arg0.clone()]), new FunctionNode2("sqrt", [new OperatorNode2("-", "subtract", [new OperatorNode2("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)])])]);
+          funcDerivative = new OperatorNode("*", "multiply", [new FunctionNode("abs", [arg0.clone()]), new FunctionNode("sqrt", [new OperatorNode("-", "subtract", [new OperatorNode("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)])])]);
           break;
         case "acsc":
           div2 = true;
           negative = true;
-          funcDerivative = new OperatorNode2("*", "multiply", [new FunctionNode2("abs", [arg0.clone()]), new FunctionNode2("sqrt", [new OperatorNode2("-", "subtract", [new OperatorNode2("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)])])]);
+          funcDerivative = new OperatorNode("*", "multiply", [new FunctionNode("abs", [arg0.clone()]), new FunctionNode("sqrt", [new OperatorNode("-", "subtract", [new OperatorNode("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)])])]);
           break;
         case "acot":
           div2 = true;
           negative = true;
-          funcDerivative = new OperatorNode2("+", "add", [new OperatorNode2("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)]);
+          funcDerivative = new OperatorNode("+", "add", [new OperatorNode("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)]);
           break;
         case "sinh":
-          funcDerivative = new FunctionNode2("cosh", [arg0.clone()]);
+          funcDerivative = new FunctionNode("cosh", [arg0.clone()]);
           break;
         case "cosh":
-          funcDerivative = new FunctionNode2("sinh", [arg0.clone()]);
+          funcDerivative = new FunctionNode("sinh", [arg0.clone()]);
           break;
         case "tanh":
-          funcDerivative = new OperatorNode2("^", "pow", [new FunctionNode2("sech", [arg0.clone()]), createConstantNode2(2)]);
+          funcDerivative = new OperatorNode("^", "pow", [new FunctionNode("sech", [arg0.clone()]), createConstantNode2(2)]);
           break;
         case "sech":
           negative = true;
-          funcDerivative = new OperatorNode2("*", "multiply", [node, new FunctionNode2("tanh", [arg0.clone()])]);
+          funcDerivative = new OperatorNode("*", "multiply", [node, new FunctionNode("tanh", [arg0.clone()])]);
           break;
         case "csch":
           negative = true;
-          funcDerivative = new OperatorNode2("*", "multiply", [node, new FunctionNode2("coth", [arg0.clone()])]);
+          funcDerivative = new OperatorNode("*", "multiply", [node, new FunctionNode("coth", [arg0.clone()])]);
           break;
         case "coth":
           negative = true;
-          funcDerivative = new OperatorNode2("^", "pow", [new FunctionNode2("csch", [arg0.clone()]), createConstantNode2(2)]);
+          funcDerivative = new OperatorNode("^", "pow", [new FunctionNode("csch", [arg0.clone()]), createConstantNode2(2)]);
           break;
         case "asinh":
           div2 = true;
-          funcDerivative = new FunctionNode2("sqrt", [new OperatorNode2("+", "add", [new OperatorNode2("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)])]);
+          funcDerivative = new FunctionNode("sqrt", [new OperatorNode("+", "add", [new OperatorNode("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)])]);
           break;
         case "acosh":
           div2 = true;
-          funcDerivative = new FunctionNode2("sqrt", [new OperatorNode2("-", "subtract", [new OperatorNode2("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)])]);
+          funcDerivative = new FunctionNode("sqrt", [new OperatorNode("-", "subtract", [new OperatorNode("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)])]);
           break;
         case "atanh":
           div2 = true;
-          funcDerivative = new OperatorNode2("-", "subtract", [createConstantNode2(1), new OperatorNode2("^", "pow", [arg0.clone(), createConstantNode2(2)])]);
+          funcDerivative = new OperatorNode("-", "subtract", [createConstantNode2(1), new OperatorNode("^", "pow", [arg0.clone(), createConstantNode2(2)])]);
           break;
         case "asech":
           div2 = true;
           negative = true;
-          funcDerivative = new OperatorNode2("*", "multiply", [arg0.clone(), new FunctionNode2("sqrt", [new OperatorNode2("-", "subtract", [createConstantNode2(1), new OperatorNode2("^", "pow", [arg0.clone(), createConstantNode2(2)])])])]);
+          funcDerivative = new OperatorNode("*", "multiply", [arg0.clone(), new FunctionNode("sqrt", [new OperatorNode("-", "subtract", [createConstantNode2(1), new OperatorNode("^", "pow", [arg0.clone(), createConstantNode2(2)])])])]);
           break;
         case "acsch":
           div2 = true;
           negative = true;
-          funcDerivative = new OperatorNode2("*", "multiply", [new FunctionNode2("abs", [arg0.clone()]), new FunctionNode2("sqrt", [new OperatorNode2("+", "add", [new OperatorNode2("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)])])]);
+          funcDerivative = new OperatorNode("*", "multiply", [new FunctionNode("abs", [arg0.clone()]), new FunctionNode("sqrt", [new OperatorNode("+", "add", [new OperatorNode("^", "pow", [arg0.clone(), createConstantNode2(2)]), createConstantNode2(1)])])]);
           break;
         case "acoth":
           div2 = true;
           negative = true;
-          funcDerivative = new OperatorNode2("-", "subtract", [createConstantNode2(1), new OperatorNode2("^", "pow", [arg0.clone(), createConstantNode2(2)])]);
+          funcDerivative = new OperatorNode("-", "subtract", [createConstantNode2(1), new OperatorNode("^", "pow", [arg0.clone(), createConstantNode2(2)])]);
           break;
         case "abs":
-          funcDerivative = new OperatorNode2("/", "divide", [new FunctionNode2(new SymbolNode2("abs"), [arg0.clone()]), arg0.clone()]);
+          funcDerivative = new OperatorNode("/", "divide", [new FunctionNode(new SymbolNode("abs"), [arg0.clone()]), arg0.clone()]);
           break;
         case "gamma":
         default:
@@ -40847,41 +41353,41 @@ var createDerivative = /* @__PURE__ */ factory(name283, dependencies283, (_ref)
       }
       var chainDerivative = _derivative(arg0, constNodes);
       if (negative) {
-        chainDerivative = new OperatorNode2("-", "unaryMinus", [chainDerivative]);
+        chainDerivative = new OperatorNode("-", "unaryMinus", [chainDerivative]);
       }
-      return new OperatorNode2(op, func, [chainDerivative, funcDerivative]);
+      return new OperatorNode(op, func, [chainDerivative, funcDerivative]);
     },
     "OperatorNode, Object": function OperatorNodeObject(node, constNodes) {
       if (constNodes[node] !== void 0) {
         return createConstantNode2(0);
       }
       if (node.op === "+") {
-        return new OperatorNode2(node.op, node.fn, node.args.map(function(arg2) {
-          return _derivative(arg2, constNodes);
+        return new OperatorNode(node.op, node.fn, node.args.map(function(arg) {
+          return _derivative(arg, constNodes);
         }));
       }
       if (node.op === "-") {
         if (node.isUnary()) {
-          return new OperatorNode2(node.op, node.fn, [_derivative(node.args[0], constNodes)]);
+          return new OperatorNode(node.op, node.fn, [_derivative(node.args[0], constNodes)]);
         }
         if (node.isBinary()) {
-          return new OperatorNode2(node.op, node.fn, [_derivative(node.args[0], constNodes), _derivative(node.args[1], constNodes)]);
+          return new OperatorNode(node.op, node.fn, [_derivative(node.args[0], constNodes), _derivative(node.args[1], constNodes)]);
         }
       }
       if (node.op === "*") {
-        var constantTerms = node.args.filter(function(arg2) {
-          return constNodes[arg2] !== void 0;
+        var constantTerms = node.args.filter(function(arg) {
+          return constNodes[arg] !== void 0;
         });
         if (constantTerms.length > 0) {
-          var nonConstantTerms = node.args.filter(function(arg2) {
-            return constNodes[arg2] === void 0;
+          var nonConstantTerms = node.args.filter(function(arg) {
+            return constNodes[arg] === void 0;
           });
-          var nonConstantNode = nonConstantTerms.length === 1 ? nonConstantTerms[0] : new OperatorNode2("*", "multiply", nonConstantTerms);
+          var nonConstantNode = nonConstantTerms.length === 1 ? nonConstantTerms[0] : new OperatorNode("*", "multiply", nonConstantTerms);
           var newArgs = constantTerms.concat(_derivative(nonConstantNode, constNodes));
-          return new OperatorNode2("*", "multiply", newArgs);
+          return new OperatorNode("*", "multiply", newArgs);
         }
-        return new OperatorNode2("+", "add", node.args.map(function(argOuter) {
-          return new OperatorNode2("*", "multiply", node.args.map(function(argInner) {
+        return new OperatorNode("+", "add", node.args.map(function(argOuter) {
+          return new OperatorNode("*", "multiply", node.args.map(function(argInner) {
             return argInner === argOuter ? _derivative(argInner, constNodes) : argInner.clone();
           }));
         }));
@@ -40890,35 +41396,35 @@ var createDerivative = /* @__PURE__ */ factory(name283, dependencies283, (_ref)
         var arg0 = node.args[0];
         var arg1 = node.args[1];
         if (constNodes[arg1] !== void 0) {
-          return new OperatorNode2("/", "divide", [_derivative(arg0, constNodes), arg1]);
+          return new OperatorNode("/", "divide", [_derivative(arg0, constNodes), arg1]);
         }
         if (constNodes[arg0] !== void 0) {
-          return new OperatorNode2("*", "multiply", [new OperatorNode2("-", "unaryMinus", [arg0]), new OperatorNode2("/", "divide", [_derivative(arg1, constNodes), new OperatorNode2("^", "pow", [arg1.clone(), createConstantNode2(2)])])]);
+          return new OperatorNode("*", "multiply", [new OperatorNode("-", "unaryMinus", [arg0]), new OperatorNode("/", "divide", [_derivative(arg1, constNodes), new OperatorNode("^", "pow", [arg1.clone(), createConstantNode2(2)])])]);
         }
-        return new OperatorNode2("/", "divide", [new OperatorNode2("-", "subtract", [new OperatorNode2("*", "multiply", [_derivative(arg0, constNodes), arg1.clone()]), new OperatorNode2("*", "multiply", [arg0.clone(), _derivative(arg1, constNodes)])]), new OperatorNode2("^", "pow", [arg1.clone(), createConstantNode2(2)])]);
+        return new OperatorNode("/", "divide", [new OperatorNode("-", "subtract", [new OperatorNode("*", "multiply", [_derivative(arg0, constNodes), arg1.clone()]), new OperatorNode("*", "multiply", [arg0.clone(), _derivative(arg1, constNodes)])]), new OperatorNode("^", "pow", [arg1.clone(), createConstantNode2(2)])]);
       }
       if (node.op === "^" && node.isBinary()) {
         var _arg = node.args[0];
         var _arg2 = node.args[1];
         if (constNodes[_arg] !== void 0) {
-          if (isConstantNode(_arg) && (isZero2(_arg.value) || equal2(_arg.value, 1))) {
+          if (isConstantNode(_arg) && (isZero(_arg.value) || equal(_arg.value, 1))) {
             return createConstantNode2(0);
           }
-          return new OperatorNode2("*", "multiply", [node, new OperatorNode2("*", "multiply", [new FunctionNode2("log", [_arg.clone()]), _derivative(_arg2.clone(), constNodes)])]);
+          return new OperatorNode("*", "multiply", [node, new OperatorNode("*", "multiply", [new FunctionNode("log", [_arg.clone()]), _derivative(_arg2.clone(), constNodes)])]);
         }
         if (constNodes[_arg2] !== void 0) {
           if (isConstantNode(_arg2)) {
-            if (isZero2(_arg2.value)) {
+            if (isZero(_arg2.value)) {
               return createConstantNode2(0);
             }
-            if (equal2(_arg2.value, 1)) {
+            if (equal(_arg2.value, 1)) {
               return _derivative(_arg, constNodes);
             }
           }
-          var powMinusOne = new OperatorNode2("^", "pow", [_arg.clone(), new OperatorNode2("-", "subtract", [_arg2, createConstantNode2(1)])]);
-          return new OperatorNode2("*", "multiply", [_arg2.clone(), new OperatorNode2("*", "multiply", [_derivative(_arg, constNodes), powMinusOne])]);
+          var powMinusOne = new OperatorNode("^", "pow", [_arg.clone(), new OperatorNode("-", "subtract", [_arg2, createConstantNode2(1)])]);
+          return new OperatorNode("*", "multiply", [_arg2.clone(), new OperatorNode("*", "multiply", [_derivative(_arg, constNodes), powMinusOne])]);
         }
-        return new OperatorNode2("*", "multiply", [new OperatorNode2("^", "pow", [_arg.clone(), _arg2.clone()]), new OperatorNode2("+", "add", [new OperatorNode2("*", "multiply", [_derivative(_arg, constNodes), new OperatorNode2("/", "divide", [_arg2.clone(), _arg.clone()])]), new OperatorNode2("*", "multiply", [_derivative(_arg2, constNodes), new FunctionNode2("log", [_arg.clone()])])])]);
+        return new OperatorNode("*", "multiply", [new OperatorNode("^", "pow", [_arg.clone(), _arg2.clone()]), new OperatorNode("+", "add", [new OperatorNode("*", "multiply", [_derivative(_arg, constNodes), new OperatorNode("/", "divide", [_arg2.clone(), _arg.clone()])]), new OperatorNode("*", "multiply", [_derivative(_arg2, constNodes), new FunctionNode("log", [_arg.clone()])])])]);
       }
       throw new Error('Operator "' + node.op + '" is not supported by derivative, or a wrong number of arguments is passed');
     }
@@ -40927,16 +41433,16 @@ var createDerivative = /* @__PURE__ */ factory(name283, dependencies283, (_ref)
     if ((node.name === "log" || node.name === "nthRoot" || node.name === "pow") && node.args.length === 2) {
       return;
     }
-    for (var i2 = 0; i2 < node.args.length; ++i2) {
-      node.args[i2] = createConstantNode2(0);
+    for (var i = 0; i < node.args.length; ++i) {
+      node.args[i] = createConstantNode2(0);
     }
     node.compile().evaluate();
     throw new Error('Function "' + node.name + '" is not supported by derivative, or a wrong number of arguments is passed');
   }
   function createConstantNode2(value, valueType) {
-    return new ConstantNode2(numeric3(value, valueType || config4.number));
+    return new ConstantNode(numeric2(value, valueType || config2.number));
   }
-  return derivative2;
+  return derivative;
 });
 
 // node_modules/mathjs/lib/esm/function/algebra/rationalize.js
@@ -40944,32 +41450,32 @@ var name284 = "rationalize";
 var dependencies284 = ["config", "typed", "equal", "isZero", "add", "subtract", "multiply", "divide", "pow", "parse", "simplifyConstant", "simplifyCore", "simplify", "?bignumber", "?fraction", "mathWithTransform", "matrix", "AccessorNode", "ArrayNode", "ConstantNode", "FunctionNode", "IndexNode", "ObjectNode", "OperatorNode", "SymbolNode", "ParenthesisNode"];
 var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref) => {
   var {
-    config: config4,
-    typed: typed3,
-    equal: equal2,
-    isZero: isZero2,
-    add: add3,
-    subtract: subtract2,
-    multiply: multiply2,
-    divide: divide3,
-    pow: pow3,
-    parse: parse2,
-    simplifyConstant: simplifyConstant2,
-    simplifyCore: simplifyCore2,
-    simplify: simplify2,
-    fraction: fraction2,
-    bignumber: bignumber2,
-    mathWithTransform: mathWithTransform2,
-    matrix: matrix2,
-    AccessorNode: AccessorNode2,
-    ArrayNode: ArrayNode2,
-    ConstantNode: ConstantNode2,
-    FunctionNode: FunctionNode2,
-    IndexNode: IndexNode2,
-    ObjectNode: ObjectNode2,
-    OperatorNode: OperatorNode2,
-    SymbolNode: SymbolNode2,
-    ParenthesisNode: ParenthesisNode2
+    config: config2,
+    typed: typed2,
+    equal,
+    isZero,
+    add: add2,
+    subtract,
+    multiply,
+    divide: divide2,
+    pow: pow2,
+    parse,
+    simplifyConstant,
+    simplifyCore,
+    simplify,
+    fraction,
+    bignumber,
+    mathWithTransform,
+    matrix,
+    AccessorNode,
+    ArrayNode,
+    ConstantNode,
+    FunctionNode,
+    IndexNode,
+    ObjectNode,
+    OperatorNode,
+    SymbolNode,
+    ParenthesisNode
   } = _ref;
   function _rationalize(expr) {
     var scope = arguments.length > 1 && arguments[1] !== void 0 ? arguments[1] : {};
@@ -40990,11 +41496,11 @@ var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref)
       var rules;
       var eDistrDiv = true;
       var redoInic = false;
-      expr = simplify2(expr, setRules.firstRules, {}, noExactFractions);
+      expr = simplify(expr, setRules.firstRules, {}, noExactFractions);
       var s;
       while (true) {
         rules = eDistrDiv ? setRules.distrDivRules : setRules.sucDivRules;
-        expr = simplify2(expr, rules, {}, withExactFractions);
+        expr = simplify(expr, rules, {}, withExactFractions);
         eDistrDiv = !eDistrDiv;
         s = expr.toString();
         if (s === sBefore) {
@@ -41004,9 +41510,9 @@ var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref)
         sBefore = s;
       }
       if (redoInic) {
-        expr = simplify2(expr, setRules.firstRulesAgain, {}, noExactFractions);
+        expr = simplify(expr, setRules.firstRulesAgain, {}, noExactFractions);
       }
-      expr = simplify2(expr, setRules.finalRules, {}, noExactFractions);
+      expr = simplify(expr, setRules.finalRules, {}, noExactFractions);
     }
     var coefficients = [];
     var retRationalize = {};
@@ -41035,7 +41541,7 @@ var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref)
     retRationalize.expression = expr;
     return retRationalize;
   }
-  return typed3(name284, {
+  return typed2(name284, {
     Node: _rationalize,
     "Node, boolean": (expr, detailed) => _rationalize(expr, {}, detailed),
     "Node, Object": _rationalize,
@@ -41043,7 +41549,7 @@ var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref)
   });
   function polynomial(expr, scope, extended, rules) {
     var variables = [];
-    var node = simplify2(expr, rules, scope, {
+    var node = simplify(expr, rules, scope, {
       exactFractions: false
     });
     extended = !!extended;
@@ -41068,8 +41574,8 @@ var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref)
           if (oper.indexOf(node2.op) === -1) {
             throw new Error("Operator " + node2.op + " invalid in polynomial expression");
           }
-          for (var i2 = 0; i2 < node2.args.length; i2++) {
-            recPoly(node2.args[i2]);
+          for (var i = 0; i < node2.args.length; i++) {
+            recPoly(node2.args[i]);
           }
         }
       } else if (tp === "SymbolNode") {
@@ -41087,7 +41593,7 @@ var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref)
   }
   function rulesRationalize() {
     var oldRules = [
-      simplifyCore2,
+      simplifyCore,
       // sCore
       {
         l: "n+n",
@@ -41097,7 +41603,7 @@ var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref)
         l: "n+-n",
         r: "0"
       },
-      simplifyConstant2,
+      simplifyConstant,
       // sConstant
       {
         l: "n*(n1^-1)",
@@ -41269,7 +41775,7 @@ var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref)
     setRules.sucDivRules = rulesSucDiv;
     setRules.firstRulesAgain = oldRules.concat(rulesFirst);
     setRules.finalRules = [
-      simplifyCore2,
+      simplifyCore,
       // simplify.rules[0]
       {
         l: "n*-n",
@@ -41281,7 +41787,7 @@ var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref)
         r: "n^2"
       },
       // Joining multiply with power 2
-      simplifyConstant2,
+      simplifyConstant,
       // simplify.rules[14] old 3rd index in oldRules
       {
         l: "n*-n^n1",
@@ -41386,10 +41892,10 @@ var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref)
       if (does) {
         if (val > 2) {
           var nEsqTopo = node.args[0];
-          var nDirTopo = new OperatorNode2("^", "pow", [node.args[0].cloneDeep(), new ConstantNode2(val - 1)]);
-          node = new OperatorNode2("*", "multiply", [nEsqTopo, nDirTopo]);
+          var nDirTopo = new OperatorNode("^", "pow", [node.args[0].cloneDeep(), new ConstantNode(val - 1)]);
+          node = new OperatorNode("*", "multiply", [nEsqTopo, nDirTopo]);
         } else {
-          node = new OperatorNode2("*", "multiply", [node.args[0], node.args[0].cloneDeep()]);
+          node = new OperatorNode("*", "multiply", [node.args[0], node.args[0].cloneDeep()]);
         }
         if (internal) {
           if (indParent === "content") {
@@ -41403,8 +41909,8 @@ var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref)
     if (tp === "ParenthesisNode") {
       expandPower(node.content, node, "content");
     } else if (tp !== "ConstantNode" && tp !== "SymbolNode") {
-      for (var i2 = 0; i2 < node.args.length; i2++) {
-        expandPower(node.args[i2], node, i2);
+      for (var i = 0; i < node.args.length; i++) {
+        expandPower(node.args[i], node, i);
       }
     }
     if (!internal) {
@@ -41426,36 +41932,36 @@ var createRationalize = /* @__PURE__ */ factory(name284, dependencies284, (_ref)
     maxExpo = coefficients.length - 1;
     var first = true;
     var no;
-    for (var i2 = maxExpo; i2 >= 0; i2--) {
-      if (coefficients[i2] === 0)
+    for (var i = maxExpo; i >= 0; i--) {
+      if (coefficients[i] === 0)
         continue;
-      var n16 = new ConstantNode2(first ? coefficients[i2] : Math.abs(coefficients[i2]));
-      var op = coefficients[i2] < 0 ? "-" : "+";
-      if (i2 > 0) {
-        var n25 = new SymbolNode2(varname);
-        if (i2 > 1) {
-          var n3 = new ConstantNode2(i2);
-          n25 = new OperatorNode2("^", "pow", [n25, n3]);
+      var n16 = new ConstantNode(first ? coefficients[i] : Math.abs(coefficients[i]));
+      var op = coefficients[i] < 0 ? "-" : "+";
+      if (i > 0) {
+        var n25 = new SymbolNode(varname);
+        if (i > 1) {
+          var n3 = new ConstantNode(i);
+          n25 = new OperatorNode("^", "pow", [n25, n3]);
         }
-        if (coefficients[i2] === -1 && first) {
-          n16 = new OperatorNode2("-", "unaryMinus", [n25]);
-        } else if (Math.abs(coefficients[i2]) === 1) {
+        if (coefficients[i] === -1 && first) {
+          n16 = new OperatorNode("-", "unaryMinus", [n25]);
+        } else if (Math.abs(coefficients[i]) === 1) {
           n16 = n25;
         } else {
-          n16 = new OperatorNode2("*", "multiply", [n16, n25]);
+          n16 = new OperatorNode("*", "multiply", [n16, n25]);
         }
       }
       if (first) {
         no = n16;
       } else if (op === "+") {
-        no = new OperatorNode2("+", "add", [no, n16]);
+        no = new OperatorNode("+", "add", [no, n16]);
       } else {
-        no = new OperatorNode2("-", "subtract", [no, n16]);
+        no = new OperatorNode("-", "subtract", [no, n16]);
       }
       first = false;
     }
     if (first) {
-      return new ConstantNode2(0);
+      return new ConstantNode(0);
     } else {
       return no;
     }
@@ -41548,13 +42054,13 @@ var name285 = "zpk2tf";
 var dependencies285 = ["typed", "add", "multiply", "Complex", "number"];
 var createZpk2tf = /* @__PURE__ */ factory(name285, dependencies285, (_ref) => {
   var {
-    typed: typed3,
-    add: add3,
-    multiply: multiply2,
-    Complex: Complex3,
-    number: number2
+    typed: typed2,
+    add: add2,
+    multiply,
+    Complex: Complex2,
+    number
   } = _ref;
-  return typed3(name285, {
+  return typed2(name285, {
     "Array,Array,number": function ArrayArrayNumber(z, p, k) {
       return _zpk2tf(z, p, k);
     },
@@ -41570,37 +42076,37 @@ var createZpk2tf = /* @__PURE__ */ factory(name285, dependencies285, (_ref) => {
   });
   function _zpk2tf(z, p, k) {
     if (z.some((el) => el.type === "BigNumber")) {
-      z = z.map((el) => number2(el));
+      z = z.map((el) => number(el));
     }
     if (p.some((el) => el.type === "BigNumber")) {
-      p = p.map((el) => number2(el));
+      p = p.map((el) => number(el));
     }
-    var num = [Complex3(1, 0)];
-    var den = [Complex3(1, 0)];
-    for (var i2 = 0; i2 < z.length; i2++) {
-      var zero = z[i2];
+    var num = [Complex2(1, 0)];
+    var den = [Complex2(1, 0)];
+    for (var i = 0; i < z.length; i++) {
+      var zero = z[i];
       if (typeof zero === "number")
-        zero = Complex3(zero, 0);
-      num = _multiply(num, [Complex3(1, 0), Complex3(-zero.re, -zero.im)]);
+        zero = Complex2(zero, 0);
+      num = _multiply(num, [Complex2(1, 0), Complex2(-zero.re, -zero.im)]);
     }
     for (var _i = 0; _i < p.length; _i++) {
       var pole = p[_i];
       if (typeof pole === "number")
-        pole = Complex3(pole, 0);
-      den = _multiply(den, [Complex3(1, 0), Complex3(-pole.re, -pole.im)]);
+        pole = Complex2(pole, 0);
+      den = _multiply(den, [Complex2(1, 0), Complex2(-pole.re, -pole.im)]);
     }
     for (var _i2 = 0; _i2 < num.length; _i2++) {
-      num[_i2] = multiply2(num[_i2], k);
+      num[_i2] = multiply(num[_i2], k);
     }
     return [num, den];
   }
   function _multiply(a, b) {
     var c = [];
-    for (var i2 = 0; i2 < a.length + b.length - 1; i2++) {
-      c[i2] = Complex3(0, 0);
+    for (var i = 0; i < a.length + b.length - 1; i++) {
+      c[i] = Complex2(0, 0);
       for (var j = 0; j < a.length; j++) {
-        if (i2 - j >= 0 && i2 - j < b.length) {
-          c[i2] = add3(c[i2], multiply2(a[j], b[i2 - j]));
+        if (i - j >= 0 && i - j < b.length) {
+          c[i] = add2(c[i], multiply(a[j], b[i - j]));
         }
       }
     }
@@ -41613,14 +42119,14 @@ var name286 = "freqz";
 var dependencies286 = ["typed", "add", "multiply", "Complex", "divide", "matrix"];
 var createFreqz = /* @__PURE__ */ factory(name286, dependencies286, (_ref) => {
   var {
-    typed: typed3,
-    add: add3,
-    multiply: multiply2,
-    Complex: Complex3,
-    divide: divide3,
-    matrix: matrix2
+    typed: typed2,
+    add: add2,
+    multiply,
+    Complex: Complex2,
+    divide: divide2,
+    matrix
   } = _ref;
-  return typed3(name286, {
+  return typed2(name286, {
     "Array, Array": function ArrayArray(b, a) {
       var w = createBins(512);
       return _freqz(b, a, w);
@@ -41642,8 +42148,8 @@ var createFreqz = /* @__PURE__ */ factory(name286, dependencies286, (_ref) => {
         h
       } = _freqz(b.valueOf(), a.valueOf(), _w);
       return {
-        w: matrix2(w),
-        h: matrix2(h)
+        w: matrix(w),
+        h: matrix(h)
       };
     },
     "Matrix, Matrix, Matrix": function MatrixMatrixMatrix(b, a, w) {
@@ -41651,8 +42157,8 @@ var createFreqz = /* @__PURE__ */ factory(name286, dependencies286, (_ref) => {
         h
       } = _freqz(b.valueOf(), a.valueOf(), w.valueOf());
       return {
-        h: matrix2(h),
-        w: matrix2(w)
+        h: matrix(h),
+        w: matrix(w)
       };
     },
     "Matrix, Matrix, number": function MatrixMatrixNumber(b, a, w) {
@@ -41664,29 +42170,29 @@ var createFreqz = /* @__PURE__ */ factory(name286, dependencies286, (_ref) => {
         h
       } = _freqz(b.valueOf(), a.valueOf(), _w);
       return {
-        h: matrix2(h),
-        w: matrix2(_w)
+        h: matrix(h),
+        w: matrix(_w)
       };
     }
   });
   function _freqz(b, a, w) {
     var num = [];
     var den = [];
-    for (var i2 = 0; i2 < w.length; i2++) {
-      var sumNum = Complex3(0, 0);
-      var sumDen = Complex3(0, 0);
+    for (var i = 0; i < w.length; i++) {
+      var sumNum = Complex2(0, 0);
+      var sumDen = Complex2(0, 0);
       for (var j = 0; j < b.length; j++) {
-        sumNum = add3(sumNum, multiply2(b[j], Complex3(Math.cos(-j * w[i2]), Math.sin(-j * w[i2]))));
+        sumNum = add2(sumNum, multiply(b[j], Complex2(Math.cos(-j * w[i]), Math.sin(-j * w[i]))));
       }
       for (var _j = 0; _j < a.length; _j++) {
-        sumDen = add3(sumDen, multiply2(a[_j], Complex3(Math.cos(-_j * w[i2]), Math.sin(-_j * w[i2]))));
+        sumDen = add2(sumDen, multiply(a[_j], Complex2(Math.cos(-_j * w[i]), Math.sin(-_j * w[i]))));
       }
       num.push(sumNum);
       den.push(sumDen);
     }
     var h = [];
     for (var _i = 0; _i < num.length; _i++) {
-      h.push(divide3(num[_i], den[_i]));
+      h.push(divide2(num[_i], den[_i]));
     }
     return {
       h,
@@ -41695,8 +42201,8 @@ var createFreqz = /* @__PURE__ */ factory(name286, dependencies286, (_ref) => {
   }
   function createBins(n) {
     var bins = [];
-    for (var i2 = 0; i2 < n; i2++) {
-      bins.push(i2 / n * Math.PI);
+    for (var i = 0; i < n; i++) {
+      bins.push(i / n * Math.PI);
     }
     return bins;
   }
@@ -41707,10 +42213,10 @@ var name287 = "reviver";
 var dependencies287 = ["classes"];
 var createReviver = /* @__PURE__ */ factory(name287, dependencies287, (_ref) => {
   var {
-    classes: classes2
+    classes
   } = _ref;
-  return function reviver2(key, value) {
-    var constructor = classes2[value && value.mathjs];
+  return function reviver(key, value) {
+    var constructor = classes[value && value.mathjs];
     if (constructor && typeof constructor.fromJSON === "function") {
       return constructor.fromJSON(value);
     }
@@ -41722,7 +42228,7 @@ var createReviver = /* @__PURE__ */ factory(name287, dependencies287, (_ref) =>
 var name288 = "replacer";
 var dependencies288 = [];
 var createReplacer = /* @__PURE__ */ factory(name288, dependencies288, () => {
-  return function replacer2(key, value) {
+  return function replacer(key, value) {
     if (typeof value === "number" && (!isFinite(value) || isNaN(value))) {
       return {
         mathjs: "number",
@@ -41742,73 +42248,73 @@ var createFalse = /* @__PURE__ */ factory("false", [], () => false);
 var createNull = /* @__PURE__ */ factory("null", [], () => null);
 var createInfinity = /* @__PURE__ */ recreateFactory("Infinity", ["config", "?BigNumber"], (_ref) => {
   var {
-    config: config4,
-    BigNumber: BigNumber2
+    config: config2,
+    BigNumber
   } = _ref;
-  return config4.number === "BigNumber" ? new BigNumber2(Infinity) : Infinity;
+  return config2.number === "BigNumber" ? new BigNumber(Infinity) : Infinity;
 });
 var createNaN = /* @__PURE__ */ recreateFactory("NaN", ["config", "?BigNumber"], (_ref2) => {
   var {
-    config: config4,
-    BigNumber: BigNumber2
+    config: config2,
+    BigNumber
   } = _ref2;
-  return config4.number === "BigNumber" ? new BigNumber2(NaN) : NaN;
+  return config2.number === "BigNumber" ? new BigNumber(NaN) : NaN;
 });
 var createPi = /* @__PURE__ */ recreateFactory("pi", ["config", "?BigNumber"], (_ref3) => {
   var {
-    config: config4,
-    BigNumber: BigNumber2
+    config: config2,
+    BigNumber
   } = _ref3;
-  return config4.number === "BigNumber" ? createBigNumberPi(BigNumber2) : pi;
+  return config2.number === "BigNumber" ? createBigNumberPi(BigNumber) : pi;
 });
 var createTau = /* @__PURE__ */ recreateFactory("tau", ["config", "?BigNumber"], (_ref4) => {
   var {
-    config: config4,
-    BigNumber: BigNumber2
+    config: config2,
+    BigNumber
   } = _ref4;
-  return config4.number === "BigNumber" ? createBigNumberTau(BigNumber2) : tau;
+  return config2.number === "BigNumber" ? createBigNumberTau(BigNumber) : tau;
 });
 var createE = /* @__PURE__ */ recreateFactory("e", ["config", "?BigNumber"], (_ref5) => {
   var {
-    config: config4,
-    BigNumber: BigNumber2
+    config: config2,
+    BigNumber
   } = _ref5;
-  return config4.number === "BigNumber" ? createBigNumberE(BigNumber2) : e;
+  return config2.number === "BigNumber" ? createBigNumberE(BigNumber) : e;
 });
 var createPhi = /* @__PURE__ */ recreateFactory("phi", ["config", "?BigNumber"], (_ref6) => {
   var {
-    config: config4,
-    BigNumber: BigNumber2
+    config: config2,
+    BigNumber
   } = _ref6;
-  return config4.number === "BigNumber" ? createBigNumberPhi(BigNumber2) : phi;
+  return config2.number === "BigNumber" ? createBigNumberPhi(BigNumber) : phi;
 });
 var createLN2 = /* @__PURE__ */ recreateFactory("LN2", ["config", "?BigNumber"], (_ref7) => {
   var {
-    config: config4,
-    BigNumber: BigNumber2
+    config: config2,
+    BigNumber
   } = _ref7;
-  return config4.number === "BigNumber" ? new BigNumber2(2).ln() : Math.LN2;
+  return config2.number === "BigNumber" ? new BigNumber(2).ln() : Math.LN2;
 });
 var createLN10 = /* @__PURE__ */ recreateFactory("LN10", ["config", "?BigNumber"], (_ref8) => {
   var {
-    config: config4,
-    BigNumber: BigNumber2
+    config: config2,
+    BigNumber
   } = _ref8;
-  return config4.number === "BigNumber" ? new BigNumber2(10).ln() : Math.LN10;
+  return config2.number === "BigNumber" ? new BigNumber(10).ln() : Math.LN10;
 });
 var createLOG2E = /* @__PURE__ */ recreateFactory("LOG2E", ["config", "?BigNumber"], (_ref9) => {
   var {
-    config: config4,
-    BigNumber: BigNumber2
+    config: config2,
+    BigNumber
   } = _ref9;
-  return config4.number === "BigNumber" ? new BigNumber2(1).div(new BigNumber2(2).ln()) : Math.LOG2E;
+  return config2.number === "BigNumber" ? new BigNumber(1).div(new BigNumber(2).ln()) : Math.LOG2E;
 });
 var createLOG10E = /* @__PURE__ */ recreateFactory("LOG10E", ["config", "?BigNumber"], (_ref10) => {
   var {
-    config: config4,
-    BigNumber: BigNumber2
+    config: config2,
+    BigNumber
   } = _ref10;
-  return config4.number === "BigNumber" ? new BigNumber2(1).div(new BigNumber2(10).ln()) : Math.LOG10E;
+  return config2.number === "BigNumber" ? new BigNumber(1).div(new BigNumber(10).ln()) : Math.LOG10E;
 });
 var createSQRT1_2 = /* @__PURE__ */ recreateFactory(
   // eslint-disable-line camelcase
@@ -41816,28 +42322,40 @@ var createSQRT1_2 = /* @__PURE__ */ recreateFactory(
   ["config", "?BigNumber"],
   (_ref11) => {
     var {
-      config: config4,
-      BigNumber: BigNumber2
+      config: config2,
+      BigNumber
     } = _ref11;
-    return config4.number === "BigNumber" ? new BigNumber2("0.5").sqrt() : Math.SQRT1_2;
+    return config2.number === "BigNumber" ? new BigNumber("0.5").sqrt() : Math.SQRT1_2;
   }
 );
 var createSQRT2 = /* @__PURE__ */ recreateFactory("SQRT2", ["config", "?BigNumber"], (_ref12) => {
   var {
-    config: config4,
-    BigNumber: BigNumber2
+    config: config2,
+    BigNumber
   } = _ref12;
-  return config4.number === "BigNumber" ? new BigNumber2(2).sqrt() : Math.SQRT2;
+  return config2.number === "BigNumber" ? new BigNumber(2).sqrt() : Math.SQRT2;
 });
 var createI = /* @__PURE__ */ recreateFactory("i", ["Complex"], (_ref13) => {
   var {
-    Complex: Complex3
+    Complex: Complex2
   } = _ref13;
-  return Complex3.I;
+  return Complex2.I;
+});
+var createUppercasePi = /* @__PURE__ */ factory("PI", ["pi"], (_ref14) => {
+  var {
+    pi: pi2
+  } = _ref14;
+  return pi2;
+});
+var createUppercaseE = /* @__PURE__ */ factory("E", ["e"], (_ref15) => {
+  var {
+    e: e2
+  } = _ref15;
+  return e2;
 });
 var createVersion = /* @__PURE__ */ factory("version", [], () => version);
-function recreateFactory(name309, dependencies309, create) {
-  return factory(name309, dependencies309, create, {
+function recreateFactory(name309, dependencies309, create2) {
+  return factory(name309, dependencies309, create2, {
     recreateOnConfigChange: true
   });
 }
@@ -41897,24 +42415,24 @@ function unitFactory(name309, valueStr, unitStr) {
   var dependencies309 = ["config", "Unit", "BigNumber"];
   return factory(name309, dependencies309, (_ref) => {
     var {
-      config: config4,
-      Unit: Unit2,
-      BigNumber: BigNumber2
+      config: config2,
+      Unit,
+      BigNumber
     } = _ref;
-    var value = config4.number === "BigNumber" ? new BigNumber2(valueStr) : parseFloat(valueStr);
-    var unit2 = new Unit2(value, unitStr);
-    unit2.fixPrefix = true;
-    return unit2;
+    var value = config2.number === "BigNumber" ? new BigNumber(valueStr) : parseFloat(valueStr);
+    var unit = new Unit(value, unitStr);
+    unit.fixPrefix = true;
+    return unit;
   });
 }
 function numberFactory(name309, value) {
   var dependencies309 = ["config", "BigNumber"];
   return factory(name309, dependencies309, (_ref2) => {
     var {
-      config: config4,
-      BigNumber: BigNumber2
+      config: config2,
+      BigNumber
     } = _ref2;
-    return config4.number === "BigNumber" ? new BigNumber2(value) : value;
+    return config2.number === "BigNumber" ? new BigNumber(value) : value;
   });
 }
 
@@ -41923,14 +42441,14 @@ var name289 = "apply";
 var dependencies289 = ["typed", "isInteger"];
 var createApplyTransform = /* @__PURE__ */ factory(name289, dependencies289, (_ref) => {
   var {
-    typed: typed3,
-    isInteger: isInteger3
+    typed: typed2,
+    isInteger: isInteger2
   } = _ref;
-  var apply2 = createApply({
-    typed: typed3,
-    isInteger: isInteger3
+  var apply = createApply({
+    typed: typed2,
+    isInteger: isInteger2
   });
-  return typed3("apply", {
+  return typed2("apply", {
     "...any": function any(args) {
       var dim = args[1];
       if (isNumber(dim)) {
@@ -41939,7 +42457,7 @@ var createApplyTransform = /* @__PURE__ */ factory(name289, dependencies289, (_r
         args[1] = dim.minus(1);
       }
       try {
-        return apply2.apply(null, args);
+        return apply.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -41954,18 +42472,18 @@ var name290 = "column";
 var dependencies290 = ["typed", "Index", "matrix", "range"];
 var createColumnTransform = /* @__PURE__ */ factory(name290, dependencies290, (_ref) => {
   var {
-    typed: typed3,
-    Index: Index2,
-    matrix: matrix2,
-    range: range2
+    typed: typed2,
+    Index,
+    matrix,
+    range
   } = _ref;
-  var column2 = createColumn({
-    typed: typed3,
-    Index: Index2,
-    matrix: matrix2,
-    range: range2
+  var column = createColumn({
+    typed: typed2,
+    Index,
+    matrix,
+    range
   });
-  return typed3("column", {
+  return typed2("column", {
     "...any": function any(args) {
       var lastIndex = args.length - 1;
       var last = args[lastIndex];
@@ -41973,7 +42491,7 @@ var createColumnTransform = /* @__PURE__ */ factory(name290, dependencies290, (_
         args[lastIndex] = last - 1;
       }
       try {
-        return column2.apply(null, args);
+        return column.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -42005,7 +42523,7 @@ var name291 = "filter";
 var dependencies291 = ["typed"];
 var createFilterTransform = /* @__PURE__ */ factory(name291, dependencies291, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
   function filterTransform(args, math2, scope) {
     var x, callback;
@@ -42019,10 +42537,10 @@ var createFilterTransform = /* @__PURE__ */ factory(name291, dependencies291, (_
         callback = compileInlineExpression(args[1], math2, scope);
       }
     }
-    return filter3(x, callback);
+    return filter2(x, callback);
   }
   filterTransform.rawArgs = true;
-  var filter3 = typed3("filter", {
+  var filter2 = typed2("filter", {
     "Array, function": _filter,
     "Matrix, function": function MatrixFunction(x, test) {
       return x.create(_filter(x.toArray(), test));
@@ -42037,8 +42555,8 @@ var createFilterTransform = /* @__PURE__ */ factory(name291, dependencies291, (_
   isTransformFunction: true
 });
 function _filter(x, callback) {
-  return filter(x, function(value, index2, array) {
-    return applyCallback(callback, value, [index2 + 1], array, "filter");
+  return filter(x, function(value, index, array) {
+    return applyCallback(callback, value, [index + 1], array, "filter");
   });
 }
 
@@ -42047,7 +42565,7 @@ var name292 = "forEach";
 var dependencies292 = ["typed"];
 var createForEachTransform = /* @__PURE__ */ factory(name292, dependencies292, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
   function forEachTransform(args, math2, scope) {
     var x, callback;
@@ -42064,15 +42582,15 @@ var createForEachTransform = /* @__PURE__ */ factory(name292, dependencies292, (
     return _forEach2(x, callback);
   }
   forEachTransform.rawArgs = true;
-  var _forEach2 = typed3("forEach", {
+  var _forEach2 = typed2("forEach", {
     "Array | Matrix, function": function ArrayMatrixFunction(array, callback) {
-      var recurse = function recurse2(value, index2) {
+      var recurse = function recurse2(value, index) {
         if (Array.isArray(value)) {
-          forEach(value, function(child, i2) {
-            recurse2(child, index2.concat(i2 + 1));
+          forEach(value, function(child, i) {
+            recurse2(child, index.concat(i + 1));
           });
         } else {
-          return applyCallback(callback, value, index2, array, "forEach");
+          return applyCallback(callback, value, index, array, "forEach");
         }
       };
       recurse(array.valueOf(), []);
@@ -42088,38 +42606,38 @@ var name293 = "index";
 var dependencies293 = ["Index", "getMatrixDataType"];
 var createIndexTransform = /* @__PURE__ */ factory(name293, dependencies293, (_ref) => {
   var {
-    Index: Index2,
-    getMatrixDataType: getMatrixDataType2
+    Index,
+    getMatrixDataType
   } = _ref;
   return function indexTransform() {
     var args = [];
-    for (var i2 = 0, ii = arguments.length; i2 < ii; i2++) {
-      var arg2 = arguments[i2];
-      if (isRange(arg2)) {
-        arg2.start--;
-        arg2.end -= arg2.step > 0 ? 0 : 2;
-      } else if (arg2 && arg2.isSet === true) {
-        arg2 = arg2.map(function(v) {
+    for (var i = 0, ii = arguments.length; i < ii; i++) {
+      var arg = arguments[i];
+      if (isRange(arg)) {
+        arg.start--;
+        arg.end -= arg.step > 0 ? 0 : 2;
+      } else if (arg && arg.isSet === true) {
+        arg = arg.map(function(v) {
           return v - 1;
         });
-      } else if (isArray(arg2) || isMatrix(arg2)) {
-        if (getMatrixDataType2(arg2) !== "boolean") {
-          arg2 = arg2.map(function(v) {
+      } else if (isArray(arg) || isMatrix(arg)) {
+        if (getMatrixDataType(arg) !== "boolean") {
+          arg = arg.map(function(v) {
             return v - 1;
           });
         }
-      } else if (isNumber(arg2)) {
-        arg2--;
-      } else if (isBigNumber(arg2)) {
-        arg2 = arg2.toNumber() - 1;
-      } else if (typeof arg2 === "string") {
+      } else if (isNumber(arg)) {
+        arg--;
+      } else if (isBigNumber(arg)) {
+        arg = arg.toNumber() - 1;
+      } else if (typeof arg === "string") {
       } else {
         throw new TypeError("Dimension must be an Array, Matrix, number, string, or Range");
       }
-      args[i2] = arg2;
+      args[i] = arg;
     }
-    var res = new Index2();
-    Index2.apply(res, args);
+    var res = new Index();
+    Index.apply(res, args);
     return res;
   };
 }, {
@@ -42131,7 +42649,7 @@ var name294 = "map";
 var dependencies294 = ["typed"];
 var createMapTransform = /* @__PURE__ */ factory(name294, dependencies294, (_ref) => {
   var {
-    typed: typed3
+    typed: typed2
   } = _ref;
   function mapTransform(args, math2, scope) {
     var x, callback;
@@ -42145,10 +42663,10 @@ var createMapTransform = /* @__PURE__ */ factory(name294, dependencies294, (_ref
         callback = compileInlineExpression(args[1], math2, scope);
       }
     }
-    return map3(x, callback);
+    return map2(x, callback);
   }
   mapTransform.rawArgs = true;
-  var map3 = typed3("map", {
+  var map2 = typed2("map", {
     "Array, function": function ArrayFunction(x, callback) {
       return _map2(x, callback, x);
     },
@@ -42161,13 +42679,13 @@ var createMapTransform = /* @__PURE__ */ factory(name294, dependencies294, (_ref
   isTransformFunction: true
 });
 function _map2(array, callback, orig) {
-  function recurse(value, index2) {
+  function recurse(value, index) {
     if (Array.isArray(value)) {
-      return map(value, function(child, i2) {
-        return recurse(child, index2.concat(i2 + 1));
+      return map(value, function(child, i) {
+        return recurse(child, index.concat(i + 1));
       });
     } else {
-      return applyCallback(callback, value, index2, orig, "map");
+      return applyCallback(callback, value, index, orig, "map");
     }
   }
   return recurse(array, []);
@@ -42192,22 +42710,22 @@ var name295 = "max";
 var dependencies295 = ["typed", "config", "numeric", "larger"];
 var createMaxTransform = /* @__PURE__ */ factory(name295, dependencies295, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    numeric: numeric3,
-    larger: larger2
+    typed: typed2,
+    config: config2,
+    numeric: numeric2,
+    larger
   } = _ref;
-  var max3 = createMax({
-    typed: typed3,
-    config: config4,
-    numeric: numeric3,
-    larger: larger2
+  var max2 = createMax({
+    typed: typed2,
+    config: config2,
+    numeric: numeric2,
+    larger
   });
-  return typed3("max", {
+  return typed2("max", {
     "...any": function any(args) {
       args = lastDimToZeroBase(args);
       try {
-        return max3.apply(null, args);
+        return max2.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -42222,20 +42740,20 @@ var name296 = "mean";
 var dependencies296 = ["typed", "add", "divide"];
 var createMeanTransform = /* @__PURE__ */ factory(name296, dependencies296, (_ref) => {
   var {
-    typed: typed3,
-    add: add3,
-    divide: divide3
+    typed: typed2,
+    add: add2,
+    divide: divide2
   } = _ref;
-  var mean2 = createMean({
-    typed: typed3,
-    add: add3,
-    divide: divide3
+  var mean = createMean({
+    typed: typed2,
+    add: add2,
+    divide: divide2
   });
-  return typed3("mean", {
+  return typed2("mean", {
     "...any": function any(args) {
       args = lastDimToZeroBase(args);
       try {
-        return mean2.apply(null, args);
+        return mean.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -42250,22 +42768,22 @@ var name297 = "min";
 var dependencies297 = ["typed", "config", "numeric", "smaller"];
 var createMinTransform = /* @__PURE__ */ factory(name297, dependencies297, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    numeric: numeric3,
-    smaller: smaller2
+    typed: typed2,
+    config: config2,
+    numeric: numeric2,
+    smaller
   } = _ref;
-  var min3 = createMin({
-    typed: typed3,
-    config: config4,
-    numeric: numeric3,
-    smaller: smaller2
+  var min2 = createMin({
+    typed: typed2,
+    config: config2,
+    numeric: numeric2,
+    smaller
   });
-  return typed3("min", {
+  return typed2("min", {
     "...any": function any(args) {
       args = lastDimToZeroBase(args);
       try {
-        return min3.apply(null, args);
+        return min2.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -42280,37 +42798,37 @@ var name298 = "range";
 var dependencies298 = ["typed", "config", "?matrix", "?bignumber", "smaller", "smallerEq", "larger", "largerEq", "add", "isPositive"];
 var createRangeTransform = /* @__PURE__ */ factory(name298, dependencies298, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    matrix: matrix2,
-    bignumber: bignumber2,
-    smaller: smaller2,
-    smallerEq: smallerEq2,
-    larger: larger2,
-    largerEq: largerEq2,
-    add: add3,
-    isPositive: isPositive2
+    typed: typed2,
+    config: config2,
+    matrix,
+    bignumber,
+    smaller,
+    smallerEq,
+    larger,
+    largerEq,
+    add: add2,
+    isPositive
   } = _ref;
-  var range2 = createRange({
-    typed: typed3,
-    config: config4,
-    matrix: matrix2,
-    bignumber: bignumber2,
-    smaller: smaller2,
-    smallerEq: smallerEq2,
-    larger: larger2,
-    largerEq: largerEq2,
-    add: add3,
-    isPositive: isPositive2
+  var range = createRange({
+    typed: typed2,
+    config: config2,
+    matrix,
+    bignumber,
+    smaller,
+    smallerEq,
+    larger,
+    largerEq,
+    add: add2,
+    isPositive
   });
-  return typed3("range", {
+  return typed2("range", {
     "...any": function any(args) {
       var lastIndex = args.length - 1;
       var last = args[lastIndex];
       if (typeof last !== "boolean") {
         args.push(true);
       }
-      return range2.apply(null, args);
+      return range.apply(null, args);
     }
   });
 }, {
@@ -42322,18 +42840,18 @@ var name299 = "row";
 var dependencies299 = ["typed", "Index", "matrix", "range"];
 var createRowTransform = /* @__PURE__ */ factory(name299, dependencies299, (_ref) => {
   var {
-    typed: typed3,
-    Index: Index2,
-    matrix: matrix2,
-    range: range2
+    typed: typed2,
+    Index,
+    matrix,
+    range
   } = _ref;
-  var row2 = createRow({
-    typed: typed3,
-    Index: Index2,
-    matrix: matrix2,
-    range: range2
+  var row = createRow({
+    typed: typed2,
+    Index,
+    matrix,
+    range
   });
-  return typed3("row", {
+  return typed2("row", {
     "...any": function any(args) {
       var lastIndex = args.length - 1;
       var last = args[lastIndex];
@@ -42341,7 +42859,7 @@ var createRowTransform = /* @__PURE__ */ factory(name299, dependencies299, (_ref
         args[lastIndex] = last - 1;
       }
       try {
-        return row2.apply(null, args);
+        return row.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -42356,21 +42874,21 @@ var name300 = "subset";
 var dependencies300 = ["typed", "matrix", "zeros", "add"];
 var createSubsetTransform = /* @__PURE__ */ factory(name300, dependencies300, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    zeros: zeros3,
-    add: add3
+    typed: typed2,
+    matrix,
+    zeros: zeros2,
+    add: add2
   } = _ref;
-  var subset2 = createSubset({
-    typed: typed3,
-    matrix: matrix2,
-    zeros: zeros3,
-    add: add3
+  var subset = createSubset({
+    typed: typed2,
+    matrix,
+    zeros: zeros2,
+    add: add2
   });
-  return typed3("subset", {
+  return typed2("subset", {
     "...any": function any(args) {
       try {
-        return subset2.apply(null, args);
+        return subset.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -42385,16 +42903,16 @@ var name301 = "concat";
 var dependencies301 = ["typed", "matrix", "isInteger"];
 var createConcatTransform = /* @__PURE__ */ factory(name301, dependencies301, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    isInteger: isInteger3
+    typed: typed2,
+    matrix,
+    isInteger: isInteger2
   } = _ref;
-  var concat3 = createConcat({
-    typed: typed3,
-    matrix: matrix2,
-    isInteger: isInteger3
+  var concat2 = createConcat({
+    typed: typed2,
+    matrix,
+    isInteger: isInteger2
   });
-  return typed3("concat", {
+  return typed2("concat", {
     "...any": function any(args) {
       var lastIndex = args.length - 1;
       var last = args[lastIndex];
@@ -42404,7 +42922,7 @@ var createConcatTransform = /* @__PURE__ */ factory(name301, dependencies301, (_
         args[lastIndex] = last.minus(1);
       }
       try {
-        return concat3.apply(null, args);
+        return concat2.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -42419,24 +42937,24 @@ var name302 = "diff";
 var dependencies302 = ["typed", "matrix", "subtract", "number", "bignumber"];
 var createDiffTransform = /* @__PURE__ */ factory(name302, dependencies302, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    subtract: subtract2,
-    number: number2,
-    bignumber: bignumber2
+    typed: typed2,
+    matrix,
+    subtract,
+    number,
+    bignumber
   } = _ref;
-  var diff2 = createDiff({
-    typed: typed3,
-    matrix: matrix2,
-    subtract: subtract2,
-    number: number2,
-    bignumber: bignumber2
+  var diff = createDiff({
+    typed: typed2,
+    matrix,
+    subtract,
+    number,
+    bignumber
   });
-  return typed3(name302, {
+  return typed2(name302, {
     "...any": function any(args) {
       args = lastDimToZeroBase(args);
       try {
-        return diff2.apply(null, args);
+        return diff.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -42451,22 +42969,22 @@ var name303 = "std";
 var dependencies303 = ["typed", "map", "sqrt", "variance"];
 var createStdTransform = /* @__PURE__ */ factory(name303, dependencies303, (_ref) => {
   var {
-    typed: typed3,
-    map: map3,
-    sqrt: sqrt3,
-    variance: variance2
+    typed: typed2,
+    map: map2,
+    sqrt: sqrt2,
+    variance
   } = _ref;
-  var std2 = createStd({
-    typed: typed3,
-    map: map3,
-    sqrt: sqrt3,
-    variance: variance2
+  var std = createStd({
+    typed: typed2,
+    map: map2,
+    sqrt: sqrt2,
+    variance
   });
-  return typed3("std", {
+  return typed2("std", {
     "...any": function any(args) {
       args = lastDimToZeroBase(args);
       try {
-        return std2.apply(null, args);
+        return std.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -42481,22 +42999,22 @@ var name304 = "sum";
 var dependencies304 = ["typed", "config", "add", "numeric"];
 var createSumTransform = /* @__PURE__ */ factory(name304, dependencies304, (_ref) => {
   var {
-    typed: typed3,
-    config: config4,
-    add: add3,
-    numeric: numeric3
+    typed: typed2,
+    config: config2,
+    add: add2,
+    numeric: numeric2
   } = _ref;
-  var sum3 = createSum({
-    typed: typed3,
-    config: config4,
-    add: add3,
-    numeric: numeric3
+  var sum2 = createSum({
+    typed: typed2,
+    config: config2,
+    add: add2,
+    numeric: numeric2
   });
-  return typed3(name304, {
+  return typed2(name304, {
     "...any": function any(args) {
       args = lastDimToZeroBase(args);
       try {
-        return sum3.apply(null, args);
+        return sum2.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -42511,42 +43029,42 @@ var name305 = "quantileSeq";
 var dependencies305 = ["typed", "bignumber", "add", "subtract", "divide", "multiply", "partitionSelect", "compare", "isInteger", "smaller", "smallerEq", "larger"];
 var createQuantileSeqTransform = /* @__PURE__ */ factory(name305, dependencies305, (_ref) => {
   var {
-    typed: typed3,
-    bignumber: bignumber2,
-    add: add3,
-    subtract: subtract2,
-    divide: divide3,
-    multiply: multiply2,
-    partitionSelect: partitionSelect2,
-    compare: compare2,
-    isInteger: isInteger3,
-    smaller: smaller2,
-    smallerEq: smallerEq2,
-    larger: larger2
+    typed: typed2,
+    bignumber,
+    add: add2,
+    subtract,
+    divide: divide2,
+    multiply,
+    partitionSelect,
+    compare,
+    isInteger: isInteger2,
+    smaller,
+    smallerEq,
+    larger
   } = _ref;
-  var quantileSeq2 = createQuantileSeq({
-    typed: typed3,
-    bignumber: bignumber2,
-    add: add3,
-    subtract: subtract2,
-    divide: divide3,
-    multiply: multiply2,
-    partitionSelect: partitionSelect2,
-    compare: compare2,
-    isInteger: isInteger3,
-    smaller: smaller2,
-    smallerEq: smallerEq2,
-    larger: larger2
+  var quantileSeq = createQuantileSeq({
+    typed: typed2,
+    bignumber,
+    add: add2,
+    subtract,
+    divide: divide2,
+    multiply,
+    partitionSelect,
+    compare,
+    isInteger: isInteger2,
+    smaller,
+    smallerEq,
+    larger
   });
-  return typed3("quantileSeq", {
-    "Array | Matrix, number | BigNumber": quantileSeq2,
-    "Array | Matrix, number | BigNumber, number": (arr, prob, dim) => quantileSeq2(arr, prob, dimToZeroBase(dim)),
-    "Array | Matrix, number | BigNumber, boolean": quantileSeq2,
-    "Array | Matrix, number | BigNumber, boolean, number": (arr, prob, sorted, dim) => quantileSeq2(arr, prob, sorted, dimToZeroBase(dim)),
-    "Array | Matrix, Array | Matrix": quantileSeq2,
-    "Array | Matrix, Array | Matrix, number": (data, prob, dim) => quantileSeq2(data, prob, dimToZeroBase(dim)),
-    "Array | Matrix, Array | Matrix, boolean": quantileSeq2,
-    "Array | Matrix, Array | Matrix, boolean, number": (data, prob, sorted, dim) => quantileSeq2(data, prob, sorted, dimToZeroBase(dim))
+  return typed2("quantileSeq", {
+    "Array | Matrix, number | BigNumber": quantileSeq,
+    "Array | Matrix, number | BigNumber, number": (arr, prob, dim) => quantileSeq(arr, prob, dimToZeroBase(dim)),
+    "Array | Matrix, number | BigNumber, boolean": quantileSeq,
+    "Array | Matrix, number | BigNumber, boolean, number": (arr, prob, sorted, dim) => quantileSeq(arr, prob, sorted, dimToZeroBase(dim)),
+    "Array | Matrix, Array | Matrix": quantileSeq,
+    "Array | Matrix, Array | Matrix, number": (data, prob, dim) => quantileSeq(data, prob, dimToZeroBase(dim)),
+    "Array | Matrix, Array | Matrix, boolean": quantileSeq,
+    "Array | Matrix, Array | Matrix, boolean, number": (data, prob, sorted, dim) => quantileSeq(data, prob, sorted, dimToZeroBase(dim))
   });
   function dimToZeroBase(dim) {
     return lastDimToZeroBase([[], dim])[1];
@@ -42560,16 +43078,16 @@ var name306 = "cumsum";
 var dependencies306 = ["typed", "add", "unaryPlus"];
 var createCumSumTransform = /* @__PURE__ */ factory(name306, dependencies306, (_ref) => {
   var {
-    typed: typed3,
-    add: add3,
-    unaryPlus: unaryPlus2
+    typed: typed2,
+    add: add2,
+    unaryPlus
   } = _ref;
-  var cumsum2 = createCumSum({
-    typed: typed3,
-    add: add3,
-    unaryPlus: unaryPlus2
+  var cumsum = createCumSum({
+    typed: typed2,
+    add: add2,
+    unaryPlus
   });
-  return typed3(name306, {
+  return typed2(name306, {
     "...any": function any(args) {
       if (args.length === 2 && isCollection(args[0])) {
         var dim = args[1];
@@ -42580,7 +43098,7 @@ var createCumSumTransform = /* @__PURE__ */ factory(name306, dependencies306, (_
         }
       }
       try {
-        return cumsum2.apply(null, args);
+        return cumsum.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -42595,28 +43113,28 @@ var name307 = "variance";
 var dependencies307 = ["typed", "add", "subtract", "multiply", "divide", "apply", "isNaN"];
 var createVarianceTransform = /* @__PURE__ */ factory(name307, dependencies307, (_ref) => {
   var {
-    typed: typed3,
-    add: add3,
-    subtract: subtract2,
-    multiply: multiply2,
-    divide: divide3,
-    apply: apply2,
-    isNaN: isNaN3
+    typed: typed2,
+    add: add2,
+    subtract,
+    multiply,
+    divide: divide2,
+    apply,
+    isNaN: isNaN2
   } = _ref;
-  var variance2 = createVariance({
-    typed: typed3,
-    add: add3,
-    subtract: subtract2,
-    multiply: multiply2,
-    divide: divide3,
-    apply: apply2,
-    isNaN: isNaN3
+  var variance = createVariance({
+    typed: typed2,
+    add: add2,
+    subtract,
+    multiply,
+    divide: divide2,
+    apply,
+    isNaN: isNaN2
   });
-  return typed3(name307, {
+  return typed2(name307, {
     "...any": function any(args) {
       args = lastDimToZeroBase(args);
       try {
-        return variance2.apply(null, args);
+        return variance.apply(null, args);
       } catch (err) {
         throw errorTransform(err);
       }
@@ -42631,23 +43149,23 @@ var name308 = "print";
 var dependencies308 = ["typed", "matrix", "zeros", "add"];
 var createPrintTransform = /* @__PURE__ */ factory(name308, dependencies308, (_ref) => {
   var {
-    typed: typed3,
-    matrix: matrix2,
-    zeros: zeros3,
-    add: add3
+    typed: typed2,
+    matrix,
+    zeros: zeros2,
+    add: add2
   } = _ref;
-  var print2 = createPrint({
-    typed: typed3,
-    matrix: matrix2,
-    zeros: zeros3,
-    add: add3
+  var print = createPrint({
+    typed: typed2,
+    matrix,
+    zeros: zeros2,
+    add: add2
   });
-  return typed3(name308, {
-    "string, Object | Array": function stringObjectArray(template, values) {
-      return print2(_convertTemplateToZeroBasedIndex(template), values);
+  return typed2(name308, {
+    "string, Object | Array": function stringObjectArray(template, values2) {
+      return print(_convertTemplateToZeroBasedIndex(template), values2);
     },
-    "string, Object | Array, number | Object": function stringObjectArrayNumberObject(template, values, options) {
-      return print2(_convertTemplateToZeroBasedIndex(template), values, options);
+    "string, Object | Array, number | Object": function stringObjectArrayNumberObject(template, values2, options) {
+      return print(_convertTemplateToZeroBasedIndex(template), values2, options);
     }
   });
   function _convertTemplateToZeroBasedIndex(template) {
@@ -42667,2492 +43185,395 @@ var createPrintTransform = /* @__PURE__ */ factory(name308, dependencies308, (_r
   isTransformFunction: true
 });
 
-// node_modules/mathjs/lib/esm/entry/pureFunctionsAny.generated.js
-var BigNumber = /* @__PURE__ */ createBigNumberClass({
-  config
-});
-var Complex2 = /* @__PURE__ */ createComplexClass({});
-var e2 = /* @__PURE__ */ createE({
-  BigNumber,
-  config
-});
-var _false = /* @__PURE__ */ createFalse({});
-var fineStructure = /* @__PURE__ */ createFineStructure({
-  BigNumber,
-  config
-});
-var Fraction2 = /* @__PURE__ */ createFractionClass({});
-var i = /* @__PURE__ */ createI({
-  Complex: Complex2
-});
-var _Infinity = /* @__PURE__ */ createInfinity({
-  BigNumber,
-  config
-});
-var LN102 = /* @__PURE__ */ createLN10({
-  BigNumber,
-  config
-});
-var LOG10E = /* @__PURE__ */ createLOG10E({
-  BigNumber,
-  config
-});
-var Matrix = /* @__PURE__ */ createMatrixClass({});
-var _NaN = /* @__PURE__ */ createNaN({
-  BigNumber,
-  config
-});
-var _null = /* @__PURE__ */ createNull({});
-var phi2 = /* @__PURE__ */ createPhi({
-  BigNumber,
-  config
-});
-var Range = /* @__PURE__ */ createRangeClass({});
-var ResultSet = /* @__PURE__ */ createResultSet({});
-var SQRT1_2 = /* @__PURE__ */ createSQRT1_2({
-  BigNumber,
-  config
-});
-var sackurTetrode = /* @__PURE__ */ createSackurTetrode({
-  BigNumber,
-  config
-});
-var tau2 = /* @__PURE__ */ createTau({
-  BigNumber,
-  config
-});
-var _true = /* @__PURE__ */ createTrue({});
-var version2 = /* @__PURE__ */ createVersion({});
-var DenseMatrix = /* @__PURE__ */ createDenseMatrixClass({
-  Matrix
-});
-var efimovFactor = /* @__PURE__ */ createEfimovFactor({
-  BigNumber,
-  config
-});
-var LN2 = /* @__PURE__ */ createLN2({
-  BigNumber,
-  config
-});
-var pi2 = /* @__PURE__ */ createPi({
-  BigNumber,
-  config
-});
-var replacer = /* @__PURE__ */ createReplacer({});
-var SQRT2 = /* @__PURE__ */ createSQRT2({
-  BigNumber,
-  config
-});
-var typed2 = /* @__PURE__ */ createTyped({
-  BigNumber,
-  Complex: Complex2,
-  DenseMatrix,
-  Fraction: Fraction2
-});
-var unaryPlus = /* @__PURE__ */ createUnaryPlus({
-  BigNumber,
-  config,
-  typed: typed2
-});
-var weakMixingAngle = /* @__PURE__ */ createWeakMixingAngle({
-  BigNumber,
-  config
-});
-var abs2 = /* @__PURE__ */ createAbs({
-  typed: typed2
-});
-var acos2 = /* @__PURE__ */ createAcos({
-  Complex: Complex2,
-  config,
-  typed: typed2
-});
-var acot = /* @__PURE__ */ createAcot({
-  BigNumber,
-  typed: typed2
-});
-var acsc = /* @__PURE__ */ createAcsc({
-  BigNumber,
-  Complex: Complex2,
-  config,
-  typed: typed2
-});
-var addScalar = /* @__PURE__ */ createAddScalar({
-  typed: typed2
-});
-var arg = /* @__PURE__ */ createArg({
-  typed: typed2
-});
-var asech = /* @__PURE__ */ createAsech({
-  BigNumber,
-  Complex: Complex2,
-  config,
-  typed: typed2
-});
-var asinh3 = /* @__PURE__ */ createAsinh({
-  typed: typed2
-});
-var atan3 = /* @__PURE__ */ createAtan({
-  typed: typed2
-});
-var atanh3 = /* @__PURE__ */ createAtanh({
-  Complex: Complex2,
-  config,
-  typed: typed2
-});
-var bignumber = /* @__PURE__ */ createBignumber({
-  BigNumber,
-  typed: typed2
-});
-var bitNot = /* @__PURE__ */ createBitNot({
-  typed: typed2
-});
-var boolean = /* @__PURE__ */ createBoolean({
-  typed: typed2
-});
-var clone4 = /* @__PURE__ */ createClone({
-  typed: typed2
-});
-var combinations = /* @__PURE__ */ createCombinations({
-  typed: typed2
-});
-var complex = /* @__PURE__ */ createComplex({
-  Complex: Complex2,
-  typed: typed2
-});
-var conj = /* @__PURE__ */ createConj({
-  typed: typed2
-});
-var cos2 = /* @__PURE__ */ createCos({
-  typed: typed2
-});
-var cot = /* @__PURE__ */ createCot({
-  BigNumber,
-  typed: typed2
-});
-var csc = /* @__PURE__ */ createCsc({
-  BigNumber,
-  typed: typed2
-});
-var cube = /* @__PURE__ */ createCube({
-  typed: typed2
-});
-var equalScalar = /* @__PURE__ */ createEqualScalar({
-  config,
-  typed: typed2
-});
-var erf = /* @__PURE__ */ createErf({
-  typed: typed2
-});
-var exp2 = /* @__PURE__ */ createExp({
-  typed: typed2
-});
-var expm13 = /* @__PURE__ */ createExpm1({
-  Complex: Complex2,
-  typed: typed2
-});
-var filter2 = /* @__PURE__ */ createFilter({
-  typed: typed2
-});
-var forEach2 = /* @__PURE__ */ createForEach({
-  typed: typed2
-});
-var format4 = /* @__PURE__ */ createFormat({
-  typed: typed2
-});
-var getMatrixDataType = /* @__PURE__ */ createGetMatrixDataType({
-  typed: typed2
-});
-var hex = /* @__PURE__ */ createHex({
-  format: format4,
-  typed: typed2
-});
-var im = /* @__PURE__ */ createIm({
-  typed: typed2
-});
-var isInteger2 = /* @__PURE__ */ createIsInteger({
-  typed: typed2
-});
-var isNegative = /* @__PURE__ */ createIsNegative({
-  typed: typed2
-});
-var isPositive = /* @__PURE__ */ createIsPositive({
-  typed: typed2
-});
-var isZero = /* @__PURE__ */ createIsZero({
-  typed: typed2
-});
-var LOG2E = /* @__PURE__ */ createLOG2E({
-  BigNumber,
-  config
-});
-var lgamma = /* @__PURE__ */ createLgamma({
-  Complex: Complex2,
-  typed: typed2
-});
-var log104 = /* @__PURE__ */ createLog10({
-  Complex: Complex2,
-  config,
-  typed: typed2
-});
-var log24 = /* @__PURE__ */ createLog2({
-  Complex: Complex2,
-  config,
-  typed: typed2
-});
-var map2 = /* @__PURE__ */ createMap2({
-  typed: typed2
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-var multiplyScalar = /* @__PURE__ */ createMultiplyScalar({
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-var not = /* @__PURE__ */ createNot({
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-var number = /* @__PURE__ */ createNumber({
-  typed: typed2
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-var oct = /* @__PURE__ */ createOct({
-  format: format4,
-  typed: typed2
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-var pickRandom = /* @__PURE__ */ createPickRandom({
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-  typed: typed2
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-var print = /* @__PURE__ */ createPrint({
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-var random2 = /* @__PURE__ */ createRandom({
-  config,
-  typed: typed2
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-var re = /* @__PURE__ */ createRe({
-  typed: typed2
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-var sec = /* @__PURE__ */ createSec({
-  BigNumber,
-  typed: typed2
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-var sign3 = /* @__PURE__ */ createSign({
-  BigNumber,
-  Fraction: Fraction2,
-  complex,
-  typed: typed2
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-var sin2 = /* @__PURE__ */ createSin({
-  typed: typed2
-});
-var SparseMatrix = /* @__PURE__ */ createSparseMatrixClass({
-  Matrix,
-  equalScalar,
-  typed: typed2
-});
-var splitUnit = /* @__PURE__ */ createSplitUnit({
-  typed: typed2
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-var square = /* @__PURE__ */ createSquare({
-  typed: typed2
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-var string = /* @__PURE__ */ createString({
-  typed: typed2
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-var tan2 = /* @__PURE__ */ createTan({
-  typed: typed2
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-var typeOf2 = /* @__PURE__ */ createTypeOf({
-  typed: typed2
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-var acosh3 = /* @__PURE__ */ createAcosh({
-  Complex: Complex2,
-  config,
-  typed: typed2
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-var acsch = /* @__PURE__ */ createAcsch({
-  BigNumber,
-  typed: typed2
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-var apply = /* @__PURE__ */ createApply({
-  isInteger: isInteger2,
-  typed: typed2
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-var asec = /* @__PURE__ */ createAsec({
-  BigNumber,
-  Complex: Complex2,
-  config,
-  typed: typed2
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-var bin = /* @__PURE__ */ createBin({
-  format: format4,
-  typed: typed2
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-var combinationsWithRep = /* @__PURE__ */ createCombinationsWithRep({
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-var cosh3 = /* @__PURE__ */ createCosh({
-  typed: typed2
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-var csch = /* @__PURE__ */ createCsch({
-  BigNumber,
-  typed: typed2
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-var isNaN2 = /* @__PURE__ */ createIsNaN({
-  typed: typed2
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-var isPrime = /* @__PURE__ */ createIsPrime({
-  typed: typed2
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-var randomInt = /* @__PURE__ */ createRandomInt({
-  config,
-  typed: typed2
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-var sech = /* @__PURE__ */ createSech({
-  BigNumber,
-  typed: typed2
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-var sinh3 = /* @__PURE__ */ createSinh({
-  typed: typed2
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-var sparse = /* @__PURE__ */ createSparse({
-  SparseMatrix,
-  typed: typed2
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-var sqrt2 = /* @__PURE__ */ createSqrt({
-  Complex: Complex2,
-  config,
-  typed: typed2
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-var tanh3 = /* @__PURE__ */ createTanh({
-  typed: typed2
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-var unaryMinus = /* @__PURE__ */ createUnaryMinus({
-  typed: typed2
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-var acoth = /* @__PURE__ */ createAcoth({
-  BigNumber,
-  Complex: Complex2,
-  config,
-  typed: typed2
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-var coth = /* @__PURE__ */ createCoth({
-  BigNumber,
-  typed: typed2
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-var fraction = /* @__PURE__ */ createFraction({
-  Fraction: Fraction2,
-  typed: typed2
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-var isNumeric = /* @__PURE__ */ createIsNumeric({
-  typed: typed2
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-var matrix = /* @__PURE__ */ createMatrix({
-  DenseMatrix,
-  Matrix,
-  SparseMatrix,
-  typed: typed2
-});
-var matrixFromFunction = /* @__PURE__ */ createMatrixFromFunction({
-  isZero,
-  matrix,
-  typed: typed2
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-var mode = /* @__PURE__ */ createMode({
-  isNaN: isNaN2,
-  isNumeric,
-  typed: typed2
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-var numeric2 = /* @__PURE__ */ createNumeric({
-  bignumber,
-  fraction,
-  number
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-var prod = /* @__PURE__ */ createProd({
-  config,
-  multiplyScalar,
-  numeric: numeric2,
-  typed: typed2
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-var reshape2 = /* @__PURE__ */ createReshape({
-  isInteger: isInteger2,
-  matrix,
-  typed: typed2
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-var size = /* @__PURE__ */ createSize({
-  matrix,
-  config,
-  typed: typed2
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-var squeeze2 = /* @__PURE__ */ createSqueeze({
-  matrix,
-  typed: typed2
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-var transpose = /* @__PURE__ */ createTranspose({
-  matrix,
-  typed: typed2
-});
-var xgcd = /* @__PURE__ */ createXgcd({
-  BigNumber,
-  config,
-  matrix,
-  typed: typed2
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-var zeros2 = /* @__PURE__ */ createZeros({
-  BigNumber,
-  config,
-  matrix,
-  typed: typed2
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-var asin2 = /* @__PURE__ */ createAsin({
-  Complex: Complex2,
-  config,
-  typed: typed2
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-var cbrt4 = /* @__PURE__ */ createCbrt({
-  BigNumber,
-  Complex: Complex2,
-  Fraction: Fraction2,
-  config,
-  isNegative,
-  matrix,
-  typed: typed2,
-  unaryMinus
-});
-var concat2 = /* @__PURE__ */ createConcat({
-  isInteger: isInteger2,
-  matrix,
-  typed: typed2
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-var count = /* @__PURE__ */ createCount({
-  prod,
-  size,
-  typed: typed2
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-var ctranspose = /* @__PURE__ */ createCtranspose({
-  conj,
-  transpose,
-  typed: typed2
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-var diag = /* @__PURE__ */ createDiag({
-  DenseMatrix,
-  SparseMatrix,
-  matrix,
-  typed: typed2
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-var divideScalar = /* @__PURE__ */ createDivideScalar({
-  numeric: numeric2,
-  typed: typed2
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-var dotDivide = /* @__PURE__ */ createDotDivide({
-  DenseMatrix,
-  concat: concat2,
-  divideScalar,
-  equalScalar,
-  matrix,
-  typed: typed2
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-var equal = /* @__PURE__ */ createEqual({
-  DenseMatrix,
-  concat: concat2,
-  equalScalar,
-  matrix,
-  typed: typed2
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-var flatten2 = /* @__PURE__ */ createFlatten({
-  matrix,
-  typed: typed2
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-var hasNumericValue = /* @__PURE__ */ createHasNumericValue({
-  isNumeric,
-  typed: typed2
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-var identity = /* @__PURE__ */ createIdentity({
-  BigNumber,
-  DenseMatrix,
-  SparseMatrix,
-  config,
-  matrix,
-  typed: typed2
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-var kron = /* @__PURE__ */ createKron({
-  matrix,
-  multiplyScalar,
-  typed: typed2
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-var largerEq = /* @__PURE__ */ createLargerEq({
-  DenseMatrix,
-  concat: concat2,
-  config,
-  matrix,
-  typed: typed2
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-var leftShift = /* @__PURE__ */ createLeftShift({
-  DenseMatrix,
-  concat: concat2,
-  equalScalar,
-  matrix,
-  typed: typed2,
-  zeros: zeros2
-});
-var matrixFromColumns = /* @__PURE__ */ createMatrixFromColumns({
-  flatten: flatten2,
-  matrix,
-  size,
-  typed: typed2
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-var nthRoot = /* @__PURE__ */ createNthRoot({
-  BigNumber,
-  concat: concat2,
-  equalScalar,
-  matrix,
-  typed: typed2
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-var ones = /* @__PURE__ */ createOnes({
-  BigNumber,
-  config,
-  matrix,
-  typed: typed2
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-var resize2 = /* @__PURE__ */ createResize({
-  config,
-  matrix
-});
-var rightArithShift = /* @__PURE__ */ createRightArithShift({
-  DenseMatrix,
-  concat: concat2,
-  equalScalar,
-  matrix,
-  typed: typed2,
-  zeros: zeros2
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-var round2 = /* @__PURE__ */ createRound({
-  BigNumber,
-  DenseMatrix,
-  equalScalar,
-  matrix,
-  typed: typed2,
-  zeros: zeros2
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-var smaller = /* @__PURE__ */ createSmaller({
-  DenseMatrix,
-  concat: concat2,
-  config,
-  matrix,
-  typed: typed2
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-var subtract = /* @__PURE__ */ createSubtract({
-  DenseMatrix,
-  addScalar,
-  concat: concat2,
-  equalScalar,
-  matrix,
-  typed: typed2,
-  unaryMinus
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-var to = /* @__PURE__ */ createTo({
-  concat: concat2,
-  matrix,
-  typed: typed2
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-var unequal = /* @__PURE__ */ createUnequal({
-  DenseMatrix,
-  concat: concat2,
-  config,
-  equalScalar,
-  matrix,
-  typed: typed2
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-var usolve = /* @__PURE__ */ createUsolve({
-  DenseMatrix,
-  divideScalar,
-  equalScalar,
-  matrix,
-  multiplyScalar,
-  subtract,
-  typed: typed2
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-var xor = /* @__PURE__ */ createXor({
-  DenseMatrix,
-  concat: concat2,
-  matrix,
-  typed: typed2
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-var add2 = /* @__PURE__ */ createAdd({
-  DenseMatrix,
-  SparseMatrix,
-  addScalar,
-  concat: concat2,
-  equalScalar,
-  matrix,
-  typed: typed2
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-var atan22 = /* @__PURE__ */ createAtan2({
-  BigNumber,
-  DenseMatrix,
-  concat: concat2,
-  equalScalar,
-  matrix,
-  typed: typed2
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-var bitAnd = /* @__PURE__ */ createBitAnd({
-  concat: concat2,
-  equalScalar,
-  matrix,
-  typed: typed2
-});
-var bitXor2 = /* @__PURE__ */ createBitXor({
-  DenseMatrix,
-  concat: concat2,
-  matrix,
-  typed: typed2
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-var catalan = /* @__PURE__ */ createCatalan({
-  addScalar,
-  combinations,
-  divideScalar,
-  isInteger: isInteger2,
-  isNegative,
-  multiplyScalar,
-  typed: typed2
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-var compare = /* @__PURE__ */ createCompare({
-  BigNumber,
-  DenseMatrix,
-  Fraction: Fraction2,
-  concat: concat2,
-  config,
-  equalScalar,
-  matrix,
-  typed: typed2
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-var compareText2 = /* @__PURE__ */ createCompareText({
-  concat: concat2,
-  matrix,
-  typed: typed2
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-var cumsum = /* @__PURE__ */ createCumSum({
-  add: add2,
-  typed: typed2,
-  unaryPlus
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-var deepEqual = /* @__PURE__ */ createDeepEqual({
-  equal,
-  typed: typed2
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-var diff = /* @__PURE__ */ createDiff({
-  matrix,
-  number,
-  subtract,
-  typed: typed2
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-var distance = /* @__PURE__ */ createDistance({
-  abs: abs2,
-  addScalar,
-  deepEqual,
-  divideScalar,
-  multiplyScalar,
-  sqrt: sqrt2,
-  subtract,
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-var dot = /* @__PURE__ */ createDot({
-  addScalar,
-  conj,
-  multiplyScalar,
-  size,
-  typed: typed2
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-var equalText = /* @__PURE__ */ createEqualText({
-  compareText: compareText2,
-  isZero,
-  typed: typed2
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-var floor2 = /* @__PURE__ */ createFloor({
-  DenseMatrix,
-  config,
-  equalScalar,
-  matrix,
-  round: round2,
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-  zeros: zeros2
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-var gcd = /* @__PURE__ */ createGcd({
-  BigNumber,
-  DenseMatrix,
-  concat: concat2,
-  config,
-  equalScalar,
-  matrix,
-  round: round2,
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-var hypot2 = /* @__PURE__ */ createHypot({
-  abs: abs2,
-  addScalar,
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-  isPositive,
-  multiplyScalar,
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-  sqrt: sqrt2,
-  typed: typed2
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-var ImmutableDenseMatrix = /* @__PURE__ */ createImmutableDenseMatrixClass({
-  DenseMatrix,
-  smaller
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-var Index = /* @__PURE__ */ createIndexClass({
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-  getMatrixDataType
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-var larger = /* @__PURE__ */ createLarger({
-  DenseMatrix,
-  concat: concat2,
-  config,
-  matrix,
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-var log3 = /* @__PURE__ */ createLog({
-  Complex: Complex2,
-  config,
-  divideScalar,
-  typed: typed2
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-var lsolve = /* @__PURE__ */ createLsolve({
-  DenseMatrix,
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-  matrix,
-  multiplyScalar,
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-var matrixFromRows = /* @__PURE__ */ createMatrixFromRows({
-  flatten: flatten2,
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-var min2 = /* @__PURE__ */ createMin({
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-var mod2 = /* @__PURE__ */ createMod({
-  DenseMatrix,
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-var multiply = /* @__PURE__ */ createMultiply({
-  addScalar,
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-var nthRoots = /* @__PURE__ */ createNthRoots({
-  Complex: Complex2,
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-var or = /* @__PURE__ */ createOr({
-  DenseMatrix,
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-var partitionSelect = /* @__PURE__ */ createPartitionSelect({
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-var qr = /* @__PURE__ */ createQr({
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-var rightLogShift = /* @__PURE__ */ createRightLogShift({
-  DenseMatrix,
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-var slu = /* @__PURE__ */ createSlu({
-  SparseMatrix,
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-var subset = /* @__PURE__ */ createSubset({
-  add: add2,
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-var sum2 = /* @__PURE__ */ createSum({
-  add: add2,
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-var trace = /* @__PURE__ */ createTrace({
-  add: add2,
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-var usolveAll = /* @__PURE__ */ createUsolveAll({
-  DenseMatrix,
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-var zpk2tf = /* @__PURE__ */ createZpk2tf({
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-var bitOr = /* @__PURE__ */ createBitOr({
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-var ceil2 = /* @__PURE__ */ createCeil({
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-var compareNatural = /* @__PURE__ */ createCompareNatural({
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-var composition = /* @__PURE__ */ createComposition({
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-var cross = /* @__PURE__ */ createCross({
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-  typed: typed2
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-var det = /* @__PURE__ */ createDet({
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-var dotMultiply = /* @__PURE__ */ createDotMultiply({
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-var FibonacciHeap = /* @__PURE__ */ createFibonacciHeapClass({
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-var fix = /* @__PURE__ */ createFix({
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-var index = /* @__PURE__ */ createIndex({
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-var intersect = /* @__PURE__ */ createIntersect({
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-var invmod = /* @__PURE__ */ createInvmod({
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-var lcm = /* @__PURE__ */ createLcm({
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-var log1p2 = /* @__PURE__ */ createLog1p({
-  Complex: Complex2,
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-var lsolveAll = /* @__PURE__ */ createLsolveAll({
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-var max2 = /* @__PURE__ */ createMax({
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-var setCartesian = /* @__PURE__ */ createSetCartesian({
-  DenseMatrix,
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-var setDistinct = /* @__PURE__ */ createSetDistinct({
-  DenseMatrix,
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-var setIsSubset = /* @__PURE__ */ createSetIsSubset({
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-var setPowerset = /* @__PURE__ */ createSetPowerset({
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-var smallerEq = /* @__PURE__ */ createSmallerEq({
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-var sort = /* @__PURE__ */ createSort({
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-var and = /* @__PURE__ */ createAnd({
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-var range = /* @__PURE__ */ createRange({
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-var row = /* @__PURE__ */ createRow({
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-var setDifference = /* @__PURE__ */ createSetDifference({
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-var setMultiplicity = /* @__PURE__ */ createSetMultiplicity({
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-var Spa = /* @__PURE__ */ createSpaClass({
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-var column = /* @__PURE__ */ createColumn({
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-var lup = /* @__PURE__ */ createLup({
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-  unaryMinus
-});
-var pinv = /* @__PURE__ */ createPinv({
-  Complex: Complex2,
-  add: add2,
-  ctranspose,
-  deepEqual,
-  divideScalar,
-  dot,
-  dotDivide,
-  equal,
-  inv,
-  matrix,
-  multiply,
-  typed: typed2
-});
-var pow2 = /* @__PURE__ */ createPow({
-  Complex: Complex2,
-  config,
-  fraction,
-  identity,
-  inv,
-  matrix,
-  multiply,
-  number,
-  typed: typed2
-});
-var setIntersect = /* @__PURE__ */ createSetIntersect({
-  DenseMatrix,
-  Index,
-  compareNatural,
-  size,
-  subset,
-  typed: typed2
-});
-var setUnion = /* @__PURE__ */ createSetUnion({
-  Index,
-  concat: concat2,
-  setIntersect,
-  setSymDifference,
-  size,
-  subset,
-  typed: typed2
-});
-var sqrtm = /* @__PURE__ */ createSqrtm({
-  abs: abs2,
-  add: add2,
-  identity,
-  inv,
-  map: map2,
-  max: max2,
-  multiply,
-  size,
-  sqrt: sqrt2,
-  subtract,
-  typed: typed2
-});
-var Unit = /* @__PURE__ */ createUnitClass({
-  BigNumber,
-  Complex: Complex2,
-  Fraction: Fraction2,
-  abs: abs2,
-  addScalar,
-  config,
-  divideScalar,
-  equal,
-  fix,
-  format: format4,
-  isNumeric,
-  multiplyScalar,
-  number,
-  pow: pow2,
-  round: round2,
-  subtract
-});
-var vacuumImpedance = /* @__PURE__ */ createVacuumImpedance({
-  BigNumber,
-  Unit,
-  config
-});
-var wienDisplacement = /* @__PURE__ */ createWienDisplacement({
-  BigNumber,
-  Unit,
-  config
-});
-var atomicMass = /* @__PURE__ */ createAtomicMass({
-  BigNumber,
-  Unit,
-  config
-});
-var bohrMagneton = /* @__PURE__ */ createBohrMagneton({
-  BigNumber,
-  Unit,
-  config
-});
-var boltzmann = /* @__PURE__ */ createBoltzmann({
-  BigNumber,
-  Unit,
-  config
-});
-var conductanceQuantum = /* @__PURE__ */ createConductanceQuantum({
-  BigNumber,
-  Unit,
-  config
-});
-var coulomb = /* @__PURE__ */ createCoulomb({
-  BigNumber,
-  Unit,
-  config
-});
-var deuteronMass = /* @__PURE__ */ createDeuteronMass({
-  BigNumber,
-  Unit,
-  config
-});
-var dotPow = /* @__PURE__ */ createDotPow({
-  DenseMatrix,
-  concat: concat2,
-  equalScalar,
-  matrix,
-  pow: pow2,
-  typed: typed2
-});
-var electricConstant = /* @__PURE__ */ createElectricConstant({
-  BigNumber,
-  Unit,
-  config
-});
-var elementaryCharge = /* @__PURE__ */ createElementaryCharge({
-  BigNumber,
-  Unit,
-  config
-});
-var expm = /* @__PURE__ */ createExpm({
-  abs: abs2,
-  add: add2,
-  identity,
-  inv,
-  multiply,
-  typed: typed2
-});
-var faraday = /* @__PURE__ */ createFaraday({
-  BigNumber,
-  Unit,
-  config
-});
-var fft = /* @__PURE__ */ createFft({
-  addScalar,
-  ceil: ceil2,
-  conj,
-  divideScalar,
-  dotDivide,
-  exp: exp2,
-  i,
-  log2: log24,
-  matrix,
-  multiplyScalar,
-  pow: pow2,
-  tau: tau2,
-  typed: typed2
-});
-var gamma = /* @__PURE__ */ createGamma({
-  BigNumber,
-  Complex: Complex2,
-  config,
-  multiplyScalar,
-  pow: pow2,
-  typed: typed2
-});
-var gravitationConstant = /* @__PURE__ */ createGravitationConstant({
-  BigNumber,
-  Unit,
-  config
-});
-var hartreeEnergy = /* @__PURE__ */ createHartreeEnergy({
-  BigNumber,
-  Unit,
-  config
-});
-var ifft = /* @__PURE__ */ createIfft({
-  conj,
-  dotDivide,
-  fft,
-  typed: typed2
-});
-var klitzing = /* @__PURE__ */ createKlitzing({
-  BigNumber,
-  Unit,
-  config
-});
-var loschmidt = /* @__PURE__ */ createLoschmidt({
-  BigNumber,
-  Unit,
-  config
-});
-var magneticConstant = /* @__PURE__ */ createMagneticConstant({
-  BigNumber,
-  Unit,
-  config
-});
-var molarMass = /* @__PURE__ */ createMolarMass({
-  BigNumber,
-  Unit,
-  config
-});
-var molarPlanckConstant = /* @__PURE__ */ createMolarPlanckConstant({
-  BigNumber,
-  Unit,
-  config
-});
-var neutronMass = /* @__PURE__ */ createNeutronMass({
-  BigNumber,
-  Unit,
-  config
-});
-var nuclearMagneton = /* @__PURE__ */ createNuclearMagneton({
-  BigNumber,
-  Unit,
-  config
-});
-var planckCharge = /* @__PURE__ */ createPlanckCharge({
-  BigNumber,
-  Unit,
-  config
-});
-var planckLength = /* @__PURE__ */ createPlanckLength({
-  BigNumber,
-  Unit,
-  config
-});
-var planckTemperature = /* @__PURE__ */ createPlanckTemperature({
-  BigNumber,
-  Unit,
-  config
-});
-var protonMass = /* @__PURE__ */ createProtonMass({
-  BigNumber,
-  Unit,
-  config
-});
-var quantumOfCirculation = /* @__PURE__ */ createQuantumOfCirculation({
-  BigNumber,
-  Unit,
-  config
-});
-var reducedPlanckConstant = /* @__PURE__ */ createReducedPlanckConstant({
-  BigNumber,
-  Unit,
-  config
-});
-var rydberg = /* @__PURE__ */ createRydberg({
-  BigNumber,
-  Unit,
-  config
-});
-var secondRadiation = /* @__PURE__ */ createSecondRadiation({
-  BigNumber,
-  Unit,
-  config
-});
-var speedOfLight = /* @__PURE__ */ createSpeedOfLight({
-  BigNumber,
-  Unit,
-  config
-});
-var stefanBoltzmann = /* @__PURE__ */ createStefanBoltzmann({
-  BigNumber,
-  Unit,
-  config
-});
-var thomsonCrossSection = /* @__PURE__ */ createThomsonCrossSection({
-  BigNumber,
-  Unit,
-  config
-});
-var avogadro = /* @__PURE__ */ createAvogadro({
-  BigNumber,
-  Unit,
-  config
-});
-var bohrRadius = /* @__PURE__ */ createBohrRadius({
-  BigNumber,
-  Unit,
-  config
-});
-var createUnit = /* @__PURE__ */ createCreateUnit({
-  Unit,
-  typed: typed2
-});
-var divide2 = /* @__PURE__ */ createDivide({
-  divideScalar,
-  equalScalar,
-  inv,
-  matrix,
-  multiply,
-  typed: typed2
-});
-var electronMass = /* @__PURE__ */ createElectronMass({
-  BigNumber,
-  Unit,
-  config
-});
-var factorial = /* @__PURE__ */ createFactorial({
-  gamma,
-  typed: typed2
-});
-var firstRadiation = /* @__PURE__ */ createFirstRadiation({
-  BigNumber,
-  Unit,
-  config
-});
-var gravity = /* @__PURE__ */ createGravity({
-  BigNumber,
-  Unit,
-  config
-});
-var inverseConductanceQuantum = /* @__PURE__ */ createInverseConductanceQuantum({
-  BigNumber,
-  Unit,
-  config
-});
-var lusolve = /* @__PURE__ */ createLusolve({
-  DenseMatrix,
-  lsolve,
-  lup,
-  matrix,
-  slu,
-  typed: typed2,
-  usolve
-});
-var magneticFluxQuantum = /* @__PURE__ */ createMagneticFluxQuantum({
-  BigNumber,
-  Unit,
-  config
-});
-var molarMassC12 = /* @__PURE__ */ createMolarMassC12({
-  BigNumber,
-  Unit,
-  config
-});
-var multinomial = /* @__PURE__ */ createMultinomial({
-  add: add2,
-  divide: divide2,
-  factorial,
-  isInteger: isInteger2,
-  isPositive,
-  multiply,
-  typed: typed2
-});
-var permutations = /* @__PURE__ */ createPermutations({
-  factorial,
-  typed: typed2
-});
-var planckMass = /* @__PURE__ */ createPlanckMass({
-  BigNumber,
-  Unit,
-  config
-});
-var polynomialRoot = /* @__PURE__ */ createPolynomialRoot({
-  add: add2,
-  cbrt: cbrt4,
-  divide: divide2,
-  equalScalar,
-  im,
-  isZero,
-  multiply,
-  re,
-  sqrt: sqrt2,
-  subtract,
-  typeOf: typeOf2,
-  typed: typed2,
-  unaryMinus
-});
-var setSize = /* @__PURE__ */ createSetSize({
-  compareNatural,
-  typed: typed2
-});
-var solveODE = /* @__PURE__ */ createSolveODE({
-  abs: abs2,
-  add: add2,
-  bignumber,
-  divide: divide2,
-  isNegative,
-  isPositive,
-  larger,
-  map: map2,
-  matrix,
-  max: max2,
-  multiply,
-  smaller,
-  subtract,
-  typed: typed2,
-  unaryMinus
-});
-var stirlingS2 = /* @__PURE__ */ createStirlingS2({
-  bignumber,
-  addScalar,
-  combinations,
-  divideScalar,
-  factorial,
-  isInteger: isInteger2,
-  isNegative,
-  larger,
-  multiplyScalar,
-  number,
-  pow: pow2,
-  subtract,
-  typed: typed2
-});
-var unit = /* @__PURE__ */ createUnitFunction({
-  Unit,
-  typed: typed2
-});
-var bellNumbers = /* @__PURE__ */ createBellNumbers({
-  addScalar,
-  isInteger: isInteger2,
-  isNegative,
-  stirlingS2,
-  typed: typed2
-});
-var eigs = /* @__PURE__ */ createEigs({
-  abs: abs2,
-  add: add2,
-  addScalar,
-  atan: atan3,
-  bignumber,
-  column,
-  complex,
-  config,
-  cos: cos2,
-  diag,
-  divideScalar,
-  dot,
-  equal,
-  flatten: flatten2,
-  im,
-  inv,
-  larger,
-  matrix,
-  matrixFromColumns,
-  multiply,
-  multiplyScalar,
-  number,
-  qr,
-  re,
-  sin: sin2,
-  smaller,
-  sqrt: sqrt2,
-  subtract,
-  typed: typed2,
-  usolve,
-  usolveAll
-});
-var fermiCoupling = /* @__PURE__ */ createFermiCoupling({
-  BigNumber,
-  Unit,
-  config
-});
-var gasConstant = /* @__PURE__ */ createGasConstant({
-  BigNumber,
-  Unit,
-  config
-});
-var mean = /* @__PURE__ */ createMean({
-  add: add2,
-  divide: divide2,
-  typed: typed2
-});
-var molarVolume = /* @__PURE__ */ createMolarVolume({
-  BigNumber,
-  Unit,
-  config
-});
-var planckConstant = /* @__PURE__ */ createPlanckConstant({
-  BigNumber,
-  Unit,
-  config
-});
-var quantileSeq = /* @__PURE__ */ createQuantileSeq({
-  bignumber,
-  add: add2,
-  compare,
-  divide: divide2,
-  isInteger: isInteger2,
-  larger,
-  multiply,
-  partitionSelect,
-  smaller,
-  smallerEq,
-  subtract,
-  typed: typed2
-});
-var variance = /* @__PURE__ */ createVariance({
-  add: add2,
-  apply,
-  divide: divide2,
-  isNaN: isNaN2,
-  multiply,
-  subtract,
-  typed: typed2
-});
-var classicalElectronRadius = /* @__PURE__ */ createClassicalElectronRadius({
-  BigNumber,
-  Unit,
-  config
-});
-var median = /* @__PURE__ */ createMedian({
-  add: add2,
-  compare,
-  divide: divide2,
-  partitionSelect,
-  typed: typed2
-});
-var corr = /* @__PURE__ */ createCorr({
-  add: add2,
-  divide: divide2,
-  matrix,
-  mean,
-  multiply,
-  pow: pow2,
-  sqrt: sqrt2,
-  subtract,
-  sum: sum2,
-  typed: typed2
-});
-var freqz = /* @__PURE__ */ createFreqz({
-  Complex: Complex2,
-  add: add2,
-  divide: divide2,
-  matrix,
-  multiply,
-  typed: typed2
-});
-var mad = /* @__PURE__ */ createMad({
-  abs: abs2,
-  map: map2,
-  median,
-  subtract,
-  typed: typed2
-});
-var std = /* @__PURE__ */ createStd({
-  map: map2,
-  sqrt: sqrt2,
-  typed: typed2,
-  variance
-});
-var zeta = /* @__PURE__ */ createZeta({
-  BigNumber,
-  Complex: Complex2,
-  add: add2,
-  config,
-  divide: divide2,
-  equal,
-  factorial,
-  gamma,
-  isNegative,
-  multiply,
-  pi: pi2,
-  pow: pow2,
-  sin: sin2,
-  smallerEq,
-  subtract,
-  typed: typed2
-});
-var norm = /* @__PURE__ */ createNorm({
-  abs: abs2,
-  add: add2,
-  conj,
-  ctranspose,
-  eigs,
-  equalScalar,
-  larger,
-  matrix,
-  multiply,
-  pow: pow2,
-  smaller,
-  sqrt: sqrt2,
-  typed: typed2
-});
-var rotationMatrix = /* @__PURE__ */ createRotationMatrix({
-  BigNumber,
-  DenseMatrix,
-  SparseMatrix,
-  addScalar,
-  config,
-  cos: cos2,
-  matrix,
-  multiplyScalar,
-  norm,
-  sin: sin2,
-  typed: typed2,
-  unaryMinus
-});
-var kldivergence = /* @__PURE__ */ createKldivergence({
-  divide: divide2,
-  dotDivide,
-  isNumeric,
-  log: log3,
-  map: map2,
-  matrix,
-  multiply,
-  sum: sum2,
-  typed: typed2
-});
-var planckTime = /* @__PURE__ */ createPlanckTime({
-  BigNumber,
-  Unit,
-  config
-});
-var schur = /* @__PURE__ */ createSchur({
-  identity,
-  matrix,
-  multiply,
-  norm,
-  qr,
-  subtract,
-  typed: typed2
-});
-var rotate = /* @__PURE__ */ createRotate({
-  multiply,
-  rotationMatrix,
-  typed: typed2
-});
-var sylvester = /* @__PURE__ */ createSylvester({
-  abs: abs2,
-  add: add2,
-  concat: concat2,
-  identity,
-  index,
-  lusolve,
-  matrix,
-  matrixFromColumns,
-  multiply,
-  range,
-  schur,
-  subset,
-  subtract,
-  transpose,
-  typed: typed2
-});
-var lyap = /* @__PURE__ */ createLyap({
-  matrix,
-  multiply,
-  sylvester,
-  transpose,
-  typed: typed2
-});
+// node_modules/mathjs/lib/esm/entry/allFactoriesAny.js
+var all = factoriesAny_exports;
 
-// node_modules/mathjs/lib/esm/entry/impureFunctionsAny.generated.js
-var math = {};
-var mathWithTransform = {};
-var classes = {};
-var Node = createNode({
-  mathWithTransform
-});
-var ObjectNode = createObjectNode({
-  Node
-});
-var OperatorNode = createOperatorNode({
-  Node
-});
-var ParenthesisNode = createParenthesisNode({
-  Node
-});
-var RelationalNode = createRelationalNode({
-  Node
-});
-var ArrayNode = createArrayNode({
-  Node
-});
-var BlockNode = createBlockNode({
-  Node,
-  ResultSet
-});
-var ConditionalNode = createConditionalNode({
-  Node
-});
-var ConstantNode = createConstantNode({
-  Node
-});
-var RangeNode = createRangeNode({
-  Node
-});
-var reviver = createReviver({
-  classes
-});
-var Chain = createChainClass({
-  math,
-  typed: typed2
-});
-var FunctionAssignmentNode = createFunctionAssignmentNode({
-  Node,
-  typed: typed2
-});
-var chain = createChain({
-  Chain,
-  typed: typed2
-});
-var IndexNode = createIndexNode({
-  Node,
-  size
-});
-var AccessorNode = createAccessorNode({
-  Node,
-  subset
-});
-var AssignmentNode = createAssignmentNode({
-  matrix,
-  Node,
-  subset
-});
-var SymbolNode = createSymbolNode({
-  Unit,
-  Node,
-  math
-});
-var FunctionNode = createFunctionNode({
-  Node,
-  SymbolNode,
-  math
-});
-var parse = createParse({
-  AccessorNode,
-  ArrayNode,
-  AssignmentNode,
-  BlockNode,
-  ConditionalNode,
-  ConstantNode,
-  FunctionAssignmentNode,
-  FunctionNode,
-  IndexNode,
-  ObjectNode,
-  OperatorNode,
-  ParenthesisNode,
-  RangeNode,
-  RelationalNode,
-  SymbolNode,
-  config,
-  numeric: numeric2,
-  typed: typed2
-});
-var resolve = createResolve({
-  ConstantNode,
-  FunctionNode,
-  OperatorNode,
-  ParenthesisNode,
-  parse,
-  typed: typed2
-});
-var simplifyConstant = createSimplifyConstant({
-  bignumber,
-  fraction,
-  AccessorNode,
-  ArrayNode,
-  ConstantNode,
-  FunctionNode,
-  IndexNode,
-  ObjectNode,
-  OperatorNode,
-  SymbolNode,
-  config,
-  mathWithTransform,
-  matrix,
-  typed: typed2
-});
-var compile = createCompile({
-  parse,
-  typed: typed2
-});
-var Help = createHelpClass({
-  parse
-});
-var leafCount = createLeafCount({
-  parse,
-  typed: typed2
-});
-var simplifyCore = createSimplifyCore({
-  AccessorNode,
-  ArrayNode,
-  ConstantNode,
-  FunctionNode,
-  IndexNode,
-  ObjectNode,
-  OperatorNode,
-  ParenthesisNode,
-  SymbolNode,
-  add: add2,
-  divide: divide2,
-  equal,
-  isZero,
-  multiply,
-  parse,
-  pow: pow2,
-  subtract,
-  typed: typed2
-});
-var evaluate = createEvaluate({
-  parse,
-  typed: typed2
-});
-var help = createHelp({
-  Help,
-  mathWithTransform,
-  typed: typed2
-});
-var Parser = createParserClass({
-  evaluate
-});
-var simplify = createSimplify({
-  bignumber,
-  fraction,
-  AccessorNode,
-  ArrayNode,
-  ConstantNode,
-  FunctionNode,
-  IndexNode,
-  ObjectNode,
-  OperatorNode,
-  ParenthesisNode,
-  SymbolNode,
-  add: add2,
-  config,
-  divide: divide2,
-  equal,
-  isZero,
-  mathWithTransform,
-  matrix,
-  multiply,
-  parse,
-  pow: pow2,
-  resolve,
-  simplifyConstant,
-  simplifyCore,
-  subtract,
-  typed: typed2
-});
-var symbolicEqual = createSymbolicEqual({
-  OperatorNode,
-  parse,
-  simplify,
-  typed: typed2
-});
-var parser = createParser({
-  Parser,
-  typed: typed2
-});
-var rationalize = createRationalize({
-  bignumber,
-  fraction,
-  AccessorNode,
-  ArrayNode,
-  ConstantNode,
-  FunctionNode,
-  IndexNode,
-  ObjectNode,
-  OperatorNode,
-  ParenthesisNode,
-  SymbolNode,
-  add: add2,
-  config,
-  divide: divide2,
-  equal,
-  isZero,
-  mathWithTransform,
-  matrix,
-  multiply,
-  parse,
-  pow: pow2,
-  simplify,
-  simplifyConstant,
-  simplifyCore,
-  subtract,
-  typed: typed2
-});
-var derivative = createDerivative({
-  ConstantNode,
-  FunctionNode,
-  OperatorNode,
-  ParenthesisNode,
-  SymbolNode,
-  config,
-  equal,
-  isZero,
-  numeric: numeric2,
-  parse,
-  simplify,
-  typed: typed2
-});
-_extends(math, {
-  e: e2,
-  false: _false,
-  fineStructure,
-  i,
-  Infinity: _Infinity,
-  LN10: LN102,
-  LOG10E,
-  NaN: _NaN,
-  null: _null,
-  phi: phi2,
-  SQRT1_2,
-  sackurTetrode,
-  tau: tau2,
-  true: _true,
-  "E": e2,
-  version: version2,
-  efimovFactor,
-  LN2,
-  pi: pi2,
-  replacer,
-  reviver,
-  SQRT2,
-  typed: typed2,
-  unaryPlus,
-  "PI": pi2,
-  weakMixingAngle,
-  abs: abs2,
-  acos: acos2,
-  acot,
-  acsc,
-  addScalar,
-  arg,
-  asech,
-  asinh: asinh3,
-  atan: atan3,
-  atanh: atanh3,
-  bignumber,
-  bitNot,
-  boolean,
-  clone: clone4,
-  combinations,
-  complex,
-  conj,
-  cos: cos2,
-  cot,
-  csc,
-  cube,
-  equalScalar,
-  erf,
-  exp: exp2,
-  expm1: expm13,
-  filter: filter2,
-  forEach: forEach2,
-  format: format4,
-  getMatrixDataType,
-  hex,
-  im,
-  isInteger: isInteger2,
-  isNegative,
-  isPositive,
-  isZero,
-  LOG2E,
-  lgamma,
-  log10: log104,
-  log2: log24,
-  map: map2,
-  multiplyScalar,
-  not,
-  number,
-  oct,
-  pickRandom,
-  print,
-  random: random2,
-  re,
-  sec,
-  sign: sign3,
-  sin: sin2,
-  splitUnit,
-  square,
-  string,
-  tan: tan2,
-  typeOf: typeOf2,
-  acosh: acosh3,
-  acsch,
-  apply,
-  asec,
-  bin,
-  chain,
-  combinationsWithRep,
-  cosh: cosh3,
-  csch,
-  isNaN: isNaN2,
-  isPrime,
-  randomInt,
-  sech,
-  sinh: sinh3,
-  sparse,
-  sqrt: sqrt2,
-  tanh: tanh3,
-  unaryMinus,
-  acoth,
-  coth,
-  fraction,
-  isNumeric,
-  matrix,
-  matrixFromFunction,
-  mode,
-  numeric: numeric2,
-  prod,
-  reshape: reshape2,
-  size,
-  squeeze: squeeze2,
-  transpose,
-  xgcd,
-  zeros: zeros2,
-  asin: asin2,
-  cbrt: cbrt4,
-  concat: concat2,
-  count,
-  ctranspose,
-  diag,
-  divideScalar,
-  dotDivide,
-  equal,
-  flatten: flatten2,
-  hasNumericValue,
-  identity,
-  kron,
-  largerEq,
-  leftShift,
-  matrixFromColumns,
-  nthRoot,
-  ones,
-  resize: resize2,
-  rightArithShift,
-  round: round2,
-  smaller,
-  subtract,
-  to,
-  unequal,
-  usolve,
-  xor,
-  add: add2,
-  atan2: atan22,
-  bitAnd,
-  bitXor: bitXor2,
-  catalan,
-  compare,
-  compareText: compareText2,
-  cumsum,
-  deepEqual,
-  diff,
-  distance,
-  dot,
-  equalText,
-  floor: floor2,
-  gcd,
-  hypot: hypot2,
-  larger,
-  log: log3,
-  lsolve,
-  matrixFromRows,
-  min: min2,
-  mod: mod2,
-  multiply,
-  nthRoots,
-  or,
-  partitionSelect,
-  qr,
-  rightLogShift,
-  slu,
-  subset,
-  sum: sum2,
-  trace,
-  usolveAll,
-  zpk2tf,
-  bitOr,
-  ceil: ceil2,
-  compareNatural,
-  composition,
-  cross,
-  det,
-  dotMultiply,
-  fix,
-  index,
-  intersect,
-  invmod,
-  lcm,
-  log1p: log1p2,
-  lsolveAll,
-  max: max2,
-  setCartesian,
-  setDistinct,
-  setIsSubset,
-  setPowerset,
-  smallerEq,
-  sort,
-  and,
-  range,
-  row,
-  setDifference,
-  setMultiplicity,
-  setSymDifference,
-  column,
-  inv,
-  lup,
-  pinv,
-  pow: pow2,
-  setIntersect,
-  setUnion,
-  sqrtm,
-  vacuumImpedance,
-  wienDisplacement,
-  atomicMass,
-  bohrMagneton,
-  boltzmann,
-  conductanceQuantum,
-  coulomb,
-  deuteronMass,
-  dotPow,
-  electricConstant,
-  elementaryCharge,
-  expm,
-  faraday,
-  fft,
-  gamma,
-  gravitationConstant,
-  hartreeEnergy,
-  ifft,
-  klitzing,
-  loschmidt,
-  magneticConstant,
-  molarMass,
-  molarPlanckConstant,
-  neutronMass,
-  nuclearMagneton,
-  planckCharge,
-  planckLength,
-  planckTemperature,
-  protonMass,
-  quantumOfCirculation,
-  reducedPlanckConstant,
-  rydberg,
-  secondRadiation,
-  speedOfLight,
-  stefanBoltzmann,
-  thomsonCrossSection,
-  avogadro,
-  bohrRadius,
-  createUnit,
-  divide: divide2,
-  electronMass,
-  factorial,
-  firstRadiation,
-  gravity,
-  inverseConductanceQuantum,
-  lusolve,
-  magneticFluxQuantum,
-  molarMassC12,
-  multinomial,
-  parse,
-  permutations,
-  planckMass,
-  polynomialRoot,
-  resolve,
-  setSize,
-  simplifyConstant,
-  solveODE,
-  stirlingS2,
-  unit,
-  bellNumbers,
-  compile,
-  eigs,
-  fermiCoupling,
-  gasConstant,
-  leafCount,
-  mean,
-  molarVolume,
-  planckConstant,
-  quantileSeq,
-  simplifyCore,
-  variance,
-  classicalElectronRadius,
-  evaluate,
-  help,
-  median,
-  simplify,
-  symbolicEqual,
-  corr,
-  freqz,
-  mad,
-  parser,
-  rationalize,
-  std,
-  zeta,
-  derivative,
-  norm,
-  rotationMatrix,
-  kldivergence,
-  planckTime,
-  schur,
-  rotate,
-  sylvester,
-  lyap,
-  config
-});
-_extends(mathWithTransform, math, {
-  filter: createFilterTransform({
-    typed: typed2
-  }),
-  forEach: createForEachTransform({
-    typed: typed2
-  }),
-  map: createMapTransform({
-    typed: typed2
-  }),
-  apply: createApplyTransform({
-    isInteger: isInteger2,
-    typed: typed2
-  }),
-  concat: createConcatTransform({
-    isInteger: isInteger2,
-    matrix,
-    typed: typed2
-  }),
-  max: createMaxTransform({
-    config,
-    larger,
-    numeric: numeric2,
-    typed: typed2
-  }),
-  print: createPrintTransform({
-    add: add2,
-    matrix,
-    typed: typed2,
-    zeros: zeros2
-  }),
-  diff: createDiffTransform({
-    bignumber,
-    matrix,
-    number,
-    subtract,
-    typed: typed2
-  }),
-  min: createMinTransform({
-    config,
-    numeric: numeric2,
-    smaller,
-    typed: typed2
-  }),
-  subset: createSubsetTransform({
-    add: add2,
-    matrix,
-    typed: typed2,
-    zeros: zeros2
-  }),
-  cumsum: createCumSumTransform({
-    add: add2,
-    typed: typed2,
-    unaryPlus
-  }),
-  index: createIndexTransform({
-    Index,
-    getMatrixDataType
-  }),
-  sum: createSumTransform({
-    add: add2,
-    config,
-    numeric: numeric2,
-    typed: typed2
-  }),
-  range: createRangeTransform({
-    bignumber,
-    matrix,
-    add: add2,
-    config,
-    isPositive,
-    larger,
-    largerEq,
-    smaller,
-    smallerEq,
-    typed: typed2
-  }),
-  row: createRowTransform({
-    Index,
-    matrix,
-    range,
-    typed: typed2
-  }),
-  column: createColumnTransform({
-    Index,
-    matrix,
-    range,
-    typed: typed2
-  }),
-  mean: createMeanTransform({
-    add: add2,
-    divide: divide2,
-    typed: typed2
-  }),
-  quantileSeq: createQuantileSeqTransform({
-    add: add2,
-    bignumber,
-    compare,
-    divide: divide2,
-    isInteger: isInteger2,
-    larger,
-    multiply,
-    partitionSelect,
-    smaller,
-    smallerEq,
-    subtract,
-    typed: typed2
-  }),
-  variance: createVarianceTransform({
-    add: add2,
-    apply,
-    divide: divide2,
-    isNaN: isNaN2,
-    multiply,
-    subtract,
-    typed: typed2
-  }),
-  std: createStdTransform({
-    map: map2,
-    sqrt: sqrt2,
-    typed: typed2,
-    variance
-  })
-});
-_extends(classes, {
-  BigNumber,
-  Complex: Complex2,
-  Fraction: Fraction2,
-  Matrix,
-  Node,
-  ObjectNode,
-  OperatorNode,
-  ParenthesisNode,
-  Range,
-  RelationalNode,
-  ResultSet,
-  ArrayNode,
-  BlockNode,
-  ConditionalNode,
-  ConstantNode,
-  DenseMatrix,
-  RangeNode,
-  Chain,
-  FunctionAssignmentNode,
-  SparseMatrix,
-  IndexNode,
-  ImmutableDenseMatrix,
-  Index,
-  AccessorNode,
-  AssignmentNode,
-  FibonacciHeap,
-  Spa,
-  Unit,
-  SymbolNode,
-  FunctionNode,
-  Help,
-  Parser
-});
-Chain.createProxy(math);
+// node_modules/mathjs/lib/esm/core/create.js
+var import_typed_function3 = __toESM(require_typed_function(), 1);
+
+// node_modules/mathjs/lib/esm/utils/emitter.js
+var import_tiny_emitter = __toESM(require_tiny_emitter(), 1);
+function mixin(obj) {
+  var emitter = new import_tiny_emitter.default();
+  obj.on = emitter.on.bind(emitter);
+  obj.off = emitter.off.bind(emitter);
+  obj.once = emitter.once.bind(emitter);
+  obj.emit = emitter.emit.bind(emitter);
+  return obj;
+}
+
+// node_modules/mathjs/lib/esm/core/function/import.js
+function importFactory(typed2, load, math2, importedFactories) {
+  function mathImport(functions, options) {
+    var num = arguments.length;
+    if (num !== 1 && num !== 2) {
+      throw new ArgumentsError("import", num, 1, 2);
+    }
+    if (!options) {
+      options = {};
+    }
+    function flattenImports(flatValues2, value2, name310) {
+      if (Array.isArray(value2)) {
+        value2.forEach((item) => flattenImports(flatValues2, item));
+      } else if (typeof value2 === "object") {
+        for (var _name in value2) {
+          if (hasOwnProperty(value2, _name)) {
+            flattenImports(flatValues2, value2[_name], _name);
+          }
+        }
+      } else if (isFactory(value2) || name310 !== void 0) {
+        var flatName = isFactory(value2) ? isTransformFunctionFactory(value2) ? value2.fn + ".transform" : value2.fn : name310;
+        if (hasOwnProperty(flatValues2, flatName) && flatValues2[flatName] !== value2 && !options.silent) {
+          throw new Error('Cannot import "' + flatName + '" twice');
+        }
+        flatValues2[flatName] = value2;
+      } else {
+        if (!options.silent) {
+          throw new TypeError("Factory, Object, or Array expected");
+        }
+      }
+    }
+    var flatValues = {};
+    flattenImports(flatValues, functions);
+    for (var name309 in flatValues) {
+      if (hasOwnProperty(flatValues, name309)) {
+        var value = flatValues[name309];
+        if (isFactory(value)) {
+          _importFactory(value, options);
+        } else if (isSupportedType(value)) {
+          _import(name309, value, options);
+        } else {
+          if (!options.silent) {
+            throw new TypeError("Factory, Object, or Array expected");
+          }
+        }
+      }
+    }
+  }
+  function _import(name309, value, options) {
+    if (options.wrap && typeof value === "function") {
+      value = _wrap(value);
+    }
+    if (hasTypedFunctionSignature(value)) {
+      value = typed2(name309, {
+        [value.signature]: value
+      });
+    }
+    if (typed2.isTypedFunction(math2[name309]) && typed2.isTypedFunction(value)) {
+      if (options.override) {
+        value = typed2(name309, value.signatures);
+      } else {
+        value = typed2(math2[name309], value);
+      }
+      math2[name309] = value;
+      delete importedFactories[name309];
+      _importTransform(name309, value);
+      math2.emit("import", name309, function resolver() {
+        return value;
+      });
+      return;
+    }
+    if (math2[name309] === void 0 || options.override) {
+      math2[name309] = value;
+      delete importedFactories[name309];
+      _importTransform(name309, value);
+      math2.emit("import", name309, function resolver() {
+        return value;
+      });
+      return;
+    }
+    if (!options.silent) {
+      throw new Error('Cannot import "' + name309 + '": already exists');
+    }
+  }
+  function _importTransform(name309, value) {
+    if (value && typeof value.transform === "function") {
+      math2.expression.transform[name309] = value.transform;
+      if (allowedInExpressions(name309)) {
+        math2.expression.mathWithTransform[name309] = value.transform;
+      }
+    } else {
+      delete math2.expression.transform[name309];
+      if (allowedInExpressions(name309)) {
+        math2.expression.mathWithTransform[name309] = value;
+      }
+    }
+  }
+  function _deleteTransform(name309) {
+    delete math2.expression.transform[name309];
+    if (allowedInExpressions(name309)) {
+      math2.expression.mathWithTransform[name309] = math2[name309];
+    } else {
+      delete math2.expression.mathWithTransform[name309];
+    }
+  }
+  function _wrap(fn) {
+    var wrapper = function wrapper2() {
+      var args = [];
+      for (var i = 0, len = arguments.length; i < len; i++) {
+        var arg = arguments[i];
+        args[i] = arg && arg.valueOf();
+      }
+      return fn.apply(math2, args);
+    };
+    if (fn.transform) {
+      wrapper.transform = fn.transform;
+    }
+    return wrapper;
+  }
+  function _importFactory(factory2, options) {
+    var name309 = arguments.length > 2 && arguments[2] !== void 0 ? arguments[2] : factory2.fn;
+    if (contains2(name309, ".")) {
+      throw new Error("Factory name should not contain a nested path. Name: " + JSON.stringify(name309));
+    }
+    var namespace = isTransformFunctionFactory(factory2) ? math2.expression.transform : math2;
+    var existingTransform = name309 in math2.expression.transform;
+    var existing = hasOwnProperty(namespace, name309) ? namespace[name309] : void 0;
+    var resolver = function resolver2() {
+      var dependencies309 = {};
+      factory2.dependencies.map(stripOptionalNotation).forEach((dependency) => {
+        if (contains2(dependency, ".")) {
+          throw new Error("Factory dependency should not contain a nested path. Name: " + JSON.stringify(dependency));
+        }
+        if (dependency === "math") {
+          dependencies309.math = math2;
+        } else if (dependency === "mathWithTransform") {
+          dependencies309.mathWithTransform = math2.expression.mathWithTransform;
+        } else if (dependency === "classes") {
+          dependencies309.classes = math2;
+        } else {
+          dependencies309[dependency] = math2[dependency];
+        }
+      });
+      var instance = /* @__PURE__ */ factory2(dependencies309);
+      if (instance && typeof instance.transform === "function") {
+        throw new Error('Transforms cannot be attached to factory functions. Please create a separate function for it with exports.path="expression.transform"');
+      }
+      if (existing === void 0 || options.override) {
+        return instance;
+      }
+      if (typed2.isTypedFunction(existing) && typed2.isTypedFunction(instance)) {
+        return typed2(existing, instance);
+      }
+      if (options.silent) {
+        return existing;
+      } else {
+        throw new Error('Cannot import "' + name309 + '": already exists');
+      }
+    };
+    if (!factory2.meta || factory2.meta.lazy !== false) {
+      lazy(namespace, name309, resolver);
+      if (existing && existingTransform) {
+        _deleteTransform(name309);
+      } else {
+        if (isTransformFunctionFactory(factory2) || factoryAllowedInExpressions(factory2)) {
+          lazy(math2.expression.mathWithTransform, name309, () => namespace[name309]);
+        }
+      }
+    } else {
+      namespace[name309] = resolver();
+      if (existing && existingTransform) {
+        _deleteTransform(name309);
+      } else {
+        if (isTransformFunctionFactory(factory2) || factoryAllowedInExpressions(factory2)) {
+          lazy(math2.expression.mathWithTransform, name309, () => namespace[name309]);
+        }
+      }
+    }
+    importedFactories[name309] = factory2;
+    math2.emit("import", name309, resolver);
+  }
+  function isSupportedType(object) {
+    return typeof object === "function" || typeof object === "number" || typeof object === "string" || typeof object === "boolean" || object === null || isUnit(object) || isComplex(object) || isBigNumber(object) || isFraction(object) || isMatrix(object) || Array.isArray(object);
+  }
+  function hasTypedFunctionSignature(fn) {
+    return typeof fn === "function" && typeof fn.signature === "string";
+  }
+  function allowedInExpressions(name309) {
+    return !hasOwnProperty(unsafe, name309);
+  }
+  function factoryAllowedInExpressions(factory2) {
+    return factory2.fn.indexOf(".") === -1 && // FIXME: make checking on path redundant, check on meta data instead
+    !hasOwnProperty(unsafe, factory2.fn) && (!factory2.meta || !factory2.meta.isClass);
+  }
+  function isTransformFunctionFactory(factory2) {
+    return factory2 !== void 0 && factory2.meta !== void 0 && factory2.meta.isTransformFunction === true || false;
+  }
+  var unsafe = {
+    expression: true,
+    type: true,
+    docs: true,
+    error: true,
+    json: true,
+    chain: true
+    // chain method not supported. Note that there is a unit chain too.
+  };
+  return mathImport;
+}
+
+// node_modules/mathjs/lib/esm/core/create.js
+function create(factories, config2) {
+  var configInternal = _extends({}, DEFAULT_CONFIG, config2);
+  if (typeof Object.create !== "function") {
+    throw new Error("ES5 not supported by this JavaScript engine. Please load the es5-shim and es5-sham library for compatibility.");
+  }
+  var math2 = mixin({
+    // only here for backward compatibility for legacy factory functions
+    isNumber,
+    isComplex,
+    isBigNumber,
+    isFraction,
+    isUnit,
+    isString,
+    isArray,
+    isMatrix,
+    isCollection,
+    isDenseMatrix,
+    isSparseMatrix,
+    isRange,
+    isIndex,
+    isBoolean,
+    isResultSet,
+    isHelp,
+    isFunction,
+    isDate,
+    isRegExp,
+    isObject,
+    isNull,
+    isUndefined,
+    isAccessorNode,
+    isArrayNode,
+    isAssignmentNode,
+    isBlockNode,
+    isConditionalNode,
+    isConstantNode,
+    isFunctionAssignmentNode,
+    isFunctionNode,
+    isIndexNode,
+    isNode,
+    isObjectNode,
+    isOperatorNode,
+    isParenthesisNode,
+    isRangeNode,
+    isRelationalNode,
+    isSymbolNode,
+    isChain
+  });
+  math2.config = configFactory(configInternal, math2.emit);
+  math2.expression = {
+    transform: {},
+    mathWithTransform: {
+      config: math2.config
+    }
+  };
+  var legacyFactories = [];
+  var legacyInstances = [];
+  function load(factory2) {
+    if (isFactory(factory2)) {
+      return factory2(math2);
+    }
+    var firstProperty = factory2[Object.keys(factory2)[0]];
+    if (isFactory(firstProperty)) {
+      return firstProperty(math2);
+    }
+    if (!isLegacyFactory(factory2)) {
+      console.warn("Factory object with properties `type`, `name`, and `factory` expected", factory2);
+      throw new Error("Factory object with properties `type`, `name`, and `factory` expected");
+    }
+    var index = legacyFactories.indexOf(factory2);
+    var instance;
+    if (index === -1) {
+      if (factory2.math === true) {
+        instance = factory2.factory(math2.type, configInternal, load, math2.typed, math2);
+      } else {
+        instance = factory2.factory(math2.type, configInternal, load, math2.typed);
+      }
+      legacyFactories.push(factory2);
+      legacyInstances.push(instance);
+    } else {
+      instance = legacyInstances[index];
+    }
+    return instance;
+  }
+  var importedFactories = {};
+  function lazyTyped() {
+    for (var _len = arguments.length, args = new Array(_len), _key = 0; _key < _len; _key++) {
+      args[_key] = arguments[_key];
+    }
+    return math2.typed.apply(math2.typed, args);
+  }
+  lazyTyped.isTypedFunction = import_typed_function3.default.isTypedFunction;
+  var internalImport = importFactory(lazyTyped, load, math2, importedFactories);
+  math2.import = internalImport;
+  math2.on("config", () => {
+    values(importedFactories).forEach((factory2) => {
+      if (factory2 && factory2.meta && factory2.meta.recreateOnConfigChange) {
+        internalImport(factory2, {
+          override: true
+        });
+      }
+    });
+  });
+  math2.create = create.bind(null, factories);
+  math2.factory = factory;
+  math2.import(values(deepFlatten(factories)));
+  math2.ArgumentsError = ArgumentsError;
+  math2.DimensionError = DimensionError;
+  math2.IndexError = IndexError;
+  return math2;
+}
 
 // src/table-evaluator.ts
 var debug = false;
+var math = create(all);
+math.import({
+  format: function(value, precision) {
+    if (typeof value === "number") {
+      if (precision >= 0) {
+        const cappedPrecision = Math.min(precision, 15);
+        const formatted = value.toFixed(cappedPrecision);
+        const rounded = parseFloat(formatted);
+        const hasMorePrecision = rounded !== value;
+        if (hasMorePrecision) {
+          return formatted;
+        } else {
+          return formatted.replace(/(\.\d*?)0+$/, "$1").replace(/\.$/, "");
+        }
+      }
+      return value.toString();
+    }
+    return String(value);
+  },
+  scientific: function(value, precision = 2) {
+    if (typeof value === "number") {
+      const formatted = value.toExponential(precision);
+      return formatted.replace(/(\.\d*?)0+(e[+-]?\d+)$/, "$1$2").replace(/\.(e[+-]?\d+)$/, "$1");
+    }
+    return String(value);
+  },
+  sum: function(...args) {
+    const flattened = args.flat(Infinity);
+    const filtered = flattened.filter((v) => {
+      if (v === null || v === void 0)
+        return false;
+      if (v === 0)
+        return false;
+      return true;
+    });
+    if (filtered.length === 0)
+      return 0;
+    const expression = filtered.join(" + ");
+    try {
+      return math.evaluate(expression);
+    } catch (e2) {
+      return filtered.reduce((sum2, val) => {
+        const num = typeof val === "number" ? val : parseFloat(val);
+        return sum2 + (isNaN(num) ? 0 : num);
+      }, 0);
+    }
+  }
+}, { override: true });
+var evaluate = math.evaluate;
 var InfiniteLoop = class extends Error {
   constructor(message) {
     super(message);
@@ -45172,7 +43593,17 @@ var TableEvaluator = class {
     this.maxrows = 0;
     this.useBool = false;
   }
-  evaluateTable(gridData) {
+  parseLocaleNumber(str) {
+    const decimal = this.settings.decimalSeparator || ".";
+    const grouping = this.settings.groupingSeparator || ",";
+    const normalized = String(str).replace(new RegExp("\\" + grouping.replace(/[.*+?^${}()|[\]\\]/g, "\\$&"), "g"), "").replace(decimal, ".");
+    return parseFloat(normalized);
+  }
+  evaluateTable(gridData, settings) {
+    this.settings = settings || {
+      decimalSeparator: ".",
+      groupingSeparator: ","
+    };
     this.tableData = [];
     this.formulaData = [];
     this.celltype = [];
@@ -45217,7 +43648,12 @@ var TableEvaluator = class {
     for (let rowIndex = 0; rowIndex < this.maxrows; rowIndex++) {
       for (let colIndex = 0; colIndex < this.maxcols; colIndex++) {
         const cellContent = ((_a = gridData[rowIndex]) == null ? void 0 : _a[colIndex]) || "";
-        if (cellContent.startsWith("=")) {
+        if (cellContent.startsWith("'=")) {
+          this.formulaData[rowIndex][colIndex] = null;
+          this.cellstatus[rowIndex][colIndex] = 3 /* iscomputed */;
+          this.celltype[rowIndex][colIndex] = 4 /* escaped_text */;
+          this.tableData[rowIndex][colIndex] = cellContent.substring(1);
+        } else if (cellContent.startsWith("=")) {
           this.formulaData[rowIndex][colIndex] = cellContent;
           this.cellstatus[rowIndex][colIndex] = 1 /* none */;
           this.celltype[rowIndex][colIndex] = 2 /* formula */;
@@ -45244,10 +43680,10 @@ var TableEvaluator = class {
     }
   }
   computeAllCells() {
-    for (let i2 = 0; i2 < this.tableData.length; i2++) {
-      for (let j = 0; j < this.tableData[i2].length; j++) {
+    for (let i = 0; i < this.tableData.length; i++) {
+      for (let j = 0; j < this.tableData[i].length; j++) {
         try {
-          this.getValueByCoordinates(i2, j);
+          this.getValueByCoordinates(i, j);
         } catch (error) {
           console.log(error);
         }
@@ -45257,9 +43693,9 @@ var TableEvaluator = class {
   bool2nr(value) {
     return typeof value === "boolean" ? +value : value;
   }
-  cords2ref(row2, col) {
+  cords2ref(row, col) {
     const colStr = String.fromCharCode("a".charCodeAt(0) + col);
-    return colStr + (row2 + 1);
+    return colStr + (row + 1);
   }
   ref2cords(ref, formulaRow = 0, formulaCol = 0) {
     const match = ref.match(/^([a-z]+|([+-]?)\d+c)(\d+|([+-]?)\d+r)$/);
@@ -45268,7 +43704,7 @@ var TableEvaluator = class {
       return null;
     }
     const [, colPart, altColPart, rowPart, altRowPart] = match;
-    let col, row2;
+    let col, row;
     if (colPart && colPart[0].match(/[a-z]/)) {
       col = this.letter2col(colPart);
     } else if (colPart.endsWith("c")) {
@@ -45278,11 +43714,11 @@ var TableEvaluator = class {
     }
     if (rowPart && rowPart.includes("r")) {
       const rw = parseInt(rowPart.replace("r", ""));
-      row2 = altRowPart ? formulaRow + rw : rw - 1;
+      row = altRowPart ? formulaRow + rw : rw - 1;
     } else {
-      row2 = parseInt(rowPart) - 1;
+      row = parseInt(rowPart) - 1;
     }
-    return [row2, col];
+    return [row, col];
   }
   letter2col(letter) {
     return letter.charCodeAt(0) - "a".charCodeAt(0);
@@ -45290,43 +43726,50 @@ var TableEvaluator = class {
   number2row(nr) {
     return nr - 1;
   }
-  copyArrayValues(sourceArray, targetArray, row2, col) {
-    for (let i2 = 0; i2 < sourceArray.length; i2++) {
-      for (let j = 0; j < sourceArray[i2].length; j++) {
-        if (row2 + i2 < targetArray.length && col + j < targetArray[row2 + i2].length) {
-          targetArray[row2 + i2][col + j] = this.useBool ? sourceArray[i2][j] : this.bool2nr(sourceArray[i2][j]);
+  copyArrayValues(sourceArray, targetArray, row, col) {
+    for (let i = 0; i < sourceArray.length; i++) {
+      for (let j = 0; j < sourceArray[i].length; j++) {
+        if (row + i < targetArray.length && col + j < targetArray[row + i].length) {
+          targetArray[row + i][col + j] = this.useBool ? sourceArray[i][j] : this.bool2nr(sourceArray[i][j]);
         }
       }
     }
   }
   parseUnitValue(cellContent) {
     if (typeof cellContent !== "string") {
-      return { value: parseFloat(cellContent), unit: null };
+      return { value: this.parseLocaleNumber(cellContent), unit: null };
     }
-    const unitMatch = cellContent.trim().match(/^(-?\d*\.?\d+)\s*([a-zA-Z]+.*)?$/);
+    const unitMatch = cellContent.trim().match(/^(-?[\d,\.\s]+)\s*([a-zA-Z]+.*)?$/);
     if (unitMatch) {
       const [, numberPart, unitPart] = unitMatch;
-      const value = parseFloat(numberPart);
+      const value = this.parseLocaleNumber(numberPart);
       if (!isNaN(value) && isFinite(value)) {
-        return {
-          value,
-          unit: unitPart ? unitPart.trim() : null
-        };
+        return { value, unit: unitPart ? unitPart.trim() : null };
       }
     }
-    const numValue = parseFloat(cellContent);
+    const numValue = this.parseLocaleNumber(cellContent);
     if (!isNaN(numValue) && isFinite(numValue)) {
       return { value: numValue, unit: null };
     }
-    return { value: 0, unit: null };
+    return { value: NaN, unit: null };
   }
-  getValueByCoordinates(row2, col) {
+  applyCustomFormat(value, precision) {
+    if (typeof value === "number") {
+      if (precision >= 0) {
+        const fixed = value.toFixed(precision);
+        return fixed.replace(/(\.\d*?)0+$/, "$1").replace(/\.$/, "");
+      }
+      return value.toString();
+    }
+    return String(value);
+  }
+  getValueByCoordinates(row, col) {
     var _a, _b, _c;
-    const r = this.cords2ref(row2, col);
+    const r = this.cords2ref(row, col);
     this.debug(`getValueByCoordinates ${r}`);
-    if (this.cellstatus[row2][col] == 3 /* iscomputed */) {
-      this.debug(`getValueByCoordinates giving the value ${this.tableData[row2][col]}`);
-      const val = this.tableData[row2][col];
+    if (this.cellstatus[row][col] == 3 /* iscomputed */) {
+      this.debug(`getValueByCoordinates giving the value ${this.tableData[row][col]}`);
+      const val = this.tableData[row][col];
       if (val === null)
         return 0;
       if (typeof val === "string") {
@@ -45334,8 +43777,9 @@ var TableEvaluator = class {
         if (parsed.unit) {
           return `${parsed.value} ${parsed.unit}`;
         }
-        if (!isNaN(parseFloat(val)) && isFinite(parseFloat(val))) {
-          return parseFloat(val);
+        const parsedNum = this.parseLocaleNumber(val);
+        if (!isNaN(parsedNum) && isFinite(parsedNum)) {
+          return parsedNum;
         }
         return `"${val}"`;
       }
@@ -45346,143 +43790,149 @@ var TableEvaluator = class {
         return val;
       return this.bool2nr(val);
     } else {
-      if (this.cellstatus[row2][col] == 2 /* computing */) {
+      if (this.cellstatus[row][col] == 2 /* computing */) {
         this.debug("********infinite loop*************");
-        const ref = this.cords2ref(row2, col);
+        const ref = this.cords2ref(row, col);
         this.debug(`${ref}`);
         throw new InfiniteLoop(`${ref}`);
       }
-      this.cellstatus[row2][col] = 2 /* computing */;
-      const formula = this.formulaData[row2][col].slice(1);
+      this.cellstatus[row][col] = 2 /* computing */;
+      const formula = this.formulaData[row][col].slice(1);
       if (debug) {
-        this.debug(`we are asked to fill in at ${row2},${col} with formula: ${formula}`);
+        this.debug(`we are asked to fill in at ${row},${col} with formula: ${formula}`);
       }
       let processedformula;
       try {
-        processedformula = this.parsefunction(formula, [row2, col]);
+        processedformula = this.parsefunction(formula, [row, col]);
       } catch (error) {
         if (error instanceof InfiniteLoop) {
-          const ref = this.cords2ref(row2, col);
-          this.errors[row2][col] = "loop\n" + error.message;
+          const ref = this.cords2ref(row, col);
+          this.errors[row][col] = "loop\n" + error.message;
           throw new InfiniteLoop(`${ref}`);
         }
-        this.errors[row2][col] = error.message;
+        this.errors[row][col] = error.message;
         throw error;
       }
       try {
         this.debug(`we will evaluate the formula: ${processedformula}`);
-        const result = evaluate(processedformula);
+        const result = math.evaluate(processedformula);
+        if (result && typeof result === "object" && result._isFormatted) {
+          const formatted = this.applyCustomFormat(result.value, result.precision);
+          this.cellstatus[row][col] = 3 /* iscomputed */;
+          this.tableData[row][col] = formatted;
+          return formatted;
+        }
         this.debug(
           `we were asked to fill in at ${this.cords2ref(
-            row2,
+            row,
             col
           )} with formula: ${formula} ; the result is ${result}`
         );
         if (result && typeof result === "object" && ((_b = (_a = result.constructor) == null ? void 0 : _a.name) == null ? void 0 : _b.includes("Matrix"))) {
           const matrixArray = result.toArray();
-          return this.fillInMatrix(row2, col, matrixArray);
+          return this.fillInMatrix(row, col, matrixArray);
         }
         if (result && typeof result === "object" && ((_c = result.constructor) == null ? void 0 : _c.name) === "Unit") {
-          this.cellstatus[row2][col] = 3 /* iscomputed */;
-          this.tableData[row2][col] = result;
+          this.cellstatus[row][col] = 3 /* iscomputed */;
+          this.tableData[row][col] = result;
           return result;
         }
         if (Array.isArray(result)) {
-          return this.fillInMatrix(row2, col, result);
+          return this.fillInMatrix(row, col, result);
         }
         if (typeof result === "string") {
           try {
             const parsed = JSON.parse(result);
             if (Array.isArray(parsed)) {
-              return this.fillInMatrix(row2, col, parsed);
+              return this.fillInMatrix(row, col, parsed);
             }
-          } catch (e3) {
+          } catch (e2) {
           }
         }
-        this.cellstatus[row2][col] = 3 /* iscomputed */;
-        this.tableData[row2][col] = result;
+        this.cellstatus[row][col] = 3 /* iscomputed */;
+        this.tableData[row][col] = result;
         return result;
       } catch (error) {
-        this.errors[row2][col] = error.message;
-        this.cellstatus[row2][col] = 3 /* iscomputed */;
-        this.tableData[row2][col] = null;
-        const r2 = this.cords2ref(row2, col);
+        this.errors[row][col] = error.message;
+        this.cellstatus[row][col] = 3 /* iscomputed */;
+        this.tableData[row][col] = null;
+        const r2 = this.cords2ref(row, col);
         this.debug(`error computing cell ${r2}`);
         return null;
       }
     }
   }
-  fillInMatrix(row2, col, parsed) {
+  fillInMatrix(row, col, parsed) {
     const ismatrix = parsed.every((item) => Array.isArray(item));
     if (!ismatrix)
       parsed = parsed.map((n) => [n]);
-    this.copyArrayValues(parsed, this.tableData, row2, col);
-    this.cellstatus[row2][col] = 3 /* iscomputed */;
-    parsed.forEach((parsedrow, i2) => {
+    this.copyArrayValues(parsed, this.tableData, row, col);
+    this.cellstatus[row][col] = 3 /* iscomputed */;
+    parsed.forEach((parsedrow, i) => {
       parsedrow.forEach((_, j) => {
-        if (row2 + i2 < this.tableData.length && col + j < this.tableData[0].length) {
-          if (i2 || j) {
-            this.parents[row2 + i2][col + j] = [];
-            this.formulaData[row2 + i2][col + j] = null;
-            this.cellstatus[row2 + i2][col + j] = 3 /* iscomputed */;
+        if (row + i < this.tableData.length && col + j < this.tableData[0].length) {
+          if (i || j) {
+            this.parents[row + i][col + j] = [];
+            this.formulaData[row + i][col + j] = null;
+            this.cellstatus[row + i][col + j] = 3 /* iscomputed */;
             try {
-              this.cleanupchildren([row2 + i2, col + j], [row2, col]);
+              this.cleanupchildren([row + i, col + j], [row, col]);
             } catch (error) {
               if (error instanceof InfiniteLoop) {
-                this.errors[row2][col] = error.message;
+                this.errors[row][col] = error.message;
               } else {
                 throw error;
               }
             }
-            this.parents[row2 + i2][col + j].push([row2, col]);
-            this.children[row2][col].push([row2 + i2, col + j]);
-            this.celltype[row2 + i2][col + j] = 3 /* matrix */;
+            this.parents[row + i][col + j].push([row, col]);
+            this.children[row][col].push([row + i, col + j]);
+            this.celltype[row + i][col + j] = 3 /* matrix */;
             this.debug(
-              `parents of ${this.cords2ref(row2 + i2, col + j)} are ${this.parents[row2 + i2][col + j]}`
+              `parents of ${this.cords2ref(row + i, col + j)} are ${this.parents[row + i][col + j]}`
             );
           }
         }
       });
     });
-    if (this.cellstatus[row2][col] != 3 /* iscomputed */) {
+    if (this.cellstatus[row][col] != 3 /* iscomputed */) {
       throw new Error("matrix\nloop");
     }
-    parsed.forEach((tmprow, i2) => {
+    parsed.forEach((tmprow, i) => {
       tmprow.forEach((tmpcell, j) => {
-        if ((i2 || j) && row2 + i2 < this.tableData.length && col + j < this.tableData[0].length) {
-          this.computechildren(row2 + i2, col + j);
+        if ((i || j) && row + i < this.tableData.length && col + j < this.tableData[0].length) {
+          this.computechildren(row + i, col + j);
         }
       });
     });
     return parsed[0][0];
   }
-  cleanupchildren([row2, col], [rootRow, rootCol], i2 = 0) {
-    if (i2++ > 10) {
+  cleanupchildren([row, col], [rootRow, rootCol], i = 0) {
+    if (i++ > 10) {
       throw new Error(`too high recursivity on cleanupchildren`);
     }
-    this.children[row2][col].forEach(([r, c]) => {
+    this.children[row][col].forEach(([r, c]) => {
       this.debug(`cleanup? status for ${this.cords2ref(r, c)} is ${this.cellstatus[r][c]} `);
       if (this.cellstatus[r][c] === 3 /* iscomputed */) {
         if (r === rootRow && c === rootCol) {
           throw new InfiniteLoop(`matrix
-loop ${this.cords2ref(row2, col)}`);
+loop ${this.cords2ref(row, col)}`);
         }
         this.debug("yes, cleanup");
         this.cellstatus[r][c] = 1 /* none */;
-        this.cleanupchildren([r, c], [rootRow, rootCol], i2);
+        this.cleanupchildren([r, c], [rootRow, rootCol], i);
       } else {
         this.debug("nope");
       }
     });
   }
-  computechildren(row2, col, i2 = 0) {
+  computechildren(row, col, i = 0) {
     this.debug(
-      `recomputing the children of ${this.cords2ref(row2, col)}: ${this.children[row2][col].map(([r, c]) => this.cords2ref(r, c)).join(", ")}`
+      `recomputing the children of ${this.cords2ref(row, col)}: ${this.children[row][col].map(([r, c]) => this.cords2ref(r, c)).join(", ")}`
     );
-    if (i2++ > 100) {
+    if (i++ > 100) {
       throw new Error(`too high recursivity on computechildren`);
     }
-    this.children[row2][col].forEach(([r, c]) => {
+    this.children[row][col].forEach(([r, c]) => {
       if (this.cellstatus[r][c] !== 3 /* iscomputed */) {
         const res = this.getValueByCoordinates(r, c);
         this.debug(`value for ${this.cords2ref(r, c)} is ${res} `);
@@ -45495,13 +43945,13 @@ loop ${this.cords2ref(row2, col)}`);
     const coords = this.ref2cords(ref, formulaRow, formulaCol);
     if (!coords)
       throw new Error("invalid cell reference");
-    const [row2, col] = coords;
-    if (row2 < 0 || row2 > this.maxrows - 1 || col < 0 || col > this.maxcols - 1) {
+    const [row, col] = coords;
+    if (row < 0 || row > this.maxrows - 1 || col < 0 || col > this.maxcols - 1) {
       throw new Error("cell\nout of\ntable");
     }
-    this.parents[formulaRow][formulaCol].push([row2, col]);
-    this.children[row2][col].push([formulaRow, formulaCol]);
-    return this.getValueByCoordinates(row2, col);
+    this.parents[formulaRow][formulaCol].push([row, col]);
+    this.children[row][col].push([formulaRow, formulaCol]);
+    return this.getValueByCoordinates(row, col);
   }
   findclosingbracket(formula) {
     let counter = 1;
@@ -45519,18 +43969,18 @@ loop ${this.cords2ref(row2, col)}`);
   parsefunction(formula, pos = [0, 0]) {
     const [formulaRow, formulaCol] = pos;
     this.debug(`we parsefunction; ${this.cords2ref(formulaRow, formulaCol)} (location:${formulaRow},${formulaCol})`);
-    let i2 = 0;
+    let i = 0;
     let results = "";
-    while (i2 < formula.length) {
-      if (formula[i2] === "(") {
-        const contentInsideParenthesis = this.findclosingbracket(formula.slice(i2 + 1));
+    while (i < formula.length) {
+      if (formula[i] === "(") {
+        const contentInsideParenthesis = this.findclosingbracket(formula.slice(i + 1));
         const res = this.parsefunction(contentInsideParenthesis, [formulaRow, formulaCol]);
         results += "(" + res + ")";
-        i2 += contentInsideParenthesis.length + 2;
+        i += contentInsideParenthesis.length + 2;
         this.debug(`${contentInsideParenthesis}`);
-        this.debug(`the rest is ${formula.slice(i2)}`);
+        this.debug(`the rest is ${formula.slice(i)}`);
       } else {
-        const restformula = formula.slice(i2);
+        const restformula = formula.slice(i);
         this.debug(`rest formula is:${restformula}`);
         const matchCell = restformula.match(/^([a-z]|[+-]?\d+c)([+-]?\d+r|\d+)/);
         const matchRange = restformula.match(
@@ -45547,7 +43997,7 @@ loop ${this.cords2ref(row2, col)}`);
         const matchRangeRow = restformula.match(/^\d+:\d+/);
         if (matchRange) {
           this.debug(`we matched a range`);
-          i2 += matchRange[0].length - 1;
+          i += matchRange[0].length - 1;
           const [start, end] = matchRange[0].split(":");
           const startCoords = this.ref2cords(start, formulaRow, formulaCol);
           const endCoords = this.ref2cords(end, formulaRow, formulaCol);
@@ -45559,7 +44009,7 @@ loop ${this.cords2ref(row2, col)}`);
           results += this.unfoldRange(startRow, endRow, startCol, endCol, pos, false);
         } else if (matchMatrix) {
           this.debug(`we matched a matrix`);
-          i2 += matchMatrix[0].length - 1;
+          i += matchMatrix[0].length - 1;
           const [start, end] = matchMatrix[0].slice(1, -1).split(":");
           const startCoords = this.ref2cords(start, formulaRow, formulaCol);
           const endCoords = this.ref2cords(end, formulaRow, formulaCol);
@@ -45571,21 +44021,21 @@ loop ${this.cords2ref(row2, col)}`);
           results += this.unfoldRange(startRow, endRow, startCol, endCol, pos, true);
         } else if (matchRangeCol) {
           this.debug(`we matched a column range`);
-          i2 += matchRangeCol[0].length - 1;
+          i += matchRangeCol[0].length - 1;
           const [start, end] = matchRangeCol[0].split(":");
           const [startCol, startRow] = [this.letter2col(start), 1];
           const [endCol, endRow] = [this.letter2col(end), this.maxrows - 1];
           results += this.unfoldRange(startRow, endRow, startCol, endCol, pos);
         } else if (matchRangeColMatrix) {
           this.debug(`we matched a column range Matrix`);
-          i2 += matchRangeColMatrix[0].length - 1;
+          i += matchRangeColMatrix[0].length - 1;
           const [start, end] = matchRangeColMatrix[0].slice(1, -1).split(":");
           const [startCol, startRow] = [this.letter2col(start), 1];
           const [endCol, endRow] = [this.letter2col(end), this.maxrows - 1];
           results += this.unfoldRange(startRow, endRow, startCol, endCol, pos, true);
         } else if (matchRangeRow) {
           this.debug(`we matched a row range`);
-          i2 += matchRangeRow[0].length - 1;
+          i += matchRangeRow[0].length - 1;
           const [start, end] = matchRangeRow[0].split(":");
           const startCol = 0;
           const endCol = this.maxcols - 1;
@@ -45604,27 +44054,27 @@ loop ${this.cords2ref(row2, col)}`);
             //this keeps the referencing cell; for highlighting
           ]);
           results += matchformula[0] + res + ")";
-          i2 += matchformula[0].length + contentInsideParenthesis.length;
+          i += matchformula[0].length + contentInsideParenthesis.length;
         } else if (matchCell) {
           this.debug(`we matched a cell`);
           const ref = this.getValuebyReference(matchCell[0], formulaRow, formulaCol);
           results += ref.toString();
-          i2 += matchCell[0].length - 1;
+          i += matchCell[0].length - 1;
         } else if (matchNum) {
           this.debug(`we matched a number`);
           results += matchNum[0];
-          i2 += matchNum[0].length - 1;
+          i += matchNum[0].length - 1;
         } else {
           results += restformula[0];
           this.debug(`we didn't match anything`);
         }
-        i2++;
+        i++;
       }
     }
     this.debug(`results are:${results}`);
     return results;
   }
-  unfoldRange(startRow, endRow, startCol, endCol, formulaPos = [0, 0], matrix2 = false, nullAsZero = true) {
+  unfoldRange(startRow, endRow, startCol, endCol, formulaPos = [0, 0], matrix = false, nullAsZero = true) {
     const [formulaRow, formulaCol] = formulaPos;
     [startRow, endRow] = startRow > endRow ? [endRow, startRow] : [startRow, endRow];
     [startCol, endCol] = startCol > endCol ? [endCol, startCol] : [startCol, endCol];
@@ -45646,8 +44096,8 @@ loop ${this.cords2ref(row2, col)}`);
         return nullAsZero ? "0" : "null";
       return String(v);
     };
-    if (matrix2) {
-      const matrixString = rowArray.map((row2) => `[${row2.map((v) => fmt(v)).join(",")}]`).join(",");
+    if (matrix) {
+      const matrixString = rowArray.map((row) => `[${row.map((v) => fmt(v)).join(",")}]`).join(",");
       return `[${matrixString}]`;
     } else {
       const flat = rowArray.flat();
@@ -45765,8 +44215,8 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
         return;
       }
       this.debug("Attaching Live Preview hooks");
-      const onCellBlur = (e3) => {
-        const target = e3.target;
+      const onCellBlur = (e2) => {
+        const target = e2.target;
         if (target == null ? void 0 : target.closest(".cm-table-widget")) {
           this.debug("Table cell blur detected, triggering recompute");
           setTimeout(() => this.recomputeLivePreview(), 50);
@@ -45816,22 +44266,22 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
     );
   }
   extractCssClasses(frontmatter) {
-    const classes2 = [];
+    const classes = [];
     if (frontmatter == null ? void 0 : frontmatter.cssclass) {
       if (typeof frontmatter.cssclass === "string") {
-        classes2.push(...frontmatter.cssclass.split(/\s+/));
+        classes.push(...frontmatter.cssclass.split(/\s+/));
       } else if (Array.isArray(frontmatter.cssclass)) {
-        classes2.push(...frontmatter.cssclass);
+        classes.push(...frontmatter.cssclass);
       }
     }
     if (frontmatter == null ? void 0 : frontmatter.cssclasses) {
       if (typeof frontmatter.cssclasses === "string") {
-        classes2.push(...frontmatter.cssclasses.split(/\s+/));
+        classes.push(...frontmatter.cssclasses.split(/\s+/));
       } else if (Array.isArray(frontmatter.cssclasses)) {
-        classes2.push(...frontmatter.cssclasses);
+        classes.push(...frontmatter.cssclasses);
       }
     }
-    return classes2.filter((cls) => cls.trim().length > 0);
+    return classes.filter((cls) => cls.trim().length > 0);
   }
   checkCssClassChange(file) {
     const cache = this.app.metadataCache.getFileCache(file);
@@ -45839,7 +44289,7 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
     const oldClasses = this.cssClassCache.get(file.path) || [];
     const newSorted = [...newClasses].sort();
     const oldSorted = [...oldClasses].sort();
-    const hasChanged = newSorted.length !== oldSorted.length || !newSorted.every((cls, i2) => cls === oldSorted[i2]);
+    const hasChanged = newSorted.length !== oldSorted.length || !newSorted.every((cls, i) => cls === oldSorted[i]);
     if (hasChanged) {
       this.debug(`CSS classes changed for ${file.name}: [${oldClasses.join(", ")}] -> [${newClasses.join(", ")}]`);
       this.cssClassCache.set(file.path, newClasses);
@@ -45854,7 +44304,7 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
   refreshPageIfNeeded(file) {
     this.debug("CSS classes changed, refreshing page");
     setTimeout(() => {
-      this.app.workspace.getLeavesOfType("markdown").forEach((e3) => e3.rebuildView());
+      this.app.workspace.getLeavesOfType("markdown").forEach((e2) => e2.rebuildView());
     }, 100);
   }
   async postProcessor(el, ctx) {
@@ -45909,20 +44359,20 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
         console.error("CalcCraft: Error checking cssclass:", error);
       }
     }
-    el.querySelectorAll("table").forEach((tableEl, index2) => {
+    el.querySelectorAll("table").forEach((tableEl, index) => {
       try {
         this.removeLabels(tableEl);
         this.clearTableHighlights(tableEl);
         tableEl.CalcCraft = { settings: this.settings };
         if (this.settings.showLabels) {
-          this.createLabels(tableEl);
+          this.addSimpleLabels(tableEl);
         }
         const gridData = this.extractTableGrid(tableEl);
         const evaluator = new TableEvaluator();
-        const result = evaluator.evaluateTable(gridData);
+        const result = evaluator.evaluateTable(gridData, this.settings);
         this.applyResultsToHTML(tableEl, result, gridData, evaluator);
       } catch (error) {
-        console.error(`CalcCraft: Error processing table ${index2}:`, error);
+        console.error(`CalcCraft: Error processing table ${index}:`, error);
         tableEl.setAttribute("data-calccraft-error", "true");
       }
     });
@@ -45935,14 +44385,17 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
     if (validRows.length === 0)
       return [];
     const gridData = [];
-    validRows.forEach((rowEl, i2) => {
+    validRows.forEach((rowEl, i) => {
       const cells = Array.from(rowEl.querySelectorAll("td, th"));
       const validCells = cells.slice(this.colOffset);
-      gridData[i2] = [];
+      gridData[i] = [];
       validCells.forEach((cellEl, j) => {
         const wrapper = cellEl.querySelector(".table-cell-wrapper");
-        let cellContent = wrapper ? wrapper.textContent || "" : cellEl.textContent || "";
-        gridData[i2][j] = cellContent.trim();
+        let cellContent = wrapper ? wrapper.textContent : cellEl.textContent;
+        cellContent = (cellContent || "").trim();
+        if (cellContent.startsWith("=") || cellContent.startsWith("'=")) {
+        }
+        gridData[i][j] = cellContent;
       });
     });
     return gridData;
@@ -45951,16 +44404,13 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
     var _a, _b, _c, _d;
     this.htmlTable = [];
     const rows = Array.from(tableEl.querySelectorAll("tr")).slice(this.rowOffset);
-    rows.forEach((rowEl, i2) => {
-      this.htmlTable[i2] = [];
+    rows.forEach((rowEl, i) => {
+      this.htmlTable[i] = [];
       const cells = Array.from(rowEl.querySelectorAll("td, th")).slice(this.colOffset);
       cells.forEach((cellEl, j) => {
-        this.htmlTable[i2][j] = cellEl;
+        this.htmlTable[i][j] = cellEl;
       });
     });
-    if (this.settings.showLabels) {
-      this.addSimpleLabels(tableEl);
-    }
     for (let rowIndex = 0; rowIndex < this.htmlTable.length; rowIndex++) {
       for (let colIndex = 0; colIndex < this.htmlTable[rowIndex].length; colIndex++) {
         const cellEl = this.htmlTable[rowIndex][colIndex];
@@ -46023,6 +44473,16 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
             cellEl.classList.add("matrix-cell-colorenabled");
           }
           this.setFormattedCellValue(cellEl, computedValue);
+        } else if (cellType === 4) {
+          cellEl.classList.add("escaped-text-cell");
+          const wrapper2 = cellEl.querySelector(".table-cell-wrapper");
+          if (wrapper2) {
+            wrapper2.dataset.calcDisplay = String(computedValue);
+            wrapper2.classList.add("calc-overlay-cell");
+            cellEl.setAttribute("title", cellContent);
+          } else {
+            cellEl.textContent = String(computedValue);
+          }
         }
       }
     }
@@ -46032,84 +44492,80 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
     if (tableEl.dataset.labelsAdded === "true")
       return;
     tableEl.dataset.labelsAdded = "true";
-    const thead = tableEl.tHead;
-    if (thead && thead.rows.length > 0) {
-      const headerRow = thead.rows[0];
-      Array.from(headerRow.cells).forEach((cell, colIndex) => {
+    const firstRow = tableEl.rows[0];
+    if (firstRow) {
+      Array.from(firstRow.cells).forEach((cell, colIndex) => {
         if (!cell.dataset.colLabeled) {
           cell.dataset.colLabeled = "true";
           cell.dataset.colLetter = String.fromCharCode(97 + colIndex);
+          console.log(`Set column label '${cell.dataset.colLetter}' on cell:`, cell);
         }
       });
     }
-    const tbody = tableEl.tBodies && tableEl.tBodies[0];
-    if (tbody) {
-      Array.from(tbody.rows).forEach((row2, bodyIndex) => {
-        const firstCell = row2.cells[0];
-        if (firstCell && !firstCell.dataset.rowLabeled) {
-          firstCell.dataset.rowLabeled = "true";
-          const printed = thead ? bodyIndex + 2 : bodyIndex + 1;
-          firstCell.dataset.rowNumber = String(printed);
-        }
-      });
-    }
+    const allRows = Array.from(tableEl.rows);
+    allRows.forEach((row, rowIndex) => {
+      const firstCell = row.cells[0];
+      if (firstCell && !firstCell.dataset.rowLabeled) {
+        firstCell.dataset.rowLabeled = "true";
+        firstCell.dataset.rowNumber = String(rowIndex + 1);
+      }
+    });
   }
   formatNumber(num) {
-    if (this.settings.digitGrouping) {
-      const options = { useGrouping: true };
-      if (this.settings.precision >= 0) {
-        const decimalPart = String(num).split(".")[1];
-        if (decimalPart && decimalPart.length > this.settings.precision) {
-          options.minimumFractionDigits = this.settings.precision;
-          options.maximumFractionDigits = this.settings.precision;
-        }
+    let result;
+    if (this.settings.precision >= 0) {
+      result = num.toFixed(this.settings.precision);
+      const rounded = parseFloat(result);
+      const hasMorePrecision = rounded !== num;
+      if (hasMorePrecision) {
+      } else {
+        result = result.replace(/(\.\d*?)0+$/, "$1").replace(/\.$/, "");
       }
-      return new Intl.NumberFormat(void 0, options).format(num);
-    } else if (this.settings.precision >= 0) {
-      const decimalPart = String(num).split(".")[1];
-      if (decimalPart && decimalPart.length > this.settings.precision) {
-        return num.toFixed(this.settings.precision);
-      }
-      return num.toString();
     } else {
-      return num.toString();
+      result = num.toString();
     }
+    return this.applySeparators(result);
+  }
+  applySeparators(numString) {
+    const parts = numString.split(".");
+    let integerPart = parts[0];
+    const decimalPart = parts[1];
+    if (this.settings.digitGrouping) {
+      integerPart = integerPart.replace(/\B(?=(\d{3})+(?!\d))/g, this.settings.groupingSeparator || ",");
+    }
+    const result = decimalPart !== void 0 ? integerPart + (this.settings.decimalSeparator || ".") + decimalPart : integerPart;
+    return result;
   }
   setFormattedCellValue(cellEl, value, error) {
     var _a;
     let data = value;
     if (typeof data === "object" && data !== null && (((_a = data.constructor) == null ? void 0 : _a.name) === "Unit" || data.value !== void 0 && data.units !== void 0)) {
-      if (this.settings.precision >= 0 || this.settings.digitGrouping) {
-        const unitString = data.toString();
-        const unitMatch = unitString.match(/^(-?\d*\.?\d+)\s*(.*)$/);
-        if (unitMatch) {
-          const [, numberPart, unitPart] = unitMatch;
-          const num = parseFloat(numberPart);
-          const formattedNumber = this.formatNumber(num);
-          data = `${formattedNumber} ${unitPart}`;
-        } else {
-          data = unitString;
-        }
-      } else {
-        data = data.toString();
-      }
-    } else if (typeof data === "number" && (this.settings.precision >= 0 || this.settings.digitGrouping)) {
-      data = this.formatNumber(data);
-    } else if (typeof data === "string" && (this.settings.precision >= 0 || this.settings.digitGrouping)) {
-      const unitMatch = data.match(/^(-?\d*\.?\d+)\s*(.*)$/);
+      const unitString = data.toString();
+      const unitMatch = unitString.match(/^(-?[\d\.]+)\s*(.*)$/);
       if (unitMatch) {
         const [, numberPart, unitPart] = unitMatch;
-        const num = parseFloat(numberPart);
-        if (!isNaN(num) && isFinite(num)) {
-          const formattedNumber = this.formatNumber(num);
-          data = unitPart ? `${formattedNumber} ${unitPart}` : formattedNumber;
+        const formatted = this.applySeparators(numberPart);
+        data = `${formatted} ${unitPart}`;
+      } else {
+        data = unitString;
+      }
+    } else if (typeof data === "number") {
+      data = this.formatNumber(data);
+    } else if (typeof data === "string") {
+      const numMatch = data.match(/^(-?\d*\.?\d+)$/);
+      if (numMatch) {
+        data = this.applySeparators(data);
+      } else {
+        const unitMatch = data.match(/^(-?\d*\.?\d+)\s*(.+)$/);
+        if (unitMatch) {
+          const [, numberPart, unitPart] = unitMatch;
+          data = this.applySeparators(numberPart) + " " + unitPart;
         }
       }
     }
     const wrapper = cellEl.querySelector(".table-cell-wrapper");
     if (wrapper) {
-      const displayValue = error || String(data);
-      wrapper.dataset.calcDisplay = displayValue;
+      wrapper.dataset.calcDisplay = error || String(data);
       wrapper.classList.add("calc-overlay-cell");
       return;
     }
@@ -46132,7 +44588,6 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
       }
     }
   }
-  // ADD event listeners method:
   addTableEventListeners(tableEl) {
     tableEl.addEventListener("mouseover", function(event) {
       var _a;
@@ -46202,7 +44657,7 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
           el.CalcCraft.parents = [];
           el.CalcCraft.children = [];
           delete el.CalcCraft;
-        } catch (e3) {
+        } catch (e2) {
         }
       }
     });
@@ -46217,20 +44672,20 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
     const rows = Array.from(tableEl.querySelectorAll("tr"));
     const newRow = tableEl.insertRow(0);
     const existingCells = Array.from(rows[0].querySelectorAll("td, th"));
-    for (let i2 = 0; i2 <= existingCells.length; i2++) {
-      const newCell = newRow.insertCell(i2);
-      if (i2 > this.colOffset) {
+    for (let i = 0; i <= existingCells.length; i++) {
+      const newCell = newRow.insertCell(i);
+      if (i > this.colOffset) {
         newCell.textContent = String.fromCharCode(
-          "a".charCodeAt(0) + i2 - 1 - this.colOffset
+          "a".charCodeAt(0) + i - 1 - this.colOffset
         );
       }
       newCell.classList.add("label-cell", "column");
       newCell.CalcCraft = { parents: [], children: [], settings: this.settings };
     }
-    rows.forEach((row2, index2) => {
-      const newCell = row2.insertCell(0);
-      if (index2 + 1 - this.rowOffset > 0) {
-        newCell.textContent = (index2 + 1 - this.rowOffset).toString();
+    rows.forEach((row, index) => {
+      const newCell = row.insertCell(0);
+      if (index + 1 - this.rowOffset > 0) {
+        newCell.textContent = (index + 1 - this.rowOffset).toString();
       }
       newCell.classList.add("label-cell", "row");
       newCell.CalcCraft = { parents: [], children: [], settings: this.settings };
@@ -46258,8 +44713,8 @@ var CalcCraftPlugin = class extends import_obsidian2.Plugin {
       if (firstRow && ((_a = firstRow.cells[0]) == null ? void 0 : _a.classList.contains("label-cell"))) {
         firstRow.remove();
       }
-      Array.from(tableEl.rows).forEach((row2) => {
-        const firstCell = row2.cells[0];
+      Array.from(tableEl.rows).forEach((row) => {
+        const firstCell = row.cells[0];
         if (firstCell == null ? void 0 : firstCell.classList.contains("label-cell")) {
           firstCell.remove();
         }
diff --git a/MyObsidianVault/.obsidian/plugins/calc-craft/manifest.json b/MyObsidianVault/.obsidian/plugins/calc-craft/manifest.json
index 0cb7df1..78454d4 100644
--- a/MyObsidianVault/.obsidian/plugins/calc-craft/manifest.json
+++ b/MyObsidianVault/.obsidian/plugins/calc-craft/manifest.json
@@ -1,7 +1,7 @@
 {
 	"id": "calc-craft",
 	"name": "CalcCraft",
-	"version": "2.2.7",
+	"version": "2.3.7",
 	"minAppVersion": "0.15.0",
 	"description": "have formulas like in excel a1+a2, or sum()",
 	"author": "klaudyu",
diff --git a/MyObsidianVault/.obsidian/plugins/calc-craft/styles.css b/MyObsidianVault/.obsidian/plugins/calc-craft/styles.css
index 7c13b9e..a394655 100644
--- a/MyObsidianVault/.obsidian/plugins/calc-craft/styles.css
+++ b/MyObsidianVault/.obsidian/plugins/calc-craft/styles.css
@@ -119,24 +119,26 @@ td.label-cell.row {
 
 /* Hide original text when showing computed value */
 .cm-table-widget .table-cell-wrapper.calc-overlay-cell:not(:focus-within) {
-    position: relative; 
-    color: transparent;
+    position: relative;
+    font-size: 0; /* Collapse the text so it doesn't affect layout */
+    line-height: 0;
 }
 
 
 /* Base overlay - inherits color from parent cell */
 .cm-table-widget .table-cell-wrapper.calc-overlay-cell:not(:focus-within)::after {
-    content: attr(data-calc-display);
-    position: absolute; 
-    inset: 0;
-    display: flex; 
-    align-items: center; 
-    white-space: pre;
-    color: inherit; /* ← Changed from var(--text-normal) to inherit */
-    pointer-events: none;
-    padding: 0 4px;
+content: attr(data-calc-display);
+position: relative; /* Changed from absolute */
+display: inline-block; /* Changed to allow sizing */
+white-space: pre;
+color: inherit;
+font-size: 1rem; /* Restore normal font size */
+line-height: normal; /* Restore normal line height */
+padding: 0 4px;
+vertical-align: middle;
 }
 
+
 /* Formula cell overlays - inherit formula colors */
 .cm-table-widget .formula-cell-colorenabled .table-cell-wrapper.calc-overlay-cell:not(:focus-within)::after {
     color: var(--CalcCraft_formula_font_color_light);
@@ -180,4 +182,55 @@ td.label-cell.row {
 
 .theme-dark .cm-table-widget .cell-children-highlight .table-cell-wrapper.calc-overlay-cell:not(:focus-within)::after {
     color: var(--CalcCraft_formula_font_children_dark);
-}
\ No newline at end of file
+}
+
+/* Make table cells position relative for absolute positioning of labels */
+table th,
+table td {
+    position: relative;
+}
+
+/* Add padding to table to make room for labels */
+table {
+    margin-left: 25px;
+    margin-top: 20px;
+}
+
+/* Column labels - display above th/td elements */
+th[data-col-letter]::before,
+td[data-col-letter]::before {
+    content: attr(data-col-letter);
+    position: absolute;
+    top: -18px;
+    left: 50%;
+    transform: translateX(-50%);
+    font-size: 0.75em;
+    color: var(--text-muted);
+    font-weight: normal;
+    pointer-events: none;
+    white-space: nowrap;
+    z-index: 1;
+}
+
+/* Row labels - display to the left of first cell in each row */
+tr th:first-child[data-row-number]::after,
+tr td:first-child[data-row-number]::after {
+    content: attr(data-row-number);
+    position: absolute;
+    left: -25px;
+    top: 50%;
+    #transform: translateY(-50%);
+    font-size: 0.75em;
+    color: var(--text-muted);
+    font-weight: normal;
+    pointer-events: none;
+    white-space: nowrap;
+}
+
+
+
+/* Escaped text cells - look like normal text, not formulas */
+.cm-table-widget .escaped-text-cell .table-cell-wrapper.calc-overlay-cell:not(:focus-within)::after {
+    color: var(--text-normal); /* Normal text color, not formula color */
+}
+ 
\ No newline at end of file
diff --git a/MyObsidianVault/.obsidian/plugins/gdscript-syntax-highlighting/main.js b/MyObsidianVault/.obsidian/plugins/gdscript-syntax-highlighting/main.js
index ba0c9cd..33e7542 100644
--- a/MyObsidianVault/.obsidian/plugins/gdscript-syntax-highlighting/main.js
+++ b/MyObsidianVault/.obsidian/plugins/gdscript-syntax-highlighting/main.js
@@ -10,27 +10,53 @@ class GdscriptSyntaxPlugin extends obsidian.Plugin {
         // onload, so continue to try and define the language until it is.
         const setupInterval = setInterval(() => {
             if (CodeMirror && CodeMirror.defineSimpleMode) {
+                const KEYWORDS = new Set([
+                    'and','as','assert','await','break','breakpoint','const','continue','elif','else','enum',
+                    'for','if','in','master','mastersync','match','not','null','or','pass','preload',
+                    'puppet','puppetsync','remote','remotesync','return','self','setget','static','tool',
+                    'var','while','yield'
+                ]);
+
                 const mode = {
                     start: [
-                        { regex: /\b0x[0-9a-f]+\b/i, token: "number" },
-                        { regex: /\b-?\d+\b/, token: "number" },
+                        { regex: /\b0x[0-9a-f]+\b/i, token: 'number' },
+                        { regex: /\b-?\d+\b/, token: 'number' },
                         { regex: /#.+/, token: 'comment' },
                         { regex: /\s*(@onready|@export)\b/, token: 'keyword' },
-                        { regex: /\b(?:and|as|assert|await|break|breakpoint|const|continue|elif|else|enum|for|if|in|is|master|mastersync|match|not|null|or|pass|preload|puppet|puppetsync|remote|remotesync|return|self|setget|static|tool|var|while|yield)\b/, token: 'keyword' },
-                        { regex: /[()\[\]{},]/, token: "meta" },
+                        { regex: /[()\[\]{},]/, token: 'meta' },
 
                         // The words following func, class_name and class should be highlighted as attributes,
                         // so push onto the definition stack
-                        { regex: /\b(func|class_name|class|extends|signal)\b/, token: "keyword", push: "definition" },
+                        { regex: /\b(func|class_name|class|extends|signal|is)\b/, token: 'keyword', push: 'definition' },
 
-                        { regex: /@?(?:("|')(?:(?!\1)[^\n\\]|\\[\s\S])*\1(?!"|')|"""(?:[^\\]|\\[\s\S])*?""")/, token: "string" },
+                        { regex: /@?(?:("|')(?:(?!\1)[^\n\\]|\\[\s\S])*\1(?!"|')|"""(?:[^\\]|\\[\s\S])*?""")/, token: 'string' },
                         { regex: /\$[\w\/]+\b/, token: 'variable' },
                         { regex: /\:[\s]*$/, token: 'operator' },
                         { regex: /\:[ ]*/, token: 'meta', push: 'var_type' },
                         { regex: /\->[ ]*/, token: 'operator', push: 'definition' },
-                        { regex: /\+|\*|-|\/|:=|>|<|\^|&|\||%|~|=/, token: "operator" },
+                        { regex: /\+|\*|-|\/|:=|>|<|\^|&|\||%|~|=/, token: 'operator' },
                         { regex: /\b(?:false|true)\b/, token: 'number' },
                         { regex: /\b[A-Z][A-Z_\d]*\b/, token: 'operator' },
+
+                        // Function calls on objects: object.doSomething()
+                        {
+                            regex: /(\.)([A-Za-z_]\w*)(?=\s*\()/,
+                            token: ['operator', 'variable'],
+                        },
+
+                        // Normal function calls: doSomething()
+                        {
+                            regex: /[A-Za-z_]\w*(?=\s*\()/,
+                            token: 'variable',
+                        },
+
+                        {
+                            regex: /[A-Za-z_]\w*/,
+                            token: (match) => {
+                                const word = Array.isArray(match) ? match[0] : match;
+                                return KEYWORDS.has(word) ? 'keyword' : null;
+                            }
+                        },
                     ],
                     var_type: [
                         { regex: /(\w+)/, token: 'attribute', pop: true },
diff --git a/MyObsidianVault/.obsidian/plugins/gdscript-syntax-highlighting/manifest.json b/MyObsidianVault/.obsidian/plugins/gdscript-syntax-highlighting/manifest.json
index 59101c8..36576e1 100644
--- a/MyObsidianVault/.obsidian/plugins/gdscript-syntax-highlighting/manifest.json
+++ b/MyObsidianVault/.obsidian/plugins/gdscript-syntax-highlighting/manifest.json
@@ -6,5 +6,5 @@
     "isDesktopOnly": false,
     "minAppVersion": "1.5.12",
     "name": "GDScript Syntax Highlighting",
-    "version": "1.0.3"
+    "version": "1.1.0"
 }
\ No newline at end of file
diff --git a/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/data.json b/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/data.json
index 0d6a87a..2682b4e 100644
--- a/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/data.json
+++ b/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/data.json
@@ -1,4 +1,6 @@
 {
+  "copyLinkToElemenetAnchorTo100": false,
+  "copyFrameLinkByName": false,
   "disableDoubleClickTextEditing": false,
   "folder": "",
   "cropFolder": "",
@@ -39,6 +41,9 @@
   "overrideObsidianFontSize": false,
   "dynamicStyling": "colorful",
   "isLeftHanded": false,
+  "desktopUIMode": "tray",
+  "tabletUIMode": "compact",
+  "phoneUIMode": "mobile",
   "iframeMatchExcalidrawTheme": true,
   "matchTheme": false,
   "matchThemeAlways": false,
@@ -72,6 +77,7 @@
   "focusOnFileTab": true,
   "openInMainWorkspace": true,
   "showLinkBrackets": true,
+  "syncElementLinkWithText": false,
   "allowCtrlClick": true,
   "forceWrap": false,
   "pageTransclusionCharLimit": 200,
@@ -119,9 +125,7 @@
   "mdBorderColor": "Black",
   "mdCSS": "",
   "scriptEngineSettings": {},
-  "defaultTrayMode": true,
-  "compactModeOnTablets": true,
-  "previousRelease": "2.16.1",
+  "previousRelease": "2.20.5",
   "showReleaseNotes": true,
   "compareManifestToPluginVersion": true,
   "showNewVersionNotification": true,
@@ -130,6 +134,7 @@
   "taskboneEnabled": false,
   "taskboneAPIkey": "",
   "pinnedScripts": [],
+  "sidepanelTabs": [],
   "customPens": [
     {
       "type": "default",
@@ -484,6 +489,7 @@
   "aiEnabled": true,
   "openAIAPIToken": "",
   "openAIDefaultTextModel": "gpt-3.5-turbo-1106",
+  "openAIDefaultTextModelMaxTokens": 4096,
   "openAIDefaultVisionModel": "gpt-4o",
   "openAIDefaultImageGenerationModel": "dall-e-3",
   "openAIURL": "https://api.openai.com/v1/chat/completions",
@@ -811,6 +817,9 @@
     "alignment": "center",
     "margin": "normal"
   },
+  "disableContextMenu": false,
+  "defaultTrayMode": true,
+  "compactModeOnTablets": true,
   "autosaveInterval": 15000,
   "mathjaxSourceURL": "https://cdn.jsdelivr.net/npm/mathjax@3.2.1/es5/tex-svg.js"
 }
\ No newline at end of file
diff --git a/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/main.js b/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/main.js
index 036ea63..f6cc606 100644
--- a/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/main.js
+++ b/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/main.js
@@ -1,10 +1,10 @@
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");
+const unpackExcalidraw = () => LZString.decompressFromBase64("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=");
 let {react, reactDOM } = new Function(`${REACT_PACKAGES}; return {react: React, reactDOM: ReactDOM};`)();
 let excalidrawLib = {};
 const loadMathjaxToSVG = () => new Function(`${LZString.decompressFromBase64("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=")}; return MathjaxToSVG;`)();
-const PLUGIN_LANGUAGES = {"ru": 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","zh-cn": 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","zh-tw": 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=","es": 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"};
-const PLUGIN_VERSION="2.16.1";;function _interopNamespace(e){if(e&&e.__esModule)return e;var t=Object.create(null);return e&&Object.keys(e).forEach((function(a){if("default"!==a){var i=Object.getOwnPropertyDescriptor(e,a);Object.defineProperty(t,a,i.get?i:{enumerable:!0,get:function(){return e[a]}})}})),t.default=e,Object.freeze(t)}var obsidian_module__namespace=_interopNamespace(obsidian_module),React__namespace=_interopNamespace(React);let random$3=e=>crypto.getRandomValues(new Uint8Array(e)),customRandom=(e,t,a)=>{let i=(2<<Math.log(e.length-1)/Math.LN2)-1,n=-~(1.6*i*t/e.length);return(r=t)=>{let s="";for(;;){let t=a(n),o=n;for(;o--;)if(s+=e[t[o]&i]||"",s.length===r)return s}}},customAlphabet=(e,t=21)=>customRandom(e,t,random$3),nanoid$1=(e=21)=>crypto.getRandomValues(new Uint8Array(e)).reduce(((e,t)=>e+((t&=63)<36?t.toString(36):t<62?(t-26).toString(36).toUpperCase():t>62?"-":"_")),"");const durationTreshold=0;function setDebugging(e){DEBUGGING=!1}let DEBUGGING=!1;const log$2=console.log.bind(window.console),debug=(e,t,...a)=>{console.log(t,...a)};class CustomMutationObserver{originalCallback;observer;name;constructor(e,t){this.originalCallback=e,this.observer=null,this.name=t}observe(e,t){this.observer=new MutationObserver((async(e,t)=>{const a=performance.now();await this.originalCallback(e,t);const i=performance.now()-a;i>durationTreshold&&console.log(`Excalidraw ${this.name} MutationObserver callback took ${i}ms to execute`,t)})),this.observer.observe(e,t)}disconnect(){this.observer&&(this.observer.disconnect(),this.observer=null)}}class ErrorHandler{static instance;errorLog=[];errorNoticeTimeout=1e4;maxLogEntries=100;constructor(){}static getInstance(){return ErrorHandler.instance||(ErrorHandler.instance=new ErrorHandler),ErrorHandler.instance}handleError(e,t,a=!0,i){const n="string"==typeof e?new Error(e):e;if(console.error(`[Excalidraw Error] in ${t}:`,n),this.errorLog.push({error:n,context:t,timestamp:Date.now()}),this.errorLog.length>this.maxLogEntries&&(this.errorLog=this.errorLog.slice(this.errorLog.length-this.maxLogEntries)),a){const e=this.formatErrorForUser(n,t);new obsidian_module.Notice(e,i||this.errorNoticeTimeout)}}safeEval(e,t,a,i){try{return a.eval.call(a,e)}catch(e){if(this.handleError(e,`SafeEval in ${t}`),void 0!==i)return i;throw e}}wrapWithTryCatch(e,t,a){try{return e()}catch(e){if(this.handleError(e,t),void 0!==a)return a;throw e}}formatErrorForUser(e,t){let a=e.message;return a.includes("Cannot read properties of undefined")?a="A required object was not available. This might be due to a plugin loading issue.":a.includes("is not a function")?a="A required function was not available. This might be due to a plugin version mismatch.":a.length>100&&(a=a.substring(0,100)+"..."),`Excalidraw Error: ${a} (in ${t})`}getErrorLog(){return[...this.errorLog]}clearErrorLog(){this.errorLog=[]}}const errorHandler=ErrorHandler.getInstance();let EXCALIDRAW_PLUGIN=null;const setExcalidrawPlugin=e=>{EXCALIDRAW_PLUGIN=e},THEME={LIGHT:"light",DARK:"dark"},MD_EXCALIDRAW="# Excalidraw Data",MD_TEXTELEMENTS="## Text Elements",MD_ELEMENTLINKS="## Element Links",MD_EMBEDFILES="## Embedded Files",MD_DRAWING="## Drawing",MD_EX_SECTIONS=[MD_EXCALIDRAW,MD_TEXTELEMENTS,MD_ELEMENTLINKS,MD_EMBEDFILES,MD_DRAWING],ERROR_IFRAME_CONVERSION_CANCELED="iframe conversion canceled",LOCALE=localStorage.getItem("language")?.toLowerCase()||"en",CJK_FONTS="CJK Fonts",obsidianToExcalidrawMap={en:"en-US",af:"af-ZA",am:"am-ET",ar:"ar-SA",eu:"eu-ES",be:"be-BY",bg:"bg-BG",bn:"bn-BD",ca:"ca-ES",cs:"cs-CZ",da:"da-DK",de:"de-DE",el:"el-GR",eo:"eo-EO",es:"es-ES",fa:"fa-IR","fi-fi":"fi-FI",fr:"fr-FR",gl:"gl-ES",he:"he-IL",hi:"hi-IN",hu:"hu-HU",id:"id-ID",it:"it-IT",ja:"ja-JP",ko:"ko-KR",lv:"lv-LV",ml:"ml-IN",ms:"ms-MY",nl:"nl-NL",no:"nb-NO",oc:"oc-FR",pl:"pl-PL",pt:"pt-PT","pt-BR":"pt-BR",ro:"ro-RO",ru:"ru-RU",sr:"sr-RS",se:"sv-SE",sk:"sk-SK",sq:"sq-AL",ta:"ta-IN",te:"te-IN",th:"th-TH",tr:"tr-TR",uk:"uk-UA",ur:"ur-PK",vi:"vi-VN",zh:"zh-CN","zh-tw":"zh-TW"};let{sceneCoordsToViewportCoords:sceneCoordsToViewportCoords,viewportCoordsToSceneCoords:viewportCoordsToSceneCoords,determineFocusDistance:determineFocusDistance,intersectElementWithLine:intersectElementWithLine,getCommonBoundingBox:getCommonBoundingBox,getMaximumGroups:getMaximumGroups,measureText:measureText,getLineHeight:getLineHeight,wrapText:wrapText,getFontString:getFontString,getBoundTextMaxWidth:getBoundTextMaxWidth,exportToSvg:exportToSvg,exportToBlob:exportToBlob,mutateElement:mutateElement,restore:restore,mermaidToExcalidraw:mermaidToExcalidraw,getFontFamilyString:getFontFamilyString,getContainerElement:getContainerElement,refreshTextDimensions:refreshTextDimensions,getCSSFontDefinition:getCSSFontDefinition,loadSceneFonts:loadSceneFonts,loadMermaid:loadMermaid,syncInvalidIndices:syncInvalidIndices}=excalidrawLib;function updateExcalidrawLib(){try{if(!excalidrawLib)throw new Error("excalidrawLib is undefined");const e=["sceneCoordsToViewportCoords","viewportCoordsToSceneCoords","determineFocusDistance","intersectElementWithLine","getCommonBoundingBox","measureText","getLineHeight","restore"];for(const t of e)if(!(t in excalidrawLib)||"function"!=typeof excalidrawLib[t])throw new Error(`Required function ${t} is missing from 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a=window.ExcalidrawAutomate.plugin.settings,i=(DEVICE.isMacOS||DEVICE.isIOS?a.modifierKeyConfig.Mac:a.modifierKeyConfig.Win)[t];for(const t of i.rules){const{shift:a,ctrl_cmd:i,alt_opt:n,meta_ctrl:r,result:s}=t;if(isSHIFT(e)===a&&isWinCTRLorMacCMD(e)===i&&isWinALTorMacOPT(e)===n&&isWinMETAorMacCTRL(e)===r)return s}return i.defaultAction},labelCTRL=()=>DEVICE.isIOS||DEVICE.isMacOS?"CMD":"CTRL",labelALT=()=>DEVICE.isIOS||DEVICE.isMacOS?"OPT":"ALT",labelMETA=()=>DEVICE.isIOS||DEVICE.isMacOS?"CTRL":DEVICE.isWindows?"WIN":"META",labelSHIFT=()=>"SHIFT",isWinCTRLorMacCMD=e=>DEVICE.isIOS||DEVICE.isMacOS?e.metaKey:e.ctrlKey,isWinALTorMacOPT=e=>e.altKey,isWinMETAorMacCTRL=e=>DEVICE.isIOS||DEVICE.isMacOS?e.ctrlKey:e.metaKey,isSHIFT=e=>e.shiftKey,setCTRL=(e,t)=>(DEVICE.isIOS||DEVICE.isMacOS?e.metaKey=t:e.ctrlKey=t,e),setALT=(e,t)=>(e.altKey=t,e),setMETA=(e,t)=>(DEVICE.isIOS||DEVICE.isMacOS?e.ctrlKey=t:e.metaKey=t,e),setSHIFT=(e,t)=>(e.shiftKey=t,e),scaleToFullsizeModifier=e=>{const t=window.ExcalidrawAutomate.plugin.settings,a=(DEVICE.isMacOS||DEVICE.isIOS?t.modifierKeyConfig.Mac:t.modifierKeyConfig.Win).InternalDragAction.rules.find((e=>"image-fullsize"===e.result));if(!a)return!1;const{shift:i,ctrl_cmd:n,alt_opt:r,meta_ctrl:s,result:o}=a;return isSHIFT(e)===i&&isWinCTRLorMacCMD(e)===n&&isWinALTorMacOPT(e)===r&&isWinMETAorMacCTRL(e)===s},linkClickModifierType=e=>{const t=processModifiers(e,"LinkClickAction");return DEVICE.isDesktop||"popout-window"!==t?t:"active-pane"},webbrowserDragModifierType=e=>processModifiers(e,"WebBrowserDragAction"),localFileDragModifierType=e=>processModifiers(e,"LocalFileDragAction"),internalDragModifierType=e=>processModifiers(e,"InternalDragAction"),emulateCTRLClickForLinks=e=>({shiftKey:e.shiftKey,ctrlKey:e.ctrlKey||!(DEVICE.isIOS||DEVICE.isMacOS),metaKey:e.metaKey||DEVICE.isIOS||DEVICE.isMacOS,altKey:e.altKey}),emulateKeysForLinkClick=e=>{const t={shiftKey:!1,ctrlKey:!1,metaKey:!1,altKey:!1};if(!e)return t;const a=DEVICE.isMacOS||DEVICE.isIOS?"Mac":"Win",i=window.ExcalidrawAutomate.plugin.settings.modifierKeyConfig,n=i[a]?.LinkClickAction;if(n){const a=n.rules.find((t=>t.result===e));if(!a){const e=n.defaultAction;return emulateKeysForLinkClick(e)}setCTRL(t,a.ctrl_cmd),setALT(t,a.alt_opt),setMETA(t,a.meta_ctrl),setSHIFT(t,a.shift)}return t},anyModifierKeysPressed=e=>e.shiftKey||e.ctrlKey||e.metaKey||e.altKey;function modifierLabel(e,t){const a="Mac"===t||void 0===t&&(DEVICE.isIOS||DEVICE.isMacOS);return e.map((e=>{switch(e){case"Mod":return a?"CMD":"CTRL";case"Ctrl":return"CTRL";case"Meta":return a?"CMD":"WIN";case"Shift":return"SHIFT";case"Alt":return a?"OPTION":"ALT";default:return e}})).join("+")}var en={SELECT_FILE_TO_INSERT:"Select a file to insert",CONVERT_URL_TO_FILE:"Save image from URL to local file",UNZIP_CURRENT_FILE:"Decompress current Excalidraw file",ZIP_CURRENT_FILE:"Compress current Excalidraw file",PUBLISH_SVG_CHECK:"Obsidian Publish: Find SVG and PNG exports that are out of date",EMBEDDABLE_PROPERTIES:"Embeddable Properties",EMBEDDABLE_RELATIVE_ZOOM:"Scale selected embeddable elements to 100% relative to the current canvas zoom",OPEN_IMAGE_SOURCE:"Open Excalidraw drawing",INSTALL_SCRIPT:"Install the script",UPDATE_SCRIPT:"Update available - Click to install",CHECKING_SCRIPT:"Checking for newer version - Click to reinstall",UNABLETOCHECK_SCRIPT:"Update check failed - Click to reinstall",UPTODATE_SCRIPT:"Script is up to date - Click to reinstall",OPEN_AS_EXCALIDRAW:"Open as Excalidraw Drawing",TOGGLE_MODE:"Toggle between Excalidraw and Markdown mode",DUPLICATE_IMAGE:"Duplicate selected image with a different image ID",CONVERT_NOTE_TO_EXCALIDRAW:"Convert markdown note to Excalidraw Drawing",CONVERT_EXCALIDRAW:"Convert *.excalidraw to *.md files",CREATE_NEW:"New drawing",CONVERT_FILE_KEEP_EXT:"*.excalidraw => *.excalidraw.md",CONVERT_FILE_REPLACE_EXT:"*.excalidraw => *.md (Logseq compatibility)",DOWNLOAD_LIBRARY:"Export stencil library as an *.excalidrawlib file",OPEN_EXISTING_NEW_PANE:"Open existing drawing - IN A NEW PANE",OPEN_EXISTING_ACTIVE_PANE:"Open existing drawing - IN THE CURRENT ACTIVE PANE",TRANSCLUDE:"Embed a drawing",TRANSCLUDE_MOST_RECENT:"Embed the most recently edited drawing",TOGGLE_LEFTHANDED_MODE:"Toggle left-handed mode",TOGGLE_SPLASHSCREEN:"Show splash screen in new drawings",FLIP_IMAGE:"Open the back-of-the-note for the selected image in a popout window (flip the card)",NEW_IN_NEW_PANE:"Create new drawing - IN AN ADJACENT WINDOW",NEW_IN_NEW_TAB:"Create new drawing - IN A NEW TAB",NEW_IN_ACTIVE_PANE:"Create new drawing - IN THE CURRENT ACTIVE WINDOW",NEW_IN_POPOUT_WINDOW:"Create new drawing - IN A POPOUT WINDOW",NEW_IN_NEW_PANE_EMBED:"Create new drawing - IN AN ADJACENT WINDOW - and embed into active document",NEW_IN_NEW_TAB_EMBED:"Create new drawing - IN A NEW TAB - and embed into active document",NEW_IN_ACTIVE_PANE_EMBED:"Create new drawing - IN THE CURRENT ACTIVE WINDOW - and embed into active document",NEW_IN_POPOUT_WINDOW_EMBED:"Create new drawing - IN A POPOUT WINDOW - and embed into active document",TOGGLE_LOCK:"Toggle Text Element between edit RAW and PREVIEW",DELETE_FILE:"Delete selected image or Markdown file from Obsidian Vault",MARKER_FRAME_SHOW:"Show Marker Frames",MARKER_FRAME_HIDE:"Hide Marker Frames",MARKER_FRAME_TITLE_SHOW:"Show Marker Frame Titles",MARKER_FRAME_TITLE_HIDE:"Hide Marker Frame Titles",COPY_ELEMENT_LINK:"Copy [[link]] for selected element(s)",COPY_DRAWING_LINK:"Copy ![[embed link]] for this drawing",INSERT_LINK_TO_ELEMENT:`Copy [[link]] for selected element to clipboard. ${labelCTRL()}+CLICK to copy 'group=' link. ${labelSHIFT()}+CLICK to copy an 'area=' link.`,INSERT_LINK_TO_ELEMENT_GROUP:"Copy 'group=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_AREA:"Copy 'area=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_FRAME:"Copy 'frame=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_FRAME_CLIPPED:"Copy 'clippedframe=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_NORMAL:"Copy [[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_ERROR:"Select a single element in the scene",INSERT_LINK_TO_ELEMENT_READY:"Link is READY and available on the clipboard",INSERT_LINK:"Insert link to file",INSERT_COMMAND:"Insert Obsidian Command as a link",INSERT_IMAGE:"Insert image or Excalidraw drawing from your vault",IMPORT_SVG:"Import an SVG file as Excalidraw strokes (limited SVG support, TEXT currently not supported)",IMPORT_SVG_CONTEXTMENU:"Convert SVG to strokes - with limitations",INSERT_MD:"Insert markdown file from vault",INSERT_PDF:"Insert PDF file from vault",INSERT_LAST_ACTIVE_PDF_PAGE_AS_IMAGE:"Insert last active PDF page as image",UNIVERSAL_ADD_FILE:"Insert ANY file",INSERT_CARD:"Add back-of-note card",CONVERT_CARD_TO_FILE:"Move back-of-note card to File",ERROR_TRY_AGAIN:"Please try again.",PASTE_CODEBLOCK:"Paste code block",INSERT_LATEX:"Insert LaTeX formula (e.g. \\binom{n}{k} = \\frac{n!}{k!(n-k)!}).",ENTER_LATEX:"Enter a valid LaTeX expression",READ_RELEASE_NOTES:"Read latest release notes",RUN_OCR:"OCR full drawing: Grab text from freedraw + images to clipboard and doc.props",RERUN_OCR:"OCR full drawing re-run: Grab text from freedraw + images to clipboard and doc.props",RUN_OCR_ELEMENTS:"OCR selected elements: Grab text from freedraw + images to clipboard",TRAY_MODE:"Toggle property-panel tray-mode",SEARCH:"Search for text in drawing",CROP_PAGE:"Crop and mask selected page",CROP_IMAGE:"Crop and mask image",ANNOTATE_IMAGE:"Annotate image in Excalidraw",INSERT_ACTIVE_PDF_PAGE_AS_IMAGE:"Insert active PDF page as image",RESET_IMG_TO_100:"Set selected image element size to 100% of original",RESET_IMG_ASPECT_RATIO:"Reset selected image element aspect ratio",TEMPORARY_DISABLE_AUTOSAVE:"Disable autosave until next time Obsidian starts (only set this if you know what you are doing)",TEMPORARY_ENABLE_AUTOSAVE:"Enable autosave",FONTS_LOADED:"Excalidraw: CJK Fonts loaded",FONTS_LOAD_ERROR:"Excalidraw: Could not find CJK Fonts in the assets folder\n",SELECT_LINK_TO_OPEN:"Select a link to open",ERROR_CANT_READ_FILEPATH:"Error, can't read file path. Importing file instead",NO_SEARCH_RESULT:"Didn't find a matching element in the drawing",FORCE_SAVE_ABORTED:"Force Save aborted because saving is in progress",LINKLIST_SECOND_ORDER_LINK:"Second Order Link",MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT_TITLE:"Customize the Embedded File link",MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT:"Do not add [[square brackets]] around the filename!<br>For markdown-page images follow this format when editing your link: <mark>filename#^blockref|WIDTHxMAXHEIGHT</mark><br>You can anchor Excalidraw images to 100% of their size by adding <code>|100%</code> to the end of the link.<br>You can change the PDF page by changing <code>#page=1</code> to <code>#page=2</code> etc.<br>PDF rect crop values are: <code>left, bottom, right, top</code>. Eg.: <code>#rect=0,0,500,500</code><br>",FRAME_CLIPPING_ENABLED:"Frame Rendering: Enabled",FRAME_CLIPPING_DISABLED:"Frame Rendering: Disabled",ARROW_BINDING_INVERSE_MODE:"Inverted Mode: Default arrow binding is now disabled. Use CTRL/CMD to temporarily enable binding when needed.",ARROW_BINDING_NORMAL_MODE:"Normal Mode: Arrow binding is now enabled. Use CTRL/CMD to temporarily disable binding when needed.",EXPORT_FILENAME_PROMPT:"Please provide filename",EXPORT_FILENAME_PROMPT_PLACEHOLDER:"filename, leave blank to cancel action",WARNING_SERIOUS_ERROR:"WARNING: Excalidraw ran into an unknown problem!\n\nThere is a risk that your most recent changes cannot be saved.\n\nTo be on the safe side...\n1) Please select your drawing using CTRL/CMD+A and make a copy with CTRL/CMD+C.\n2) Then create an empty drawing in a new pane by CTRL/CMD+clicking the Excalidraw ribbon button,\n3) and paste your work to the new document with CTRL/CMD+V.",ARIA_LABEL_TRAY_MODE:"Tray-mode offers an alternative, more spacious canvas",TRAY_TRAY_MODE:"Toggle tray-mode",TOGGLE_COMPACT_MODE:"Toggle compact-mode",TRAY_SCRIPT_LIBRARY:"Script Library",TRAY_SCRIPT_LIBRARY_ARIA:"Explore the Excalidraw Script Library",TRAY_EXPORT:"Export Image...",TRAY_EXPORT_ARIA:"Export image as PNG, SVG, or Excalidraw file",TRAY_SAVE:"Save",TRAY_SWITCH_TO_MD:"Open as Markdown",TRAY_SWITCH_TO_MD_ARIA:"Switch to markdown view",MASK_FILE_NOTICE:"This is a mask file. It is used to crop images and mask out parts of the image. Press and hold notice to open the help video.",INSTALL_SCRIPT_BUTTON:"Install or update Excalidraw Scripts",OPEN_AS_MD:"Open as Markdown",EXPORT_IMAGE:"Export Image",OPEN_LINK:"Open selected text as link\n(SHIFT+CLICK to open in a new pane)",EXPORT_EXCALIDRAW:"Export to an .Excalidraw file",LINK_BUTTON_CLICK_NO_TEXT:"Select an element that contains an internal or external link.\n",LINEAR_ELEMENT_LINK_CLICK_ERROR:"Arrow- and Line-Element links cannot be navigated by "+labelCTRL()+" + CLICKing on the element because that also activates the line editor.\nUse the right-click context menu to open the link, or click the link indicator in the top right corner of the element.\n",FILENAME_INVALID_CHARS:'File name cannot contain any of the following characters: * " \\ < > : | ? #',FORCE_SAVE:"Save (will also update transclusions)",RAW:"Change to PREVIEW mode (only affects text-elements with links or transclusions)",PARSED:"Change to RAW mode (only affects text-elements with links or transclusions)",NOFILE:"Excalidraw (no file)",COMPATIBILITY_MODE:"*.excalidraw file opened in compatibility mode. Convert to new format for full plugin functionality.",CONVERT_FILE:"Convert to new format",BACKUP_AVAILABLE:"We encountered an error while loading your drawing. This might have occurred if Obsidian unexpectedly closed during a save operation. For example, if you accidentally closed Obsidian on your mobile device while saving.<br><br><b>GOOD NEWS:</b> Fortunately, a local backup is available. However, please note that if you last modified this drawing on a different device (e.g., tablet) and you are now on your desktop, that other device likely has a more recent backup.<br><br>I recommend trying to open the drawing on your other device first and restore the backup from its local storage.<br><br>Would you like to load the backup?",BACKUP_RESTORED:"Backup restored",BACKUP_SAVE_AS_FILE:"This drawing is empty. A non-empty backup is available. Would you like to restore it as a new file and open it in a new tab?",BACKUP_SAVE:"Restore",BACKUP_DELETE:"Delete Backup",BACKUP_CANCEL:"Cancel",CACHE_NOT_READY:"I apologize for the inconvenience, but an error occurred while loading your file.<br><br><mark>Having a little patience can save you a lot of time...</mark><br><br>The plugin has a backup cache, but it appears that you have just started Obsidian. Initializing the Backup Cache may take some time, usually up to a minute or more depending on your device's performance. You will receive a notification in the top right corner when the cache initialization is complete.<br><br>Please press OK to attempt loading the file again and check if the cache has finished initializing. If you see a completely empty file behind this message, I recommend waiting until the backup cache is ready before proceeding. Alternatively, you can choose Cancel to manually correct your file.<br>",OBSIDIAN_TOOLS_PANEL:"Obsidian Tools Panel",ERROR_SAVING_IMAGE:"Unknown error occurred while fetching the image. It could be that for some reason the image is not available or rejected the fetch request from Obsidian",WARNING_PASTING_ELEMENT_AS_TEXT:"PASTING EXCALIDRAW ELEMENTS AS A TEXT ELEMENT IS NOT ALLOWED",USE_INSERT_FILE_MODAL:"Use 'Insert Any File' to embed a markdown note",RECURSIVE_INSERT_ERROR:"You may not recursively insert part of an image into the same image as it would create an infinite loop",CONVERT_TO_MARKDOWN:"Convert to file...",SELECT_TEXTELEMENT_ONLY:"Select text element only (not container)",REMOVE_LINK:"Remove text element link",LASER_ON:"Enable laser pointer",LASER_OFF:"Disable laser pointer",WELCOME_RANK_NEXT:"more drawings until the next rank!",WELCOME_RANK_LEGENDARY:"You're at the top. Keep on being legendary!",WELCOME_COMMAND_PALETTE:'Type "Excalidraw" in the Command Palette',WELCOME_OBSIDIAN_MENU:"Explore the Obsidian Menu in the top right",WELCOME_SCRIPT_LIBRARY:"Visit the Script Library",WELCOME_HELP_MENU:"Find help in the hamburger-menu",WELCOME_YOUTUBE_ARIA:"Visual PKM YouTube Channel",WELCOME_YOUTUBE_LINK:"Check out the Visual PKM YouTube channel.",WELCOME_DISCORD_ARIA:"Join the Discord Server",WELCOME_DISCORD_LINK:"Join the Discord Server",WELCOME_TWITTER_ARIA:"Follow me on Twitter",WELCOME_TWITTER_LINK:"Follow me on Twitter",WELCOME_LEARN_ARIA:"Learn Visual PKM",WELCOME_LEARN_LINK:"Sign up for the Visual Thinking Workshop",WELCOME_DONATE_ARIA:"Donate to support Excalidraw-Obsidian",WELCOME_DONATE_LINK:'Say "Thank You" & support the plugin.',SAVE_IS_TAKING_LONG:"Saving your previous file is taking a long time. Please wait...",SAVE_IS_TAKING_VERY_LONG:"For better performance, consider splitting large drawings into several smaller files.",SEARCH_COPIED_TO_CLIPBOARD:"Markdown ready on clipboard",SEARCH_COPY_TO_CLIPBOARD_ARIA:"Copy the entire dialog to the clipboard as Markdown. Ideal for use with tools like ChatGPT to search and understand.",SEARCH_SHOWHIDE_ARIA:"Show/Hide search bar",SEARCH_NEXT:"Next",SEARCH_PREVIOUS:"Previous",NOTEBOOKLM_LINK_ARIA:"Ask NotebookLM for help about the plugin. This model is pre-loaded with all my video transcripts, release notes and other helpful content. Chat with NotebookLM to explore my 250+ videos and the Excalidraw documentation.",NOTEBOOKLM_LINK_TEXT:"Learn the Plugin. Access the NotebookLM knowledgebase.",LINKS_BUGS_ARIA:"Report bugs and raise feature requsts on the plugin's GitHub page",LINKS_BUGS:"Report Bugs",LINKS_YT_ARIA:"Check out my YouTube channel to learn about Visual Thinking and Excalidraw",LINKS_YT:"Learn on YouTube",LINKS_DISCORD_ARIA:"Join the Visual Thinking Workshop Discord Server",LINKS_DISCORD:"Join the Community",LINKS_TWITTER:"Follow me",LINKS_VTW_ARIA:"Learn about Visual PKM, Excalidraw, Obsidian, ExcaliBrain and more",LINKS_VTW:"Join a Workshop",LINKS_BOOK_ARIA:"Read Sketch Your Mind, my book on Visual Thinking",LINKS_BOOK:"Read the Book",LINKS_WIKI:"Plugin Wiki",LINKS_WIKI_ARIA:"Explore the Excalidraw Plugin Wiki",RELEASE_NOTES_NAME:"Display Release Notes after update",RELEASE_NOTES_DESC:"<b><u>Toggle ON:</u></b> Display release notes each time you update Excalidraw to a newer version.<br><b><u>Toggle OFF:</u></b> Silent mode. You can still read release notes on <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases'>GitHub</a>.",WARN_ON_MANIFEST_MISMATCH_NAME:"Warn about incomplete plugin updates",WARN_ON_MANIFEST_MISMATCH_DESC:"Checks that the installed Excalidraw executable matches the version shown in Obsidian's plugin list. If they don't match (often after partial sync), you'll see a warning and can update. Disable to stop checking.",NEWVERSION_NOTIFICATION_NAME:"Plugin update notification",NEWVERSION_NOTIFICATION_DESC:"<b><u>Toggle ON:</u></b> Show a notification when a new version of the plugin is available.<br><b><u>Toggle OFF:</u></b> Silent mode. You need to check for plugin updates in Community Plugins.",BASIC_HEAD:"Basic",BASIC_DESC:'In the "Basic" settings, you can configure options such as displaying release notes after updates, receiving plugin update notifications, setting the default location for new drawings, specifying the Excalidraw folder for embedding drawings into active documents, defining an Excalidraw template file, and designating an Excalidraw Automate script folder for managing automation scripts.',FOLDER_NAME:"Excalidraw folder (CAsE sEnsITive!)",FOLDER_DESC:"Default location for new drawings. If empty, drawings will be created in the Vault root.",CROP_SUFFIX_NAME:"Crop file suffix",CROP_SUFFIX_DESC:"The last part of the filename for new drawings created when cropping an image. Leave empty if you don't need a suffix.",CROP_PREFIX_NAME:"Crop file prefix",CROP_PREFIX_DESC:"The first part of the filename for new drawings created when cropping an image. Leave empty if you don't need a prefix.",ANNOTATE_SUFFIX_NAME:"Annotation file suffix",ANNOTATE_SUFFIX_DESC:"The last part of the filename for new drawings created when annotating an image. Leave empty if you don't need a suffix.",ANNOTATE_PREFIX_NAME:"Annotation file prefix",ANNOTATE_PREFIX_DESC:"The first part of the filename for new drawings created when annotating an image. Leave empty if you don't need a prefix.",ANNOTATE_PRESERVE_SIZE_NAME:"Preserve image size when annotating",ANNOTATE_PRESERVE_SIZE_DESC:"When annotating an image in markdown the replacement image link will include the width of the original image.",CROP_FOLDER_NAME:"Crop file folder (CaSE senSItive!)",CROP_FOLDER_DESC:"Default location for new drawings created when cropping an image. If empty, drawings will be created following the Vault attachments settings.",ANNOTATE_FOLDER_NAME:"Image annotation file folder (CaSe SeNSitIVe!)",ANNOTATE_FOLDER_DESC:"Default location for new drawings created when annotating an image. If empty, drawings will be created following the Vault attachments settings.",FOLDER_EMBED_NAME:"Use Excalidraw folder when embedding a drawing into the active document",FOLDER_EMBED_DESC:"Define which folder to place the newly inserted drawing into when using the command palette action: 'Create a new drawing and embed into active document'.<br><b><u>Toggle ON:</u></b> Use Excalidraw folder<br><b><u>Toggle OFF:</u></b> Use the attachments folder defined in Obsidian settings.",TEMPLATE_NAME:"Excalidraw template file or folder (caSe SenSiTive!)",TEMPLATE_DESC:"Full filepath or folderpath to the Excalidraw template.<br><b>Template File:</b>E.g.: If your template is in the default Excalidraw folder and its name is Template.md, the setting would be: Excalidraw/Template.md (or just Excalidraw/Template - you may omit the .md file extension). If you are using Excalidraw in compatibility mode, then your template must be a legacy Excalidraw file as well such as Excalidraw/Template.excalidraw. <br><b>Template Folder:</b> You can also set a folder as your template. In this case you will be prompted which template to use when creating a new drawing.<br><b>Pro Tip:</b> If you are using the Obsidian Templater plugin, you can add Templater code to your different Excalidraw templates to automate configuration of your drawings.",SCRIPT_FOLDER_NAME:"Excalidraw Automate script folder (CASE SeNSitiVE!)",SCRIPT_FOLDER_DESC:"The files you place in this folder will be treated as Excalidraw Automate scripts. You can access your scripts from Excalidraw via the Obsidian Command Palette. Assign hotkeys to your favorite scripts just like to any other Obsidian command. The folder may not be the root folder of your Vault. ",AI_HEAD:"AI Settings - Experimental",AI_DESC:'In the "AI" settings, you can configure options for using OpenAI\'s GPT API. While the OpenAI API is in beta, its use is strictly limited — as such we require you use your own API key. You can create an OpenAI account, add a small credit (5 USD minimum), and generate your own API key. Once API key is set, you can use the AI tools in Excalidraw.',AI_ENABLED_NAME:"Enable AI features",AI_ENABLED_DESC:"You need to reopen Excalidraw for the changes to take effect.",AI_OPENAI_TOKEN_NAME:"OpenAI API key",AI_OPENAI_TOKEN_DESC:"You can get your OpenAI API key from your <a href='https://platform.openai.com/api-keys'>OpenAI account</a>.",AI_OPENAI_TOKEN_PLACEHOLDER:"Enter your OpenAI API key here",AI_OPENAI_DEFAULT_MODEL_NAME:"Default AI model",AI_OPENAI_DEFAULT_MODEL_DESC:"The default AI model to use when generating text. This is a freetext field, so you can enter any valid OpenAI model name. Find out more about the available models on the <a href='https://platform.openai.com/docs/models'>OpenAI website</a>.",AI_OPENAI_DEFAULT_MODEL_PLACEHOLDER:"Enter your default AI model here. e.g.: gpt-3.5-turbo-1106",AI_OPENAI_DEFAULT_IMAGE_MODEL_NAME:"Default Image Generation AI model",AI_OPENAI_DEFAULT_IMAGE_MODEL_DESC:"The default AI model to use when generating images. Image editing and variations are only supported by dall-e-2 at this time by OpenAI, for this reason dall-e-2 will automatically be used in such cases regardless of this setting.<br>This is a freetext field, so you can enter any valid OpenAI model name. Find out more about the available models on the <a href='https://platform.openai.com/docs/models'>OpenAI website</a>.",AI_OPENAI_DEFAULT_IMAGE_MODEL_PLACEHOLDER:"Enter your default Image Generation AI model here e.g.: dall-e-3",AI_OPENAI_DEFAULT_VISION_MODEL_NAME:"Default AI vision model",AI_OPENAI_DEFAULT_VISION_MODEL_DESC:"The default AI vision model to use when generating text from images. This is a freetext field, so you can enter any valid OpenAI model name. Find out more about the available models on the <a href='https://platform.openai.com/docs/models'>OpenAI website</a>.",AI_OPENAI_DEFAULT_API_URL_NAME:"OpenAI API URL",AI_OPENAI_DEFAULT_API_URL_DESC:"The default OpenAI API URL. This is a freetext field, so you can enter any valid OpenAI API compatible URL. Excalidraw will use this URL when posting API requests to OpenAI. I am not doing any error handling on this field, so make sure you enter a valid URL and only change this if you know what you are doing. ",AI_OPENAI_DEFAULT_IMAGE_API_URL_NAME:"OpenAI Image Generation API URL",AI_OPENAI_DEFAULT_VISION_MODEL_PLACEHOLDER:"Enter your default AI vision model here. e.g.: gpt-4o",SAVING_HEAD:"Saving",SAVING_DESC:"In the 'Saving' section of Excalidraw Settings, you can configure how your drawings are saved. This includes options for compressing Excalidraw JSON in Markdown, setting autosave intervals for both desktop and mobile, defining filename formats, and choosing whether to use the .excalidraw.md or .md file extension. ",COMPRESS_NAME:"Compress Excalidraw JSON in Markdown",COMPRESS_DESC:"By enabling this feature Excalidraw will store the drawing JSON in a Base64 compressed format using the <a href='https://pieroxy.net/blog/pages/lz-string/index.html'>LZ-String</a> algorithm. This will reduce the chance of Excalidraw JSON cluttering your search results in Obsidian. As a side effect, this will also reduce the filesize of Excalidraw drawings. When you switch an Excalidraw drawing to Markdown view, using the options menu in Excalidraw, the file will be saved without compression, so that you can read and edit the JSON string. The drawing will be compressed again once you switch back to Excalidraw view. The setting only has effect 'point forward', meaning, existing drawings will not be affected by the setting until you open them and save them.<br><b><u>Toggle ON:</u></b> Compress drawing JSON<br><b><u>Toggle OFF:</u></b> Leave drawing JSON uncompressed",DECOMPRESS_FOR_MD_NAME:"Decompress Excalidraw JSON in Markdown View",DECOMPRESS_FOR_MD_DESC:"By enabling this feature Excalidraw will automatically decompress the drawing JSON when you switch to Markdown view. This will allow you to easily read and edit the JSON string. The drawing will be compressed again once you switch back to Excalidraw view and save the drawing (CTRL+S).<br>I recommend switching this feature off as it will result in smaller file sizes and avoiding unnecessary results in Obsidian search. You can always use the 'Excalidraw: Decompress current Excalidraw file' command from the command palette to manually decompress the drawing JSON when you need to read or edit it.",AUTOSAVE_INTERVAL_DESKTOP_NAME:"Interval for autosave on Desktop",AUTOSAVE_INTERVAL_DESKTOP_DESC:"The time interval between saves. Autosave will skip if there are no changes in the drawing. Excalidraw will also save the file when closing a workspace tab or navigating within Obsidian, but away from the active Excalidraw tab (i.e. clicking on the Obsidian ribbon or checking backlinks, etc.). Excalidraw will not be able to save your work when terminating Obsidian directly either by killing the Obsidian process, or clicking to close Obsidian altogether.",AUTOSAVE_INTERVAL_MOBILE_NAME:"Interval for autosave on Mobile",AUTOSAVE_INTERVAL_MOBILE_DESC:"I recommend a more frequent interval for Mobiles. Excalidraw will also save the file when closing a workspace tab or navigating within Obsidian, but away from the active Excalidraw tab (i.e. tapping on the Obsidian ribbon or checking backlinks, etc.). Excalidraw will not be able to save your work when terminating Obsidian directly (i.e. swiping it away). Also note, that when you switch apps on a Mobile device, sometimes Android and iOS closes Obsidian in the background to save system resources. In such a case Excalidraw will not be able to save the latest changes.",FILENAME_HEAD:"Filename",FILENAME_DESC:"<p>Click this link for the <a href='https://momentjs.com/docs/#/displaying/format/'>date and time format reference</a>.</p>",FILENAME_SAMPLE:"Filename for a new drawing is: ",FILENAME_EMBED_SAMPLE:"Filename for a new embedded drawing is: ",FILENAME_PREFIX_NAME:"Filename prefix",FILENAME_PREFIX_DESC:"The first part of the filename",FILENAME_PREFIX_EMBED_NAME:"Filename prefix when embedding a new drawing into a markdown note",FILENAME_PREFIX_EMBED_DESC:"Should the filename of the newly inserted drawing start with the name of the active markdown note when using the command palette action: <code>Create a new drawing and embed into active document</code>?<br><b><u>Toggle ON:</u></b> Yes, the filename of a new drawing should start with filename of the active document<br><b><u>Toggle OFF:</u></b> No, filename of a new drawing should not include the filename of the active document",FILENAME_POSTFIX_NAME:"Custom text after markdown Note's name when embedding",FILENAME_POSTFIX_DESC:"Affects filename only when embedding into a markdown document. This text will be inserted after the note's name, but before the date.",FILENAME_DATE_NAME:"Filename Date",FILENAME_DATE_DESC:"The last part of the filename. Leave empty if you do not want a date.",FILENAME_EXCALIDRAW_EXTENSION_NAME:".excalidraw.md or .md",FILENAME_EXCALIDRAW_EXTENSION_DESC:"This setting does not apply if you use Excalidraw in compatibility mode, i.e. you are not using Excalidraw markdown files.<br><b><u>Toggle ON:</u></b> filename ends with .excalidraw.md<br><b><u>Toggle OFF:</u></b> filename ends with .md",DISPLAY_HEAD:"Excalidraw appearance and behavior",DISPLAY_DESC:"In the 'appearance and behavior' section of Excalidraw Settings, you can fine-tune how Excalidraw appears and behaves. This includes options for dynamic styling, left-handed mode, matching Excalidraw and Obsidian themes, default modes, and more.",OVERRIDE_OBSIDIAN_FONT_SIZE_NAME:"Limit Obsidian Font Size to Editor Text",OVERRIDE_OBSIDIAN_FONT_SIZE_DESC:"Obsidian's custom font size setting affects the entire interface, including Excalidraw and themes that depend on the default font size. Enabling this option restricts font size changes to editor text, which will improve the look of Excalidraw. If parts of the UI look incorrect after enabling, try turning this setting off.",DYNAMICSTYLE_NAME:"Dynamic styling",DYNAMICSTYLE_DESC:"Change Excalidraw UI colors to match the canvas color",LEFTHANDED_MODE_NAME:"Left-handed mode",LEFTHANDED_MODE_DESC:"Currently only has effect in tray-mode. If turned on, the tray will be on the right side.<br><b><u>Toggle ON:</u></b> Left-handed mode.<br><b><u>Toggle OFF:</u></b> Right-handed mode.",IFRAME_MATCH_THEME_NAME:"Markdown embeds to match Excalidraw theme",IFRAME_MATCH_THEME_DESC:"<b><u>Toggle ON:</u></b> Set this to true if for example you are using Obsidian in dark-mode but use excalidraw with a light background. With this setting the embedded Obsidian markdown document will match the Excalidraw theme (i.e. light colors if Excalidraw is in light mode).<br><b><u>Toggle OFF:</u></b> Set this to false if you want the embedded Obsidian markdown document to match the Obsidian theme (i.e. dark colors if Obsidian is in dark mode).",MATCH_THEME_NAME:"New drawing to match Obsidian theme",MATCH_THEME_DESC:"If theme is dark, new drawing will be created in dark mode. This does not apply when you use a template for new drawings. Also this will not affect when you open an existing drawing. Those will follow the theme of the template/drawing respectively.<br><b><u>Toggle ON:</u></b> Follow Obsidian Theme<br><b><u>Toggle OFF:</u></b> Follow theme defined in your template",MATCH_THEME_ALWAYS_NAME:"Existing drawings to match Obsidian theme",MATCH_THEME_ALWAYS_DESC:"If theme is dark, drawings will be opened in dark mode. If your theme is light, they will be opened in light mode. <br><b><u>Toggle ON:</u></b> Match Obsidian theme<br><b><u>Toggle OFF:</u></b> Open with the same theme as last saved",MATCH_THEME_TRIGGER_NAME:"Excalidraw to follow when Obsidian Theme changes",MATCH_THEME_TRIGGER_DESC:"If this option is enabled open Excalidraw pane will switch to light/dark mode when Obsidian theme changes. <br><b><u>Toggle ON:</u></b> Follow theme changes<br><b><u>Toggle OFF:</u></b> Drawings are not affected by Obsidian theme changes",DEFAULT_OPEN_MODE_NAME:"Default mode when opening Excalidraw",DEFAULT_OPEN_MODE_DESC:"Specifies the mode how Excalidraw opens: Normal, Zen, or View mode. You may also set this behavior on a file level by adding the excalidraw-default-mode frontmatter key with a value of: normal, view, or zen to your document.",DEFAULT_PEN_MODE_NAME:"Pen mode",DEFAULT_PEN_MODE_DESC:"Should pen mode be automatically enabled when opening Excalidraw?",ENABLE_DOUBLE_CLICK_TEXT_EDITING_NAME:"Enable double-click text create",DISABLE_DOUBLE_TAP_ERASER_NAME:"Enable double-tap eraser in pen mode",DISABLE_SINGLE_FINGER_PANNING_NAME:"Enable single-finger panning in pen mode",SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_NAME:"Show (+) crosshair in pen mode",SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_DESC:"Show crosshair in pen mode when using the freedraw tool. <b><u>Toggle ON:</u></b> SHOW <b><u>Toggle OFF:</u></b> HIDE<br>The effect depends on the device. Crosshair is typically visible on drawing tablets, MS Surface, but not on iOS.",SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_NAME:"Render Excalidraw file as an image in hover preview...",SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_DESC:"...even if the file has the <b>excalidraw-open-md: true</b> frontmatter key.<br>When this setting is off and the file is set to open in md by default, the hover preview will show the markdown side of the document.<br>Note: <b>excalidraw-open-md</b> is different from <b>excalidraw-embed-md</b>. If <b>excalidraw-embed-md</b> is set to true, the hover preview will always show the markdown side, regardless of this setting. To force image rendering when embedding, use <code>![[drawing#^as-image]]</code> in your markdown file.",SHOW_DRAWING_OR_MD_IN_READING_MODE_NAME:"Render as image when in markdown reading mode of an Excalidraw file",SHOW_DRAWING_OR_MD_IN_READING_MODE_DESC:"When you are in markdown reading mode (aka. reading the back side of the drawing) should the Excalidraw drawing be rendered as an image? This setting will not affect the display of the drawing when you are in Excalidraw mode or when you embed the drawing into a markdown document or when rendering hover preview.<br><ul><li>See other related setting for <a href='#"+TAG_PDFEXPORT+"'>PDF Export</a> under 'Embedding and Exporting' further below.</li></ul><br>You must close the active excalidraw/markdown file and reopen it for this change to take effect.",SHOW_DRAWING_OR_MD_IN_EXPORTPDF_NAME:"Render Excalidraw as Image in Obsidian PDF Export",SHOW_DRAWING_OR_MD_IN_EXPORTPDF_DESC:"This setting controls how Excalidraw files are exported to PDF using Obsidian's built-in <b>Export to PDF</b> feature.<br><ul><li><b>Enabled:</b> The PDF will include the Excalidraw drawing as an image.</li><li><b>Disabled:</b> The PDF will include the markdown content as text.</li></ul>Note: This setting does not affect the PDF export feature within Excalidraw itself.<br>See the other related setting for <a href='#"+TAG_MDREADINGMODE+"'>Markdown Reading Mode</a> under 'Appearance and Behavior' further above.<br>⚠️ You must close and reopen the Excalidraw/markdown file for changes to take effect. ⚠️",MODES_HEAD:"Modes",TRAY_MODE_NAME:"Enable tray-mode",COMPACT_MODE_NAME:"Compact-mode on Tablets",COMPACT_MODE_DESC:"Overrides tray-mode on tablets, allowing the native Excalidraw compact-mode to be used instead.",HOTKEY_OVERRIDE_HEAD:"Hotkey overrides",HOTKEY_OVERRIDE_DESC:`Some of the Excalidraw hotkeys such as <code>${labelCTRL()}+Enter</code> to edit text or <code>${labelCTRL()}+K</code> to create an element link conflict with Obsidian hotkey settings. The hotkey combinations you add below will override Obsidian's hotkey settings while using Excalidraw, thus you can add <code>${labelCTRL()}+G</code> if you want to default to Group Object in Excalidraw instead of opening Graph View.`,THEME_HEAD:"Theme and styling",ZOOM_AND_PAN_HEAD:"Zoom and Pan",PAN_WITH_RIGHT_MOUSE_BUTTON_NAME:"Right-click drag to pan",PAN_WITH_RIGHT_MOUSE_BUTTON_DESC:"Right-click and drag to pan the canvas (Miro-style). Press 'm' to open the context menu.",DEFAULT_PINCHZOOM_NAME:"Allow pinch zoom in pen mode",DEFAULT_PINCHZOOM_DESC:"Pinch zoom in pen mode when using the freedraw tool is disabled by default to prevent unwanted accidental zooming with your palm.<br><b><u>Toggle ON:</u></b> Enable pinch zoom in pen mode<br><b><u>Toggle OFF:</u></b>Disable pinch zoom in pen mode",DEFAULT_WHEELZOOM_NAME:"Mouse wheel to zoom by default",DEFAULT_WHEELZOOM_DESC:`<b><u>Toggle ON:</u></b> Mouse wheel to zoom; ${labelCTRL()} + mouse wheel to scroll</br><b><u>Toggle OFF:</u></b>${labelCTRL()} + mouse wheel to zoom; Mouse wheel to scroll`,ZOOM_TO_FIT_NAME:"Zoom to fit on view resize",ZOOM_TO_FIT_DESC:"Zoom to fit drawing when the pane is resized<br><b><u>Toggle ON:</u></b> Zoom to fit<br><b><u>Toggle OFF:</u></b> Auto zoom disabled",ZOOM_TO_FIT_ONOPEN_NAME:"Zoom to fit on file open",ZOOM_TO_FIT_ONOPEN_DESC:"Zoom to fit drawing when the drawing is first opened<br><b><u>Toggle ON:</u></b> Zoom to fit<br><b><u>Toggle OFF:</u></b> Auto zoom disabled",ZOOM_TO_FIT_MAX_LEVEL_NAME:"Zoom to fit max ZOOM level",ZOOM_TO_FIT_MAX_LEVEL_DESC:"Set the maximum level to which zoom to fit will enlarge the drawing. Minimum is 0.5 (50%) and maximum is 10 (1000%).",ZOOM_STEP_NAME:"Zoom increment",ZOOM_STEP_DESC:"Zoom increment (in percentage points) for actions like mouse wheel zoom. Smaller values give finer control but may require excessive scrolling. Default: 5%.",ZOOM_MIN_NAME:"Minimum zoom",ZOOM_MIN_DESC:"How far you can zoom out (fit more of the drawing on screen). Default: 10%. Values below 10% were historically unstable—lower with caution and reset to 10% if issues occur.",ZOOM_MAX_NAME:"Maximum zoom",ZOOM_MAX_DESC:"Upper zoom limit. Default: 3000%. Usually no need to change; included for completeness.",PEN_HEAD:"Pen",GRID_HEAD:"Grid",GRID_DYNAMIC_COLOR_NAME:"Dynamic grid color",GRID_DYNAMIC_COLOR_DESC:"<b><u>Toggle ON:</u></b>Change grid color to match the canvas color<br><b><u>Toggle OFF:</u></b>Use the color below as the grid color",GRID_COLOR_NAME:"Grid color",GRID_OPACITY_NAME:"Grid opacity",GRID_OPACITY_DESC:"Grid opacity will also control the opacity of the binding box when binding an arrow to an element.<br>Set the opacity of the grid. 0 is transparent, 100 is opaque.",GRID_DIRECTION_NAME:"Grid direction",GRID_DIRECTION_DESC:"The first toggle shows/hides the horizontal grid, the second toggle shows/hides the vertical grid.",GRID_HORIZONTAL:"Render horizontal grid",GRID_VERTICAL:"Render vertical grid",LASER_HEAD:"Laser pointer",LASER_COLOR:"Laser pointer color",LASER_DECAY_TIME_NAME:"Laser pointer decay time",LASER_DECAY_TIME_DESC:"Laser pointer decay time in milliseconds. Default is 1000 (i.e. 1 second).",LASER_DECAY_LENGTH_NAME:"Laser pointer decay length.",LASER_DECAY_LENGTH_DESC:"Laser pointer decay length in line points. Default is 50.",LINKS_HEAD:"Links, transclusion and TODOs",LINKS_HEAD_DESC:"In the 'Links, transclusion and TODOs' section of Excalidraw Settings, you can configure how Excalidraw handles links, transclusions, and TODO items. This includes options for opening links, managing panes, displaying links with brackets, customizing link prefixes, handling TODO items, and more. ",LINKS_DESC:`${labelCTRL()}+CLICK on <code>[[Text Elements]]</code> to open them as links. If the selected text has more than one <code>[[valid Obsidian links]]</code>, only the first will be opened. If the text starts as a valid web link (i.e. <code>https://</code> or <code>http://</code>), then the plugin will open it in a browser. When Obsidian files change, the matching <code>[[link]]</code> in your drawings will also change. If you don't want text accidentally changing in your drawings use <code>[[links|with aliases]]</code>.`,DRAG_MODIFIER_NAME:"Link Click and Drag&Drop Modifier Keys",DRAG_MODIFIER_DESC:"Modifier key behavior when clicking links and dragging and dropping elements. Excalidraw will not validate your configuration... pay attention to avoid conflicting settings. These settings are different for Apple and non-Apple. If you use Obsidian on multiple platforms, you'll need to make the settings separately. The toggles follow the order of "+(DEVICE.isIOS||DEVICE.isMacOS?"SHIFT, CMD, OPT, CONTROL.":"SHIFT, CTRL, ALT, META (Windows key)."),LONG_PRESS_DESKTOP_NAME:"Long press to open desktop",LONG_PRESS_DESKTOP_DESC:"Long press delay in milliseconds to open an Excalidraw Drawing embedded in a Markdown file. ",LONG_PRESS_MOBILE_NAME:"Long press to open mobile",LONG_PRESS_MOBILE_DESC:"Long press delay in milliseconds to open an Excalidraw Drawing embedded in a Markdown file. ",DOUBLE_CLICK_LINK_OPEN_VIEW_MODE:"Allow double-click to open links in view mode",FOCUS_ON_EXISTING_TAB_NAME:"Focus on Existing Tab",FOCUS_ON_EXISTING_TAB_DESC:"When opening a link, Excalidraw will focus on the existing tab if the file is already open. Enabling this setting overrides 'Reuse Adjacent Pane' when the file is already open except for the 'Open the back-of-the-note of the selected excalidraw image' command palette action.",SECOND_ORDER_LINKS_NAME:"Show second-order links",SECOND_ORDER_LINKS_DESC:"Show links when clicking on a link in Excalidraw. Second-order link are backlinks pointing to the link being clicked. When using image icons to connect similar notes, second order links allow you to get to related notes in one click instead of two. See <a href='https://youtube.com/shorts/O_1ls9c6wBY?feature=share'>YT Short</a> to understand.",ADJACENT_PANE_NAME:"Reuse adjacent pane",ADJACENT_PANE_DESC:`When ${labelCTRL()}+${labelALT()} clicking a link in Excalidraw, by default the plugin will open the link in a new pane. Turning this setting on, Excalidraw will first look for an existing pane, and try to open the link there. Excalidraw will look for the other workspace pane based on your focus/navigation history, i.e. the workpane that was active before you activated Excalidraw.`,MAINWORKSPACE_PANE_NAME:"Open in main workspace",MAINWORKSPACE_PANE_DESC:`When ${labelCTRL()}+${labelALT()} clicking a link in Excalidraw, by default the plugin will open the link in a new pane in the current active window. Turning this setting on, Excalidraw will open the link in an existing or new pane in the main workspace. `,LINK_BRACKETS_NAME:"Show <code>[[brackets]]</code> around links",LINK_BRACKETS_DESC:`In PREVIEW mode, when parsing Text Elements, place brackets around links. You can override this setting for a specific drawing by adding <code>${FRONTMATTER_KEYS["link-brackets"].name}: true/false</code> to the file's frontmatter.`,LINK_PREFIX_NAME:"Link prefix",LINK_PREFIX_DESC:`In PREVIEW mode, if the Text Element contains a link, precede the text with these characters. You can override this setting for a specific drawing by adding <code>${FRONTMATTER_KEYS["link-prefix"].name}: "📍 "</code> to the file's frontmatter.`,URL_PREFIX_NAME:"URL prefix",URL_PREFIX_DESC:`In PREVIEW mode, if the Text Element contains a URL link, precede the text with these characters. You can override this setting for a specific drawing by adding <code>${FRONTMATTER_KEYS["url-prefix"].name}: "🌐 "</code> to the file's frontmatter.`,PARSE_TODO_NAME:"Parse todo",PARSE_TODO_DESC:"Convert '- [ ] ' and '- [x] ' to checkbox and tick in the box.",TODO_NAME:"Open TODO icon",TODO_DESC:"Icon to use for open TODO items",DONE_NAME:"Completed TODO icon",DONE_DESC:"Icon to use for completed TODO items",HOVERPREVIEW_NAME:`Hover preview without pressing the ${labelCTRL()} key`,HOVERPREVIEW_DESC:`<b><u>Toggle ON:</u></b> In Exalidraw <u>view mode</u> the hover preview for [[wiki links]] will be shown immediately, without the need to hold the ${labelCTRL()} key. In Excalidraw <u>normal mode</u>, the preview will be shown immediately only when hovering the blue link icon in the top right of the element.<br> <b><u>Toggle OFF:</u></b> Hover preview is shown only when you hold the ${labelCTRL()} key while hovering the link.`,LINKOPACITY_NAME:"Opacity of link icon",LINKOPACITY_DESC:"Opacity of the link indicator icon in the top right corner of an element. 1 is opaque, 0 is transparent.",LINK_CTRL_CLICK_NAME:`${labelCTRL()}+CLICK on text with [[links]] or [](links) to open them`,LINK_CTRL_CLICK_DESC:`You can turn this feature off if it interferes with default Excalidraw features you want to use. If this is turned off, you can either use ${labelCTRL()} + ${labelMETA()} or the link indicator in the top right of the element to open links.`,TRANSCLUSION_WRAP_NAME:"Overflow wrap behavior of transcluded text",TRANSCLUSION_WRAP_DESC:"Number specifies the character count where the text should be wrapped. Set the text wrapping behavior of transcluded text. Turn this ON to force-wrap text (i.e. no overflow), or OFF to soft-wrap text (at the nearest whitespace).",TRANSCLUSION_DEFAULT_WRAP_NAME:"Transclusion word wrap default",TRANSCLUSION_DEFAULT_WRAP_DESC:"You can manually set/override word wrapping length using the `![[page#^block]]{NUMBER}` format. Normally you will not want to set a default, because if you transclude text inside a sticky note, then Excalidraw will automatically take care of word wrapping. Set this value to `0` if you do not want to set a default. ",PAGE_TRANSCLUSION_CHARCOUNT_NAME:"Page transclusion max char count",PAGE_TRANSCLUSION_CHARCOUNT_DESC:"The maximum number of characters to display from the page when transcluding an entire page with the ![[markdown page]] format.",QUOTE_TRANSCLUSION_REMOVE_NAME:"Quote translusion: remove leading '> ' from each line",QUOTE_TRANSCLUSION_REMOVE_DESC:"Remove the leading '> ' from each line of the transclusion. This will improve readability of quotes in text only transclusions<br><b><u>Toggle ON:</u></b> Remove leading '> '<br><b><u>Toggle OFF:</u></b> Do not remove leading '> ' (note it will still be removed from the first row due to Obsidian API functionality)",GET_URL_TITLE_NAME:"Use iframely to resolve page title",GET_URL_TITLE_DESC:"Use the <code>http://iframely.server.crestify.com/iframely?url=</code> to get title of page when dropping a link into Excalidraw",PDF_TO_IMAGE:"PDF to Image",PDF_TO_IMAGE_SCALE_NAME:"PDF to Image conversion scale",PDF_TO_IMAGE_SCALE_DESC:"Sets the resolution of the image that is generated from the PDF page. Higher resolution will result in bigger images in memory and consequently a higher load on your system (slower performance), but sharper image. Additionally, if you want to copy PDF pages (as images) to Excalidraw.com, the bigger image size may result in exceeding the 2MB limit on Excalidraw.com.",EMBED_TOEXCALIDRAW_HEAD:"Embed files into Excalidraw",EMBED_TOEXCALIDRAW_DESC:"In the Embed Files section of Excalidraw Settings, you can configure how various files are embedded into Excalidraw. This includes options for embedding interactive markdown files, PDFs, and markdown files as images.",MD_HEAD:"Embed markdown into Excalidraw as image",MD_EMBED_CUSTOMDATA_HEAD_NAME:"Interactive Markdown Files",MD_EMBED_CUSTOMDATA_HEAD_DESC:'The below settings will only effect future embeds. Current embeds remain unchanged. The theme setting of embedded frames is under the "Excalidraw appearance and behavior" section.',MD_EMBED_SINGLECLICK_EDIT_NAME:"Single click to edit embedded markdown",MD_EMBED_SINGLECLICK_EDIT_DESC:"Single click on an embedded markdown file to edit it. When turned off, the markdown file will first open in preview mode, then switch to edit mode when you click on it again.",MD_TRANSCLUDE_WIDTH_NAME:"Default width of a transcluded markdown document",MD_TRANSCLUDE_WIDTH_DESC:"The width of the markdown page. This affects the word wrapping when transcluding longer paragraphs, and the width of the image element. You can override the default width of an embedded file using the <code>[[filename#heading|WIDTHxMAXHEIGHT]]</code> syntax in markdown view mode under embedded files.",MD_TRANSCLUDE_HEIGHT_NAME:"Default maximum height of a transcluded markdown document",MD_TRANSCLUDE_HEIGHT_DESC:"The embedded image will be as high as the markdown text requires, but not higher than this value. You can override this value by editing the embedded image link in markdown view mode with the following syntax <code>[[filename#^blockref|WIDTHxMAXHEIGHT]]</code>.",MD_DEFAULT_FONT_NAME:"The default font typeface to use for embedded markdown files.",MD_DEFAULT_FONT_DESC:'Set this value to "Virgil" or "Cascadia" or the filename of a valid <code>.ttf</code>, <code>.woff</code>, or <code>.woff2</code> font e.g. <code>MyFont.woff2</code> You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-font: font_or_filename</code>',MD_DEFAULT_COLOR_NAME:"The default font color to use for embedded markdown files.",MD_DEFAULT_COLOR_DESC:'Set this to any valid css color name e.g. "steelblue" (<a href="https://www.w3schools.com/colors/colors_names.asp">color names</a>), or a valid hexadecimal color e.g. "#e67700", or any other valid css color string. You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-font-color: steelblue</code>',MD_DEFAULT_BORDER_COLOR_NAME:"The default border color to use for embedded markdown files.",MD_DEFAULT_BORDER_COLOR_DESC:'Set this to any valid css color name e.g. "steelblue" (<a href="https://www.w3schools.com/colors/colors_names.asp">color names</a>), or a valid hexadecimal color e.g. "#e67700", or any other valid css color string. You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-border-color: gray</code>. Leave empty if you don\'t want a border. ',MD_CSS_NAME:"CSS file",MD_CSS_DESC:`The filename of the CSS to apply to markdown embeds. Provide the filename with extension (e.g. 'md-embed.css'). The css file may also be a plain markdown file (e.g. 'md-embed-css.md'), just make sure the content is written using valid css syntax. If you need to look at the HTML code you are applying the CSS to, then open Obsidian Developer Console (${DEVICE.isIOS||DEVICE.isMacOS?"CMD+OPT+i":"CTRL+SHIFT+i"}) and type in the following command: "ExcalidrawAutomate.mostRecentMarkdownSVG". This will display the most recent SVG generated by Excalidraw. Setting the font-family in the css is has limitations. By default only your operating system's standard fonts are available (see README for details). You can add one custom font beyond that using the setting above. You can override this css setting by adding the following frontmatter-key to the embedded markdown file: "excalidraw-css: css_file_in_vault|css-snippet".`,EMBED_HEAD:"Embedding Excalidraw into your Notes and Exporting",EMBED_DESC:'In the "Embed & Export" settings, you can configure how images and Excalidraw drawings are embedded and exported within your documents. Key settings include choosing the image type for markdown preview (such as Native SVG or PNG), specifying the type of file to insert into the document (original Excalidraw, PNG, or SVG), and managing image caching for embedding in markdown. You can also control image sizing, whether to embed drawings using wiki links or markdown links, and adjust settings related to image themes, background colors, and Obsidian integration. \n    Additionally, there are settings for auto-export, which automatically generates SVG and/or PNG files to match the title of your Excalidraw drawings, keeping them in sync with file renames and deletions.',EMBED_CANVAS:"Obsidian Canvas support",EMBED_CANVAS_NAME:"Immersive embedding",EMBED_CANVAS_DESC:"Hide canvas node border and background when embedding an Excalidraw drawing to Canvas. Note that for a full transparent background for your image, you will still need to configure Excalidraw to export images with transparent background.",EMBED_CACHING:"Image caching and rendering optimization",RENDERING_CONCURRENCY_NAME:"Image rendering concurrency",RENDERING_CONCURRENCY_DESC:"Number of parallel workers to use for image rendering. Increasing this number will speed up the rendering process, but may slow down the rest of the system. The default value is 3. You can increase this number if you have a powerful system.",EXPORT_SUBHEAD:"Export Settings",EMBED_SIZING:"Image sizing",EMBED_THEME_BACKGROUND:"Image theme and background color",EMBED_IMAGE_CACHE_NAME:"Cache images for embedding in markdown",EMBED_IMAGE_CACHE_DESC:"Cache images for embedding in markdown. This will speed up the embedding process, but in case you compose images of several sub-component drawings, the embedded image in Markdown won't update until you open the drawing and save it to trigger an update of the cache.",SCENE_IMAGE_CACHE_NAME:"Cache nested Excalidraws in Scene",SCENE_IMAGE_CACHE_DESC:"Cache nested Excalidraws in the Scene for faster scene rendering. This will speed up the rendering process, especially if you have deeply nested Excalidraws in your scene. Excalidraw will try to intelligently identify if any children of a nested Excalidraw have changed and will update the cache accordingly. You may want to turn this off, in case you are suspecting that the cache is not updating properly.",EMBED_IMAGE_CACHE_CLEAR:"Purge Cache",BACKUP_CACHE_CLEAR:"Purge Backups",BACKUP_CACHE_CLEAR_CONFIRMATION:"This action will delete all Excalidraw drawing backups. Backups are used as a safety measure in case your drawing file gets damaged. Each time you open Obsidian the plugin automatically deletes backups for files that no longer exist in your Vault. Are you sure you want to clear all backups?",EMBED_REUSE_EXPORTED_IMAGE_NAME:"If found, use the already exported image for preview",EMBED_REUSE_EXPORTED_IMAGE_DESC:"This setting works in conjunction with the <a href='#"+TAG_AUTOEXPORT+"'>Auto-export SVG/PNG</a> setting. If an exported image that matches the file name of the drawing is available, use that image instead of generating a preview image on the fly. This will result in faster previews especially when you have many embedded objects in the drawing, however, it may happen that your latest changes are not displayed and that the image will not automatically match your Obsidian theme in case you have changed the Obsidian theme since the export was created. This setting only applies to embedding images into markdown documents. For a number of reasons, the same approach cannot be used to expedite the loading of drawings with many embedded objects. See demonstration <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.23' target='_blank'>here</a>.",EMBED_PREVIEW_IMAGETYPE_NAME:"Image type in markdown preview",EMBED_PREVIEW_IMAGETYPE_DESC:"<b><u>Native SVG</u></b>: High Image Quality. Embedded Websites, YouTube videos, Obsidian Links, and external images embedded via a URL will all work. Embedded Obsidian pages will not<br><b><u>SVG Image</u></b>: High Image Quality. Embedded elements and images embedded via URL only have placeholders, links don't work<br><b><u>PNG Image</u></b>: Lower Image Quality, but in some cases better performance with large drawings. Embedded elements and images embedded via URL only have placeholders, links don't work. Also some of the <a href='https://www.youtube.com/watch?v=yZQoJg2RCKI&t=633s' target='_blank'>image block referencing features</a> do not work with PNG embeds.",PREVIEW_MATCH_OBSIDIAN_NAME:"Excalidraw preview to match Obsidian theme",PREVIEW_MATCH_OBSIDIAN_DESC:"Image preview in documents should match the Obsidian theme. If enabled, when Obsidian is in dark mode, Excalidraw images will render in dark mode. When Obsidian is in light mode, Excalidraw will render light mode as well. You may want to switch 'Export image with background' off for a more Obsidian-integrated look and feel.",EMBED_WIDTH_NAME:"Default width of embedded (transcluded) image",EMBED_WIDTH_DESC:"The default width of an embedded drawing. This applies to live preview edit and reading mode, as well as to hover previews. You can specify a custom width when embedding an image using the <code>![[drawing.excalidraw|100]]</code> or <code>[[drawing.excalidraw|100x100]]</code> format.",EMBED_HEIGHT_NAME:"Default height of embedded (transcluded) image",EMBED_HEIGHT_DESC:"The default height of an embedded drawing. This applies to live preview edit and reading mode, as well as to hover previews. You can specify a custom height when embedding an image using the <code>![[drawing.excalidraw|100]]</code> or <code>[[drawing.excalidraw|100x100]]</code> format.",EMBED_TYPE_NAME:"Type of file to insert into the document",EMBED_TYPE_DESC:"When you embed an image into a document using the command palette this setting will specify if Excalidraw should embed the original Excalidraw file or a PNG or an SVG copy. You need to enable <a href='#"+TAG_AUTOEXPORT+"'>auto-export PNG / SVG</a> (see below under Export Settings) for those image types to be available in the dropdown. For drawings that do not have a a corresponding PNG or SVG readily available the command palette action will insert a broken link. You need to open the original drawing and initiate export manually. This option will not autogenerate PNG/SVG files, but will simply reference the already existing files.",EMBED_MARKDOWN_COMMENT_NAME:"Embed link to drawing as comment",EMBED_MARKDOWN_COMMENT_DESC:"Embed the link to the original Excalidraw file as a markdown link under the image, e.g.:<code>%%[[drawing.excalidraw]]%%</code>.<br>Instead of adding a markdown comment you may also select the embedded SVG or PNG line and use the command palette action: '<code>Excalidraw: Open Excalidraw drawing</code>' to open the drawing.",EMBED_WIKILINK_NAME:"Embed Drawing using Wiki link",EMBED_WIKILINK_DESC:"<b><u>Toggle ON:</u></b> Excalidraw will embed a [[wiki link]].<br><b><u>Toggle OFF:</u></b> Excalidraw will embed a [markdown](link).",EXPORT_PNG_SCALE_NAME:"PNG export image scale",EXPORT_PNG_SCALE_DESC:"The size-scale of the exported PNG image",EXPORT_BACKGROUND_NAME:"Export image with background",EXPORT_BACKGROUND_DESC:"If turned off, the exported image will be transparent.",EXPORT_PADDING_NAME:"Image Padding",EXPORT_PADDING_DESC:"The padding (in pixels) around the exported SVG or PNG image. Padding is set to 0 for clippedFrame references.If you have curved lines close to the edge of the image they might get cropped during image export. You can increase this value to avoid cropping. You can also override this setting at a file level by adding the <code>excalidraw-export-padding: 5<code> frontmatter key.",EXPORT_THEME_NAME:"Export image with theme",EXPORT_THEME_DESC:"Export the image matching the dark/light theme of your drawing. If turned off, drawings created in dark mode will appear as they would in light mode.",EXPORT_EMBED_SCENE_NAME:"Embed scene in exported image",EXPORT_EMBED_SCENE_DESC:"Embed Excalidraw scene in exported image. Can be overridden at a file level by adding the <code>excalidraw-export-embed-scene: true/false<code> frontmatter key. The setting only takes effect the next time you (re)open drawings.",PDF_EXPORT_SETTINGS:"PDF Export Settings",EXPORT_HEAD:"Auto-export Settings",EXPORT_SYNC_NAME:"Keep the .SVG and/or .PNG filenames in sync with the drawing file",EXPORT_SYNC_DESC:"When turned on, the plugin will automatically update the filename of the .SVG and/or .PNG files when the drawing in the same folder (and same name) is renamed. The plugin will also automatically delete the .SVG and/or .PNG files when the drawing in the same folder (and same name) is deleted. ",EXPORT_SVG_NAME:"Auto-export SVG",EXPORT_SVG_DESC:"Automatically create an SVG export of your drawing matching the title of your file. The plugin will save the *.SVG file in the same folder as the drawing. Embed the .svg file into your documents instead of Excalidraw making you embeds platform independent. While the auto-export switch is on, this file will get updated every time you edit the Excalidraw drawing with the matching name. You can override this setting on a file level by adding the <code>excalidraw-autoexport</code> frontmatter key. Valid values for this key are <code>none</code>,<code>both</code>,<code>svg</code>, and <code>png</code>.",EXPORT_PNG_NAME:"Auto-export PNG",EXPORT_PNG_DESC:"Same as the auto-export SVG, but for *.PNG",EXPORT_BOTH_DARK_AND_LIGHT_NAME:"Export both dark- and light-themed image",EXPORT_BOTH_DARK_AND_LIGHT_DESC:"When enabled, Excalidraw will export two files instead of one: filename.dark.png, filename.light.png and/or filename.dark.svg and filename.light.svg<br>Double files will be exported both if auto-export SVG or PNG (or both) are enabled, as well as when clicking export on a single image.",COMPATIBILITY_HEAD:"Compatibility features",COMPATIBILITY_DESC:"You should only enable these features if you have a strong reason for wanting to work with excalidraw.com files instead of markdown files. Many of the plugin features are not supported on legacy files. Typical usecase would be if you use set your vault up on top of a Visual Studio Code project folder and you have .excalidraw drawings you want to access from Visual Studio Code as well. Another usecase might be using Excalidraw in Logseq and Obsidian in parallel.",DUMMY_TEXT_ELEMENT_LINT_SUPPORT_NAME:"Linter compatibility",DUMMY_TEXT_ELEMENT_LINT_SUPPORT_DESC:"Excalidraw is sensitive to the file structure below <code># Excalidraw Data</code>. Automatic linting of documents can create errors in Excalidraw Data. While I've made some effort to make the data loading resilient to lint changes, this solution is not foolproof.<br><mark>The best is to avoid linting or otherwise automatically changing Excalidraw documents using different plugins.</mark><br>Use this setting if for good reasons you have decided to ignore my recommendation and configured linting of Excalidraw files.<br> The <code>## Text Elements</code> section is sensitive to empty lines. A common linting approach is to add an empty line after section headings. In case of Excalidraw this will break/change the first text element in your drawing. To overcome this, you can enable this setting. When enabled, Excalidraw will add a dummy element to the beginning of <code>## Text Elements</code> that the linter can safely modify.",PRESERVE_TEXT_AFTER_DRAWING_NAME:"Zotero and Footnotes compatibility",PRESERVE_TEXT_AFTER_DRAWING_DESC:"Preserve text after the ## Drawing section of the markdown file. This may have a very slight performance impact when saving very large drawings.",DEBUGMODE_NAME:"Enable debug messages",DEBUGMODE_DESC:"I recommend restarting Obsidian after enabling/disabling this setting. This enable debug messages in the console. This is useful for troubleshooting issues. If you are experiencing problems with the plugin, please enable this setting, reproduce the issue, and include the console log in the issue you raise on <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/issues'>GitHub</a>",SLIDING_PANES_NAME:"Sliding panes plugin support",SLIDING_PANES_DESC:"Need to restart Obsidian for this change to take effect.<br>If you use the <a href='https://github.com/deathau/sliding-panes-obsidian' target='_blank'>Sliding Panes plugin</a> you can enable this setting to make Excalidraw drawings work with the Sliding Panes plugin.<br>Note, that Excalidraw Sliding Panes support causes compatibility issues with Obsidian Workspaces.<br>Note also, that the 'Stack Tabs' feature is now available in Obsidian, providing native support for most of the Sliding Panes functionality.",EXPORT_EXCALIDRAW_NAME:"Auto-export Excalidraw",EXPORT_EXCALIDRAW_DESC:"Same as the auto-export SVG, but for *.Excalidraw",SYNC_EXCALIDRAW_NAME:"Sync *.excalidraw with *.md version of the same drawing",SYNC_EXCALIDRAW_DESC:"If the modified date of the *.excalidraw file is more recent than the modified date of the *.md file then update the drawing in the .md file based on the .excalidraw file",COMPATIBILITY_MODE_NAME:"New drawings as legacy files",COMPATIBILITY_MODE_DESC:"⚠️ Enable this only if you know what you are doing. In 99.9% of the cases you DO NOT want this on. By enabling this feature drawings you create with the ribbon icon, the command palette actions, and the file explorer are going to be all legacy *.excalidraw files. This setting will also turn off the reminder message when you open a legacy file for editing.",MATHJAX_NAME:"MathJax (LaTeX) javascript library host",MATHJAX_DESC:"If you are using LaTeX equations in Excalidraw, then the plugin needs to load a javascript library for that. Some users are unable to access certain host servers. If you are experiencing issues, try changing the host here. You may need to restart Obsidian after closing settings, for this change to take effect.",LATEX_DEFAULT_NAME:"Default LaTeX formula for new equations",LATEX_DEFAULT_DESC:"Leave empty if you don't want a default formula. You can add default formatting here such as <code>\\color{white}</code>.",LATEX_PREAMBLE_NAME:"LaTeX preamble file (CasE SEnSiTivE!)",LATEX_PREAMBLE_DESC:"Full filepath to the preamble file, leave empty for default. If the file doesn't exist this option will be ignored.<br><strong>Important:</strong> Requires obsidian reload after change to take effect!",NONSTANDARD_HEAD:"Non-Excalidraw.com supported features",NONSTANDARD_DESC:'These settings in the "Non-Excalidraw.com Supported Features" section provide customization options beyond the default Excalidraw.com features. These features are not available on excalidraw.com. When exporting the drawing to Excalidraw.com these features will appear different.\n    You can configure the number of custom pens displayed next to the Obsidian Menu on the canvas, allowing you to choose from a range of options. Additionally, you can enable a local font option, which adds a local font to the list of fonts on the element properties panel for text elements. ',RENDER_TWEAK_HEAD:"Rendering tweaks",MAX_IMAGE_ZOOM_IN_NAME:"Maximum image zoom in resolution",MAX_IMAGE_ZOOM_IN_DESC:"To save on memory and because Apple Safari (Obsidian on iOS) has some hard-coded limitations, Excalidraw.com limits the max resolution of images and large objects when zooming in. You can override this limitation using a multiplicator. This means you are multiplying the limit set by default in Excalidraw, the larger the multiplier the better the image zoom in resolution will be, and the more memory it will consume. I recommend playing with multiple values for this setting. You know you've hit the wall, when zooming in to a larger PNG image suddenly the image disappears from view. The default value is 1. The setting has no effect on iOS.",CUSTOM_PEN_HEAD:"Custom pens",CUSTOM_PEN_NAME:"Number of custom pens",CUSTOM_PEN_DESC:"You will see these pens next to the Obsidian Menu on the canvas. You can customize the pens on the canvas by long-pressing the pen button.",EXPERIMENTAL_HEAD:"Miscellaneous features",EXPERIMENTAL_DESC:"These miscellaneous features in Excalidraw include options for setting default LaTeX formulas for new equations, enabling a Field Suggester for autocompletion, displaying type indicators for Excalidraw files, enabling immersive image embedding in live preview editing mode, and experimenting with Taskbone Optical Character Recognition for text extraction from images and drawings. Users can also enter a Taskbone API key for extended usage of the OCR service.",EA_HEAD:"Excalidraw Automate",EA_DESC:"ExcalidrawAutomate is a scripting and automation API for Excalidraw. Unfortunately, the documentation of the API is sparse. I recommend reading the <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/docs/API/ExcalidrawAutomate.d.ts'>ExcalidrawAutomate.d.ts</a> file, visiting the <a href='https://zsviczian.github.io/obsidian-excalidraw-plugin/'>ExcalidrawAutomate How-to</a> page - though the information here has not been updated for a long while -, and finally to enable the field suggester below. The field suggester will show you the available functions, their parameters and short description as you type. The field suggester is the most up-to-date documentation of the API.",FIELD_SUGGESTER_NAME:"Enable Field Suggester",FIELD_SUGGESTER_DESC:"Field Suggester borrowed from Breadcrumbs and Templater plugins. The Field Suggester will show an autocomplete menu when you type <code>excalidraw-</code> or <code>ea.</code> with function description as hints on the individual items in the list.",STARTUP_SCRIPT_NAME:"Startup script",STARTUP_SCRIPT_DESC:"If set, excalidraw will execute the script at plugin startup. This is useful if you want to set any of the Excalidraw Automate hooks. The startup script is a markdown file that should contain the javascript code you want to execute when Excalidraw starts.",STARTUP_SCRIPT_BUTTON_CREATE:"Create startup script",STARTUP_SCRIPT_BUTTON_OPEN:"Open startup script",STARTUP_SCRIPT_EXISTS:"Startup script file already exists",FILETYPE_NAME:"Display type (✏️) for excalidraw.md files in File Explorer",FILETYPE_DESC:"Excalidraw files will receive an indicator using the emoji or text defined in the next setting.",FILETAG_NAME:"Set the type indicator for excalidraw.md files",FILETAG_DESC:"The text or emoji to display as type indicator.",INSERT_EMOJI:"Insert an emoji",LIVEPREVIEW_NAME:"Immersive image embedding in live preview editing mode",LIVEPREVIEW_DESC:"Turn this on to support image embedding styles such as ![[drawing|width|style]] in live preview editing mode. The setting will not affect the currently open documents. You need close the open documents and re-open them for the change to take effect.",FADE_OUT_EXCALIDRAW_MARKUP_NAME:"Fade out Excalidraw markup",FADE_OUT_EXCALIDRAW_MARKUP_DESC:"In Markdown view mode, the section after the markdown comment %% fades out. The text is still there, but the visual clutter is reduced. Note, you can place the %% in the line right above # Text Elements, in this case the entire drawing markdown will fade out including # Text Elements. The side effect is you won't be able to block reference text in other markdown notes, that is after the %% comment section. This is seldom an issue. Should you want to edit the Excalidraw markdown script, simply switch to markdown view mode and temporarily remove the %% comment.",EXCALIDRAW_PROPERTIES_NAME:"Load Excalidraw Properties into Obsidian Suggester",EXCALIDRAW_PROPERTIES_DESC:"Toggle this setting to load Excalidraw document properties into Obsidian's property suggester at plugin startup. Enabling this feature simplifies the use of Excalidraw front matter properties, allowing you to leverage many powerful settings. If you prefer not to load these properties automatically, you can disable this feature, but you will need to manually remove any unwanted properties from the suggester. Note that turning on this setting requires restarting the plugin as properties are loaded at startup.",FONTS_HEAD:"Fonts",FONTS_DESC:"Configure local fontfaces and downloaded CJK fonts for Excalidraw.",CUSTOM_FONT_HEAD:"Local font",ENABLE_FOURTH_FONT_NAME:"Enable local font option",ENABLE_FOURTH_FONT_DESC:"Enabling this option will add a local font to the font list in the properties panel for text elements. Be aware that using this local font may compromise platform independence. Files using the custom font might render differently when opened in a different vault or at a later time, depending on the font settings. Additionally, the 4th font will default to the system font on excalidraw.com or other Excalidraw versions.",FOURTH_FONT_NAME:"Local font file",FOURTH_FONT_DESC:"Select a .otf, .ttf, .woff, or .woff2 font file from your vault to use as the local font. If no file is selected, Excalidraw will default to the Virgil font. For optimal performance, it is recommended to use a .woff2 file, as Excalidraw will encode only the necessary glyphs when exporting images to SVG. Other font formats will embed the entire font in the exported file, potentially resulting in significantly larger file sizes.",OFFLINE_CJK_NAME:"Offline CJK font support",OFFLINE_CJK_DESC:'<strong>Changes you make here will only take effect after restarting Obsidian.</strong><br>\n     Excalidraw.com offers handwritten CJK fonts. By default these fonts are not included in the plugin locally, but are served from the Internet. \n     If you prefer to keep Excalidraw fully local, allowing it to work without Internet access you can download the necessary <a href="https://github.com/zsviczian/obsidian-excalidraw-plugin/raw/refs/heads/master/assets/excalidraw-fonts.zip" target="_blank">font files from GitHub</a>.\n     After downloading, unzip the contents into a folder within your Vault.<br>\n     Pre-loading fonts will impact startup performance. For this reason you can select which fonts to load.',CJK_ASSETS_FOLDER_NAME:"CJK Font Folder (cAsE sENsiTIvE!)",CJK_ASSETS_FOLDER_DESC:'You can set the location of the CJK fonts folder here. For example, you may choose to place it under <code>Excalidraw/CJK Fonts</code>.<br><br>\n    <strong>Important:</strong> Do not set this folder to the Vault root! Do not put other fonts in this folder.<br><br>\n    <strong>Note:</strong> If you\'re using Obsidian Sync and want to synchronize these font files across your devices, ensure that Obsidian Sync is set to synchronize "All other file types".',LOAD_CHINESE_FONTS_NAME:"Load Chinese fonts from file at startup",LOAD_JAPANESE_FONTS_NAME:"Load Japanese fonts from file at startup",LOAD_KOREAN_FONTS_NAME:"Load Korean fonts from file at startup",SCRIPT_SETTINGS_HEAD:"Settings for installed Scripts",SCRIPT_SETTINGS_DESC:"Some of the Excalidraw Automate Scripts include settings. Settings are organized by script. Settings will only become visible in this list after you have executed the newly downloaded script once.",TASKBONE_HEAD:"Taskbone Optical Character Recognition",TASKBONE_DESC:"This is an experimental integration of optical character recognition into Excalidraw. Please note, that taskbone is an independent external service not provided by Excalidraw, nor the Excalidraw-Obsidian plugin project. The OCR service will grab legible text from freedraw lines and embedded pictures on your canvas and place the recognized text in the frontmatter of your drawing as well as onto clipboard. Having the text in the frontmatter will enable you to search in Obsidian for the text contents of these. Note, that the process of extracting the text from the image is not done locally, but via an online API. The taskbone service stores the image on its servers only as long as necessary for the text extraction. However, if this is a dealbreaker, then please don't use this feature.",TASKBONE_ENABLE_NAME:"Enable Taskbone",TASKBONE_ENABLE_DESC:"By enabling this service your agree to the Taskbone <a href='https://www.taskbone.com/legal/terms/' target='_blank'>Terms and Conditions</a> and the <a href='https://www.taskbone.com/legal/privacy/' target='_blank'>Privacy Policy</a>.",TASKBONE_APIKEY_NAME:"Taskbone API Key",TASKBONE_APIKEY_DESC:"Taskbone offers a free service with a reasonable number of scans per month. If you want to use this feature more frequently, or you want to support the developer of Taskbone (as you can imagine, there is no such thing as 'free', providing this awesome OCR service costs some money to the developer of Taskbone), you can purchase a paid API key from <a href='https://www.taskbone.com/' target='_blank'>taskbone.com</a>. In case you have purchased a key, simply overwrite this auto generated free-tier API-key with your paid key.",HOTKEY_PRESS_COMBO_NANE:"Press your hotkey combination",HOTKEY_PRESS_COMBO_DESC:"Please press the desired key combination",HOTKEY_BUTTON_ADD_OVERRIDE:"Add New Override",HOTKEY_BUTTON_REMOVE:"Remove",SELECT_FILE:"Select a file then press enter.",SELECT_COMMAND:"Select a command then press enter.",SELECT_FILE_WITH_OPTION_TO_SCALE:`Select a file then press ENTER, or ${labelSHIFT()}+${labelMETA()}+ENTER to insert at 100% scale.`,NO_MATCH:"No file matches your query.",NO_MATCHING_COMMAND:"No command matches your query.",SELECT_FILE_TO_LINK:"Select the file you want to insert the link for.",SELECT_COMMAND_PLACEHOLDER:"Select the command you want to insert the link for.",SELECT_DRAWING:"Select the image or drawing you want to insert",TYPE_FILENAME:"Type name of drawing to select.",SELECT_FILE_OR_TYPE_NEW:"Select existing drawing or type name of a new drawing then press Enter.",SELECT_TO_EMBED:"Select the drawing to insert into active document.",SELECT_MD:"Select the markdown document you want to insert",SELECT_PDF:"Select the PDF document you want to insert",PDF_PAGES_HEADER:"Pages to load?",PDF_PAGES_DESC:"Format: 1, 3-5, 7, 9-11",TYPE_SECTION:"Type section name to select.",SELECT_SECTION_OR_TYPE_NEW:"Select existing section or type name of a new section then press Enter.",INVALID_SECTION_NAME:"Invalid section name.",EMPTY_SECTION_MESSAGE:"Type the Section Name and hit enter to create a new Section",INFINITE_LOOP_WARNING:"EXCALIDRAW WARNING\nAborted loading embedded images due to infinite loop in file:\n",SCRIPT_EXECUTION_ERROR:"Script execution error. Please find error message on the developer console.",MARKER_FRAME_RENDERING_DISABLED_NOTICE:"There are hidden marker-frames in the scene.",LOAD_FROM_BACKUP:"Excalidraw file was corrupted. Loading from backup file.",FONT_LOAD_SLOW:"Loading Fonts...\n\n This is taking longer than expected. If this delay occurs regularly then you may download the fonts locally to your Vault. \n\n(click=dismiss, right-click=Info)",FONT_INFO_TITLE:"Starting v2.5.3 fonts load from the Internet",FONT_INFO_DETAILED:`\n      <p>\n        To improve Obsidian's startup time and manage the large <strong>CJK font family</strong>, \n        I've moved the CJK fonts out of the plugin's <code>main.js</code>. CJK fonts will be loaded from the internet by default.\n        This typically shouldn't cause issues as Obsidian caches these files after first use.\n      </p>\n      <p>\n        If you prefer to keep Obsidian 100% local or experience performance issues, you can download the font assets.\n      </p>\n      <h3>Instructions:</h3>\n      <ol>\n        <li>Download the fonts from <a href="https://github.com/zsviczian/obsidian-excalidraw-plugin/raw/refs/heads/master/assets/excalidraw-fonts.zip">GitHub</a>.</li>\n        <li>Unzip and copy files into a Vault folder (default: <code>Excalidraw/${CJK_FONTS}</code>; folder names are cAse-senSITive).</li>\n        <li><mark>DO NOT</mark> set this folder to the Vault root or mix with other local fonts.</li>\n      </ol>\n      <h3>For Obsidian Sync Users:</h3>\n      <p>\n        Ensure Obsidian Sync is set to synchronize "All other file types" or download and unzip the file on all devices.\n      </p>\n      <h3>Note:</h3>\n      <p>\n        If you find this process cumbersome, please submit a feature request to Obsidian.md for supporting assets in the plugin folder. \n        Currently, only a single <code>main.js</code> is supported, which leads to large files and slow startup times for complex plugins like Excalidraw. \n        I apologize for the inconvenience.\n      </p>\n    `,GOTO_FULLSCREEN:"Goto fullscreen mode",EXIT_FULLSCREEN:"Exit fullscreen mode",TOGGLE_FULLSCREEN:"Toggle fullscreen mode",TOGGLE_DISABLEBINDING:"Toggle to invert default binding behavior",TOGGLE_FRAME_RENDERING:"Toggle frame rendering",TOGGLE_FRAME_CLIPPING:"Toggle frame clipping",OPEN_LINK_CLICK:"Open Link",OPEN_LINK_PROPS:"Open the image-link or LaTeX-formula editor",NARROW_TO_HEADING:"Narrow to heading...",PIN_VIEW:"Pin view",DO_NOT_PIN_VIEW:"Do not pin view",NARROW_TO_BLOCK:"Narrow to block...",SHOW_ENTIRE_FILE:"Show entire file",SELECT_SECTION:"Select section from document",SELECT_VIEW:"Select view from base",ZOOM_TO_FIT:"Zoom to fit",RELOAD:"Reload original link",OPEN_IN_BROWSER:"Open current link in browser",PROPERTIES:"Properties",COPYCODE:"Copy source to clipboard",ES_TITLE:"Embeddable Element Settings",ES_RENAME:"Rename File",ES_ZOOM:"Embedded Content Scaling",ES_YOUTUBE_START:"YouTube Start Time",ES_YOUTUBE_START_DESC:"ss, mm:ss, hh:mm:ss",ES_YOUTUBE_START_INVALID:"The YouTube Start Time is invalid. Please check the format and try again",ES_FILENAME_VISIBLE:"Filename Visible",ES_BACKGROUND_HEAD:"Embedded note background color",ES_BACKGROUND_DESC_INFO:"Click here for more info on colors",ES_BACKGROUND_DESC_DETAIL:"Background color affects only the preview mode of the markdown embeddable. When editing, it follows the Obsidian light/dark theme as set for the scene (via document property) or in plugin settings. The background color has two layers: the element background color (lower layer) and a color on top (upper layer). Selecting 'Match Element Background' means both layers follow the element color. Selecting 'Match Canvas' or a specific background color keeps the element background layer. Setting opacity (e.g., 50%) mixes the canvas or selected color with the element background color. To remove the element background layer, set the element color to transparent in Excalidraw's element properties editor. This makes only the upper layer effective.",ES_BACKGROUND_MATCH_ELEMENT:"Match Element Background Color",ES_BACKGROUND_MATCH_CANVAS:"Match Canvas Background Color",ES_BACKGROUND_COLOR:"Background Color",ES_BORDER_HEAD:"Embedded note border color",ES_BORDER_COLOR:"Border Color",ES_BORDER_MATCH_ELEMENT:"Match Element Border Color",ES_BACKGROUND_OPACITY:"Background Opacity",ES_BORDER_OPACITY:"Border Opacity",ES_EMBEDDABLE_SETTINGS:"Embeddable Markdown Settings",ES_USE_OBSIDIAN_DEFAULTS:"Use Obsidian Defaults",ES_ZOOM_100_RELATIVE_DESC:"The button will adjust the element scale so it will show the content at 100% relative to the current zoom level of your canvas",ES_ZOOM_100:"Relative 100%",PROMPT_FILE_DOES_NOT_EXIST:"File does not exist. Do you want to create it?",PROMPT_ERROR_NO_FILENAME:"Error: Filename for new file may not be empty",PROMPT_ERROR_DRAWING_CLOSED:"Unknown error. It seems as if your drawing was closed or the drawing file is missing",PROMPT_TITLE_NEW_FILE:"New File",PROMPT_TITLE_CONFIRMATION:"Confirmation",PROMPT_BUTTON_CREATE_EXCALIDRAW:"Create EX",PROMPT_BUTTON_CREATE_EXCALIDRAW_ARIA:"Create Excalidraw drawing and open in new tab",PROMPT_BUTTON_CREATE_MARKDOWN:"Create MD",PROMPT_BUTTON_CREATE_MARKDOWN_ARIA:"Create markdown document and open in new tab",PROMPT_BUTTON_EMBED_MARKDOWN:"Embed MD",PROMPT_BUTTON_EMBED_MARKDOWN_ARIA:"Replace selected element with embedded markdown document",PROMPT_BUTTON_NEVERMIND:"Nevermind",PROMPT_BUTTON_OK:"OK",PROMPT_BUTTON_CANCEL:"Cancel",PROMPT_BUTTON_INSERT_LINE:"Insert new line",PROMPT_BUTTON_INSERT_SPACE:"Insert space",PROMPT_BUTTON_INSERT_LINK:"Insert markdown link to file",PROMPT_BUTTON_UPPERCASE:"Uppercase",PROMPT_BUTTON_SPECIAL_CHARS:"Special Characters",PROMPT_SELECT_TEMPLATE:"Select a template",WEB_BROWSER_DRAG_ACTION:"Web Browser Drag Action",LOCAL_FILE_DRAG_ACTION:"OS Local File Drag Action",INTERNAL_DRAG_ACTION:"Obsidian Internal Drag Action",PANE_TARGET:"Link click behavior",DEFAULT_ACTION_DESC:"In case none of the combinations apply the default action for this group is: ",FRAME_SETTINGS_TITLE:"Frame Settings",FRAME_SETTINGS_ENABLE:"Enable Frames",FRAME_SETTIGNS_NAME:"Display Frame Name",FRAME_SETTINGS_OUTLINE:"Display Frame Outline",FRAME_SETTINGS_CLIP:"Enable Frame Clipping",IPM_PAGES_TO_IMPORT_NAME:"Pages to import",IPM_SELECT_PAGES_TO_IMPORT:"Please select pages to import",IPM_ADD_BORDER_BOX_NAME:"Add border box",IPM_ADD_FRAME_NAME:"Add page to frame",IPM_ADD_FRAME_DESC:"For easier handling I recommend to lock the page inside the frame. If, however, you do lock the page inside the frame then the only way to unlock it is to right-click the frame, select remove elements from frame, then unlock the page.",IPM_GROUP_PAGES_NAME:"Group pages",IPM_GROUP_PAGES_DESC:"This will group all pages into a single group. This is recommended if you are locking the pages after import, because the group will be easier to unlock later rather than unlocking one by one.",IPM_SELECT_PDF:"Please select a PDF file",UPDATE_AVAILABLE:`A newer version of Excalidraw is available in Community Plugins.\n\nYou are using ${PLUGIN_VERSION}.\nThe latest is`,SCRIPT_UPDATES_AVAILABLE:`Script updates available - check the script store.\n\n${DEVICE.isDesktop?`This message is available in console.log (${DEVICE.isMacOS?"CMD+OPT+i":"CTRL+SHIFT+i"})\n\n`:""}If you have organized scripts into subfolders under the script store folder and have multiple copies of the same script, you may need to clean up unused versions to clear this alert. For private copies of scripts that should not be updated, store them outside the script store folder.`,ERROR_PNG_TOO_LARGE:"Error exporting PNG - PNG too large, try a smaller resolution",WEB_DRAG_IMPORT_IMAGE:"Import Image to Vault",WEB_DRAG_IMAGE_URL:"Insert Image or YouTube Thumbnail with URL",WEB_DRAG_LINK:"Insert Link",WEB_DRAG_EMBEDDABLE:"Insert Interactive-Frame",LOCAL_DRAG_IMPORT:"Import external file or reuse existing file if path is from the Vault",LOCAL_DRAG_IMAGE:"Insert Image: with local URI or internal-link if from Vault",LOCAL_DRAG_LINK:"Insert Link: local URI or internal-link if from Vault",LOCAL_DRAG_EMBEDDABLE:"Insert Interactive-Frame: local URI or internal-link if from Vault",INTERNAL_DRAG_IMAGE:"Insert Image",INTERNAL_DRAG_IMAGE_FULL:"Insert Image @100%",INTERNAL_DRAG_LINK:"Insert Link",INTERNAL_DRAG_EMBEDDABLE:"Insert Interactive-Frame",LINK_CLICK_ACTIVE:"Open in current active window",LINK_CLICK_NEW_PANE:"Open in a new adjacent window",LINK_CLICK_POPOUT:"Open in a popout window",LINK_CLICK_NEW_TAB:"Open in a new tab",LINK_CLICK_MD_PROPS:"Show the Markdown image-properties dialog (only relevant if you have embedded a markdown document as an image)",EXPORTDIALOG_TITLE:"Export Drawing",EXPORTDIALOG_TAB_IMAGE:"Image",EXPORTDIALOG_TAB_PDF:"PDF",EXPORTDIALOG_SAVE_SETTINGS:"Save image settings to file doc.properties?",EXPORTDIALOG_SAVE_SETTINGS_SAVE:"Save as preset",EXPORTDIALOG_SAVE_SETTINGS_ONETIME:"One-time use",EXPORTDIALOG_IMAGE_SETTINGS:"Image",EXPORTDIALOG_IMAGE_DESC:"PNG supports transparency. External files can include Excalidraw scene data.",EXPORTDIALOG_PADDING:"Padding",EXPORTDIALOG_SCALE:"Scale",EXPORTDIALOG_CURRENT_PADDING:"Current padding:",EXPORTDIALOG_SIZE_DESC:"Scale affects output size",EXPORTDIALOG_SCALE_VALUE:"Scale:",EXPORTDIALOG_IMAGE_SIZE:"Size:",EXPORTDIALOG_EXPORT_THEME:"Theme",EXPORTDIALOG_THEME_LIGHT:"Light",EXPORTDIALOG_THEME_DARK:"Dark",EXPORTDIALOG_BACKGROUND:"Background",EXPORTDIALOG_BACKGROUND_TRANSPARENT:"Transparent",EXPORTDIALOG_BACKGROUND_USE_COLOR:"Use scene color",EXPORTDIALOG_SELECTED_ELEMENTS:"Export",EXPORTDIALOG_SELECTED_ALL:"Entire scene",EXPORTDIALOG_SELECTED_SELECTED:"Selection only",EXPORTDIALOG_EMBED_SCENE:"Include scene data?",EXPORTDIALOG_EMBED_YES:"Yes",EXPORTDIALOG_EMBED_NO:"No",EXPORTDIALOG_PDF_SETTINGS:"PDF",EXPORTDIALOG_PAGE_SIZE:"Size",EXPORTDIALOG_PAGE_ORIENTATION:"Orientation",EXPORTDIALOG_ORIENTATION_PORTRAIT:"Portrait",EXPORTDIALOG_ORIENTATION_LANDSCAPE:"Landscape",EXPORTDIALOG_PDF_FIT_TO_PAGE:"Page Fitting",EXPORTDIALOG_PDF_FIT_OPTION:"Fit to page",EXPORTDIALOG_PDF_FIT_2_OPTION:"Fit to max 2-pages",EXPORTDIALOG_PDF_FIT_4_OPTION:"Fit to max 4-pages",EXPORTDIALOG_PDF_FIT_6_OPTION:"Fit to max 6-pages",EXPORTDIALOG_PDF_FIT_8_OPTION:"Fit to max 8-pages",EXPORTDIALOG_PDF_FIT_12_OPTION:"Fit to max 12-pages",EXPORTDIALOG_PDF_FIT_16_OPTION:"Fit to max 16-pages",EXPORTDIALOG_PDF_SCALE_OPTION:"Use image scale (may span multiple pages)",EXPORTDIALOG_PDF_PAPER_COLOR:"Paper Color",EXPORTDIALOG_PDF_PAPER_WHITE:"White",EXPORTDIALOG_PDF_PAPER_SCENE:"Use scene color",EXPORTDIALOG_PDF_PAPER_CUSTOM:"Custom color",EXPORTDIALOG_PDF_ALIGNMENT:"Position on Page",EXPORTDIALOG_PDF_ALIGN_CENTER:"Center",EXPORTDIALOG_PDF_ALIGN_CENTER_LEFT:"Center Left",EXPORTDIALOG_PDF_ALIGN_CENTER_RIGHT:"Center Right",EXPORTDIALOG_PDF_ALIGN_TOP_LEFT:"Top Left",EXPORTDIALOG_PDF_ALIGN_TOP_CENTER:"Top Center",EXPORTDIALOG_PDF_ALIGN_TOP_RIGHT:"Top Right",EXPORTDIALOG_PDF_ALIGN_BOTTOM_LEFT:"Bottom Left",EXPORTDIALOG_PDF_ALIGN_BOTTOM_CENTER:"Bottom Center",EXPORTDIALOG_PDF_ALIGN_BOTTOM_RIGHT:"Bottom Right",EXPORTDIALOG_PDF_MARGIN:"Margin",EXPORTDIALOG_PDF_MARGIN_NONE:"None",EXPORTDIALOG_PDF_MARGIN_TINY:"Small",EXPORTDIALOG_PDF_MARGIN_NORMAL:"Normal",EXPORTDIALOG_SAVE_PDF_SETTINGS:"Save PDF settings",EXPORTDIALOG_SAVE_CONFIRMATION:"PDF config saved to plugin settings as default",EXPORTDIALOG_PNGTOFILE:"Export PNG",EXPORTDIALOG_SVGTOFILE:"Export SVG",EXPORTDIALOG_PNGTOVAULT:"PNG to Vault",EXPORTDIALOG_SVGTOVAULT:"SVG to Vault",EXPORTDIALOG_EXCALIDRAW:"Excalidraw",EXPORTDIALOG_PNGTOCLIPBOARD:"PNG to Clipboard",EXPORTDIALOG_SVGTOCLIPBOARD:"SVG to Clipboard",EXPORTDIALOG_PDF:"Export PDF",EXPORTDIALOG_PDF_PROGRESS_NOTICE:"Exporting PDF. If this image is large, it may take a while.",EXPORTDIALOG_PDF_PROGRESS_DONE:"Export complete",EXPORTDIALOG_PDF_PROGRESS_ERROR:"Error exporting PDF, check developer console for details",EXPORTDIALOG_NOT_AVAILALBE:"Sorry, this feature is only available when the drawing is open in the main Obsidian workspace.",EXPORTDIALOG_TAB_SCREENSHOT:"Screenshot",EXPORTDIALOG_SCREENSHOT_DESC:"Screenshots will include embeddables such as markdown pages, YouTube, websites, etc. They are only available on desktop, cannot be automatically exported, and only support PNG format.",SCREENSHOT_DESKTOP_ONLY:"Screenshot feature is only available on desktop",SCREENSHOT_FILE_SUCCESS:"Screenshot saved to vault",SCREENSHOT_CLIPBOARD_SUCCESS:"Screenshot copied to clipboard",SCREENSHOT_CLIPBOARD_ERROR:"Failed to copy screenshot to clipboard: ",SCREENSHOT_ERROR:"Error capturing screenshot - see console log",PDF_EXPORT_DESKTOP_ONLY:"PDF export is only available on desktop",UIFM_TITLE:"Insert File From Vault",UIFM_SECTION_HEAD:"Select section heading",UIFM_ANCHOR:"Anchor to 100% of original size",UIFM_ANCHOR_DESC:"This is a pro feature, use it only if you understand how it works. If enabled even if you change the size of the imported image in Excalidraw, the next time you open the drawing this image will pop back to 100% size. This is useful when embedding an atomic Excalidraw idea into another note and preserving relative sizing of text and icons.",UIFM_BTN_EMBEDDABLE:"as Embeddable",UIFM_BTN_PDF:"as Pdf",UIFM_BTN_IMAGE:"as Image",RN_WELCOME:"Welcome to Excalidraw",COMP_IMG:"Image & Files",COMP_IMG_FROM_SYSTEM:"Import from system",COMP_IMG_ANY_FILE:"ANY file from Vault",COMP_IMG_LaTeX:"LaTeX formula",COMP_FRAME:"Frame Actions",COMP_FRAME_HINT:"Toggle Marker Frame. Guide-only frames to define slides/print areas/image references. Hidden in image exports; doesn't contain elements. Hide/show frames via canvas context menu.",NOTICE_PDF_THEME:"PDF theme overridden.\nControl via this file's 'excalidraw-embeddable-theme' document property (overrides plugin).\n\nValues: dark, light, auto=Excalidraw, default=Obsidian.",BOOKMARK_PAGE:"Save current position in document",CAPTURE_PAGE:"Capture current page as image",VERSION_MISMATCH_NOTICE:"The version recorded by Obsidian is <b>{VAL_RECORDED}</b>, but the installed Excalidraw code is <b>{VAL_ACTUAL}</b>.",VERSION_MISMATCH_HEADING:"Excalidraw version mismatch",VERSION_MISMATCH_CAUSE:"This usually happens after a partial sync (e.g. Obsidian Sync Standard) where large files (main.js > 5MB) did not sync, so only <code>manifest.json</code> updated.",VERSION_MISMATCH_OPTIONS:"Options:<br><b>1.</b> Re-download the plugin (recommended).<br><b>2.</b> Ignore for now.",VERSION_MISMATCH_NOTE:"Note: Updating version info manually may affect tools that read manifest.json directly (e.g. Plugin Update Tracker, BRAT) until a full reinstall.",VERSION_MISMATCH_DISABLE_NAME:"Disable future mismatch warnings",VERSION_MISMATCH_DISABLE_DESC:"You can re-enable this under: Settings → Excalidraw → Basic → Warn about incomplete plugin updates.",VERSION_MISMATCH_REDOWNLOAD:"Re-download plugin",VERSION_MISMATCH_IGNORE:"Ignore"};let locale=null;function loadLocale(lang){if("zh"===lang&&(lang="zh-cn"),Object.keys(PLUGIN_LANGUAGES).includes(lang)){const decompressed=LZString.decompressFromBase64(PLUGIN_LANGUAGES[lang]);let x={};return eval(decompressed),x}return en}function t$d(e){return locale||(locale=loadLocale(LOCALE)),locale&&locale[e]||en[e]}var PreviewImageType;!function(e){e.PNG="PNG",e.SVGIMG="SVGIMG",e.SVG="SVG"}(PreviewImageType||(PreviewImageType={}));class Random{constructor(e){this.seed=e}next(){return this.seed?(2**31-1&(this.seed=Math.imul(48271,this.seed)))/2**31:Math.random()}}let mathjaxLoaded=!1,tex2dataURLExternal,clearVariables,loadMathJaxPromise=null;const loadMathJax=async()=>(loadMathJaxPromise||(loadMathJaxPromise=(async()=>{if(!mathjaxLoaded){const e=await loadMathjaxToSVG();tex2dataURLExternal=e.tex2dataURL,clearVariables=e.clearMathJaxVariables,mathjaxLoaded=!0}})()),loadMathJaxPromise),updateEquation=async(e,t,a,i)=>{await loadMathJax();const n=await tex2dataURLExternal(e,4,a.app);if(n){const e=[];e.push({mimeType:n.mimeType,id:t,dataURL:n.dataURL,created:n.created,size:n.size,hasSVGwithBitmap:!1,shouldScale:!0}),i(e,a)}};async function tex2dataURL(e,t=4,a){return await loadMathJax(),tex2dataURLExternal(e,t,a)}const clearMathJaxVariables=()=>{clearVariables&&clearVariables()};function getMermaidImageElements(e){return e?e.filter((e=>"image"===e.type&&e.customData?.mermaidText)):[]}function getMermaidText(e){return e.customData?.mermaidText}function shouldRenderMermaid(){return obsidian_module.requireApiVersion("1.4.14")}const DB_NAME="Excalidraw "+app.appId,CACHE_STORE="imageCache",BACKUP_STORE="drawingBAK",getKey=e=>`${e.filepath}#${e.blockref??""}#${e.sectionref??""}#${e.isDark?1:0}#${e.hasGroupref}#${e.hasArearef}#${e.hasFrameref}#${e.hasClippedFrameref}#${e.hasSectionref}#${e.inlineFonts}#${e.previewImageType===PreviewImageType.SVGIMG?1:e.previewImageType===PreviewImageType.PNG?0:2}#${e.scale}${e.isTransparent?"#t":""}`;class ImageCache{dbName;cacheStoreName;backupStoreName;db;isInitializing;plugin;app;initializationNotice=!1;obsidanURLCache=new Map;purgeInvalidCacheTimer=null;purgeInvalidBackupTimer=null;destroy(){this.isInitializing=!0,this.purgeInvalidCacheTimer&&clearTimeout(this.purgeInvalidCacheTimer),this.purgeInvalidBackupTimer&&clearTimeout(this.purgeInvalidBackupTimer),this.db=null,this.plugin=null,this.app=null,this.obsidanURLCache.clear(),this.obsidanURLCache=null}constructor(e,t,a){this.dbName=e,this.cacheStoreName=t,this.backupStoreName=a,this.db=null,this.isInitializing=!1,this.plugin=null}async initializeDB(e){if(this.plugin=e,this.app=e.app,!this.isInitializing&&null===this.db){this.isInitializing=!0;try{const e=indexedDB.open(this.dbName);if(e.onupgradeneeded=e=>{const t=e.target.result;t.objectStoreNames.contains(this.cacheStoreName)||t.createObjectStore(this.cacheStoreName),t.objectStoreNames.contains(this.backupStoreName)||t.createObjectStore(this.backupStoreName)},this.db=await new Promise(((t,a)=>{e.onsuccess=e=>{const a=e.target.result;t(a)},e.onerror=()=>{a(new Error(`Failed to open or create IndexedDB database: ${this.dbName}`))}})),!this.db.objectStoreNames.contains(this.cacheStoreName)||!this.db.objectStoreNames.contains(this.backupStoreName)){const e=this.db.version+1;this.db.close();const t=indexedDB.open(this.dbName,e);t.onupgradeneeded=e=>{const t=e.target.result;t.objectStoreNames.contains(this.cacheStoreName)||t.createObjectStore(this.cacheStoreName),t.objectStoreNames.contains(this.backupStoreName)||t.createObjectStore(this.backupStoreName)},await new Promise(((e,a)=>{t.onsuccess=()=>{t.result.close(),e()},t.onerror=()=>{a(new Error(`Failed to upgrade IndexedDB database: ${this.dbName}`))}})),this.db=await new Promise(((e,t)=>{const a=indexedDB.open(this.dbName);a.onsuccess=()=>{const t=a.result;e(t)},a.onerror=()=>{t(new Error(`Failed to open IndexedDB database: ${this.dbName}`))}}))}this.purgeInvalidCacheTimer=window.setTimeout((async()=>{this.purgeInvalidCacheTimer=null,this.purgeInvalidCacheFiles()}),6e4),this.purgeInvalidBackupTimer=window.setTimeout((async()=>{this.purgeInvalidBackupTimer=null,this.purgeInvalidBackupFiles()}),12e4)}finally{this.isInitializing=!1,this.initializationNotice&&(new obsidian_module.Notice("Excalidraw Image Cache is Initialized - You may now retry opening your damaged drawing."),this.initializationNotice=!1),console.log("Initialized Excalidraw Image Cache")}}}async purgeInvalidCacheFiles(){return new Promise(((e,t)=>{const a=this.db.transaction(this.cacheStoreName,"readwrite"),i=a.objectStore(this.cacheStoreName),n=this.app.vault.getFiles(),r=[],s=i.openCursor();s.onsuccess=s=>{const o=s.target.result;if(o){const e=o.key,t=e.split("#").length-1<12,a=e.split("#")[0],s=n.some((e=>e.path===a)),l=s?n.find((e=>e.path===a)):null;(t||!l||l&&l.stat.mtime>o.value.mtime||!o.value.blob&&!o.value.svg)&&r.push(new Promise(((t,a)=>{const n=i.delete(o.primaryKey);n.onsuccess=()=>t(),n.onerror=t=>{const i=n.error,r=`Failed to delete file with key: ${e}. Error: ${i.message}`;a(new Error(r))}}))),o.continue()}else Promise.all(r).then((()=>{a.commit(),e()})).catch((e=>t(e)))},s.onerror=()=>{const e=s.error;console.log(e);const a=`Failed to purge invalid files from IndexedDB. Error: ${e.message}`;t(new Error(a))}}))}async purgeInvalidBackupFiles(){const e=this.db.transaction(this.backupStoreName,"readwrite"),t=e.objectStore(this.backupStoreName),a=this.app.vault.getFiles(),i=[],n=t.openCursor();return await new Promise(((r,s)=>{n.onsuccess=n=>{const o=n.target.result;if(o){const e=o.key,n=a.some((t=>t.path===e));n||i.push(new Promise(((a,i)=>{const n=t.delete(o.primaryKey);n.onsuccess=()=>a(),n.onerror=()=>i(new Error(`Failed to delete backup file with key: ${e}`))}))),o.continue()}else Promise.all(i).then((()=>{e.commit(),r()})).catch((e=>s(e)))},n.onerror=()=>{const e=n.error,t=`Failed to purge invalid backup files from IndexedDB. Error: ${e.message}`;console.log(e),s(new Error(t))}}))}getObjectStore(e,t){return this.db.transaction(t,e).objectStore(t)}async getCacheData(e){const t=this.getObjectStore("readonly",this.cacheStoreName).get(e);return await new Promise(((e,a)=>{t.onsuccess=()=>{const a=t.result;e(a||null)},t.onerror=()=>{a(new Error("Failed to retrieve data from IndexedDB."))}}))}async getBackupData(e){const t=this.getObjectStore("readonly",this.backupStoreName).get(e);return new Promise(((e,a)=>{t.onsuccess=()=>{const a=t.result;e(a||null)},t.onerror=()=>{a(new Error("Failed to retrieve backup data from IndexedDB."))}}))}isReady(){return!!this.db&&!this.isInitializing&&!!this.plugin&&this.plugin.settings.allowImageCache}fullyInitialized=!1;async getImageFromCache(e){if(!this.isReady())return null;const t=getKey(e);try{const a=this.fullyInitialized?await this.getCacheData(t):await Promise.race([this.getCacheData(t),new Promise(((e,t)=>setTimeout((()=>{t(void 0)}),100)))]);if(this.fullyInitialized=!0,!a)return;const i=this.app.vault.getAbstractFileByPath(e.filepath.split("#")[0]);if(!(i&&i instanceof obsidian_module.TFile))return;if(a&&a.mtime>=i.stat.mtime){if(hasExcalidrawEmbeddedImagesTreeChanged(i,a.mtime,this.plugin))return;if(a.svg)return convertSVGStringToElement(a.svg);if(this.obsidanURLCache.has(t))return this.obsidanURLCache.get(t);const e=URL.createObjectURL(a.blob);return this.obsidanURLCache.set(t,e),e}return}catch(e){return}}async getBAKFromCache(e){return this.isReady()?this.getBackupData(e):null}addImageToCache(e,t,a){if(!this.isReady())return;const i=this.app.vault.getAbstractFileByPath(e.filepath.split("#")[0]);if(!(i&&i instanceof obsidian_module.TFile))return;let n=null,r=null;a instanceof SVGSVGElement?n=a.outerHTML:r=a;const s={mtime:Date.now(),blob:r,svg:n},o=this.db.transaction(this.cacheStoreName,"readwrite").objectStore(this.cacheStoreName),l=getKey(e);o.put(s,l),Boolean(n)||this.obsidanURLCache.set(l,t)}async addBAKToCache(e,t){this.isReady()&&this.db.transaction(this.backupStoreName,"readwrite").objectStore(this.backupStoreName).put(t,e)}async removeBAKFromCache(e){if(!this.isReady())return;const t=this.db.transaction(this.backupStoreName,"readwrite").objectStore(this.backupStoreName);return new Promise(((a,i)=>{const n=t.delete(e);n.onsuccess=()=>{a()},n.onerror=()=>{i(new Error(`Failed to remove backup file with key: ${e}`))}}))}async clearImageCache(){if(this.isReady())return this.clear(this.cacheStoreName,"Image cache was cleared")}async clearBackupCache(){if(this.isReady())return this.clear(this.backupStoreName,"All backups were cleared")}async clear(e,t){if(!this.isReady())return;const a=this.db.transaction([e],"readwrite").objectStore(e);return new Promise(((i,n)=>{const r=a.clear();r.onsuccess=()=>{new obsidian_module.Notice(t),i()},r.onerror=()=>n(new Error(`Failed to clear ${e}.`))}))}}const imageCache=new ImageCache(DB_NAME,CACHE_STORE,BACKUP_STORE),markdownRendererRecursionWatcthdog=new Set,IMAGE_MIME_TYPES={svg:"image/svg+xml",png:"image/png",jpg:"image/jpeg",jpeg:"image/jpeg",gif:"image/gif",webp:"image/webp",bmp:"image/bmp",ico:"image/x-icon",avif:"image/avif",jfif:"image/jfif"},replaceSVGColors=(e,t)=>{if(!t)return e;if("string"==typeof e){for(const[a,i]of Object.entries(t)){if("stroke"===a||"fill"===a){const[t,n,r]=e.match(/(<svg[^>]*)(>)/i)||[];if(!t)continue;e=e.replace(t,t.match(new RegExp(`${a}=["'][^"']*["']`))?n.replace(new RegExp(`${a}=["'][^"']*["']`,"i"),`${a}="${i}"`)+r:`${n} ${a}="${i}"${r}`);continue}const t=new RegExp(`fill="${a}"`,"gi");e=e.replaceAll(t,`fill="${i}"`);const n=new RegExp(`fill:${a}`,"gi");e=e.replaceAll(n,`fill:${i}`);const r=new RegExp(`stroke="${a}"`,"gi");e=e.replaceAll(r,`stroke="${i}"`);const s=new RegExp(`stroke:${a}`,"gi");e=e.replaceAll(s,`stroke:${i}`)}return e}const a=e=>{if(e instanceof SVGElement){const a=e.getAttribute("fill")?.toLocaleLowerCase(),i=e.getAttribute("stroke")?.toLocaleLowerCase();a&&t[a]&&e.setAttribute("fill",t[a]),i&&t[i]&&e.setAttribute("stroke",t[i])}for(const t of e.childNodes)a(t)};"fill"in t&&e.setAttribute("fill",t.fill),"stroke"in t&&e.setAttribute("stroke",t.stroke);for(const t of e.childNodes)a(t);return e};class EmbeddedFile{file=null;isSVGwithBitmap=!1;img="";imgInverted="";mtime=0;plugin;mimeType="application/octet-stream";size={height:0,width:0};linkParts;filenameparts;hostPath;attemptCounter=0;isHyperLink=!1;isLocalLink=!1;hyperlink;colorMap=null;pdfPageViewProps;constructor(e,t,a,i){if(this.plugin=e,this.resetImage(t,a),this.file&&(this.plugin.isExcalidrawFile(this.file)||"svg"===this.file.extension.toLowerCase()))try{this.colorMap=i?JSON.parse(i.toLocaleLowerCase()):null}catch(e){this.colorMap=null}}get hasSeparateDarkAndLightVersion(){return this.isSVGwithBitmap||this.file&&"pdf"===this.file.extension.toLowerCase()}resetImage(e,t){return this.imgInverted=this.img="",this.mtime=0,t.startsWith("https://")||t.startsWith("http://")||t.startsWith("ftp://")||t.startsWith("ftps://")?(this.isHyperLink=!0,void(this.hyperlink=t)):t.startsWith("file://")?(this.isLocalLink=!0,void(this.hyperlink=t)):(this.linkParts=getLinkParts(t),this.hostPath=e,void(this.linkParts.path?(this.linkParts.width||(this.linkParts.width=this.plugin.settings.mdSVGwidth),this.linkParts.height||(this.linkParts.height=this.plugin.settings.mdSVGmaxHeight),this.file=this.plugin.app.metadataCache.getFirstLinkpathDest(this.linkParts.path,e),this.file?(this.filenameparts=getEmbeddedFilenameParts(t),this.filenameparts.filepath=this.file.path):0===this.attemptCounter++&&new obsidian_module.Notice(`Excalidraw Warning: could not find image file: ${t}`,5e3)):new obsidian_module.Notice(`Excalidraw Error\nIncorrect embedded filename: ${t}`)))}fileChanged(){return!this.isHyperLink&&!this.isLocalLink&&(this.file||(this.file=this.plugin.app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),this.file)?this.mtime!==this.file.stat.mtime:(this.attemptCounter++,!1))}setImage({imgBase64:e,mimeType:t,size:a,isDark:i,isSVGwithBitmap:n,pdfPageViewProps:r}){if(this.file||this.isHyperLink||this.isLocalLink)switch(this.fileChanged()&&(this.imgInverted=this.img=""),this.isSVGwithBitmap=n,this.mtime=this.isHyperLink||this.isLocalLink?0:this.file.stat.mtime,this.pdfPageViewProps=r,this.size=a,this.mimeType=t,i&&this.hasSeparateDarkAndLightVersion){case!0:this.imgInverted=e;break;case!1:this.img=e}}isLoaded(e){if(!this.isHyperLink&&!this.isLocalLink){if(!this.file&&(this.file=this.plugin.app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),!this.file))return this.attemptCounter++,!0;if(this.fileChanged())return!1}return this.hasSeparateDarkAndLightVersion&&e?""!==this.imgInverted:""!==this.img}getImage(e){return this.file||this.isHyperLink||this.isLocalLink?this.hasSeparateDarkAndLightVersion&&e?this.imgInverted:this.img:""}shouldScale(){return this.isHyperLink||this.isLocalLink||!Boolean(this.linkParts&&this.linkParts.original&&this.linkParts.original.endsWith("|100%"))}}class EmbeddedFilesLoader{pdfDocsMap=new Map;plugin;isDark;terminate=!1;uid;constructor(e,t){this.plugin=e,this.isDark=t,this.uid=nanoid()}emptyPDFDocsMap(){this.pdfDocsMap.forEach((e=>e.destroy())),this.pdfDocsMap.clear()}async getObsidianImage(e,t){const a=await this._getObsidianImage(e,t);return this.emptyPDFDocsMap(),a}async getExcalidrawSVG({isDark:e,file:t,depth:a,inFile:i,hasSVGwithBitmap:n,elements:r=[]}){const s=isMaskFile(this.plugin,t),o=hasExportTheme(this.plugin,t)?getExportTheme(this.plugin,t,"light"):void 0,l={withBackground:!!hasExportBackground(this.plugin,t)&&getWithBackground(this.plugin,t),withTheme:!!o,isMask:s,skipInliningFonts:!1},c=!Boolean(i instanceof EmbeddedFile?i.colorMap:null)&&this.plugin.settings.allowImageCacheInScene&&t&&imageCache.isReady(),d=Boolean(i instanceof EmbeddedFile&&i.filenameparts),h=d?i.filenameparts:null,p={...d?{...h,inlineFonts:!l.skipInliningFonts}:{filepath:t.path,hasBlockref:!1,hasGroupref:!1,hasTaskbone:!1,hasArearef:!1,hasFrameref:!1,hasClippedFrameref:!1,hasSectionref:!1,inlineFonts:!l.skipInliningFonts,blockref:null,sectionref:null,linkpartReference:null,linkpartAlias:null},isDark:e,previewImageType:PreviewImageType.SVG,scale:1,isTransparent:!l.withBackground},u=c?await imageCache.getImageFromCache(p):void 0,m=u&&u instanceof SVGSVGElement?u:replaceSVGColors(await createSVG(d?h.hasGroupref||h.hasBlockref||h.hasSectionref||h.hasFrameref||h.hasClippedFrameref?h.filepath+h.linkpartReference:t.path:t?.path,!1,d&&h.hasClippedFrameref?{...l,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:l,this,o,null,null,r,this.plugin,a+1,getExportPadding(this.plugin,t)),i instanceof EmbeddedFile?i.colorMap:null),g=m.querySelectorAll("image:not([href^='data:image/svg'])");if(g.length>0&&(n=!0),n&&e&&!Boolean(u)&&g.forEach((e=>{const t=e.parentElement?.id;m.querySelectorAll(`use[href='#${t}']`).forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))})),!n&&m.getAttribute("hasbitmap")&&(n=!0),c&&!Boolean(u)&&imageCache.addImageToCache(p,"",m),!m.hasAttribute("width")&&m.hasAttribute("viewBox")){const e=m.getAttr("viewBox").split(" ");Boolean(e[2])&&m.setAttribute("width",e[2]),Boolean(e[3])&&m.setAttribute("height",e[3])}return{dataURL:svgToBase64(m.outerHTML),hasSVGwithBitmap:n}}getLocalPath(e){const t=e.split("file://")[1];return t.startsWith("/")?t.substring(1):t}async _getObsidianImage(e,t){if(!this.plugin||!e)return null;const a=this.plugin.app,i=e instanceof EmbeddedFile&&e.isHyperLink,n=e instanceof EmbeddedFile&&e.isLocalLink,r=e instanceof EmbeddedFile?e.hyperlink:"",s=e instanceof EmbeddedFile?e.file:e;if(s&&markdownRendererRecursionWatcthdog.has(s))return new obsidian_module.Notice(`Loading of ${s.path}. Please check if there is an inifinite loop of one file embedded in the other.`),null;const o=i?null:e instanceof EmbeddedFile?e.linkParts:{original:s.path,path:s.path,isBlockRef:!1,ref:null,width:this.plugin.settings.mdSVGwidth,height:this.plugin.settings.mdSVGmaxHeight,page:null};let l=!1;const c=!i&&!n&&this.plugin.isExcalidrawFile(s),d=!i&&!n&&"pdf"===s.extension.toLowerCase();if(!(i||d||n||IMAGE_TYPES.contains(s.extension)||c||"md"===s.extension))return null;const h=i||d||c?null:n?await readLocalFileBinary(this.getLocalPath(e.hyperlink)):await a.vault.readBinary(s);let p=null;if(c){const a=await this.getExcalidrawSVG({isDark:this.isDark,file:s,depth:t,inFile:e,hasSVGwithBitmap:l});p=a.dataURL,l=a.hasSVGwithBitmap}const u=c?p:null,[m,g,f]=d?await this.pdfToDataURL(s,o):[null,null,null];let b=d?"image/png":"image/svg+xml";const U=i||n?getURLImageExtension(r):s.extension;c||d||(b=getMimeType(U));let E=i?e instanceof EmbeddedFile?await getDataURLFromURL(e.hyperlink,b):null:u??m??("svg"===s?.extension?await getSVGData(a,s,e instanceof EmbeddedFile?e.colorMap:null):"md"===s?.extension?null:await getDataURL(h,b));if(!i&&!E&&!n){markdownRendererRecursionWatcthdog.add(s);const e=await this.convertMarkdownToSVG(this.plugin,s,o,t);markdownRendererRecursionWatcthdog.delete(s),E=e.dataURL,l=e.hasSVGwithBitmap}try{const t=d?g:await getImageSize(E);return{mimeType:b,fileId:await generateIdFromFile(i||d||c?(new TextEncoder).encode(E).buffer:h,e instanceof EmbeddedFile?e.filenameparts?.linkpartReference:void 0),dataURL:E,created:i||n?0:s.stat.mtime,hasSVGwithBitmap:l,size:t,pdfPageViewProps:f}}catch(e){return null}}async loadSceneFiles({excalidrawData:e,addFiles:t,depth:a,isThemeChange:i=!1,fileIDWhiteList:n}){if(a>7)return void new obsidian_module.Notice(t$d("INFINITE_LOOP_WARNING")+a.toString(),6e3);const r=e.getFileEntries();let s;void 0===this.isDark&&(this.isDark="dark"===e?.scene?.appState?.theme);const o=[];o.push([]);let l=0;const c=setInterval((()=>{if(0!==o[l].length){try{t(o[l],this.isDark,!1)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}o.push([]),l++}}),1200),d=function*(){for(;!(s=r.next()).done;){if(n&&!n.has(s.value[0]))continue;const e=s.value[1],t=s.value[0];yield promiseTry((async()=>{if(!this.terminate)if(e.isLoaded(this.isDark)){if(e.hasSeparateDarkAndLightVersion&&(0!==a||i)){const a={mimeType:e.mimeType,id:t,dataURL:e.getImage(this.isDark),created:e.mtime,size:e.size,hasSVGwithBitmap:e.isSVGwithBitmap,shouldScale:e.shouldScale(),pdfPageViewProps:e.pdfPageViewProps};o[l].push(a)}}else{const i=await this._getObsidianImage(e,a);if(i){const a={mimeType:i.mimeType,id:t,dataURL:i.dataURL,created:i.created,size:i.size,hasSVGwithBitmap:i.hasSVGwithBitmap,shouldScale:e.shouldScale(),pdfPageViewProps:i.pdfPageViewProps};o[l].push(a)}}}))}let t;const c=e.getEquationEntries();for(;!(t=c.next()).done;){if(n&&!n.has(t.value[0]))continue;const a=t.value[1],i=t.value[0];yield promiseTry((async()=>{if(!this.terminate&&!e.getEquation(i).isLoaded){const e=a.latex,t=await tex2dataURL(e,4,this.plugin);if(t){const e={mimeType:t.mimeType,id:i,dataURL:t.dataURL,created:t.created,size:t.size,hasSVGwithBitmap:!1,shouldScale:!0};o[l].push(e)}}}))}if(shouldRenderMermaid()){const t=getMermaidImageElements(e.scene.elements);for(const e of t)yield promiseTry((async()=>{if(this.terminate)return;const t=getMermaidText(e),i=await mermaidToExcalidraw(t,{themeVariables:{fontSize:"20"}},!0);if(i)if(i?.files)for(const t in i.files){const a={...i.files[t],id:e.fileId,created:Date.now(),hasSVGwithBitmap:!1,shouldScale:!0,size:await getImageSize(i.files[t].dataURL)};o[l].push(a)}else if(i?.elements){if(this.terminate)return;const t=await this.getExcalidrawSVG({isDark:this.isDark,file:null,depth:a,inFile:null,hasSVGwithBitmap:!1,elements:i.elements});if(t?.dataURL){const a=await getImageSize(t.dataURL),i={mimeType:"image/svg+xml",id:e.fileId,dataURL:t.dataURL,created:Date.now(),hasSVGwithBitmap:t.hasSVGwithBitmap,size:a,shouldScale:!0};o[l].push(i)}}}))}}.bind(this)(),h=this.plugin.settings.renderingConcurrency;if(await new PromisePool(d,h).all(),clearInterval(c),this.emptyPDFDocsMap(),this.terminate)t(void 0,this.isDark,!0);else try{t(o[l],this.isDark,!0)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}async pdfToDataURL(e,t){try{let a=0,i=0;const n=this.pdfDocsMap.get(e.path)??await getPDFDoc(e);this.pdfDocsMap.has(e.path)||this.pdfDocsMap.set(e.path,n);const r=isNaN(t.page)?1:t.page??1,s=this.plugin.settings.pdfScale,o=t.ref.split("rect=")[1]?.split(",").map((e=>parseInt(e))),l=o&&4===o.length&&o.every((e=>!isNaN(e)));let c;const d=async e=>{const t=createEl("canvas"),r=t.getContext("2d"),d=await n.getPage(e),h=d.getViewport({scale:s});i=t.height=Math.round(h.height),a=t.width=Math.round(h.width);const p={canvasContext:r,background:"rgba(0,0,0,0)",viewport:h};for(let e=0;e<4;e++)try{await d.render(p).promise;break}catch(t){if(3===e)throw t;await sleep(50*(e+1));continue}const[u,m,g,f]=d.view;if(c={left:u,bottom:m,right:g,top:f},c.rotate=d.rotate,l){const e=f-m,n=g-u;if(!d.rotate||0===d.rotate)return a=(o[2]-o[0])*s,i=(o[3]-o[1])*s,cropCanvas(t,{left:(o[0]-u)*s,top:(m+e-o[3])*s,width:a,height:i});if(90===d.rotate)return a=(o[3]-o[1])*s,i=(o[2]-o[0])*s,cropCanvas(t,{left:o[1]*s,top:(e-o[2])*s,width:a,height:i});if(180===d.rotate)return a=(o[2]-o[0])*s,i=(o[3]-o[1])*s,cropCanvas(t,{left:(n-o[2])*s,top:o[1]*s,width:a,height:i});if(270===d.rotate)return a=(o[3]-o[1])*s,i=(o[2]-o[0])*s,cropCanvas(t,{left:(n-o[3])*s,top:o[0]*s,width:a,height:i})}return t},h=await d(r);if(h){if(this.isDark){const e=h.getContext("2d");if(e)try{const t=e.getImageData(0,0,h.width,h.height),a=t.data;for(let e=0;e<a.length;e+=4)a[e]=255-a[e],a[e+1]=255-a[e+1],a[e+2]=255-a[e+2];e.putImageData(t,0,0)}catch(e){}}const e=[`data:image/png;base64,${await new Promise(((e,t)=>{h.toBlob((async t=>{const a=await blobToBase64(t);e(a)}))}))}`,{width:a,height:i},c];return h.width=0,h.height=0,e}}catch(e){return console.log(e),[null,null,null]}}async convertMarkdownToSVG(e,t,a,i){let n=!1;const r=await getTransclusion(a,e.app,t);let s=(r.leadingHashes??"")+r.contents;""===s&&(s="# Empty markdown file\nCTRL+Click here to open the file for editing in the current active pane, or CTRL+SHIFT+Click to open it in an adjacent pane.");const o=e.app.metadataCache.getFileCache(t);let l,c=e.settings.mdFont;switch(o?.frontmatter&&Boolean(o.frontmatter[FRONTMATTER_KEYS.font.name])&&(c=o.frontmatter[FRONTMATTER_KEYS.font.name]),c){case"Virgil":l=await getCSSFontDefinition(1);break;case"Cascadia":l=await getCSSFontDefinition(3);break;case"Assistant":case"Helvetica":l=await getCSSFontDefinition(2);break;case"Excalifont":l=await getCSSFontDefinition(5);break;case"Nunito":l=await getCSSFontDefinition(6);break;case"Lilita One":l=await getCSSFontDefinition(7);break;case"Comic Shanns":l=await getCSSFontDefinition(8);break;case"Liberation Sans":l=await getCSSFontDefinition(9);break;case"":l="";break;default:const a=await getFontDataURL(e.app,c,t.path);l=a.fontDef,c=a.fontName}o?.frontmatter&&null!==o.frontmatter.banner&&(s=s.replace(/banner:\s*.*/,""));const d=o?.frontmatter?o.frontmatter[FRONTMATTER_KEYS["font-color"].name]??e.settings.mdFontColor:e.settings.mdFontColor;let h=o?.frontmatter?o.frontmatter[FRONTMATTER_KEYS["md-css"].name]??"":"",p=!1;if(h&&""!==h){const a=e.app.metadataCache.getFirstLinkpathDest(h,t.path);a&&(h=await e.app.vault.read(a),p=!0)}if(!p)if(e.settings.mdCSS&&""!==e.settings.mdCSS){const a=e.app.metadataCache.getFirstLinkpathDest(e.settings.mdCSS,t.path);h+=a?`\n${await e.app.vault.read(a)}`:DEFAULT_MD_EMBED_CSS}else h+=DEFAULT_MD_EMBED_CSS;const u=o?.frontmatter?o.frontmatter[FRONTMATTER_KEYS["border-color"].name]??e.settings.mdBorderColor:e.settings.mdBorderColor;u&&""!==u&&!h.match(/svg/i)&&(h+=`svg{border:2px solid;color:${u};transform:scale(.95)}`);let m=` width="${a.width}px" height="100000"`,g=` width="${a.width}px" height="100%"`;const f=(e,t,a)=>`<svg xmlns="http://www.w3.org/2000/svg"${m}>${a?`<style>${a}</style>`:""}<foreignObject x="0" y="0"${g}>${e}${t}</foreignObject>${""!==l?`<defs><style>${l}</style></defs>`:""}</svg>`,b=createDiv();b.setAttribute("xmlns","http://www.w3.org/1999/xhtml"),b.setAttribute("class","excalidraw-md-host"),""!==c&&(b.style.fontFamily=c),b.style.overflow="auto",b.style.display="block",b.style.color=d&&""!==d?d:"initial",await obsidian_module.MarkdownRenderer.render(this.plugin.app,s,b,t.path,this.plugin),b.querySelectorAll(":scope > *[class^='frontmatter']").forEach((e=>b.removeChild(e))),await replaceBlobWithBase64(b);const U=Array.from(b.querySelectorAll("span[class='internal-embed']"));for(let a=0;a<U.length;a++){const i=U[a],n=i.getAttribute("src");if(!n)continue;const r=i.getAttribute("width"),s=i.getAttribute("height"),o=new EmbeddedFile(e,t.path,n);if(!o.file)continue;const l=await this._getObsidianImage(o,1),c=createEl("img");r&&c.setAttribute("width",r),s&&c.setAttribute("height",s),c.src=l.dataURL,i.replaceWith(c)}const E=document.body.createDiv();E.style.display="none";const w=E.createEl("iframe").contentWindow.document;if(h){const e=w.createElement("style");e.type="text/css",e.innerHTML=h,w.head.appendChild(e)}const y=w.importNode(b,!0);w.body.appendChild(y);const v=createDiv();v.setAttribute("class","excalidraw-md-footer"),w.body.appendChild(v),w.body.querySelectorAll("*").forEach((e=>{const t=e.style,a=window.getComputedStyle(e);let i="";for(const e in t)t.hasOwnProperty(e)&&(i+=`${e}: ${a[e]};`);e.setAttribute("style",i)}));const T=(new XMLSerializer).serializeToString(y),S=(new XMLSerializer).serializeToString(v);document.body.removeChild(E);const _=new DOMParser,C=_.parseFromString(f(T,S),"image/svg+xml").firstElementChild,I=createDiv();I.appendChild(C),document.body.appendChild(I);const x=C.querySelector(".excalidraw-md-footer").scrollHeight,A=C.querySelector(".excalidraw-md-host").scrollHeight+x,k=A<=a.height?A:a.height;document.body.removeChild(I),m=` width="${a.width}px" height="${k}px"`,g=` width="${a.width}px" height="${k}px"`,b.style.height=k-x+"px",b.style.overflow="hidden";const O=b.querySelectorAll("img:not([src^='data:image/svg+xml'])");O.length>0&&(n=!0),n&&this.isDark&&O.forEach((e=>{e instanceof HTMLImageElement&&(e.style.filter=THEME_FILTER)}));const R=f((new XMLSerializer).serializeToString(b),'<div class="excalidraw-md-footer"></div>',h);return e.ea.mostRecentMarkdownSVG=_.parseFromString(R,"image/svg+xml").firstElementChild,{dataURL:svgToBase64(R),hasSVGwithBitmap:n}}}const getSVGData=async(e,t,a)=>svgToBase64(replaceSVGColors(await e.vault.read(t),a)),generateIdFromFile=async(e,t)=>{let a;try{const i=new Uint8Array(e);let n;if(t){const e=(new TextEncoder).encode(t);n=new Uint8Array(i.length+e.length),n.set(i),n.set(e,i.length)}else n=i;const r=n.buffer.slice(n.byteOffset,n.byteOffset+n.byteLength),s=await window.crypto.subtle.digest("SHA-1",r);a=Array.from(new Uint8Array(s)).map((e=>e.toString(16).padStart(2,"0"))).join("")}catch(e){errorlog({where:"EmbeddedFileLoader.generateIdFromFile",error:e}),a=fileid()}return a},replaceBlobWithBase64=async e=>{const t=e.querySelectorAll('img[src^="blob:app://obsidian.md"]');for(let e of t){const t=e.src;try{const a=await fetch(t),i=await a.blob(),n=await blobToBase64(i);e.src=`data:${i.type};base64,${n}`}catch(e){console.error(`Failed to fetch or convert blob: ${t}`,e)}}};function isNothing(e){return null==e}function isObject(e){return"object"==typeof e&&null!==e}function toArray(e){return Array.isArray(e)?e:isNothing(e)?[]:[e]}function extend(e,t){var a,i,n,r;if(t)for(a=0,i=(r=Object.keys(t)).length;a<i;a+=1)e[n=r[a]]=t[n];return e}function repeat(e,t){var a,i="";for(a=0;a<t;a+=1)i+=e;return i}function isNegativeZero(e){return 0===e&&Number.NEGATIVE_INFINITY===1/e}var isNothing_1=isNothing,isObject_1=isObject,toArray_1=toArray,repeat_1=repeat,isNegativeZero_1=isNegativeZero,extend_1=extend,common={isNothing:isNothing_1,isObject:isObject_1,toArray:toArray_1,repeat:repeat_1,isNegativeZero:isNegativeZero_1,extend:extend_1};function formatError(e,t){var a="",i=e.reason||"(unknown reason)";return e.mark?(e.mark.name&&(a+='in "'+e.mark.name+'" '),a+="("+(e.mark.line+1)+":"+(e.mark.column+1)+")",!t&&e.mark.snippet&&(a+="\n\n"+e.mark.snippet),i+" "+a):i}function YAMLException$1(e,t){Error.call(this),this.name="YAMLException",this.reason=e,this.mark=t,this.message=formatError(this,!1),Error.captureStackTrace?Error.captureStackTrace(this,this.constructor):this.stack=(new Error).stack||""}YAMLException$1.prototype=Object.create(Error.prototype),YAMLException$1.prototype.constructor=YAMLException$1,YAMLException$1.prototype.toString=function(e){return this.name+": "+formatError(this,e)};var exception=YAMLException$1;function getLine(e,t,a,i,n){var r="",s="",o=Math.floor(n/2)-1;return i-t>o&&(t=i-o+(r=" ... ").length),a-i>o&&(a=i+o-(s=" ...").length),{str:r+e.slice(t,a).replace(/\t/g,"→")+s,pos:i-t+r.length}}function padStart(e,t){return common.repeat(" ",t-e.length)+e}function makeSnippet(e,t){if(t=Object.create(t||null),!e.buffer)return null;t.maxLength||(t.maxLength=79),"number"!=typeof t.indent&&(t.indent=1),"number"!=typeof t.linesBefore&&(t.linesBefore=3),"number"!=typeof t.linesAfter&&(t.linesAfter=2);for(var a,i=/\r?\n|\r|\0/g,n=[0],r=[],s=-1;a=i.exec(e.buffer);)r.push(a.index),n.push(a.index+a[0].length),e.position<=a.index&&s<0&&(s=n.length-2);s<0&&(s=n.length-1);var o,l,c="",d=Math.min(e.line+t.linesAfter,r.length).toString().length,h=t.maxLength-(t.indent+d+3);for(o=1;o<=t.linesBefore&&!(s-o<0);o++)l=getLine(e.buffer,n[s-o],r[s-o],e.position-(n[s]-n[s-o]),h),c=common.repeat(" ",t.indent)+padStart((e.line-o+1).toString(),d)+" | "+l.str+"\n"+c;for(l=getLine(e.buffer,n[s],r[s],e.position,h),c+=common.repeat(" ",t.indent)+padStart((e.line+1).toString(),d)+" | "+l.str+"\n",c+=common.repeat("-",t.indent+d+3+l.pos)+"^\n",o=1;o<=t.linesAfter&&!(s+o>=r.length);o++)l=getLine(e.buffer,n[s+o],r[s+o],e.position-(n[s]-n[s+o]),h),c+=common.repeat(" ",t.indent)+padStart((e.line+o+1).toString(),d)+" | "+l.str+"\n";return c.replace(/\n$/,"")}var snippet=makeSnippet,TYPE_CONSTRUCTOR_OPTIONS=["kind","multi","resolve","construct","instanceOf","predicate","represent","representName","defaultStyle","styleAliases"],YAML_NODE_KINDS=["scalar","sequence","mapping"];function compileStyleAliases(e){var t={};return null!==e&&Object.keys(e).forEach((function(a){e[a].forEach((function(e){t[String(e)]=a}))})),t}function Type$1(e,t){if(t=t||{},Object.keys(t).forEach((function(t){if(-1===TYPE_CONSTRUCTOR_OPTIONS.indexOf(t))throw new exception('Unknown option "'+t+'" is met in definition of "'+e+'" YAML type.')})),this.options=t,this.tag=e,this.kind=t.kind||null,this.resolve=t.resolve||function(){return!0},this.construct=t.construct||function(e){return e},this.instanceOf=t.instanceOf||null,this.predicate=t.predicate||null,this.represent=t.represent||null,this.representName=t.representName||null,this.defaultStyle=t.defaultStyle||null,this.multi=t.multi||!1,this.styleAliases=compileStyleAliases(t.styleAliases||null),-1===YAML_NODE_KINDS.indexOf(this.kind))throw new exception('Unknown kind "'+this.kind+'" is specified for "'+e+'" YAML type.')}var type$1=Type$1;function compileList(e,t){var a=[];return e[t].forEach((function(e){var t=a.length;a.forEach((function(a,i){a.tag===e.tag&&a.kind===e.kind&&a.multi===e.multi&&(t=i)})),a[t]=e})),a}function compileMap(){var e,t,a={scalar:{},sequence:{},mapping:{},fallback:{},multi:{scalar:[],sequence:[],mapping:[],fallback:[]}};function i(e){e.multi?(a.multi[e.kind].push(e),a.multi.fallback.push(e)):a[e.kind][e.tag]=a.fallback[e.tag]=e}for(e=0,t=arguments.length;e<t;e+=1)arguments[e].forEach(i);return a}function Schema$1(e){return this.extend(e)}Schema$1.prototype.extend=function(e){var t=[],a=[];if(e instanceof type$1)a.push(e);else if(Array.isArray(e))a=a.concat(e);else{if(!e||!Array.isArray(e.implicit)&&!Array.isArray(e.explicit))throw new exception("Schema.extend argument should be a Type, [ Type ], or a schema definition ({ implicit: [...], explicit: [...] })");e.implicit&&(t=t.concat(e.implicit)),e.explicit&&(a=a.concat(e.explicit))}t.forEach((function(e){if(!(e instanceof type$1))throw new exception("Specified list of YAML types (or a single Type object) contains a non-Type object.");if(e.loadKind&&"scalar"!==e.loadKind)throw new exception("There is a non-scalar type in the implicit list of a schema. Implicit resolving of such types is not supported.");if(e.multi)throw new exception("There is a multi type in the implicit list of a schema. Multi tags can only be listed as explicit.")})),a.forEach((function(e){if(!(e instanceof type$1))throw new exception("Specified list of YAML types (or a single Type object) contains a non-Type object.")}));var i=Object.create(Schema$1.prototype);return i.implicit=(this.implicit||[]).concat(t),i.explicit=(this.explicit||[]).concat(a),i.compiledImplicit=compileList(i,"implicit"),i.compiledExplicit=compileList(i,"explicit"),i.compiledTypeMap=compileMap(i.compiledImplicit,i.compiledExplicit),i};var schema=Schema$1,str=new type$1("tag:yaml.org,2002:str",{kind:"scalar",construct:function(e){return null!==e?e:""}}),seq=new type$1("tag:yaml.org,2002:seq",{kind:"sequence",construct:function(e){return null!==e?e:[]}}),map=new type$1("tag:yaml.org,2002:map",{kind:"mapping",construct:function(e){return null!==e?e:{}}}),failsafe=new schema({explicit:[str,seq,map]});function resolveYamlNull(e){if(null===e)return!0;var t=e.length;return 1===t&&"~"===e||4===t&&("null"===e||"Null"===e||"NULL"===e)}function constructYamlNull(){return null}function isNull(e){return null===e}var _null=new type$1("tag:yaml.org,2002:null",{kind:"scalar",resolve:resolveYamlNull,construct:constructYamlNull,predicate:isNull,represent:{canonical:function(){return"~"},lowercase:function(){return"null"},uppercase:function(){return"NULL"},camelcase:function(){return"Null"},empty:function(){return""}},defaultStyle:"lowercase"});function resolveYamlBoolean(e){if(null===e)return!1;var t=e.length;return 4===t&&("true"===e||"True"===e||"TRUE"===e)||5===t&&("false"===e||"False"===e||"FALSE"===e)}function constructYamlBoolean(e){return"true"===e||"True"===e||"TRUE"===e}function isBoolean(e){return"[object Boolean]"===Object.prototype.toString.call(e)}var bool=new type$1("tag:yaml.org,2002:bool",{kind:"scalar",resolve:resolveYamlBoolean,construct:constructYamlBoolean,predicate:isBoolean,represent:{lowercase:function(e){return e?"true":"false"},uppercase:function(e){return e?"TRUE":"FALSE"},camelcase:function(e){return e?"True":"False"}},defaultStyle:"lowercase"});function isHexCode(e){return 48<=e&&e<=57||65<=e&&e<=70||97<=e&&e<=102}function isOctCode(e){return 48<=e&&e<=55}function isDecCode(e){return 48<=e&&e<=57}function resolveYamlInteger(e){if(null===e)return!1;var t,a=e.length,i=0,n=!1;if(!a)return!1;if("-"!==(t=e[i])&&"+"!==t||(t=e[++i]),"0"===t){if(i+1===a)return!0;if("b"===(t=e[++i])){for(i++;i<a;i++)if("_"!==(t=e[i])){if("0"!==t&&"1"!==t)return!1;n=!0}return n&&"_"!==t}if("x"===t){for(i++;i<a;i++)if("_"!==(t=e[i])){if(!isHexCode(e.charCodeAt(i)))return!1;n=!0}return n&&"_"!==t}if("o"===t){for(i++;i<a;i++)if("_"!==(t=e[i])){if(!isOctCode(e.charCodeAt(i)))return!1;n=!0}return n&&"_"!==t}}if("_"===t)return!1;for(;i<a;i++)if("_"!==(t=e[i])){if(!isDecCode(e.charCodeAt(i)))return!1;n=!0}return!(!n||"_"===t)}function constructYamlInteger(e){var t,a=e,i=1;if(-1!==a.indexOf("_")&&(a=a.replace(/_/g,"")),"-"!==(t=a[0])&&"+"!==t||("-"===t&&(i=-1),t=(a=a.slice(1))[0]),"0"===a)return 0;if("0"===t){if("b"===a[1])return i*parseInt(a.slice(2),2);if("x"===a[1])return i*parseInt(a.slice(2),16);if("o"===a[1])return i*parseInt(a.slice(2),8)}return i*parseInt(a,10)}function isInteger(e){return"[object Number]"===Object.prototype.toString.call(e)&&e%1==0&&!common.isNegativeZero(e)}var int=new type$1("tag:yaml.org,2002:int",{kind:"scalar",resolve:resolveYamlInteger,construct:constructYamlInteger,predicate:isInteger,represent:{binary:function(e){return e>=0?"0b"+e.toString(2):"-0b"+e.toString(2).slice(1)},octal:function(e){return e>=0?"0o"+e.toString(8):"-0o"+e.toString(8).slice(1)},decimal:function(e){return e.toString(10)},hexadecimal:function(e){return e>=0?"0x"+e.toString(16).toUpperCase():"-0x"+e.toString(16).toUpperCase().slice(1)}},defaultStyle:"decimal",styleAliases:{binary:[2,"bin"],octal:[8,"oct"],decimal:[10,"dec"],hexadecimal:[16,"hex"]}}),YAML_FLOAT_PATTERN=new RegExp("^(?:[-+]?(?:[0-9][0-9_]*)(?:\\.[0-9_]*)?(?:[eE][-+]?[0-9]+)?|\\.[0-9_]+(?:[eE][-+]?[0-9]+)?|[-+]?\\.(?:inf|Inf|INF)|\\.(?:nan|NaN|NAN))$");function resolveYamlFloat(e){return null!==e&&!(!YAML_FLOAT_PATTERN.test(e)||"_"===e[e.length-1])}function constructYamlFloat(e){var t,a;return a="-"===(t=e.replace(/_/g,"").toLowerCase())[0]?-1:1,"+-".indexOf(t[0])>=0&&(t=t.slice(1)),".inf"===t?1===a?Number.POSITIVE_INFINITY:Number.NEGATIVE_INFINITY:".nan"===t?NaN:a*parseFloat(t,10)}var SCIENTIFIC_WITHOUT_DOT=/^[-+]?[0-9]+e/;function representYamlFloat(e,t){var a;if(isNaN(e))switch(t){case"lowercase":return".nan";case"uppercase":return".NAN";case"camelcase":return".NaN"}else if(Number.POSITIVE_INFINITY===e)switch(t){case"lowercase":return".inf";case"uppercase":return".INF";case"camelcase":return".Inf"}else if(Number.NEGATIVE_INFINITY===e)switch(t){case"lowercase":return"-.inf";case"uppercase":return"-.INF";case"camelcase":return"-.Inf"}else if(common.isNegativeZero(e))return"-0.0";return a=e.toString(10),SCIENTIFIC_WITHOUT_DOT.test(a)?a.replace("e",".e"):a}function isFloat(e){return"[object Number]"===Object.prototype.toString.call(e)&&(e%1!=0||common.isNegativeZero(e))}var float=new type$1("tag:yaml.org,2002:float",{kind:"scalar",resolve:resolveYamlFloat,construct:constructYamlFloat,predicate:isFloat,represent:representYamlFloat,defaultStyle:"lowercase"}),json=failsafe.extend({implicit:[_null,bool,int,float]}),core=json,YAML_DATE_REGEXP=new RegExp("^([0-9][0-9][0-9][0-9])-([0-9][0-9])-([0-9][0-9])$"),YAML_TIMESTAMP_REGEXP=new RegExp("^([0-9][0-9][0-9][0-9])-([0-9][0-9]?)-([0-9][0-9]?)(?:[Tt]|[ \\t]+)([0-9][0-9]?):([0-9][0-9]):([0-9][0-9])(?:\\.([0-9]*))?(?:[ \\t]*(Z|([-+])([0-9][0-9]?)(?::([0-9][0-9]))?))?$");function resolveYamlTimestamp(e){return null!==e&&(null!==YAML_DATE_REGEXP.exec(e)||null!==YAML_TIMESTAMP_REGEXP.exec(e))}function constructYamlTimestamp(e){var t,a,i,n,r,s,o,l,c=0,d=null;if(null===(t=YAML_DATE_REGEXP.exec(e))&&(t=YAML_TIMESTAMP_REGEXP.exec(e)),null===t)throw new Error("Date resolve error");if(a=+t[1],i=+t[2]-1,n=+t[3],!t[4])return new Date(Date.UTC(a,i,n));if(r=+t[4],s=+t[5],o=+t[6],t[7]){for(c=t[7].slice(0,3);c.length<3;)c+="0";c=+c}return t[9]&&(d=6e4*(60*+t[10]+ +(t[11]||0)),"-"===t[9]&&(d=-d)),l=new Date(Date.UTC(a,i,n,r,s,o,c)),d&&l.setTime(l.getTime()-d),l}function representYamlTimestamp(e){return e.toISOString()}var timestamp=new type$1("tag:yaml.org,2002:timestamp",{kind:"scalar",resolve:resolveYamlTimestamp,construct:constructYamlTimestamp,instanceOf:Date,represent:representYamlTimestamp});function resolveYamlMerge(e){return"<<"===e||null===e}var merge=new type$1("tag:yaml.org,2002:merge",{kind:"scalar",resolve:resolveYamlMerge}),BASE64_MAP="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=\n\r";function resolveYamlBinary(e){if(null===e)return!1;var t,a,i=0,n=e.length,r=BASE64_MAP;for(a=0;a<n;a++)if(!((t=r.indexOf(e.charAt(a)))>64)){if(t<0)return!1;i+=6}return i%8==0}function constructYamlBinary(e){var t,a,i=e.replace(/[\r\n=]/g,""),n=i.length,r=BASE64_MAP,s=0,o=[];for(t=0;t<n;t++)t%4==0&&t&&(o.push(s>>16&255),o.push(s>>8&255),o.push(255&s)),s=s<<6|r.indexOf(i.charAt(t));return 0==(a=n%4*6)?(o.push(s>>16&255),o.push(s>>8&255),o.push(255&s)):18===a?(o.push(s>>10&255),o.push(s>>2&255)):12===a&&o.push(s>>4&255),new Uint8Array(o)}function representYamlBinary(e){var t,a,i="",n=0,r=e.length,s=BASE64_MAP;for(t=0;t<r;t++)t%3==0&&t&&(i+=s[n>>18&63],i+=s[n>>12&63],i+=s[n>>6&63],i+=s[63&n]),n=(n<<8)+e[t];return 0==(a=r%3)?(i+=s[n>>18&63],i+=s[n>>12&63],i+=s[n>>6&63],i+=s[63&n]):2===a?(i+=s[n>>10&63],i+=s[n>>4&63],i+=s[n<<2&63],i+=s[64]):1===a&&(i+=s[n>>2&63],i+=s[n<<4&63],i+=s[64],i+=s[64]),i}function isBinary(e){return"[object Uint8Array]"===Object.prototype.toString.call(e)}var binary=new type$1("tag:yaml.org,2002:binary",{kind:"scalar",resolve:resolveYamlBinary,construct:constructYamlBinary,predicate:isBinary,represent:representYamlBinary}),_hasOwnProperty$3=Object.prototype.hasOwnProperty,_toString$2=Object.prototype.toString;function resolveYamlOmap(e){if(null===e)return!0;var t,a,i,n,r,s=[],o=e;for(t=0,a=o.length;t<a;t+=1){if(i=o[t],r=!1,"[object Object]"!==_toString$2.call(i))return!1;for(n in i)if(_hasOwnProperty$3.call(i,n)){if(r)return!1;r=!0}if(!r)return!1;if(-1!==s.indexOf(n))return!1;s.push(n)}return!0}function constructYamlOmap(e){return null!==e?e:[]}var omap=new type$1("tag:yaml.org,2002:omap",{kind:"sequence",resolve:resolveYamlOmap,construct:constructYamlOmap}),_toString$1=Object.prototype.toString;function resolveYamlPairs(e){if(null===e)return!0;var t,a,i,n,r,s=e;for(r=new Array(s.length),t=0,a=s.length;t<a;t+=1){if(i=s[t],"[object Object]"!==_toString$1.call(i))return!1;if(1!==(n=Object.keys(i)).length)return!1;r[t]=[n[0],i[n[0]]]}return!0}function constructYamlPairs(e){if(null===e)return[];var t,a,i,n,r,s=e;for(r=new Array(s.length),t=0,a=s.length;t<a;t+=1)i=s[t],n=Object.keys(i),r[t]=[n[0],i[n[0]]];return r}var pairs=new type$1("tag:yaml.org,2002:pairs",{kind:"sequence",resolve:resolveYamlPairs,construct:constructYamlPairs}),_hasOwnProperty$2=Object.prototype.hasOwnProperty;function resolveYamlSet(e){if(null===e)return!0;var t,a=e;for(t in a)if(_hasOwnProperty$2.call(a,t)&&null!==a[t])return!1;return!0}function constructYamlSet(e){return null!==e?e:{}}var set=new type$1("tag:yaml.org,2002:set",{kind:"mapping",resolve:resolveYamlSet,construct:constructYamlSet}),_default=core.extend({implicit:[timestamp,merge],explicit:[binary,omap,pairs,set]}),_hasOwnProperty$1=Object.prototype.hasOwnProperty,CONTEXT_FLOW_IN=1,CONTEXT_FLOW_OUT=2,CONTEXT_BLOCK_IN=3,CONTEXT_BLOCK_OUT=4,CHOMPING_CLIP=1,CHOMPING_STRIP=2,CHOMPING_KEEP=3,PATTERN_NON_PRINTABLE=/[\x00-\x08\x0B\x0C\x0E-\x1F\x7F-\x84\x86-\x9F\uFFFE\uFFFF]|[\uD800-\uDBFF](?![\uDC00-\uDFFF])|(?:[^\uD800-\uDBFF]|^)[\uDC00-\uDFFF]/,PATTERN_NON_ASCII_LINE_BREAKS=/[\x85\u2028\u2029]/,PATTERN_FLOW_INDICATORS=/[,\[\]\{\}]/,PATTERN_TAG_HANDLE=/^(?:!|!!|![a-z\-]+!)$/i,PATTERN_TAG_URI=/^(?:!|[^,\[\]\{\}])(?:%[0-9a-f]{2}|[0-9a-z\-#;\/\?:@&=\+\$,_\.!~\*'\(\)\[\]])*$/i;function _class(e){return Object.prototype.toString.call(e)}function is_EOL(e){return 10===e||13===e}function is_WHITE_SPACE(e){return 9===e||32===e}function is_WS_OR_EOL(e){return 9===e||32===e||10===e||13===e}function is_FLOW_INDICATOR(e){return 44===e||91===e||93===e||123===e||125===e}function fromHexCode(e){var t;return 48<=e&&e<=57?e-48:97<=(t=32|e)&&t<=102?t-97+10:-1}function escapedHexLen(e){return 120===e?2:117===e?4:85===e?8:0}function fromDecimalCode(e){return 48<=e&&e<=57?e-48:-1}function simpleEscapeSequence(e){return 48===e?"\0":97===e?"":98===e?"\b":116===e||9===e?"\t":110===e?"\n":118===e?"\v":102===e?"\f":114===e?"\r":101===e?"":32===e?" ":34===e?'"':47===e?"/":92===e?"\\":78===e?"…":95===e?" ":76===e?"\u2028":80===e?"\u2029":""}function charFromCodepoint(e){return e<=65535?String.fromCharCode(e):String.fromCharCode(55296+(e-65536>>10),56320+(e-65536&1023))}for(var simpleEscapeCheck=new Array(256),simpleEscapeMap=new Array(256),i$b=0;i$b<256;i$b++)simpleEscapeCheck[i$b]=simpleEscapeSequence(i$b)?1:0,simpleEscapeMap[i$b]=simpleEscapeSequence(i$b);function State$1(e,t){this.input=e,this.filename=t.filename||null,this.schema=t.schema||_default,this.onWarning=t.onWarning||null,this.legacy=t.legacy||!1,this.json=t.json||!1,this.listener=t.listener||null,this.implicitTypes=this.schema.compiledImplicit,this.typeMap=this.schema.compiledTypeMap,this.length=e.length,this.position=0,this.line=0,this.lineStart=0,this.lineIndent=0,this.firstTabInLine=-1,this.documents=[]}function generateError(e,t){var a={name:e.filename,buffer:e.input.slice(0,-1),position:e.position,line:e.line,column:e.position-e.lineStart};return a.snippet=snippet(a),new exception(t,a)}function throwError(e,t){throw generateError(e,t)}function throwWarning(e,t){e.onWarning&&e.onWarning.call(null,generateError(e,t))}var directiveHandlers={YAML:function(e,t,a){var i,n,r;null!==e.version&&throwError(e,"duplication of %YAML directive"),1!==a.length&&throwError(e,"YAML directive accepts exactly one argument"),null===(i=/^([0-9]+)\.([0-9]+)$/.exec(a[0]))&&throwError(e,"ill-formed argument of the YAML directive"),n=parseInt(i[1],10),r=parseInt(i[2],10),1!==n&&throwError(e,"unacceptable YAML version of the document"),e.version=a[0],e.checkLineBreaks=r<2,1!==r&&2!==r&&throwWarning(e,"unsupported YAML version of the document")},TAG:function(e,t,a){var i,n;2!==a.length&&throwError(e,"TAG directive accepts exactly two arguments"),i=a[0],n=a[1],PATTERN_TAG_HANDLE.test(i)||throwError(e,"ill-formed tag handle (first argument) of the TAG directive"),_hasOwnProperty$1.call(e.tagMap,i)&&throwError(e,'there is a previously declared suffix for "'+i+'" tag handle'),PATTERN_TAG_URI.test(n)||throwError(e,"ill-formed tag prefix (second argument) of the TAG directive");try{n=decodeURIComponent(n)}catch(t){throwError(e,"tag prefix is malformed: "+n)}e.tagMap[i]=n}};function captureSegment(e,t,a,i){var n,r,s,o;if(t<a){if(o=e.input.slice(t,a),i)for(n=0,r=o.length;n<r;n+=1)9===(s=o.charCodeAt(n))||32<=s&&s<=1114111||throwError(e,"expected valid JSON character");else PATTERN_NON_PRINTABLE.test(o)&&throwError(e,"the stream contains non-printable characters");e.result+=o}}function mergeMappings(e,t,a,i){var n,r,s,o;for(common.isObject(a)||throwError(e,"cannot merge mappings; the provided source object is unacceptable"),s=0,o=(n=Object.keys(a)).length;s<o;s+=1)r=n[s],_hasOwnProperty$1.call(t,r)||(t[r]=a[r],i[r]=!0)}function storeMappingPair(e,t,a,i,n,r,s,o,l){var c,d;if(Array.isArray(n))for(c=0,d=(n=Array.prototype.slice.call(n)).length;c<d;c+=1)Array.isArray(n[c])&&throwError(e,"nested arrays are not supported inside keys"),"object"==typeof n&&"[object Object]"===_class(n[c])&&(n[c]="[object Object]");if("object"==typeof n&&"[object Object]"===_class(n)&&(n="[object Object]"),n=String(n),null===t&&(t={}),"tag:yaml.org,2002:merge"===i)if(Array.isArray(r))for(c=0,d=r.length;c<d;c+=1)mergeMappings(e,t,r[c],a);else mergeMappings(e,t,r,a);else e.json||_hasOwnProperty$1.call(a,n)||!_hasOwnProperty$1.call(t,n)||(e.line=s||e.line,e.lineStart=o||e.lineStart,e.position=l||e.position,throwError(e,"duplicated mapping key")),"__proto__"===n?Object.defineProperty(t,n,{configurable:!0,enumerable:!0,writable:!0,value:r}):t[n]=r,delete a[n];return t}function readLineBreak(e){var t;10===(t=e.input.charCodeAt(e.position))?e.position++:13===t?(e.position++,10===e.input.charCodeAt(e.position)&&e.position++):throwError(e,"a line break is expected"),e.line+=1,e.lineStart=e.position,e.firstTabInLine=-1}function skipSeparationSpace(e,t,a){for(var i=0,n=e.input.charCodeAt(e.position);0!==n;){for(;is_WHITE_SPACE(n);)9===n&&-1===e.firstTabInLine&&(e.firstTabInLine=e.position),n=e.input.charCodeAt(++e.position);if(t&&35===n)do{n=e.input.charCodeAt(++e.position)}while(10!==n&&13!==n&&0!==n);if(!is_EOL(n))break;for(readLineBreak(e),n=e.input.charCodeAt(e.position),i++,e.lineIndent=0;32===n;)e.lineIndent++,n=e.input.charCodeAt(++e.position)}return-1!==a&&0!==i&&e.lineIndent<a&&throwWarning(e,"deficient indentation"),i}function testDocumentSeparator(e){var t,a=e.position;return!(45!==(t=e.input.charCodeAt(a))&&46!==t||t!==e.input.charCodeAt(a+1)||t!==e.input.charCodeAt(a+2)||(a+=3,0!==(t=e.input.charCodeAt(a))&&!is_WS_OR_EOL(t)))}function writeFoldedLines(e,t){1===t?e.result+=" ":t>1&&(e.result+=common.repeat("\n",t-1))}function readPlainScalar(e,t,a){var i,n,r,s,o,l,c,d,h=e.kind,p=e.result;if(is_WS_OR_EOL(d=e.input.charCodeAt(e.position))||is_FLOW_INDICATOR(d)||35===d||38===d||42===d||33===d||124===d||62===d||39===d||34===d||37===d||64===d||96===d)return!1;if((63===d||45===d)&&(is_WS_OR_EOL(i=e.input.charCodeAt(e.position+1))||a&&is_FLOW_INDICATOR(i)))return!1;for(e.kind="scalar",e.result="",n=r=e.position,s=!1;0!==d;){if(58===d){if(is_WS_OR_EOL(i=e.input.charCodeAt(e.position+1))||a&&is_FLOW_INDICATOR(i))break}else if(35===d){if(is_WS_OR_EOL(e.input.charCodeAt(e.position-1)))break}else{if(e.position===e.lineStart&&testDocumentSeparator(e)||a&&is_FLOW_INDICATOR(d))break;if(is_EOL(d)){if(o=e.line,l=e.lineStart,c=e.lineIndent,skipSeparationSpace(e,!1,-1),e.lineIndent>=t){s=!0,d=e.input.charCodeAt(e.position);continue}e.position=r,e.line=o,e.lineStart=l,e.lineIndent=c;break}}s&&(captureSegment(e,n,r,!1),writeFoldedLines(e,e.line-o),n=r=e.position,s=!1),is_WHITE_SPACE(d)||(r=e.position+1),d=e.input.charCodeAt(++e.position)}return captureSegment(e,n,r,!1),!!e.result||(e.kind=h,e.result=p,!1)}function readSingleQuotedScalar(e,t){var a,i,n;if(39!==(a=e.input.charCodeAt(e.position)))return!1;for(e.kind="scalar",e.result="",e.position++,i=n=e.position;0!==(a=e.input.charCodeAt(e.position));)if(39===a){if(captureSegment(e,i,e.position,!0),39!==(a=e.input.charCodeAt(++e.position)))return!0;i=e.position,e.position++,n=e.position}else is_EOL(a)?(captureSegment(e,i,n,!0),writeFoldedLines(e,skipSeparationSpace(e,!1,t)),i=n=e.position):e.position===e.lineStart&&testDocumentSeparator(e)?throwError(e,"unexpected end of the document within a single quoted scalar"):(e.position++,n=e.position);throwError(e,"unexpected end of the stream within a single quoted scalar")}function readDoubleQuotedScalar(e,t){var a,i,n,r,s,o;if(34!==(o=e.input.charCodeAt(e.position)))return!1;for(e.kind="scalar",e.result="",e.position++,a=i=e.position;0!==(o=e.input.charCodeAt(e.position));){if(34===o)return captureSegment(e,a,e.position,!0),e.position++,!0;if(92===o){if(captureSegment(e,a,e.position,!0),is_EOL(o=e.input.charCodeAt(++e.position)))skipSeparationSpace(e,!1,t);else if(o<256&&simpleEscapeCheck[o])e.result+=simpleEscapeMap[o],e.position++;else if((s=escapedHexLen(o))>0){for(n=s,r=0;n>0;n--)(s=fromHexCode(o=e.input.charCodeAt(++e.position)))>=0?r=(r<<4)+s:throwError(e,"expected hexadecimal character");e.result+=charFromCodepoint(r),e.position++}else throwError(e,"unknown escape sequence");a=i=e.position}else is_EOL(o)?(captureSegment(e,a,i,!0),writeFoldedLines(e,skipSeparationSpace(e,!1,t)),a=i=e.position):e.position===e.lineStart&&testDocumentSeparator(e)?throwError(e,"unexpected end of the document within a double quoted scalar"):(e.position++,i=e.position)}throwError(e,"unexpected end of the stream within a double quoted scalar")}function readFlowCollection(e,t){var a,i,n,r,s,o,l,c,d,h,p,u,m=!0,g=e.tag,f=e.anchor,b=Object.create(null);if(91===(u=e.input.charCodeAt(e.position)))s=93,c=!1,r=[];else{if(123!==u)return!1;s=125,c=!0,r={}}for(null!==e.anchor&&(e.anchorMap[e.anchor]=r),u=e.input.charCodeAt(++e.position);0!==u;){if(skipSeparationSpace(e,!0,t),(u=e.input.charCodeAt(e.position))===s)return e.position++,e.tag=g,e.anchor=f,e.kind=c?"mapping":"sequence",e.result=r,!0;m?44===u&&throwError(e,"expected the node content, but found ','"):throwError(e,"missed comma between flow collection entries"),p=null,o=l=!1,63===u&&is_WS_OR_EOL(e.input.charCodeAt(e.position+1))&&(o=l=!0,e.position++,skipSeparationSpace(e,!0,t)),a=e.line,i=e.lineStart,n=e.position,composeNode(e,t,CONTEXT_FLOW_IN,!1,!0),h=e.tag,d=e.result,skipSeparationSpace(e,!0,t),u=e.input.charCodeAt(e.position),!l&&e.line!==a||58!==u||(o=!0,u=e.input.charCodeAt(++e.position),skipSeparationSpace(e,!0,t),composeNode(e,t,CONTEXT_FLOW_IN,!1,!0),p=e.result),c?storeMappingPair(e,r,b,h,d,p,a,i,n):o?r.push(storeMappingPair(e,null,b,h,d,p,a,i,n)):r.push(d),skipSeparationSpace(e,!0,t),44===(u=e.input.charCodeAt(e.position))?(m=!0,u=e.input.charCodeAt(++e.position)):m=!1}throwError(e,"unexpected end of the stream within a flow collection")}function readBlockScalar(e,t){var a,i,n,r,s=CHOMPING_CLIP,o=!1,l=!1,c=t,d=0,h=!1;if(124===(r=e.input.charCodeAt(e.position)))i=!1;else{if(62!==r)return!1;i=!0}for(e.kind="scalar",e.result="";0!==r;)if(43===(r=e.input.charCodeAt(++e.position))||45===r)CHOMPING_CLIP===s?s=43===r?CHOMPING_KEEP:CHOMPING_STRIP:throwError(e,"repeat of a chomping mode identifier");else{if(!((n=fromDecimalCode(r))>=0))break;0===n?throwError(e,"bad explicit indentation width of a block scalar; it cannot be less than one"):l?throwError(e,"repeat of an indentation width identifier"):(c=t+n-1,l=!0)}if(is_WHITE_SPACE(r)){do{r=e.input.charCodeAt(++e.position)}while(is_WHITE_SPACE(r));if(35===r)do{r=e.input.charCodeAt(++e.position)}while(!is_EOL(r)&&0!==r)}for(;0!==r;){for(readLineBreak(e),e.lineIndent=0,r=e.input.charCodeAt(e.position);(!l||e.lineIndent<c)&&32===r;)e.lineIndent++,r=e.input.charCodeAt(++e.position);if(!l&&e.lineIndent>c&&(c=e.lineIndent),is_EOL(r))d++;else{if(e.lineIndent<c){s===CHOMPING_KEEP?e.result+=common.repeat("\n",o?1+d:d):s===CHOMPING_CLIP&&o&&(e.result+="\n");break}for(i?is_WHITE_SPACE(r)?(h=!0,e.result+=common.repeat("\n",o?1+d:d)):h?(h=!1,e.result+=common.repeat("\n",d+1)):0===d?o&&(e.result+=" "):e.result+=common.repeat("\n",d):e.result+=common.repeat("\n",o?1+d:d),o=!0,l=!0,d=0,a=e.position;!is_EOL(r)&&0!==r;)r=e.input.charCodeAt(++e.position);captureSegment(e,a,e.position,!1)}}return!0}function readBlockSequence(e,t){var a,i,n=e.tag,r=e.anchor,s=[],o=!1;if(-1!==e.firstTabInLine)return!1;for(null!==e.anchor&&(e.anchorMap[e.anchor]=s),i=e.input.charCodeAt(e.position);0!==i&&(-1!==e.firstTabInLine&&(e.position=e.firstTabInLine,throwError(e,"tab characters must not be used in indentation")),45===i)&&is_WS_OR_EOL(e.input.charCodeAt(e.position+1));)if(o=!0,e.position++,skipSeparationSpace(e,!0,-1)&&e.lineIndent<=t)s.push(null),i=e.input.charCodeAt(e.position);else if(a=e.line,composeNode(e,t,CONTEXT_BLOCK_IN,!1,!0),s.push(e.result),skipSeparationSpace(e,!0,-1),i=e.input.charCodeAt(e.position),(e.line===a||e.lineIndent>t)&&0!==i)throwError(e,"bad indentation of a sequence entry");else if(e.lineIndent<t)break;return!!o&&(e.tag=n,e.anchor=r,e.kind="sequence",e.result=s,!0)}function readBlockMapping(e,t,a){var i,n,r,s,o,l,c,d=e.tag,h=e.anchor,p={},u=Object.create(null),m=null,g=null,f=null,b=!1,U=!1;if(-1!==e.firstTabInLine)return!1;for(null!==e.anchor&&(e.anchorMap[e.anchor]=p),c=e.input.charCodeAt(e.position);0!==c;){if(b||-1===e.firstTabInLine||(e.position=e.firstTabInLine,throwError(e,"tab characters must not be used in indentation")),i=e.input.charCodeAt(e.position+1),r=e.line,63!==c&&58!==c||!is_WS_OR_EOL(i)){if(s=e.line,o=e.lineStart,l=e.position,!composeNode(e,a,CONTEXT_FLOW_OUT,!1,!0))break;if(e.line===r){for(c=e.input.charCodeAt(e.position);is_WHITE_SPACE(c);)c=e.input.charCodeAt(++e.position);if(58===c)is_WS_OR_EOL(c=e.input.charCodeAt(++e.position))||throwError(e,"a whitespace character is expected after the key-value separator within a block mapping"),b&&(storeMappingPair(e,p,u,m,g,null,s,o,l),m=g=f=null),U=!0,b=!1,n=!1,m=e.tag,g=e.result;else{if(!U)return e.tag=d,e.anchor=h,!0;throwError(e,"can not read an implicit mapping pair; a colon is missed")}}else{if(!U)return e.tag=d,e.anchor=h,!0;throwError(e,"can not read a block mapping entry; a multiline key may not be an implicit key")}}else 63===c?(b&&(storeMappingPair(e,p,u,m,g,null,s,o,l),m=g=f=null),U=!0,b=!0,n=!0):b?(b=!1,n=!0):throwError(e,"incomplete explicit mapping pair; a key node is missed; or followed by a non-tabulated empty line"),e.position+=1,c=i;if((e.line===r||e.lineIndent>t)&&(b&&(s=e.line,o=e.lineStart,l=e.position),composeNode(e,t,CONTEXT_BLOCK_OUT,!0,n)&&(b?g=e.result:f=e.result),b||(storeMappingPair(e,p,u,m,g,f,s,o,l),m=g=f=null),skipSeparationSpace(e,!0,-1),c=e.input.charCodeAt(e.position)),(e.line===r||e.lineIndent>t)&&0!==c)throwError(e,"bad indentation of a mapping entry");else if(e.lineIndent<t)break}return b&&storeMappingPair(e,p,u,m,g,null,s,o,l),U&&(e.tag=d,e.anchor=h,e.kind="mapping",e.result=p),U}function readTagProperty(e){var t,a,i,n,r=!1,s=!1;if(33!==(n=e.input.charCodeAt(e.position)))return!1;if(null!==e.tag&&throwError(e,"duplication of a tag property"),60===(n=e.input.charCodeAt(++e.position))?(r=!0,n=e.input.charCodeAt(++e.position)):33===n?(s=!0,a="!!",n=e.input.charCodeAt(++e.position)):a="!",t=e.position,r){do{n=e.input.charCodeAt(++e.position)}while(0!==n&&62!==n);e.position<e.length?(i=e.input.slice(t,e.position),n=e.input.charCodeAt(++e.position)):throwError(e,"unexpected end of the stream within a verbatim tag")}else{for(;0!==n&&!is_WS_OR_EOL(n);)33===n&&(s?throwError(e,"tag suffix cannot contain exclamation marks"):(a=e.input.slice(t-1,e.position+1),PATTERN_TAG_HANDLE.test(a)||throwError(e,"named tag handle cannot contain such characters"),s=!0,t=e.position+1)),n=e.input.charCodeAt(++e.position);i=e.input.slice(t,e.position),PATTERN_FLOW_INDICATORS.test(i)&&throwError(e,"tag suffix cannot contain flow indicator characters")}i&&!PATTERN_TAG_URI.test(i)&&throwError(e,"tag name cannot contain such characters: "+i);try{i=decodeURIComponent(i)}catch(t){throwError(e,"tag name is malformed: "+i)}return r?e.tag=i:_hasOwnProperty$1.call(e.tagMap,a)?e.tag=e.tagMap[a]+i:"!"===a?e.tag="!"+i:"!!"===a?e.tag="tag:yaml.org,2002:"+i:throwError(e,'undeclared tag handle "'+a+'"'),!0}function readAnchorProperty(e){var t,a;if(38!==(a=e.input.charCodeAt(e.position)))return!1;for(null!==e.anchor&&throwError(e,"duplication of an anchor property"),a=e.input.charCodeAt(++e.position),t=e.position;0!==a&&!is_WS_OR_EOL(a)&&!is_FLOW_INDICATOR(a);)a=e.input.charCodeAt(++e.position);return e.position===t&&throwError(e,"name of an anchor node must contain at least one character"),e.anchor=e.input.slice(t,e.position),!0}function readAlias(e){var t,a,i;if(42!==(i=e.input.charCodeAt(e.position)))return!1;for(i=e.input.charCodeAt(++e.position),t=e.position;0!==i&&!is_WS_OR_EOL(i)&&!is_FLOW_INDICATOR(i);)i=e.input.charCodeAt(++e.position);return e.position===t&&throwError(e,"name of an alias node must contain at least one character"),a=e.input.slice(t,e.position),_hasOwnProperty$1.call(e.anchorMap,a)||throwError(e,'unidentified alias "'+a+'"'),e.result=e.anchorMap[a],skipSeparationSpace(e,!0,-1),!0}function composeNode(e,t,a,i,n){var r,s,o,l,c,d,h,p,u,m=1,g=!1,f=!1;if(null!==e.listener&&e.listener("open",e),e.tag=null,e.anchor=null,e.kind=null,e.result=null,r=s=o=CONTEXT_BLOCK_OUT===a||CONTEXT_BLOCK_IN===a,i&&skipSeparationSpace(e,!0,-1)&&(g=!0,e.lineIndent>t?m=1:e.lineIndent===t?m=0:e.lineIndent<t&&(m=-1)),1===m)for(;readTagProperty(e)||readAnchorProperty(e);)skipSeparationSpace(e,!0,-1)?(g=!0,o=r,e.lineIndent>t?m=1:e.lineIndent===t?m=0:e.lineIndent<t&&(m=-1)):o=!1;if(o&&(o=g||n),1!==m&&CONTEXT_BLOCK_OUT!==a||(p=CONTEXT_FLOW_IN===a||CONTEXT_FLOW_OUT===a?t:t+1,u=e.position-e.lineStart,1===m?o&&(readBlockSequence(e,u)||readBlockMapping(e,u,p))||readFlowCollection(e,p)?f=!0:(s&&readBlockScalar(e,p)||readSingleQuotedScalar(e,p)||readDoubleQuotedScalar(e,p)?f=!0:readAlias(e)?(f=!0,null===e.tag&&null===e.anchor||throwError(e,"alias node should not have any properties")):readPlainScalar(e,p,CONTEXT_FLOW_IN===a)&&(f=!0,null===e.tag&&(e.tag="?")),null!==e.anchor&&(e.anchorMap[e.anchor]=e.result)):0===m&&(f=o&&readBlockSequence(e,u))),null===e.tag)null!==e.anchor&&(e.anchorMap[e.anchor]=e.result);else if("?"===e.tag){for(null!==e.result&&"scalar"!==e.kind&&throwError(e,'unacceptable node kind for !<?> tag; it should be "scalar", not "'+e.kind+'"'),l=0,c=e.implicitTypes.length;l<c;l+=1)if((h=e.implicitTypes[l]).resolve(e.result)){e.result=h.construct(e.result),e.tag=h.tag,null!==e.anchor&&(e.anchorMap[e.anchor]=e.result);break}}else if("!"!==e.tag){if(_hasOwnProperty$1.call(e.typeMap[e.kind||"fallback"],e.tag))h=e.typeMap[e.kind||"fallback"][e.tag];else for(h=null,l=0,c=(d=e.typeMap.multi[e.kind||"fallback"]).length;l<c;l+=1)if(e.tag.slice(0,d[l].tag.length)===d[l].tag){h=d[l];break}h||throwError(e,"unknown tag !<"+e.tag+">"),null!==e.result&&h.kind!==e.kind&&throwError(e,"unacceptable node kind for !<"+e.tag+'> tag; it should be "'+h.kind+'", not "'+e.kind+'"'),h.resolve(e.result,e.tag)?(e.result=h.construct(e.result,e.tag),null!==e.anchor&&(e.anchorMap[e.anchor]=e.result)):throwError(e,"cannot resolve a node with !<"+e.tag+"> explicit tag")}return null!==e.listener&&e.listener("close",e),null!==e.tag||null!==e.anchor||f}function readDocument(e){var t,a,i,n,r=e.position,s=!1;for(e.version=null,e.checkLineBreaks=e.legacy,e.tagMap=Object.create(null),e.anchorMap=Object.create(null);0!==(n=e.input.charCodeAt(e.position))&&(skipSeparationSpace(e,!0,-1),n=e.input.charCodeAt(e.position),!(e.lineIndent>0||37!==n));){for(s=!0,n=e.input.charCodeAt(++e.position),t=e.position;0!==n&&!is_WS_OR_EOL(n);)n=e.input.charCodeAt(++e.position);for(i=[],(a=e.input.slice(t,e.position)).length<1&&throwError(e,"directive name must not be less than one character in length");0!==n;){for(;is_WHITE_SPACE(n);)n=e.input.charCodeAt(++e.position);if(35===n){do{n=e.input.charCodeAt(++e.position)}while(0!==n&&!is_EOL(n));break}if(is_EOL(n))break;for(t=e.position;0!==n&&!is_WS_OR_EOL(n);)n=e.input.charCodeAt(++e.position);i.push(e.input.slice(t,e.position))}0!==n&&readLineBreak(e),_hasOwnProperty$1.call(directiveHandlers,a)?directiveHandlers[a](e,a,i):throwWarning(e,'unknown document directive "'+a+'"')}skipSeparationSpace(e,!0,-1),0===e.lineIndent&&45===e.input.charCodeAt(e.position)&&45===e.input.charCodeAt(e.position+1)&&45===e.input.charCodeAt(e.position+2)?(e.position+=3,skipSeparationSpace(e,!0,-1)):s&&throwError(e,"directives end mark is expected"),composeNode(e,e.lineIndent-1,CONTEXT_BLOCK_OUT,!1,!0),skipSeparationSpace(e,!0,-1),e.checkLineBreaks&&PATTERN_NON_ASCII_LINE_BREAKS.test(e.input.slice(r,e.position))&&throwWarning(e,"non-ASCII line breaks are interpreted as content"),e.documents.push(e.result),e.position===e.lineStart&&testDocumentSeparator(e)?46===e.input.charCodeAt(e.position)&&(e.position+=3,skipSeparationSpace(e,!0,-1)):e.position<e.length-1&&throwError(e,"end of the stream or a document separator is expected")}function loadDocuments(e,t){t=t||{},0!==(e=String(e)).length&&(10!==e.charCodeAt(e.length-1)&&13!==e.charCodeAt(e.length-1)&&(e+="\n"),65279===e.charCodeAt(0)&&(e=e.slice(1)));var a=new State$1(e,t),i=e.indexOf("\0");for(-1!==i&&(a.position=i,throwError(a,"null byte is not allowed in input")),a.input+="\0";32===a.input.charCodeAt(a.position);)a.lineIndent+=1,a.position+=1;for(;a.position<a.length-1;)readDocument(a);return a.documents}function loadAll$1(e,t,a){null!==t&&"object"==typeof t&&void 0===a&&(a=t,t=null);var i=loadDocuments(e,a);if("function"!=typeof t)return i;for(var n=0,r=i.length;n<r;n+=1)t(i[n])}function load$1(e,t){var a=loadDocuments(e,t);if(0!==a.length){if(1===a.length)return a[0];throw new exception("expected a single document in the stream, but found more")}}var loadAll_1=loadAll$1,load_1=load$1,loader={loadAll:loadAll_1,load:load_1},_toString=Object.prototype.toString,_hasOwnProperty=Object.prototype.hasOwnProperty,CHAR_BOM=65279,CHAR_TAB=9,CHAR_LINE_FEED=10,CHAR_CARRIAGE_RETURN=13,CHAR_SPACE=32,CHAR_EXCLAMATION=33,CHAR_DOUBLE_QUOTE=34,CHAR_SHARP=35,CHAR_PERCENT=37,CHAR_AMPERSAND=38,CHAR_SINGLE_QUOTE=39,CHAR_ASTERISK=42,CHAR_COMMA=44,CHAR_MINUS=45,CHAR_COLON=58,CHAR_EQUALS=61,CHAR_GREATER_THAN=62,CHAR_QUESTION=63,CHAR_COMMERCIAL_AT=64,CHAR_LEFT_SQUARE_BRACKET=91,CHAR_RIGHT_SQUARE_BRACKET=93,CHAR_GRAVE_ACCENT=96,CHAR_LEFT_CURLY_BRACKET=123,CHAR_VERTICAL_LINE=124,CHAR_RIGHT_CURLY_BRACKET=125,ESCAPE_SEQUENCES={0:"\\0",7:"\\a",8:"\\b",9:"\\t",10:"\\n",11:"\\v",12:"\\f",13:"\\r",27:"\\e",34:'\\"',92:"\\\\",133:"\\N",160:"\\_",8232:"\\L",8233:"\\P"},DEPRECATED_BOOLEANS_SYNTAX=["y","Y","yes","Yes","YES","on","On","ON","n","N","no","No","NO","off","Off","OFF"],DEPRECATED_BASE60_SYNTAX=/^[-+]?[0-9_]+(?::[0-9_]+)+(?:\.[0-9_]*)?$/;function compileStyleMap(e,t){var a,i,n,r,s,o,l;if(null===t)return{};for(a={},n=0,r=(i=Object.keys(t)).length;n<r;n+=1)s=i[n],o=String(t[s]),"!!"===s.slice(0,2)&&(s="tag:yaml.org,2002:"+s.slice(2)),(l=e.compiledTypeMap.fallback[s])&&_hasOwnProperty.call(l.styleAliases,o)&&(o=l.styleAliases[o]),a[s]=o;return a}function encodeHex(e){var t,a,i;if(t=e.toString(16).toUpperCase(),e<=255)a="x",i=2;else if(e<=65535)a="u",i=4;else{if(!(e<=4294967295))throw new exception("code point within a string may not be greater than 0xFFFFFFFF");a="U",i=8}return"\\"+a+common.repeat("0",i-t.length)+t}var QUOTING_TYPE_SINGLE=1,QUOTING_TYPE_DOUBLE=2;function State$2(e){this.schema=e.schema||_default,this.indent=Math.max(1,e.indent||2),this.noArrayIndent=e.noArrayIndent||!1,this.skipInvalid=e.skipInvalid||!1,this.flowLevel=common.isNothing(e.flowLevel)?-1:e.flowLevel,this.styleMap=compileStyleMap(this.schema,e.styles||null),this.sortKeys=e.sortKeys||!1,this.lineWidth=e.lineWidth||80,this.noRefs=e.noRefs||!1,this.noCompatMode=e.noCompatMode||!1,this.condenseFlow=e.condenseFlow||!1,this.quotingType='"'===e.quotingType?QUOTING_TYPE_DOUBLE:QUOTING_TYPE_SINGLE,this.forceQuotes=e.forceQuotes||!1,this.replacer="function"==typeof e.replacer?e.replacer:null,this.implicitTypes=this.schema.compiledImplicit,this.explicitTypes=this.schema.compiledExplicit,this.tag=null,this.result="",this.duplicates=[],this.usedDuplicates=null}function indentString(e,t){for(var a,i=common.repeat(" ",t),n=0,r=-1,s="",o=e.length;n<o;)-1===(r=e.indexOf("\n",n))?(a=e.slice(n),n=o):(a=e.slice(n,r+1),n=r+1),a.length&&"\n"!==a&&(s+=i),s+=a;return s}function generateNextLine(e,t){return"\n"+common.repeat(" ",e.indent*t)}function testImplicitResolving(e,t){var a,i;for(a=0,i=e.implicitTypes.length;a<i;a+=1)if(e.implicitTypes[a].resolve(t))return!0;return!1}function isWhitespace(e){return e===CHAR_SPACE||e===CHAR_TAB}function isPrintable(e){return 32<=e&&e<=126||161<=e&&e<=55295&&8232!==e&&8233!==e||57344<=e&&e<=65533&&e!==CHAR_BOM||65536<=e&&e<=1114111}function isNsCharOrWhitespace(e){return isPrintable(e)&&e!==CHAR_BOM&&e!==CHAR_CARRIAGE_RETURN&&e!==CHAR_LINE_FEED}function isPlainSafe(e,t,a){var i=isNsCharOrWhitespace(e),n=i&&!isWhitespace(e);return(a?i:i&&e!==CHAR_COMMA&&e!==CHAR_LEFT_SQUARE_BRACKET&&e!==CHAR_RIGHT_SQUARE_BRACKET&&e!==CHAR_LEFT_CURLY_BRACKET&&e!==CHAR_RIGHT_CURLY_BRACKET)&&e!==CHAR_SHARP&&!(t===CHAR_COLON&&!n)||isNsCharOrWhitespace(t)&&!isWhitespace(t)&&e===CHAR_SHARP||t===CHAR_COLON&&n}function isPlainSafeFirst(e){return isPrintable(e)&&e!==CHAR_BOM&&!isWhitespace(e)&&e!==CHAR_MINUS&&e!==CHAR_QUESTION&&e!==CHAR_COLON&&e!==CHAR_COMMA&&e!==CHAR_LEFT_SQUARE_BRACKET&&e!==CHAR_RIGHT_SQUARE_BRACKET&&e!==CHAR_LEFT_CURLY_BRACKET&&e!==CHAR_RIGHT_CURLY_BRACKET&&e!==CHAR_SHARP&&e!==CHAR_AMPERSAND&&e!==CHAR_ASTERISK&&e!==CHAR_EXCLAMATION&&e!==CHAR_VERTICAL_LINE&&e!==CHAR_EQUALS&&e!==CHAR_GREATER_THAN&&e!==CHAR_SINGLE_QUOTE&&e!==CHAR_DOUBLE_QUOTE&&e!==CHAR_PERCENT&&e!==CHAR_COMMERCIAL_AT&&e!==CHAR_GRAVE_ACCENT}function isPlainSafeLast(e){return!isWhitespace(e)&&e!==CHAR_COLON}function codePointAt(e,t){var a,i=e.charCodeAt(t);return i>=55296&&i<=56319&&t+1<e.length&&(a=e.charCodeAt(t+1))>=56320&&a<=57343?1024*(i-55296)+a-56320+65536:i}function needIndentIndicator(e){return/^\n* /.test(e)}var STYLE_PLAIN=1,STYLE_SINGLE=2,STYLE_LITERAL=3,STYLE_FOLDED=4,STYLE_DOUBLE=5;function chooseScalarStyle(e,t,a,i,n,r,s,o){var l,c=0,d=null,h=!1,p=!1,u=-1!==i,m=-1,g=isPlainSafeFirst(codePointAt(e,0))&&isPlainSafeLast(codePointAt(e,e.length-1));if(t||s)for(l=0;l<e.length;c>=65536?l+=2:l++){if(!isPrintable(c=codePointAt(e,l)))return STYLE_DOUBLE;g=g&&isPlainSafe(c,d,o),d=c}else{for(l=0;l<e.length;c>=65536?l+=2:l++){if((c=codePointAt(e,l))===CHAR_LINE_FEED)h=!0,u&&(p=p||l-m-1>i&&" "!==e[m+1],m=l);else if(!isPrintable(c))return STYLE_DOUBLE;g=g&&isPlainSafe(c,d,o),d=c}p=p||u&&l-m-1>i&&" "!==e[m+1]}return h||p?a>9&&needIndentIndicator(e)?STYLE_DOUBLE:s?r===QUOTING_TYPE_DOUBLE?STYLE_DOUBLE:STYLE_SINGLE:p?STYLE_FOLDED:STYLE_LITERAL:!g||s||n(e)?r===QUOTING_TYPE_DOUBLE?STYLE_DOUBLE:STYLE_SINGLE:STYLE_PLAIN}function writeScalar(e,t,a,i,n){e.dump=function(){if(0===t.length)return e.quotingType===QUOTING_TYPE_DOUBLE?'""':"''";if(!e.noCompatMode&&(-1!==DEPRECATED_BOOLEANS_SYNTAX.indexOf(t)||DEPRECATED_BASE60_SYNTAX.test(t)))return e.quotingType===QUOTING_TYPE_DOUBLE?'"'+t+'"':"'"+t+"'";var r=e.indent*Math.max(1,a),s=-1===e.lineWidth?-1:Math.max(Math.min(e.lineWidth,40),e.lineWidth-r),o=i||e.flowLevel>-1&&a>=e.flowLevel;switch(chooseScalarStyle(t,o,e.indent,s,(function(t){return testImplicitResolving(e,t)}),e.quotingType,e.forceQuotes&&!i,n)){case STYLE_PLAIN:return t;case STYLE_SINGLE:return"'"+t.replace(/'/g,"''")+"'";case STYLE_LITERAL:return"|"+blockHeader(t,e.indent)+dropEndingNewline(indentString(t,r));case STYLE_FOLDED:return">"+blockHeader(t,e.indent)+dropEndingNewline(indentString(foldString(t,s),r));case STYLE_DOUBLE:return'"'+escapeString(t)+'"';default:throw new exception("impossible error: invalid scalar style")}}()}function blockHeader(e,t){var a=needIndentIndicator(e)?String(t):"",i="\n"===e[e.length-1];return a+(!i||"\n"!==e[e.length-2]&&"\n"!==e?i?"":"-":"+")+"\n"}function dropEndingNewline(e){return"\n"===e[e.length-1]?e.slice(0,-1):e}function foldString(e,t){for(var a,i,n,r=/(\n+)([^\n]*)/g,s=(a=-1!==(a=e.indexOf("\n"))?a:e.length,r.lastIndex=a,foldLine(e.slice(0,a),t)),o="\n"===e[0]||" "===e[0];n=r.exec(e);){var l=n[1],c=n[2];i=" "===c[0],s+=l+(o||i||""===c?"":"\n")+foldLine(c,t),o=i}return s}function foldLine(e,t){if(""===e||" "===e[0])return e;for(var a,i,n=/ [^ ]/g,r=0,s=0,o=0,l="";a=n.exec(e);)(o=a.index)-r>t&&(i=s>r?s:o,l+="\n"+e.slice(r,i),r=i+1),s=o;return l+="\n",e.length-r>t&&s>r?l+=e.slice(r,s)+"\n"+e.slice(s+1):l+=e.slice(r),l.slice(1)}function escapeString(e){for(var t,a="",i=0,n=0;n<e.length;i>=65536?n+=2:n++)i=codePointAt(e,n),!(t=ESCAPE_SEQUENCES[i])&&isPrintable(i)?(a+=e[n],i>=65536&&(a+=e[n+1])):a+=t||encodeHex(i);return a}function writeFlowSequence(e,t,a){var i,n,r,s="",o=e.tag;for(i=0,n=a.length;i<n;i+=1)r=a[i],e.replacer&&(r=e.replacer.call(a,String(i),r)),(writeNode(e,t,r,!1,!1)||void 0===r&&writeNode(e,t,null,!1,!1))&&(""!==s&&(s+=","+(e.condenseFlow?"":" ")),s+=e.dump);e.tag=o,e.dump="["+s+"]"}function writeBlockSequence(e,t,a,i){var n,r,s,o="",l=e.tag;for(n=0,r=a.length;n<r;n+=1)s=a[n],e.replacer&&(s=e.replacer.call(a,String(n),s)),(writeNode(e,t+1,s,!0,!0,!1,!0)||void 0===s&&writeNode(e,t+1,null,!0,!0,!1,!0))&&(i&&""===o||(o+=generateNextLine(e,t)),e.dump&&CHAR_LINE_FEED===e.dump.charCodeAt(0)?o+="-":o+="- ",o+=e.dump);e.tag=l,e.dump=o||"[]"}function writeFlowMapping(e,t,a){var i,n,r,s,o,l="",c=e.tag,d=Object.keys(a);for(i=0,n=d.length;i<n;i+=1)o="",""!==l&&(o+=", "),e.condenseFlow&&(o+='"'),s=a[r=d[i]],e.replacer&&(s=e.replacer.call(a,r,s)),writeNode(e,t,r,!1,!1)&&(e.dump.length>1024&&(o+="? "),o+=e.dump+(e.condenseFlow?'"':"")+":"+(e.condenseFlow?"":" "),writeNode(e,t,s,!1,!1)&&(l+=o+=e.dump));e.tag=c,e.dump="{"+l+"}"}function writeBlockMapping(e,t,a,i){var n,r,s,o,l,c,d="",h=e.tag,p=Object.keys(a);if(!0===e.sortKeys)p.sort();else if("function"==typeof e.sortKeys)p.sort(e.sortKeys);else if(e.sortKeys)throw new exception("sortKeys must be a boolean or a function");for(n=0,r=p.length;n<r;n+=1)c="",i&&""===d||(c+=generateNextLine(e,t)),o=a[s=p[n]],e.replacer&&(o=e.replacer.call(a,s,o)),writeNode(e,t+1,s,!0,!0,!0)&&((l=null!==e.tag&&"?"!==e.tag||e.dump&&e.dump.length>1024)&&(e.dump&&CHAR_LINE_FEED===e.dump.charCodeAt(0)?c+="?":c+="? "),c+=e.dump,l&&(c+=generateNextLine(e,t)),writeNode(e,t+1,o,!0,l)&&(e.dump&&CHAR_LINE_FEED===e.dump.charCodeAt(0)?c+=":":c+=": ",d+=c+=e.dump));e.tag=h,e.dump=d||"{}"}function detectType(e,t,a){var i,n,r,s,o,l;for(r=0,s=(n=a?e.explicitTypes:e.implicitTypes).length;r<s;r+=1)if(((o=n[r]).instanceOf||o.predicate)&&(!o.instanceOf||"object"==typeof t&&t instanceof o.instanceOf)&&(!o.predicate||o.predicate(t))){if(a?o.multi&&o.representName?e.tag=o.representName(t):e.tag=o.tag:e.tag="?",o.represent){if(l=e.styleMap[o.tag]||o.defaultStyle,"[object Function]"===_toString.call(o.represent))i=o.represent(t,l);else{if(!_hasOwnProperty.call(o.represent,l))throw new exception("!<"+o.tag+'> tag resolver accepts not "'+l+'" style');i=o.represent[l](t,l)}e.dump=i}return!0}return!1}function writeNode(e,t,a,i,n,r,s){e.tag=null,e.dump=a,detectType(e,a,!1)||detectType(e,a,!0);var o,l=_toString.call(e.dump),c=i;i&&(i=e.flowLevel<0||e.flowLevel>t);var d,h,p="[object Object]"===l||"[object Array]"===l;if(p&&(h=-1!==(d=e.duplicates.indexOf(a))),(null!==e.tag&&"?"!==e.tag||h||2!==e.indent&&t>0)&&(n=!1),h&&e.usedDuplicates[d])e.dump="*ref_"+d;else{if(p&&h&&!e.usedDuplicates[d]&&(e.usedDuplicates[d]=!0),"[object Object]"===l)i&&0!==Object.keys(e.dump).length?(writeBlockMapping(e,t,e.dump,n),h&&(e.dump="&ref_"+d+e.dump)):(writeFlowMapping(e,t,e.dump),h&&(e.dump="&ref_"+d+" "+e.dump));else if("[object Array]"===l)i&&0!==e.dump.length?(e.noArrayIndent&&!s&&t>0?writeBlockSequence(e,t-1,e.dump,n):writeBlockSequence(e,t,e.dump,n),h&&(e.dump="&ref_"+d+e.dump)):(writeFlowSequence(e,t,e.dump),h&&(e.dump="&ref_"+d+" "+e.dump));else{if("[object String]"!==l){if("[object Undefined]"===l)return!1;if(e.skipInvalid)return!1;throw new exception("unacceptable kind of an object to dump "+l)}"?"!==e.tag&&writeScalar(e,e.dump,t,r,c)}null!==e.tag&&"?"!==e.tag&&(o=encodeURI("!"===e.tag[0]?e.tag.slice(1):e.tag).replace(/!/g,"%21"),o="!"===e.tag[0]?"!"+o:"tag:yaml.org,2002:"===o.slice(0,18)?"!!"+o.slice(18):"!<"+o+">",e.dump=o+" "+e.dump)}return!0}function getDuplicateReferences(e,t){var a,i,n=[],r=[];for(inspectNode(e,n,r),a=0,i=r.length;a<i;a+=1)t.duplicates.push(n[r[a]]);t.usedDuplicates=new Array(i)}function inspectNode(e,t,a){var i,n,r;if(null!==e&&"object"==typeof e)if(-1!==(n=t.indexOf(e)))-1===a.indexOf(n)&&a.push(n);else if(t.push(e),Array.isArray(e))for(n=0,r=e.length;n<r;n+=1)inspectNode(e[n],t,a);else for(n=0,r=(i=Object.keys(e)).length;n<r;n+=1)inspectNode(e[i[n]],t,a)}function dump$1(e,t){var a=new State$2(t=t||{});a.noRefs||getDuplicateReferences(e,a);var i=e;return a.replacer&&(i=a.replacer.call({"":i},"",i)),writeNode(a,0,i,!0,!0)?a.dump+"\n":""}var dump_1=dump$1,dumper={dump:dump_1};function renamed(e,t){return function(){throw new Error("Function yaml."+e+" is removed in js-yaml 4. Use yaml."+t+" instead, which is now safe by default.")}}var Type=type$1,Schema=schema,FAILSAFE_SCHEMA=failsafe,JSON_SCHEMA=json,CORE_SCHEMA=core,DEFAULT_SCHEMA=_default,load$2=loader.load,loadAll=loader.loadAll,dump=dumper.dump,YAMLException=exception,types={binary:binary,float:float,map:map,null:_null,pairs:pairs,set:set,timestamp:timestamp,bool:bool,int:int,merge:merge,omap:omap,seq:seq,str:str},safeLoad=renamed("safeLoad","load"),safeLoadAll=renamed("safeLoadAll","loadAll"),safeDump=renamed("safeDump","dump"),jsYaml={Type:Type,Schema:Schema,FAILSAFE_SCHEMA:FAILSAFE_SCHEMA,JSON_SCHEMA:JSON_SCHEMA,CORE_SCHEMA:CORE_SCHEMA,DEFAULT_SCHEMA:DEFAULT_SCHEMA,load:load$2,loadAll:loadAll,dump:dump,YAMLException:YAMLException,types:types,safeLoad:safeLoad,safeLoadAll:safeLoadAll,safeDump:safeDump};const getParentOfClass=(e,t)=>{let a=e.parentElement;for(;a&&!a.classList.contains(t)&&!(a instanceof window.HTMLBodyElement);)a=a.parentElement;return a?.classList?.contains(t)?a:null};function getExcalidrawViews(e){const t=e.workspace.getLeavesOfType(VIEW_TYPE_EXCALIDRAW).filter((e=>e.view instanceof ExcalidrawView));return t.map((e=>e.view))}function getExcalidraAndMarkdowViewsForFile(e,t){const a=[...e.workspace.getLeavesOfType(VIEW_TYPE_EXCALIDRAW).filter((e=>e.view instanceof ExcalidrawView)),...e.workspace.getLeavesOfType("markdown").filter((e=>e.view instanceof obsidian_module.MarkdownView))];return a.map((e=>e.view)).filter((e=>e.file===t))}const getLeaf=(e,t,a)=>{switch(linkClickModifierType(a)){case"active-pane":return t;case"new-tab":default:return(()=>{if(!e.settings.openInMainWorkspace)return e.app.workspace.getLeaf("tab");const[a,i]=getLeafLoc(t);return"main"===a?e.app.workspace.getLeaf("tab"):getNewOrAdjacentLeaf(e,t)})();case"new-pane":return getNewOrAdjacentLeaf(e,t);case"popout-window":return e.app.workspace.openPopoutLeaf()}},getLeafLoc=e=>{const t=e.id,a=EXCALIDRAW_PLUGIN.app.workspace.getLayout(),i=e=>e.children.filter((e=>"leaf"!==e.type)).map((e=>i(e))).flat().concat(e.children.filter((e=>"leaf"===e.type)).map((e=>e.id))),n=i(a.main);return[a.main&&n.contains(t)?"main":a.floating&&i(a.floating).contains(t)?"popout":a.left&&i(a.left).contains(t)?"left":a.right&&i(a.right).contains(t)?"right":"hover",n]},getNewOrAdjacentLeaf=(e,t)=>{const[a,i]=getLeafLoc(t),n=a=>{let n=e.app.workspace.getMostRecentLeaf();return n&&n!==t&&n.view?.containerEl.ownerDocument===document||(n=null,i.forEach((i=>{const r=e.app.workspace.getLeafById(i);n||!r.view?.navigation||t===r||a&&r?.parent===t?.parent||(n=r)}))),n};if(e.settings.openInMainWorkspace||["main","left","right"].contains(a)){if(!e.settings.openInAdjacentPane){if("main"===a)return e.app.workspace.createLeafBySplit(t);const i=n();return i?"empty"===i.view.getViewType()?i:e.app.workspace.createLeafBySplit(i):e.app.workspace.getLeaf(!0)}return n(!0)??e.app.workspace.createLeafBySplit(t)}if(!e.settings.openInAdjacentPane)return e.app.workspace.createLeafBySplit(t);if("hover"===a){const a=new Set;return e.app.workspace.iterateAllLeaves((e=>{e!==t&&t.containerEl.parentElement===e.containerEl.parentElement&&a.add(e)})),0===a.size?e.app.workspace.createLeafBySplit(t):Array.from(a)[0]}if("popout"===a){const a=new Set;return e.app.workspace.iterateAllLeaves((e=>{e!==t&&e.view.navigation&&e.view.containerEl.ownerDocument===t.view.containerEl.ownerDocument&&a.add(e)})),0===a.size?e.app.workspace.createLeafBySplit(t):Array.from(a)[0]}return e.app.workspace.createLeafBySplit(t)},getAttachmentsFolderAndFilePath=async(e,t,a)=>{const{basename:i,extension:n}=splitFolderAndFilename(a),r=e.vault.getFileByPath(t),s=await e.vault.getAvailablePathForAttachments(i,n,r),{folderpath:o}=splitFolderAndFilename(s);return{folder:o,filepath:s}},isObsidianThemeDark=()=>document.body.classList.contains("theme-dark"),getContainerForDocument=e=>{if(e!==document&&EXCALIDRAW_PLUGIN.app.workspace.floatingSplit)for(const t of EXCALIDRAW_PLUGIN.app.workspace.floatingSplit.children)if(t.doc===e)return t;return EXCALIDRAW_PLUGIN.app.workspace.rootSplit},cleanSectionHeading=e=>e?e.replace(REG_SECTION_REF_CLEAN,"").replace(/\s+/g," ").trim():e,cleanBlockRef=e=>e?e.replace(REG_BLOCK_REF_CLEAN,"").replace(/\s+/g," ").trim():e,getAllWindowDocuments=e=>{const t=new Set;return t.add(document),e.workspace.iterateAllLeaves((e=>{e.view.containerEl.ownerDocument!==document&&t.add(e.view.containerEl.ownerDocument)})),Array.from(t)},obsidianPDFQuoteWithRef=e=>{const t=/^> (.*)\n\n\[\[([^|\]]*)\|[^\]]*]]$/gm.exec(e);return t?{quote:t[1],link:t[2]}:null},extractSVGPNGFileName=e=>{const t=e.match(/\[\[([^\]|#^]+\.(?:svg|png))(?:[^\]]+)?\]\]|\[[^\]]+\]\(([^\)]+\.(?:svg|png))\)/);return t?t[1]||t[2]:null},getFileCSSClasses=e=>{if(e){const t=window?.ExcalidrawAutomate?.plugin;if(!t)return[];const a=t.app.metadataCache.getFileCache(e);if(!a?.frontmatter)return[];const i=obsidian_module.parseFrontMatterEntry(a.frontmatter,"cssclasses");return Array.isArray(i)?i:"string"==typeof i?Array.from(new Set(i.split(/[, ]+/).filter(Boolean))):[]}return[]},getActivePDFPageNumberFromPDFView=e=>e?.viewer?.child?.pdfViewer?.page,openLeaf=({plugin:e,fnGetLeaf:t,file:a,openState:i})=>{let n=null;if(e.settings.focusOnFileTab&&(e.app.workspace.iterateAllLeaves((t=>{n||t?.view?.file===a&&(e.app.workspace.setActiveLeaf(t,{focus:!0}),n=t)})),n)){if(i){const e=n.openFile(a,i);return{leaf:n,promise:e}}return{leaf:n,promise:Promise.resolve()}}n=t();const r=n.openFile(a,i);return{leaf:n,promise:r}};function mergeMarkdownFiles(e,t){const a=e.indexOf("---",4),i=e.substring(4,a).trim(),n=e.substring(a+3),r=jsYaml.load(i)||{};if(t.startsWith("---\n")&&t.indexOf("---\n",4)>0){const e=t.indexOf("---\n",4);let a=t.substring(4,e).replace(/\s+$/,"");const i=t.substring(e+3),s=jsYaml.load(a)||{},o=Object.keys(r).filter((e=>Array.isArray(r[e])&&Array.isArray(s[e])));if(o.length)for(const e of o){const t=s[e],i=r[e],n=[...t,...i.filter((e=>!t.includes(e)))];a=replaceYamlKeyBlock(a,e,jsYaml.dump({[e]:n}).trimEnd())??a}const l={};for(const e of Object.keys(r))e in s||(l[e]=r[e]);return`---\n${Object.keys(l).length?a+"\n"+jsYaml.dump(l).trimEnd():a}\n---\n${i}\n\n${n.trim()}\n`}{const e=t.trim();return`---\n${jsYaml.dump(r).trimEnd()}\n---\n${e}\n\n${n.trim()}\n`}}function replaceYamlKeyBlock(e,t,a){const i=e.split(/\r?\n/);let n=-1;for(let e=0;e<i.length;e++)if(new RegExp(`^${escapeRegex(t)}\\s*:`).test(i[e])){n=e;break}if(-1===n)return null;let r=n+1;for(;r<i.length;){const e=i[r];if(""===e.trim())break;if(/^[^\s].*?:/.test(e))break;if(!/^\s/.test(e))break;r++}return[...i.slice(0,n),a,...i.slice(r)].join("\n")}function escapeRegex(e){return e.replace(/[.*+?^${}()|[\]\\]/g,"\\$&")}const editorInsertText=(e,t)=>{const a=e.getCursor(),i=e.getLine(a.line),n=i.slice(0,a.ch)+t+i.slice(a.ch);e.setLine(a.line,n)},foldExcalidrawSection=e=>{if(!(e&&e instanceof obsidian_module.MarkdownView))return;const t={ed:-1,te:-1,el:-1,ef:-1,d:-1},a=e.currentMode.getFoldInfo()?.folds??[],i=e.editor.lineCount();for(let a=0;a<i;a++){const i=e.editor.getLine(a);switch(i){case"# Excalidraw Data":t.ed=a;break;case"## Text Elements":t.te=a;break;case"## Element Links":t.el=a;break;case"## Embedded Files":t.ef=a;break;case"## Drawing":t.d=a}if("## Drawing"===i)break}if(t.ed>-1&&t.d>-1){const n=[...a,...t.te>-1?[{from:t.te,to:(t.el>-1?t.el:t.ef>-1?t.ef:t.d)-1}]:[],...t.el>-1?[{from:t.el,to:(t.ef>-1?t.ef:t.d)-1}]:[],...t.ef>-1?[{from:t.ef,to:t.d-1}]:[],{from:t.d,to:i-1},{from:t.ed,to:i-1}];e.currentMode.applyFoldInfo({folds:n,lines:i})}};async function setExcalidrawView(e){await e.setViewState({type:VIEW_TYPE_EXCALIDRAW,state:e.view.getState(),popstate:!0})}async function closeLeafView(e){await e.setViewState({type:"empty",state:{}})}function isUnwantedLeaf(e){return!DEVICE.isDesktop&&"empty"===e.view?.getViewType()&&e.parent&&!e.parent.parent&&"split"===e.parent.type&&1===e.parent.children.length}function getAudioElementHeight(){const e=document.createElement("audio");e.controls=!0,e.src="data:audio/wav;base64,UklGRigAAABXQVZFZm10IBIAAAABAAEARKwAAIhYAQACABAAAABkYXRhAgAAAAEA";const t=document.createElement("div");t.style.position="absolute",t.style.left="-9999px",t.style.visibility="hidden",t.style.pointerEvents="none",t.appendChild(e),document.body.appendChild(t);let a=0;try{if(document.body.offsetHeight,a=e.getBoundingClientRect().height,0===a){const i=window.getComputedStyle(e);a=parseFloat(i.height)||0,0===a&&(a=t.getBoundingClientRect().height)}}finally{document.body.removeChild(t)}return Math.round(a)}function splitFolderAndFilename(e){const t=e.lastIndexOf("/"),a=-1==t?e:e.substring(t+1),i=a.lastIndexOf("."),n=e.substring(0,t);return{folderpath:n?obsidian_module.normalizePath(n):"",filename:a,basename:a.replace(/\.[^/.]+$/,""),extension:i>0?a.substring(i+1):""}}const download=(e,t,a)=>{const i=document.createElement("a");i.setAttribute("href",(e?`${e},`:"")+t),i.setAttribute("download",a),i.style.display="none",document.body.appendChild(i),i.click(),document.body.removeChild(i)};function getIMGFilename(e,t){return`${e.substring(0,e.lastIndexOf("."))}.${t}`}function getNewUniqueFilepath(e,t,a){let i=obsidian_module.normalizePath(`${a}/${t}`),n=e.getAbstractFileByPath(i),r=0;const s=t.endsWith(".excalidraw.md")?".excalidraw.md":t.slice(t.lastIndexOf("."));for(;n;)i=obsidian_module.normalizePath(`${a}/${t.slice(0,t.lastIndexOf(s))}_${r}${s}`),r++,n=e.getAbstractFileByPath(i);return i}function getDrawingFilename(e){return e.drawingFilenamePrefix+(""!==e.drawingFilenameDateTime?window.moment().format(e.drawingFilenameDateTime):"")+(e.compatibilityMode?".excalidraw":e.useExcalidrawExtension?".excalidraw.md":".md")}function getEmbedFilename(e,t){return((t.drawingEmbedPrefixWithFilename?e:"")+t.drawingFilnameEmbedPostfix+(""!==t.drawingFilenameDateTime?window.moment().format(t.drawingFilenameDateTime):"")+(t.compatibilityMode?".excalidraw":t.useExcalidrawExtension?".excalidraw.md":".md")).trim()}async function checkAndCreateFolder(e){const t=EXCALIDRAW_PLUGIN.app.vault;e=obsidian_module.normalizePath(e);const a=t.getAbstractFileByPathInsensitive(e);if(!(a&&a instanceof obsidian_module.TFolder))return a&&a instanceof obsidian_module.TFile&&new obsidian_module.Notice(`The folder cannot be created because it already exists as a file: ${e}.`),await t.createFolder(e)}const getURLImageExtension=e=>{const t=e.split("?")[0];return t.substring(t.lastIndexOf(".")+1)},getMimeType=e=>IMAGE_MIME_TYPES.hasOwnProperty(e)?IMAGE_MIME_TYPES[e]:"md"===e?"image/svg+xml":"application/octet-stream",getFileFromURL=async(e,t,a=URLFETCHTIMEOUT)=>{try{const t=new Promise((e=>setTimeout((()=>e(null)),a))),i=await Promise.race([fetch(e,{mode:"no-cors"}),t]);if(!i)return errorlog({where:getFileFromURL,message:`URL did not load within the timeout period of ${a}ms.\n\nTry force-saving again in a few seconds.\n\n${e}`,url:e}),null;const n=await i.arrayBuffer();return{status:i.status,headers:Object.fromEntries(i.headers.entries()),arrayBuffer:n,json:null,text:null}}catch(e){return null}},getFileFromURLFallback=async(e,t,a=URLFETCHTIMEOUT)=>{try{const t=new Promise((e=>setTimeout((()=>e(null)),a)));return await Promise.race([t,obsidian_module.requestUrl({url:e,throw:!1})])}catch(t){return errorlog({where:getFileFromURLFallback,message:`URL did not load within timeout period of ${a}ms`,url:e}),null}},getDataURLFromURL=async(e,t,a=URLFETCHTIMEOUT)=>{let i=await getFileFromURL(e,t,a);return i&&200===i?.status||(i=await getFileFromURLFallback(e,t,a)),i&&200===i.status?await getDataURL(i.arrayBuffer,t):e},blobToBase64=async e=>{const t=await e.arrayBuffer(),a=new Uint8Array(t);let i="",n=a.byteLength;for(let e=0;e<n;e++)i+=String.fromCharCode(a[e]);return btoa(i)},getPDFDoc=async e=>(void 0===window.pdfjsLib&&await obsidian_module.loadPdfJs(),await window.pdfjsLib.getDocument(EXCALIDRAW_PLUGIN.app.vault.getResourcePath(e)).promise),readLocalFileBinary=async e=>DEVICE.isDesktop?new Promise(((t,a)=>{const i=decodeURI(e);app.vault.adapter.fs.readFile(i,((e,i)=>{if(e)a(e);else{const e=i.buffer.slice(i.byteOffset,i.byteOffset+i.byteLength);t(e)}}))})):null,getPathWithoutExtension=e=>e?e.path.substring(0,e.path.lastIndexOf(".")):null;let _VAULT_BASE_URL=null;const VAULT_BASE_URL=()=>_VAULT_BASE_URL||(_VAULT_BASE_URL=DEVICE.isDesktop?EXCALIDRAW_PLUGIN.app.vault.adapter.url.pathToFileURL(EXCALIDRAW_PLUGIN.app.vault.adapter.basePath).toString():"",_VAULT_BASE_URL),getInternalLinkOrFileURLLink=(e,t,a,i)=>{if(!DEVICE.isDesktop)return{link:`[${a??""}](${e})`,isInternal:!1,url:e};const n=t.app.vault,r=n.adapter.url.pathToFileURL(e).toString();if(r.startsWith(VAULT_BASE_URL())){const e=obsidian_module.normalizePath(decodeURIComponent(r.substring(VAULT_BASE_URL().length))),s=n.getAbstractFileByPath(e);if(s&&s instanceof obsidian_module.TFile){const e=t.app.metadataCache.fileToLinktext(s,i?.path,!0);return{link:getLink(t,{embed:!1,path:e,alias:a}),isInternal:!0,file:s}}}return{link:`[${a??""}](${r})`,isInternal:!1,url:r}},getLink=(e,{embed:t=!0,path:a,alias:i},n)=>(void 0!==n?n:e.settings.embedWikiLink)?`${t?"!":""}[[${a}${i?`|${i}`:""}]]`:`${t?"!":""}[${i??""}](${encodeURI(a)})`,getAliasWithSize=(e,t)=>e&&""!==e?`${e}${t?`|${t}`:""}`:t,getCropFileNameAndFolder=async(e,t,a)=>{const i=(e.settings.cropPrefix||"")+a+(e.settings.cropSuffix||"")+".md";if(!e.settings.cropFolder||""===e.settings.cropFolder.trim())return{folderpath:(await getAttachmentsFolderAndFilePath(e.app,t,i)).folder,filename:i};const n=obsidian_module.normalizePath(e.settings.cropFolder);return await checkAndCreateFolder(n),{folderpath:n,filename:i}},getAnnotationFileNameAndFolder=async(e,t,a)=>{const i=(e.settings.annotatePrefix||"")+a+(e.settings.annotateSuffix||"")+".md";if(!e.settings.annotateFolder||""===e.settings.annotateFolder.trim())return{folderpath:(await getAttachmentsFolderAndFilePath(e.app,t,i)).folder,filename:i};const n=obsidian_module.normalizePath(e.settings.annotateFolder);return await checkAndCreateFolder(n),{folderpath:n,filename:i}},getListOfTemplateFiles=e=>{const t=obsidian_module.normalizePath(e.settings.templateFilePath),a=e.app.vault.getAbstractFileByPath(t);if(a&&a instanceof obsidian_module.TFolder)return e.app.vault.getFiles().filter((e=>e.path.startsWith(a.path))).filter((t=>e.isExcalidrawFile(t))).sort(((e,t)=>e.path.localeCompare(t.path)));if(a&&a instanceof obsidian_module.TFile)return[a];const i=e.app.metadataCache.getFirstLinkpathDest(t,"");return i?[i]:null},fileShouldDefaultAsExcalidraw=(e,t)=>{if(!e)return!1;const a=t.metadataCache.getCache(e);return a?.frontmatter&&a.frontmatter[FRONTMATTER_KEYS.plugin.name]&&!Boolean(a.frontmatter[FRONTMATTER_KEYS["open-as-markdown"].name])},getExcalidrawEmbeddedFilesFiletree=(e,t)=>{if(!e||!t.isExcalidrawFile(e))return[];const a=new Set,i=t.app,n=e=>Object.keys(i.metadataCache.resolvedLinks[e.path]).forEach((e=>{const r=i.vault.getAbstractFileByPath(e);if(!(r&&r instanceof obsidian_module.TFile))return;const s=t.isExcalidrawFile(r);"md"===r.extension&&!s||a.has(r)||(a.add(r),s&&n(r))}));return n(e),Array.from(a)},hasExcalidrawEmbeddedImagesTreeChanged=(e,t,a)=>getExcalidrawEmbeddedFilesFiletree(e,a).some((e=>e.stat.mtime>t));async function exportImageToFile(e,t,a,i){const n=e?.getHookServer();if(n?.onImageExportPathHook)try{t=n.onImageExportPathHook({exportFilepath:t,exportExtension:i,excalidrawFile:e.file,action:"export"})??t}catch(e){errorlog({where:"fileUtils.exportImageToFile",fn:n.onImageExportPathHook,error:e})}return await createOrOverwriteFile(e.app,t,a)}async function importFileToVault(e,t,a,i,n){let r;const s=n?.getHookServer();if(s?.onImageFilePathHook)try{r=s.onImageFilePathHook({currentImageName:t,drawingFilePath:i.path})}catch(e){errorlog({where:"fileUtils.importFileToVault",fn:s.onImageFilePathHook,error:e})}let o;if(r){const{folderpath:t,filename:a}=splitFolderAndFilename(r);await checkAndCreateFolder(t),o=getNewUniqueFilepath(e.vault,a,t)}else{const{folder:a}=await getAttachmentsFolderAndFilePath(e,i.path,t);o=getNewUniqueFilepath(e.vault,t,a)}return await createOrOverwriteFile(e,o,a)}async function createOrOverwriteFile(e,t,a){const{folderpath:i}=splitFolderAndFilename(t);i&&await checkAndCreateFolder(i);const n=e.vault.getAbstractFileByPath(obsidian_module.normalizePath(t));return a instanceof Blob&&(a=await a.arrayBuffer()),a instanceof ArrayBuffer?n&&n instanceof obsidian_module.TFile?(await e.vault.modifyBinary(n,a),n):await e.vault.createBinary(t,a):n&&n instanceof obsidian_module.TFile?(await e.vault.modify(n,a),n):await e.vault.create(t,a)}async function createFileAndAwaitMetacacheUpdate(e,t,a){t=obsidian_module.normalizePath(t);let i=!1;if("md"===t.substring(t.lastIndexOf(".")+1)){const n=e.metadataCache,r=e=>{e.path===t&&(n.off("changed",r),i=!0)};n.on("changed",r);const s=await createOrOverwriteFile(e,t,a);s||(i=!0,n.off("changed",r));let o=0;for(;!i&&o++<15;)await sleep(50);return i||n.off("changed",r),s}return await createOrOverwriteFile(e,t,a)}const createLeaf=e=>{const t=e.ownerDocument,a=new obsidian_module.WorkspaceSplit(e.app.workspace,"vertical");return a.getRoot=()=>e.app.workspace[t===document?"rootSplit":"floatingSplit"],a.getContainer=()=>getContainerForDocument(t),a.containerEl.style.width="100%",a.containerEl.style.height="100%",a.containerEl.style.borderRadius="var(--embeddable-radius)",e.plugin.setDebounceActiveLeafChangeHandler(),{leaf:e.app.workspace.createLeafInParent(a,0),rootSplit:a}},useDefaultExcalidrawFrame=e=>!(e.link.startsWith("[")||e.link.startsWith("file:")||e.link.startsWith("data:")),patchMobileView=(e,t)=>{if(!DEVICE.isPhone)return;console.log("patching mobile view");const a=getParentOfClass(e.containerEl,"mod-top");if(a){a.hasClass("mod-visible")||a.addClass("mod-visible");const e=new MutationObserver((()=>{t?.keepAlive&&t?.isActive&&!t.isActive()?e.disconnect():a.hasClass("mod-visible")||a.addClass("mod-visible")}));e.observe(a,{attributes:!0,attributeFilter:["class"]});const i=()=>e.disconnect();return t?.keepAlive||window.setTimeout(i,500),i}},processLinkText=(e,t)=>{let a=null;if(e.search("#")>-1){const i=getLinkParts(e,t.file);a=`#${i.isBlockRef?"^":""}${i.ref}`,e=i.path}return e.match(REG_LINKINDEX_INVALIDCHARS)?{subpath:a,file:null}:{subpath:a,file:t.app.metadataCache.getFirstLinkpathDest(e,t.file.path)}},generateEmbeddableLink=(e,t)=>e;function setFileToLocalGraph(e,t){let a;if(e.workspace.iterateAllLeaves((e=>{"localgraph"===e.view?.getViewType()&&(a=e.view)})),a)try{a.loadFile&&a.file!==t&&a.loadFile(t)}catch(e){console.error(e)}}function predictViewType(e,t){const a=t.extension?.toLowerCase?.()??"",i=e?.viewRegistry,n=["getViewTypeForFile","getViewTypeByFile","getTypeByFile"];for(const e of n)if(i?.[e])try{const a=i[e](t);if("string"==typeof a&&a)return a}catch{}const r=["getViewTypeByExtension","getTypeByExtension"];for(const e of r)if(i?.[e])try{const t=i[e](a);if("string"==typeof t&&t)return t}catch{}return"md"===a?"markdown":"pdf"===a?"pdf":"canvas"===a?"canvas":AUDIO_TYPES.contains(a)?"audio":VIDEO_TYPES.contains(a)?"video":"empty"}const getEA=e=>{try{return window.ExcalidrawAutomate.getAPI(e)}catch(e){return console.log({message:"Excalidraw not available",fn:getEA}),null}};class CropImage{elements;imageEA;maskEA;bbox;constructor(e,t){this.elements=e;const a=getEA();this.imageEA=a;const i=getEA();this.maskEA=i,this.bbox=a.getBoundingBox(e),this.setBoundingEl(a,"transparent"),this.setBoundingEl(i,"white"),e.forEach((e=>{const t=cloneElement(e);"image"!==e.type&&"frame"!==e.type&&(t.opacity=100,i.elementsDict[e.id]=t),"image"===e.type&&(a.elementsDict[e.id]=t)})),Object.values(t).forEach((e=>{a.imagesDict[e.id]=e}))}destroy(){this.imageEA.destroy(),this.maskEA.destroy(),this.imageEA=null,this.maskEA=null,this.elements=null,this.bbox=null}setBoundingEl(e,t){const{topX:a,topY:i,width:n,height:r}=this.bbox;e.style.backgroundColor=t,e.style.strokeColor="transparent",e.style.strokeWidth="0",e.style.strokeStyle="solid",e.style.fillStyle="solid",e.style.roughness=0,e.addRect(a,i,n,r)}getViewBoxAndSize(){const e=this.elements.filter((e=>"frame"===e.type));e.length>1&&new obsidian_module.Notice("Multiple frames are not supported for image cropping. Discarding frames from mask.");const t=this.imageEA.getElements().filter((e=>"image"===e.type)),{x:a,y:i,width:n,height:r}=1===e.length?e[0]:mapToXY(this.imageEA.getBoundingBox(t)),{topX:s,topY:o,width:l,height:c}=this.bbox;return{viewBox:`${a-s} ${i-o} ${n} ${r}`,vbWidth:n,vbHeight:r,width:l,height:c}}async getMaskSVG(){const e=await this.maskEA.createSVG(null,!0,{withBackground:!1,withTheme:!1,isMask:!1},null,null,0),t=e.querySelector("defs"),a=e.querySelector("style"),i=a?a.outerHTML:"";return t.parentElement.removeChild(t),{style:i,mask:e.innerHTML}}async getImage(){const e=this.imageEA.getElements().filter((e=>"image"===e.type&&!1===e.isDeleted)),t=e.some((e=>0!==e.angle)),a=Object.values(this.imageEA.imagesDict);if(!t&&1===e.length&&1===a.length){const{width:t,height:i}=this.bbox;if(e[0].width===t&&e[0].height===i)return a[0].dataURL}return await this.imageEA.createPNGBase64(null,1,{withBackground:!1,withTheme:!1,isMask:!1},null,null,0)}async buildSVG(){if(0===this.imageEA.getElements().filter((e=>"image"===e.type)).length)return void new obsidian_module.Notice("No image found. Cannot crop.");const e=nanoid(),t=nanoid(),{viewBox:a,vbWidth:i,vbHeight:n,width:r,height:s}=this.getViewBoxAndSize(),o=new DOMParser,{style:l,mask:c}=await this.getMaskSVG(),d=`<svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="${a}" width="${i}" height="${n}">\n<symbol id="${t}"><image width="100%" height="100%" href="${await this.getImage()}"/></symbol>\n<defs>${l}\n<mask id="${e}" x="0" y="0" width="${r}" height="${s}" maskUnits="userSpaceOnUse">\n${c}\n</mask>\n</defs>\n<use x="0" y="0" width="${r}" height="${s}" mask="url(#${e})" mask-type="alpha" href="#${t}"/>\n</svg>`;return o.parseFromString(d,"image/svg+xml").firstElementChild}async getCroppedPNG(){app.plugins.plugins["obsidian-excalidraw-plugin"];const e=await this.buildSVG();return new Promise(((t,a)=>{const i=e.outerHTML,n=document.createElement("canvas"),r=n.getContext("2d");if(!r)return void a("Unable to get 2D context");n.width=e.width.baseVal.value,n.height=e.height.baseVal.value;const s=new Image;s.onload=()=>{r.clearRect(0,0,n.width,n.height),r.drawImage(s,0,0),n.toBlob((e=>{e?t(e):a(new Error("Failed to convert to PNG"))}),"image/png",1)},s.src=svgToBase64(i)}))}async getCroppedSVG(){return await this.buildSVG()}}const mapToXY=({topX:e,topY:t,width:a,height:i})=>({x:e,y:t,width:a,height:i});String.prototype.codePointAt||function(){var e=function(){try{var e={},t=Object.defineProperty,a=t(e,e,e)&&t}catch(e){}return a}(),t=function(e){if(null==this)throw TypeError();var t=String(this),a=t.length,i=e?Number(e):0;if(i!=i&&(i=0),!(i<0||i>=a)){var n,r=t.charCodeAt(i);return r>=55296&&r<=56319&&a>i+1&&(n=t.charCodeAt(i+1))>=56320&&n<=57343?1024*(r-55296)+n-56320+65536:r}};e?e(String.prototype,"codePointAt",{value:t,configurable:!0,writable:!0}):String.prototype.codePointAt=t}();var TINF_OK=0,TINF_DATA_ERROR=-3;function Tree(){this.table=new Uint16Array(16),this.trans=new Uint16Array(288)}function Data(e,t){this.source=e,this.sourceIndex=0,this.tag=0,this.bitcount=0,this.dest=t,this.destLen=0,this.ltree=new Tree,this.dtree=new Tree}var sltree=new Tree,sdtree=new Tree,length_bits=new Uint8Array(30),length_base=new Uint16Array(30),dist_bits=new Uint8Array(30),dist_base=new Uint16Array(30),clcidx=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]),code_tree=new Tree,lengths=new Uint8Array(320);function tinf_build_bits_base(e,t,a,i){var n,r;for(n=0;n<a;++n)e[n]=0;for(n=0;n<30-a;++n)e[n+a]=n/a|0;for(r=i,n=0;n<30;++n)t[n]=r,r+=1<<e[n]}function tinf_build_fixed_trees(e,t){var a;for(a=0;a<7;++a)e.table[a]=0;for(e.table[7]=24,e.table[8]=152,e.table[9]=112,a=0;a<24;++a)e.trans[a]=256+a;for(a=0;a<144;++a)e.trans[24+a]=a;for(a=0;a<8;++a)e.trans[168+a]=280+a;for(a=0;a<112;++a)e.trans[176+a]=144+a;for(a=0;a<5;++a)t.table[a]=0;for(t.table[5]=32,a=0;a<32;++a)t.trans[a]=a}var offs=new Uint16Array(16);function tinf_build_tree(e,t,a,i){var n,r;for(n=0;n<16;++n)e.table[n]=0;for(n=0;n<i;++n)e.table[t[a+n]]++;for(e.table[0]=0,r=0,n=0;n<16;++n)offs[n]=r,r+=e.table[n];for(n=0;n<i;++n)t[a+n]&&(e.trans[offs[t[a+n]]++]=n)}function tinf_getbit(e){e.bitcount--||(e.tag=e.source[e.sourceIndex++],e.bitcount=7);var t=1&e.tag;return e.tag>>>=1,t}function tinf_read_bits(e,t,a){if(!t)return a;for(;e.bitcount<24;)e.tag|=e.source[e.sourceIndex++]<<e.bitcount,e.bitcount+=8;var i=e.tag&65535>>>16-t;return e.tag>>>=t,e.bitcount-=t,i+a}function tinf_decode_symbol(e,t){for(;e.bitcount<24;)e.tag|=e.source[e.sourceIndex++]<<e.bitcount,e.bitcount+=8;var a=0,i=0,n=0,r=e.tag;do{i=2*i+(1&r),r>>>=1,++n,a+=t.table[n],i-=t.table[n]}while(i>=0);return e.tag=r,e.bitcount-=n,t.trans[a+i]}function tinf_decode_trees(e,t,a){var i,n,r,s,o,l;for(i=tinf_read_bits(e,5,257),n=tinf_read_bits(e,5,1),r=tinf_read_bits(e,4,4),s=0;s<19;++s)lengths[s]=0;for(s=0;s<r;++s){var c=tinf_read_bits(e,3,0);lengths[clcidx[s]]=c}for(tinf_build_tree(code_tree,lengths,0,19),o=0;o<i+n;){var d=tinf_decode_symbol(e,code_tree);switch(d){case 16:var h=lengths[o-1];for(l=tinf_read_bits(e,2,3);l;--l)lengths[o++]=h;break;case 17:for(l=tinf_read_bits(e,3,3);l;--l)lengths[o++]=0;break;case 18:for(l=tinf_read_bits(e,7,11);l;--l)lengths[o++]=0;break;default:lengths[o++]=d}}tinf_build_tree(t,lengths,0,i),tinf_build_tree(a,lengths,i,n)}function tinf_inflate_block_data(e,t,a){for(;;){var i,n,r,s,o=tinf_decode_symbol(e,t);if(256===o)return TINF_OK;if(o<256)e.dest[e.destLen++]=o;else for(i=tinf_read_bits(e,length_bits[o-=257],length_base[o]),n=tinf_decode_symbol(e,a),s=r=e.destLen-tinf_read_bits(e,dist_bits[n],dist_base[n]);s<r+i;++s)e.dest[e.destLen++]=e.dest[s]}}function tinf_inflate_uncompressed_block(e){for(var t,a;e.bitcount>8;)e.sourceIndex--,e.bitcount-=8;if((t=256*(t=e.source[e.sourceIndex+1])+e.source[e.sourceIndex])!==(65535&~(256*e.source[e.sourceIndex+3]+e.source[e.sourceIndex+2])))return TINF_DATA_ERROR;for(e.sourceIndex+=4,a=t;a;--a)e.dest[e.destLen++]=e.source[e.sourceIndex++];return e.bitcount=0,TINF_OK}function tinf_uncompress(e,t){var a,i,n=new Data(e,t);do{switch(a=tinf_getbit(n),tinf_read_bits(n,2,0)){case 0:i=tinf_inflate_uncompressed_block(n);break;case 1:i=tinf_inflate_block_data(n,sltree,sdtree);break;case 2:tinf_decode_trees(n,n.ltree,n.dtree),i=tinf_inflate_block_data(n,n.ltree,n.dtree);break;default:i=TINF_DATA_ERROR}if(i!==TINF_OK)throw new Error("Data error")}while(!a);return n.destLen<n.dest.length?"function"==typeof n.dest.slice?n.dest.slice(0,n.destLen):n.dest.subarray(0,n.destLen):n.dest}tinf_build_fixed_trees(sltree,sdtree),tinf_build_bits_base(length_bits,length_base,4,3),tinf_build_bits_base(dist_bits,dist_base,2,1),length_bits[28]=0,length_base[28]=258;var tinyInflate=tinf_uncompress;function derive(e,t,a,i,n){return Math.pow(1-n,3)*e+3*Math.pow(1-n,2)*n*t+3*(1-n)*Math.pow(n,2)*a+Math.pow(n,3)*i}function BoundingBox(){this.x1=Number.NaN,this.y1=Number.NaN,this.x2=Number.NaN,this.y2=Number.NaN}function Path(){this.commands=[],this.fill="black",this.stroke=null,this.strokeWidth=1}function fail(e){throw new Error(e)}function argument(e,t){e||fail(t)}BoundingBox.prototype.isEmpty=function(){return isNaN(this.x1)||isNaN(this.y1)||isNaN(this.x2)||isNaN(this.y2)},BoundingBox.prototype.addPoint=function(e,t){"number"==typeof e&&((isNaN(this.x1)||isNaN(this.x2))&&(this.x1=e,this.x2=e),e<this.x1&&(this.x1=e),e>this.x2&&(this.x2=e)),"number"==typeof t&&((isNaN(this.y1)||isNaN(this.y2))&&(this.y1=t,this.y2=t),t<this.y1&&(this.y1=t),t>this.y2&&(this.y2=t))},BoundingBox.prototype.addX=function(e){this.addPoint(e,null)},BoundingBox.prototype.addY=function(e){this.addPoint(null,e)},BoundingBox.prototype.addBezier=function(e,t,a,i,n,r,s,o){var l=[e,t],c=[a,i],d=[n,r],h=[s,o];this.addPoint(e,t),this.addPoint(s,o);for(var p=0;p<=1;p++){var u=6*l[p]-12*c[p]+6*d[p],m=-3*l[p]+9*c[p]-9*d[p]+3*h[p],g=3*c[p]-3*l[p];if(0!==m){var f=Math.pow(u,2)-4*g*m;if(!(f<0)){var b=(-u+Math.sqrt(f))/(2*m);0<b&&b<1&&(0===p&&this.addX(derive(l[p],c[p],d[p],h[p],b)),1===p&&this.addY(derive(l[p],c[p],d[p],h[p],b)));var U=(-u-Math.sqrt(f))/(2*m);0<U&&U<1&&(0===p&&this.addX(derive(l[p],c[p],d[p],h[p],U)),1===p&&this.addY(derive(l[p],c[p],d[p],h[p],U)))}}else{if(0===u)continue;var E=-g/u;0<E&&E<1&&(0===p&&this.addX(derive(l[p],c[p],d[p],h[p],E)),1===p&&this.addY(derive(l[p],c[p],d[p],h[p],E)))}}},BoundingBox.prototype.addQuad=function(e,t,a,i,n,r){var s=e+2/3*(a-e),o=t+2/3*(i-t),l=s+1/3*(n-e),c=o+1/3*(r-t);this.addBezier(e,t,s,o,l,c,n,r)},Path.prototype.moveTo=function(e,t){this.commands.push({type:"M",x:e,y:t})},Path.prototype.lineTo=function(e,t){this.commands.push({type:"L",x:e,y:t})},Path.prototype.curveTo=Path.prototype.bezierCurveTo=function(e,t,a,i,n,r){this.commands.push({type:"C",x1:e,y1:t,x2:a,y2:i,x:n,y:r})},Path.prototype.quadTo=Path.prototype.quadraticCurveTo=function(e,t,a,i){this.commands.push({type:"Q",x1:e,y1:t,x:a,y:i})},Path.prototype.close=Path.prototype.closePath=function(){this.commands.push({type:"Z"})},Path.prototype.extend=function(e){if(e.commands)e=e.commands;else if(e instanceof BoundingBox){var t=e;return this.moveTo(t.x1,t.y1),this.lineTo(t.x2,t.y1),this.lineTo(t.x2,t.y2),this.lineTo(t.x1,t.y2),void this.close()}Array.prototype.push.apply(this.commands,e)},Path.prototype.getBoundingBox=function(){for(var e=new BoundingBox,t=0,a=0,i=0,n=0,r=0;r<this.commands.length;r++){var s=this.commands[r];switch(s.type){case"M":e.addPoint(s.x,s.y),t=i=s.x,a=n=s.y;break;case"L":e.addPoint(s.x,s.y),i=s.x,n=s.y;break;case"Q":e.addQuad(i,n,s.x1,s.y1,s.x,s.y),i=s.x,n=s.y;break;case"C":e.addBezier(i,n,s.x1,s.y1,s.x2,s.y2,s.x,s.y),i=s.x,n=s.y;break;case"Z":i=t,n=a;break;default:throw new Error("Unexpected path command "+s.type)}}return e.isEmpty()&&e.addPoint(0,0),e},Path.prototype.draw=function(e){e.beginPath();for(var t=0;t<this.commands.length;t+=1){var a=this.commands[t];"M"===a.type?e.moveTo(a.x,a.y):"L"===a.type?e.lineTo(a.x,a.y):"C"===a.type?e.bezierCurveTo(a.x1,a.y1,a.x2,a.y2,a.x,a.y):"Q"===a.type?e.quadraticCurveTo(a.x1,a.y1,a.x,a.y):"Z"===a.type&&e.closePath()}this.fill&&(e.fillStyle=this.fill,e.fill()),this.stroke&&(e.strokeStyle=this.stroke,e.lineWidth=this.strokeWidth,e.stroke())},Path.prototype.toPathData=function(e){function t(t){return Math.round(t)===t?""+Math.round(t):t.toFixed(e)}function a(){for(var e=arguments,a="",i=0;i<arguments.length;i+=1){var n=e[i];n>=0&&i>0&&(a+=" "),a+=t(n)}return a}e=void 0!==e?e:2;for(var i="",n=0;n<this.commands.length;n+=1){var r=this.commands[n];"M"===r.type?i+="M"+a(r.x,r.y):"L"===r.type?i+="L"+a(r.x,r.y):"C"===r.type?i+="C"+a(r.x1,r.y1,r.x2,r.y2,r.x,r.y):"Q"===r.type?i+="Q"+a(r.x1,r.y1,r.x,r.y):"Z"===r.type&&(i+="Z")}return i},Path.prototype.toSVG=function(e){var t='<path d="';return t+=this.toPathData(e),t+='"',this.fill&&"black"!==this.fill&&(null===this.fill?t+=' fill="none"':t+=' fill="'+this.fill+'"'),this.stroke&&(t+=' stroke="'+this.stroke+'" stroke-width="'+this.strokeWidth+'"'),t+"/>"},Path.prototype.toDOMElement=function(e){var t=this.toPathData(e),a=document.createElementNS("http://www.w3.org/2000/svg","path");return a.setAttribute("d",t),a};var check={fail:fail,argument:argument,assert:argument},LIMIT16=32768,LIMIT32=2147483648,decode={},encode={},sizeOf={};function constant(e){return function(){return e}}encode.BYTE=function(e){return check.argument(e>=0&&e<=255,"Byte value should be between 0 and 255."),[e]},sizeOf.BYTE=constant(1),encode.CHAR=function(e){return[e.charCodeAt(0)]},sizeOf.CHAR=constant(1),encode.CHARARRAY=function(e){void 0===e&&(e="",console.warn("Undefined CHARARRAY encountered and treated as an empty string. This is probably caused by a missing glyph name."));for(var t=[],a=0;a<e.length;a+=1)t[a]=e.charCodeAt(a);return t},sizeOf.CHARARRAY=function(e){return void 0===e?0:e.length},encode.USHORT=function(e){return[e>>8&255,255&e]},sizeOf.USHORT=constant(2),encode.SHORT=function(e){return e>=LIMIT16&&(e=-(2*LIMIT16-e)),[e>>8&255,255&e]},sizeOf.SHORT=constant(2),encode.UINT24=function(e){return[e>>16&255,e>>8&255,255&e]},sizeOf.UINT24=constant(3),encode.ULONG=function(e){return[e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.ULONG=constant(4),encode.LONG=function(e){return e>=LIMIT32&&(e=-(2*LIMIT32-e)),[e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.LONG=constant(4),encode.FIXED=encode.ULONG,sizeOf.FIXED=sizeOf.ULONG,encode.FWORD=encode.SHORT,sizeOf.FWORD=sizeOf.SHORT,encode.UFWORD=encode.USHORT,sizeOf.UFWORD=sizeOf.USHORT,encode.LONGDATETIME=function(e){return[0,0,0,0,e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.LONGDATETIME=constant(8),encode.TAG=function(e){return check.argument(4===e.length,"Tag should be exactly 4 ASCII characters."),[e.charCodeAt(0),e.charCodeAt(1),e.charCodeAt(2),e.charCodeAt(3)]},sizeOf.TAG=constant(4),encode.Card8=encode.BYTE,sizeOf.Card8=sizeOf.BYTE,encode.Card16=encode.USHORT,sizeOf.Card16=sizeOf.USHORT,encode.OffSize=encode.BYTE,sizeOf.OffSize=sizeOf.BYTE,encode.SID=encode.USHORT,sizeOf.SID=sizeOf.USHORT,encode.NUMBER=function(e){return e>=-107&&e<=107?[e+139]:e>=108&&e<=1131?[247+((e-=108)>>8),255&e]:e>=-1131&&e<=-108?[251+((e=-e-108)>>8),255&e]:e>=-32768&&e<=32767?encode.NUMBER16(e):encode.NUMBER32(e)},sizeOf.NUMBER=function(e){return encode.NUMBER(e).length},encode.NUMBER16=function(e){return[28,e>>8&255,255&e]},sizeOf.NUMBER16=constant(3),encode.NUMBER32=function(e){return[29,e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.NUMBER32=constant(5),encode.REAL=function(e){var t=e.toString(),a=/\.(\d*?)(?:9{5,20}|0{5,20})\d{0,2}(?:e(.+)|$)/.exec(t);if(a){var i=parseFloat("1e"+((a[2]?+a[2]:0)+a[1].length));t=(Math.round(e*i)/i).toString()}for(var n="",r=0,s=t.length;r<s;r+=1){var o=t[r];n+="e"===o?"-"===t[++r]?"c":"b":"."===o?"a":"-"===o?"e":o}for(var l=[30],c=0,d=(n+=1&n.length?"f":"ff").length;c<d;c+=2)l.push(parseInt(n.substr(c,2),16));return l},sizeOf.REAL=function(e){return encode.REAL(e).length},encode.NAME=encode.CHARARRAY,sizeOf.NAME=sizeOf.CHARARRAY,encode.STRING=encode.CHARARRAY,sizeOf.STRING=sizeOf.CHARARRAY,decode.UTF8=function(e,t,a){for(var i=[],n=a,r=0;r<n;r++,t+=1)i[r]=e.getUint8(t);return String.fromCharCode.apply(null,i)},decode.UTF16=function(e,t,a){for(var i=[],n=a/2,r=0;r<n;r++,t+=2)i[r]=e.getUint16(t);return String.fromCharCode.apply(null,i)},encode.UTF16=function(e){for(var t=[],a=0;a<e.length;a+=1){var i=e.charCodeAt(a);t[t.length]=i>>8&255,t[t.length]=255&i}return t},sizeOf.UTF16=function(e){return 2*e.length};var eightBitMacEncodings={"x-mac-croatian":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®Š™´¨≠ŽØ∞±≤≥∆µ∂∑∏š∫ªºΩžø¿¡¬√ƒ≈Ć«Č… ÀÃÕŒœĐ—“”‘’÷◊©⁄€‹›Æ»–·‚„‰ÂćÁčÈÍÎÏÌÓÔđÒÚÛÙıˆ˜¯πË˚¸Êæˇ","x-mac-cyrillic":"АБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЫЬЭЮЯ†°Ґ£§•¶І®©™Ђђ≠Ѓѓ∞±≤≥іµґЈЄєЇїЉљЊњјЅ¬√ƒ≈∆«»… ЋћЌќѕ–—“”‘’÷„ЎўЏџ№Ёёяабвгдежзийклмнопрстуфхцчшщъыьэю","x-mac-gaelic":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ÆØḂ±≤≥ḃĊċḊḋḞḟĠġṀæøṁṖṗɼƒſṠ«»… ÀÃÕŒœ–—“”‘’ṡẛÿŸṪ€‹›Ŷŷṫ·Ỳỳ⁊ÂÊÁËÈÍÎÏÌÓÔ♣ÒÚÛÙıÝýŴŵẄẅẀẁẂẃ","x-mac-greek":"Ĺ²É³ÖÜ΅àâä΄¨çéèê룙î‰ôö¦€ùûü†ΓΔΘΛΞΠß®©ΣΪ§≠°·Α±≤≥¥ΒΕΖΗΙΚΜΦΫΨΩάΝ¬ΟΡ≈Τ«»… ΥΧΆΈœ–―“”‘’÷ΉΊΌΎέήίόΏύαβψδεφγηιξκλμνοπώρστθωςχυζϊϋΐΰ­","x-mac-icelandic":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûüÝ°¢£§•¶ß®©™´¨≠ÆØ∞±≤≥¥µ∂∑∏π∫ªºΩæø¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸ⁄€ÐðÞþý·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙıˆ˜¯˘˙˚¸˝˛ˇ","x-mac-inuit":"ᐃᐄᐅᐆᐊᐋᐱᐲᐳᐴᐸᐹᑉᑎᑏᑐᑑᑕᑖᑦᑭᑮᑯᑰᑲᑳᒃᒋᒌᒍᒎᒐᒑ°ᒡᒥᒦ•¶ᒧ®©™ᒨᒪᒫᒻᓂᓃᓄᓅᓇᓈᓐᓯᓰᓱᓲᓴᓵᔅᓕᓖᓗᓘᓚᓛᓪᔨᔩᔪᔫᔭ… ᔮᔾᕕᕖᕗ–—“”‘’ᕘᕙᕚᕝᕆᕇᕈᕉᕋᕌᕐᕿᖀᖁᖂᖃᖄᖅᖏᖐᖑᖒᖓᖔᖕᙱᙲᙳᙴᙵᙶᖖᖠᖡᖢᖣᖤᖥᖦᕼŁł","x-mac-ce":"ÄĀāÉĄÖÜáąČäčĆć鏟ĎíďĒēĖóėôöõúĚěü†°Ę£§•¶ß®©™ę¨≠ģĮįĪ≤≥īĶ∂∑łĻļĽľĹĺŅņѬ√ńŇ∆«»… ňŐÕőŌ–—“”‘’÷◊ōŔŕŘ‹›řŖŗŠ‚„šŚśÁŤťÍŽžŪÓÔūŮÚůŰűŲųÝýķŻŁżĢˇ",macintosh:"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ÆØ∞±≤≥¥µ∂∑∏π∫ªºΩæø¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸ⁄€‹›fifl‡·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙıˆ˜¯˘˙˚¸˝˛ˇ","x-mac-romanian":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ĂȘ∞±≤≥¥µ∂∑∏π∫ªºΩăș¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸ⁄€‹›Țț‡·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙıˆ˜¯˘˙˚¸˝˛ˇ","x-mac-turkish":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ÆØ∞±≤≥¥µ∂∑∏π∫ªºΩæø¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸĞğİıŞş‡·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙˆ˜¯˘˙˚¸˝˛ˇ"};decode.MACSTRING=function(e,t,a,i){var n=eightBitMacEncodings[i];if(void 0!==n){for(var r="",s=0;s<a;s++){var o=e.getUint8(t+s);r+=o<=127?String.fromCharCode(o):n[127&o]}return r}};var macEncodingTableCache="function"==typeof WeakMap&&new WeakMap,macEncodingCacheKeys,getMacEncodingTable=function(e){if(!macEncodingCacheKeys)for(var t in macEncodingCacheKeys={},eightBitMacEncodings)macEncodingCacheKeys[t]=new String(t);var a=macEncodingCacheKeys[e];if(void 0!==a){if(macEncodingTableCache){var i=macEncodingTableCache.get(a);if(void 0!==i)return i}var n=eightBitMacEncodings[e];if(void 0!==n){for(var r={},s=0;s<n.length;s++)r[n.charCodeAt(s)]=s+128;return macEncodingTableCache&&macEncodingTableCache.set(a,r),r}}};function isByteEncodable(e){return e>=-128&&e<=127}function encodeVarDeltaRunAsZeroes(e,t,a){for(var i=0,n=e.length;t<n&&i<64&&0===e[t];)++t,++i;return a.push(128|i-1),t}function encodeVarDeltaRunAsBytes(e,t,a){for(var i=0,n=e.length,r=t;r<n&&i<64;){var s=e[r];if(!isByteEncodable(s))break;if(0===s&&r+1<n&&0===e[r+1])break;++r,++i}a.push(i-1);for(var o=t;o<r;++o)a.push(e[o]+256&255);return r}function encodeVarDeltaRunAsWords(e,t,a){for(var i=0,n=e.length,r=t;r<n&&i<64;){var s=e[r];if(0===s)break;if(isByteEncodable(s)&&r+1<n&&isByteEncodable(e[r+1]))break;++r,++i}a.push(64|i-1);for(var o=t;o<r;++o){var l=e[o];a.push(l+65536>>8&255,l+256&255)}return r}encode.MACSTRING=function(e,t){var a=getMacEncodingTable(t);if(void 0!==a){for(var i=[],n=0;n<e.length;n++){var r=e.charCodeAt(n);if(r>=128&&void 0===(r=a[r]))return;i[n]=r}return i}},sizeOf.MACSTRING=function(e,t){var a=encode.MACSTRING(e,t);return void 0!==a?a.length:0},encode.VARDELTAS=function(e){for(var t=0,a=[];t<e.length;){var i=e[t];t=0===i?encodeVarDeltaRunAsZeroes(e,t,a):i>=-128&&i<=127?encodeVarDeltaRunAsBytes(e,t,a):encodeVarDeltaRunAsWords(e,t,a)}return a},encode.INDEX=function(e){for(var t=1,a=[t],i=[],n=0;n<e.length;n+=1){var r=encode.OBJECT(e[n]);Array.prototype.push.apply(i,r),t+=r.length,a.push(t)}if(0===i.length)return[0,0];for(var s=[],o=1+Math.floor(Math.log(t)/Math.log(2))/8|0,l=[void 0,encode.BYTE,encode.USHORT,encode.UINT24,encode.ULONG][o],c=0;c<a.length;c+=1){var d=l(a[c]);Array.prototype.push.apply(s,d)}return Array.prototype.concat(encode.Card16(e.length),encode.OffSize(o),s,i)},sizeOf.INDEX=function(e){return encode.INDEX(e).length},encode.DICT=function(e){for(var t=[],a=Object.keys(e),i=a.length,n=0;n<i;n+=1){var r=parseInt(a[n],0),s=e[r];t=(t=t.concat(encode.OPERAND(s.value,s.type))).concat(encode.OPERATOR(r))}return t},sizeOf.DICT=function(e){return encode.DICT(e).length},encode.OPERATOR=function(e){return e<1200?[e]:[12,e-1200]},encode.OPERAND=function(e,t){var a=[];if(Array.isArray(t))for(var i=0;i<t.length;i+=1)check.argument(e.length===t.length,"Not enough arguments given for type"+t),a=a.concat(encode.OPERAND(e[i],t[i]));else if("SID"===t)a=a.concat(encode.NUMBER(e));else if("offset"===t)a=a.concat(encode.NUMBER32(e));else if("number"===t)a=a.concat(encode.NUMBER(e));else{if("real"!==t)throw new Error("Unknown operand type "+t);a=a.concat(encode.REAL(e))}return a},encode.OP=encode.BYTE,sizeOf.OP=sizeOf.BYTE;var wmm="function"==typeof WeakMap&&new WeakMap;function Table(e,t,a){if(t.length&&("coverageFormat"!==t[0].name||1===t[0].value))for(var i=0;i<t.length;i+=1){var n=t[i];this[n.name]=n.value}if(this.tableName=e,this.fields=t,a)for(var r=Object.keys(a),s=0;s<r.length;s+=1){var o=r[s],l=a[o];void 0!==this[o]&&(this[o]=l)}}function ushortList(e,t,a){void 0===a&&(a=t.length);var i=new Array(t.length+1);i[0]={name:e+"Count",type:"USHORT",value:a};for(var n=0;n<t.length;n++)i[n+1]={name:e+n,type:"USHORT",value:t[n]};return i}function tableList(e,t,a){var i=t.length,n=new Array(i+1);n[0]={name:e+"Count",type:"USHORT",value:i};for(var r=0;r<i;r++)n[r+1]={name:e+r,type:"TABLE",value:a(t[r],r)};return n}function recordList(e,t,a){var i=t.length,n=[];n[0]={name:e+"Count",type:"USHORT",value:i};for(var r=0;r<i;r++)n=n.concat(a(t[r],r));return n}function Coverage(e){1===e.format?Table.call(this,"coverageTable",[{name:"coverageFormat",type:"USHORT",value:1}].concat(ushortList("glyph",e.glyphs))):2===e.format?Table.call(this,"coverageTable",[{name:"coverageFormat",type:"USHORT",value:2}].concat(recordList("rangeRecord",e.ranges,(function(e){return[{name:"startGlyphID",type:"USHORT",value:e.start},{name:"endGlyphID",type:"USHORT",value:e.end},{name:"startCoverageIndex",type:"USHORT",value:e.index}]})))):check.assert(!1,"Coverage format must be 1 or 2.")}function ScriptList(e){Table.call(this,"scriptListTable",recordList("scriptRecord",e,(function(e,t){var a=e.script,i=a.defaultLangSys;return check.assert(!!i,"Unable to write GSUB: script "+e.tag+" has no default language system."),[{name:"scriptTag"+t,type:"TAG",value:e.tag},{name:"script"+t,type:"TABLE",value:new Table("scriptTable",[{name:"defaultLangSys",type:"TABLE",value:new Table("defaultLangSys",[{name:"lookupOrder",type:"USHORT",value:0},{name:"reqFeatureIndex",type:"USHORT",value:i.reqFeatureIndex}].concat(ushortList("featureIndex",i.featureIndexes)))}].concat(recordList("langSys",a.langSysRecords,(function(e,t){var a=e.langSys;return[{name:"langSysTag"+t,type:"TAG",value:e.tag},{name:"langSys"+t,type:"TABLE",value:new Table("langSys",[{name:"lookupOrder",type:"USHORT",value:0},{name:"reqFeatureIndex",type:"USHORT",value:a.reqFeatureIndex}].concat(ushortList("featureIndex",a.featureIndexes)))}]}))))}]})))}function FeatureList(e){Table.call(this,"featureListTable",recordList("featureRecord",e,(function(e,t){var a=e.feature;return[{name:"featureTag"+t,type:"TAG",value:e.tag},{name:"feature"+t,type:"TABLE",value:new Table("featureTable",[{name:"featureParams",type:"USHORT",value:a.featureParams}].concat(ushortList("lookupListIndex",a.lookupListIndexes)))}]})))}function LookupList(e,t){Table.call(this,"lookupListTable",tableList("lookup",e,(function(e){var a=t[e.lookupType];return check.assert(!!a,"Unable to write GSUB lookup type "+e.lookupType+" tables."),new Table("lookupTable",[{name:"lookupType",type:"USHORT",value:e.lookupType},{name:"lookupFlag",type:"USHORT",value:e.lookupFlag}].concat(tableList("subtable",e.subtables,a)))})))}encode.CHARSTRING=function(e){if(wmm){var t=wmm.get(e);if(void 0!==t)return t}for(var a=[],i=e.length,n=0;n<i;n+=1){var r=e[n];a=a.concat(encode[r.type](r.value))}return wmm&&wmm.set(e,a),a},sizeOf.CHARSTRING=function(e){return encode.CHARSTRING(e).length},encode.OBJECT=function(e){var t=encode[e.type];return check.argument(void 0!==t,"No encoding function for type "+e.type),t(e.value)},sizeOf.OBJECT=function(e){var t=sizeOf[e.type];return check.argument(void 0!==t,"No sizeOf function for type "+e.type),t(e.value)},encode.TABLE=function(e){for(var t=[],a=e.fields.length,i=[],n=[],r=0;r<a;r+=1){var s=e.fields[r],o=encode[s.type];check.argument(void 0!==o,"No encoding function for field type "+s.type+" ("+s.name+")");var l=e[s.name];void 0===l&&(l=s.value);var c=o(l);"TABLE"===s.type?(n.push(t.length),t=t.concat([0,0]),i.push(c)):t=t.concat(c)}for(var d=0;d<i.length;d+=1){var h=n[d],p=t.length;check.argument(p<65536,"Table "+e.tableName+" too big."),t[h]=p>>8,t[h+1]=255&p,t=t.concat(i[d])}return t},sizeOf.TABLE=function(e){for(var t=0,a=e.fields.length,i=0;i<a;i+=1){var n=e.fields[i],r=sizeOf[n.type];check.argument(void 0!==r,"No sizeOf function for field type "+n.type+" ("+n.name+")");var s=e[n.name];void 0===s&&(s=n.value),t+=r(s),"TABLE"===n.type&&(t+=2)}return t},encode.RECORD=encode.TABLE,sizeOf.RECORD=sizeOf.TABLE,encode.LITERAL=function(e){return e},sizeOf.LITERAL=function(e){return e.length},Table.prototype.encode=function(){return encode.TABLE(this)},Table.prototype.sizeOf=function(){return sizeOf.TABLE(this)},Coverage.prototype=Object.create(Table.prototype),Coverage.prototype.constructor=Coverage,ScriptList.prototype=Object.create(Table.prototype),ScriptList.prototype.constructor=ScriptList,FeatureList.prototype=Object.create(Table.prototype),FeatureList.prototype.constructor=FeatureList,LookupList.prototype=Object.create(Table.prototype),LookupList.prototype.constructor=LookupList;var table={Table:Table,Record:Table,Coverage:Coverage,ScriptList:ScriptList,FeatureList:FeatureList,LookupList:LookupList,ushortList:ushortList,tableList:tableList,recordList:recordList};function getByte(e,t){return e.getUint8(t)}function getUShort(e,t){return e.getUint16(t,!1)}function getShort(e,t){return e.getInt16(t,!1)}function getULong(e,t){return e.getUint32(t,!1)}function getFixed(e,t){return e.getInt16(t,!1)+e.getUint16(t+2,!1)/65535}function getTag(e,t){for(var a="",i=t;i<t+4;i+=1)a+=String.fromCharCode(e.getInt8(i));return a}function getOffset(e,t,a){for(var i=0,n=0;n<a;n+=1)i<<=8,i+=e.getUint8(t+n);return i}function getBytes(e,t,a){for(var i=[],n=t;n<a;n+=1)i.push(e.getUint8(n));return i}function bytesToString(e){for(var t="",a=0;a<e.length;a+=1)t+=String.fromCharCode(e[a]);return t}var typeOffsets={byte:1,uShort:2,short:2,uLong:4,fixed:4,longDateTime:8,tag:4};function Parser(e,t){this.data=e,this.offset=t,this.relativeOffset=0}Parser.prototype.parseByte=function(){var e=this.data.getUint8(this.offset+this.relativeOffset);return this.relativeOffset+=1,e},Parser.prototype.parseChar=function(){var e=this.data.getInt8(this.offset+this.relativeOffset);return this.relativeOffset+=1,e},Parser.prototype.parseCard8=Parser.prototype.parseByte,Parser.prototype.parseUShort=function(){var e=this.data.getUint16(this.offset+this.relativeOffset);return this.relativeOffset+=2,e},Parser.prototype.parseCard16=Parser.prototype.parseUShort,Parser.prototype.parseSID=Parser.prototype.parseUShort,Parser.prototype.parseOffset16=Parser.prototype.parseUShort,Parser.prototype.parseShort=function(){var e=this.data.getInt16(this.offset+this.relativeOffset);return this.relativeOffset+=2,e},Parser.prototype.parseF2Dot14=function(){var e=this.data.getInt16(this.offset+this.relativeOffset)/16384;return this.relativeOffset+=2,e},Parser.prototype.parseULong=function(){var e=getULong(this.data,this.offset+this.relativeOffset);return this.relativeOffset+=4,e},Parser.prototype.parseOffset32=Parser.prototype.parseULong,Parser.prototype.parseFixed=function(){var e=getFixed(this.data,this.offset+this.relativeOffset);return this.relativeOffset+=4,e},Parser.prototype.parseString=function(e){var t=this.data,a=this.offset+this.relativeOffset,i="";this.relativeOffset+=e;for(var n=0;n<e;n++)i+=String.fromCharCode(t.getUint8(a+n));return i},Parser.prototype.parseTag=function(){return this.parseString(4)},Parser.prototype.parseLongDateTime=function(){var e=getULong(this.data,this.offset+this.relativeOffset+4);return e-=2082844800,this.relativeOffset+=8,e},Parser.prototype.parseVersion=function(e){var t=getUShort(this.data,this.offset+this.relativeOffset),a=getUShort(this.data,this.offset+this.relativeOffset+2);return this.relativeOffset+=4,void 0===e&&(e=4096),t+a/e/10},Parser.prototype.skip=function(e,t){void 0===t&&(t=1),this.relativeOffset+=typeOffsets[e]*t},Parser.prototype.parseULongList=function(e){void 0===e&&(e=this.parseULong());for(var t=new Array(e),a=this.data,i=this.offset+this.relativeOffset,n=0;n<e;n++)t[n]=a.getUint32(i),i+=4;return this.relativeOffset+=4*e,t},Parser.prototype.parseOffset16List=Parser.prototype.parseUShortList=function(e){void 0===e&&(e=this.parseUShort());for(var t=new Array(e),a=this.data,i=this.offset+this.relativeOffset,n=0;n<e;n++)t[n]=a.getUint16(i),i+=2;return this.relativeOffset+=2*e,t},Parser.prototype.parseShortList=function(e){for(var t=new Array(e),a=this.data,i=this.offset+this.relativeOffset,n=0;n<e;n++)t[n]=a.getInt16(i),i+=2;return this.relativeOffset+=2*e,t},Parser.prototype.parseByteList=function(e){for(var t=new Array(e),a=this.data,i=this.offset+this.relativeOffset,n=0;n<e;n++)t[n]=a.getUint8(i++);return this.relativeOffset+=e,t},Parser.prototype.parseList=function(e,t){t||(t=e,e=this.parseUShort());for(var a=new Array(e),i=0;i<e;i++)a[i]=t.call(this);return a},Parser.prototype.parseList32=function(e,t){t||(t=e,e=this.parseULong());for(var a=new Array(e),i=0;i<e;i++)a[i]=t.call(this);return a},Parser.prototype.parseRecordList=function(e,t){t||(t=e,e=this.parseUShort());for(var a=new Array(e),i=Object.keys(t),n=0;n<e;n++){for(var r={},s=0;s<i.length;s++){var o=i[s],l=t[o];r[o]=l.call(this)}a[n]=r}return a},Parser.prototype.parseRecordList32=function(e,t){t||(t=e,e=this.parseULong());for(var a=new Array(e),i=Object.keys(t),n=0;n<e;n++){for(var r={},s=0;s<i.length;s++){var o=i[s],l=t[o];r[o]=l.call(this)}a[n]=r}return a},Parser.prototype.parseStruct=function(e){if("function"==typeof e)return e.call(this);for(var t=Object.keys(e),a={},i=0;i<t.length;i++){var n=t[i],r=e[n];a[n]=r.call(this)}return a},Parser.prototype.parseValueRecord=function(e){if(void 0===e&&(e=this.parseUShort()),0!==e){var t={};return 1&e&&(t.xPlacement=this.parseShort()),2&e&&(t.yPlacement=this.parseShort()),4&e&&(t.xAdvance=this.parseShort()),8&e&&(t.yAdvance=this.parseShort()),16&e&&(t.xPlaDevice=void 0,this.parseShort()),32&e&&(t.yPlaDevice=void 0,this.parseShort()),64&e&&(t.xAdvDevice=void 0,this.parseShort()),128&e&&(t.yAdvDevice=void 0,this.parseShort()),t}},Parser.prototype.parseValueRecordList=function(){for(var e=this.parseUShort(),t=this.parseUShort(),a=new Array(t),i=0;i<t;i++)a[i]=this.parseValueRecord(e);return a},Parser.prototype.parsePointer=function(e){var t=this.parseOffset16();if(t>0)return new Parser(this.data,this.offset+t).parseStruct(e)},Parser.prototype.parsePointer32=function(e){var t=this.parseOffset32();if(t>0)return new Parser(this.data,this.offset+t).parseStruct(e)},Parser.prototype.parseListOfLists=function(e){for(var t=this.parseOffset16List(),a=t.length,i=this.relativeOffset,n=new Array(a),r=0;r<a;r++){var s=t[r];if(0!==s)if(this.relativeOffset=s,e){for(var o=this.parseOffset16List(),l=new Array(o.length),c=0;c<o.length;c++)this.relativeOffset=s+o[c],l[c]=e.call(this);n[r]=l}else n[r]=this.parseUShortList();else n[r]=void 0}return this.relativeOffset=i,n},Parser.prototype.parseCoverage=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort(),a=this.parseUShort();if(1===t)return{format:1,glyphs:this.parseUShortList(a)};if(2===t){for(var i=new Array(a),n=0;n<a;n++)i[n]={start:this.parseUShort(),end:this.parseUShort(),index:this.parseUShort()};return{format:2,ranges:i}}throw new Error("0x"+e.toString(16)+": Coverage format must be 1 or 2.")},Parser.prototype.parseClassDef=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();if(1===t)return{format:1,startGlyph:this.parseUShort(),classes:this.parseUShortList()};if(2===t)return{format:2,ranges:this.parseRecordList({start:Parser.uShort,end:Parser.uShort,classId:Parser.uShort})};throw new Error("0x"+e.toString(16)+": ClassDef format must be 1 or 2.")},Parser.list=function(e,t){return function(){return this.parseList(e,t)}},Parser.list32=function(e,t){return function(){return this.parseList32(e,t)}},Parser.recordList=function(e,t){return function(){return this.parseRecordList(e,t)}},Parser.recordList32=function(e,t){return function(){return this.parseRecordList32(e,t)}},Parser.pointer=function(e){return function(){return this.parsePointer(e)}},Parser.pointer32=function(e){return function(){return this.parsePointer32(e)}},Parser.tag=Parser.prototype.parseTag,Parser.byte=Parser.prototype.parseByte,Parser.uShort=Parser.offset16=Parser.prototype.parseUShort,Parser.uShortList=Parser.prototype.parseUShortList,Parser.uLong=Parser.offset32=Parser.prototype.parseULong,Parser.uLongList=Parser.prototype.parseULongList,Parser.struct=Parser.prototype.parseStruct,Parser.coverage=Parser.prototype.parseCoverage,Parser.classDef=Parser.prototype.parseClassDef;var langSysTable={reserved:Parser.uShort,reqFeatureIndex:Parser.uShort,featureIndexes:Parser.uShortList};Parser.prototype.parseScriptList=function(){return this.parsePointer(Parser.recordList({tag:Parser.tag,script:Parser.pointer({defaultLangSys:Parser.pointer(langSysTable),langSysRecords:Parser.recordList({tag:Parser.tag,langSys:Parser.pointer(langSysTable)})})}))||[]},Parser.prototype.parseFeatureList=function(){return this.parsePointer(Parser.recordList({tag:Parser.tag,feature:Parser.pointer({featureParams:Parser.offset16,lookupListIndexes:Parser.uShortList})}))||[]},Parser.prototype.parseLookupList=function(e){return this.parsePointer(Parser.list(Parser.pointer((function(){var t=this.parseUShort();check.argument(1<=t&&t<=9,"GPOS/GSUB lookup type "+t+" unknown.");var a=this.parseUShort(),i=16&a;return{lookupType:t,lookupFlag:a,subtables:this.parseList(Parser.pointer(e[t])),markFilteringSet:i?this.parseUShort():void 0}}))))||[]},Parser.prototype.parseFeatureVariationsList=function(){return this.parsePointer32((function(){var e=this.parseUShort(),t=this.parseUShort();return check.argument(1===e&&t<1,"GPOS/GSUB feature variations table unknown."),this.parseRecordList32({conditionSetOffset:Parser.offset32,featureTableSubstitutionOffset:Parser.offset32})}))||[]};var parse={getByte:getByte,getCard8:getByte,getUShort:getUShort,getCard16:getUShort,getShort:getShort,getULong:getULong,getFixed:getFixed,getTag:getTag,getOffset:getOffset,getBytes:getBytes,bytesToString:bytesToString,Parser:Parser};function parseCmapTableFormat12(e,t){var a;t.parseUShort(),e.length=t.parseULong(),e.language=t.parseULong(),e.groupCount=a=t.parseULong(),e.glyphIndexMap={};for(var i=0;i<a;i+=1)for(var n=t.parseULong(),r=t.parseULong(),s=t.parseULong(),o=n;o<=r;o+=1)e.glyphIndexMap[o]=s,s++}function parseCmapTableFormat4(e,t,a,i,n){var r;e.length=t.parseUShort(),e.language=t.parseUShort(),e.segCount=r=t.parseUShort()>>1,t.skip("uShort",3),e.glyphIndexMap={};for(var s=new parse.Parser(a,i+n+14),o=new parse.Parser(a,i+n+16+2*r),l=new parse.Parser(a,i+n+16+4*r),c=new parse.Parser(a,i+n+16+6*r),d=i+n+16+8*r,h=0;h<r-1;h+=1)for(var p=void 0,u=s.parseUShort(),m=o.parseUShort(),g=l.parseShort(),f=c.parseUShort(),b=m;b<=u;b+=1)0!==f?(d=c.offset+c.relativeOffset-2,d+=f,d+=2*(b-m),0!==(p=parse.getUShort(a,d))&&(p=p+g&65535)):p=b+g&65535,e.glyphIndexMap[b]=p}function parseCmapTable(e,t){var a={};a.version=parse.getUShort(e,t),check.argument(0===a.version,"cmap table version should be 0."),a.numTables=parse.getUShort(e,t+2);for(var i=-1,n=a.numTables-1;n>=0;n-=1){var r=parse.getUShort(e,t+4+8*n),s=parse.getUShort(e,t+4+8*n+2);if(3===r&&(0===s||1===s||10===s)||0===r&&(0===s||1===s||2===s||3===s||4===s)){i=parse.getULong(e,t+4+8*n+4);break}}if(-1===i)throw new Error("No valid cmap sub-tables found.");var o=new parse.Parser(e,t+i);if(a.format=o.parseUShort(),12===a.format)parseCmapTableFormat12(a,o);else{if(4!==a.format)throw new Error("Only format 4 and 12 cmap tables are supported (found format "+a.format+").");parseCmapTableFormat4(a,o,e,t,i)}return a}function addSegment(e,t,a){e.segments.push({end:t,start:t,delta:-(t-a),offset:0,glyphIndex:a})}function addTerminatorSegment(e){e.segments.push({end:65535,start:65535,delta:1,offset:0})}function makeCmapTable(e){var t,a=!0;for(t=e.length-1;t>0;t-=1)if(e.get(t).unicode>65535){console.log("Adding CMAP format 12 (needed!)"),a=!1;break}var i=[{name:"version",type:"USHORT",value:0},{name:"numTables",type:"USHORT",value:a?1:2},{name:"platformID",type:"USHORT",value:3},{name:"encodingID",type:"USHORT",value:1},{name:"offset",type:"ULONG",value:a?12:20}];a||(i=i.concat([{name:"cmap12PlatformID",type:"USHORT",value:3},{name:"cmap12EncodingID",type:"USHORT",value:10},{name:"cmap12Offset",type:"ULONG",value:0}])),i=i.concat([{name:"format",type:"USHORT",value:4},{name:"cmap4Length",type:"USHORT",value:0},{name:"language",type:"USHORT",value:0},{name:"segCountX2",type:"USHORT",value:0},{name:"searchRange",type:"USHORT",value:0},{name:"entrySelector",type:"USHORT",value:0},{name:"rangeShift",type:"USHORT",value:0}]);var n=new table.Table("cmap",i);for(n.segments=[],t=0;t<e.length;t+=1){for(var r=e.get(t),s=0;s<r.unicodes.length;s+=1)addSegment(n,r.unicodes[s],t);n.segments=n.segments.sort((function(e,t){return e.start-t.start}))}addTerminatorSegment(n);var o=n.segments.length,l=0,c=[],d=[],h=[],p=[],u=[],m=[];for(t=0;t<o;t+=1){var g=n.segments[t];g.end<=65535&&g.start<=65535?(c=c.concat({name:"end_"+t,type:"USHORT",value:g.end}),d=d.concat({name:"start_"+t,type:"USHORT",value:g.start}),h=h.concat({name:"idDelta_"+t,type:"SHORT",value:g.delta}),p=p.concat({name:"idRangeOffset_"+t,type:"USHORT",value:g.offset}),void 0!==g.glyphId&&(u=u.concat({name:"glyph_"+t,type:"USHORT",value:g.glyphId}))):l+=1,a||void 0===g.glyphIndex||(m=(m=(m=m.concat({name:"cmap12Start_"+t,type:"ULONG",value:g.start})).concat({name:"cmap12End_"+t,type:"ULONG",value:g.end})).concat({name:"cmap12Glyph_"+t,type:"ULONG",value:g.glyphIndex}))}if(n.segCountX2=2*(o-l),n.searchRange=2*Math.pow(2,Math.floor(Math.log(o-l)/Math.log(2))),n.entrySelector=Math.log(n.searchRange/2)/Math.log(2),n.rangeShift=n.segCountX2-n.searchRange,n.fields=n.fields.concat(c),n.fields.push({name:"reservedPad",type:"USHORT",value:0}),n.fields=n.fields.concat(d),n.fields=n.fields.concat(h),n.fields=n.fields.concat(p),n.fields=n.fields.concat(u),n.cmap4Length=14+2*c.length+2+2*d.length+2*h.length+2*p.length+2*u.length,!a){var f=16+4*m.length;n.cmap12Offset=20+n.cmap4Length,n.fields=n.fields.concat([{name:"cmap12Format",type:"USHORT",value:12},{name:"cmap12Reserved",type:"USHORT",value:0},{name:"cmap12Length",type:"ULONG",value:f},{name:"cmap12Language",type:"ULONG",value:0},{name:"cmap12nGroups",type:"ULONG",value:m.length/3}]),n.fields=n.fields.concat(m)}return n}var 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t=this.glyphs[e],a=this.font._IndexToUnicodeMap[e];if(a)for(var i=0;i<a.unicodes.length;i++)t.addUnicode(a.unicodes[i]);this.font.cffEncoding?this.font.isCIDFont?t.name="gid"+e:t.name=this.font.cffEncoding.charset[e]:this.font.glyphNames.names&&(t.name=this.font.glyphNames.glyphIndexToName(e)),this.glyphs[e].advanceWidth=this.font._hmtxTableData[e].advanceWidth,this.glyphs[e].leftSideBearing=this.font._hmtxTableData[e].leftSideBearing}else"function"==typeof this.glyphs[e]&&(this.glyphs[e]=this.glyphs[e]());return this.glyphs[e]},GlyphSet.prototype.push=function(e,t){this.glyphs[e]=t,this.length++};var glyphset={GlyphSet:GlyphSet,glyphLoader:glyphLoader,ttfGlyphLoader:ttfGlyphLoader,cffGlyphLoader:cffGlyphLoader};function equals(e,t){if(e===t)return!0;if(Array.isArray(e)&&Array.isArray(t)){if(e.length!==t.length)return!1;for(var a=0;a<e.length;a+=1)if(!equals(e[a],t[a]))return!1;return!0}return!1}function calcCFFSubroutineBias(e){return e.length<1240?107:e.length<33900?1131:32768}function parseCFFIndex(e,t,a){var i,n,r=[],s=[],o=parse.getCard16(e,t);if(0!==o){var l=parse.getByte(e,t+2);i=t+(o+1)*l+2;for(var c=t+3,d=0;d<o+1;d+=1)r.push(parse.getOffset(e,c,l)),c+=l;n=i+r[o]}else n=t+2;for(var h=0;h<r.length-1;h+=1){var p=parse.getBytes(e,i+r[h],i+r[h+1]);a&&(p=a(p)),s.push(p)}return{objects:s,startOffset:t,endOffset:n}}function parseCFFIndexLowMemory(e,t){var a,i,n=[],r=parse.getCard16(e,t);if(0!==r){var s=parse.getByte(e,t+2);a=t+(r+1)*s+2;for(var o=t+3,l=0;l<r+1;l+=1)n.push(parse.getOffset(e,o,s)),o+=s;i=a+n[r]}else i=t+2;return{offsets:n,startOffset:t,endOffset:i}}function getCffIndexObject(e,t,a,i,n){var r=parse.getCard16(a,i),s=0;0!==r&&(s=i+(r+1)*parse.getByte(a,i+2)+2);var o=parse.getBytes(a,s+t[e],s+t[e+1]);return n&&(o=n(o)),o}function parseFloatOperand(e){for(var t="",a=["0","1","2","3","4","5","6","7","8","9",".","E","E-",null,"-"];;){var i=e.parseByte(),n=i>>4,r=15&i;if(15===n)break;if(t+=a[n],15===r)break;t+=a[r]}return parseFloat(t)}function parseOperand(e,t){if(28===t)return e.parseByte()<<8|e.parseByte();if(29===t)return e.parseByte()<<24|e.parseByte()<<16|e.parseByte()<<8|e.parseByte();if(30===t)return parseFloatOperand(e);if(t>=32&&t<=246)return t-139;if(t>=247&&t<=250)return 256*(t-247)+e.parseByte()+108;if(t>=251&&t<=254)return 256*-(t-251)-e.parseByte()-108;throw new Error("Invalid b0 "+t)}function entriesToObject(e){for(var t={},a=0;a<e.length;a+=1){var i,n=e[a][0],r=e[a][1];if(i=1===r.length?r[0]:r,t.hasOwnProperty(n)&&!isNaN(t[n]))throw new Error("Object "+t+" already has key "+n);t[n]=i}return t}function parseCFFDict(e,t,a){t=void 0!==t?t:0;var i=new parse.Parser(e,t),n=[],r=[];for(a=void 0!==a?a:e.length;i.relativeOffset<a;){var s=i.parseByte();s<=21?(12===s&&(s=1200+i.parseByte()),n.push([s,r]),r=[]):r.push(parseOperand(i,s))}return entriesToObject(n)}function getCFFString(e,t){return t<=390?cffStandardStrings[t]:e[t-391]}function interpretDict(e,t,a){for(var i,n={},r=0;r<t.length;r+=1){var s=t[r];if(Array.isArray(s.type)){var o=[];o.length=s.type.length;for(var l=0;l<s.type.length;l++)void 0===(i=void 0!==e[s.op]?e[s.op][l]:void 0)&&(i=void 0!==s.value&&void 0!==s.value[l]?s.value[l]:null),"SID"===s.type[l]&&(i=getCFFString(a,i)),o[l]=i;n[s.name]=o}else void 0===(i=e[s.op])&&(i=void 0!==s.value?s.value:null),"SID"===s.type&&(i=getCFFString(a,i)),n[s.name]=i}return n}function parseCFFHeader(e,t){var a={};return a.formatMajor=parse.getCard8(e,t),a.formatMinor=parse.getCard8(e,t+1),a.size=parse.getCard8(e,t+2),a.offsetSize=parse.getCard8(e,t+3),a.startOffset=t,a.endOffset=t+4,a}var TOP_DICT_META=[{name:"version",op:0,type:"SID"},{name:"notice",op:1,type:"SID"},{name:"copyright",op:1200,type:"SID"},{name:"fullName",op:2,type:"SID"},{name:"familyName",op:3,type:"SID"},{name:"weight",op:4,type:"SID"},{name:"isFixedPitch",op:1201,type:"number",value:0},{name:"italicAngle",op:1202,type:"number",value:0},{name:"underlinePosition",op:1203,type:"number",value:-100},{name:"underlineThickness",op:1204,type:"number",value:50},{name:"paintType",op:1205,type:"number",value:0},{name:"charstringType",op:1206,type:"number",value:2},{name:"fontMatrix",op:1207,type:["real","real","real","real","real","real"],value:[.001,0,0,.001,0,0]},{name:"uniqueId",op:13,type:"number"},{name:"fontBBox",op:5,type:["number","number","number","number"],value:[0,0,0,0]},{name:"strokeWidth",op:1208,type:"number",value:0},{name:"xuid",op:14,type:[],value:null},{name:"charset",op:15,type:"offset",value:0},{name:"encoding",op:16,type:"offset",value:0},{name:"charStrings",op:17,type:"offset",value:0},{name:"private",op:18,type:["number","offset"],value:[0,0]},{name:"ros",op:1230,type:["SID","SID","number"]},{name:"cidFontVersion",op:1231,type:"number",value:0},{name:"cidFontRevision",op:1232,type:"number",value:0},{name:"cidFontType",op:1233,type:"number",value:0},{name:"cidCount",op:1234,type:"number",value:8720},{name:"uidBase",op:1235,type:"number"},{name:"fdArray",op:1236,type:"offset"},{name:"fdSelect",op:1237,type:"offset"},{name:"fontName",op:1238,type:"SID"}],PRIVATE_DICT_META=[{name:"subrs",op:19,type:"offset",value:0},{name:"defaultWidthX",op:20,type:"number",value:0},{name:"nominalWidthX",op:21,type:"number",value:0}];function parseCFFTopDict(e,t){return interpretDict(parseCFFDict(e,0,e.byteLength),TOP_DICT_META,t)}function parseCFFPrivateDict(e,t,a,i){return interpretDict(parseCFFDict(e,t,a),PRIVATE_DICT_META,i)}function gatherCFFTopDicts(e,t,a,i){for(var n=[],r=0;r<a.length;r+=1){var s=parseCFFTopDict(new DataView(new Uint8Array(a[r]).buffer),i);s._subrs=[],s._subrsBias=0,s._defaultWidthX=0,s._nominalWidthX=0;var o=s.private[0],l=s.private[1];if(0!==o&&0!==l){var c=parseCFFPrivateDict(e,l+t,o,i);if(s._defaultWidthX=c.defaultWidthX,s._nominalWidthX=c.nominalWidthX,0!==c.subrs){var d=parseCFFIndex(e,l+c.subrs+t);s._subrs=d.objects,s._subrsBias=calcCFFSubroutineBias(s._subrs)}s._privateDict=c}n.push(s)}return n}function parseCFFCharset(e,t,a,i){var n,r,s=new parse.Parser(e,t);a-=1;var o=[".notdef"],l=s.parseCard8();if(0===l)for(var c=0;c<a;c+=1)n=s.parseSID(),o.push(getCFFString(i,n));else if(1===l)for(;o.length<=a;){n=s.parseSID(),r=s.parseCard8();for(var d=0;d<=r;d+=1)o.push(getCFFString(i,n)),n+=1}else{if(2!==l)throw new Error("Unknown charset format "+l);for(;o.length<=a;){n=s.parseSID(),r=s.parseCard16();for(var h=0;h<=r;h+=1)o.push(getCFFString(i,n)),n+=1}}return o}function parseCFFEncoding(e,t,a){var i,n={},r=new parse.Parser(e,t),s=r.parseCard8();if(0===s)for(var o=r.parseCard8(),l=0;l<o;l+=1)n[i=r.parseCard8()]=l;else{if(1!==s)throw new Error("Unknown encoding format "+s);var c=r.parseCard8();i=1;for(var d=0;d<c;d+=1)for(var h=r.parseCard8(),p=r.parseCard8(),u=h;u<=h+p;u+=1)n[u]=i,i+=1}return new CffEncoding(n,a)}function parseCFFCharstring(e,t,a){var i,n,r,s,o,l,c,d,h=new Path,p=[],u=0,m=!1,g=!1,f=0,b=0;if(e.isCIDFont){var U=e.tables.cff.topDict._fdSelect[t.index],E=e.tables.cff.topDict._fdArray[U];o=E._subrs,l=E._subrsBias,c=E._defaultWidthX,d=E._nominalWidthX}else o=e.tables.cff.topDict._subrs,l=e.tables.cff.topDict._subrsBias,c=e.tables.cff.topDict._defaultWidthX,d=e.tables.cff.topDict._nominalWidthX;var w=c;function y(e,t){g&&h.closePath(),h.moveTo(e,t),g=!0}function v(){p.length%2!=0&&!m&&(w=p.shift()+d),u+=p.length>>1,p.length=0,m=!0}return function a(c){for(var U,E,T,S,_,C,I,x,A,k,O,R,M=0;M<c.length;){var L=c[M];switch(M+=1,L){case 1:case 3:case 18:case 23:v();break;case 4:p.length>1&&!m&&(w=p.shift()+d,m=!0),b+=p.pop(),y(f,b);break;case 5:for(;p.length>0;)f+=p.shift(),b+=p.shift(),h.lineTo(f,b);break;case 6:for(;p.length>0&&(f+=p.shift(),h.lineTo(f,b),0!==p.length);)b+=p.shift(),h.lineTo(f,b);break;case 7:for(;p.length>0&&(b+=p.shift(),h.lineTo(f,b),0!==p.length);)f+=p.shift(),h.lineTo(f,b);break;case 8:for(;p.length>0;)i=f+p.shift(),n=b+p.shift(),r=i+p.shift(),s=n+p.shift(),f=r+p.shift(),b=s+p.shift(),h.curveTo(i,n,r,s,f,b);break;case 10:_=p.pop()+l,(C=o[_])&&a(C);break;case 11:return;case 12:switch(L=c[M],M+=1,L){case 35:i=f+p.shift(),n=b+p.shift(),r=i+p.shift(),s=n+p.shift(),I=r+p.shift(),x=s+p.shift(),A=I+p.shift(),k=x+p.shift(),O=A+p.shift(),R=k+p.shift(),f=O+p.shift(),b=R+p.shift(),p.shift(),h.curveTo(i,n,r,s,I,x),h.curveTo(A,k,O,R,f,b);break;case 34:i=f+p.shift(),n=b,r=i+p.shift(),s=n+p.shift(),I=r+p.shift(),x=s,A=I+p.shift(),k=s,O=A+p.shift(),R=b,f=O+p.shift(),h.curveTo(i,n,r,s,I,x),h.curveTo(A,k,O,R,f,b);break;case 36:i=f+p.shift(),n=b+p.shift(),r=i+p.shift(),s=n+p.shift(),I=r+p.shift(),x=s,A=I+p.shift(),k=s,O=A+p.shift(),R=k+p.shift(),f=O+p.shift(),h.curveTo(i,n,r,s,I,x),h.curveTo(A,k,O,R,f,b);break;case 37:i=f+p.shift(),n=b+p.shift(),r=i+p.shift(),s=n+p.shift(),I=r+p.shift(),x=s+p.shift(),A=I+p.shift(),k=x+p.shift(),O=A+p.shift(),R=k+p.shift(),Math.abs(O-f)>Math.abs(R-b)?f=O+p.shift():b=R+p.shift(),h.curveTo(i,n,r,s,I,x),h.curveTo(A,k,O,R,f,b);break;default:console.log("Glyph "+t.index+": unknown operator 1200"+L),p.length=0}break;case 14:p.length>0&&!m&&(w=p.shift()+d,m=!0),g&&(h.closePath(),g=!1);break;case 19:case 20:v(),M+=u+7>>3;break;case 21:p.length>2&&!m&&(w=p.shift()+d,m=!0),b+=p.pop(),y(f+=p.pop(),b);break;case 22:p.length>1&&!m&&(w=p.shift()+d,m=!0),y(f+=p.pop(),b);break;case 24:for(;p.length>2;)i=f+p.shift(),n=b+p.shift(),r=i+p.shift(),s=n+p.shift(),f=r+p.shift(),b=s+p.shift(),h.curveTo(i,n,r,s,f,b);f+=p.shift(),b+=p.shift(),h.lineTo(f,b);break;case 25:for(;p.length>6;)f+=p.shift(),b+=p.shift(),h.lineTo(f,b);i=f+p.shift(),n=b+p.shift(),r=i+p.shift(),s=n+p.shift(),f=r+p.shift(),b=s+p.shift(),h.curveTo(i,n,r,s,f,b);break;case 26:for(p.length%2&&(f+=p.shift());p.length>0;)i=f,n=b+p.shift(),r=i+p.shift(),s=n+p.shift(),f=r,b=s+p.shift(),h.curveTo(i,n,r,s,f,b);break;case 27:for(p.length%2&&(b+=p.shift());p.length>0;)i=f+p.shift(),n=b,r=i+p.shift(),s=n+p.shift(),f=r+p.shift(),b=s,h.curveTo(i,n,r,s,f,b);break;case 28:U=c[M],E=c[M+1],p.push((U<<24|E<<16)>>16),M+=2;break;case 29:_=p.pop()+e.gsubrsBias,(C=e.gsubrs[_])&&a(C);break;case 30:for(;p.length>0&&(i=f,n=b+p.shift(),r=i+p.shift(),s=n+p.shift(),f=r+p.shift(),b=s+(1===p.length?p.shift():0),h.curveTo(i,n,r,s,f,b),0!==p.length);)i=f+p.shift(),n=b,r=i+p.shift(),s=n+p.shift(),b=s+p.shift(),f=r+(1===p.length?p.shift():0),h.curveTo(i,n,r,s,f,b);break;case 31:for(;p.length>0&&(i=f+p.shift(),n=b,r=i+p.shift(),s=n+p.shift(),b=s+p.shift(),f=r+(1===p.length?p.shift():0),h.curveTo(i,n,r,s,f,b),0!==p.length);)i=f,n=b+p.shift(),r=i+p.shift(),s=n+p.shift(),f=r+p.shift(),b=s+(1===p.length?p.shift():0),h.curveTo(i,n,r,s,f,b);break;default:L<32?console.log("Glyph "+t.index+": unknown operator "+L):L<247?p.push(L-139):L<251?(U=c[M],M+=1,p.push(256*(L-247)+U+108)):L<255?(U=c[M],M+=1,p.push(256*-(L-251)-U-108)):(U=c[M],E=c[M+1],T=c[M+2],S=c[M+3],M+=4,p.push((U<<24|E<<16|T<<8|S)/65536))}}}(a),t.advanceWidth=w,h}function parseCFFFDSelect(e,t,a,i){var n,r=[],s=new parse.Parser(e,t),o=s.parseCard8();if(0===o)for(var l=0;l<a;l++){if((n=s.parseCard8())>=i)throw new Error("CFF table CID Font FDSelect has bad FD index value "+n+" (FD count "+i+")");r.push(n)}else{if(3!==o)throw new Error("CFF Table CID Font FDSelect table has unsupported format "+o);var c,d=s.parseCard16(),h=s.parseCard16();if(0!==h)throw new Error("CFF Table CID Font FDSelect format 3 range has bad initial GID "+h);for(var p=0;p<d;p++){if(n=s.parseCard8(),c=s.parseCard16(),n>=i)throw new Error("CFF table CID Font FDSelect has bad FD index value "+n+" (FD count "+i+")");if(c>a)throw new Error("CFF Table CID Font FDSelect format 3 range has bad GID "+c);for(;h<c;h++)r.push(n);h=c}if(c!==a)throw new Error("CFF Table CID Font FDSelect format 3 range has bad final GID "+c)}return r}function parseCFFTable(e,t,a,i){a.tables.cff={};var n=parseCFFHeader(e,t),r=parseCFFIndex(e,n.endOffset,parse.bytesToString),s=parseCFFIndex(e,r.endOffset),o=parseCFFIndex(e,s.endOffset,parse.bytesToString),l=parseCFFIndex(e,o.endOffset);a.gsubrs=l.objects,a.gsubrsBias=calcCFFSubroutineBias(a.gsubrs);var c=gatherCFFTopDicts(e,t,s.objects,o.objects);if(1!==c.length)throw new Error("CFF table has too many fonts in 'FontSet' - count of fonts NameIndex.length = "+c.length);var d=c[0];if(a.tables.cff.topDict=d,d._privateDict&&(a.defaultWidthX=d._privateDict.defaultWidthX,a.nominalWidthX=d._privateDict.nominalWidthX),void 0!==d.ros[0]&&void 0!==d.ros[1]&&(a.isCIDFont=!0),a.isCIDFont){var h=d.fdArray,p=d.fdSelect;if(0===h||0===p)throw new Error("Font is marked as a CID font, but FDArray and/or FDSelect information is missing");var u=parseCFFIndex(e,h+=t),m=gatherCFFTopDicts(e,t,u.objects,o.objects);d._fdArray=m,p+=t,d._fdSelect=parseCFFFDSelect(e,p,a.numGlyphs,m.length)}var g,f=t+d.private[1],b=parseCFFPrivateDict(e,f,d.private[0],o.objects);if(a.defaultWidthX=b.defaultWidthX,a.nominalWidthX=b.nominalWidthX,0!==b.subrs){var U=f+b.subrs,E=parseCFFIndex(e,U);a.subrs=E.objects,a.subrsBias=calcCFFSubroutineBias(a.subrs)}else a.subrs=[],a.subrsBias=0;i.lowMemory?(g=parseCFFIndexLowMemory(e,t+d.charStrings),a.nGlyphs=g.offsets.length):(g=parseCFFIndex(e,t+d.charStrings),a.nGlyphs=g.objects.length);var w=parseCFFCharset(e,t+d.charset,a.nGlyphs,o.objects);if(0===d.encoding?a.cffEncoding=new CffEncoding(cffStandardEncoding,w):1===d.encoding?a.cffEncoding=new CffEncoding(cffExpertEncoding,w):a.cffEncoding=parseCFFEncoding(e,t+d.encoding,w),a.encoding=a.encoding||a.cffEncoding,a.glyphs=new glyphset.GlyphSet(a),i.lowMemory)a._push=function(i){var n=getCffIndexObject(i,g.offsets,e,t+d.charStrings);a.glyphs.push(i,glyphset.cffGlyphLoader(a,i,parseCFFCharstring,n))};else for(var y=0;y<a.nGlyphs;y+=1){var v=g.objects[y];a.glyphs.push(y,glyphset.cffGlyphLoader(a,y,parseCFFCharstring,v))}}function encodeString(e,t){var a,i=cffStandardStrings.indexOf(e);return i>=0&&(a=i),(i=t.indexOf(e))>=0?a=i+cffStandardStrings.length:(a=cffStandardStrings.length+t.length,t.push(e)),a}function makeHeader(){return new table.Record("Header",[{name:"major",type:"Card8",value:1},{name:"minor",type:"Card8",value:0},{name:"hdrSize",type:"Card8",value:4},{name:"major",type:"Card8",value:1}])}function makeNameIndex(e){var t=new table.Record("Name INDEX",[{name:"names",type:"INDEX",value:[]}]);t.names=[];for(var a=0;a<e.length;a+=1)t.names.push({name:"name_"+a,type:"NAME",value:e[a]});return t}function makeDict(e,t,a){for(var i={},n=0;n<e.length;n+=1){var r=e[n],s=t[r.name];void 0===s||equals(s,r.value)||("SID"===r.type&&(s=encodeString(s,a)),i[r.op]={name:r.name,type:r.type,value:s})}return i}function makeTopDict(e,t){var a=new table.Record("Top DICT",[{name:"dict",type:"DICT",value:{}}]);return a.dict=makeDict(TOP_DICT_META,e,t),a}function makeTopDictIndex(e){var t=new table.Record("Top DICT INDEX",[{name:"topDicts",type:"INDEX",value:[]}]);return t.topDicts=[{name:"topDict_0",type:"TABLE",value:e}],t}function makeStringIndex(e){var t=new table.Record("String INDEX",[{name:"strings",type:"INDEX",value:[]}]);t.strings=[];for(var a=0;a<e.length;a+=1)t.strings.push({name:"string_"+a,type:"STRING",value:e[a]});return t}function makeGlobalSubrIndex(){return new table.Record("Global Subr INDEX",[{name:"subrs",type:"INDEX",value:[]}])}function makeCharsets(e,t){for(var a=new table.Record("Charsets",[{name:"format",type:"Card8",value:0}]),i=0;i<e.length;i+=1){var n=encodeString(e[i],t);a.fields.push({name:"glyph_"+i,type:"SID",value:n})}return a}function glyphToOps(e){var t=[],a=e.path;t.push({name:"width",type:"NUMBER",value:e.advanceWidth});for(var i=0,n=0,r=0;r<a.commands.length;r+=1){var s=void 0,o=void 0,l=a.commands[r];if("Q"===l.type){var c=1/3,d=2/3;l={type:"C",x:l.x,y:l.y,x1:Math.round(c*i+d*l.x1),y1:Math.round(c*n+d*l.y1),x2:Math.round(c*l.x+d*l.x1),y2:Math.round(c*l.y+d*l.y1)}}if("M"===l.type)s=Math.round(l.x-i),o=Math.round(l.y-n),t.push({name:"dx",type:"NUMBER",value:s}),t.push({name:"dy",type:"NUMBER",value:o}),t.push({name:"rmoveto",type:"OP",value:21}),i=Math.round(l.x),n=Math.round(l.y);else if("L"===l.type)s=Math.round(l.x-i),o=Math.round(l.y-n),t.push({name:"dx",type:"NUMBER",value:s}),t.push({name:"dy",type:"NUMBER",value:o}),t.push({name:"rlineto",type:"OP",value:5}),i=Math.round(l.x),n=Math.round(l.y);else if("C"===l.type){var h=Math.round(l.x1-i),p=Math.round(l.y1-n),u=Math.round(l.x2-l.x1),m=Math.round(l.y2-l.y1);s=Math.round(l.x-l.x2),o=Math.round(l.y-l.y2),t.push({name:"dx1",type:"NUMBER",value:h}),t.push({name:"dy1",type:"NUMBER",value:p}),t.push({name:"dx2",type:"NUMBER",value:u}),t.push({name:"dy2",type:"NUMBER",value:m}),t.push({name:"dx",type:"NUMBER",value:s}),t.push({name:"dy",type:"NUMBER",value:o}),t.push({name:"rrcurveto",type:"OP",value:8}),i=Math.round(l.x),n=Math.round(l.y)}}return t.push({name:"endchar",type:"OP",value:14}),t}function makeCharStringsIndex(e){for(var t=new table.Record("CharStrings INDEX",[{name:"charStrings",type:"INDEX",value:[]}]),a=0;a<e.length;a+=1){var i=e.get(a),n=glyphToOps(i);t.charStrings.push({name:i.name,type:"CHARSTRING",value:n})}return t}function makePrivateDict(e,t){var a=new table.Record("Private DICT",[{name:"dict",type:"DICT",value:{}}]);return a.dict=makeDict(PRIVATE_DICT_META,e,t),a}function makeCFFTable(e,t){for(var a,i=new table.Table("CFF ",[{name:"header",type:"RECORD"},{name:"nameIndex",type:"RECORD"},{name:"topDictIndex",type:"RECORD"},{name:"stringIndex",type:"RECORD"},{name:"globalSubrIndex",type:"RECORD"},{name:"charsets",type:"RECORD"},{name:"charStringsIndex",type:"RECORD"},{name:"privateDict",type:"RECORD"}]),n=1/t.unitsPerEm,r={version:t.version,fullName:t.fullName,familyName:t.familyName,weight:t.weightName,fontBBox:t.fontBBox||[0,0,0,0],fontMatrix:[n,0,0,n,0,0],charset:999,encoding:0,charStrings:999,private:[0,999]},s=[],o=1;o<e.length;o+=1)a=e.get(o),s.push(a.name);var l=[];i.header=makeHeader(),i.nameIndex=makeNameIndex([t.postScriptName]);var c=makeTopDict(r,l);i.topDictIndex=makeTopDictIndex(c),i.globalSubrIndex=makeGlobalSubrIndex(),i.charsets=makeCharsets(s,l),i.charStringsIndex=makeCharStringsIndex(e),i.privateDict=makePrivateDict({},l),i.stringIndex=makeStringIndex(l);var d=i.header.sizeOf()+i.nameIndex.sizeOf()+i.topDictIndex.sizeOf()+i.stringIndex.sizeOf()+i.globalSubrIndex.sizeOf();return r.charset=d,r.encoding=0,r.charStrings=r.charset+i.charsets.sizeOf(),r.private[1]=r.charStrings+i.charStringsIndex.sizeOf(),c=makeTopDict(r,l),i.topDictIndex=makeTopDictIndex(c),i}var cff={parse:parseCFFTable,make:makeCFFTable};function parseHeadTable(e,t){var a={},i=new parse.Parser(e,t);return a.version=i.parseVersion(),a.fontRevision=Math.round(1e3*i.parseFixed())/1e3,a.checkSumAdjustment=i.parseULong(),a.magicNumber=i.parseULong(),check.argument(1594834165===a.magicNumber,"Font header has wrong magic number."),a.flags=i.parseUShort(),a.unitsPerEm=i.parseUShort(),a.created=i.parseLongDateTime(),a.modified=i.parseLongDateTime(),a.xMin=i.parseShort(),a.yMin=i.parseShort(),a.xMax=i.parseShort(),a.yMax=i.parseShort(),a.macStyle=i.parseUShort(),a.lowestRecPPEM=i.parseUShort(),a.fontDirectionHint=i.parseShort(),a.indexToLocFormat=i.parseShort(),a.glyphDataFormat=i.parseShort(),a}function makeHeadTable(e){var t=Math.round((new Date).getTime()/1e3)+2082844800,a=t;return e.createdTimestamp&&(a=e.createdTimestamp+2082844800),new table.Table("head",[{name:"version",type:"FIXED",value:65536},{name:"fontRevision",type:"FIXED",value:65536},{name:"checkSumAdjustment",type:"ULONG",value:0},{name:"magicNumber",type:"ULONG",value:1594834165},{name:"flags",type:"USHORT",value:0},{name:"unitsPerEm",type:"USHORT",value:1e3},{name:"created",type:"LONGDATETIME",value:a},{name:"modified",type:"LONGDATETIME",value:t},{name:"xMin",type:"SHORT",value:0},{name:"yMin",type:"SHORT",value:0},{name:"xMax",type:"SHORT",value:0},{name:"yMax",type:"SHORT",value:0},{name:"macStyle",type:"USHORT",value:0},{name:"lowestRecPPEM",type:"USHORT",value:0},{name:"fontDirectionHint",type:"SHORT",value:2},{name:"indexToLocFormat",type:"SHORT",value:0},{name:"glyphDataFormat",type:"SHORT",value:0}],e)}var head={parse:parseHeadTable,make:makeHeadTable};function parseHheaTable(e,t){var a={},i=new parse.Parser(e,t);return a.version=i.parseVersion(),a.ascender=i.parseShort(),a.descender=i.parseShort(),a.lineGap=i.parseShort(),a.advanceWidthMax=i.parseUShort(),a.minLeftSideBearing=i.parseShort(),a.minRightSideBearing=i.parseShort(),a.xMaxExtent=i.parseShort(),a.caretSlopeRise=i.parseShort(),a.caretSlopeRun=i.parseShort(),a.caretOffset=i.parseShort(),i.relativeOffset+=8,a.metricDataFormat=i.parseShort(),a.numberOfHMetrics=i.parseUShort(),a}function makeHheaTable(e){return new table.Table("hhea",[{name:"version",type:"FIXED",value:65536},{name:"ascender",type:"FWORD",value:0},{name:"descender",type:"FWORD",value:0},{name:"lineGap",type:"FWORD",value:0},{name:"advanceWidthMax",type:"UFWORD",value:0},{name:"minLeftSideBearing",type:"FWORD",value:0},{name:"minRightSideBearing",type:"FWORD",value:0},{name:"xMaxExtent",type:"FWORD",value:0},{name:"caretSlopeRise",type:"SHORT",value:1},{name:"caretSlopeRun",type:"SHORT",value:0},{name:"caretOffset",type:"SHORT",value:0},{name:"reserved1",type:"SHORT",value:0},{name:"reserved2",type:"SHORT",value:0},{name:"reserved3",type:"SHORT",value:0},{name:"reserved4",type:"SHORT",value:0},{name:"metricDataFormat",type:"SHORT",value:0},{name:"numberOfHMetrics",type:"USHORT",value:0}],e)}var hhea={parse:parseHheaTable,make:makeHheaTable};function parseHmtxTableAll(e,t,a,i,n){for(var r,s,o=new parse.Parser(e,t),l=0;l<i;l+=1){l<a&&(r=o.parseUShort(),s=o.parseShort());var c=n.get(l);c.advanceWidth=r,c.leftSideBearing=s}}function parseHmtxTableOnLowMemory(e,t,a,i,n){var r,s;e._hmtxTableData={};for(var o=new parse.Parser(t,a),l=0;l<n;l+=1)l<i&&(r=o.parseUShort(),s=o.parseShort()),e._hmtxTableData[l]={advanceWidth:r,leftSideBearing:s}}function parseHmtxTable(e,t,a,i,n,r,s){s.lowMemory?parseHmtxTableOnLowMemory(e,t,a,i,n):parseHmtxTableAll(t,a,i,n,r)}function makeHmtxTable(e){for(var t=new table.Table("hmtx",[]),a=0;a<e.length;a+=1){var i=e.get(a),n=i.advanceWidth||0,r=i.leftSideBearing||0;t.fields.push({name:"advanceWidth_"+a,type:"USHORT",value:n}),t.fields.push({name:"leftSideBearing_"+a,type:"SHORT",value:r})}return t}var hmtx={parse:parseHmtxTable,make:makeHmtxTable};function makeLtagTable(e){for(var t=new table.Table("ltag",[{name:"version",type:"ULONG",value:1},{name:"flags",type:"ULONG",value:0},{name:"numTags",type:"ULONG",value:e.length}]),a="",i=12+4*e.length,n=0;n<e.length;++n){var r=a.indexOf(e[n]);r<0&&(r=a.length,a+=e[n]),t.fields.push({name:"offset "+n,type:"USHORT",value:i+r}),t.fields.push({name:"length "+n,type:"USHORT",value:e[n].length})}return t.fields.push({name:"stringPool",type:"CHARARRAY",value:a}),t}function parseLtagTable(e,t){var a=new parse.Parser(e,t),i=a.parseULong();check.argument(1===i,"Unsupported ltag table version."),a.skip("uLong",1);for(var n=a.parseULong(),r=[],s=0;s<n;s++){for(var o="",l=t+a.parseUShort(),c=a.parseUShort(),d=l;d<l+c;++d)o+=String.fromCharCode(e.getInt8(d));r.push(o)}return r}var ltag={make:makeLtagTable,parse:parseLtagTable};function parseMaxpTable(e,t){var a={},i=new parse.Parser(e,t);return a.version=i.parseVersion(),a.numGlyphs=i.parseUShort(),1===a.version&&(a.maxPoints=i.parseUShort(),a.maxContours=i.parseUShort(),a.maxCompositePoints=i.parseUShort(),a.maxCompositeContours=i.parseUShort(),a.maxZones=i.parseUShort(),a.maxTwilightPoints=i.parseUShort(),a.maxStorage=i.parseUShort(),a.maxFunctionDefs=i.parseUShort(),a.maxInstructionDefs=i.parseUShort(),a.maxStackElements=i.parseUShort(),a.maxSizeOfInstructions=i.parseUShort(),a.maxComponentElements=i.parseUShort(),a.maxComponentDepth=i.parseUShort()),a}function makeMaxpTable(e){return new table.Table("maxp",[{name:"version",type:"FIXED",value:20480},{name:"numGlyphs",type:"USHORT",value:e}])}var maxp={parse:parseMaxpTable,make:makeMaxpTable},nameTableNames=["copyright","fontFamily","fontSubfamily","uniqueID","fullName","version","postScriptName","trademark","manufacturer","designer","description","manufacturerURL","designerURL","license","licenseURL","reserved","preferredFamily","preferredSubfamily","compatibleFullName","sampleText","postScriptFindFontName","wwsFamily","wwsSubfamily"],macLanguages={0:"en",1:"fr",2:"de",3:"it",4:"nl",5:"sv",6:"es",7:"da",8:"pt",9:"no",10:"he",11:"ja",12:"ar",13:"fi",14:"el",15:"is",16:"mt",17:"tr",18:"hr",19:"zh-Hant",20:"ur",21:"hi",22:"th",23:"ko",24:"lt",25:"pl",26:"hu",27:"es",28:"lv",29:"se",30:"fo",31:"fa",32:"ru",33:"zh",34:"nl-BE",35:"ga",36:"sq",37:"ro",38:"cz",39:"sk",40:"si",41:"yi",42:"sr",43:"mk",44:"bg",45:"uk",46:"be",47:"uz",48:"kk",49:"az-Cyrl",50:"az-Arab",51:"hy",52:"ka",53:"mo",54:"ky",55:"tg",56:"tk",57:"mn-CN",58:"mn",59:"ps",60:"ks",61:"ku",62:"sd",63:"bo",64:"ne",65:"sa",66:"mr",67:"bn",68:"as",69:"gu",70:"pa",71:"or",72:"ml",73:"kn",74:"ta",75:"te",76:"si",77:"my",78:"km",79:"lo",80:"vi",81:"id",82:"tl",83:"ms",84:"ms-Arab",85:"am",86:"ti",87:"om",88:"so",89:"sw",90:"rw",91:"rn",92:"ny",93:"mg",94:"eo",128:"cy",129:"eu",130:"ca",131:"la",132:"qu",133:"gn",134:"ay",135:"tt",136:"ug",137:"dz",138:"jv",139:"su",140:"gl",141:"af",142:"br",143:"iu",144:"gd",145:"gv",146:"ga",147:"to",148:"el-polyton",149:"kl",150:"az",151:"nn"},macLanguageToScript={0:0,1:0,2:0,3:0,4:0,5:0,6:0,7:0,8:0,9:0,10:5,11:1,12:4,13:0,14:6,15:0,16:0,17:0,18:0,19:2,20:4,21:9,22:21,23:3,24:29,25:29,26:29,27:29,28:29,29:0,30:0,31:4,32:7,33:25,34:0,35:0,36:0,37:0,38:29,39:29,40:0,41:5,42:7,43:7,44:7,45:7,46:7,47:7,48:7,49:7,50:4,51:24,52:23,53:7,54:7,55:7,56:7,57:27,58:7,59:4,60:4,61:4,62:4,63:26,64:9,65:9,66:9,67:13,68:13,69:11,70:10,71:12,72:17,73:16,74:14,75:15,76:18,77:19,78:20,79:22,80:30,81:0,82:0,83:0,84:4,85:28,86:28,87:28,88:0,89:0,90:0,91:0,92:0,93:0,94:0,128:0,129:0,130:0,131:0,132:0,133:0,134:0,135:7,136:4,137:26,138:0,139:0,140:0,141:0,142:0,143:28,144:0,145:0,146:0,147:0,148:6,149:0,150:0,151:0},windowsLanguages={1078:"af",1052:"sq",1156:"gsw",1118:"am",5121:"ar-DZ",15361:"ar-BH",3073:"ar",2049:"ar-IQ",11265:"ar-JO",13313:"ar-KW",12289:"ar-LB",4097:"ar-LY",6145:"ary",8193:"ar-OM",16385:"ar-QA",1025:"ar-SA",10241:"ar-SY",7169:"aeb",14337:"ar-AE",9217:"ar-YE",1067:"hy",1101:"as",2092:"az-Cyrl",1068:"az",1133:"ba",1069:"eu",1059:"be",2117:"bn",1093:"bn-IN",8218:"bs-Cyrl",5146:"bs",1150:"br",1026:"bg",1027:"ca",3076:"zh-HK",5124:"zh-MO",2052:"zh",4100:"zh-SG",1028:"zh-TW",1155:"co",1050:"hr",4122:"hr-BA",1029:"cs",1030:"da",1164:"prs",1125:"dv",2067:"nl-BE",1043:"nl",3081:"en-AU",10249:"en-BZ",4105:"en-CA",9225:"en-029",16393:"en-IN",6153:"en-IE",8201:"en-JM",17417:"en-MY",5129:"en-NZ",13321:"en-PH",18441:"en-SG",7177:"en-ZA",11273:"en-TT",2057:"en-GB",1033:"en",12297:"en-ZW",1061:"et",1080:"fo",1124:"fil",1035:"fi",2060:"fr-BE",3084:"fr-CA",1036:"fr",5132:"fr-LU",6156:"fr-MC",4108:"fr-CH",1122:"fy",1110:"gl",1079:"ka",3079:"de-AT",1031:"de",5127:"de-LI",4103:"de-LU",2055:"de-CH",1032:"el",1135:"kl",1095:"gu",1128:"ha",1037:"he",1081:"hi",1038:"hu",1039:"is",1136:"ig",1057:"id",1117:"iu",2141:"iu-Latn",2108:"ga",1076:"xh",1077:"zu",1040:"it",2064:"it-CH",1041:"ja",1099:"kn",1087:"kk",1107:"km",1158:"quc",1159:"rw",1089:"sw",1111:"kok",1042:"ko",1088:"ky",1108:"lo",1062:"lv",1063:"lt",2094:"dsb",1134:"lb",1071:"mk",2110:"ms-BN",1086:"ms",1100:"ml",1082:"mt",1153:"mi",1146:"arn",1102:"mr",1148:"moh",1104:"mn",2128:"mn-CN",1121:"ne",1044:"nb",2068:"nn",1154:"oc",1096:"or",1123:"ps",1045:"pl",1046:"pt",2070:"pt-PT",1094:"pa",1131:"qu-BO",2155:"qu-EC",3179:"qu",1048:"ro",1047:"rm",1049:"ru",9275:"smn",4155:"smj-NO",5179:"smj",3131:"se-FI",1083:"se",2107:"se-SE",8251:"sms",6203:"sma-NO",7227:"sms",1103:"sa",7194:"sr-Cyrl-BA",3098:"sr",6170:"sr-Latn-BA",2074:"sr-Latn",1132:"nso",1074:"tn",1115:"si",1051:"sk",1060:"sl",11274:"es-AR",16394:"es-BO",13322:"es-CL",9226:"es-CO",5130:"es-CR",7178:"es-DO",12298:"es-EC",17418:"es-SV",4106:"es-GT",18442:"es-HN",2058:"es-MX",19466:"es-NI",6154:"es-PA",15370:"es-PY",10250:"es-PE",20490:"es-PR",3082:"es",1034:"es",21514:"es-US",14346:"es-UY",8202:"es-VE",2077:"sv-FI",1053:"sv",1114:"syr",1064:"tg",2143:"tzm",1097:"ta",1092:"tt",1098:"te",1054:"th",1105:"bo",1055:"tr",1090:"tk",1152:"ug",1058:"uk",1070:"hsb",1056:"ur",2115:"uz-Cyrl",1091:"uz",1066:"vi",1106:"cy",1160:"wo",1157:"sah",1144:"ii",1130:"yo"};function getLanguageCode(e,t,a){switch(e){case 0:if(65535===t)return"und";if(a)return a[t];break;case 1:return macLanguages[t];case 3:return windowsLanguages[t]}}var utf16="utf-16",macScriptEncodings={0:"macintosh",1:"x-mac-japanese",2:"x-mac-chinesetrad",3:"x-mac-korean",6:"x-mac-greek",7:"x-mac-cyrillic",9:"x-mac-devanagai",10:"x-mac-gurmukhi",11:"x-mac-gujarati",12:"x-mac-oriya",13:"x-mac-bengali",14:"x-mac-tamil",15:"x-mac-telugu",16:"x-mac-kannada",17:"x-mac-malayalam",18:"x-mac-sinhalese",19:"x-mac-burmese",20:"x-mac-khmer",21:"x-mac-thai",22:"x-mac-lao",23:"x-mac-georgian",24:"x-mac-armenian",25:"x-mac-chinesesimp",26:"x-mac-tibetan",27:"x-mac-mongolian",28:"x-mac-ethiopic",29:"x-mac-ce",30:"x-mac-vietnamese",31:"x-mac-extarabic"},macLanguageEncodings={15:"x-mac-icelandic",17:"x-mac-turkish",18:"x-mac-croatian",24:"x-mac-ce",25:"x-mac-ce",26:"x-mac-ce",27:"x-mac-ce",28:"x-mac-ce",30:"x-mac-icelandic",37:"x-mac-romanian",38:"x-mac-ce",39:"x-mac-ce",40:"x-mac-ce",143:"x-mac-inuit",146:"x-mac-gaelic"};function getEncoding(e,t,a){switch(e){case 0:return utf16;case 1:return macLanguageEncodings[a]||macScriptEncodings[t];case 3:if(1===t||10===t)return utf16}}function parseNameTable(e,t,a){for(var i={},n=new parse.Parser(e,t),r=n.parseUShort(),s=n.parseUShort(),o=n.offset+n.parseUShort(),l=0;l<s;l++){var c=n.parseUShort(),d=n.parseUShort(),h=n.parseUShort(),p=n.parseUShort(),u=nameTableNames[p]||p,m=n.parseUShort(),g=n.parseUShort(),f=getLanguageCode(c,h,a),b=getEncoding(c,d,h);if(void 0!==b&&void 0!==f){var U;if(U=b===utf16?decode.UTF16(e,o+g,m):decode.MACSTRING(e,o+g,m,b)){var E=i[u];void 0===E&&(E=i[u]={}),E[f]=U}}}return 1===r&&n.parseUShort(),i}function reverseDict(e){var t={};for(var a in e)t[e[a]]=parseInt(a);return t}function makeNameRecord(e,t,a,i,n,r){return new table.Record("NameRecord",[{name:"platformID",type:"USHORT",value:e},{name:"encodingID",type:"USHORT",value:t},{name:"languageID",type:"USHORT",value:a},{name:"nameID",type:"USHORT",value:i},{name:"length",type:"USHORT",value:n},{name:"offset",type:"USHORT",value:r}])}function findSubArray(e,t){var a=e.length,i=t.length-a+1;e:for(var n=0;n<i;n++)for(;n<i;n++){for(var r=0;r<a;r++)if(t[n+r]!==e[r])continue e;return n}return-1}function addStringToPool(e,t){var a=findSubArray(e,t);if(a<0){a=t.length;for(var i=0,n=e.length;i<n;++i)t.push(e[i])}return a}function makeNameTable(e,t){var a,i=[],n={},r=reverseDict(nameTableNames);for(var s in e){var o=r[s];if(void 0===o&&(o=s),a=parseInt(o),isNaN(a))throw new Error('Name table entry "'+s+'" does not exist, see nameTableNames for complete list.');n[a]=e[s],i.push(a)}for(var l=reverseDict(macLanguages),c=reverseDict(windowsLanguages),d=[],h=[],p=0;p<i.length;p++){var u=n[a=i[p]];for(var m in u){var g=u[m],f=1,b=l[m],U=macLanguageToScript[b],E=getEncoding(f,U,b),w=encode.MACSTRING(g,E);void 0===w&&(f=0,(b=t.indexOf(m))<0&&(b=t.length,t.push(m)),U=4,w=encode.UTF16(g));var y=addStringToPool(w,h);d.push(makeNameRecord(f,U,b,a,w.length,y));var v=c[m];if(void 0!==v){var T=encode.UTF16(g),S=addStringToPool(T,h);d.push(makeNameRecord(3,1,v,a,T.length,S))}}}d.sort((function(e,t){return e.platformID-t.platformID||e.encodingID-t.encodingID||e.languageID-t.languageID||e.nameID-t.nameID}));for(var _=new table.Table("name",[{name:"format",type:"USHORT",value:0},{name:"count",type:"USHORT",value:d.length},{name:"stringOffset",type:"USHORT",value:6+12*d.length}]),C=0;C<d.length;C++)_.fields.push({name:"record_"+C,type:"RECORD",value:d[C]});return _.fields.push({name:"strings",type:"LITERAL",value:h}),_}var _name={parse:parseNameTable,make:makeNameTable},unicodeRanges=[{begin:0,end:127},{begin:128,end:255},{begin:256,end:383},{begin:384,end:591},{begin:592,end:687},{begin:688,end:767},{begin:768,end:879},{begin:880,end:1023},{begin:11392,end:11519},{begin:1024,end:1279},{begin:1328,end:1423},{begin:1424,end:1535},{begin:42240,end:42559},{begin:1536,end:1791},{begin:1984,end:2047},{begin:2304,end:2431},{begin:2432,end:2559},{begin:2560,end:2687},{begin:2688,end:2815},{begin:2816,end:2943},{begin:2944,end:3071},{begin:3072,end:3199},{begin:3200,end:3327},{begin:3328,end:3455},{begin:3584,end:3711},{begin:3712,end:3839},{begin:4256,end:4351},{begin:6912,end:7039},{begin:4352,end:4607},{begin:7680,end:7935},{begin:7936,end:8191},{begin:8192,end:8303},{begin:8304,end:8351},{begin:8352,end:8399},{begin:8400,end:8447},{begin:8448,end:8527},{begin:8528,end:8591},{begin:8592,end:8703},{begin:8704,end:8959},{begin:8960,end:9215},{begin:9216,end:9279},{begin:9280,end:9311},{begin:9312,end:9471},{begin:9472,end:9599},{begin:9600,end:9631},{begin:9632,end:9727},{begin:9728,end:9983},{begin:9984,end:10175},{begin:12288,end:12351},{begin:12352,end:12447},{begin:12448,end:12543},{begin:12544,end:12591},{begin:12592,end:12687},{begin:43072,end:43135},{begin:12800,end:13055},{begin:13056,end:13311},{begin:44032,end:55215},{begin:55296,end:57343},{begin:67840,end:67871},{begin:19968,end:40959},{begin:57344,end:63743},{begin:12736,end:12783},{begin:64256,end:64335},{begin:64336,end:65023},{begin:65056,end:65071},{begin:65040,end:65055},{begin:65104,end:65135},{begin:65136,end:65279},{begin:65280,end:65519},{begin:65520,end:65535},{begin:3840,end:4095},{begin:1792,end:1871},{begin:1920,end:1983},{begin:3456,end:3583},{begin:4096,end:4255},{begin:4608,end:4991},{begin:5024,end:5119},{begin:5120,end:5759},{begin:5760,end:5791},{begin:5792,end:5887},{begin:6016,end:6143},{begin:6144,end:6319},{begin:10240,end:10495},{begin:40960,end:42127},{begin:5888,end:5919},{begin:66304,end:66351},{begin:66352,end:66383},{begin:66560,end:66639},{begin:118784,end:119039},{begin:119808,end:120831},{begin:1044480,end:1048573},{begin:65024,end:65039},{begin:917504,end:917631},{begin:6400,end:6479},{begin:6480,end:6527},{begin:6528,end:6623},{begin:6656,end:6687},{begin:11264,end:11359},{begin:11568,end:11647},{begin:19904,end:19967},{begin:43008,end:43055},{begin:65536,end:65663},{begin:65856,end:65935},{begin:66432,end:66463},{begin:66464,end:66527},{begin:66640,end:66687},{begin:66688,end:66735},{begin:67584,end:67647},{begin:68096,end:68191},{begin:119552,end:119647},{begin:73728,end:74751},{begin:119648,end:119679},{begin:7040,end:7103},{begin:7168,end:7247},{begin:7248,end:7295},{begin:43136,end:43231},{begin:43264,end:43311},{begin:43312,end:43359},{begin:43520,end:43615},{begin:65936,end:65999},{begin:66e3,end:66047},{begin:66208,end:66271},{begin:127024,end:127135}];function getUnicodeRange(e){for(var t=0;t<unicodeRanges.length;t+=1){var a=unicodeRanges[t];if(e>=a.begin&&e<a.end)return t}return-1}function parseOS2Table(e,t){var a={},i=new parse.Parser(e,t);a.version=i.parseUShort(),a.xAvgCharWidth=i.parseShort(),a.usWeightClass=i.parseUShort(),a.usWidthClass=i.parseUShort(),a.fsType=i.parseUShort(),a.ySubscriptXSize=i.parseShort(),a.ySubscriptYSize=i.parseShort(),a.ySubscriptXOffset=i.parseShort(),a.ySubscriptYOffset=i.parseShort(),a.ySuperscriptXSize=i.parseShort(),a.ySuperscriptYSize=i.parseShort(),a.ySuperscriptXOffset=i.parseShort(),a.ySuperscriptYOffset=i.parseShort(),a.yStrikeoutSize=i.parseShort(),a.yStrikeoutPosition=i.parseShort(),a.sFamilyClass=i.parseShort(),a.panose=[];for(var n=0;n<10;n++)a.panose[n]=i.parseByte();return a.ulUnicodeRange1=i.parseULong(),a.ulUnicodeRange2=i.parseULong(),a.ulUnicodeRange3=i.parseULong(),a.ulUnicodeRange4=i.parseULong(),a.achVendID=String.fromCharCode(i.parseByte(),i.parseByte(),i.parseByte(),i.parseByte()),a.fsSelection=i.parseUShort(),a.usFirstCharIndex=i.parseUShort(),a.usLastCharIndex=i.parseUShort(),a.sTypoAscender=i.parseShort(),a.sTypoDescender=i.parseShort(),a.sTypoLineGap=i.parseShort(),a.usWinAscent=i.parseUShort(),a.usWinDescent=i.parseUShort(),a.version>=1&&(a.ulCodePageRange1=i.parseULong(),a.ulCodePageRange2=i.parseULong()),a.version>=2&&(a.sxHeight=i.parseShort(),a.sCapHeight=i.parseShort(),a.usDefaultChar=i.parseUShort(),a.usBreakChar=i.parseUShort(),a.usMaxContent=i.parseUShort()),a}function makeOS2Table(e){return new table.Table("OS/2",[{name:"version",type:"USHORT",value:3},{name:"xAvgCharWidth",type:"SHORT",value:0},{name:"usWeightClass",type:"USHORT",value:0},{name:"usWidthClass",type:"USHORT",value:0},{name:"fsType",type:"USHORT",value:0},{name:"ySubscriptXSize",type:"SHORT",value:650},{name:"ySubscriptYSize",type:"SHORT",value:699},{name:"ySubscriptXOffset",type:"SHORT",value:0},{name:"ySubscriptYOffset",type:"SHORT",value:140},{name:"ySuperscriptXSize",type:"SHORT",value:650},{name:"ySuperscriptYSize",type:"SHORT",value:699},{name:"ySuperscriptXOffset",type:"SHORT",value:0},{name:"ySuperscriptYOffset",type:"SHORT",value:479},{name:"yStrikeoutSize",type:"SHORT",value:49},{name:"yStrikeoutPosition",type:"SHORT",value:258},{name:"sFamilyClass",type:"SHORT",value:0},{name:"bFamilyType",type:"BYTE",value:0},{name:"bSerifStyle",type:"BYTE",value:0},{name:"bWeight",type:"BYTE",value:0},{name:"bProportion",type:"BYTE",value:0},{name:"bContrast",type:"BYTE",value:0},{name:"bStrokeVariation",type:"BYTE",value:0},{name:"bArmStyle",type:"BYTE",value:0},{name:"bLetterform",type:"BYTE",value:0},{name:"bMidline",type:"BYTE",value:0},{name:"bXHeight",type:"BYTE",value:0},{name:"ulUnicodeRange1",type:"ULONG",value:0},{name:"ulUnicodeRange2",type:"ULONG",value:0},{name:"ulUnicodeRange3",type:"ULONG",value:0},{name:"ulUnicodeRange4",type:"ULONG",value:0},{name:"achVendID",type:"CHARARRAY",value:"XXXX"},{name:"fsSelection",type:"USHORT",value:0},{name:"usFirstCharIndex",type:"USHORT",value:0},{name:"usLastCharIndex",type:"USHORT",value:0},{name:"sTypoAscender",type:"SHORT",value:0},{name:"sTypoDescender",type:"SHORT",value:0},{name:"sTypoLineGap",type:"SHORT",value:0},{name:"usWinAscent",type:"USHORT",value:0},{name:"usWinDescent",type:"USHORT",value:0},{name:"ulCodePageRange1",type:"ULONG",value:0},{name:"ulCodePageRange2",type:"ULONG",value:0},{name:"sxHeight",type:"SHORT",value:0},{name:"sCapHeight",type:"SHORT",value:0},{name:"usDefaultChar",type:"USHORT",value:0},{name:"usBreakChar",type:"USHORT",value:0},{name:"usMaxContext",type:"USHORT",value:0}],e)}var os2={parse:parseOS2Table,make:makeOS2Table,unicodeRanges:unicodeRanges,getUnicodeRange:getUnicodeRange};function parsePostTable(e,t){var a={},i=new parse.Parser(e,t);switch(a.version=i.parseVersion(),a.italicAngle=i.parseFixed(),a.underlinePosition=i.parseShort(),a.underlineThickness=i.parseShort(),a.isFixedPitch=i.parseULong(),a.minMemType42=i.parseULong(),a.maxMemType42=i.parseULong(),a.minMemType1=i.parseULong(),a.maxMemType1=i.parseULong(),a.version){case 1:a.names=standardNames.slice();break;case 2:a.numberOfGlyphs=i.parseUShort(),a.glyphNameIndex=new Array(a.numberOfGlyphs);for(var n=0;n<a.numberOfGlyphs;n++)a.glyphNameIndex[n]=i.parseUShort();a.names=[];for(var r=0;r<a.numberOfGlyphs;r++)if(a.glyphNameIndex[r]>=standardNames.length){var s=i.parseChar();a.names.push(i.parseString(s))}break;case 2.5:a.numberOfGlyphs=i.parseUShort(),a.offset=new Array(a.numberOfGlyphs);for(var o=0;o<a.numberOfGlyphs;o++)a.offset[o]=i.parseChar()}return a}function makePostTable(){return new table.Table("post",[{name:"version",type:"FIXED",value:196608},{name:"italicAngle",type:"FIXED",value:0},{name:"underlinePosition",type:"FWORD",value:0},{name:"underlineThickness",type:"FWORD",value:0},{name:"isFixedPitch",type:"ULONG",value:0},{name:"minMemType42",type:"ULONG",value:0},{name:"maxMemType42",type:"ULONG",value:0},{name:"minMemType1",type:"ULONG",value:0},{name:"maxMemType1",type:"ULONG",value:0}])}var post={parse:parsePostTable,make:makePostTable},subtableParsers=new Array(9);subtableParsers[1]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();return 1===t?{substFormat:1,coverage:this.parsePointer(Parser.coverage),deltaGlyphId:this.parseUShort()}:2===t?{substFormat:2,coverage:this.parsePointer(Parser.coverage),substitute:this.parseOffset16List()}:void check.assert(!1,"0x"+e.toString(16)+": lookup type 1 format must be 1 or 2.")},subtableParsers[2]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB Multiple Substitution Subtable identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),sequences:this.parseListOfLists()}},subtableParsers[3]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB Alternate Substitution Subtable identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),alternateSets:this.parseListOfLists()}},subtableParsers[4]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB ligature table identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),ligatureSets:this.parseListOfLists((function(){return{ligGlyph:this.parseUShort(),components:this.parseUShortList(this.parseUShort()-1)}}))}};var lookupRecordDesc={sequenceIndex:Parser.uShort,lookupListIndex:Parser.uShort};function parseGsubTable(e,t){var a=new Parser(e,t=t||0),i=a.parseVersion(1);return check.argument(1===i||1.1===i,"Unsupported GSUB table version."),1===i?{version:i,scripts:a.parseScriptList(),features:a.parseFeatureList(),lookups:a.parseLookupList(subtableParsers)}:{version:i,scripts:a.parseScriptList(),features:a.parseFeatureList(),lookups:a.parseLookupList(subtableParsers),variations:a.parseFeatureVariationsList()}}subtableParsers[5]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();if(1===t)return{substFormat:t,coverage:this.parsePointer(Parser.coverage),ruleSets:this.parseListOfLists((function(){var e=this.parseUShort(),t=this.parseUShort();return{input:this.parseUShortList(e-1),lookupRecords:this.parseRecordList(t,lookupRecordDesc)}}))};if(2===t)return{substFormat:t,coverage:this.parsePointer(Parser.coverage),classDef:this.parsePointer(Parser.classDef),classSets:this.parseListOfLists((function(){var e=this.parseUShort(),t=this.parseUShort();return{classes:this.parseUShortList(e-1),lookupRecords:this.parseRecordList(t,lookupRecordDesc)}}))};if(3===t){var a=this.parseUShort(),i=this.parseUShort();return{substFormat:t,coverages:this.parseList(a,Parser.pointer(Parser.coverage)),lookupRecords:this.parseRecordList(i,lookupRecordDesc)}}check.assert(!1,"0x"+e.toString(16)+": lookup type 5 format must be 1, 2 or 3.")},subtableParsers[6]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();return 1===t?{substFormat:1,coverage:this.parsePointer(Parser.coverage),chainRuleSets:this.parseListOfLists((function(){return{backtrack:this.parseUShortList(),input:this.parseUShortList(this.parseShort()-1),lookahead:this.parseUShortList(),lookupRecords:this.parseRecordList(lookupRecordDesc)}}))}:2===t?{substFormat:2,coverage:this.parsePointer(Parser.coverage),backtrackClassDef:this.parsePointer(Parser.classDef),inputClassDef:this.parsePointer(Parser.classDef),lookaheadClassDef:this.parsePointer(Parser.classDef),chainClassSet:this.parseListOfLists((function(){return{backtrack:this.parseUShortList(),input:this.parseUShortList(this.parseShort()-1),lookahead:this.parseUShortList(),lookupRecords:this.parseRecordList(lookupRecordDesc)}}))}:3===t?{substFormat:3,backtrackCoverage:this.parseList(Parser.pointer(Parser.coverage)),inputCoverage:this.parseList(Parser.pointer(Parser.coverage)),lookaheadCoverage:this.parseList(Parser.pointer(Parser.coverage)),lookupRecords:this.parseRecordList(lookupRecordDesc)}:void check.assert(!1,"0x"+e.toString(16)+": lookup type 6 format must be 1, 2 or 3.")},subtableParsers[7]=function(){var e=this.parseUShort();check.argument(1===e,"GSUB Extension Substitution subtable identifier-format must be 1");var t=this.parseUShort(),a=new Parser(this.data,this.offset+this.parseULong());return{substFormat:1,lookupType:t,extension:subtableParsers[t].call(a)}},subtableParsers[8]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB Reverse Chaining Contextual Single Substitution Subtable identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),backtrackCoverage:this.parseList(Parser.pointer(Parser.coverage)),lookaheadCoverage:this.parseList(Parser.pointer(Parser.coverage)),substitutes:this.parseUShortList()}};var subtableMakers=new Array(9);function makeGsubTable(e){return new table.Table("GSUB",[{name:"version",type:"ULONG",value:65536},{name:"scripts",type:"TABLE",value:new table.ScriptList(e.scripts)},{name:"features",type:"TABLE",value:new table.FeatureList(e.features)},{name:"lookups",type:"TABLE",value:new table.LookupList(e.lookups,subtableMakers)}])}subtableMakers[1]=function(e){return 1===e.substFormat?new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)},{name:"deltaGlyphID",type:"USHORT",value:e.deltaGlyphId}]):new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:2},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.ushortList("substitute",e.substitute)))},subtableMakers[2]=function(e){return check.assert(1===e.substFormat,"Lookup type 2 substFormat must be 1."),new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("seqSet",e.sequences,(function(e){return new table.Table("sequenceSetTable",table.ushortList("sequence",e))}))))},subtableMakers[3]=function(e){return check.assert(1===e.substFormat,"Lookup type 3 substFormat must be 1."),new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("altSet",e.alternateSets,(function(e){return new table.Table("alternateSetTable",table.ushortList("alternate",e))}))))},subtableMakers[4]=function(e){return check.assert(1===e.substFormat,"Lookup type 4 substFormat must be 1."),new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("ligSet",e.ligatureSets,(function(e){return new table.Table("ligatureSetTable",table.tableList("ligature",e,(function(e){return new table.Table("ligatureTable",[{name:"ligGlyph",type:"USHORT",value:e.ligGlyph}].concat(table.ushortList("component",e.components,e.components.length+1)))})))}))))},subtableMakers[6]=function(e){if(1===e.substFormat){var t=new table.Table("chainContextTable",[{name:"substFormat",type:"USHORT",value:e.substFormat},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("chainRuleSet",e.chainRuleSets,(function(e){return new table.Table("chainRuleSetTable",table.tableList("chainRule",e,(function(e){var t=table.ushortList("backtrackGlyph",e.backtrack,e.backtrack.length).concat(table.ushortList("inputGlyph",e.input,e.input.length+1)).concat(table.ushortList("lookaheadGlyph",e.lookahead,e.lookahead.length)).concat(table.ushortList("substitution",[],e.lookupRecords.length));return e.lookupRecords.forEach((function(e,a){t=t.concat({name:"sequenceIndex"+a,type:"USHORT",value:e.sequenceIndex}).concat({name:"lookupListIndex"+a,type:"USHORT",value:e.lookupListIndex})})),new table.Table("chainRuleTable",t)})))}))));return t}if(2===e.substFormat)check.assert(!1,"lookup type 6 format 2 is not yet supported.");else if(3===e.substFormat){var a=[{name:"substFormat",type:"USHORT",value:e.substFormat}];return a.push({name:"backtrackGlyphCount",type:"USHORT",value:e.backtrackCoverage.length}),e.backtrackCoverage.forEach((function(e,t){a.push({name:"backtrackCoverage"+t,type:"TABLE",value:new table.Coverage(e)})})),a.push({name:"inputGlyphCount",type:"USHORT",value:e.inputCoverage.length}),e.inputCoverage.forEach((function(e,t){a.push({name:"inputCoverage"+t,type:"TABLE",value:new table.Coverage(e)})})),a.push({name:"lookaheadGlyphCount",type:"USHORT",value:e.lookaheadCoverage.length}),e.lookaheadCoverage.forEach((function(e,t){a.push({name:"lookaheadCoverage"+t,type:"TABLE",value:new table.Coverage(e)})})),a.push({name:"substitutionCount",type:"USHORT",value:e.lookupRecords.length}),e.lookupRecords.forEach((function(e,t){a=a.concat({name:"sequenceIndex"+t,type:"USHORT",value:e.sequenceIndex}).concat({name:"lookupListIndex"+t,type:"USHORT",value:e.lookupListIndex})})),new table.Table("chainContextTable",a)}check.assert(!1,"lookup type 6 format must be 1, 2 or 3.")};var gsub={parse:parseGsubTable,make:makeGsubTable};function parseMetaTable(e,t){var a=new parse.Parser(e,t),i=a.parseULong();check.argument(1===i,"Unsupported META table version."),a.parseULong(),a.parseULong();for(var n=a.parseULong(),r={},s=0;s<n;s++){var o=a.parseTag(),l=a.parseULong(),c=a.parseULong(),d=decode.UTF8(e,t+l,c);r[o]=d}return r}function makeMetaTable(e){var t=Object.keys(e).length,a="",i=16+12*t,n=new table.Table("meta",[{name:"version",type:"ULONG",value:1},{name:"flags",type:"ULONG",value:0},{name:"offset",type:"ULONG",value:i},{name:"numTags",type:"ULONG",value:t}]);for(var r in e){var s=a.length;a+=e[r],n.fields.push({name:"tag "+r,type:"TAG",value:r}),n.fields.push({name:"offset "+r,type:"ULONG",value:i+s}),n.fields.push({name:"length "+r,type:"ULONG",value:e[r].length})}return n.fields.push({name:"stringPool",type:"CHARARRAY",value:a}),n}var meta={parse:parseMetaTable,make:makeMetaTable};function log2(e){return Math.log(e)/Math.log(2)|0}function computeCheckSum(e){for(;e.length%4!=0;)e.push(0);for(var t=0,a=0;a<e.length;a+=4)t+=(e[a]<<24)+(e[a+1]<<16)+(e[a+2]<<8)+e[a+3];return t%Math.pow(2,32)}function makeTableRecord(e,t,a,i){return new table.Record("Table Record",[{name:"tag",type:"TAG",value:void 0!==e?e:""},{name:"checkSum",type:"ULONG",value:void 0!==t?t:0},{name:"offset",type:"ULONG",value:void 0!==a?a:0},{name:"length",type:"ULONG",value:void 0!==i?i:0}])}function makeSfntTable(e){var t=new table.Table("sfnt",[{name:"version",type:"TAG",value:"OTTO"},{name:"numTables",type:"USHORT",value:0},{name:"searchRange",type:"USHORT",value:0},{name:"entrySelector",type:"USHORT",value:0},{name:"rangeShift",type:"USHORT",value:0}]);t.tables=e,t.numTables=e.length;var a=Math.pow(2,log2(t.numTables));t.searchRange=16*a,t.entrySelector=log2(a),t.rangeShift=16*t.numTables-t.searchRange;for(var i=[],n=[],r=t.sizeOf()+makeTableRecord().sizeOf()*t.numTables;r%4!=0;)r+=1,n.push({name:"padding",type:"BYTE",value:0});for(var s=0;s<e.length;s+=1){var o=e[s];check.argument(4===o.tableName.length,"Table name"+o.tableName+" is invalid.");var l=o.sizeOf(),c=makeTableRecord(o.tableName,computeCheckSum(o.encode()),r,l);for(i.push({name:c.tag+" Table Record",type:"RECORD",value:c}),n.push({name:o.tableName+" table",type:"RECORD",value:o}),r+=l,check.argument(!isNaN(r),"Something went wrong calculating the offset.");r%4!=0;)r+=1,n.push({name:"padding",type:"BYTE",value:0})}return i.sort((function(e,t){return e.value.tag>t.value.tag?1:-1})),t.fields=t.fields.concat(i),t.fields=t.fields.concat(n),t}function metricsForChar(e,t,a){for(var i=0;i<t.length;i+=1){var n=e.charToGlyphIndex(t[i]);if(n>0)return e.glyphs.get(n).getMetrics()}return a}function average$1(e){for(var t=0,a=0;a<e.length;a+=1)t+=e[a];return t/e.length}function fontToSfntTable(e){for(var t,a=[],i=[],n=[],r=[],s=[],o=[],l=[],c=0,d=0,h=0,p=0,u=0,m=0;m<e.glyphs.length;m+=1){var g=e.glyphs.get(m),f=0|g.unicode;if(isNaN(g.advanceWidth))throw new Error("Glyph "+g.name+" ("+m+"): advanceWidth is not a number.");(t>f||void 0===t)&&f>0&&(t=f),c<f&&(c=f);var b=os2.getUnicodeRange(f);if(b<32)d|=1<<b;else if(b<64)h|=1<<b-32;else if(b<96)p|=1<<b-64;else{if(!(b<123))throw new Error("Unicode ranges bits > 123 are reserved for internal usage");u|=1<<b-96}if(".notdef"!==g.name){var U=g.getMetrics();a.push(U.xMin),i.push(U.yMin),n.push(U.xMax),r.push(U.yMax),o.push(U.leftSideBearing),l.push(U.rightSideBearing),s.push(g.advanceWidth)}}var E={xMin:Math.min.apply(null,a),yMin:Math.min.apply(null,i),xMax:Math.max.apply(null,n),yMax:Math.max.apply(null,r),advanceWidthMax:Math.max.apply(null,s),advanceWidthAvg:average$1(s),minLeftSideBearing:Math.min.apply(null,o),maxLeftSideBearing:Math.max.apply(null,o),minRightSideBearing:Math.min.apply(null,l)};E.ascender=e.ascender,E.descender=e.descender;var w=head.make({flags:3,unitsPerEm:e.unitsPerEm,xMin:E.xMin,yMin:E.yMin,xMax:E.xMax,yMax:E.yMax,lowestRecPPEM:3,createdTimestamp:e.createdTimestamp}),y=hhea.make({ascender:E.ascender,descender:E.descender,advanceWidthMax:E.advanceWidthMax,minLeftSideBearing:E.minLeftSideBearing,minRightSideBearing:E.minRightSideBearing,xMaxExtent:E.maxLeftSideBearing+(E.xMax-E.xMin),numberOfHMetrics:e.glyphs.length}),v=maxp.make(e.glyphs.length),T=os2.make(Object.assign({xAvgCharWidth:Math.round(E.advanceWidthAvg),usFirstCharIndex:t,usLastCharIndex:c,ulUnicodeRange1:d,ulUnicodeRange2:h,ulUnicodeRange3:p,ulUnicodeRange4:u,sTypoAscender:E.ascender,sTypoDescender:E.descender,sTypoLineGap:0,usWinAscent:E.yMax,usWinDescent:Math.abs(E.yMin),ulCodePageRange1:1,sxHeight:metricsForChar(e,"xyvw",{yMax:Math.round(E.ascender/2)}).yMax,sCapHeight:metricsForChar(e,"HIKLEFJMNTZBDPRAGOQSUVWXY",E).yMax,usDefaultChar:e.hasChar(" ")?32:0,usBreakChar:e.hasChar(" ")?32:0},e.tables.os2)),S=hmtx.make(e.glyphs),_=cmap.make(e.glyphs),C=e.getEnglishName("fontFamily"),I=e.getEnglishName("fontSubfamily"),x=C+" "+I,A=e.getEnglishName("postScriptName");A||(A=C.replace(/\s/g,"")+"-"+I);var k={};for(var O in e.names)k[O]=e.names[O];k.uniqueID||(k.uniqueID={en:e.getEnglishName("manufacturer")+":"+x}),k.postScriptName||(k.postScriptName={en:A}),k.preferredFamily||(k.preferredFamily=e.names.fontFamily),k.preferredSubfamily||(k.preferredSubfamily=e.names.fontSubfamily);var R=[],M=_name.make(k,R),L=R.length>0?ltag.make(R):void 0,D=post.make(),P=cff.make(e.glyphs,{version:e.getEnglishName("version"),fullName:x,familyName:C,weightName:I,postScriptName:A,unitsPerEm:e.unitsPerEm,fontBBox:[0,E.yMin,E.ascender,E.advanceWidthMax]}),N=e.metas&&Object.keys(e.metas).length>0?meta.make(e.metas):void 0,F=[w,y,v,T,M,_,D,P,S];L&&F.push(L),e.tables.gsub&&F.push(gsub.make(e.tables.gsub)),N&&F.push(N);for(var G=makeSfntTable(F),B=computeCheckSum(G.encode()),V=G.fields,$=!1,W=0;W<V.length;W+=1)if("head table"===V[W].name){V[W].value.checkSumAdjustment=2981146554-B,$=!0;break}if(!$)throw new Error("Could not find head table with checkSum to adjust.");return G}var sfnt={make:makeSfntTable,fontToTable:fontToSfntTable,computeCheckSum:computeCheckSum};function searchTag(e,t){for(var a=0,i=e.length-1;a<=i;){var n=a+i>>>1,r=e[n].tag;if(r===t)return n;r<t?a=n+1:i=n-1}return-a-1}function binSearch(e,t){for(var a=0,i=e.length-1;a<=i;){var n=a+i>>>1,r=e[n];if(r===t)return n;r<t?a=n+1:i=n-1}return-a-1}function searchRange(e,t){for(var a,i=0,n=e.length-1;i<=n;){var r=i+n>>>1,s=(a=e[r]).start;if(s===t)return a;s<t?i=r+1:n=r-1}if(i>0)return t>(a=e[i-1]).end?0:a}function Layout(e,t){this.font=e,this.tableName=t}function Position(e){Layout.call(this,e,"gpos")}function Substitution(e){Layout.call(this,e,"gsub")}function arraysEqual(e,t){var a=e.length;if(a!==t.length)return!1;for(var i=0;i<a;i++)if(e[i]!==t[i])return!1;return!0}function getSubstFormat(e,t,a){for(var i=e.subtables,n=0;n<i.length;n++){var r=i[n];if(r.substFormat===t)return r}if(a)return i.push(a),a}function isBrowser(){return"undefined"!=typeof window}function nodeBufferToArrayBuffer(e){for(var t=new ArrayBuffer(e.length),a=new Uint8Array(t),i=0;i<e.length;++i)a[i]=e[i];return t}function arrayBufferToNodeBuffer(e){for(var t=new Buffer(e.byteLength),a=new Uint8Array(e),i=0;i<t.length;++i)t[i]=a[i];return t}function checkArgument(e,t){if(!e)throw t}function parseGlyphCoordinate(e,t,a,i,n){var r;return(t&i)>0?(r=e.parseByte(),0===(t&n)&&(r=-r),r=a+r):r=(t&n)>0?a:a+e.parseShort(),r}function parseGlyph(e,t,a){var i,n,r=new parse.Parser(t,a);if(e.numberOfContours=r.parseShort(),e._xMin=r.parseShort(),e._yMin=r.parseShort(),e._xMax=r.parseShort(),e._yMax=r.parseShort(),e.numberOfContours>0){for(var s=e.endPointIndices=[],o=0;o<e.numberOfContours;o+=1)s.push(r.parseUShort());e.instructionLength=r.parseUShort(),e.instructions=[];for(var l=0;l<e.instructionLength;l+=1)e.instructions.push(r.parseByte());var c=s[s.length-1]+1;i=[];for(var d=0;d<c;d+=1)if(n=r.parseByte(),i.push(n),(8&n)>0)for(var h=r.parseByte(),p=0;p<h;p+=1)i.push(n),d+=1;if(check.argument(i.length===c,"Bad flags."),s.length>0){var u,m=[];if(c>0){for(var g=0;g<c;g+=1)n=i[g],(u={}).onCurve=!!(1&n),u.lastPointOfContour=s.indexOf(g)>=0,m.push(u);for(var f=0,b=0;b<c;b+=1)n=i[b],(u=m[b]).x=parseGlyphCoordinate(r,n,f,2,16),f=u.x;for(var U=0,E=0;E<c;E+=1)n=i[E],(u=m[E]).y=parseGlyphCoordinate(r,n,U,4,32),U=u.y}e.points=m}else e.points=[]}else if(0===e.numberOfContours)e.points=[];else{e.isComposite=!0,e.points=[],e.components=[];for(var w=!0;w;){i=r.parseUShort();var y={glyphIndex:r.parseUShort(),xScale:1,scale01:0,scale10:0,yScale:1,dx:0,dy:0};(1&i)>0?(2&i)>0?(y.dx=r.parseShort(),y.dy=r.parseShort()):y.matchedPoints=[r.parseUShort(),r.parseUShort()]:(2&i)>0?(y.dx=r.parseChar(),y.dy=r.parseChar()):y.matchedPoints=[r.parseByte(),r.parseByte()],(8&i)>0?y.xScale=y.yScale=r.parseF2Dot14():(64&i)>0?(y.xScale=r.parseF2Dot14(),y.yScale=r.parseF2Dot14()):(128&i)>0&&(y.xScale=r.parseF2Dot14(),y.scale01=r.parseF2Dot14(),y.scale10=r.parseF2Dot14(),y.yScale=r.parseF2Dot14()),e.components.push(y),w=!!(32&i)}if(256&i){e.instructionLength=r.parseUShort(),e.instructions=[];for(var v=0;v<e.instructionLength;v+=1)e.instructions.push(r.parseByte())}}}function transformPoints$1(e,t){for(var a=[],i=0;i<e.length;i+=1){var n=e[i],r={x:t.xScale*n.x+t.scale01*n.y+t.dx,y:t.scale10*n.x+t.yScale*n.y+t.dy,onCurve:n.onCurve,lastPointOfContour:n.lastPointOfContour};a.push(r)}return a}function getContours(e){for(var t=[],a=[],i=0;i<e.length;i+=1){var n=e[i];a.push(n),n.lastPointOfContour&&(t.push(a),a=[])}return check.argument(0===a.length,"There are still points left in the current contour."),t}function getPath(e){var t=new Path;if(!e)return t;for(var a=getContours(e),i=0;i<a.length;++i){var n=a[i],r=null,s=n[n.length-1],o=n[0];if(s.onCurve)t.moveTo(s.x,s.y);else if(o.onCurve)t.moveTo(o.x,o.y);else{var l={x:.5*(s.x+o.x),y:.5*(s.y+o.y)};t.moveTo(l.x,l.y)}for(var c=0;c<n.length;++c)if(r=s,s=o,o=n[(c+1)%n.length],s.onCurve)t.lineTo(s.x,s.y);else{var d=o;r.onCurve||(s.x,r.x,s.y,r.y),o.onCurve||(d={x:.5*(s.x+o.x),y:.5*(s.y+o.y)}),t.quadraticCurveTo(s.x,s.y,d.x,d.y)}t.closePath()}return t}function buildPath(e,t){if(t.isComposite)for(var a=0;a<t.components.length;a+=1){var i=t.components[a],n=e.get(i.glyphIndex);if(n.getPath(),n.points){var r=void 0;if(void 0===i.matchedPoints)r=transformPoints$1(n.points,i);else{if(i.matchedPoints[0]>t.points.length-1||i.matchedPoints[1]>n.points.length-1)throw Error("Matched points out of range in "+t.name);var s=t.points[i.matchedPoints[0]],o=n.points[i.matchedPoints[1]],l={xScale:i.xScale,scale01:i.scale01,scale10:i.scale10,yScale:i.yScale,dx:0,dy:0};o=transformPoints$1([o],l)[0],l.dx=s.x-o.x,l.dy=s.y-o.y,r=transformPoints$1(n.points,l)}t.points=t.points.concat(r)}}return getPath(t.points)}function parseGlyfTableAll(e,t,a,i){for(var n=new glyphset.GlyphSet(i),r=0;r<a.length-1;r+=1){var s=a[r];s!==a[r+1]?n.push(r,glyphset.ttfGlyphLoader(i,r,parseGlyph,e,t+s,buildPath)):n.push(r,glyphset.glyphLoader(i,r))}return n}function parseGlyfTableOnLowMemory(e,t,a,i){var n=new glyphset.GlyphSet(i);return i._push=function(r){var s=a[r];s!==a[r+1]?n.push(r,glyphset.ttfGlyphLoader(i,r,parseGlyph,e,t+s,buildPath)):n.push(r,glyphset.glyphLoader(i,r))},n}function parseGlyfTable(e,t,a,i,n){return n.lowMemory?parseGlyfTableOnLowMemory(e,t,a,i):parseGlyfTableAll(e,t,a,i)}Layout.prototype={searchTag:searchTag,binSearch:binSearch,getTable:function(e){var t=this.font.tables[this.tableName];return!t&&e&&(t=this.font.tables[this.tableName]=this.createDefaultTable()),t},getScriptNames:function(){var e=this.getTable();return e?e.scripts.map((function(e){return e.tag})):[]},getDefaultScriptName:function(){var e=this.getTable();if(e){for(var t=!1,a=0;a<e.scripts.length;a++){var i=e.scripts[a].tag;if("DFLT"===i)return i;"latn"===i&&(t=!0)}return t?"latn":void 0}},getScriptTable:function(e,t){var a=this.getTable(t);if(a){e=e||"DFLT";var i=a.scripts,n=searchTag(a.scripts,e);if(n>=0)return i[n].script;if(t){var r={tag:e,script:{defaultLangSys:{reserved:0,reqFeatureIndex:65535,featureIndexes:[]},langSysRecords:[]}};return i.splice(-1-n,0,r),r.script}}},getLangSysTable:function(e,t,a){var i=this.getScriptTable(e,a);if(i){if(!t||"dflt"===t||"DFLT"===t)return i.defaultLangSys;var n=searchTag(i.langSysRecords,t);if(n>=0)return i.langSysRecords[n].langSys;if(a){var r={tag:t,langSys:{reserved:0,reqFeatureIndex:65535,featureIndexes:[]}};return i.langSysRecords.splice(-1-n,0,r),r.langSys}}},getFeatureTable:function(e,t,a,i){var n=this.getLangSysTable(e,t,i);if(n){for(var r,s=n.featureIndexes,o=this.font.tables[this.tableName].features,l=0;l<s.length;l++)if((r=o[s[l]]).tag===a)return r.feature;if(i){var c=o.length;return check.assert(0===c||a>=o[c-1].tag,"Features must be added in alphabetical order."),r={tag:a,feature:{params:0,lookupListIndexes:[]}},o.push(r),s.push(c),r.feature}}},getLookupTables:function(e,t,a,i,n){var r=this.getFeatureTable(e,t,a,n),s=[];if(r){for(var o,l=r.lookupListIndexes,c=this.font.tables[this.tableName].lookups,d=0;d<l.length;d++)(o=c[l[d]]).lookupType===i&&s.push(o);if(0===s.length&&n){o={lookupType:i,lookupFlag:0,subtables:[],markFilteringSet:void 0};var h=c.length;return c.push(o),l.push(h),[o]}}return s},getGlyphClass:function(e,t){switch(e.format){case 1:return e.startGlyph<=t&&t<e.startGlyph+e.classes.length?e.classes[t-e.startGlyph]:0;case 2:var a=searchRange(e.ranges,t);return a?a.classId:0}},getCoverageIndex:function(e,t){switch(e.format){case 1:var a=binSearch(e.glyphs,t);return a>=0?a:-1;case 2:var i=searchRange(e.ranges,t);return i?i.index+t-i.start:-1}},expandCoverage:function(e){if(1===e.format)return e.glyphs;for(var t=[],a=e.ranges,i=0;i<a.length;i++)for(var n=a[i],r=n.start,s=n.end,o=r;o<=s;o++)t.push(o);return t}},Position.prototype=Layout.prototype,Position.prototype.init=function(){var e=this.getDefaultScriptName();this.defaultKerningTables=this.getKerningTables(e)},Position.prototype.getKerningValue=function(e,t,a){for(var i=0;i<e.length;i++)for(var n=e[i].subtables,r=0;r<n.length;r++){var s=n[r],o=this.getCoverageIndex(s.coverage,t);if(!(o<0))switch(s.posFormat){case 1:for(var l=s.pairSets[o],c=0;c<l.length;c++){var d=l[c];if(d.secondGlyph===a)return d.value1&&d.value1.xAdvance||0}break;case 2:var h=this.getGlyphClass(s.classDef1,t),p=this.getGlyphClass(s.classDef2,a),u=s.classRecords[h][p];return u.value1&&u.value1.xAdvance||0}}return 0},Position.prototype.getKerningTables=function(e,t){if(this.font.tables.gpos)return this.getLookupTables(e,t,"kern",2)},Substitution.prototype=Layout.prototype,Substitution.prototype.createDefaultTable=function(){return{version:1,scripts:[{tag:"DFLT",script:{defaultLangSys:{reserved:0,reqFeatureIndex:65535,featureIndexes:[]},langSysRecords:[]}}],features:[],lookups:[]}},Substitution.prototype.getSingle=function(e,t,a){for(var i=[],n=this.getLookupTables(t,a,e,1),r=0;r<n.length;r++)for(var s=n[r].subtables,o=0;o<s.length;o++){var l=s[o],c=this.expandCoverage(l.coverage),d=void 0;if(1===l.substFormat){var h=l.deltaGlyphId;for(d=0;d<c.length;d++){var p=c[d];i.push({sub:p,by:p+h})}}else{var u=l.substitute;for(d=0;d<c.length;d++)i.push({sub:c[d],by:u[d]})}}return i},Substitution.prototype.getMultiple=function(e,t,a){for(var i=[],n=this.getLookupTables(t,a,e,2),r=0;r<n.length;r++)for(var s=n[r].subtables,o=0;o<s.length;o++){var l=s[o],c=this.expandCoverage(l.coverage),d=void 0;for(d=0;d<c.length;d++){var h=c[d],p=l.sequences[d];i.push({sub:h,by:p})}}return i},Substitution.prototype.getAlternates=function(e,t,a){for(var i=[],n=this.getLookupTables(t,a,e,3),r=0;r<n.length;r++)for(var s=n[r].subtables,o=0;o<s.length;o++)for(var l=s[o],c=this.expandCoverage(l.coverage),d=l.alternateSets,h=0;h<c.length;h++)i.push({sub:c[h],by:d[h]});return i},Substitution.prototype.getLigatures=function(e,t,a){for(var i=[],n=this.getLookupTables(t,a,e,4),r=0;r<n.length;r++)for(var s=n[r].subtables,o=0;o<s.length;o++)for(var l=s[o],c=this.expandCoverage(l.coverage),d=l.ligatureSets,h=0;h<c.length;h++)for(var p=c[h],u=d[h],m=0;m<u.length;m++){var g=u[m];i.push({sub:[p].concat(g.components),by:g.ligGlyph})}return i},Substitution.prototype.addSingle=function(e,t,a,i){var n=getSubstFormat(this.getLookupTables(a,i,e,1,!0)[0],2,{substFormat:2,coverage:{format:1,glyphs:[]},substitute:[]});check.assert(1===n.coverage.format,"Single: unable to modify coverage table format "+n.coverage.format);var r=t.sub,s=this.binSearch(n.coverage.glyphs,r);s<0&&(s=-1-s,n.coverage.glyphs.splice(s,0,r),n.substitute.splice(s,0,0)),n.substitute[s]=t.by},Substitution.prototype.addMultiple=function(e,t,a,i){check.assert(t.by instanceof Array&&t.by.length>1,'Multiple: "by" must be an array of two or more ids');var n=getSubstFormat(this.getLookupTables(a,i,e,2,!0)[0],1,{substFormat:1,coverage:{format:1,glyphs:[]},sequences:[]});check.assert(1===n.coverage.format,"Multiple: unable to modify coverage table format "+n.coverage.format);var r=t.sub,s=this.binSearch(n.coverage.glyphs,r);s<0&&(s=-1-s,n.coverage.glyphs.splice(s,0,r),n.sequences.splice(s,0,0)),n.sequences[s]=t.by},Substitution.prototype.addAlternate=function(e,t,a,i){var n=getSubstFormat(this.getLookupTables(a,i,e,3,!0)[0],1,{substFormat:1,coverage:{format:1,glyphs:[]},alternateSets:[]});check.assert(1===n.coverage.format,"Alternate: unable to modify coverage table format "+n.coverage.format);var r=t.sub,s=this.binSearch(n.coverage.glyphs,r);s<0&&(s=-1-s,n.coverage.glyphs.splice(s,0,r),n.alternateSets.splice(s,0,0)),n.alternateSets[s]=t.by},Substitution.prototype.addLigature=function(e,t,a,i){var n=this.getLookupTables(a,i,e,4,!0)[0],r=n.subtables[0];r||(r={substFormat:1,coverage:{format:1,glyphs:[]},ligatureSets:[]},n.subtables[0]=r),check.assert(1===r.coverage.format,"Ligature: unable to modify coverage table format "+r.coverage.format);var s=t.sub[0],o=t.sub.slice(1),l={ligGlyph:t.by,components:o},c=this.binSearch(r.coverage.glyphs,s);if(c>=0){for(var d=r.ligatureSets[c],h=0;h<d.length;h++)if(arraysEqual(d[h].components,o))return;d.push(l)}else c=-1-c,r.coverage.glyphs.splice(c,0,s),r.ligatureSets.splice(c,0,[l])},Substitution.prototype.getFeature=function(e,t,a){if(/ss\d\d/.test(e))return this.getSingle(e,t,a);switch(e){case"aalt":case"salt":return this.getSingle(e,t,a).concat(this.getAlternates(e,t,a));case"dlig":case"liga":case"rlig":return this.getLigatures(e,t,a);case"ccmp":return this.getMultiple(e,t,a).concat(this.getLigatures(e,t,a));case"stch":return this.getMultiple(e,t,a)}},Substitution.prototype.add=function(e,t,a,i){if(/ss\d\d/.test(e))return this.addSingle(e,t,a,i);switch(e){case"aalt":case"salt":return"number"==typeof t.by?this.addSingle(e,t,a,i):this.addAlternate(e,t,a,i);case"dlig":case"liga":case"rlig":return this.addLigature(e,t,a,i);case"ccmp":return t.by instanceof Array?this.addMultiple(e,t,a,i):this.addLigature(e,t,a,i)}};var glyf={getPath:getPath,parse:parseGlyfTable},instructionTable,exec,execGlyph,execComponent;function Hinting(e){this.font=e,this.getCommands=function(e){return glyf.getPath(e).commands},this._fpgmState=this._prepState=void 0,this._errorState=0}function roundOff(e){return e}function roundToGrid(e){return Math.sign(e)*Math.round(Math.abs(e))}function roundToDoubleGrid(e){return Math.sign(e)*Math.round(Math.abs(2*e))/2}function roundToHalfGrid(e){return Math.sign(e)*(Math.round(Math.abs(e)+.5)-.5)}function roundUpToGrid(e){return Math.sign(e)*Math.ceil(Math.abs(e))}function roundDownToGrid(e){return Math.sign(e)*Math.floor(Math.abs(e))}var roundSuper=function(e){var t=this.srPeriod,a=this.srPhase,i=1;return e<0&&(e=-e,i=-1),e+=this.srThreshold-a,e=Math.trunc(e/t)*t,(e+=a)<0?a*i:e*i},xUnitVector={x:1,y:0,axis:"x",distance:function(e,t,a,i){return(a?e.xo:e.x)-(i?t.xo:t.x)},interpolate:function(e,t,a,i){var n,r,s,o,l,c,d;if(!i||i===this)return n=e.xo-t.xo,r=e.xo-a.xo,l=t.x-t.xo,c=a.x-a.xo,0===(d=(s=Math.abs(n))+(o=Math.abs(r)))?void(e.x=e.xo+(l+c)/2):void(e.x=e.xo+(l*o+c*s)/d);n=i.distance(e,t,!0,!0),r=i.distance(e,a,!0,!0),l=i.distance(t,t,!1,!0),c=i.distance(a,a,!1,!0),0!==(d=(s=Math.abs(n))+(o=Math.abs(r)))?xUnitVector.setRelative(e,e,(l*o+c*s)/d,i,!0):xUnitVector.setRelative(e,e,(l+c)/2,i,!0)},normalSlope:Number.NEGATIVE_INFINITY,setRelative:function(e,t,a,i,n){if(i&&i!==this){var r=n?t.xo:t.x,s=n?t.yo:t.y,o=r+a*i.x,l=s+a*i.y;e.x=o+(e.y-l)/i.normalSlope}else e.x=(n?t.xo:t.x)+a},slope:0,touch:function(e){e.xTouched=!0},touched:function(e){return e.xTouched},untouch:function(e){e.xTouched=!1}},yUnitVector={x:0,y:1,axis:"y",distance:function(e,t,a,i){return(a?e.yo:e.y)-(i?t.yo:t.y)},interpolate:function(e,t,a,i){var n,r,s,o,l,c,d;if(!i||i===this)return n=e.yo-t.yo,r=e.yo-a.yo,l=t.y-t.yo,c=a.y-a.yo,0===(d=(s=Math.abs(n))+(o=Math.abs(r)))?void(e.y=e.yo+(l+c)/2):void(e.y=e.yo+(l*o+c*s)/d);n=i.distance(e,t,!0,!0),r=i.distance(e,a,!0,!0),l=i.distance(t,t,!1,!0),c=i.distance(a,a,!1,!0),0!==(d=(s=Math.abs(n))+(o=Math.abs(r)))?yUnitVector.setRelative(e,e,(l*o+c*s)/d,i,!0):yUnitVector.setRelative(e,e,(l+c)/2,i,!0)},normalSlope:0,setRelative:function(e,t,a,i,n){if(i&&i!==this){var r=n?t.xo:t.x,s=n?t.yo:t.y,o=r+a*i.x,l=s+a*i.y;e.y=l+i.normalSlope*(e.x-o)}else e.y=(n?t.yo:t.y)+a},slope:Number.POSITIVE_INFINITY,touch:function(e){e.yTouched=!0},touched:function(e){return e.yTouched},untouch:function(e){e.yTouched=!1}};function UnitVector(e,t){this.x=e,this.y=t,this.axis=void 0,this.slope=t/e,this.normalSlope=-e/t,Object.freeze(this)}function getUnitVector(e,t){var a=Math.sqrt(e*e+t*t);return t/=a,1===(e/=a)&&0===t?xUnitVector:0===e&&1===t?yUnitVector:new UnitVector(e,t)}function HPoint(e,t,a,i){this.x=this.xo=Math.round(64*e)/64,this.y=this.yo=Math.round(64*t)/64,this.lastPointOfContour=a,this.onCurve=i,this.prevPointOnContour=void 0,this.nextPointOnContour=void 0,this.xTouched=!1,this.yTouched=!1,Object.preventExtensions(this)}Object.freeze(xUnitVector),Object.freeze(yUnitVector),UnitVector.prototype.distance=function(e,t,a,i){return this.x*xUnitVector.distance(e,t,a,i)+this.y*yUnitVector.distance(e,t,a,i)},UnitVector.prototype.interpolate=function(e,t,a,i){var n,r,s,o,l,c,d;s=i.distance(e,t,!0,!0),o=i.distance(e,a,!0,!0),n=i.distance(t,t,!1,!0),r=i.distance(a,a,!1,!0),0!==(d=(l=Math.abs(s))+(c=Math.abs(o)))?this.setRelative(e,e,(n*c+r*l)/d,i,!0):this.setRelative(e,e,(n+r)/2,i,!0)},UnitVector.prototype.setRelative=function(e,t,a,i,n){i=i||this;var r=n?t.xo:t.x,s=n?t.yo:t.y,o=r+a*i.x,l=s+a*i.y,c=i.normalSlope,d=this.slope,h=e.x,p=e.y;e.x=(d*h-c*o+l-p)/(d-c),e.y=d*(e.x-h)+p},UnitVector.prototype.touch=function(e){e.xTouched=!0,e.yTouched=!0},HPoint.prototype.nextTouched=function(e){for(var t=this.nextPointOnContour;!e.touched(t)&&t!==this;)t=t.nextPointOnContour;return t},HPoint.prototype.prevTouched=function(e){for(var t=this.prevPointOnContour;!e.touched(t)&&t!==this;)t=t.prevPointOnContour;return t};var HPZero=Object.freeze(new HPoint(0,0)),defaultState={cvCutIn:17/16,deltaBase:9,deltaShift:.125,loop:1,minDis:1,autoFlip:!0};function State(e,t){switch(this.env=e,this.stack=[],this.prog=t,e){case"glyf":this.zp0=this.zp1=this.zp2=1,this.rp0=this.rp1=this.rp2=0;case"prep":this.fv=this.pv=this.dpv=xUnitVector,this.round=roundToGrid}}function initTZone(e){for(var t=e.tZone=new Array(e.gZone.length),a=0;a<t.length;a++)t[a]=new HPoint(0,0)}function skip(e,t){var a,i=e.prog,n=e.ip,r=1;do{if(88===(a=i[++n]))r++;else if(89===a)r--;else if(64===a)n+=i[n+1]+1;else if(65===a)n+=2*i[n+1]+1;else if(a>=176&&a<=183)n+=a-176+1;else if(a>=184&&a<=191)n+=2*(a-184+1);else if(t&&1===r&&27===a)break}while(r>0);e.ip=n}function SVTCA(e,t){exports.DEBUG&&console.log(t.step,"SVTCA["+e.axis+"]"),t.fv=t.pv=t.dpv=e}function SPVTCA(e,t){exports.DEBUG&&console.log(t.step,"SPVTCA["+e.axis+"]"),t.pv=t.dpv=e}function SFVTCA(e,t){exports.DEBUG&&console.log(t.step,"SFVTCA["+e.axis+"]"),t.fv=e}function SPVTL(e,t){var a,i,n=t.stack,r=n.pop(),s=n.pop(),o=t.z2[r],l=t.z1[s];exports.DEBUG&&console.log("SPVTL["+e+"]",r,s),e?(a=o.y-l.y,i=l.x-o.x):(a=l.x-o.x,i=l.y-o.y),t.pv=t.dpv=getUnitVector(a,i)}function SFVTL(e,t){var a,i,n=t.stack,r=n.pop(),s=n.pop(),o=t.z2[r],l=t.z1[s];exports.DEBUG&&console.log("SFVTL["+e+"]",r,s),e?(a=o.y-l.y,i=l.x-o.x):(a=l.x-o.x,i=l.y-o.y),t.fv=getUnitVector(a,i)}function SPVFS(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"SPVFS[]",a,i),e.pv=e.dpv=getUnitVector(i,a)}function SFVFS(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"SPVFS[]",a,i),e.fv=getUnitVector(i,a)}function GPV(e){var t=e.stack,a=e.pv;exports.DEBUG&&console.log(e.step,"GPV[]"),t.push(16384*a.x),t.push(16384*a.y)}function GFV(e){var t=e.stack,a=e.fv;exports.DEBUG&&console.log(e.step,"GFV[]"),t.push(16384*a.x),t.push(16384*a.y)}function SFVTPV(e){e.fv=e.pv,exports.DEBUG&&console.log(e.step,"SFVTPV[]")}function ISECT(e){var t=e.stack,a=t.pop(),i=t.pop(),n=t.pop(),r=t.pop(),s=t.pop(),o=e.z0,l=e.z1,c=o[a],d=o[i],h=l[n],p=l[r],u=e.z2[s];exports.DEBUG&&console.log("ISECT[], ",a,i,n,r,s);var m=c.x,g=c.y,f=d.x,b=d.y,U=h.x,E=h.y,w=p.x,y=p.y,v=(m-f)*(E-y)-(g-b)*(U-w),T=m*b-g*f,S=U*y-E*w;u.x=(T*(U-w)-S*(m-f))/v,u.y=(T*(E-y)-S*(g-b))/v}function SRP0(e){e.rp0=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SRP0[]",e.rp0)}function SRP1(e){e.rp1=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SRP1[]",e.rp1)}function SRP2(e){e.rp2=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SRP2[]",e.rp2)}function SZP0(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZP0[]",t),e.zp0=t,t){case 0:e.tZone||initTZone(e),e.z0=e.tZone;break;case 1:e.z0=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SZP1(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZP1[]",t),e.zp1=t,t){case 0:e.tZone||initTZone(e),e.z1=e.tZone;break;case 1:e.z1=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SZP2(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZP2[]",t),e.zp2=t,t){case 0:e.tZone||initTZone(e),e.z2=e.tZone;break;case 1:e.z2=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SZPS(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZPS[]",t),e.zp0=e.zp1=e.zp2=t,t){case 0:e.tZone||initTZone(e),e.z0=e.z1=e.z2=e.tZone;break;case 1:e.z0=e.z1=e.z2=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SLOOP(e){e.loop=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SLOOP[]",e.loop)}function RTG(e){exports.DEBUG&&console.log(e.step,"RTG[]"),e.round=roundToGrid}function RTHG(e){exports.DEBUG&&console.log(e.step,"RTHG[]"),e.round=roundToHalfGrid}function SMD(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SMD[]",t),e.minDis=t/64}function ELSE(e){exports.DEBUG&&console.log(e.step,"ELSE[]"),skip(e,!1)}function JMPR(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"JMPR[]",t),e.ip+=t-1}function SCVTCI(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SCVTCI[]",t),e.cvCutIn=t/64}function DUP(e){var t=e.stack;exports.DEBUG&&console.log(e.step,"DUP[]"),t.push(t[t.length-1])}function POP(e){exports.DEBUG&&console.log(e.step,"POP[]"),e.stack.pop()}function CLEAR(e){exports.DEBUG&&console.log(e.step,"CLEAR[]"),e.stack.length=0}function SWAP(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"SWAP[]"),t.push(a),t.push(i)}function DEPTH(e){var t=e.stack;exports.DEBUG&&console.log(e.step,"DEPTH[]"),t.push(t.length)}function LOOPCALL(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"LOOPCALL[]",a,i);var n=e.ip,r=e.prog;e.prog=e.funcs[a];for(var s=0;s<i;s++)exec(e),exports.DEBUG&&console.log(++e.step,s+1<i?"next loopcall":"done loopcall",s);e.ip=n,e.prog=r}function CALL(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"CALL[]",t);var a=e.ip,i=e.prog;e.prog=e.funcs[t],exec(e),e.ip=a,e.prog=i,exports.DEBUG&&console.log(++e.step,"returning from",t)}function CINDEX(e){var t=e.stack,a=t.pop();exports.DEBUG&&console.log(e.step,"CINDEX[]",a),t.push(t[t.length-a])}function MINDEX(e){var t=e.stack,a=t.pop();exports.DEBUG&&console.log(e.step,"MINDEX[]",a),t.push(t.splice(t.length-a,1)[0])}function FDEF(e){if("fpgm"!==e.env)throw new Error("FDEF not allowed here");var t=e.stack,a=e.prog,i=e.ip,n=t.pop(),r=i;for(exports.DEBUG&&console.log(e.step,"FDEF[]",n);45!==a[++i];);e.ip=i,e.funcs[n]=a.slice(r+1,i)}function MDAP(e,t){var a=t.stack.pop(),i=t.z0[a],n=t.fv,r=t.pv;exports.DEBUG&&console.log(t.step,"MDAP["+e+"]",a);var s=r.distance(i,HPZero);e&&(s=t.round(s)),n.setRelative(i,HPZero,s,r),n.touch(i),t.rp0=t.rp1=a}function IUP(e,t){var a,i,n,r=t.z2,s=r.length-2;exports.DEBUG&&console.log(t.step,"IUP["+e.axis+"]");for(var o=0;o<s;o++)a=r[o],e.touched(a)||(i=a.prevTouched(e))!==a&&(i===(n=a.nextTouched(e))&&e.setRelative(a,a,e.distance(i,i,!1,!0),e,!0),e.interpolate(a,i,n,e))}function SHP(e,t){for(var a=t.stack,i=e?t.rp1:t.rp2,n=(e?t.z0:t.z1)[i],r=t.fv,s=t.pv,o=t.loop,l=t.z2;o--;){var c=a.pop(),d=l[c],h=s.distance(n,n,!1,!0);r.setRelative(d,d,h,s),r.touch(d),exports.DEBUG&&console.log(t.step,(t.loop>1?"loop "+(t.loop-o)+": ":"")+"SHP["+(e?"rp1":"rp2")+"]",c)}t.loop=1}function SHC(e,t){var a=t.stack,i=e?t.rp1:t.rp2,n=(e?t.z0:t.z1)[i],r=t.fv,s=t.pv,o=a.pop(),l=t.z2[t.contours[o]],c=l;exports.DEBUG&&console.log(t.step,"SHC["+e+"]",o);var d=s.distance(n,n,!1,!0);do{c!==n&&r.setRelative(c,c,d,s),c=c.nextPointOnContour}while(c!==l)}function SHZ(e,t){var a,i,n=t.stack,r=e?t.rp1:t.rp2,s=(e?t.z0:t.z1)[r],o=t.fv,l=t.pv,c=n.pop();switch(exports.DEBUG&&console.log(t.step,"SHZ["+e+"]",c),c){case 0:a=t.tZone;break;case 1:a=t.gZone;break;default:throw new Error("Invalid zone")}for(var d=l.distance(s,s,!1,!0),h=a.length-2,p=0;p<h;p++)i=a[p],o.setRelative(i,i,d,l)}function SHPIX(e){for(var t=e.stack,a=e.loop,i=e.fv,n=t.pop()/64,r=e.z2;a--;){var s=t.pop(),o=r[s];exports.DEBUG&&console.log(e.step,(e.loop>1?"loop "+(e.loop-a)+": ":"")+"SHPIX[]",s,n),i.setRelative(o,o,n),i.touch(o)}e.loop=1}function IP(e){for(var t=e.stack,a=e.rp1,i=e.rp2,n=e.loop,r=e.z0[a],s=e.z1[i],o=e.fv,l=e.dpv,c=e.z2;n--;){var d=t.pop(),h=c[d];exports.DEBUG&&console.log(e.step,(e.loop>1?"loop "+(e.loop-n)+": ":"")+"IP[]",d,a,"<->",i),o.interpolate(h,r,s,l),o.touch(h)}e.loop=1}function MSIRP(e,t){var a=t.stack,i=a.pop()/64,n=a.pop(),r=t.z1[n],s=t.z0[t.rp0],o=t.fv,l=t.pv;o.setRelative(r,s,i,l),o.touch(r),exports.DEBUG&&console.log(t.step,"MSIRP["+e+"]",i,n),t.rp1=t.rp0,t.rp2=n,e&&(t.rp0=n)}function ALIGNRP(e){for(var t=e.stack,a=e.rp0,i=e.z0[a],n=e.loop,r=e.fv,s=e.pv,o=e.z1;n--;){var l=t.pop(),c=o[l];exports.DEBUG&&console.log(e.step,(e.loop>1?"loop "+(e.loop-n)+": ":"")+"ALIGNRP[]",l),r.setRelative(c,i,0,s),r.touch(c)}e.loop=1}function RTDG(e){exports.DEBUG&&console.log(e.step,"RTDG[]"),e.round=roundToDoubleGrid}function MIAP(e,t){var a=t.stack,i=a.pop(),n=a.pop(),r=t.z0[n],s=t.fv,o=t.pv,l=t.cvt[i];exports.DEBUG&&console.log(t.step,"MIAP["+e+"]",i,"(",l,")",n);var c=o.distance(r,HPZero);e&&(Math.abs(c-l)<t.cvCutIn&&(c=l),c=t.round(c)),s.setRelative(r,HPZero,c,o),0===t.zp0&&(r.xo=r.x,r.yo=r.y),s.touch(r),t.rp0=t.rp1=n}function NPUSHB(e){var t=e.prog,a=e.ip,i=e.stack,n=t[++a];exports.DEBUG&&console.log(e.step,"NPUSHB[]",n);for(var r=0;r<n;r++)i.push(t[++a]);e.ip=a}function NPUSHW(e){var t=e.ip,a=e.prog,i=e.stack,n=a[++t];exports.DEBUG&&console.log(e.step,"NPUSHW[]",n);for(var r=0;r<n;r++){var s=a[++t]<<8|a[++t];32768&s&&(s=-(1+(65535^s))),i.push(s)}e.ip=t}function WS(e){var t=e.stack,a=e.store;a||(a=e.store=[]);var i=t.pop(),n=t.pop();exports.DEBUG&&console.log(e.step,"WS",i,n),a[n]=i}function RS(e){var t=e.stack,a=e.store,i=t.pop();exports.DEBUG&&console.log(e.step,"RS",i);var n=a&&a[i]||0;t.push(n)}function WCVTP(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"WCVTP",a,i),e.cvt[i]=a/64}function RCVT(e){var t=e.stack,a=t.pop();exports.DEBUG&&console.log(e.step,"RCVT",a),t.push(64*e.cvt[a])}function GC(e,t){var a=t.stack,i=a.pop(),n=t.z2[i];exports.DEBUG&&console.log(t.step,"GC["+e+"]",i),a.push(64*t.dpv.distance(n,HPZero,e,!1))}function MD(e,t){var a=t.stack,i=a.pop(),n=a.pop(),r=t.z1[i],s=t.z0[n],o=t.dpv.distance(s,r,e,e);exports.DEBUG&&console.log(t.step,"MD["+e+"]",i,n,"->",o),t.stack.push(Math.round(64*o))}function MPPEM(e){exports.DEBUG&&console.log(e.step,"MPPEM[]"),e.stack.push(e.ppem)}function FLIPON(e){exports.DEBUG&&console.log(e.step,"FLIPON[]"),e.autoFlip=!0}function LT(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"LT[]",a,i),t.push(i<a?1:0)}function LTEQ(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"LTEQ[]",a,i),t.push(i<=a?1:0)}function GT(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"GT[]",a,i),t.push(i>a?1:0)}function GTEQ(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"GTEQ[]",a,i),t.push(i>=a?1:0)}function EQ(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"EQ[]",a,i),t.push(a===i?1:0)}function NEQ(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"NEQ[]",a,i),t.push(a!==i?1:0)}function ODD(e){var t=e.stack,a=t.pop();exports.DEBUG&&console.log(e.step,"ODD[]",a),t.push(Math.trunc(a)%2?1:0)}function EVEN(e){var t=e.stack,a=t.pop();exports.DEBUG&&console.log(e.step,"EVEN[]",a),t.push(Math.trunc(a)%2?0:1)}function IF(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"IF[]",t),t||(skip(e,!0),exports.DEBUG&&console.log(e.step,"EIF[]"))}function EIF(e){exports.DEBUG&&console.log(e.step,"EIF[]")}function AND(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"AND[]",a,i),t.push(a&&i?1:0)}function OR(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"OR[]",a,i),t.push(a||i?1:0)}function NOT(e){var t=e.stack,a=t.pop();exports.DEBUG&&console.log(e.step,"NOT[]",a),t.push(a?0:1)}function DELTAP123(e,t){var a=t.stack,i=a.pop(),n=t.fv,r=t.pv,s=t.ppem,o=t.deltaBase+16*(e-1),l=t.deltaShift,c=t.z0;exports.DEBUG&&console.log(t.step,"DELTAP["+e+"]",i,a);for(var d=0;d<i;d++){var h=a.pop(),p=a.pop();if(o+((240&p)>>4)===s){var u=(15&p)-8;u>=0&&u++,exports.DEBUG&&console.log(t.step,"DELTAPFIX",h,"by",u*l);var m=c[h];n.setRelative(m,m,u*l,r)}}}function SDB(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SDB[]",t),e.deltaBase=t}function SDS(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SDS[]",t),e.deltaShift=Math.pow(.5,t)}function ADD(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"ADD[]",a,i),t.push(i+a)}function SUB(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"SUB[]",a,i),t.push(i-a)}function DIV(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"DIV[]",a,i),t.push(64*i/a)}function MUL(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"MUL[]",a,i),t.push(i*a/64)}function ABS(e){var t=e.stack,a=t.pop();exports.DEBUG&&console.log(e.step,"ABS[]",a),t.push(Math.abs(a))}function NEG(e){var t=e.stack,a=t.pop();exports.DEBUG&&console.log(e.step,"NEG[]",a),t.push(-a)}function FLOOR(e){var t=e.stack,a=t.pop();exports.DEBUG&&console.log(e.step,"FLOOR[]",a),t.push(64*Math.floor(a/64))}function CEILING(e){var t=e.stack,a=t.pop();exports.DEBUG&&console.log(e.step,"CEILING[]",a),t.push(64*Math.ceil(a/64))}function ROUND(e,t){var a=t.stack,i=a.pop();exports.DEBUG&&console.log(t.step,"ROUND[]"),a.push(64*t.round(i/64))}function WCVTF(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"WCVTF[]",a,i),e.cvt[i]=a*e.ppem/e.font.unitsPerEm}function DELTAC123(e,t){var a=t.stack,i=a.pop(),n=t.ppem,r=t.deltaBase+16*(e-1),s=t.deltaShift;exports.DEBUG&&console.log(t.step,"DELTAC["+e+"]",i,a);for(var o=0;o<i;o++){var l=a.pop(),c=a.pop();if(r+((240&c)>>4)===n){var d=(15&c)-8;d>=0&&d++;var h=d*s;exports.DEBUG&&console.log(t.step,"DELTACFIX",l,"by",h),t.cvt[l]+=h}}}function SROUND(e){var t,a=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SROUND[]",a),e.round=roundSuper,192&a){case 0:t=.5;break;case 64:t=1;break;case 128:t=2;break;default:throw new Error("invalid SROUND value")}switch(e.srPeriod=t,48&a){case 0:e.srPhase=0;break;case 16:e.srPhase=.25*t;break;case 32:e.srPhase=.5*t;break;case 48:e.srPhase=.75*t;break;default:throw new Error("invalid SROUND value")}a&=15,e.srThreshold=0===a?0:(a/8-.5)*t}function S45ROUND(e){var t,a=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"S45ROUND[]",a),e.round=roundSuper,192&a){case 0:t=Math.sqrt(2)/2;break;case 64:t=Math.sqrt(2);break;case 128:t=2*Math.sqrt(2);break;default:throw new Error("invalid S45ROUND value")}switch(e.srPeriod=t,48&a){case 0:e.srPhase=0;break;case 16:e.srPhase=.25*t;break;case 32:e.srPhase=.5*t;break;case 48:e.srPhase=.75*t;break;default:throw new Error("invalid S45ROUND value")}a&=15,e.srThreshold=0===a?0:(a/8-.5)*t}function ROFF(e){exports.DEBUG&&console.log(e.step,"ROFF[]"),e.round=roundOff}function RUTG(e){exports.DEBUG&&console.log(e.step,"RUTG[]"),e.round=roundUpToGrid}function RDTG(e){exports.DEBUG&&console.log(e.step,"RDTG[]"),e.round=roundDownToGrid}function SCANCTRL(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SCANCTRL[]",t)}function SDPVTL(e,t){var a,i,n=t.stack,r=n.pop(),s=n.pop(),o=t.z2[r],l=t.z1[s];exports.DEBUG&&console.log(t.step,"SDPVTL["+e+"]",r,s),e?(a=o.y-l.y,i=l.x-o.x):(a=l.x-o.x,i=l.y-o.y),t.dpv=getUnitVector(a,i)}function GETINFO(e){var t=e.stack,a=t.pop(),i=0;exports.DEBUG&&console.log(e.step,"GETINFO[]",a),1&a&&(i=35),32&a&&(i|=4096),t.push(i)}function ROLL(e){var t=e.stack,a=t.pop(),i=t.pop(),n=t.pop();exports.DEBUG&&console.log(e.step,"ROLL[]"),t.push(i),t.push(a),t.push(n)}function MAX(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"MAX[]",a,i),t.push(Math.max(i,a))}function MIN(e){var t=e.stack,a=t.pop(),i=t.pop();exports.DEBUG&&console.log(e.step,"MIN[]",a,i),t.push(Math.min(i,a))}function SCANTYPE(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SCANTYPE[]",t)}function INSTCTRL(e){var t=e.stack.pop(),a=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"INSTCTRL[]",t,a),t){case 1:return void(e.inhibitGridFit=!!a);case 2:return void(e.ignoreCvt=!!a);default:throw new Error("invalid INSTCTRL[] selector")}}function PUSHB(e,t){var a=t.stack,i=t.prog,n=t.ip;exports.DEBUG&&console.log(t.step,"PUSHB["+e+"]");for(var r=0;r<e;r++)a.push(i[++n]);t.ip=n}function PUSHW(e,t){var a=t.ip,i=t.prog,n=t.stack;exports.DEBUG&&console.log(t.ip,"PUSHW["+e+"]");for(var r=0;r<e;r++){var s=i[++a]<<8|i[++a];32768&s&&(s=-(1+(65535^s))),n.push(s)}t.ip=a}function MDRP_MIRP(e,t,a,i,n,r){var s,o,l,c,d=r.stack,h=e&&d.pop(),p=d.pop(),u=r.rp0,m=r.z0[u],g=r.z1[p],f=r.minDis,b=r.fv,U=r.dpv;l=(o=s=U.distance(g,m,!0,!0))>=0?1:-1,o=Math.abs(o),e&&(c=r.cvt[h],i&&Math.abs(o-c)<r.cvCutIn&&(o=c)),a&&o<f&&(o=f),i&&(o=r.round(o)),b.setRelative(g,m,l*o,U),b.touch(g),exports.DEBUG&&console.log(r.step,(e?"MIRP[":"MDRP[")+(t?"M":"m")+(a?">":"_")+(i?"R":"_")+(0===n?"Gr":1===n?"Bl":2===n?"Wh":"")+"]",e?h+"("+r.cvt[h]+","+c+")":"",p,"(d =",s,"->",l*o,")"),r.rp1=r.rp0,r.rp2=p,t&&(r.rp0=p)}function Token(e){this.char=e,this.state={},this.activeState=null}function ContextRange(e,t,a){this.contextName=a,this.startIndex=e,this.endOffset=t}function ContextChecker(e,t,a){this.contextName=e,this.openRange=null,this.ranges=[],this.checkStart=t,this.checkEnd=a}function ContextParams(e,t){this.context=e,this.index=t,this.length=e.length,this.current=e[t],this.backtrack=e.slice(0,t),this.lookahead=e.slice(t+1)}function Event$1(e){this.eventId=e,this.subscribers=[]}function initializeCoreEvents(e){var t=this,a=["start","end","next","newToken","contextStart","contextEnd","insertToken","removeToken","removeRange","replaceToken","replaceRange","composeRUD","updateContextsRanges"];a.forEach((function(e){Object.defineProperty(t.events,e,{value:new Event$1(e)})})),e&&a.forEach((function(a){var i=e[a];"function"==typeof i&&t.events[a].subscribe(i)})),["insertToken","removeToken","removeRange","replaceToken","replaceRange","composeRUD"].forEach((function(e){t.events[e].subscribe(t.updateContextsRanges)}))}function Tokenizer(e){this.tokens=[],this.registeredContexts={},this.contextCheckers=[],this.events={},this.registeredModifiers=[],initializeCoreEvents.call(this,e)}function isArabicChar(e){return/[\u0600-\u065F\u066A-\u06D2\u06FA-\u06FF]/.test(e)}function isIsolatedArabicChar(e){return/[\u0630\u0690\u0621\u0631\u0661\u0671\u0622\u0632\u0672\u0692\u06C2\u0623\u0673\u0693\u06C3\u0624\u0694\u06C4\u0625\u0675\u0695\u06C5\u06E5\u0676\u0696\u06C6\u0627\u0677\u0697\u06C7\u0648\u0688\u0698\u06C8\u0689\u0699\u06C9\u068A\u06CA\u066B\u068B\u06CB\u068C\u068D\u06CD\u06FD\u068E\u06EE\u06FE\u062F\u068F\u06CF\u06EF]/.test(e)}function isTashkeelArabicChar(e){return/[\u0600-\u0605\u060C-\u060E\u0610-\u061B\u061E\u064B-\u065F\u0670\u06D6-\u06DC\u06DF-\u06E4\u06E7\u06E8\u06EA-\u06ED]/.test(e)}function isLatinChar(e){return/[A-z]/.test(e)}function isWhiteSpace(e){return/\s/.test(e)}function FeatureQuery(e){this.font=e,this.features={}}function SubstitutionAction(e){this.id=e.id,this.tag=e.tag,this.substitution=e.substitution}function lookupCoverage(e,t){if(!e)return-1;switch(t.format){case 1:return t.glyphs.indexOf(e);case 2:for(var a=t.ranges,i=0;i<a.length;i++){var n=a[i];if(e>=n.start&&e<=n.end){var r=e-n.start;return n.index+r}}break;default:return-1}return-1}function singleSubstitutionFormat1(e,t){return-1===lookupCoverage(e,t.coverage)?null:e+t.deltaGlyphId}function singleSubstitutionFormat2(e,t){var a=lookupCoverage(e,t.coverage);return-1===a?null:t.substitute[a]}function lookupCoverageList(e,t){for(var a=[],i=0;i<e.length;i++){var n=e[i],r=t.current,s=lookupCoverage(r=Array.isArray(r)?r[0]:r,n);-1!==s&&a.push(s)}return a.length!==e.length?-1:a}function chainingSubstitutionFormat3(e,t){var a=t.inputCoverage.length+t.lookaheadCoverage.length+t.backtrackCoverage.length;if(e.context.length<a)return[];var i=lookupCoverageList(t.inputCoverage,e);if(-1===i)return[];var n=t.inputCoverage.length-1;if(e.lookahead.length<t.lookaheadCoverage.length)return[];for(var r=e.lookahead.slice(n);r.length&&isTashkeelArabicChar(r[0].char);)r.shift();var s=new ContextParams(r,0),o=lookupCoverageList(t.lookaheadCoverage,s),l=[].concat(e.backtrack);for(l.reverse();l.length&&isTashkeelArabicChar(l[0].char);)l.shift();if(l.length<t.backtrackCoverage.length)return[];var c=new ContextParams(l,0),d=lookupCoverageList(t.backtrackCoverage,c),h=[];if(i.length===t.inputCoverage.length&&o.length===t.lookaheadCoverage.length&&d.length===t.backtrackCoverage.length)for(var p=0;p<t.lookupRecords.length;p++)for(var u=t.lookupRecords[p].lookupListIndex,m=this.getLookupByIndex(u),g=0;g<m.subtables.length;g++){var f=m.subtables[g],b=this.getLookupMethod(m,f);if("12"===this.getSubstitutionType(m,f))for(var U=0;U<i.length;U++){var E=b(e.get(U));E&&h.push(E)}}return h}function ligatureSubstitutionFormat1(e,t){var a,i=lookupCoverage(e.current,t.coverage);if(-1===i)return null;for(var n=t.ligatureSets[i],r=0;r<n.length;r++){a=n[r];for(var s=0;s<a.components.length&&e.lookahead[s]===a.components[s];s++)if(s===a.components.length-1)return a}return null}function decompositionSubstitutionFormat1(e,t){var a=lookupCoverage(e,t.coverage);return-1===a?null:t.sequences[a]}function arabicWordStartCheck(e){var t=e.current,a=e.get(-1);return null===a&&isArabicChar(t)||!isArabicChar(a)&&isArabicChar(t)}function arabicWordEndCheck(e){var t=e.get(1);return null===t||!isArabicChar(t)}Hinting.prototype.exec=function(e,t){if("number"!=typeof t)throw new Error("Point size is not a number!");if(!(this._errorState>2)){var a=this.font,i=this._prepState;if(!i||i.ppem!==t){var n=this._fpgmState;if(!n){State.prototype=defaultState,(n=this._fpgmState=new State("fpgm",a.tables.fpgm)).funcs=[],n.font=a,exports.DEBUG&&(console.log("---EXEC FPGM---"),n.step=-1);try{exec(n)}catch(e){return console.log("Hinting error in FPGM:"+e),void(this._errorState=3)}}State.prototype=n,(i=this._prepState=new State("prep",a.tables.prep)).ppem=t;var r=a.tables.cvt;if(r)for(var s=i.cvt=new Array(r.length),o=t/a.unitsPerEm,l=0;l<r.length;l++)s[l]=r[l]*o;else i.cvt=[];exports.DEBUG&&(console.log("---EXEC PREP---"),i.step=-1);try{exec(i)}catch(e){this._errorState<2&&console.log("Hinting error in PREP:"+e),this._errorState=2}}if(!(this._errorState>1))try{return execGlyph(e,i)}catch(e){return this._errorState<1&&(console.log("Hinting error:"+e),console.log("Note: further hinting errors are silenced")),void(this._errorState=1)}}},execGlyph=function(e,t){var a,i,n,r=t.ppem/t.font.unitsPerEm,s=r,o=e.components;if(State.prototype=t,o){var l=t.font;i=[],a=[];for(var c=0;c<o.length;c++){var d=o[c],h=l.glyphs.get(d.glyphIndex);n=new State("glyf",h.instructions),exports.DEBUG&&(console.log("---EXEC COMP "+c+"---"),n.step=-1),execComponent(h,n,r,s);for(var p=Math.round(d.dx*r),u=Math.round(d.dy*s),m=n.gZone,g=n.contours,f=0;f<m.length;f++){var b=m[f];b.xTouched=b.yTouched=!1,b.xo=b.x=b.x+p,b.yo=b.y=b.y+u}var U=i.length;i.push.apply(i,m);for(var E=0;E<g.length;E++)a.push(g[E]+U)}e.instructions&&!n.inhibitGridFit&&((n=new State("glyf",e.instructions)).gZone=n.z0=n.z1=n.z2=i,n.contours=a,i.push(new HPoint(0,0),new HPoint(Math.round(e.advanceWidth*r),0)),exports.DEBUG&&(console.log("---EXEC COMPOSITE---"),n.step=-1),exec(n),i.length-=2)}else n=new State("glyf",e.instructions),exports.DEBUG&&(console.log("---EXEC GLYPH---"),n.step=-1),execComponent(e,n,r,s),i=n.gZone;return i},execComponent=function(e,t,a,i){for(var n,r,s,o=e.points||[],l=o.length,c=t.gZone=t.z0=t.z1=t.z2=[],d=t.contours=[],h=0;h<l;h++)n=o[h],c[h]=new HPoint(n.x*a,n.y*i,n.lastPointOfContour,n.onCurve);for(var p=0;p<l;p++)n=c[p],r||(r=n,d.push(p)),n.lastPointOfContour?(n.nextPointOnContour=r,r.prevPointOnContour=n,r=void 0):(s=c[p+1],n.nextPointOnContour=s,s.prevPointOnContour=n);if(!t.inhibitGridFit){if(exports.DEBUG){console.log("PROCESSING GLYPH",t.stack);for(var u=0;u<l;u++)console.log(u,c[u].x,c[u].y)}if(c.push(new HPoint(0,0),new HPoint(Math.round(e.advanceWidth*a),0)),exec(t),c.length-=2,exports.DEBUG){console.log("FINISHED GLYPH",t.stack);for(var m=0;m<l;m++)console.log(m,c[m].x,c[m].y)}}},exec=function(e){var t=e.prog;if(t){var a,i=t.length;for(e.ip=0;e.ip<i;e.ip++){if(exports.DEBUG&&e.step++,!(a=instructionTable[t[e.ip]]))throw new Error("unknown instruction: 0x"+Number(t[e.ip]).toString(16));a(e)}}},instructionTable=[SVTCA.bind(void 0,yUnitVector),SVTCA.bind(void 0,xUnitVector),SPVTCA.bind(void 0,yUnitVector),SPVTCA.bind(void 0,xUnitVector),SFVTCA.bind(void 0,yUnitVector),SFVTCA.bind(void 0,xUnitVector),SPVTL.bind(void 0,0),SPVTL.bind(void 0,1),SFVTL.bind(void 0,0),SFVTL.bind(void 0,1),SPVFS,SFVFS,GPV,GFV,SFVTPV,ISECT,SRP0,SRP1,SRP2,SZP0,SZP1,SZP2,SZPS,SLOOP,RTG,RTHG,SMD,ELSE,JMPR,SCVTCI,void 0,void 0,DUP,POP,CLEAR,SWAP,DEPTH,CINDEX,MINDEX,void 0,void 0,void 0,LOOPCALL,CALL,FDEF,void 0,MDAP.bind(void 0,0),MDAP.bind(void 0,1),IUP.bind(void 0,yUnitVector),IUP.bind(void 0,xUnitVector),SHP.bind(void 0,0),SHP.bind(void 0,1),SHC.bind(void 0,0),SHC.bind(void 0,1),SHZ.bind(void 0,0),SHZ.bind(void 0,1),SHPIX,IP,MSIRP.bind(void 0,0),MSIRP.bind(void 0,1),ALIGNRP,RTDG,MIAP.bind(void 0,0),MIAP.bind(void 0,1),NPUSHB,NPUSHW,WS,RS,WCVTP,RCVT,GC.bind(void 0,0),GC.bind(void 0,1),void 0,MD.bind(void 0,0),MD.bind(void 0,1),MPPEM,void 0,FLIPON,void 0,void 0,LT,LTEQ,GT,GTEQ,EQ,NEQ,ODD,EVEN,IF,EIF,AND,OR,NOT,DELTAP123.bind(void 0,1),SDB,SDS,ADD,SUB,DIV,MUL,ABS,NEG,FLOOR,CEILING,ROUND.bind(void 0,0),ROUND.bind(void 0,1),ROUND.bind(void 0,2),ROUND.bind(void 0,3),void 0,void 0,void 0,void 0,WCVTF,DELTAP123.bind(void 0,2),DELTAP123.bind(void 0,3),DELTAC123.bind(void 0,1),DELTAC123.bind(void 0,2),DELTAC123.bind(void 0,3),SROUND,S45ROUND,void 0,void 0,ROFF,void 0,RUTG,RDTG,POP,POP,void 0,void 0,void 0,void 0,void 0,SCANCTRL,SDPVTL.bind(void 0,0),SDPVTL.bind(void 0,1),GETINFO,void 0,ROLL,MAX,MIN,SCANTYPE,INSTCTRL,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,PUSHB.bind(void 0,1),PUSHB.bind(void 0,2),PUSHB.bind(void 0,3),PUSHB.bind(void 0,4),PUSHB.bind(void 0,5),PUSHB.bind(void 0,6),PUSHB.bind(void 0,7),PUSHB.bind(void 0,8),PUSHW.bind(void 0,1),PUSHW.bind(void 0,2),PUSHW.bind(void 0,3),PUSHW.bind(void 0,4),PUSHW.bind(void 0,5),PUSHW.bind(void 0,6),PUSHW.bind(void 0,7),PUSHW.bind(void 0,8),MDRP_MIRP.bind(void 0,0,0,0,0,0),MDRP_MIRP.bind(void 0,0,0,0,0,1),MDRP_MIRP.bind(void 0,0,0,0,0,2),MDRP_MIRP.bind(void 0,0,0,0,0,3),MDRP_MIRP.bind(void 0,0,0,0,1,0),MDRP_MIRP.bind(void 0,0,0,0,1,1),MDRP_MIRP.bind(void 0,0,0,0,1,2),MDRP_MIRP.bind(void 0,0,0,0,1,3),MDRP_MIRP.bind(void 0,0,0,1,0,0),MDRP_MIRP.bind(void 0,0,0,1,0,1),MDRP_MIRP.bind(void 0,0,0,1,0,2),MDRP_MIRP.bind(void 0,0,0,1,0,3),MDRP_MIRP.bind(void 0,0,0,1,1,0),MDRP_MIRP.bind(void 0,0,0,1,1,1),MDRP_MIRP.bind(void 0,0,0,1,1,2),MDRP_MIRP.bind(void 0,0,0,1,1,3),MDRP_MIRP.bind(void 0,0,1,0,0,0),MDRP_MIRP.bind(void 0,0,1,0,0,1),MDRP_MIRP.bind(void 0,0,1,0,0,2),MDRP_MIRP.bind(void 0,0,1,0,0,3),MDRP_MIRP.bind(void 0,0,1,0,1,0),MDRP_MIRP.bind(void 0,0,1,0,1,1),MDRP_MIRP.bind(void 0,0,1,0,1,2),MDRP_MIRP.bind(void 0,0,1,0,1,3),MDRP_MIRP.bind(void 0,0,1,1,0,0),MDRP_MIRP.bind(void 0,0,1,1,0,1),MDRP_MIRP.bind(void 0,0,1,1,0,2),MDRP_MIRP.bind(void 0,0,1,1,0,3),MDRP_MIRP.bind(void 0,0,1,1,1,0),MDRP_MIRP.bind(void 0,0,1,1,1,1),MDRP_MIRP.bind(void 0,0,1,1,1,2),MDRP_MIRP.bind(void 0,0,1,1,1,3),MDRP_MIRP.bind(void 0,1,0,0,0,0),MDRP_MIRP.bind(void 0,1,0,0,0,1),MDRP_MIRP.bind(void 0,1,0,0,0,2),MDRP_MIRP.bind(void 0,1,0,0,0,3),MDRP_MIRP.bind(void 0,1,0,0,1,0),MDRP_MIRP.bind(void 0,1,0,0,1,1),MDRP_MIRP.bind(void 0,1,0,0,1,2),MDRP_MIRP.bind(void 0,1,0,0,1,3),MDRP_MIRP.bind(void 0,1,0,1,0,0),MDRP_MIRP.bind(void 0,1,0,1,0,1),MDRP_MIRP.bind(void 0,1,0,1,0,2),MDRP_MIRP.bind(void 0,1,0,1,0,3),MDRP_MIRP.bind(void 0,1,0,1,1,0),MDRP_MIRP.bind(void 0,1,0,1,1,1),MDRP_MIRP.bind(void 0,1,0,1,1,2),MDRP_MIRP.bind(void 0,1,0,1,1,3),MDRP_MIRP.bind(void 0,1,1,0,0,0),MDRP_MIRP.bind(void 0,1,1,0,0,1),MDRP_MIRP.bind(void 0,1,1,0,0,2),MDRP_MIRP.bind(void 0,1,1,0,0,3),MDRP_MIRP.bind(void 0,1,1,0,1,0),MDRP_MIRP.bind(void 0,1,1,0,1,1),MDRP_MIRP.bind(void 0,1,1,0,1,2),MDRP_MIRP.bind(void 0,1,1,0,1,3),MDRP_MIRP.bind(void 0,1,1,1,0,0),MDRP_MIRP.bind(void 0,1,1,1,0,1),MDRP_MIRP.bind(void 0,1,1,1,0,2),MDRP_MIRP.bind(void 0,1,1,1,0,3),MDRP_MIRP.bind(void 0,1,1,1,1,0),MDRP_MIRP.bind(void 0,1,1,1,1,1),MDRP_MIRP.bind(void 0,1,1,1,1,2),MDRP_MIRP.bind(void 0,1,1,1,1,3)],Token.prototype.setState=function(e,t){return this.state[e]=t,this.activeState={key:e,value:this.state[e]},this.activeState},Token.prototype.getState=function(e){return this.state[e]||null},Tokenizer.prototype.inboundIndex=function(e){return e>=0&&e<this.tokens.length},Tokenizer.prototype.composeRUD=function(e){var t=this,a=e.map((function(e){return t[e[0]].apply(t,e.slice(1).concat(!0))})),i=function(e){return"object"==typeof e&&e.hasOwnProperty("FAIL")};if(a.every(i))return{FAIL:"composeRUD: one or more operations hasn't completed successfully",report:a.filter(i)};this.dispatch("composeRUD",[a.filter((function(e){return!i(e)}))])},Tokenizer.prototype.replaceRange=function(e,t,a,i){t=null!==t?t:this.tokens.length;var n=a.every((function(e){return e instanceof Token}));if(!isNaN(e)&&this.inboundIndex(e)&&n){var r=this.tokens.splice.apply(this.tokens,[e,t].concat(a));return i||this.dispatch("replaceToken",[e,t,a]),[r,a]}return{FAIL:"replaceRange: invalid tokens or startIndex."}},Tokenizer.prototype.replaceToken=function(e,t,a){if(!isNaN(e)&&this.inboundIndex(e)&&t instanceof Token){var i=this.tokens.splice(e,1,t);return a||this.dispatch("replaceToken",[e,t]),[i[0],t]}return{FAIL:"replaceToken: invalid token or index."}},Tokenizer.prototype.removeRange=function(e,t,a){t=isNaN(t)?this.tokens.length:t;var i=this.tokens.splice(e,t);return a||this.dispatch("removeRange",[i,e,t]),i},Tokenizer.prototype.removeToken=function(e,t){if(!isNaN(e)&&this.inboundIndex(e)){var a=this.tokens.splice(e,1);return t||this.dispatch("removeToken",[a,e]),a}return{FAIL:"removeToken: invalid token index."}},Tokenizer.prototype.insertToken=function(e,t,a){return e.every((function(e){return e instanceof Token}))?(this.tokens.splice.apply(this.tokens,[t,0].concat(e)),a||this.dispatch("insertToken",[e,t]),e):{FAIL:"insertToken: invalid token(s)."}},Tokenizer.prototype.registerModifier=function(e,t,a){this.events.newToken.subscribe((function(i,n){var r=[i,n],s=[i,n];if(null===t||!0===t.apply(this,r)){var o=a.apply(this,s);i.setState(e,o)}})),this.registeredModifiers.push(e)},Event$1.prototype.subscribe=function(e){return"function"==typeof e?this.subscribers.push(e)-1:{FAIL:"invalid '"+this.eventId+"' event handler"}},Event$1.prototype.unsubscribe=function(e){this.subscribers.splice(e,1)},ContextParams.prototype.setCurrentIndex=function(e){this.index=e,this.current=this.context[e],this.backtrack=this.context.slice(0,e),this.lookahead=this.context.slice(e+1)},ContextParams.prototype.get=function(e){switch(!0){case 0===e:return this.current;case e<0&&Math.abs(e)<=this.backtrack.length:return this.backtrack.slice(e)[0];case e>0&&e<=this.lookahead.length:return this.lookahead[e-1];default:return null}},Tokenizer.prototype.rangeToText=function(e){if(e instanceof ContextRange)return this.getRangeTokens(e).map((function(e){return e.char})).join("")},Tokenizer.prototype.getText=function(){return this.tokens.map((function(e){return e.char})).join("")},Tokenizer.prototype.getContext=function(e){return this.registeredContexts[e]||null},Tokenizer.prototype.on=function(e,t){var a=this.events[e];return a?a.subscribe(t):null},Tokenizer.prototype.dispatch=function(e,t){var a=this,i=this.events[e];i instanceof Event$1&&i.subscribers.forEach((function(e){e.apply(a,t||[])}))},Tokenizer.prototype.registerContextChecker=function(e,t,a){if(this.getContext(e))return{FAIL:"context name '"+e+"' is already registered."};if("function"!=typeof t)return{FAIL:"missing context start check."};if("function"!=typeof a)return{FAIL:"missing context end check."};var i=new ContextChecker(e,t,a);return this.registeredContexts[e]=i,this.contextCheckers.push(i),i},Tokenizer.prototype.getRangeTokens=function(e){var t=e.startIndex+e.endOffset;return[].concat(this.tokens.slice(e.startIndex,t))},Tokenizer.prototype.getContextRanges=function(e){var t=this.getContext(e);return t?t.ranges:{FAIL:"context checker '"+e+"' is not registered."}},Tokenizer.prototype.resetContextsRanges=function(){var e=this.registeredContexts;for(var t in e)e.hasOwnProperty(t)&&(e[t].ranges=[])},Tokenizer.prototype.updateContextsRanges=function(){this.resetContextsRanges();for(var e=this.tokens.map((function(e){return e.char})),t=0;t<e.length;t++){var a=new ContextParams(e,t);this.runContextCheck(a)}this.dispatch("updateContextsRanges",[this.registeredContexts])},Tokenizer.prototype.setEndOffset=function(e,t){var a=new ContextRange(this.getContext(t).openRange.startIndex,e,t),i=this.getContext(t).ranges;return a.rangeId=t+"."+i.length,i.push(a),this.getContext(t).openRange=null,a},Tokenizer.prototype.runContextCheck=function(e){var t=this,a=e.index;this.contextCheckers.forEach((function(i){var n=i.contextName,r=t.getContext(n).openRange;if(!r&&i.checkStart(e)&&(r=new ContextRange(a,null,n),t.getContext(n).openRange=r,t.dispatch("contextStart",[n,a])),r&&i.checkEnd(e)){var s=a-r.startIndex+1,o=t.setEndOffset(s,n);t.dispatch("contextEnd",[n,o])}}))},Tokenizer.prototype.tokenize=function(e){this.tokens=[],this.resetContextsRanges();var t=Array.from(e);this.dispatch("start");for(var a=0;a<t.length;a++){var i=t[a],n=new ContextParams(t,a);this.dispatch("next",[n]),this.runContextCheck(n);var r=new Token(i);this.tokens.push(r),this.dispatch("newToken",[r,n])}return this.dispatch("end",[this.tokens]),this.tokens},FeatureQuery.prototype.getDefaultScriptFeaturesIndexes=function(){for(var e=this.font.tables.gsub.scripts,t=0;t<e.length;t++){var a=e[t];if("DFLT"===a.tag)return a.script.defaultLangSys.featureIndexes}return[]},FeatureQuery.prototype.getScriptFeaturesIndexes=function(e){if(!this.font.tables.gsub)return[];if(!e)return this.getDefaultScriptFeaturesIndexes();for(var t=this.font.tables.gsub.scripts,a=0;a<t.length;a++){var i=t[a];if(i.tag===e&&i.script.defaultLangSys)return i.script.defaultLangSys.featureIndexes;var n=i.langSysRecords;if(n)for(var r=0;r<n.length;r++){var s=n[r];if(s.tag===e)return s.langSys.featureIndexes}}return this.getDefaultScriptFeaturesIndexes()},FeatureQuery.prototype.mapTagsToFeatures=function(e,t){for(var a={},i=0;i<e.length;i++){var n=e[i].tag,r=e[i].feature;a[n]=r}this.features[t].tags=a},FeatureQuery.prototype.getScriptFeatures=function(e){var t=this.features[e];if(this.features.hasOwnProperty(e))return t;var a=this.getScriptFeaturesIndexes(e);if(!a)return null;var i=this.font.tables.gsub;return t=a.map((function(e){return i.features[e]})),this.features[e]=t,this.mapTagsToFeatures(t,e),t},FeatureQuery.prototype.getSubstitutionType=function(e,t){return e.lookupType.toString()+t.substFormat.toString()},FeatureQuery.prototype.getLookupMethod=function(e,t){var a=this;switch(this.getSubstitutionType(e,t)){case"11":return function(e){return singleSubstitutionFormat1.apply(a,[e,t])};case"12":return function(e){return singleSubstitutionFormat2.apply(a,[e,t])};case"63":return function(e){return chainingSubstitutionFormat3.apply(a,[e,t])};case"41":return function(e){return ligatureSubstitutionFormat1.apply(a,[e,t])};case"21":return function(e){return decompositionSubstitutionFormat1.apply(a,[e,t])};default:throw new Error("lookupType: "+e.lookupType+" - substFormat: "+t.substFormat+" is not yet supported")}},FeatureQuery.prototype.lookupFeature=function(e){var t=e.contextParams,a=t.index,i=this.getFeature({tag:e.tag,script:e.script});if(!i)return new Error("font '"+this.font.names.fullName.en+"' doesn't support feature '"+e.tag+"' for script '"+e.script+"'.");for(var n=this.getFeatureLookups(i),r=[].concat(t.context),s=0;s<n.length;s++)for(var o=n[s],l=this.getLookupSubtables(o),c=0;c<l.length;c++){var d=l[c],h=this.getSubstitutionType(o,d),p=this.getLookupMethod(o,d),u=void 0;switch(h){case"11":(u=p(t.current))&&r.splice(a,1,new SubstitutionAction({id:11,tag:e.tag,substitution:u}));break;case"12":(u=p(t.current))&&r.splice(a,1,new SubstitutionAction({id:12,tag:e.tag,substitution:u}));break;case"63":u=p(t),Array.isArray(u)&&u.length&&r.splice(a,1,new SubstitutionAction({id:63,tag:e.tag,substitution:u}));break;case"41":(u=p(t))&&r.splice(a,1,new SubstitutionAction({id:41,tag:e.tag,substitution:u}));break;case"21":(u=p(t.current))&&r.splice(a,1,new SubstitutionAction({id:21,tag:e.tag,substitution:u}))}t=new ContextParams(r,a),Array.isArray(u)&&!u.length||(u=null)}return r.length?r:null},FeatureQuery.prototype.supports=function(e){if(!e.script)return!1;this.getScriptFeatures(e.script);var t=this.features.hasOwnProperty(e.script);if(!e.tag)return t;var a=this.features[e.script].some((function(t){return t.tag===e.tag}));return t&&a},FeatureQuery.prototype.getLookupSubtables=function(e){return e.subtables||null},FeatureQuery.prototype.getLookupByIndex=function(e){return this.font.tables.gsub.lookups[e]||null},FeatureQuery.prototype.getFeatureLookups=function(e){return e.lookupListIndexes.map(this.getLookupByIndex.bind(this))},FeatureQuery.prototype.getFeature=function(e){if(!this.font)return{FAIL:"No font was found"};this.features.hasOwnProperty(e.script)||this.getScriptFeatures(e.script);var t=this.features[e.script];return t?t.tags[e.tag]?this.features[e.script].tags[e.tag]:null:{FAIL:"No feature for script "+e.script}};var arabicWordCheck={startCheck:arabicWordStartCheck,endCheck:arabicWordEndCheck};function arabicSentenceStartCheck(e){var t=e.current,a=e.get(-1);return(isArabicChar(t)||isTashkeelArabicChar(t))&&!isArabicChar(a)}function arabicSentenceEndCheck(e){var t=e.get(1);switch(!0){case null===t:return!0;case!isArabicChar(t)&&!isTashkeelArabicChar(t):var a,i=isWhiteSpace(t);if(!i)return!0;if(i)if(a=e.lookahead.some((function(e){return isArabicChar(e)||isTashkeelArabicChar(e)})),!a)return!0;break;default:return!1}}var arabicSentenceCheck={startCheck:arabicSentenceStartCheck,endCheck:arabicSentenceEndCheck};function singleSubstitutionFormat1$1(e,t,a){t[a].setState(e.tag,e.substitution)}function singleSubstitutionFormat2$1(e,t,a){t[a].setState(e.tag,e.substitution)}function chainingSubstitutionFormat3$1(e,t,a){e.substitution.forEach((function(i,n){t[a+n].setState(e.tag,i)}))}function ligatureSubstitutionFormat1$1(e,t,a){var i=t[a];i.setState(e.tag,e.substitution.ligGlyph);for(var n=e.substitution.components.length,r=0;r<n;r++)(i=t[a+r+1]).setState("deleted",!0)}var SUBSTITUTIONS={11:singleSubstitutionFormat1$1,12:singleSubstitutionFormat2$1,63:chainingSubstitutionFormat3$1,41:ligatureSubstitutionFormat1$1};function applySubstitution(e,t,a){e instanceof SubstitutionAction&&SUBSTITUTIONS[e.id]&&SUBSTITUTIONS[e.id](e,t,a)}function willConnectPrev(e){for(var t=[].concat(e.backtrack),a=t.length-1;a>=0;a--){var i=t[a],n=isIsolatedArabicChar(i),r=isTashkeelArabicChar(i);if(!n&&!r)return!0;if(n)return!1}return!1}function willConnectNext(e){if(isIsolatedArabicChar(e.current))return!1;for(var t=0;t<e.lookahead.length;t++)if(!isTashkeelArabicChar(e.lookahead[t]))return!0;return!1}function arabicPresentationForms(e){var t=this,a="arab",i=this.featuresTags[a],n=this.tokenizer.getRangeTokens(e);if(1!==n.length){var r=new ContextParams(n.map((function(e){return e.getState("glyphIndex")})),0),s=new ContextParams(n.map((function(e){return e.char})),0);n.forEach((function(e,o){if(!isTashkeelArabicChar(e.char)){r.setCurrentIndex(o),s.setCurrentIndex(o);var l,c=0;switch(willConnectPrev(s)&&(c|=1),willConnectNext(s)&&(c|=2),c){case 1:l="fina";break;case 2:l="init";break;case 3:l="medi"}if(-1!==i.indexOf(l)){var d=t.query.lookupFeature({tag:l,script:a,contextParams:r});if(d instanceof Error)return console.info(d.message);d.forEach((function(e,t){e instanceof SubstitutionAction&&(applySubstitution(e,n,t),r.context[t]=e.substitution)}))}}}))}}function getContextParams(e,t){return new ContextParams(e.map((function(e){return e.activeState.value})),t||0)}function arabicRequiredLigatures(e){var t=this,a=this.tokenizer.getRangeTokens(e),i=getContextParams(a);i.context.forEach((function(e,n){i.setCurrentIndex(n);var r=t.query.lookupFeature({tag:"rlig",script:"arab",contextParams:i});r.length&&(r.forEach((function(e){return applySubstitution(e,a,n)})),i=getContextParams(a))}))}function latinWordStartCheck(e){var t=e.current,a=e.get(-1);return null===a&&isLatinChar(t)||!isLatinChar(a)&&isLatinChar(t)}function latinWordEndCheck(e){var t=e.get(1);return null===t||!isLatinChar(t)}var latinWordCheck={startCheck:latinWordStartCheck,endCheck:latinWordEndCheck};function getContextParams$1(e,t){return new ContextParams(e.map((function(e){return e.activeState.value})),t||0)}function latinLigature(e){var t=this,a=this.tokenizer.getRangeTokens(e),i=getContextParams$1(a);i.context.forEach((function(e,n){i.setCurrentIndex(n);var r=t.query.lookupFeature({tag:"liga",script:"latn",contextParams:i});r.length&&(r.forEach((function(e){return applySubstitution(e,a,n)})),i=getContextParams$1(a))}))}function Bidi(e){this.baseDir=e||"ltr",this.tokenizer=new Tokenizer,this.featuresTags={}}function registerContextChecker(e){var t=this.contextChecks[e+"Check"];return this.tokenizer.registerContextChecker(e,t.startCheck,t.endCheck)}function tokenizeText(){return registerContextChecker.call(this,"latinWord"),registerContextChecker.call(this,"arabicWord"),registerContextChecker.call(this,"arabicSentence"),this.tokenizer.tokenize(this.text)}function reverseArabicSentences(){var e=this;this.tokenizer.getContextRanges("arabicSentence").forEach((function(t){var a=e.tokenizer.getRangeTokens(t);e.tokenizer.replaceRange(t.startIndex,t.endOffset,a.reverse())}))}function checkGlyphIndexStatus(){if(-1===this.tokenizer.registeredModifiers.indexOf("glyphIndex"))throw new Error("glyphIndex modifier is required to apply arabic presentation features.")}function applyArabicPresentationForms(){var e=this;this.featuresTags.hasOwnProperty("arab")&&(checkGlyphIndexStatus.call(this),this.tokenizer.getContextRanges("arabicWord").forEach((function(t){arabicPresentationForms.call(e,t)})))}function applyArabicRequireLigatures(){var e=this,t="arab";this.featuresTags.hasOwnProperty(t)&&-1!==this.featuresTags[t].indexOf("rlig")&&(checkGlyphIndexStatus.call(this),this.tokenizer.getContextRanges("arabicWord").forEach((function(t){arabicRequiredLigatures.call(e,t)})))}function applyLatinLigatures(){var e=this,t="latn";this.featuresTags.hasOwnProperty(t)&&-1!==this.featuresTags[t].indexOf("liga")&&(checkGlyphIndexStatus.call(this),this.tokenizer.getContextRanges("latinWord").forEach((function(t){latinLigature.call(e,t)})))}function Font(e){(e=e||{}).tables=e.tables||{},e.empty||(checkArgument(e.familyName,"When creating a new Font object, familyName is required."),checkArgument(e.styleName,"When creating a new Font object, styleName is required."),checkArgument(e.unitsPerEm,"When creating a new Font object, unitsPerEm is required."),checkArgument(e.ascender,"When creating a new Font object, ascender is required."),checkArgument(e.descender<=0,"When creating a new Font object, negative descender value is required."),this.names={fontFamily:{en:e.familyName||" "},fontSubfamily:{en:e.styleName||" "},fullName:{en:e.fullName||e.familyName+" "+e.styleName},postScriptName:{en:e.postScriptName||(e.familyName+e.styleName).replace(/\s/g,"")},designer:{en:e.designer||" "},designerURL:{en:e.designerURL||" "},manufacturer:{en:e.manufacturer||" "},manufacturerURL:{en:e.manufacturerURL||" "},license:{en:e.license||" "},licenseURL:{en:e.licenseURL||" "},version:{en:e.version||"Version 0.1"},description:{en:e.description||" "},copyright:{en:e.copyright||" "},trademark:{en:e.trademark||" "}},this.unitsPerEm=e.unitsPerEm||1e3,this.ascender=e.ascender,this.descender=e.descender,this.createdTimestamp=e.createdTimestamp,this.tables=Object.assign(e.tables,{os2:Object.assign({usWeightClass:e.weightClass||this.usWeightClasses.MEDIUM,usWidthClass:e.widthClass||this.usWidthClasses.MEDIUM,fsSelection:e.fsSelection||this.fsSelectionValues.REGULAR},e.tables.os2)})),this.supported=!0,this.glyphs=new glyphset.GlyphSet(this,e.glyphs||[]),this.encoding=new DefaultEncoding(this),this.position=new Position(this),this.substitution=new Substitution(this),this.tables=this.tables||{},this._push=null,this._hmtxTableData={},Object.defineProperty(this,"hinting",{get:function(){return this._hinting?this._hinting:"truetype"===this.outlinesFormat?this._hinting=new Hinting(this):void 0}})}function addName(e,t){var a=JSON.stringify(e),i=256;for(var n in t){var r=parseInt(n);if(r&&!(r<256)){if(JSON.stringify(t[n])===a)return r;i<=r&&(i=r+1)}}return t[i]=e,i}function makeFvarAxis(e,t,a){var i=addName(t.name,a);return[{name:"tag_"+e,type:"TAG",value:t.tag},{name:"minValue_"+e,type:"FIXED",value:t.minValue<<16},{name:"defaultValue_"+e,type:"FIXED",value:t.defaultValue<<16},{name:"maxValue_"+e,type:"FIXED",value:t.maxValue<<16},{name:"flags_"+e,type:"USHORT",value:0},{name:"nameID_"+e,type:"USHORT",value:i}]}function parseFvarAxis(e,t,a){var i={},n=new parse.Parser(e,t);return i.tag=n.parseTag(),i.minValue=n.parseFixed(),i.defaultValue=n.parseFixed(),i.maxValue=n.parseFixed(),n.skip("uShort",1),i.name=a[n.parseUShort()]||{},i}function makeFvarInstance(e,t,a,i){for(var n=[{name:"nameID_"+e,type:"USHORT",value:addName(t.name,i)},{name:"flags_"+e,type:"USHORT",value:0}],r=0;r<a.length;++r){var s=a[r].tag;n.push({name:"axis_"+e+" "+s,type:"FIXED",value:t.coordinates[s]<<16})}return n}function parseFvarInstance(e,t,a,i){var n={},r=new parse.Parser(e,t);n.name=i[r.parseUShort()]||{},r.skip("uShort",1),n.coordinates={};for(var s=0;s<a.length;++s)n.coordinates[a[s].tag]=r.parseFixed();return n}function makeFvarTable(e,t){var a=new table.Table("fvar",[{name:"version",type:"ULONG",value:65536},{name:"offsetToData",type:"USHORT",value:0},{name:"countSizePairs",type:"USHORT",value:2},{name:"axisCount",type:"USHORT",value:e.axes.length},{name:"axisSize",type:"USHORT",value:20},{name:"instanceCount",type:"USHORT",value:e.instances.length},{name:"instanceSize",type:"USHORT",value:4+4*e.axes.length}]);a.offsetToData=a.sizeOf();for(var i=0;i<e.axes.length;i++)a.fields=a.fields.concat(makeFvarAxis(i,e.axes[i],t));for(var n=0;n<e.instances.length;n++)a.fields=a.fields.concat(makeFvarInstance(n,e.instances[n],e.axes,t));return a}function parseFvarTable(e,t,a){var i=new parse.Parser(e,t),n=i.parseULong();check.argument(65536===n,"Unsupported fvar table version.");var r=i.parseOffset16();i.skip("uShort",1);for(var s=i.parseUShort(),o=i.parseUShort(),l=i.parseUShort(),c=i.parseUShort(),d=[],h=0;h<s;h++)d.push(parseFvarAxis(e,t+r+h*o,a));for(var p=[],u=t+r+s*o,m=0;m<l;m++)p.push(parseFvarInstance(e,u+m*c,d,a));return{axes:d,instances:p}}Bidi.prototype.setText=function(e){this.text=e},Bidi.prototype.contextChecks={latinWordCheck:latinWordCheck,arabicWordCheck:arabicWordCheck,arabicSentenceCheck:arabicSentenceCheck},Bidi.prototype.registerFeatures=function(e,t){var a=this,i=t.filter((function(t){return a.query.supports({script:e,tag:t})}));this.featuresTags.hasOwnProperty(e)?this.featuresTags[e]=this.featuresTags[e].concat(i):this.featuresTags[e]=i},Bidi.prototype.applyFeatures=function(e,t){if(!e)throw new Error("No valid font was provided to apply features");this.query||(this.query=new FeatureQuery(e));for(var a=0;a<t.length;a++){var i=t[a];this.query.supports({script:i.script})&&this.registerFeatures(i.script,i.tags)}},Bidi.prototype.registerModifier=function(e,t,a){this.tokenizer.registerModifier(e,t,a)},Bidi.prototype.checkContextReady=function(e){return!!this.tokenizer.getContext(e)},Bidi.prototype.applyFeaturesToContexts=function(){this.checkContextReady("arabicWord")&&(applyArabicPresentationForms.call(this),applyArabicRequireLigatures.call(this)),this.checkContextReady("latinWord")&&applyLatinLigatures.call(this),this.checkContextReady("arabicSentence")&&reverseArabicSentences.call(this)},Bidi.prototype.processText=function(e){this.text&&this.text===e||(this.setText(e),tokenizeText.call(this),this.applyFeaturesToContexts())},Bidi.prototype.getBidiText=function(e){return this.processText(e),this.tokenizer.getText()},Bidi.prototype.getTextGlyphs=function(e){this.processText(e);for(var t=[],a=0;a<this.tokenizer.tokens.length;a++){var i=this.tokenizer.tokens[a];if(!i.state.deleted){var n=i.activeState.value;t.push(Array.isArray(n)?n[0]:n)}}return t},Font.prototype.hasChar=function(e){return null!==this.encoding.charToGlyphIndex(e)},Font.prototype.charToGlyphIndex=function(e){return this.encoding.charToGlyphIndex(e)},Font.prototype.charToGlyph=function(e){var t=this.charToGlyphIndex(e),a=this.glyphs.get(t);return a||(a=this.glyphs.get(0)),a},Font.prototype.updateFeatures=function(e){return this.defaultRenderOptions.features.map((function(t){return"latn"===t.script?{script:"latn",tags:t.tags.filter((function(t){return e[t]}))}:t}))},Font.prototype.stringToGlyphs=function(e,t){var a=this,i=new Bidi;i.registerModifier("glyphIndex",null,(function(e){return a.charToGlyphIndex(e.char)}));var n=t?this.updateFeatures(t.features):this.defaultRenderOptions.features;i.applyFeatures(this,n);for(var r=i.getTextGlyphs(e),s=r.length,o=new Array(s),l=this.glyphs.get(0),c=0;c<s;c+=1)o[c]=this.glyphs.get(r[c])||l;return o},Font.prototype.nameToGlyphIndex=function(e){return this.glyphNames.nameToGlyphIndex(e)},Font.prototype.nameToGlyph=function(e){var t=this.nameToGlyphIndex(e),a=this.glyphs.get(t);return a||(a=this.glyphs.get(0)),a},Font.prototype.glyphIndexToName=function(e){return this.glyphNames.glyphIndexToName?this.glyphNames.glyphIndexToName(e):""},Font.prototype.getKerningValue=function(e,t){e=e.index||e,t=t.index||t;var a=this.position.defaultKerningTables;return a?this.position.getKerningValue(a,e,t):this.kerningPairs[e+","+t]||0},Font.prototype.defaultRenderOptions={kerning:!0,features:[{script:"arab",tags:["init","medi","fina","rlig"]},{script:"latn",tags:["liga","rlig"]}]},Font.prototype.forEachGlyph=function(e,t,a,i,n,r){t=void 0!==t?t:0,a=void 0!==a?a:0,i=void 0!==i?i:72,n=Object.assign({},this.defaultRenderOptions,n);var s,o=1/this.unitsPerEm*i,l=this.stringToGlyphs(e,n);if(n.kerning){var c=n.script||this.position.getDefaultScriptName();s=this.position.getKerningTables(c,n.language)}for(var d=0;d<l.length;d+=1){var h=l[d];r.call(this,h,t,a,i,n),h.advanceWidth&&(t+=h.advanceWidth*o),n.kerning&&d<l.length-1&&(t+=(s?this.position.getKerningValue(s,h.index,l[d+1].index):this.getKerningValue(h,l[d+1]))*o),n.letterSpacing?t+=n.letterSpacing*i:n.tracking&&(t+=n.tracking/1e3*i)}return t},Font.prototype.getPath=function(e,t,a,i,n){var r=new Path;return this.forEachGlyph(e,t,a,i,n,(function(e,t,a,i){var s=e.getPath(t,a,i,n,this);r.extend(s)})),r},Font.prototype.getPaths=function(e,t,a,i,n){var r=[];return this.forEachGlyph(e,t,a,i,n,(function(e,t,a,i){var s=e.getPath(t,a,i,n,this);r.push(s)})),r},Font.prototype.getAdvanceWidth=function(e,t,a){return this.forEachGlyph(e,0,0,t,a,(function(){}))},Font.prototype.draw=function(e,t,a,i,n,r){this.getPath(t,a,i,n,r).draw(e)},Font.prototype.drawPoints=function(e,t,a,i,n,r){this.forEachGlyph(t,a,i,n,r,(function(t,a,i,n){t.drawPoints(e,a,i,n)}))},Font.prototype.drawMetrics=function(e,t,a,i,n,r){this.forEachGlyph(t,a,i,n,r,(function(t,a,i,n){t.drawMetrics(e,a,i,n)}))},Font.prototype.getEnglishName=function(e){var t=this.names[e];if(t)return t.en},Font.prototype.validate=function(){var e=this;function t(t){var a=e.getEnglishName(t);a&&a.trim().length}t("fontFamily"),t("weightName"),t("manufacturer"),t("copyright"),t("version"),this.unitsPerEm},Font.prototype.toTables=function(){return sfnt.fontToTable(this)},Font.prototype.toBuffer=function(){return console.warn("Font.toBuffer is deprecated. Use Font.toArrayBuffer instead."),this.toArrayBuffer()},Font.prototype.toArrayBuffer=function(){for(var e=this.toTables().encode(),t=new ArrayBuffer(e.length),a=new Uint8Array(t),i=0;i<e.length;i++)a[i]=e[i];return t},Font.prototype.download=function(e){var t=this.getEnglishName("fontFamily"),a=this.getEnglishName("fontSubfamily");e=e||t.replace(/\s/g,"")+"-"+a+".otf";var i=this.toArrayBuffer();if(isBrowser())if(window.URL=window.URL||window.webkitURL,window.URL){var n=new DataView(i),r=new Blob([n],{type:"font/opentype"}),s=document.createElement("a");s.href=window.URL.createObjectURL(r),s.download=e;var o=document.createEvent("MouseEvents");o.initEvent("click",!0,!1),s.dispatchEvent(o)}else console.warn("Font file could not be downloaded. Try using a different browser.");else{var l=require("fs"),c=arrayBufferToNodeBuffer(i);l.writeFileSync(e,c)}},Font.prototype.fsSelectionValues={ITALIC:1,UNDERSCORE:2,NEGATIVE:4,OUTLINED:8,STRIKEOUT:16,BOLD:32,REGULAR:64,USER_TYPO_METRICS:128,WWS:256,OBLIQUE:512},Font.prototype.usWidthClasses={ULTRA_CONDENSED:1,EXTRA_CONDENSED:2,CONDENSED:3,SEMI_CONDENSED:4,MEDIUM:5,SEMI_EXPANDED:6,EXPANDED:7,EXTRA_EXPANDED:8,ULTRA_EXPANDED:9},Font.prototype.usWeightClasses={THIN:100,EXTRA_LIGHT:200,LIGHT:300,NORMAL:400,MEDIUM:500,SEMI_BOLD:600,BOLD:700,EXTRA_BOLD:800,BLACK:900};var fvar={make:makeFvarTable,parse:parseFvarTable},attachList=function(){return{coverage:this.parsePointer(Parser.coverage),attachPoints:this.parseList(Parser.pointer(Parser.uShortList))}},caretValue=function(){var e=this.parseUShort();return check.argument(1===e||2===e||3===e,"Unsupported CaretValue table version."),1===e?{coordinate:this.parseShort()}:2===e?{pointindex:this.parseShort()}:3===e?{coordinate:this.parseShort()}:void 0},ligGlyph=function(){return this.parseList(Parser.pointer(caretValue))},ligCaretList=function(){return{coverage:this.parsePointer(Parser.coverage),ligGlyphs:this.parseList(Parser.pointer(ligGlyph))}},markGlyphSets=function(){return this.parseUShort(),this.parseList(Parser.pointer(Parser.coverage))};function parseGDEFTable(e,t){var a=new Parser(e,t=t||0),i=a.parseVersion(1);check.argument(1===i||1.2===i||1.3===i,"Unsupported GDEF table version.");var n={version:i,classDef:a.parsePointer(Parser.classDef),attachList:a.parsePointer(attachList),ligCaretList:a.parsePointer(ligCaretList),markAttachClassDef:a.parsePointer(Parser.classDef)};return i>=1.2&&(n.markGlyphSets=a.parsePointer(markGlyphSets)),n}var gdef={parse:parseGDEFTable},subtableParsers$1=new Array(10);function parseGposTable(e,t){var a=new Parser(e,t=t||0),i=a.parseVersion(1);return check.argument(1===i||1.1===i,"Unsupported GPOS table version "+i),1===i?{version:i,scripts:a.parseScriptList(),features:a.parseFeatureList(),lookups:a.parseLookupList(subtableParsers$1)}:{version:i,scripts:a.parseScriptList(),features:a.parseFeatureList(),lookups:a.parseLookupList(subtableParsers$1),variations:a.parseFeatureVariationsList()}}subtableParsers$1[1]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();return 1===t?{posFormat:1,coverage:this.parsePointer(Parser.coverage),value:this.parseValueRecord()}:2===t?{posFormat:2,coverage:this.parsePointer(Parser.coverage),values:this.parseValueRecordList()}:void check.assert(!1,"0x"+e.toString(16)+": GPOS lookup type 1 format must be 1 or 2.")},subtableParsers$1[2]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();check.assert(1===t||2===t,"0x"+e.toString(16)+": GPOS lookup type 2 format must be 1 or 2.");var a=this.parsePointer(Parser.coverage),i=this.parseUShort(),n=this.parseUShort();if(1===t)return{posFormat:t,coverage:a,valueFormat1:i,valueFormat2:n,pairSets:this.parseList(Parser.pointer(Parser.list((function(){return{secondGlyph:this.parseUShort(),value1:this.parseValueRecord(i),value2:this.parseValueRecord(n)}}))))};if(2===t){var r=this.parsePointer(Parser.classDef),s=this.parsePointer(Parser.classDef),o=this.parseUShort(),l=this.parseUShort();return{posFormat:t,coverage:a,valueFormat1:i,valueFormat2:n,classDef1:r,classDef2:s,class1Count:o,class2Count:l,classRecords:this.parseList(o,Parser.list(l,(function(){return{value1:this.parseValueRecord(i),value2:this.parseValueRecord(n)}})))}}},subtableParsers$1[3]=function(){return{error:"GPOS Lookup 3 not supported"}},subtableParsers$1[4]=function(){return{error:"GPOS Lookup 4 not supported"}},subtableParsers$1[5]=function(){return{error:"GPOS Lookup 5 not supported"}},subtableParsers$1[6]=function(){return{error:"GPOS Lookup 6 not supported"}},subtableParsers$1[7]=function(){return{error:"GPOS Lookup 7 not supported"}},subtableParsers$1[8]=function(){return{error:"GPOS Lookup 8 not supported"}},subtableParsers$1[9]=function(){return{error:"GPOS Lookup 9 not supported"}};var subtableMakers$1=new Array(10);function makeGposTable(e){return new table.Table("GPOS",[{name:"version",type:"ULONG",value:65536},{name:"scripts",type:"TABLE",value:new table.ScriptList(e.scripts)},{name:"features",type:"TABLE",value:new table.FeatureList(e.features)},{name:"lookups",type:"TABLE",value:new table.LookupList(e.lookups,subtableMakers$1)}])}var gpos={parse:parseGposTable,make:makeGposTable};function parseWindowsKernTable(e){var t={};e.skip("uShort");var a=e.parseUShort();check.argument(0===a,"Unsupported kern sub-table version."),e.skip("uShort",2);var i=e.parseUShort();e.skip("uShort",3);for(var n=0;n<i;n+=1){var r=e.parseUShort(),s=e.parseUShort(),o=e.parseShort();t[r+","+s]=o}return t}function parseMacKernTable(e){var t={};e.skip("uShort"),e.parseULong()>1&&console.warn("Only the first kern subtable is supported."),e.skip("uLong");var a=255&e.parseUShort();if(e.skip("uShort"),0===a){var i=e.parseUShort();e.skip("uShort",3);for(var n=0;n<i;n+=1){var r=e.parseUShort(),s=e.parseUShort(),o=e.parseShort();t[r+","+s]=o}}return t}function parseKernTable(e,t){var a=new parse.Parser(e,t),i=a.parseUShort();if(0===i)return parseWindowsKernTable(a);if(1===i)return parseMacKernTable(a);throw new Error("Unsupported kern table version ("+i+").")}var kern={parse:parseKernTable};function parseLocaTable(e,t,a,i){for(var n=new parse.Parser(e,t),r=i?n.parseUShort:n.parseULong,s=[],o=0;o<a+1;o+=1){var l=r.call(n);i&&(l*=2),s.push(l)}return s}var loca={parse:parseLocaTable};function loadFromFile(e,t){require("fs").readFile(e,(function(e,a){if(e)return t(e.message);t(null,nodeBufferToArrayBuffer(a))}))}function loadFromUrl(e,t){var a=new XMLHttpRequest;a.open("get",e,!0),a.responseType="arraybuffer",a.onload=function(){return a.response?t(null,a.response):t("Font could not be loaded: "+a.statusText)},a.onerror=function(){t("Font could not be loaded")},a.send()}function parseOpenTypeTableEntries(e,t){for(var a=[],i=12,n=0;n<t;n+=1){var r=parse.getTag(e,i),s=parse.getULong(e,i+4),o=parse.getULong(e,i+8),l=parse.getULong(e,i+12);a.push({tag:r,checksum:s,offset:o,length:l,compression:!1}),i+=16}return a}function parseWOFFTableEntries(e,t){for(var a=[],i=44,n=0;n<t;n+=1){var r,s=parse.getTag(e,i),o=parse.getULong(e,i+4),l=parse.getULong(e,i+8),c=parse.getULong(e,i+12);r=l<c&&"WOFF",a.push({tag:s,offset:o,compression:r,compressedLength:l,length:c}),i+=20}return a}function uncompressTable(e,t){if("WOFF"===t.compression){var a=new Uint8Array(e.buffer,t.offset+2,t.compressedLength-2),i=new Uint8Array(t.length);if(tinyInflate(a,i),i.byteLength!==t.length)throw new Error("Decompression error: "+t.tag+" decompressed length doesn't match recorded length");return{data:new DataView(i.buffer,0),offset:0}}return{data:e,offset:t.offset}}function parseBuffer(e,t){var a,i;t=null==t?{}:t;var n,r,s,o,l,c,d,h,p,u,m,g,f,b=new Font({empty:!0}),U=new DataView(e,0),E=[],w=parse.getTag(U,0);if(w===String.fromCharCode(0,1,0,0)||"true"===w||"typ1"===w)b.outlinesFormat="truetype",E=parseOpenTypeTableEntries(U,n=parse.getUShort(U,4));else if("OTTO"===w)b.outlinesFormat="cff",E=parseOpenTypeTableEntries(U,n=parse.getUShort(U,4));else{if("wOFF"!==w)throw new Error("Unsupported OpenType signature "+w);var y=parse.getTag(U,4);if(y===String.fromCharCode(0,1,0,0))b.outlinesFormat="truetype";else{if("OTTO"!==y)throw new Error("Unsupported OpenType flavor "+w);b.outlinesFormat="cff"}E=parseWOFFTableEntries(U,n=parse.getUShort(U,12))}for(var v=0;v<n;v+=1){var T=E[v],S=void 0;switch(T.tag){case"cmap":S=uncompressTable(U,T),b.tables.cmap=cmap.parse(S.data,S.offset),b.encoding=new CmapEncoding(b.tables.cmap);break;case"cvt ":S=uncompressTable(U,T),f=new parse.Parser(S.data,S.offset),b.tables.cvt=f.parseShortList(T.length/2);break;case"fvar":s=T;break;case"fpgm":S=uncompressTable(U,T),f=new parse.Parser(S.data,S.offset),b.tables.fpgm=f.parseByteList(T.length);break;case"head":S=uncompressTable(U,T),b.tables.head=head.parse(S.data,S.offset),b.unitsPerEm=b.tables.head.unitsPerEm,a=b.tables.head.indexToLocFormat;break;case"hhea":S=uncompressTable(U,T),b.tables.hhea=hhea.parse(S.data,S.offset),b.ascender=b.tables.hhea.ascender,b.descender=b.tables.hhea.descender,b.numberOfHMetrics=b.tables.hhea.numberOfHMetrics;break;case"hmtx":h=T;break;case"ltag":S=uncompressTable(U,T),i=ltag.parse(S.data,S.offset);break;case"maxp":S=uncompressTable(U,T),b.tables.maxp=maxp.parse(S.data,S.offset),b.numGlyphs=b.tables.maxp.numGlyphs;break;case"name":m=T;break;case"OS/2":S=uncompressTable(U,T),b.tables.os2=os2.parse(S.data,S.offset);break;case"post":S=uncompressTable(U,T),b.tables.post=post.parse(S.data,S.offset),b.glyphNames=new GlyphNames(b.tables.post);break;case"prep":S=uncompressTable(U,T),f=new parse.Parser(S.data,S.offset),b.tables.prep=f.parseByteList(T.length);break;case"glyf":o=T;break;case"loca":u=T;break;case"CFF ":r=T;break;case"kern":p=T;break;case"GDEF":l=T;break;case"GPOS":c=T;break;case"GSUB":d=T;break;case"meta":g=T}}var _=uncompressTable(U,m);if(b.tables.name=_name.parse(_.data,_.offset,i),b.names=b.tables.name,o&&u){var C=0===a,I=uncompressTable(U,u),x=loca.parse(I.data,I.offset,b.numGlyphs,C),A=uncompressTable(U,o);b.glyphs=glyf.parse(A.data,A.offset,x,b,t)}else{if(!r)throw new Error("Font doesn't contain TrueType or CFF outlines.");var k=uncompressTable(U,r);cff.parse(k.data,k.offset,b,t)}var O=uncompressTable(U,h);if(hmtx.parse(b,O.data,O.offset,b.numberOfHMetrics,b.numGlyphs,b.glyphs,t),addGlyphNames(b,t),p){var R=uncompressTable(U,p);b.kerningPairs=kern.parse(R.data,R.offset)}else b.kerningPairs={};if(l){var M=uncompressTable(U,l);b.tables.gdef=gdef.parse(M.data,M.offset)}if(c){var 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commonjsGlobal="undefined"!=typeof globalThis?globalThis:"undefined"!=typeof window?window:"undefined"!=typeof global?global:"undefined"!=typeof self?self:{};function getDefaultExportFromCjs(e){return e&&e.__esModule&&Object.prototype.hasOwnProperty.call(e,"default")?e.default:e}var es6PromisePool={exports:{}};es6PromisePool.exports,function(e,t){e.exports=function(){var e=function(){this._listeners={}};e.prototype.addEventListener=function(e,t){this._listeners[e]=this._listeners[e]||[],this._listeners[e].indexOf(t)<0&&this._listeners[e].push(t)},e.prototype.removeEventListener=function(e,t){if(this._listeners[e]){var a=this._listeners[e].indexOf(t);a>=0&&this._listeners[e].splice(a,1)}},e.prototype.dispatchEvent=function(e){if(this._listeners[e.type]&&this._listeners[e.type].length)for(var t=this._listeners[e.type].slice(),a=0,i=t.length;a<i;++a)t[a].call(this,e)};var t=function(e){var t=!1;return{next:function(){return 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this._size},i.prototype.active=function(){return!!this._promise},i.prototype.promise=function(){return this._promise},i.prototype.start=function(){var e=this,t=this._options.promise;return this._promise=new t((function(t,a){e._callbacks={reject:a,resolve:t},e._proceed()})),this._promise},i.prototype._fireEvent=function(e,t){this.dispatchEvent(new a(this,e,t))},i.prototype._settle=function(e){e?this._callbacks.reject(e):this._callbacks.resolve(),this._promise=null,this._callbacks=null},i.prototype._onPooledPromiseFulfilled=function(e,t){this._size--,this.active()&&(this._fireEvent("fulfilled",{promise:e,result:t}),this._proceed())},i.prototype._onPooledPromiseRejected=function(e,t){this._size--,this.active()&&(this._fireEvent("rejected",{promise:e,error:t}),this._settle(t||new Error("Unknown error")))},i.prototype._trackPromise=function(e){var t=this;e.then((function(a){t._onPooledPromiseFulfilled(e,a)}),(function(a){t._onPooledPromiseRejected(e,a)})).catch((function(e){t._settle(new Error("Promise processing failed: "+e))}))},i.prototype._proceed=function(){if(!this._done){for(var e={done:!1};this._size<this._concurrency&&!(e=this._iterator.next()).done;)this._size++,this._trackPromise(e.value);this._done=null===e||!!e.done}this._done&&0===this._size&&this._settle()},i.PromisePoolEvent=a,i.PromisePool=i,i}()}(es6PromisePool,es6PromisePool.exports);var es6PromisePoolExports=es6PromisePool.exports,Pool=getDefaultExportFromCjs(es6PromisePoolExports);class VersionMismatchPrompt extends obsidian_module.Modal{plugin;resolvePromise;promise;resolved;isDirty=!1;constructor(e){super(e.app),this.plugin=e}async start(){return this.promise=new Promise((e=>{this.resolvePromise=e})),await this.plugin.loadSettings(),this.buildUI(),this.open(),this.promise}buildUI(){const{contentEl:e}=this;e.empty();const 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i=e.createDiv({cls:"ex-version-mismatch-buttons"}),n=i.createEl("button",{text:t$d("VERSION_MISMATCH_REDOWNLOAD")});n.addEventListener("click",(()=>{this.resolved=!0,this.close()})),i.createEl("button",{text:t$d("VERSION_MISMATCH_IGNORE")}).addEventListener("click",(()=>{this.resolved=!1,this.close()})),i.style.display="flex",i.style.gap="0.5rem",i.style.marginTop="1rem",n.style.backgroundColor="var(--interactive-accent)",n.style.color="var(--text-on-accent)"}async onClose(){super.onClose(),this.isDirty&&await this.plugin.saveSettings(),this.resolved?this.resolvePromise&&this.resolvePromise(!0):this.resolvePromise&&this.resolvePromise(!1)}}let versionMismatchChecked=!1;async function checkVersionMismatch(e){if(!versionMismatchChecked&&e.manifest.version!==PLUGIN_VERSION){versionMismatchChecked=!0;const t=new VersionMismatchPrompt(e);await t.start()&&(e.manifest.version=PLUGIN_VERSION,await e.app.setting.open(),e.app.setting.openTabById("community-plugins"))}}let versionUpdateCheckTimer=null,versionUpdateChecked=!1;async function checkExcalidrawVersion(){if(!versionUpdateChecked){versionUpdateChecked=!0;try{const e=async()=>JSON.parse(await obsidian_module.request({url:"https://api.github.com/repos/zsviczian/obsidian-excalidraw-plugin/releases?per_page=15&page=1"})),t=(await e()).filter((e=>!e.draft&&!e.prerelease)).map((e=>({version:e.tag_name,published:new Date(e.published_at)}))).filter((e=>e.version.match(/^\d+\.\d+\.\d+$/))).sort(((e,t)=>t.published-e.published))[0].version;isVersionNewerThanOther(t,PLUGIN_VERSION)&&new obsidian_module.Notice(t$d("UPDATE_AVAILABLE")+` ${t}`),await checkScriptUpdates()}catch(e){console.log({where:"Utils/checkExcalidrawVersion",error:e})}versionUpdateCheckTimer=window.setTimeout((()=>{versionUpdateChecked=!1,versionUpdateCheckTimer=null}),288e5)}}async function checkScriptUpdates(){try{if(!EXCALIDRAW_PLUGIN?.settings?.scriptFolderPath)return;const 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RegExp(`(.{1,${t}})(\\s+|$\\n?)|([^\\s]{1,${t+i}})(\\s+|$\\n?)?`,"gm"),s=e.matchAll(r);let o;for(;!(o=s.next()).done;){n+=o.value[1]?o.value[1].trimEnd():o.value[3].trimEnd();const e=(o.value[2]?o.value[2].split("\n").length-1:0)+(o.value[4]?o.value[4].split("\n").length-1:0);n+="\n".repeat(e),0===e&&(n+="\n")}return n.replace(/\n$/,"")}function rotatedDimensions(e){const t=getCommonBoundingBox([e]);return[t.minX,t.minY,t.maxX-t.minX,t.maxY-t.minY]}async function getDataURL(e,t){return new Promise(((a,i)=>{const n=new FileReader;n.onload=()=>{const e=n.result;a(e)},n.onerror=e=>i(e),n.readAsDataURL(new Blob([new Uint8Array(e)],{type:t}))}))}async function getFontDataURL(e,t,a,i){let n="",r="",s="";const o=e.metadataCache.getFirstLinkpathDest(t,a);if(o){const t=await e.vault.readBinary(o);let a="",l="";switch(o.extension){case"woff":a="application/font-woff",l="woff";break;case"woff2":a="font/woff2",l="woff2";break;case"ttf":a="font/ttf",l="truetype";break;case"otf":a="font/otf",l="opentype";break;default:a="application/octet-stream"}r=i??o.basename,s=await getDataURL(t,a);const c=s.split(";base64,",2);s=`${c[0]};charset=utf-8;base64,${c[1]}`,n=` @font-face {font-family: "${r}";src: url("${s}") format("${l}")}`}return{fontDef:n,fontName:r,dataURL:s}}function svgToBase64(e){const t=e.replaceAll("&nbsp;"," "),a=encodeURIComponent(t).replace(/%([0-9A-F]{2})/g,((e,t)=>String.fromCharCode(parseInt(t,16))));return`data:image/svg+xml;base64,${btoa(a)}`}async function getBinaryFileFromDataURL(e){if(!e)return null;if(e.match(/^(https?|ftp):\/\/[^\s/$.?#].[^\s]*$/i)){const t=e,a=getURLImageExtension(t),i=getMimeType(a);e=await getDataURLFromURL(t,i)}const t=e.matchAll(/base64,(.*)/g).next();if(!t.value)return null;const a=window.atob(t.value[1]),i=a.length,n=new Uint8Array(i);for(let e=0;e<i;e++)n[e]=a.charCodeAt(e);return n.buffer}async function getSVG(e,t,a,i){let n=e.elements;n.some((e=>"embeddable"===e.type))&&(n=JSON.parse(JSON.stringify(n)),n.filter((e=>"embeddable"===e.type)).forEach((t=>{t.link=generateEmbeddableLink(t.link,e.appState?.theme??"light")}))),n=i?updateElementLinksToObsidianLinks({elements:n,hostFile:i}):n;try{let r;if(t.isMask){const t=new CropImage(n,e.files);r=await t.getCroppedSVG(),t.destroy()}else r=await exportToSvg({elements:n.filter((e=>!0!==e.isDeleted)),appState:{...e.appState,exportBackground:t.withBackground,exportWithDarkMode:!!t.withTheme&&"light"!==e.appState?.theme,...t.frameRendering?{frameRendering:t.frameRendering}:{}},files:e.files,exportPadding:t.frameRendering?.enabled?0:a,exportingFrame:null,renderEmbeddables:!0,skipInliningFonts:t.skipInliningFonts});return r&&(r.addClass("excalidraw-svg"),i instanceof obsidian_module.TFile)&&getFileCSSClasses(i).forEach((e=>r.addClass(e))),r}catch(e){return null}}function filterFiles(e){let t={};return Object.entries(e).forEach((([e,a])=>{a.dataURL.startsWith("http")||(t[e]=a)})),t}async function getPNG(e,t,a,i=1){try{if(t.isMask){const t=new CropImage(e.elements,e.files),a=await t.getCroppedPNG();return t.destroy(),a}return await exportToBlob({elements:e.elements.filter((e=>!0!==e.isDeleted)),appState:{...e.appState,exportBackground:t.withBackground,exportWithDarkMode:!!t.withTheme&&"light"!==e.appState?.theme,...t.frameRendering?{frameRendering:t.frameRendering}:{}},files:filterFiles(e.files),exportPadding:t.frameRendering?.enabled?0:a,mimeType:"image/png",getDimensions:(e,t)=>({width:e*i,height:t*i,scale:i})})}catch(e){return new obsidian_module.Notice(t$d("ERROR_PNG_TOO_LARGE")),errorlog({where:"Utils.getPNG",error:e}),null}}async function getQuickImagePreview(e,t,a){if(!e.settings.displayExportedImageIfAvailable)return null;const i=getIMGFilename(t,a),n=e.app.vault.getAbstractFileByPath(i);return n&&n instanceof obsidian_module.TFile?"png"===a?await e.app.vault.readBinary(n):await e.app.vault.read(n):null}async function getImageSize(e){return new Promise(((t,a)=>{const i=new Image;i.onload=()=>{t({height:i.naturalHeight,width:i.naturalWidth})},i.onerror=a,i.src=e}))}function addAppendUpdateCustomData(e,t){if(!t)return e;e.customData||(e.customData={});for(const a in t)void 0!==t[a]?e.customData[a]=t[a]:delete e.customData[a];return e}function scaleLoadedImage(e,t){let a=!1;if(!t||!e)return{dirty:a,scene:e};for(const i of t.filter((e=>{if(!Boolean(EXCALIDRAW_PLUGIN))return!0;const t=EXCALIDRAW_PLUGIN.filesMaster.get(e.id);if(!t)return!0;const a=EXCALIDRAW_PLUGIN.app.vault.getAbstractFileByPath(t.path.replace(/#.*$/,"").replace(/\|.*$/,""));return!(!a||a instanceof obsidian_module.TFolder)&&("md"===a.extension||EXCALIDRAW_PLUGIN.isExcalidrawFile(a))}))){const[t,n]=[i.size.width,i.size.height],r=t/n;e.elements.filter((e=>"image"===e.type&&e.fileId===i.id)).forEach((e=>{const[s,o]=[e.width,e.height],l=i.shouldScale,c=e.crop,d=Boolean(c);if((e.customData?.isAnchored&&i.shouldScale||!e.customData?.isAnchored&&!i.shouldScale)&&(addAppendUpdateCustomData(e,i.shouldScale?{isAnchored:!1}:{isAnchored:!0}),a=!0),d){if(c.naturalWidth!==t||c.naturalHeight!==n){if(a=!0,e.crop.y+=(n-c.naturalHeight)/2,t<c.width){const a=e.width/c.width;e.crop.x=0,e.crop.width=t,e.width=t*a}else{const a=c.x/(c.naturalWidth-c.x-c.width),i=t-c.width;e.crop.x=a*i/(1+a),e.crop.x+c.width>t&&(e.crop.x=(t-c.width)/2)}if(n<c.height){const t=e.height/c.height;e.crop.y=0,e.crop.height=n,e.height=n*t}else{const t=c.y/(c.naturalHeight-c.y-c.height),a=n-c.height;e.crop.y=t*a/(1+t),e.crop.y+c.height>n&&(e.crop.y=(n-c.height)/2)}e.crop.naturalWidth=t,e.crop.naturalHeight=n,e.crop.width===t&&e.crop.height===n&&(e.crop=null)}}else if(l){if(r!==s/o){a=!0;const i=Math.sqrt(s*o*n/t),r=Math.sqrt(s*o*t/n);e.height=i,e.width=r,e.y+=(o-i)/2,e.x+=(s-r)/2}}else s===t&&o===n||(a=!0,e.height=n,e.width=t,e.y+=(o-n)/2,e.x+=(s-t)/2)}))}return{dirty:a,scene:e}}function setDocLeftHandedMode(e,t){const a=t.createElement("style");a.id="excalidraw-left-handed",a.textContent=".excalidraw .App-bottom-bar{justify-content:flex-end;}";const i=t.getElementById(a.id);i&&t.head.removeChild(i),e&&t.head.appendChild(a)}function setLeftHandedMode(e){const t=new Set;EXCALIDRAW_PLUGIN.app.workspace.iterateAllLeaves((a=>{const i=DEVICE.isMobile?document:a.view.containerEl.ownerDocument;i&&(t.has(i)||(t.add(i),setDocLeftHandedMode(e,i)))}))}function calculateTrayModeValue(e){const{defaultTrayMode:t,compactModeOnTablets:a}=e;return DEVICE.isTablet?!a&&t:t}function setTrayMode(e,t){const a=calculateTrayModeValue(t);getExcalidrawViews(e).forEach((e=>e.setTrayMode(a)))}function getLinkParts(e,t){const a=e.match(/(^[^#\|]*)#?(\^)?([^\|]*)?\|?(\d*)x?(\d*)/),i="^"===a[2];let n=parseInt(a[3]?.match(/page=(\d*)/)?.[1]);return n=isNaN(n)?null:n,{original:e,path:t&&""===a[1]?t.path:a[1],isBlockRef:i,ref:a[3]?.match(/^page=\d*$/i)?a[3]:i?cleanBlockRef(a[3]):cleanSectionHeading(a[3]),width:a[4]?parseInt(a[4]):void 0,height:a[5]?parseInt(a[5]):void 0,page:n}}async function compressAsync(e){return await runCompressionWorker(e,"compress")}function compress(e){const t=LZString.compressToBase64(e);let a="";for(let e=0;e<t.length;e+=256)a+=t.slice(e,e+256)+"\n\n";return a.trim()}function decompress(e,t=!1){let a="";const i=e.length;for(let t=0;t<i;t++){const i=e[t];"\n"!==i&&"\r"!==i&&(a+=i)}return LZString.decompressFromBase64(a)}function isMaskFile(e,t){if(t){const a=e.app.metadataCache.getFileCache(t);if(a?.frontmatter&&null!==a.frontmatter[FRONTMATTER_KEYS.mask.name]&&void 0!==a.frontmatter[FRONTMATTER_KEYS.mask.name])return Boolean(a.frontmatter[FRONTMATTER_KEYS.mask.name])}return!1}function hasExportTheme(e,t){if(t){const a=e.app.metadataCache.getFileCache(t);if(a?.frontmatter&&null!==a.frontmatter[FRONTMATTER_KEYS["export-dark"].name]&&void 0!==a.frontmatter[FRONTMATTER_KEYS["export-dark"].name])return!0}return!1}function getExportTheme(e,t,a){if(t){const a=e.app.metadataCache.getFileCache(t);if(a?.frontmatter&&null!==a.frontmatter[FRONTMATTER_KEYS["export-dark"].name]&&void 0!==a.frontmatter[FRONTMATTER_KEYS["export-dark"].name])return a.frontmatter[FRONTMATTER_KEYS["export-dark"].name]?"dark":"light"}return e.settings.exportWithTheme?a:"light"}function shouldEmbedScene(e,t){if(t){const a=e.app.metadataCache.getFileCache(t);if(a?.frontmatter&&null!==a.frontmatter[FRONTMATTER_KEYS["export-embed-scene"].name]&&void 0!==a.frontmatter[FRONTMATTER_KEYS["export-embed-scene"].name])return a.frontmatter[FRONTMATTER_KEYS["export-embed-scene"].name]}return e.settings.exportEmbedScene}function hasExportBackground(e,t){if(t){const a=e.app.metadataCache.getFileCache(t);if(a?.frontmatter&&null!==a.frontmatter[FRONTMATTER_KEYS["export-transparent"].name]&&void 0!==a.frontmatter[FRONTMATTER_KEYS["export-transparent"].name])return!0}return!1}function getWithBackground(e,t){if(t){const a=e.app.metadataCache.getFileCache(t);if(a?.frontmatter&&null!==a.frontmatter[FRONTMATTER_KEYS["export-transparent"].name]&&void 0!==a.frontmatter[FRONTMATTER_KEYS["export-transparent"].name])return!a.frontmatter[FRONTMATTER_KEYS["export-transparent"].name]}return e.settings.exportWithBackground}function getExportPadding(e,t){if(t){const a=e.app.metadataCache.getFileCache(t);if(!a?.frontmatter)return e.settings.exportPaddingSVG;if(null!==a.frontmatter[FRONTMATTER_KEYS["export-padding"].name]&&void 0!==a.frontmatter[FRONTMATTER_KEYS["export-padding"].name]){const e=parseInt(a.frontmatter[FRONTMATTER_KEYS["export-padding"].name]);if(!isNaN(e))return e}if(null!==a.frontmatter[FRONTMATTER_KEYS["export-svgpadding"].name]&&void 0!==a.frontmatter[FRONTMATTER_KEYS["export-svgpadding"].name]){const e=parseInt(a.frontmatter[FRONTMATTER_KEYS["export-svgpadding"].name]);if(!isNaN(e))return e}}return e.settings.exportPaddingSVG}function getPNGScale(e,t){if(t){const a=e.app.metadataCache.getFileCache(t);if(a?.frontmatter&&null!==a.frontmatter[FRONTMATTER_KEYS["export-pngscale"].name]&&void 0!==a.frontmatter[FRONTMATTER_KEYS["export-pngscale"].name]){const e=parseFloat(a.frontmatter[FRONTMATTER_KEYS["export-pngscale"].name]);if(!isNaN(e)&&e>0)return e}}return e.settings.pngExportScale}function isVersionNewerThanOther(e,t){if(!e||!t)return!0;const a=e.match(/(\d*)\.(\d*)\.(\d*)/),i=t.match(/(\d*)\.(\d*)\.(\d*)/);return Boolean(a&&4===a.length&&i&&4===i.length&&!(isNaN(parseInt(a[1]))||isNaN(parseInt(a[2]))||isNaN(parseInt(a[3])))&&!(isNaN(parseInt(i[1]))||isNaN(parseInt(i[2]))||isNaN(parseInt(i[3])))&&(parseInt(a[1])>parseInt(i[1])||parseInt(a[1])>=parseInt(i[1])&&parseInt(a[2])>parseInt(i[2])||parseInt(a[1])>=parseInt(i[1])&&parseInt(a[2])>=parseInt(i[2])&&parseInt(a[3])>parseInt(i[3])))}function getEmbeddedFilenameParts(e){const t=e?.match(/([^#\^]*)((#\^)(group=|area=|frame=|clippedframe=|taskbone)?([^\|]*)|(#)(group=|area=|frame=|clippedframe=|taskbone)?([^\^\|]*))(.*)/);return t?{filepath:t[1],hasBlockref:Boolean(t[3]),hasGroupref:"group="===t[4]||"group="===t[7],hasTaskbone:"taskbone"===t[4]||"taskbone"===t[7],hasArearef:"area="===t[4]||"area="===t[7],hasFrameref:"frame="===t[4]||"frame="===t[7],hasClippedFrameref:"clippedframe="===t[4]||"clippedframe="===t[7],blockref:t[5],hasSectionref:Boolean(t[6]),sectionref:t[8],linkpartReference:t[2],linkpartAlias:t[9]}:{filepath:e,hasBlockref:!1,hasGroupref:!1,hasTaskbone:!1,hasArearef:!1,hasFrameref:!1,hasClippedFrameref:!1,blockref:"",hasSectionref:!1,sectionref:"",linkpartReference:"",linkpartAlias:""}}function isImagePartRef(e){return e.hasGroupref||e.hasArearef||e.hasFrameref||e.hasClippedFrameref}function fragWithHTML(e){return createFragment((t=>t.createDiv().innerHTML=e))}function errorlog(e){console.error({plugin:"Excalidraw",...e})}async function sleep$1(e){return new Promise((t=>setTimeout(t,e)))}function _getContainerElement(e,t){return e&&t?.elements&&"text"===e.type&&e.containerId?getContainerElement(e,arrayToMap(t.elements)):null}function arrayToMap(e){return e instanceof Map?e:e.reduce(((e,t)=>(e.set("string"==typeof t?t:t.id,t),e)),new Map)}function updateFrontmatterInString(e,t){if(!e||!t)return e;for(const a of t){const t=new RegExp(`${a[0]}:\\s.*\\n`,"g");e=e.match(t)?e.replaceAll(t,`${a[0]}: ${a[1]}\n`):e.replace(/^---\n/,`---\n${a[0]}: ${a[1]}\n`)}return e}function isHyperLink(e){return e&&!e.includes("\n")&&!e.includes("\r")&&e.match(/^https?:(\d*)?\/\/[^\s]*$/)}function isContainer(e){return"arrow"!==e.type&&e.boundElements?.map((e=>e.type)).includes("text")}function hyperlinkIsImage(e){isHyperLink(e);const t=e.split("?")[0];return IMAGE_TYPES.contains(t.substring(t.lastIndexOf(".")+1))}function getFilePathFromObsidianURL(e){if(!e)return null;if(!e.startsWith("obsidian://"))return null;try{const t=new URL(e).searchParams.get("file");return t?decodeURIComponent(t):null}catch{return null}}function hyperlinkIsYouTubeLink(e){return isHyperLink(e)&&(e.startsWith("https://youtu.be")||e.startsWith("https://www.youtube.com")||e.startsWith("https://youtube.com")||e.startsWith("https//www.youtu.be"))&&null!==e.match(/(youtu.be\/|v=)([^?\/\&]*)/)}async function getYouTubeThumbnailLink(e){const t=e.match(/(youtu.be\/|v=)([^?\/\&]*)/);if(!t||!t[2])return null;const a=t[2];let i=`https://i.ytimg.com/vi/${a}/maxresdefault.jpg`,n=await obsidian_module.requestUrl({url:i,method:"get",contentType:"image/jpeg",throw:!1});return n&&200===n.status?i:(i=`https://i.ytimg.com/vi/${a}/hq720.jpg`,n=await obsidian_module.requestUrl({url:i,method:"get",contentType:"image/jpeg",throw:!1}),n&&200===n.status?i:(i=`https://i.ytimg.com/vi/${a}/mqdefault.jpg`,n=await obsidian_module.requestUrl({url:i,method:"get",contentType:"image/jpeg",throw:!1}),n&&200===n.status?i:`https://i.ytimg.com/vi/${a}/default.jpg`))}function isCallerFromTemplaterPlugin(e){const t=e.split("\n");for(const e of t)if(e.trim().startsWith("at Templater."))return!0;return!1}function convertSVGStringToElement(e){const t=document.createElement("div");t.innerHTML=e;const a=t.firstChild;if(a instanceof SVGSVGElement)return a}function escapeRegExp(e){return e.replace(/[.*+?^${}()|[\]\\]/g,"\\$&")}async function addYouTubeThumbnail(e,t,a,i="settings"){const n=e.createDiv({cls:`excalidraw-videoWrapper ${i}`}),r=await getYouTubeThumbnailLink(`https://www.youtube.com/watch?v=${t}`);n.createEl("a",{attr:{href:"https://www.youtube.com/watch?v="+t+(a?"&t="+a:""),target:"_blank",rel:"noopener noreferrer"}}).createEl("img",{attr:{src:r||`https://i.ytimg.com/vi/${t}/default.jpg`,alt:"YouTube video thumbnail",style:"width: 100%; height: auto; cursor: pointer;"}})}async function getFontMetrics(e,t){try{const a=await opentype.load(e),i=a.unitsPerEm,n=a.ascender,r=a.descender;return{unitsPerEm:i,ascender:n,descender:r,lineHeight:(n-r)/i,fontName:a.names.fontFamily.en??t}}catch(e){return console.error("Error loading font:",e),null}}function cropCanvas(e,t,a={width:t.width,height:t.height}){const i=createEl("canvas");return i.width=a.width,i.height=a.height,i.getContext("2d").drawImage(e,t.left,t.top,t.width,t.height,0,0,a.width,a.height),i}async function promiseTry(e,...t){return new Promise((a=>{a(e(...t))}))}new Random(Date.now());class PromisePool{pool;entries={};constructor(e,t){this.pool=new Pool(e,t)}all(){const e=e=>{if(e.data.result){const[t,a]=e.data.result;this.entries[t]=a}};return this.pool.addEventListener("fulfilled",e),this.pool.start().then((()=>(setTimeout((()=>{this.pool.removeEventListener("fulfilled",e)})),Object.values(this.entries))))}}class WeakArray{weakArray=[];constructor(){}push(e){this.weakArray.push(new WeakRef(e))}forEach(e){this.weakArray.forEach(((t,a)=>{const i=t.deref();i&&e(i,a)}))}removeObjects(e){this.weakArray=this.weakArray.filter((t=>{const a=t.deref();return a&&!e.has(a)}))}clear(){this.weakArray=[]}}class ScriptEngine{plugin;app;scriptPath;scriptIconMap;eaInstances=new WeakArray;constructor(e){this.plugin=e,this.app=e.app,this.scriptIconMap={},this.loadScripts(),this.registerEventHandlers()}removeViewEAs(e){const t=new Set;this.eaInstances.forEach((a=>{a.targetView===e&&(t.add(a),a.destroy())})),this.eaInstances.removeObjects(t)}destroy(){this.eaInstances.forEach((e=>e.destroy())),this.eaInstances.clear(),this.eaInstances=null,this.scriptIconMap=null,this.plugin=null,this.scriptPath=null}handleSvgFileChange(e){if(!e.endsWith(".svg"))return;const t=this.app.vault.getAbstractFileByPath(getIMGFilename(e,"md"));t&&t instanceof obsidian_module.TFile&&(this.unloadScript(this.getScriptName(t),t.path),this.loadScript(t))}async deleteEventHandler(e){e instanceof obsidian_module.TFile&&e.path.startsWith(this.scriptPath)&&(this.unloadScript(this.getScriptName(e),e.path),this.handleSvgFileChange(e.path))}async createEventHandler(e){e instanceof obsidian_module.TFile&&e.path.startsWith(this.scriptPath)&&(this.loadScript(e),this.handleSvgFileChange(e.path))}async renameEventHandler(e,t){if(!(e instanceof obsidian_module.TFile))return;const a=t.startsWith(this.scriptPath),i=e.path.startsWith(this.scriptPath);a&&(this.unloadScript(this.getScriptName(t),t),this.handleSvgFileChange(t)),i&&(this.loadScript(e),this.handleSvgFileChange(e.path))}registerEventHandlers(){this.plugin.registerEvent(this.app.vault.on("delete",(e=>this.deleteEventHandler(e)))),this.plugin.registerEvent(this.app.vault.on("create",(e=>this.createEventHandler(e)))),this.plugin.registerEvent(this.app.vault.on("rename",((e,t)=>this.renameEventHandler(e,t))))}updateScriptPath(){this.scriptPath!==this.plugin.settings.scriptFolderPath&&(this.scriptPath&&this.unloadScripts(),this.loadScripts())}getListofScripts(){if(this.scriptPath=this.plugin.settings.scriptFolderPath,this.scriptPath&&(this.scriptPath=obsidian_module.normalizePath(this.scriptPath),this.app.vault.getAbstractFileByPath(this.scriptPath)))return this.app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath+"/")&&"md"===e.extension))}loadScripts(){this.getListofScripts()?.forEach((e=>this.loadScript(e)))}getScriptName(e){let t="",a="";e instanceof obsidian_module.TFile?(t=e.basename,a=e.path):(t=splitFolderAndFilename(e).basename,a=e);const i=a.split(`${this.scriptPath}/`)[1];i||console.warn(`ScriptEngine.getScriptName unexpected basename: ${t}; path: ${a}`);const n=i?.lastIndexOf("/");return n>-1?i.substring(0,n+1)+t:t}async addScriptIconToMap(e,t){const a=getIMGFilename(e,"svg"),i=this.app.vault.getAbstractFileByPath(a),n=i&&i instanceof obsidian_module.TFile?await this.app.vault.read(i):null;this.scriptIconMap={...this.scriptIconMap};const r=splitFolderAndFilename(t);this.scriptIconMap[e]={name:r.filename,group:r.folderpath,svgString:n},this.updateToolPannels()}loadScript(e){if("md"!==e.extension)return;const t=this.getScriptName(e);this.addScriptIconToMap(e.path,t),this.plugin.addCommand({id:t,name:`(Script) ${t}`,checkCallback:a=>{if(a)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const i=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!i&&((async()=>{const a=await this.app.vault.read(e);a&&this.executeScript(i,a,t,e)})(),!0)}})}unloadScripts(){const e=this.app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath)));e.forEach((e=>{this.unloadScript(this.getScriptName(e),e.path)}))}unloadScript(e,t){if(!t.endsWith(".md"))return;delete this.scriptIconMap[t],this.scriptIconMap={...this.scriptIconMap},this.updateToolPannels();const a=`${PLUGIN_ID}:${e}`;this.app.commands.commands[a]&&delete this.app.commands.commands[a]}async executeScript(e,t,a,i){if(!e||!t||!a)return;e.getScene().elements.some((e=>!e.isDeleted&&"text"===e.type&&e.id.length>8))&&await e.save(!1,!0),t=t.replace(/^---.*?---\n/gs,"");const n=getEA(e);this.eaInstances.push(n),n.activeScript=a;const r=Object.getPrototypeOf((async()=>{})).constructor;let s=null;return s=await new r("ea","utils",t)(n,{inputPrompt:(t,a,i,n,r,s,o,l,c,d)=>{if("object"==typeof t){const e=t;t=e.header,a=e.placeholder,i=e.value,n=e.buttons,r=e.lines,s=e.displayEditorButtons,o=e.customComponents,l=e.blockPointerInputOutsideModal,c=e.controlsOnTop,d=e.draggable}return ScriptEngine.inputPrompt(e,this.plugin,this.app,t,a,i,n,r,s,o,l,c,d)},suggester:(e,t,a,i)=>ScriptEngine.suggester(this.app,e,t,a,i),scriptFile:i}),s}updateToolPannels(){getExcalidrawViews(this.app).forEach((e=>{e.toolsPanelRef?.current?.updateScriptIconMap(this.scriptIconMap)}))}static async inputPrompt(e,t,a,i,n,r,s,o,l,c,d,h,p=!1){try{return await GenericInputPrompt.Prompt(e,t,a,i,n,r,s,o,l,c,d,h,p)}catch{return}}static async suggester(e,t,a,i,n){try{return await GenericSuggester.Suggest(e,t,a,i,n)}catch(e){return}}}async function insertImageToView(e,t,a,i,n=!0,r=!1){n&&e.clear(),e.style.strokeColor="transparent",e.style.backgroundColor="transparent";const s=e.getExcalidrawAPI();e.canvas.theme=s.getAppState().theme;const o=await e.addImage(t.x,t.y,a,i);return n&&await e.addElementsToView(r,!0,!0),o}function deleteAppStateKeys(e,[...t]){return t.forEach((t=>{delete e[t]})),e}async function insertEmbeddableToView(e,t,a,i,n=!0){n&&e.clear();const r=e.getExcalidrawAPI().getAppState();if(e.plugin.settings.embeddableMarkdownDefaults.backgroundMatchElement?e.style.backgroundColor=r.currentItemBackgroundColor:e.style.backgroundColor="transparent",e.plugin.settings.embeddableMarkdownDefaults.borderMatchElement?e.style.strokeColor=r.currentItemStrokeColor:e.style.strokeColor="transparent",a&&(IMAGE_TYPES.contains(a.extension)||e.isExcalidrawFile(a))&&!ANIMATED_IMAGE_TYPES.contains(a.extension))return await insertImageToView(e,t,i??a,void 0,n);{let r=MAX_IMAGE_SIZE;(a&&AUDIO_TYPES.contains(a.extension.toLowerCase())||i&&AUDIO_TYPES.contains(i.match(/\[\[[^\]]+?\.([^\.\]]+)]]/)?.[1]?.toLocaleLowerCase()))&&(e.style.strokeColor="transparent",e.style.backgroundColor="transparent",r=getAudioElementHeight());const s=e.addEmbeddable(t.x,t.y,MAX_IMAGE_SIZE,r,i,a);return n&&await e.addElementsToView(!1,!0,!0),s}}function getLinkTextFromLink(e){if(!e)return;if(e.match(REG_LINKINDEX_HYPERLINK))return;const t=REGEX_LINK.getRes(e).next();if(!t.value)return;const a=REGEX_LINK.getLink(t);return a.match(REG_LINKINDEX_HYPERLINK)?void 0:a}function openTagSearch(e,t,a){const i=REGEX_TAGS.getResList(e);if(!i.length||!i[0].value||i[0].value.length<2)return;const n=`tag:${i[0].value[1]}`,r=t.internalPlugins.getPluginById("global-search");if(r){const e=r.instance;e&&e.openGlobalSearch(n)}a&&a.isFullscreen()&&a.exitFullscreen()}function getLinkFromMarkdownLink(e){const t=/^\[[^\]]*]\(([^\)]*)\)/.exec(e);return t?t[1]:e}function openExternalLink(e,t,a){if((e=getLinkFromMarkdownLink(e)).match(/^cmd:\/\/.*/)){const a=e.replace("cmd://","");return t.commands.executeCommandById(a),!0}return!(e.startsWith("obsidian://")||!e.match(REG_LINKINDEX_HYPERLINK)||(window.open(e,"_blank"),0))}function parseObsidianLink(e,t,a=!0,i=!0){if(!e)return!1;if(e=getLinkFromMarkdownLink(e),!e?.startsWith("obsidian://"))return!1;const n=new URL(e),r=n.pathname.slice(2),s={};if(n.searchParams.forEach(((e,t)=>{s[t]=decodeURIComponent(e)})),"open"===r&&s.vault===t.vault.getName()){const e=s.file,i=t.metadataCache.getFirstLinkpathDest(e,"");if(i&&i instanceof obsidian_module.TFile)return a?`[[${i.path}]]`:i.path}return i&&window.open(e,"_blank"),!0}function getExcalidrawFileForwardLinks(e,t,a){let i="";const n=e.metadataCache.getLinks()[t.path];if(n&&n.length>0){const r=new Set;n.forEach((i=>{const n=getLinkParts(i.link),s=e.metadataCache.getFirstLinkpathDest(n.path,t.path);if(s&&s.path!==t.path){if(a.has(s.path))return;a.add(s.path),r.add(`[[${s.path}${n.ref?"#"+n.ref:""}|Second Order Link: ${s.basename}]]`)}})),i=[...r].join(" ")}return i}function getFrameBasedOnFrameNameOrId(e,t){const a=t.filter((e=>"frame"===e.type)).map((e=>({el:e,id:e.id,name:e.name??"Frame"}))).filter((t=>t.id===e||t.name===e)).map((e=>e.el));return 1===a.length?a[0]:null}async function addBackOfTheNoteCard(e,t,a=!0,i,n,r=!1,s){const o=e.data,l=getExcalidrawMarkdownHeaderSection(o),c=o.split(l)[1],d=c&&c.startsWith("%%"),h=l.match(/#\n+$/m),p=Boolean(h);e.data=o.replace(l,(p?l.substring(0,l.length-h[0].length):l)+`\n# ${t}\n\n${i?i+"\n\n":""}${d||p?"#\n":""}`),await e.forceSave(!0);let u,m=0;for(await sleep(200);m++<10&&!(u=(await e.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e.file)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!MD_EX_SECTIONS.includes(e.display))).map((e=>cleanSectionHeading(e.display))).find((e=>e===t)));)await sleep(200);const g=getEA(e);let{x:f,y:b}=s??g.targetView.currentPosition;if(r){const e=g.getViewCenterPosition();e&&(f=e.x-CARD_WIDTH/2,b=e.y-CARD_HEIGHT/2)}const U=g.addEmbeddable(f,b,CARD_WIDTH,CARD_HEIGHT,`[[${e.file.path}#${t}]]`,void 0,n);await g.addElementsToView(!r,!1,!0);const E=e.excalidrawAPI,w=g.getViewElements().find((e=>e.id===U));return E.selectElements([w]),a&&window.setTimeout((()=>{E.updateScene({appState:{activeEmbeddable:{element:w,state:"active"}},captureUpdate:CaptureUpdateAction.NEVER}),u&&e.getEmbeddableLeafElementById(w.id)?.editNode?.()}),200),g.destroy(),w.id}function renderContextMenuAction(e,t,a,i){return e.createElement("li",{key:nanoid$1(),onClick:()=>{i((()=>a()))}},e.createElement("button",{className:"context-menu-item"},e.createElement("div",{className:"context-menu-item__label"},t),e.createElement("kbd",{className:"context-menu-item__shortcut"},"")))}function tmpBruteForceCleanup(e){window.setTimeout((()=>{e&&Object.keys(e).forEach((t=>{delete e[t]}))}),500)}function isTextImageTransclusion(e,t,a){const i=e.trim().matchAll(/^!\[\[([^|\]]*)?.*?]]$|^!\[[^\]]*?]\((.*?)\)$/g).next();if(i?.value?.[0]){const e=i.value[1]??i.value[2],n=t.app.metadataCache.getFirstLinkpathDest(e?.split("#")[0],t.file.path);if(t.file===n)return e?.split("#")[1]&&!isImagePartRef(getEmbeddedFilenameParts(e))||new obsidian_module.Notice(t$d("RECURSIVE_INSERT_ERROR")),!1;if(n&&n instanceof obsidian_module.TFile){if(t.plugin.isExcalidrawFile(n)&&e?.split("#")[1]&&!isImagePartRef(getEmbeddedFilenameParts(e)))return!1;if("md"!==n.extension||t.plugin.isExcalidrawFile(n))return a(e,n),!0;new obsidian_module.Notice(t$d("USE_INSERT_FILE_MODAL"),5e3)}}return!1}function displayFontMessage(e){const t=new obsidian_module.Modal(e);t.onOpen=()=>{const e=t.contentEl;e.createEl("h2",{text:t$d("FONT_INFO_TITLE")});const a=t$d("FONT_INFO_DETAILED");e.createDiv({cls:"release-notes"}).innerHTML=a},t.open()}async function toggleImageAnchoring(e,t,a,i){const n=getEA(t);let r=t.getViewElements().find((t=>t.id===e.id));if(r){if(n.copyViewElementsToEAforEditing([r]),r=n.getElements()[0],r.customData||(r.customData={}),r.customData.isAnchored=a,a){const{height:e,width:t}=i.size,a=t-r.width,n=e-r.height;r.height=e,r.width=t,r.x-=a/2,r.y-=n/2}await n.addElementsToView(!1,!1),n.destroy()}else n.destroy()}function onLoadMessages(e,t,a){setTimeout((()=>{!(t.appState.frameRendering?.markerEnabled??1)&&t.elements.some((e=>"frame"===e.type&&"marker"===e.frameRole))&&new obsidian_module.Notice(t$d("MARKER_FRAME_RENDERING_DISABLED_NOTICE"))}))}class Prompt extends obsidian_module.Modal{prompt_text;default_value;placeholder;prompt_desc;promptEl;resolve;constructor(e,t,a,i,n){super(e),this.prompt_text=t,this.default_value=a,this.placeholder=i,this.prompt_desc=n}onOpen(){this.titleEl.setText(this.prompt_text),this.createForm()}onClose(){this.contentEl.empty()}createForm(){let e=this.contentEl.createDiv();e.addClass("excalidraw-prompt-div"),this.prompt_desc&&(e=e.createDiv(),e.style.width="100%",e.createEl("p").innerHTML=this.prompt_desc);const t=e.createEl("form");t.addClass("excalidraw-prompt-form"),t.type="submit",t.onsubmit=e=>{e.preventDefault(),this.resolve(this.promptEl.value),this.close()},this.promptEl=t.createEl("input"),this.promptEl.type="text",this.promptEl.placeholder=this.placeholder,this.promptEl.value=this.default_value??"",this.promptEl.addClass("excalidraw-prompt-input"),this.promptEl.select()}async openAndGetValue(e){this.resolve=e,this.open()}}class GenericInputPrompt extends obsidian_module.Modal{header;waitForClose;view;plugin;resolvePromise;rejectPromise;didSubmit=!1;inputComponent;input;buttons;lines=1;displayEditorButtons=!1;placeholder;selectionStart=0;selectionEnd=0;selectionUpdateTimer=0;customComponents;blockPointerInputOutsideModal=!1;controlsOnTop=!1;draggable=!1;cleanupDragListeners=null;static Prompt(e,t,a,i,n,r,s,o,l,c,d,h,p){return new GenericInputPrompt(e,t,a,i,n,r,s,o,l,c,d,h,p).waitForClose}constructor(e,t,a,i,n,r,s,o,l,c,d,h,p){super(a),this.header=i,this.view=e,this.plugin=t,this.placeholder=n,this.input=r,this.buttons=s,this.lines=o??1,this.displayEditorButtons=this.lines>1&&(l??!1),this.customComponents=c,this.blockPointerInputOutsideModal=d??!1,this.controlsOnTop=h??!1,this.draggable=p??!1,this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.display(),this.inputComponent.inputEl.focus(),this.open()}display(){this.contentEl.empty(),this.blockPointerInputOutsideModal&&(this.bgEl.style.pointerEvents=this.blockPointerInputOutsideModal?"none":"auto"),this.titleEl.textContent=this.header;const e=this.contentEl.createDiv();this.controlsOnTop?(this.customComponents?.(e),this.createButtonBar(e),this.inputComponent=this.createInputField(e,this.placeholder,this.input)):(this.inputComponent=this.createInputField(e,this.placeholder,this.input),this.customComponents?.(e),this.createButtonBar(e))}createInputField(e,t,a){const i=new obsidian_module.TextAreaComponent(e);i.inputEl.style.width="100%",i.inputEl.style.height=2*this.lines+"em",1===this.lines&&(i.inputEl.style.resize="none",i.inputEl.style.overflow="hidden"),i.setPlaceholder(t??"").setValue(a??"").onChange((e=>this.input=e));const n=()=>{this.selectionUpdateTimer=this.view.ownerWindow.setTimeout((()=>{this.selectionStart=this.inputComponent.inputEl.selectionStart,this.selectionEnd=this.inputComponent.inputEl.selectionEnd}),30)};return i.inputEl.addEventListener("keydown",this.keyDownCallback.bind(this)),i.inputEl.addEventListener("keyup",n.bind(this)),i.inputEl.addEventListener("pointerup",n.bind(this)),i.inputEl.addEventListener("touchend",n.bind(this)),i.inputEl.addEventListener("input",n.bind(this)),i.inputEl.addEventListener("paste",n.bind(this)),i.inputEl.addEventListener("cut",n.bind(this)),i.inputEl.addEventListener("select",n.bind(this)),i.inputEl.addEventListener("selectionchange",n.bind(this)),i}createButton(e,t,a,i="",n="5px"){const r=new obsidian_module.ButtonComponent(e);return r.buttonEl.style.padding="0.5em",r.buttonEl.style.marginLeft=n,r.setTooltip(i),r.setButtonText(t).onClick(a),r}createButtonBar(e){const t=e.createDiv();t.addClass("excalidraw-prompt-buttonbar-"+(this.controlsOnTop?"top":"bottom"));const a=t.createDiv(),i=t.createDiv();if(this.buttons&&this.buttons.length>0){let e=null;for(const t of this.buttons){const a=new obsidian_module.ButtonComponent(i);a.buttonEl.style.marginLeft="5px",t.tooltip&&a.setTooltip(t.tooltip),a.setButtonText(t.caption).onClick((e=>{const a=t.action(this.input);a&&(this.input=a),this.submit()})),e=e??a}e&&(e.setCta(),e.buttonEl.style.marginRight="0")}else this.createButton(i,"✅",this.submitClickCallback.bind(this)).setCta().buttonEl.style.marginRight="0";this.createButton(i,"❌",this.cancelClickCallback.bind(this),t$d("PROMPT_BUTTON_CANCEL")),this.displayEditorButtons&&(this.createButton(a,"⏎",(()=>this.insertStringBtnClickCallback("\n")),t$d("PROMPT_BUTTON_INSERT_LINE"),"0"),this.createButton(a,"⌫",this.delBtnClickCallback.bind(this),"Delete"),this.createButton(a,"⎵",(()=>this.insertStringBtnClickCallback(" ")),t$d("PROMPT_BUTTON_INSERT_SPACE")),this.createButton(a,"§",this.specialCharsBtnClickCallback.bind(this),t$d("PROMPT_BUTTON_SPECIAL_CHARS")),this.view&&this.createButton(a,"🔗",this.linkBtnClickCallback.bind(this),t$d("PROMPT_BUTTON_INSERT_LINK")),this.createButton(a,"🔠",this.uppercaseBtnClickCallback.bind(this),t$d("PROMPT_BUTTON_UPPERCASE")))}linkBtnClickCallback=()=>{this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),this.plugin.insertLinkDialog.start(this.view.file.path,(e=>{const t=this.inputComponent.inputEl.value;this.selectionStart>0&&" "!==t.slice(this.selectionStart-1,this.selectionStart)&&(e=" "+e),this.selectionStart<t.length&&" "!==t.slice(this.selectionStart,this.selectionStart+1)&&(e+=" ");const a=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+e+this.inputComponent.inputEl.value.slice(this.selectionStart);this.inputComponent.inputEl.value=a,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=this.selectionStart+e.length,this.selectionEnd=this.selectionStart+e.length,this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionStart)}))};insertStringBtnClickCallback=e=>{this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer);const t=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+e+this.inputComponent.inputEl.value.slice(this.selectionStart);this.inputComponent.inputEl.value=t,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=this.selectionStart+1,this.selectionEnd=this.selectionStart,this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionEnd)};delBtnClickCallback=()=>{if(this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),0===this.input.length)return;const e=this.selectionEnd>this.selectionStart?this.selectionStart:this.selectionStart>0?this.selectionStart-1:0,t=this.selectionEnd,a=this.inputComponent.inputEl.value.slice(0,e)+this.inputComponent.inputEl.value.slice(t);this.inputComponent.inputEl.value=a,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=e,this.selectionEnd=e,this.inputComponent.inputEl.setSelectionRange(e,e)};uppercaseBtnClickCallback=()=>{if(this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),this.selectionEnd===this.selectionStart)return;const e=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+this.inputComponent.inputEl.value.slice(this.selectionStart,this.selectionEnd).toUpperCase()+this.inputComponent.inputEl.value.slice(this.selectionEnd);this.inputComponent.inputEl.value=e,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionEnd)};submitClickCallback(){this.submit()}cancelClickCallback(){this.cancel()}keyDownCallback=e=>{("Enter"===e.key&&1===this.lines||isWinCTRLorMacCMD(e)&&"Enter"===e.key)&&(e.preventDefault(),this.submit()),this.displayEditorButtons&&"k"===e.key&&isWinCTRLorMacCMD(e)&&(e.preventDefault(),this.linkBtnClickCallback())};submit(){this.didSubmit=!0,this.close()}cancel(){this.close()}resolveInput(){this.didSubmit?this.resolvePromise(this.input):this.rejectPromise("No input given.")}removeInputListener(){this.inputComponent?.inputEl?.removeEventListener("keydown",this.keyDownCallback)}specialCharsBtnClickCallback=e=>{this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer);const t=document.querySelector(".excalidraw-special-chars-popup");if(t)return void t.remove();const a=document.createElement("div");a.className="excalidraw-special-chars-popup",a.style.position="absolute",a.style.zIndex="1000",a.style.background="var(--background-primary)",a.style.border="1px solid var(--background-modifier-border)",a.style.borderRadius="4px",a.style.padding="4px",a.style.boxShadow="0 2px 8px var(--background-modifier-box-shadow)",a.style.display="flex",a.style.flexWrap="wrap",a.style.maxWidth="200px";const i=e.target.getBoundingClientRect();a.style.top=`${i.bottom+5}px`,a.style.left=`${i.left}px`,[",",".",":",";","!","?",'"',"{","}","[","]","(",")"].forEach((e=>{const t=document.createElement("button");t.textContent=e,t.style.margin="2px",t.style.width="28px",t.style.height="28px",t.style.cursor="pointer",t.style.background="var(--interactive-normal)",t.style.border="none",t.style.borderRadius="4px",t.addEventListener("click",(()=>{this.insertStringBtnClickCallback(e),a.remove()})),a.appendChild(t)}));const n=t=>{a.contains(t.target)||e.target===t.target||(a.remove(),document.removeEventListener("click",n))};document.body.appendChild(a),setTimeout((()=>{document.addEventListener("click",n)}),10)};onOpen(){super.onOpen(),this.inputComponent.inputEl.focus(),this.inputComponent.inputEl.select(),this.draggable&&this.makeModalDraggable()}makeModalDraggable(){let e,t,a,i,n=!1,r=null,s=null;const o=this.modalEl,l=o.querySelector(".modal-titlebar")||o.querySelector(".modal-title")||o;l.style.cursor="move";const c=e=>{const t=e.target;if(t&&("SELECT"===t.tagName||"INPUT"===t.tagName||"TEXTAREA"===t.tagName||"BUTTON"===t.tagName))if(r=t,"TEXTAREA"===t.tagName||"INPUT"===t.tagName&&"number"!==t.type){const e=t;s={start:e.selectionStart||0,end:e.selectionEnd||0}}else s=null},d=r=>{const s=r.target;if("INPUT"===s.tagName||"TEXTAREA"===s.tagName||"BUTTON"===s.tagName||"SELECT"===s.tagName||s.closest("button")||s.closest("input")||s.closest("textarea")||s.closest("select"))return;if(!l.contains(s)&&!o.querySelector(".modal-content")?.contains(s))return;n=!0,e=r.clientX,t=r.clientY;const c=o.getBoundingClientRect();a=c.left,i=c.top,o.style.position="absolute",o.style.margin="0",o.style.left=`${a}px`,o.style.top=`${i}px`},h=r=>{if(!n)return;const s=r.clientX-e,l=r.clientY-t;o.style.left=`${a+s}px`,o.style.top=`${i+l}px`},p=()=>{n&&(n=!1,r&&r.isConnected&&setTimeout((()=>{r.focus(),s&&("TEXTAREA"===r.tagName||"INPUT"===r.tagName&&"number"!==r.type)&&r.setSelectionRange(s.start,s.end)}),0))};r=this.inputComponent.inputEl,s={start:this.inputComponent.inputEl.selectionStart||0,end:this.inputComponent.inputEl.selectionEnd||0},o.addEventListener("focusin",c),o.addEventListener("pointerdown",d),document.addEventListener("pointermove",h),document.addEventListener("pointerup",p),this.cleanupDragListeners=()=>{o.removeEventListener("focusin",c),o.removeEventListener("pointerdown",d),document.removeEventListener("pointermove",h),document.removeEventListener("pointerup",p)}}onClose(){super.onClose(),this.resolveInput(),this.removeInputListener(),this.cleanupDragListeners&&(this.cleanupDragListeners(),this.cleanupDragListeners=null)}}class GenericSuggester extends obsidian_module.FuzzySuggestModal{displayItems;items;hint;instructions;resolvePromise;rejectPromise;promise;resolved;static Suggest(e,t,a,i,n){return new GenericSuggester(e,t,a,i,n).promise}constructor(e,t,a,i,n){super(e),this.displayItems=t,this.items=a,this.hint=i,this.instructions=n,this.limit=20,this.setPlaceholder(this.hint??""),n&&this.setInstructions(this.instructions),this.promise=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.open()}getItemText(e){return this.displayItems[this.items.indexOf(e)]}getItems(){return this.items}selectSuggestion(e,t){this.resolved=!0,super.selectSuggestion(e,t)}onChooseItem(e){this.resolved=!0,this.resolvePromise(e)}onClose(){super.onClose(),this.resolved||this.rejectPromise(this.inputEl.value)}}class NewFileActions extends obsidian_module.Modal{waitForClose;resolvePromise;rejectPromise;newFile=null;plugin;path;keys;view;openNewFile;parentFile;sourceElement;constructor({plugin:e,path:t,keys:a,view:i,openNewFile:n=!0,parentFile:r,sourceElement:s}){super(e.app),this.plugin=e,this.path=t,this.keys=a,this.view=i,this.openNewFile=n,this.sourceElement=s,this.parentFile=r??i.file,this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t}))}onOpen(){this.createForm()}openFile(e){this.newFile=e,e&&this.openNewFile&&openLeaf({plugin:this.plugin,fnGetLeaf:()=>getLeaf(this.plugin,this.view.leaf,this.keys),file:e,openState:{active:!0}})}onClose(){super.onClose(),this.resolvePromise(this.newFile),this.app=null,this.plugin=null,this.view=null,this.parentFile=null,this.sourceElement=null}createForm(){this.titleEl.setText(t$d("PROMPT_TITLE_NEW_FILE")),this.contentEl.createDiv({cls:"excalidraw-prompt-center",text:t$d("PROMPT_FILE_DOES_NOT_EXIST")}),this.contentEl.createDiv({cls:"excalidraw-prompt-center filepath",text:this.path}),this.contentEl.createDiv({cls:"excalidraw-prompt-center"},(e=>{e.style.textAlign="right";const t=()=>this.path&&""!==this.path?!!this.parentFile||(new obsidian_module.Notice(t$d("PROMPT_ERROR_DRAWING_CLOSED")),!1):(new obsidian_module.Notice(t$d("PROMPT_ERROR_NO_FILENAME")),!1),a=async e=>{if(!this.path.includes("/")){const e=new RegExp(`${escapeRegExp(this.parentFile.name)}$`,"g");this.path=this.parentFile.path.replace(e,this.path)}return this.path.match(/\.md$/)||(this.path=`${this.path}.md`),await createOrOverwriteFile(this.app,this.path,e)};this.sourceElement&&(e.createEl("button",{text:t$d("PROMPT_BUTTON_EMBED_MARKDOWN"),attr:{"aria-label":t$d("PROMPT_BUTTON_EMBED_MARKDOWN_ARIA")}}).onclick=async()=>{if(!t)return;const e=await a("");if(e){const t=getEA(this.view);t.copyViewElementsToEAforEditing([this.sourceElement]),t.getElement(this.sourceElement.id).isDeleted=!0,t.addEmbeddable(this.sourceElement.x,this.sourceElement.y,MAX_IMAGE_SIZE,MAX_IMAGE_SIZE,void 0,e),await t.addElementsToView(),t.destroy()}this.close()}),e.createEl("button",{text:t$d("PROMPT_BUTTON_CREATE_MARKDOWN"),attr:{"aria-label":t$d("PROMPT_BUTTON_CREATE_MARKDOWN_ARIA")}}).onclick=async()=>{if(!t)return;const e=await a("");this.openFile(e),this.close()},e.createEl("button",{text:t$d("PROMPT_BUTTON_CREATE_EXCALIDRAW"),attr:{"aria-label":t$d("PROMPT_BUTTON_CREATE_EXCALIDRAW_ARIA")}}).onclick=async()=>{if(!t)return;const e=await a(await this.plugin.getBlankDrawing());await sleep$1(200),this.openFile(e),this.close()},e.createEl("button",{text:t$d("PROMPT_BUTTON_NEVERMIND")}).onclick=()=>{this.close()}}))}}class MultiOptionConfirmationPrompt extends obsidian_module.Modal{plugin;waitForClose;resolvePromise;rejectPromise;selectedValue=null;message;buttons;ctaButtonLabel=null;constructor(e,t,a,i){super(e.app),this.plugin=e,this.message=t,a&&0!==a.size||(a=new Map([[t$d("PROMPT_BUTTON_CANCEL"),null],[t$d("PROMPT_BUTTON_OK"),!0]]),i||(i=t$d("PROMPT_BUTTON_OK"))),this.ctaButtonLabel=i,this.buttons=a,this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.display(),this.open()}display(){this.contentEl.empty(),this.titleEl.textContent=t$d("PROMPT_TITLE_CONFIRMATION");const e=this.contentEl.createDiv();e.style.marginBottom="1rem",e.innerHTML=this.message;const t=this.contentEl.createDiv();t.style.display="flex",t.style.justifyContent="flex-end",t.style.flexWrap="wrap";const a=Array.from(this.buttons.entries());let i=null;a.reverse().forEach((([e,n],r)=>{const s=this.createButton(t,e,(()=>{this.selectedValue=n,this.close()}));e===this.ctaButtonLabel&&(i=s.buttonEl,s.setCta()),r<a.length-1&&(s.buttonEl.style.marginRight="0.5rem")})),this.ctaButtonLabel&&i&&i.focus()}createButton(e,t,a){const i=new obsidian_module.ButtonComponent(e);return i.setButtonText(t).onClick(a),i}onOpen(){super.onOpen(),this.contentEl.querySelector("button")?.focus()}onClose(){super.onClose(),this.resolvePromise(this.selectedValue)}}async function linkPrompt(e,t,a,i=t$d("SELECT_LINK_TO_OPEN")){const n=REGEX_LINK.getResList(e).filter((e=>Boolean(e.value))),r=n.map((e=>REGEX_LINK.getLink(e))),s=new Map;r.forEach(((e,t)=>{const a=e.split("&rect=")[0];s.has(a)||s.set(a,[]),s.get(a).push(t)}));const o=new Set;s.forEach((e=>{if(1===e.length)o.add(e[0]);else{const t=e.find((e=>r[e].includes("&rect=")));void 0!==t?o.add(t):o.add(e[0])}})),s.forEach((e=>{const t=e.some((e=>o.has(e)));t||o.add(e[0])}));const l=n.filter(((e,t)=>o.has(t))),c=REGEX_TAGS.getResList(e.replaceAll(/([^\s])#/g,"$1 ")).filter((e=>Boolean(e.value)));let d=null,h=null,p=l[0]??c[0];const u=[...l.map((e=>{const t=REGEX_LINK.getAliasOrLink(e);return"100%"===t?REGEX_LINK.getLink(e):t})),...c.map((e=>REGEX_TAGS.getTag(e)))],m=[...l,...c];if(await sleep$1(10),m.length>1&&(p=await ScriptEngine.suggester(t,u,m,i),!p))return;if(!p)return;if(REGEX_TAGS.isTag(p))return void openTagSearch(REGEX_TAGS.getTag(p),t);if(openExternalLink(e=REGEX_LINK.getLink(p),t))return;const g=parseObsidianLink(e,t,!1);if("boolean"!=typeof g||!g){if("string"==typeof g&&(e=g),e.search("#")>-1){const t=getLinkParts(e,a?a.file:void 0);d=`#${t.isBlockRef?"^":""}${t.ref}`,e=t.path}if(!e.match(REG_LINKINDEX_INVALIDCHARS))return h=t.metadataCache.getFirstLinkpathDest(e,a?a.file.path:""),[h,e,d];new obsidian_module.Notice(t$d("FILENAME_INVALID_CHARS"),4e3)}}const templatePromt=async(e,t)=>1===e.length?e[0]:(await linkPrompt(e.map((e=>`[[${e.path}|${e.name}]]`)).join(" "),t,void 0,t$d("PROMPT_SELECT_TEMPLATE"))??[null,null,null])[0];function updateElementIdsInScene({elements:e},t,a){if("text"===t.type){const i=t;if(i.containerId){const t=e.find((e=>e.id===i.containerId));t.boundElements?.filter((e=>e.id===i.id)).forEach((e=>{e.id=a}))}}t.boundElements?.length>0&&t.boundElements.forEach((i=>{const n=e.find((e=>e.id===i.id));if(n.boundElements?.filter((e=>e.id===t.id)).forEach((e=>{e.id=a})),"text"===n.type&&(n.containerId=a),"arrow"===n.type){const e=n;e.startBinding?.elementId===t.id&&(e.startBinding.elementId=a),e.endBinding?.elementId===t.id&&(e.endBinding.elementId=a)}})),"frame"===t.type&&e.filter((e=>e.frameId===t.id)).forEach((e=>{e.frameId=a})),t.id=a}function getPDFCropRect(e){const t=e.link.match(/&rect=(\d*),(\d*),(\d*),(\d*)/);if(!t||5!==t.length)return null;const a=e.pdfPageViewProps.rotate??0,{left:i,bottom:n}=e.pdfPageViewProps,r=parseInt(t[1]),s=parseInt(t[2]),o=parseInt(t[3]),l=parseInt(t[4]);if(90===a){const t=r,a=o,i=l,n=s*e.scale,c=t*e.scale;return{x:n,y:c,width:i*e.scale-n,height:a*e.scale-c,naturalWidth:e.naturalWidth,naturalHeight:e.naturalHeight}}if(180===a){const t=r,a=o,i=l,n=s*e.scale,c=e.naturalWidth-a*e.scale;return{x:c,y:n,width:e.naturalWidth-c-t*e.scale,height:i*e.scale-n,naturalWidth:e.naturalWidth,naturalHeight:e.naturalHeight}}if(270===a){const t=r,a=s,i=o,n=l,c=e.naturalWidth-n*e.scale,d=e.naturalHeight-i*e.scale;return{x:c,y:d,width:e.naturalWidth-c-a*e.scale,height:e.naturalHeight-d-t*e.scale,naturalWidth:e.naturalWidth,naturalHeight:e.naturalHeight}}const c=r,d=s,h=o,p=l;return{x:(c-i)*e.scale,y:e.naturalHeight-(p-n)*e.scale,width:(h-c)*e.scale,height:(p-d)*e.scale,naturalWidth:e.naturalWidth,naturalHeight:e.naturalHeight}}function getPDFRect({elCrop:e,scale:t,customData:a}){const i=a.pdfPageViewProps?.rotate??0,{left:n,bottom:r}=a&&a.pdfPageViewProps?a.pdfPageViewProps:{left:0,bottom:0};if(90===i){const a=e.y/t,i=e.x/t,n=(e.height+e.y)/t,r=(e.width+e.x)/t;return`&rect=${Math.round(a)},${Math.round(i)},${Math.round(n)},${Math.round(r)}`}if(180===i){const a=(e.naturalWidth-e.x-e.width)/t,i=e.y/t,n=(e.naturalWidth-e.x)/t,r=(e.height+e.y)/t;return`&rect=${Math.round(a)},${Math.round(i)},${Math.round(n)},${Math.round(r)}`}if(270===i){const a=(e.naturalHeight-e.height-e.y)/t,i=(e.naturalWidth-e.width-e.x)/t,n=(e.naturalHeight-e.y)/t,r=(e.naturalWidth-e.x)/t;return`&rect=${Math.round(a)},${Math.round(i)},${Math.round(n)},${Math.round(r)}`}const s=e.x/t+n,o=e.width/t+s,l=r+(e.naturalHeight-e.y)/t,c=l-e.height/t;return`&rect=${Math.round(s)},${Math.round(c)},${Math.round(o)},${Math.round(l)}`}var AutoexportPreference;!function(e){e[e.none=0]="none",e[e.both=1]="both",e[e.png=2]="png",e[e.svg=3]="svg",e[e.inherit=4]="inherit"}(AutoexportPreference||(AutoexportPreference={}));const REGEX_TAGS={EXPR:/(#[\p{Letter}\p{Emoji_Presentation}\p{Number}\/_-]+)/gu,getResList:e=>{const t=e.matchAll(REGEX_TAGS.EXPR);let a;const i=[];for(;!(a=t.next()).done;)i.push(a);return i},getTag:e=>e.value[1],isTag:e=>e.value[1]?.startsWith("#")},REGEX_LINK={EXPR:/(!)?(\[\[([^|\]]+)\|?([^\]]+)?]]|\[([^\]]*)]\(((?:[^\(\)]|\([^\(\)]*\))*)\))(\{(\d+)\})?/g,getResList:e=>{const t=e.matchAll(REGEX_LINK.EXPR);let a;const i=[];for(;!(a=t.next()).done;)i.push(a);return i},getRes:e=>e.matchAll(REGEX_LINK.EXPR),isTransclusion:e=>!!e.value[1],getLink:e=>e.value[3]?e.value[3]:e.value[6],isWikiLink:e=>!!e.value[3],getAliasOrLink:e=>REGEX_LINK.isWikiLink(e)?e.value[4]?e.value[4]:e.value[3]:e.value[5]?e.value[5]:e.value[6],getWrapLength:(e,t)=>{const a=parseInt(e.value[8]);return isNaN(a)?t>0?t:null:a}},DRAWING_REG=/\n##? Drawing\n[^`]*(```json\n)([\s\S]*?)```\n/gm,DRAWING_REG_FALLBACK=/\n##? Drawing\n(```json\n)?(.*)(```)?(%%)?/gm,DRAWING_COMPRESSED_REG=/(\n##? Drawing\n[^`]*(?:```compressed\-json\n))([\s\S]*?)(```\n)/gm,DRAWING_COMPRESSED_REG_FALLBACK=/(\n##? Drawing\n(?:```compressed\-json\n)?)(.*)((```)?(%%)?)/gm,REG_LINKINDEX_HYPERLINK=/^\w+:\/\//,isCompressedMD=e=>null!==e.match(/```compressed\-json\n/gm),getDecompressedScene=e=>{let t,a=e.matchAll(DRAWING_COMPRESSED_REG);return t=a.next(),t.done&&(a=e.matchAll(DRAWING_COMPRESSED_REG_FALLBACK),t=a.next()),t.value&&t.value.length>1?[decompress(t.value[2]),t]:[null,t]},changeThemeOfExcalidrawMD=e=>{const t=isCompressedMD(e);let a=t?getDecompressedScene(e)[0]:e;return a?(isObsidianThemeDark?1===(a.match(/"theme"\s*:\s*"light"\s*,/g)||[]).length&&(a=a.replace(/"theme"\s*:\s*"light"\s*,/,'"theme": "dark",')):1===(a.match(/"theme"\s*:\s*"dark"\s*,/g)||[]).length&&(a=a.replace(/"theme"\s*:\s*"dark"\s*,/,'"theme": "light",')),t?e.replace(DRAWING_COMPRESSED_REG,`$1${compress(a)}$3`):a):e};function getJSON(e){let t,a;if(isCompressedMD(e)){const[t,a]=getDecompressedScene(e);return t?{scene:t.substring(0,t.lastIndexOf("}")+1),pos:a.value.index}:{scene:e,pos:a.value?a.value.index:0}}if(t=e.matchAll(DRAWING_REG),a=t.next(),a.done&&(t=e.matchAll(DRAWING_REG_FALLBACK),a=t.next()),a.value&&a.value.length>1){const e=a.value[2];return{scene:e.substr(0,e.lastIndexOf("}")+1),pos:a.value.index}}return{scene:e,pos:a.value?a.value.index:0}}async function getMarkdownDrawingSectionAsync(e,t){return t?`## Drawing\n\`\`\`compressed-json\n${await compressAsync(e)}\n\`\`\`\n%%`:`## Drawing\n\`\`\`json\n${e}\n\`\`\`\n%%`}function getMarkdownDrawingSection(e,t){return t?`## Drawing\n\`\`\`compressed-json\n${compress(e)}\n\`\`\`\n%%`:`## Drawing\n\`\`\`json\n${e}\n\`\`\`\n%%`}const RE_EXCALIDRAWDATA_WITHSECTION_OK=/^(#\n+)%%\n+# Excalidraw Data(?:\n|$)/m,RE_EXCALIDRAWDATA_WITHSECTION_NOTOK=/#\n+%%\n+# Excalidraw Data(?:\n|$)/m,RE_EXCALIDRAWDATA_NOSECTION_OK=/^(%%\n+)?# Excalidraw Data(?:\n|$)/m,RE_TEXTELEMENTS_WITHSECTION_OK=/^#\n+%%\n+##? Text Elements(?:\n|$)/m,RE_TEXTELEMENTS_WITHSECTION_NOTOK=/#\n+%%\n+##? Text Elements(?:\n|$)/m,RE_TEXTELEMENTS_NOSECTION_OK=/^(%%\n+)?##? Text Elements(?:\n|$)/m,RE_EXCALIDRAWDATA_FALLBACK_1=/(.*)%%\n+# Excalidraw Data(?:\n|$)/m,RE_EXCALIDRAWDATA_FALLBACK_2=/(.*)# Excalidraw Data(?:\n|$)/m,RE_TEXTELEMENTS_FALLBACK_1=/(.*)%%\n+##? Text Elements(?:\n|$)/m,RE_TEXTELEMENTS_FALLBACK_2=/(.*)##? Text Elements(?:\n|$)/m,RE_DRAWING=/^(%%\n+)?##? Drawing\n/m;function getExcalidrawMarkdownHeader(e){const t=e.search(RE_DRAWING);t>0&&(e=e.substring(0,t));const a=e.match(RE_EXCALIDRAWDATA_WITHSECTION_OK);let i=a?.index??-1,n=!1;if(i>0&&(i+=a[1].length),-1===i&&(i=e.search(RE_EXCALIDRAWDATA_WITHSECTION_NOTOK),i>0&&(n=!0)),-1===i&&(i=e.search(RE_EXCALIDRAWDATA_NOSECTION_OK)),-1===i){const t=e.match(RE_EXCALIDRAWDATA_FALLBACK_1);t&&Boolean(t[1])&&(i=t.index+t[1].length)}if(-1===i){const t=e.match(RE_EXCALIDRAWDATA_FALLBACK_2);t&&Boolean(t[1])&&(i=t.index+t[1].length)}if(-1===i&&(i=e.search(RE_TEXTELEMENTS_WITHSECTION_OK),i>0&&(i+=2)),-1===i&&(i=e.search(RE_TEXTELEMENTS_WITHSECTION_NOTOK),i>0&&(n=!0)),-1===i&&(i=e.search(RE_TEXTELEMENTS_NOSECTION_OK)),-1===i){const t=e.match(RE_TEXTELEMENTS_FALLBACK_1);t&&Boolean(t[1])&&(i=t.index+t[1].length)}if(-1===i){const t=e.match(RE_TEXTELEMENTS_FALLBACK_2);t&&Boolean(t[1])&&(i=t.index+t[1].length)}return-1===i&&t>0&&(i=t),-1===i?{header:e.endsWith("\n")?e:e+"\n",shouldFixTrailingHashtag:n,processingOk:!1}:{header:e.substring(0,i),shouldFixTrailingHashtag:n,processingOk:!0}}const getExcalidrawMarkdownHeaderSection=(e,t)=>{const{header:a,shouldFixTrailingHashtag:i,processingOk:n}=getExcalidrawMarkdownHeader(e);if(!n)return a;const r=updateFrontmatterInString(a,t);return i?r+"\n#\n":r.endsWith("\n")?a:a+"\n"};class ExcalidrawData{plugin;view;textElements=null;scene=null;deletedElements=[];file=null;app;showLinkBrackets;linkPrefix;embeddableTheme="auto";urlPrefix;autoexportPreference=AutoexportPreference.inherit;textMode=TextMode.raw;loaded=!1;elementLinks=null;files=null;equations=null;mermaids=null;compatibilityMode=!1;textElementCommentedOut=!1;selectedElementIds={};constructor(e,t){this.plugin=e,this.view=t,this.app=this.plugin.app,this.files=new Map,this.equations=new Map,this.mermaids=new Map}destroy(){this.textElements=null,this.scene=null,this.deletedElements=[],this.file=null,this.app=null,this.showLinkBrackets=null,this.linkPrefix=null,this.embeddableTheme=null,this.urlPrefix=null,this.autoexportPreference=null,this.textMode=null,this.loaded=!1,this.elementLinks=null,this.files=null,this.equations=null,this.mermaids=null,this.compatibilityMode=null,this.textElementCommentedOut=null,this.selectedElementIds=null}initializeNonInitializedFields(){if(!this.scene||!this.scene.elements)return;const e=this.scene.source?.split("https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/")[1]??"1.8.16",t=this.scene.elements;for(const e of t){if("iframe"!==e.type||e.customData||(e.type="embeddable"),e.boundElements){const a=new Map;let i=!1;e.boundElements.forEach((e=>{if("text"===e.type)if(i){const a=t.find((t=>t.id===e.id));a&&(a.containerId=null)}else a.set(e.id,e.type),i=!0;else a.set(e.id,e.type)}));const n=Array.from(a,(([e,t])=>({id:e,type:t})));n.length!==e.boundElements.length&&(e.boundElements=n)}e.boundElementIds&&(e.boundElements||(e.boundElements=[]),e.boundElements=e.boundElements.concat(e.boundElementIds.map((e=>({type:"arrow",id:e})))),delete e.boundElementIds),"text"!==e.type||e.containerId||(e.containerId=null),"text"!==e.type||e.originalText||(e.originalText=e.rawText??e.text??""),null===e.x&&(e.x=0),null===e.y&&(e.y=0),null===e.startBinding?.focus&&(e.startBinding.focus=0),null===e.endBinding?.focus&&(e.endBinding.focus=0),null===e.fontSize&&(e.fontSize=20),"text"!==e.type||e.hasOwnProperty("autoResize")||(e.autoResize=!0),"text"!==e.type||e.hasOwnProperty("lineHeight")||(e.lineHeight=getLineHeight(e.fontFamily)),"image"!==e.type||e.hasOwnProperty("roundness")||(e.roundness=null)}try{t.filter((e=>"text"===e.type&&e.containerId&&t.some((t=>t.id===e.containerId&&t.boundElements.length>0&&t.boundElements.some((t=>"text"===t.type&&t.id!==e.id&&t.id.length>8)))))).forEach((e=>{try{const a=t.filter((t=>t.id===e.containerId))[0],i=a.boundElements.filter((e=>!("text"===e.type&&!t.some((t=>t.id===e.id)))));a.boundElements=[{id:e.id,type:"text"}].concat(i)}catch(e){}}));const a=!isVersionNewerThanOther(e,"1.8.16");t.filter((e=>e.boundElements&&e.boundElements.length>0)).forEach((e=>{a&&!e.customData?.legacyTextWrap&&addAppendUpdateCustomData(e,{legacyTextWrap:!0});const i=e.boundElements.filter((e=>t.some((t=>t.id===e.id))));i.length!==e.boundElements.length&&(e.boundElements=i)})),t.filter((e=>"text"===e.type&&e.containerId&&!t.some((t=>t.id===e.containerId)))).forEach((e=>{e.containerId=null}))}catch{}}async loadData(e,t,a){if(!t)return!1;if(this.loaded=!1,this.selectedElementIds={},this.textElements=new Map,this.elementLinks=new Map,this.file!==t&&(this.files.clear(),this.equations.clear(),this.mermaids.clear()),this.file=t,this.compatibilityMode=!1,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.setAutoexportPreferences(),this.setembeddableThemePreference(),this.scene=null,this.plugin.settings.syncExcalidraw){const e=`${t.path.substring(0,t.path.lastIndexOf(".md"))}.excalidraw`,a=this.app.vault.getAbstractFileByPath(e);if(a&&a instanceof obsidian_module.TFile&&a.stat.mtime>t.stat.mtime){const e=await this.app.vault.read(a);this.scene=JSON.parse(e)}}let i=null;if(i=(()=>{const t=getJSON(e);if(-1===t.pos)throw new Error("Excalidraw JSON not found in the file");return this.scene||(this.scene=JSON_parse(t.scene)),t})(),this.deletedElements=this.scene.elements.filter((e=>e.isDeleted)),this.scene.elements=this.scene.elements.filter((e=>!e.isDeleted)),this.scene?.elements?.some((e=>"iframe"===e.type&&!e.customData))){const e=new MultiOptionConfirmationPrompt(this.plugin,"This file contains embedded frames which will be migrated to a newer version for compatibility with <a href='https://excalidraw.com'>excalidraw.com</a>.<br>🔄 If you're using Obsidian on multiple devices, you may proceed now, but please, before opening this file on your other devices, update Excalidraw on those as well.<br>🔍 More info is available <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.9.9'>here</a>.<br>🌐 <a href='https://translate.google.com/?sl=en&tl=zh-CN&text=This%20file%20contains%20embedded%20frames%20which%20will%20be%20migrated%20to%20a%20newer%20version%20for%20compatibility%20with%20excalidraw.com.%0A%0AIf%20you%27re%20using%20Obsidian%20on%20multiple%20devices%2C%20you%20may%20proceed%20now%2C%20but%20please%2C%20before%20opening%20this%20file%20on%20your%20other%20devices%2C%20update%20Excalidraw%20on%20those%20as%20well.%0A%0AMore%20info%20is%20available%20here%3A%20https%3A%2F%2Fgithub.com%2Fzsviczian%2Fobsidian-excalidraw-plugin%2Freleases%2Ftag%2F1.9.9%27%3Ehere%3C%2Fa%3E.&op=translate'>Translate</a>.");if(e.contentEl.focus(),!await e.waitForClose)throw new Error(ERROR_IFRAME_CONVERSION_CANCELED)}this.initializeNonInitializedFields();const n=window.setTimeout((()=>{new obsidian_module.Notice(t$d("FONT_LOAD_SLOW"),15e3).noticeEl.oncontextmenu=()=>{displayFontMessage(this.app)}}),5e3);await loadSceneFonts(this.scene.elements),clearTimeout(n),this.scene.files||(this.scene.files={}),hasExportTheme(this.plugin,this.file)?this.scene.appState.theme=getExportTheme(this.plugin,this.file,"light"):this.plugin.settings.matchThemeAlways&&(this.scene.appState.theme=isObsidianThemeDark()?"dark":"light"),this.scene.appState.hasOwnProperty("previousGridSize")&&(null===this.scene.appState.gridSize?(this.scene.appState.gridSize=this.scene.appState.previousGridSize,this.scene.appState.gridModeEnabled=!1):this.scene.appState.gridModeEnabled=!0,delete this.scene.appState.previousGridSize),this.scene.appState?.gridColor?.hasOwnProperty("MajorGridFrequency")&&(this.scene.appState.gridColor.MajorGridFrequency>1&&(this.scene.gridStep=this.scene.appState.gridColor.MajorGridFrequency),delete this.scene.appState.gridColor.MajorGridFrequency);let r=(e=e.substring(0,i.pos)).search(RE_EXCALIDRAWDATA_NOSECTION_OK);if(-1===r&&(r=e.search(RE_EXCALIDRAWDATA_FALLBACK_2)),-1===r&&(r=e.search(RE_TEXTELEMENTS_NOSECTION_OK)),-1===r&&(r=e.search(RE_TEXTELEMENTS_FALLBACK_2)),-1===r)return await this.setTextMode(a,!1),this.loaded=!0,!0;const s=(e=e.slice(r)).match(/^((%%\n*)?# Excalidraw Data\n\n?## Text Elements(?:\n|$))/m)??e.match(/^((%%\n*)?##? Text Elements(?:\n|$))/m),o=s?s[0]:e.match(/(.*##? Text Elements(?:\n|$))/m)[0];let l;e=e.slice(o.length),this.textElementCommentedOut=o.startsWith("%%\n"),r=0;const c=new Map,d=e.indexOf("## Element Links\n"),h=e.indexOf("# Element Links\n"),p=(d>-1?e.substring(d+17):e.substring(h+16)).matchAll(/^(.{8}):\s*(.*)$/gm);for(;!(l=p.next()).done;)c.set(l.value[1],l.value[2]);const u=/^%%\*\*\*>>>text element-link:(\[\[[^<*\]]*]])<<<\*\*\*%%/gm;let m=e.matchAll(/\s\^(.{8})[\n]+/g);for(;!(l=m.next()).done;){let t=e.substring(r,l.value.index);const a=l.value[1],i=this.scene.elements.filter((e=>e.id===a))[0];if(i)if("text"!==i.type)i.link!==t&&(i.link=t,i.version++,i.versionNonce++),this.elementLinks.set(a,t);else{const e=t.matchAll(u).next();e.done||(t=t.replace(u,""),i.link=e.value[1]),c.has(a)&&(i.link=c.get(a),c.delete(a));const n=await this.parse(t);i.rawText=t,this.textElements.set(a,{raw:t,parsed:n.parsed}),n.link&&(i.link=n.link),!i||i.rawText&&""!==i.rawText||(i.rawText=t)}r=l.value.index+12}for(const[e,t]of c){const a=this.scene.elements.filter((t=>t.id===e))[0];a&&(a.link=t,a.version++,a.versionNonce++,this.elementLinks.set(e,t))}const g=e.indexOf("## Embedded Files\n"),f=e.indexOf("# Embedded files\n");if(g>-1||f>-1){const t=/([\w\d]*):\s*\!?\[\[([^\]]*)]]\s*(\{[^}]*})?\n/gm;for(m=(e=g>-1?e.substring(g+18):e.substring(f+17)).matchAll(t);!(l=m.next()).done;){const e=new EmbeddedFile(this.plugin,this.file.path,l.value[2],l.value[3]);this.setFile(l.value[1],e)}const a=/([\w\d]*):\s*((?:https?|file|ftps?):\/\/[^\s]*)\n/gm;for(m=e.matchAll(a);!(l=m.next()).done;){const e=new EmbeddedFile(this.plugin,null,l.value[2]);this.setFile(l.value[1],e)}const i=/([\w\d]*):\s*\$\$([\s\S]*?)(\$\$\s*\n)/gm;for(m=e.matchAll(i);!(l=m.next()).done;)this.setEquation(l.value[1],{latex:l.value[2],isLoaded:!1});const n=getMermaidImageElements(this.scene.elements);n.length>0&&!shouldRenderMermaid()?new obsidian_module.Notice("Mermaid images are only supported in Obsidian 1.4.14 and above. Please update Obsidian to see the mermaid images in this drawing. Obsidian mobile 1.4.14 currently only avaiable to Obsidian insiders",5e3):n.forEach((e=>this.setMermaid(e.fileId,{mermaid:getMermaidText(e),isLoaded:!1})))}return this.findNewTextElementsInScene(),this.findNewElementLinksInScene(),await this.setTextMode(a,!0),this.loaded=!0,!0}async loadLegacyData(e,t){return!!t&&(this.loaded=!1,this.selectedElementIds={},this.compatibilityMode=!0,this.file=t,this.textElements=new Map,this.elementLinks=new Map,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.setembeddableThemePreference(),this.scene=JSON.parse(e),this.scene.files||(this.scene.files={}),this.initializeNonInitializedFields(),this.plugin.settings.matchThemeAlways&&(this.scene.appState.theme=isObsidianThemeDark()?"dark":"light"),this.files.clear(),this.equations.clear(),this.mermaids.clear(),this.findNewTextElementsInScene(),this.findNewElementLinksInScene(),await this.setTextMode(TextMode.raw,!0),this.loaded=!0,!0)}async setTextMode(e,t=!1){this.scene&&(this.textMode=e,await this.updateSceneTextElements(t))}async updateSceneTextElements(e=!1){const t=arrayToMap(this.scene.elements),a=this.scene.elements?.filter((e=>"text"===e.type&&!e.isDeleted));for(const e of a){const a=getContainerElement(e,t),i=await this.getText(e.id)??e.originalText??e.text,{text:n,x:r,y:s,width:o,height:l}=refreshTextDimensions(e,a,t,i);try{e.originalText=i,e.text=n,e.x=r,e.y=s,e.width=o,e.height=l}catch(e){}}}async getText(e){const t=this.textElements.get(e);return t?this.textMode===TextMode.parsed?(t.parsed||this.textElements.set(e,{raw:t.raw,parsed:(await this.parse(t.raw)).parsed}),t.parsed):t.raw:null}findNewElementLinksInScene(){let e=!1;const t=this.scene.elements?.filter((e=>"text"!==e.type&&e.link&&!this.elementLinks.has(e.id)));if(0===t.length)return e;let a;for(const i of t)a=i.id,i.id.length>8&&(e=!0,a=nanoid(),updateElementIdsInScene(this.scene,i,a)),this.elementLinks.set(a,i.link);return e}findNewTextElementsInScene(e={}){this.selectedElementIds=e;const t=this.scene.elements?.filter((e=>"text"===e.type));let a,i=!1;for(const e of t)if(a=e.id,e.id.length>8){if(i=!0,a=nanoid(),this.selectedElementIds[e.id]&&(delete this.selectedElementIds[e.id],this.selectedElementIds[a]=!0),updateElementIdsInScene(this.scene,e,a),this.textElements.has(e.id)){const t=this.textElements.get(e.id);this.textElements.set(a,{raw:t.raw,parsed:t.parsed}),this.textElements.delete(e.id)}if(!this.textElements.has(a)){const t=e.rawText&&""!==e.rawText?e.rawText:e.text;this.textElements.set(a,{raw:t,parsed:null}),this.parseasync(a,t)}}else if(!this.textElements.has(e.id)){const t=e.rawText&&""!==e.rawText?e.rawText:e.text;this.textElements.set(a,{raw:t,parsed:null}),this.parseasync(a,t)}return i}updateElementLinksFromScene(){for(const e of this.elementLinks.keys()){const t=this.scene.elements?.filter((t=>"text"!==t.type&&t.id===e&&t.link));0===t.length?this.elementLinks.delete(e):this.elementLinks.set(e,t[0].link)}}async updateTextElementsFromScene(){for(const e of this.textElements.keys()){const t=this.scene.elements?.filter((t=>"text"===t.type&&t.id===e));if(0===t.length)this.textElements.delete(e);else{const a=await this.getText(e),i=this.scene.prevTextMode===TextMode.parsed?t[0].rawText:t[0].originalText??t[0].text;a!==(t[0].originalText??t[0].text)&&this.textElements.set(e,{raw:i,parsed:(await this.parse(i)).parsed})}}}async parseasync(e,t){this.textElements.set(e,{raw:t,parsed:(await this.parse(t)).parsed})}parseLinks(e,t,a){return e.substring(t,a.value.index)+(this.showLinkBrackets?"[[":"")+REGEX_LINK.getAliasOrLink(a)+(this.showLinkBrackets?"]]":"")}async getTransclusion(e){const t=getLinkParts(e,this.file),a=this.app.metadataCache.getFirstLinkpathDest(t.path,this.file.path);return await getTransclusion(t,this.app,a,this.plugin.settings.pageTransclusionCharLimit)}async parse(e){e=this.parseCheckbox(e);let t="",a=null,i=0;const n=REGEX_LINK.getRes(e);let r,s=!1,o=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(a=e,o=!0);!(r=n.next()).done;){if(!a){const e=REGEX_LINK.getLink(r);a=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}if(REGEX_LINK.isTransclusion(r)){let a=this.parseCheckbox((await this.getTransclusion(REGEX_LINK.getLink(r))).contents).replaceAll(/%%[^%]*%%/gm,"");this.plugin.settings.removeTransclusionQuoteSigns&&(a=a.replaceAll(/\n\s*>\s?/gm,"\n")),t+=e.substring(i,r.value.index)+wrapTextAtCharLength(a,REGEX_LINK.getWrapLength(r,this.plugin.settings.wordWrappingDefault),this.plugin.settings.forceWrap)}else{const a=this.parseLinks(e,i,r);if(a&&(t+=a,!o&&!s)){const e=REGEX_LINK.getLink(r);e.match(REG_LINKINDEX_HYPERLINK)?o=!e.startsWith("cmd://"):s=!0}}i=r.value.index+r.value[0].length}return t+=e.substring(i,e.length),s&&(t=this.linkPrefix+t),o&&(t=this.urlPrefix+t),{parsed:t,link:a}}parseCheckbox(e){return this.plugin.settings.parseTODO?e.replaceAll(/^- \[\s] /g,`${this.plugin.settings.todo} `).replaceAll(/\n- \[\s] /g,`\n${this.plugin.settings.todo} `).replaceAll(/^- \[[^\s]] /g,`${this.plugin.settings.done} `).replaceAll(/\n- \[[^\s]] /g,`\n${this.plugin.settings.done} `):e}quickParse(e){if((e=>{const t=REGEX_LINK.getRes(e);let a;for(;!(a=t.next()).done;)if(REGEX_LINK.isTransclusion(a))return!0;return!1})(e))return[null,null];e=this.parseCheckbox(e);let t="",a=null,i=0;const n=REGEX_LINK.getRes(e);let r,s=!1,o=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(a=e,o=!0);!(r=n.next()).done;){if(!a){const e=REGEX_LINK.getLink(r);a=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}const n=this.parseLinks(e,i,r);if(n&&(t+=n,!o&&!s)){const e=REGEX_LINK.getLink(r);e.match(REG_LINKINDEX_HYPERLINK)?o=!e.startsWith("cmd://"):s=!0}i=r.value.index+r.value[0].length}return t+=e.substring(i,e.length),s&&(t=this.linkPrefix+t),o&&(t=this.urlPrefix+t),[t,a]}disableCompression=!1;generateMDBase(e=[]){let t=this.textElementCommentedOut?"%%\n":"";t+="# Excalidraw Data\n\n## Text Elements\n",this.plugin.settings.addDummyTextElement&&(t+="\n^_dummy!_\n\n");const a=new Map;for(const e of this.textElements.keys()){const i=this.scene.elements.filter((t=>t.id===e));let n=this.textElements.get(e).raw;i&&1===i.length&&i[0].link&&i[0].rawText===i[0].originalText&&a.set(e,i[0].link),t+=`${n} ^${e}\n\n`}if(this.elementLinks.size>0||a.size>0){t+="## Element Links\n";for(const e of this.elementLinks.keys())t+=`${e}: ${this.elementLinks.get(e)}\n\n`;for(const e of a.keys())t+=`${e}: ${a.get(e)}\n\n`}if(t+=this.equations.size>0||this.files.size>0?"## Embedded Files\n":"",this.equations.size>0)for(const e of this.equations.keys())t+=`${e}: $$${this.equations.get(e).latex.trim()}$$\n\n`;if(this.files.size>0)for(const e of this.files.keys()){const a=/(^[^#\|]*)/,i=this.files.get(e);i.isHyperLink||i.isLocalLink?t+=`${e}: ${i.hyperlink}\n\n`:t+=`${e}: [[${i.file?i.linkParts.original.replace(a,this.app.metadataCache.fileToLinktext(i.file,this.file.path)):i.linkParts.original}]]${i.colorMap?" "+JSON.stringify(i.colorMap):""}\n\n`}return{outString:t,sceneJSONstring:JSON.stringify({type:this.scene.type,version:this.scene.version,source:this.scene.source,elements:this.scene.elements.concat(e),appState:this.scene.appState,files:this.scene.files},null,"\t")}}async generateMDAsync(e=[]){const{outString:t,sceneJSONstring:a}=this.generateMDBase(e);return t+(this.textElementCommentedOut?"":"%%\n")+await getMarkdownDrawingSectionAsync(a,!this.disableCompression&&this.plugin.settings.compress)}generateMDSync(e=[]){const{outString:t,sceneJSONstring:a}=this.generateMDBase(e);return t+(this.textElementCommentedOut?"":"%%\n")+getMarkdownDrawingSection(a,!this.disableCompression&&this.plugin.settings.compress)}async saveDataURLtoVault(e,t,a,i){const n=this.scene;let r=i;if(!r)switch(r=`Pasted Image ${window.moment().format("YYYYMMDDHHmmss_SSS")}`,t){case"image/png":default:r+=".png";break;case"image/jpeg":r+=".jpg";break;case"image/svg+xml":r+=".svg";break;case"image/gif":r+=".gif"}const s=await getBinaryFileFromDataURL(e);if(!s)return null;const o=await importFileToVault(this.app,r,s,this.file,this.view),l=new EmbeddedFile(this.plugin,this.file.path,o.path);return l.setImage({imgBase64:e,mimeType:t,size:{height:0,width:0},isDark:"dark"===n.appState?.theme,isSVGwithBitmap:"image/svg+xml"===t}),this.setFile(a,l),o}syncCroppedPDFs(){const e=this.scene,t=this.plugin.settings.pdfScale;e.elements.filter((e=>"image"===e.type&&e.crop&&!e.isDeleted)).forEach((e=>{const a=this.getFile(e.fileId);if(!a.file)return;if("pdf"!==a.file.extension)return;const i=a.linkParts.original.split("#")?.[1];if(!i||!i.startsWith("page=")||i.includes("rect"))return;const n=e.link?e.link.match(/&rect=\d*,\d*,\d*,\d*(.*)/)?.[1]:"",r=a.linkParts.original+getPDFRect({elCrop:e.crop,scale:t,customData:e.customData})+(n||"]]");e.link=`[[${r}`,this.elementLinks.set(e.id,e.link)}))}async syncFiles(){let e=!1;const t=this.scene,a=t.elements.filter((e=>"image"===e.type)),i=a.map((e=>e.fileId));if(this.files.forEach(((t,a)=>{i.contains(a)||(this.files.delete(a),e=!0)})),this.equations.forEach(((t,a)=>{i.contains(a)||(this.equations.delete(a),e=!0)})),this.mermaids.forEach(((t,a)=>{i.contains(a)||(this.mermaids.delete(a),e=!0)})),!t.files||0===Object.keys(t.files).length)return!1;const n=new Set;i.forEach(((i,r)=>{if(n.has(i)){const s=this.getFile(i),o=this.getEquation(i),l=this.getMermaid(i);if(s&&(s.isHyperLink||s.isLocalLink||s.file&&("md"!==s.file.extension||this.plugin.isExcalidrawFile(s.file))))return;if(l)return;if(getMermaidText(a[r]))return void this.setMermaid(i,{mermaid:getMermaidText(a[r]),isLoaded:!0});if(!s&&!o&&!l)return;const c=fileid();t.elements.filter((e=>e.fileId===i)).sort(((e,t)=>e.updated<t.updated?1:-1))[0].fileId=c,e=!0,n.add(c),s&&this.setFile(c,new EmbeddedFile(this.plugin,this.file.path,s.linkParts.original)),o&&this.setEquation(c,{latex:o.latex,isLoaded:!1})}n.add(i)}));for(const a of Object.keys(t.files)){const i=getMermaidImageElements(t.elements.filter((e=>e.fileId===a)));this.hasFile(a)||this.hasEquation(a)||this.hasMermaid(a)||i.length>0||(e=!0,await this.saveDataURLtoVault(t.files[a].dataURL,t.files[a].mimeType,a,t.files[a].name))}return e}async syncElements(e,t){this.scene=e;let a=!1;return this.compatibilityMode||(a=await this.syncFiles(),this.scene.files={}),this.updateElementLinksFromScene(),a=a||this.syncCroppedPDFs()||this.setLinkPrefix()||this.setUrlPrefix()||this.setShowLinkBrackets()||this.findNewElementLinksInScene(),await this.updateTextElementsFromScene(),a||this.findNewTextElementsInScene(t)}async updateScene(e){this.scene=JSON_parse(e),this.updateElementLinksFromScene();const t=this.setLinkPrefix()||this.setUrlPrefix()||this.setShowLinkBrackets()||this.setembeddableThemePreference()||this.findNewElementLinksInScene();return await this.updateTextElementsFromScene(),!(!t&&!this.findNewTextElementsInScene()||(await this.updateSceneTextElements(),0))}getRawText(e){return this.textElements.get(e)?.raw}getParsedText(e){const t=this.textElements.get(e);return t?t.parsed:null}setTextElement(e,t,a){const[i,n]=this.quickParse(t);return i?(this.textElements.set(e,{raw:t,parsed:i}),[i,n]):(this.parse(t).then((i=>{const n=i.parsed;this.textElements.set(e,{raw:t,parsed:n}),n&&a(n)})),[null,null])}async addTextElement(e,t,a){const i=await this.parse(a);return this.textElements.set(e,{raw:a,parsed:i.parsed}),{parseResult:i.parsed,link:i.link}}deleteTextElement(e){this.textElements.delete(e)}getOpenMode(){const e=this.app.metadataCache.getFileCache(this.file);let t="view-mobile"===this.plugin.settings.defaultMode?DEVICE.isPhone?"view":"normal":this.plugin.settings.defaultMode;switch(e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS["default-mode"].name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS["default-mode"].name]&&(t=e.frontmatter[FRONTMATTER_KEYS["default-mode"].name]),t){case"zen":return{viewModeEnabled:!1,zenModeEnabled:!0};case"view":return{viewModeEnabled:!0,zenModeEnabled:!1};default:return{viewModeEnabled:!1,zenModeEnabled:!1}}}getLinkOpacity(){const e=this.app.metadataCache.getFileCache(this.file);let t=this.plugin.settings.linkOpacity;return e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS["linkbutton-opacity"].name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS["linkbutton-opacity"].name]&&(t=e.frontmatter[FRONTMATTER_KEYS["linkbutton-opacity"].name]),t}getOnLoadScript(){const e=this.app.metadataCache.getFileCache(this.file);return e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS["onload-script"].name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS["onload-script"].name]?e.frontmatter[FRONTMATTER_KEYS["onload-script"].name]:null}setLinkPrefix(){const e=this.linkPrefix,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&void 0!==t.frontmatter[FRONTMATTER_KEYS["link-prefix"].name]?this.linkPrefix=t.frontmatter[FRONTMATTER_KEYS["link-prefix"].name]??"":this.linkPrefix=this.plugin.settings.linkPrefix,e!==this.linkPrefix}setUrlPrefix(){const e=this.urlPrefix,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&void 0!==t.frontmatter[FRONTMATTER_KEYS["url-prefix"].name]?this.urlPrefix=t.frontmatter[FRONTMATTER_KEYS["url-prefix"].name]??"":this.urlPrefix=this.plugin.settings.urlPrefix,e!==this.urlPrefix}setAutoexportPreferences(){const e=this.app.metadataCache.getFileCache(this.file);if(e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS.autoexport.name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS.autoexport.name])switch(e.frontmatter[FRONTMATTER_KEYS.autoexport.name].toLowerCase()){case"none":this.autoexportPreference=AutoexportPreference.none;break;case"both":this.autoexportPreference=AutoexportPreference.both;break;case"png":this.autoexportPreference=AutoexportPreference.png;break;case"svg":this.autoexportPreference=AutoexportPreference.svg;break;default:this.autoexportPreference=AutoexportPreference.inherit}else this.autoexportPreference=AutoexportPreference.inherit}setembeddableThemePreference(){const e=this.embeddableTheme,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&null!==t.frontmatter[FRONTMATTER_KEYS["embeddable-theme"].name]&&void 0!==t.frontmatter[FRONTMATTER_KEYS["embeddable-theme"].name]?(this.embeddableTheme=t.frontmatter[FRONTMATTER_KEYS["embeddable-theme"].name].toLowerCase(),EMBEDDABLE_THEME_FRONTMATTER_VALUES.includes(this.embeddableTheme)||(this.embeddableTheme="default")):t?.frontmatter&&null!==t.frontmatter[FRONTMATTER_KEYS["iframe-theme"].name]&&void 0!==t.frontmatter[FRONTMATTER_KEYS["iframe-theme"].name]?(this.embeddableTheme=t.frontmatter[FRONTMATTER_KEYS["iframe-theme"].name].toLowerCase(),EMBEDDABLE_THEME_FRONTMATTER_VALUES.includes(this.embeddableTheme)||(this.embeddableTheme="default")):this.embeddableTheme=this.plugin.settings.iframeMatchExcalidrawTheme?"auto":"default",e!==this.embeddableTheme}setShowLinkBrackets(){const e=this.showLinkBrackets,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&null!==t.frontmatter[FRONTMATTER_KEYS["link-brackets"].name]&&void 0!==t.frontmatter[FRONTMATTER_KEYS["link-brackets"].name]?this.showLinkBrackets=!1!==t.frontmatter[FRONTMATTER_KEYS["link-brackets"].name]:this.showLinkBrackets=this.plugin.settings.showLinkBrackets,e!==this.showLinkBrackets}setFile(e,t){if(!t)return;if(this.files.set(e,t),t.isHyperLink||t.isLocalLink)return void this.plugin.filesMaster.set(e,{isHyperLink:t.isHyperLink,isLocalLink:t.isLocalLink,path:t.hyperlink,blockrefData:null,hasSVGwithBitmap:t.isSVGwithBitmap});if(!t.file)return;const a=t.linkParts.original.split("#");this.plugin.filesMaster.set(e,{isHyperLink:!1,isLocalLink:!1,path:t.file.path+(t.shouldScale()?"":"|100%"),blockrefData:1===a.length?null:a[1],hasSVGwithBitmap:t.isSVGwithBitmap,colorMapJSON:t.colorMap?JSON.stringify(t.colorMap):null})}getFiles(){return Object.values(this.files)}getFile(e){let t=this.files.get(e);if(t)return t;const a=this.plugin.filesMaster.get(e);return a?(t=new EmbeddedFile(this.plugin,this.file.path,a.blockrefData?a.path+"#"+a.blockrefData:a.path,a.colorMapJSON),this.files.set(e,t),t):t}getFileEntries(){return this.files.entries()}deleteFile(e){this.files.delete(e)}hasFile(e){if(this.files.has(e))return!0;if(this.plugin.filesMaster.has(e)){const t=this.plugin.filesMaster.get(e);if(t.isHyperLink||t.isLocalLink)return this.files.set(e,new EmbeddedFile(this.plugin,this.file.path,t.path)),!0;const a=t.path.split("|")[0].split("#")[0];if(!this.app.vault.getAbstractFileByPath(a))return this.plugin.filesMaster.delete(e),!0;const i=t.path.endsWith("100%"),n=new EmbeddedFile(this.plugin,this.file.path,(t.blockrefData?a+"#"+t.blockrefData:a)+(i?"|100%":""),t.colorMapJSON);return this.files.set(e,n),!0}return!1}setEquation(e,t){this.equations.set(e,{latex:t.latex,isLoaded:t.isLoaded}),this.plugin.equationsMaster.set(e,t.latex)}getEquation(e){let t=this.equations.get(e);if(t)return t;const a=this.plugin.equationsMaster.get(e);return a?(this.equations.set(e,{latex:a,isLoaded:!1}),{latex:a,isLoaded:!1}):t}getEquationEntries(){return this.equations?.entries()}deleteEquation(e){this.equations.delete(e)}hasEquation(e){return!!this.equations.has(e)||!!this.plugin.equationsMaster.has(e)&&(this.equations.set(e,{latex:this.plugin.equationsMaster.get(e),isLoaded:!1}),!0)}setMermaid(e,t){this.mermaids.set(e,{mermaid:t.mermaid,isLoaded:t.isLoaded}),this.plugin.mermaidsMaster.set(e,t.mermaid)}getMermaid(e){let t=this.mermaids.get(e);if(t)return t;const a=this.plugin.mermaidsMaster.get(e);return a?(this.mermaids.set(e,{mermaid:a,isLoaded:!1}),{mermaid:a,isLoaded:!1}):t}getMermaidEntries(){return this.mermaids.entries()}deleteMermaid(e){this.mermaids.delete(e)}hasMermaid(e){return!!this.mermaids.has(e)||!!this.plugin.mermaidsMaster.has(e)&&(this.mermaids.set(e,{mermaid:this.plugin.mermaidsMaster.get(e),isLoaded:!1}),!0)}}const getTransclusion=async(e,t,a,i)=>{if(!e.path)return{contents:e.original.trim(),lineNum:0};if(!(a&&a instanceof obsidian_module.TFile))return{contents:e.original.trim(),lineNum:0};const n=await t.vault.read(a);if(!e.ref)return i?{contents:n.substring(0,i).trim(),lineNum:0}:{contents:n.trim(),lineNum:0};const r=(await t.metadataCache.blockCache.getForFile({isCancelled:()=>!1},a)).blocks.filter((e=>"comment"!==e.node.type));if(!r)return{contents:e.original.trim(),lineNum:0};if(e.isBlockRef){let t=r.filter((t=>t.node.id==e.ref))[0]?.node;if(!t)return{contents:e.original.trim(),lineNum:0};["blockquote"].includes(t.type)&&(t=t.children[0]);const a=t.position.start.offset,i=t.position.start.line,s=t.position.end.offset;return{contents:n.substring(a,s).replaceAll(/ \^\S*$|^\^\S*$/gm,"").trim(),lineNum:i}}const s=r.filter((e=>0===e.display.search(/^#+\s/)));let o=null,l=0,c=null,d=1;for(let t=0;t<s.length;t++){if(o&&!c){let e=t;for(;e<s.length&&s[e].node.depth>d;)e++;return e===s.length&&s[e-1].node.depth>d?{leadingHashes:"#".repeat(d)+" ",contents:n.substring(o).trim(),lineNum:l}:(c=s[e].node.position.start.offset-1,{leadingHashes:"#".repeat(d)+" ",contents:n.substring(o,c).trim(),lineNum:l})}const a=s[t].node.children[0],i=s[t].node.data?.hProperties?.dataHeading,r=a?.children;!o&&(cleanBlockRef(a?.value)===e.ref||cleanBlockRef(a?.title)===e.ref||cleanBlockRef(i)===e.ref||r&&cleanBlockRef(r[0]?.value)===e.ref||cleanSectionHeading(a?.value)===e.ref||cleanSectionHeading(a?.title)===e.ref||cleanSectionHeading(i)===e.ref||r&&cleanSectionHeading(r[0]?.value)===e.ref)&&(o=s[t].node.children[0]?.position.start.offset,d=s[t].node.depth,l=s[t].node.children[0]?.position.start.line)}return o?{leadingHashes:"#".repeat(d)+" ",contents:n.substring(o).trim(),lineNum:l}:{contents:e.original.trim(),lineNum:0}};class ContentSearcher{contentDiv;searchBar;prevButton;nextButton;exportMarkdown;showHideButton;customElemenentContainer;inputContainer;customElement;hitCount;searchBarWrapper;constructor(e,t){this.contentDiv=e,this.customElement=t,this.createSearchElements(),this.setupEventListeners(),e.prepend(this.getSearchBarWrapper())}createSearchElements(){this.searchBarWrapper=createDiv("excalidraw-search document-search-container");const e=createDiv("document-search");this.inputContainer=createDiv("search-input-container document-search-input"),this.searchBar=createEl("input",{type:"text",placeholder:"Find..."}),this.hitCount=createDiv("document-search-count"),this.inputContainer.appendChild(this.searchBar),this.inputContainer.appendChild(this.hitCount);const t=createDiv("document-search-buttons");this.prevButton=createEl("button",{cls:["clickable-icon","document-search-button"],attr:{"aria-label":t$d("SEARCH_PREVIOUS"),"data-tooltip-position":"top"},type:"button"}),this.prevButton.innerHTML=obsidian_module.getIcon("arrow-up").outerHTML,this.nextButton=createEl("button",{cls:["clickable-icon","document-search-button"],attr:{"aria-label":t$d("SEARCH_NEXT"),"data-tooltip-position":"top"},type:"button"}),this.nextButton.innerHTML=obsidian_module.getIcon("arrow-down").outerHTML,this.exportMarkdown=createEl("button",{cls:["clickable-icon","document-search-button"],attr:{"aria-label":t$d("SEARCH_COPY_TO_CLIPBOARD_ARIA"),"data-tooltip-position":"top"},type:"button"}),this.exportMarkdown.innerHTML=obsidian_module.getIcon("clipboard-copy").outerHTML,this.showHideButton=createEl("button",{cls:["clickable-icon","document-search-button","search-visible"],attr:{"aria-label":t$d("SEARCH_SHOWHIDE_ARIA"),"data-tooltip-position":"top"},type:"button"}),this.showHideButton.innerHTML=obsidian_module.getIcon("minimize-2").outerHTML,t.appendChild(this.prevButton),t.appendChild(this.nextButton),t.appendChild(this.exportMarkdown),t.appendChild(this.showHideButton),e.appendChild(this.inputContainer),e.appendChild(t),this.searchBarWrapper.appendChild(e),this.customElemenentContainer=createDiv(),this.customElement&&(this.customElemenentContainer.appendChild(this.customElement),this.searchBarWrapper.appendChild(this.customElemenentContainer))}setupEventListeners(){this.nextButton.onclick=()=>this.navigateSearchResults("next"),this.prevButton.onclick=()=>this.navigateSearchResults("previous"),this.exportMarkdown.onclick=()=>{const e=this.contentDiv.outerHTML,t=e.indexOf("<hr");function a(e,t){const a=new RegExp(`<summary class="excalidraw-setting-h${t}">([^<]+)</summary>`,"g");return e.replaceAll(a,`<summary class="excalidraw-setting-h${t}"><h${t}>$1</h${t}></summary>`)}let i=a(t>-1?e.substring(t):e,1);i=a(i,2),i=a(i,3),i=a(i,4),i=i.replaceAll(/<div class="setting-item-name">([^<]+)<\/div>/g,"<h5>$1</h5>");const n=obsidian_module.htmlToMarkdown(i);window.navigator.clipboard.writeText(n),new obsidian_module.Notice(t$d("SEARCH_COPIED_TO_CLIPBOARD"))},this.showHideButton.onclick=()=>{const e=e=>{this.inputContainer.style.opacity=e,this.prevButton.style.opacity=e,this.nextButton.style.opacity=e,this.exportMarkdown.style.opacity=e,this.customElemenentContainer.style.opacity=e};this.showHideButton.hasClass("search-visible")?(this.showHideButton.removeClass("search-visible"),this.showHideButton.addClass("search-hidden"),this.searchBarWrapper.style.backgroundColor="transparent",e("0"),this.showHideButton.innerHTML=obsidian_module.getIcon("maximize-2").outerHTML):(this.showHideButton.removeClass("search-hidden"),this.showHideButton.addClass("search-visible"),this.searchBarWrapper.style.backgroundColor=null,e(null),this.showHideButton.innerHTML=obsidian_module.getIcon("minimize-2").outerHTML)},this.searchBar.addEventListener("input",(e=>{this.clearHighlights();const t=e.target.value;if(t&&t.length>0){this.highlightSearchTerm(t);const e=this.contentDiv.querySelectorAll("mark.search-highlight").length;this.hitCount.textContent=e>0?`1 / ${e}`:"",setTimeout((()=>this.navigateSearchResults("next")))}else this.hitCount.textContent=""})),this.searchBar.addEventListener("keydown",(e=>{(e.ctrlKey||e.metaKey)&&"f"===e.key?(e.preventDefault(),this.searchBar.focus()):"Enter"===e.key&&(e.preventDefault(),this.navigateSearchResults(e.shiftKey?"previous":"next"))}))}getSearchBarWrapper(){return this.searchBarWrapper}highlightSearchTerm(e){const t=document.createTreeWalker(this.contentDiv,NodeFilter.SHOW_TEXT,{acceptNode:t=>t.nodeValue.toLowerCase().includes(e.toLowerCase())?NodeFilter.FILTER_ACCEPT:NodeFilter.FILTER_REJECT}),a=[];for(;t.nextNode();)a.push(t.currentNode);a.forEach((t=>{const a=t.nodeValue,i=document.createDocumentFragment();let n,r=0;const s=new RegExp(escapeRegExp(e),"gi");for(;null!==(n=s.exec(a));){const e=document.createTextNode(a.slice(r,n.index)),t=document.createElement("mark");t.className="search-highlight",t.textContent=n[0],t.classList.add("search-result"),i.appendChild(e),i.appendChild(t),r=s.lastIndex}i.appendChild(document.createTextNode(a.slice(r))),t.replaceWith(i)}))}clearHighlights(){this.contentDiv.querySelectorAll("mark.search-highlight").forEach((e=>{e.outerHTML=e.innerHTML}))}navigateSearchResults(e){const t=Array.from(this.contentDiv.querySelectorAll("mark.search-highlight"));if(0===t.length)return;const a=t.findIndex((e=>e.classList.contains("active-highlight")));-1!==a&&(t[a].classList.remove("active-highlight"),t[a].style.border="none");let i=0;"next"===e?i=a===t.length-1?0:a+1:"previous"===e&&(i=0===a?t.length-1:a-1);const n=t[i];n.classList.add("active-highlight"),this.expandParentDetails(n),setTimeout((()=>{n.scrollIntoView({behavior:"smooth",block:"nearest"})}),100),this.hitCount.textContent=`${i+1} / ${t.length}`}expandParentDetails(e){let t=e.parentElement;for(;t;)"DETAILS"===t.tagName&&t.setAttribute("open",""),t=t.parentElement}}const URL$1="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/index-new.md";class ScriptInstallPrompt extends obsidian_module.Modal{plugin;contentDiv;constructor(e){super(e.app),this.plugin=e}async onOpen(){this.contentEl.classList.add("excalidraw-scriptengine-install"),this.contentDiv=document.createElement("div"),this.contentEl.appendChild(this.contentDiv),new ContentSearcher(this.contentDiv),this.containerEl.classList.add("excalidraw-scriptengine-install");try{const e=await obsidian_module.request({url:URL$1});if(!e)return new obsidian_module.Notice("Error opening the Excalidraw Script Store page. Please double check that you can access the website. I've logged the link in developer console (press CTRL+SHIFT+i)",5e3),log$2(URL$1),void this.close();await obsidian_module.MarkdownRenderer.render(this.plugin.app,e,this.contentDiv,"",this.plugin),this.contentDiv.querySelectorAll("h1[data-heading],h2[data-heading],h3[data-heading]").forEach((e=>{e.setAttribute("id",e.getAttribute("data-heading"))})),this.contentDiv.querySelectorAll("a.internal-link").forEach((e=>{e.removeAttribute("target")}))}catch(e){errorlog({where:"ScriptInstallPrompt.onOpen",error:e}),new obsidian_module.Notice("Could not open ScriptEngine repository"),this.close()}}onClose(){this.contentEl.empty()}}function r$e(e){var t,a,i="";if("string"==typeof e||"number"==typeof e)i+=e;else if("object"==typeof e)if(Array.isArray(e)){var n=e.length;for(t=0;t<n;t++)e[t]&&(a=r$e(e[t]))&&(i&&(i+=" "),i+=a)}else for(a in e)e[a]&&(i&&(i+=" "),i+=a);return i}function clsx(){for(var e,t,a=0,i="",n=arguments.length;a<n;a++)(e=arguments[a])&&(t=r$e(e))&&(i&&(i+=" "),i+=t);return i}const PENS={default:{type:"default",freedrawOnly:!1,strokeColor:"#000000",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:0,penOptions:{highlighter:!1,constantPressure:!1,hasOutline:!1,outlineWidth:1,options:{thinning:.6,smoothing:.5,streamline:.5,easing:"easeOutSine",start:{cap:!0,taper:0,easing:"linear"},end:{cap:!0,taper:0,easing:"linear"}}}},highlighter:{type:"highlighter",freedrawOnly:!0,strokeColor:"#FFC47C",backgroundColor:"#FFC47C",fillStyle:"solid",strokeWidth:2,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!0,outlineWidth:4,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{taper:0,cap:!0,easing:"linear"}}}},finetip:{type:"finetip",freedrawOnly:!1,strokeColor:"#3E6F8D",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:.5,roughness:0,penOptions:{highlighter:!1,hasOutline:!1,outlineWidth:1,constantPressure:!0,options:{smoothing:.4,thinning:-.5,streamline:.4,easing:"linear",start:{taper:5,cap:!1,easing:"linear"},end:{taper:5,cap:!1,easing:"linear"}}}},fountain:{type:"fountain",freedrawOnly:!1,strokeColor:"#000000",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:2,roughness:0,penOptions:{highlighter:!1,constantPressure:!1,hasOutline:!1,outlineWidth:1,options:{smoothing:.2,thinning:.6,streamline:.2,easing:"easeInOutSine",start:{taper:150,cap:!0,easing:"linear"},end:{taper:1,cap:!0,easing:"linear"}}}},marker:{type:"marker",freedrawOnly:!0,strokeColor:"#B83E3E",backgroundColor:"#FF7C7C",fillStyle:"dashed",strokeWidth:2,roughness:3,penOptions:{highlighter:!1,constantPressure:!0,hasOutline:!0,outlineWidth:4,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{taper:0,cap:!0,easing:"linear"}}}},"thick-thin":{type:"thick-thin",freedrawOnly:!0,strokeColor:"#CECDCC",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!1,outlineWidth:1,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{cap:!0,taper:!0,easing:"linear"}}}},"thin-thick-thin":{type:"thin-thick-thin",freedrawOnly:!0,strokeColor:"#CECDCC",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!1,outlineWidth:1,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{cap:!0,taper:!0,easing:"linear"},end:{cap:!0,taper:!0,easing:"linear"}}}}},EASINGFUNCTIONS={linear:"linear",easeInQuad:"easeInQuad",easeOutQuad:"easeOutQuad",easeInOutQuad:"easeInOutQuad",easeInCubic:"easeInCubic",easeOutCubic:"easeOutCubic",easeInOutCubic:"easeInOutCubic",easeInQuart:"easeInQuart",easeOutQuart:"easeOutQuart",easeInOutQuart:"easeInOutQuart",easeInQuint:"easeInQuint",easeOutQuint:"easeOutQuint",easeInOutQuint:"easeInOutQuint",easeInSine:"easeInSine",easeOutSine:"easeOutSine",easeInOutSine:"easeInOutSine",easeInExpo:"easeInExpo",easeOutExpo:"easeOutExpo",easeInOutExpo:"easeInOutExpo",easeInCirc:"easeInCirc",easeOutCirc:"easeOutCirc",easeInOutCirc:"easeInOutCirc",easeInBack:"easeInBack",easeOutBack:"easeOutBack",easeInOutBack:"easeInOutBack",easeInElastic:"easeInElastic",easeOutElastic:"easeOutElastic",easeInOutElastic:"easeInOutElastic",easeInBounce:"easeInBounce",easeOutBounce:"easeOutBounce",easeInOutBounce:"easeInOutBounce"};class PenSettingsModal extends obsidian_module.Modal{plugin;view;pen;api;dirty=!1;constructor(e,t,a){super(e.app),this.plugin=e,this.view=t,this.pen=a,this.api=t.excalidrawAPI}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Pen Settings"),this.createForm()}async onClose(){if(this.dirty){getExcalidrawViews(this.app).forEach((e=>e.updatePinnedCustomPens())),this.plugin.saveSettings();const e=this.plugin.settings.customPens[this.pen],t=this.view.excalidrawAPI;setPen(e,t),t.setActiveTool({type:"freedraw"})}}async createForm(){const e=e=>{let t="";if(COLOR_NAMES.has(e))return[COLOR_NAMES.get(e),t];const a=(new Option).style;if(a.color=e,a.color){const e=a.color.match(/^[^\d]*(\d*)[^\d]*(\d*)[^\d]*(\d*)[^\d]*([\d\.]*)?/);return e?(t=e[4]?(0|Math.round(255*parseFloat(e[4]))).toString(16).padStart(2,"0"):"",[`#${(0|parseInt(e[1])).toString(16).padStart(2,"0")}${(0|parseInt(e[2])).toString(16).padStart(2,"0")}${(0|parseInt(e[3])).toString(16).padStart(2,"0")}`,t]):[null,t]}return[null,t]},t=this.plugin.settings.customPens[this.pen],a=this.contentEl;let i,n,r,s,o;a.createEl("h1",{text:"Pen settings"}),new obsidian_module.Setting(a).setName("Pen type").setDesc("Select type of pen").addDropdown((e=>{e.addOption("default","Excalidraw Default").addOption("highlighter","Highlighter").addOption("finetip","Fine tip pen").addOption("fountain","Fountain pen").addOption("marker","Marker with Outline").addOption("thick-thin","Mindmap Thick-Thin").addOption("thin-thick-thin","Mindmap Thin-Thick-Thin").setValue(t.type).onChange((e=>{this.dirty=!0,t.type=e}))})).addButton((e=>e.setButtonText("Apply").onClick((()=>{this.dirty=!0,t.strokeColor=PENS[t.type].strokeColor,t.backgroundColor=PENS[t.type].backgroundColor,t.fillStyle=PENS[t.type].fillStyle,t.strokeWidth=PENS[t.type].strokeWidth,t.roughness=PENS[t.type].roughness,t.penOptions={...PENS[t.type].penOptions},a.empty(),this.createForm()})))),i=new obsidian_module.Setting(a).setName(fragWithHTML(t.freedrawOnly?"Stroke & fill applies to: <b>Freedraw only</b>":"Stroke & fill applies to: <b>All shapes</b>")).setDesc(fragWithHTML('<b>"All shapes"</b> means that if for example, you select a blue pen with dashed fill and then switch to a different tool (e.g. to a line, a circle, an arrow - i.e. not the freedraw tool), those will all have the same blue line and dashed fill.<br><b>"Only applies to the freedraw line"</b> means that if for example you are writing black text, and you select a custom pen (e.g. a yellow highlighter), then after using the highlighter you switch to another tool, the previous settings (e.g. black stroke color) will apply to the new shape.')).addToggle((e=>e.setValue(t.freedrawOnly).onChange((e=>{this.dirty=!0,i.setName(fragWithHTML(e?"Stroke & fill applies to: <b>Freedraw only</b>":"Stroke & fill applies to: <b>All shapes</b>")),t.freedrawOnly=e}))));let l,c,d,h,p,u,m,[g,f]=e(t.strokeColor),b=!1;o=new obsidian_module.Setting(a).setName(fragWithHTML(Boolean(t.strokeColor)?"Stroke color: <b>Preset color</b>":"Stroke color: <b>Current</b>")).setDesc(fragWithHTML("Use <b>current</b> stroke color of the canvas, or set a specific <b>preset color</b> for the pen")).addToggle((a=>a.setValue(!Boolean(t.strokeColor)).onChange((a=>{this.dirty=!0,n.settingEl.style.display=a?"none":"",o.setName(fragWithHTML(a?"Stroke color: <b>Current</b>":"Stroke color: <b>Preset color</b>")),a?delete t.strokeColor:(s.getValue()||([g,f]=e("black"),r.setValue(g),s.setValue("black")),t.strokeColor=s.getValue())})))),n=new obsidian_module.Setting(a).setName("Select stroke color").addButton((a=>a.setButtonText("Use Canvas Current").onClick((()=>{const a=this.api.getAppState(),i=a.resetCustomPen?.currentItemStrokeColor??a.currentItemStrokeColor;[g,f]=e(i),t.strokeColor=i,this.dirty=!0,s.setValue(i),b=!0,r.setValue(g)})))).addText((a=>{s=a,a.setValue(t.strokeColor).onChange((a=>{b=!0,this.dirty=!0,t.strokeColor=a,[g,f]=e(a),g&&r.setValue(g)}))})).addColorPicker((e=>{r=e,e.setValue(g??"#000000").onChange((e=>{b?b=!1:(this.dirty=!0,t.strokeColor=e+f,s.setValue(e+f))}))})),n.settingEl.style.display=Boolean(t.strokeColor)?"":"none";let[U,E]=e(t.backgroundColor);l=new obsidian_module.Setting(a).setName(fragWithHTML(Boolean(t.backgroundColor)?"Background color: <b>Preset color</b>":"Background color: <b>Current</b>")).setDesc(fragWithHTML("Toggle to use the <b>current background color</b> of the canvas; or a <b>preset color</b>")).addToggle((a=>a.setValue(!Boolean(t.backgroundColor)).onChange((a=>{this.dirty=!0,l.setName(fragWithHTML(a?"Background color: <b>Current</b>":"Background color: <b>Preset color</b>")),d.settingEl.style.display=a?"none":"",c.settingEl.style.display=a||"transparent"===t.backgroundColor?"none":"",a?delete t.backgroundColor:(p.getValue()||([U,E]=e("black"),h.setValue(U),p.setValue("black")),u.setValue(!1))})))),d=new obsidian_module.Setting(a).setName(fragWithHTML("transparent"===t.backgroundColor?"Background: <b>Transparent</b>":"Color: <b>Preset color</b>")).setDesc("Background has color or is transparent").addToggle((e=>{u=e,e.setValue("transparent"===t.backgroundColor).onChange((e=>{this.dirty=!0,c.settingEl.style.display=e?"none":"",m.settingEl.style.display=e?"none":"",d.setName(fragWithHTML(e?"Background: <b>Transparent</b>":"Color: <b>Preset color</b>")),t.backgroundColor=e?"transparent":h.getValue()}))})),d.settingEl.style.display=Boolean(t.backgroundColor)?"":"none";let w,y,v,T,S,_,C,I,x,A=!1;c=new obsidian_module.Setting(a).setName("Background color").addButton((a=>a.setButtonText("Use Canvas Current").onClick((()=>{const a=this.api.getAppState(),i=a.resetCustomPen?.currentItemBackgroundColor??a.currentItemBackgroundColor;[U,E]=e(i),t.backgroundColor=i,this.dirty=!0,p.setValue(i),A=!0,h.setValue(U)})))).addText((a=>{p=a,a.setValue(t.backgroundColor).onChange((a=>{A=!0,this.dirty=!0,t.backgroundColor=a,[U,E]=e(a),U&&h.setValue(U)}))})).addColorPicker((e=>{h=e,e.setValue(U??"#000000").onChange((e=>{A?A=!1:(this.dirty=!0,t.backgroundColor=e+E,p.setValue(e+E))}))})),c.settingEl.style.display=Boolean(t.backgroundColor)&&"transparent"!==t.backgroundColor?"":"none",m=new obsidian_module.Setting(a).setName("Fill Style").addDropdown((e=>e.addOption("","Unset").addOption("dots","Dots (⚠ VERY SLOW performance on large objects!)").addOption("zigzag","Zigzag").addOption("zigzag-line","Zigzag-line").addOption("dashed","Dashed").addOption("hachure","Hachure").addOption("cross-hatch","Cross-hatch").addOption("solid","Solid").setValue(t.fillStyle).onChange((e=>{this.dirty=!0,t.fillStyle=e})))),m.settingEl.style.display=Boolean(t.backgroundColor)&&"transparent"!==t.backgroundColor?"":"none",w=new obsidian_module.Setting(a).setName(fragWithHTML(`Sloppiness: <b>${null===t.roughness?"Not Set":t.roughness<=.5?"Architect (":t.roughness<=1.5?"Artist (":"Cartoonist ("}${null===t.roughness?"":`${t.roughness})`}</b>`)).setDesc("Line sloppiness of the shape fill pattern").addSlider((e=>e.setLimits(-.5,3,.5).setValue(null===t.roughness?-.5:t.roughness).onChange((e=>{this.dirty=!0,t.roughness=-.5===e?null:e,w.setName(fragWithHTML(`Sloppiness: <b>${null===t.roughness?"Not Set":t.roughness<=.5?"Architect (":t.roughness<=1.5?"Artist (":"Cartoonist ("}${null===t.roughness?"":`${t.roughness})`}</b>`))})))),y=new obsidian_module.Setting(a).setName(fragWithHTML(`Stroke Width <b>${0===t.strokeWidth?"Not Set":t.strokeWidth}</b>`)).addSlider((e=>e.setLimits(0,5,.5).setValue(t.strokeWidth).onChange((e=>{this.dirty=!0,t.strokeWidth=e,y.setName(fragWithHTML(`Stroke Width <b>${0===t.strokeWidth?"Not Set":t.strokeWidth}</b>`))})))),new obsidian_module.Setting(a).setName("Highlighter pen?").addToggle((e=>e.setValue(t.penOptions.highlighter).onChange((e=>{this.dirty=!0,t.penOptions.highlighter=e})))),new obsidian_module.Setting(a).setName("Pressure sensitive pen?").setDesc(fragWithHTML("<b>toggle on</b>: pressure sensitive<br><b>toggle off</b>: constant pressure")).addToggle((e=>e.setValue(!t.penOptions.constantPressure).onChange((e=>{this.dirty=!0,t.penOptions.constantPressure=!e,v.settingEl.style.display=t.penOptions.constantPressure?"none":""})))),t.penOptions.hasOutline&&0===t.penOptions.outlineWidth&&(t.penOptions.outlineWidth=.5,this.dirty=!0),!t.penOptions.hasOutline&&t.penOptions.outlineWidth>0&&(t.penOptions.outlineWidth=0,this.dirty=!0),T=new obsidian_module.Setting(a).setName(fragWithHTML(0===t.penOptions.outlineWidth?"No outline":`Outline width <b>${t.penOptions.outlineWidth}</b>`)).setDesc("If the stroke has an outline, this will mean the stroke color is the outline color, and the background color is the pen stroke's fill color. If the pen does not have an outline then the pen color is the stroke color. The Fill Style setting applies to the fill style of the enclosed shape, not of the line itself. The line can only have solid fill.").addSlider((e=>e.setLimits(0,8,.5).setValue(t.penOptions.outlineWidth).onChange((e=>{this.dirty=!0,t.penOptions.outlineWidth=e,t.penOptions.hasOutline=e>0,T.setName(fragWithHTML(0===t.penOptions.outlineWidth?"No outline":`Outline width <b>${t.penOptions.outlineWidth}</b>`))})))),a.createEl("h2",{text:"Perfect Freehand settings"}),a.createEl("p").innerHTML='Read the Perfect Freehand documentation following <a href="https://github.com/steveruizok/perfect-freehand#documentation" target="_blank">this link</a>.',S=new obsidian_module.Setting(a).setName(fragWithHTML(`Thinnning <b>${t.penOptions.options.thinning}</b>`)).setDesc(fragWithHTML("The effect of pressure on the stroke's size.<br>To create a stroke with a steady line, set the thinning option to 0.<br>To create a stroke that gets thinner with pressure instead of thicker, use a negative number for the thinning option.")).addSlider((e=>e.setLimits(-1,1,.05).setValue(t.penOptions.options.thinning).onChange((e=>{this.dirty,S.setName(fragWithHTML(`Thinnning <b>${e}</b>`)),t.penOptions.options.thinning=e})))),_=new obsidian_module.Setting(a).setName(fragWithHTML(`Smoothing <b>${t.penOptions.options.smoothing}</b>`)).setDesc(fragWithHTML("How much to soften the stroke's edges.")).addSlider((e=>e.setLimits(0,1,.05).setValue(t.penOptions.options.smoothing).onChange((e=>{this.dirty,_.setName(fragWithHTML(`Smoothing <b>${e}</b>`)),t.penOptions.options.smoothing=e})))),C=new obsidian_module.Setting(a).setName(fragWithHTML(`Streamline <b>${t.penOptions.options.streamline}</b>`)).setDesc(fragWithHTML("\tHow much to streamline the stroke.")).addSlider((e=>e.setLimits(0,1,.05).setValue(t.penOptions.options.streamline).onChange((e=>{this.dirty,C.setName(fragWithHTML(`Streamline <b>${e}</b>`)),t.penOptions.options.streamline=e})))),new obsidian_module.Setting(a).setName("Easing function").setDesc(fragWithHTML('An easing function for the tapering effect. For more info <a href="https://easings.net/#" target="_blank">click here</a>')).addDropdown((e=>e.addOptions(EASINGFUNCTIONS).setValue(t.penOptions.options.easing).onChange((e=>{this.dirty=!0,t.penOptions.options.easing=e})))),v=new obsidian_module.Setting(a).setName("Simulate Pressure").setDesc("Whether to simulate pressure based on velocity.").addDropdown((e=>e.addOption("true","Always").addOption("false","Never").addOption("","Yes for mouse, No for pen").setValue(!0===t.penOptions.options.simulatePressure?"true":!1===t.penOptions.options.simulatePressure?"false":"").onChange((e=>{switch(this.dirty=!0,e){case"true":t.penOptions.options.simulatePressure=!0;break;case"false":t.penOptions.options.simulatePressure=!1;break;default:delete t.penOptions.options.simulatePressure}})))),v.settingEl.style.display=t.penOptions.constantPressure?"none":"",a.createEl("h3",{text:"Start"}),a.createEl("p",{text:"Tapering options for the start of the line."}),new obsidian_module.Setting(a).setName("Cap Start").setDesc("Whether to draw a cap").addToggle((e=>e.setValue(t.penOptions.options.start.cap).onChange((e=>{this.dirty=!0,t.penOptions.options.start.cap=e})))),I=new obsidian_module.Setting(a).setName(fragWithHTML(`Taper: <b>${!0===t.penOptions.options.start.taper?"true":t.penOptions.options.start.taper}</b>`)).setDesc("The distance to taper. If set to true, the taper will be the total length of the stroke.").addSlider((e=>e.setLimits(0,151,1).setValue("boolean"==typeof t.penOptions.options.start.taper?151:t.penOptions.options.start.taper).onChange((e=>{this.dirty,t.penOptions.options.start.taper=151===e||e,I.setName(fragWithHTML(`Taper: <b>${!0===t.penOptions.options.start.taper?"true":t.penOptions.options.start.taper}</b>`))})))),new obsidian_module.Setting(a).setName("Easing function").setDesc(fragWithHTML('An easing function for the tapering effect. For more info <a href="https://easings.net/#" target="_blank">click here</a>')).addDropdown((e=>e.addOptions(EASINGFUNCTIONS).setValue(t.penOptions.options.start.easing).onChange((e=>{this.dirty=!0,t.penOptions.options.start.easing=e})))),a.createEl("h3",{text:"End"}),a.createEl("p",{text:"Tapering options for the end of the line."}),new obsidian_module.Setting(a).setName("Cap End").setDesc("Whether to draw a cap").addToggle((e=>e.setValue(t.penOptions.options.end.cap).onChange((e=>{this.dirty=!0,t.penOptions.options.end.cap=e})))),x=new obsidian_module.Setting(a).setName(fragWithHTML(`Taper: <b>${!0===t.penOptions.options.end.taper?"true":t.penOptions.options.end.taper}</b>`)).setDesc("The distance to taper. If set to true, the taper will be the total length of the stroke.").addSlider((e=>e.setLimits(0,151,1).setValue("boolean"==typeof t.penOptions.options.end.taper?151:t.penOptions.options.end.taper).onChange((e=>{this.dirty,t.penOptions.options.end.taper=151===e||e,x.setName(fragWithHTML(`Taper: <b>${!0===t.penOptions.options.end.taper?"true":t.penOptions.options.end.taper}</b>`))})))),new obsidian_module.Setting(a).setName("Easing function").setDesc(fragWithHTML('An easing function for the tapering effect. For more info <a href="https://easings.net/#" target="_blank">click here</a>')).addDropdown((e=>e.addOptions(EASINGFUNCTIONS).setValue(t.penOptions.options.end.easing).onChange((e=>{this.dirty=!0,t.penOptions.options.end.easing=e}))))}}const toKebabCase=e=>e.replace(/([a-z0-9])([A-Z])/g,"$1-$2").toLowerCase(),mergeClasses=(...e)=>e.filter(((e,t,a)=>Boolean(e)&&""!==e.trim()&&a.indexOf(e)===t)).join(" ").trim();var defaultAttributes={xmlns:"http://www.w3.org/2000/svg",width:24,height:24,viewBox:"0 0 24 24",fill:"none",stroke:"currentColor",strokeWidth:2,strokeLinecap:"round",strokeLinejoin:"round"};const Icon=React.forwardRef((({color:e="currentColor",size:t=24,strokeWidth:a=2,absoluteStrokeWidth:i,className:n="",children:r,iconNode:s,...o},l)=>React.createElement("svg",{ref:l,...defaultAttributes,width:t,height:t,stroke:e,strokeWidth:i?24*Number(a)/Number(t):a,className:mergeClasses("lucide",n),...o},[...s.map((([e,t])=>React.createElement(e,t))),...Array.isArray(r)?r:[r]]))),createLucideIcon=(e,t)=>{const a=React.forwardRef((({className:a,...i},n)=>React.createElement(Icon,{ref:n,iconNode:t,className:mergeClasses(`lucide-${toKebabCase(e)}`,a),...i})));return a.displayName=`${e}`,a},__iconNode$8=[["path",{d:"m19 21-7-4-7 4V5a2 2 0 0 1 2-2h10a2 2 0 0 1 2 2v16z",key:"1fy3hk"}]],Bookmark=createLucideIcon("Bookmark",__iconNode$8),__iconNode$7=[["path",{d:"M14.5 4h-5L7 7H4a2 2 0 0 0-2 2v9a2 2 0 0 0 2 2h16a2 2 0 0 0 2-2V9a2 2 0 0 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114.9z"}))}},stringToSVG=e=>(e.match('class="skip"')||(e=e.replace(/stroke\s*=\s*['"][^"']*['"]/g,"").replace(/[^-]width\s*=\s*['"][^"']*['"]/g,"").replace(/[^-]height\s*=\s*['"][^"']*['"]/g,"").replace("<svg ",'<svg style="stroke:var(--icon-fill-color);color:var(--icon-fill-color);fill:var(--icon-fill-color);stroke-width:6;" ')),React__namespace.createElement("div",{dangerouslySetInnerHTML:{__html:e}})),LogoWrapper=({children:e})=>React__namespace.createElement("div",{className:"welcome-screen-center__logo virgil welcome-screen-decor"},e," ");var top="top",bottom="bottom",right="right",left="left",auto="auto",basePlacements=[top,bottom,right,left],start="start",end="end",clippingParents="clippingParents",viewport="viewport",popper="popper",reference="reference",variationPlacements=basePlacements.reduce((function(e,t){return e.concat([t+"-"+start,t+"-"+end])}),[]),placements=[].concat(basePlacements,[auto]).reduce((function(e,t){return e.concat([t,t+"-"+start,t+"-"+end])}),[]),beforeRead="beforeRead",read="read",afterRead="afterRead",beforeMain="beforeMain",main="main",afterMain="afterMain",beforeWrite="beforeWrite",write="write",afterWrite="afterWrite",modifierPhases=[beforeRead,read,afterRead,beforeMain,main,afterMain,beforeWrite,write,afterWrite];function getNodeName(e){return e?(e.nodeName||"").toLowerCase():null}function getWindow(e){if(null==e)return window;if("[object Window]"!==e.toString()){var t=e.ownerDocument;return t&&t.defaultView||window}return e}function isElement(e){return e instanceof getWindow(e).Element||e instanceof Element}function isHTMLElement$1(e){return e instanceof getWindow(e).HTMLElement||e instanceof HTMLElement}function isShadowRoot(e){return"undefined"!=typeof ShadowRoot&&(e instanceof getWindow(e).ShadowRoot||e instanceof ShadowRoot)}function applyStyles(e){var t=e.state;Object.keys(t.elements).forEach((function(e){var a=t.styles[e]||{},i=t.attributes[e]||{},n=t.elements[e];isHTMLElement$1(n)&&getNodeName(n)&&(Object.assign(n.style,a),Object.keys(i).forEach((function(e){var t=i[e];!1===t?n.removeAttribute(e):n.setAttribute(e,!0===t?"":t)})))}))}function effect$2(e){var t=e.state,a={popper:{position:t.options.strategy,left:"0",top:"0",margin:"0"},arrow:{position:"absolute"},reference:{}};return Object.assign(t.elements.popper.style,a.popper),t.styles=a,t.elements.arrow&&Object.assign(t.elements.arrow.style,a.arrow),function(){Object.keys(t.elements).forEach((function(e){var i=t.elements[e],n=t.attributes[e]||{},r=Object.keys(t.styles.hasOwnProperty(e)?t.styles[e]:a[e]).reduce((function(e,t){return e[t]="",e}),{});isHTMLElement$1(i)&&getNodeName(i)&&(Object.assign(i.style,r),Object.keys(n).forEach((function(e){i.removeAttribute(e)})))}))}}var applyStyles$1={name:"applyStyles",enabled:!0,phase:"write",fn:applyStyles,effect:effect$2,requires:["computeStyles"]};function getBasePlacement(e){return e.split("-")[0]}var max$5=Math.max,min$5=Math.min,round$6=Math.round;function getUAString(){var e=navigator.userAgentData;return null!=e&&e.brands&&Array.isArray(e.brands)?e.brands.map((function(e){return e.brand+"/"+e.version})).join(" "):navigator.userAgent}function isLayoutViewport(){return!/^((?!chrome|android).)*safari/i.test(getUAString())}function getBoundingClientRect(e,t,a){void 0===t&&(t=!1),void 0===a&&(a=!1);var i=e.getBoundingClientRect(),n=1,r=1;t&&isHTMLElement$1(e)&&(n=e.offsetWidth>0&&round$6(i.width)/e.offsetWidth||1,r=e.offsetHeight>0&&round$6(i.height)/e.offsetHeight||1);var s=(isElement(e)?getWindow(e):window).visualViewport,o=!isLayoutViewport()&&a,l=(i.left+(o&&s?s.offsetLeft:0))/n,c=(i.top+(o&&s?s.offsetTop:0))/r,d=i.width/n,h=i.height/r;return{width:d,height:h,top:c,right:l+d,bottom:c+h,left:l,x:l,y:c}}function getLayoutRect(e){var t=getBoundingClientRect(e),a=e.offsetWidth,i=e.offsetHeight;return Math.abs(t.width-a)<=1&&(a=t.width),Math.abs(t.height-i)<=1&&(i=t.height),{x:e.offsetLeft,y:e.offsetTop,width:a,height:i}}function contains(e,t){var a=t.getRootNode&&t.getRootNode();if(e.contains(t))return!0;if(a&&isShadowRoot(a)){var i=t;do{if(i&&e.isSameNode(i))return!0;i=i.parentNode||i.host}while(i)}return!1}function getComputedStyle$1(e){return getWindow(e).getComputedStyle(e)}function isTableElement(e){return["table","td","th"].indexOf(getNodeName(e))>=0}function getDocumentElement(e){return((isElement(e)?e.ownerDocument:e.document)||window.document).documentElement}function getParentNode(e){return"html"===getNodeName(e)?e:e.assignedSlot||e.parentNode||(isShadowRoot(e)?e.host:null)||getDocumentElement(e)}function getTrueOffsetParent(e){return isHTMLElement$1(e)&&"fixed"!==getComputedStyle$1(e).position?e.offsetParent:null}function getContainingBlock(e){var t=/firefox/i.test(getUAString());if(/Trident/i.test(getUAString())&&isHTMLElement$1(e)&&"fixed"===getComputedStyle$1(e).position)return null;var a=getParentNode(e);for(isShadowRoot(a)&&(a=a.host);isHTMLElement$1(a)&&["html","body"].indexOf(getNodeName(a))<0;){var i=getComputedStyle$1(a);if("none"!==i.transform||"none"!==i.perspective||"paint"===i.contain||-1!==["transform","perspective"].indexOf(i.willChange)||t&&"filter"===i.willChange||t&&i.filter&&"none"!==i.filter)return a;a=a.parentNode}return null}function getOffsetParent(e){for(var t=getWindow(e),a=getTrueOffsetParent(e);a&&isTableElement(a)&&"static"===getComputedStyle$1(a).position;)a=getTrueOffsetParent(a);return a&&("html"===getNodeName(a)||"body"===getNodeName(a)&&"static"===getComputedStyle$1(a).position)?t:a||getContainingBlock(e)||t}function getMainAxisFromPlacement(e){return["top","bottom"].indexOf(e)>=0?"x":"y"}function within(e,t,a){return max$5(e,min$5(t,a))}function withinMaxClamp(e,t,a){var i=within(e,t,a);return i>a?a:i}function getFreshSideObject(){return{top:0,right:0,bottom:0,left:0}}function mergePaddingObject(e){return Object.assign({},getFreshSideObject(),e)}function expandToHashMap(e,t){return t.reduce((function(t,a){return t[a]=e,t}),{})}var toPaddingObject=function(e,t){return mergePaddingObject("number"!=typeof(e="function"==typeof e?e(Object.assign({},t.rects,{placement:t.placement})):e)?e:expandToHashMap(e,basePlacements))};function arrow(e){var t,a=e.state,i=e.name,n=e.options,r=a.elements.arrow,s=a.modifiersData.popperOffsets,o=getBasePlacement(a.placement),l=getMainAxisFromPlacement(o),c=[left,right].indexOf(o)>=0?"height":"width";if(r&&s){var d=toPaddingObject(n.padding,a),h=getLayoutRect(r),p="y"===l?top:left,u="y"===l?bottom:right,m=a.rects.reference[c]+a.rects.reference[l]-s[l]-a.rects.popper[c],g=s[l]-a.rects.reference[l],f=getOffsetParent(r),b=f?"y"===l?f.clientHeight||0:f.clientWidth||0:0,U=m/2-g/2,E=d[p],w=b-h[c]-d[u],y=b/2-h[c]/2+U,v=within(E,y,w),T=l;a.modifiersData[i]=((t={})[T]=v,t.centerOffset=v-y,t)}}function effect$1(e){var t=e.state,a=e.options.element,i=void 0===a?"[data-popper-arrow]":a;null!=i&&("string"!=typeof i||(i=t.elements.popper.querySelector(i)))&&contains(t.elements.popper,i)&&(t.elements.arrow=i)}var arrow$1={name:"arrow",enabled:!0,phase:"main",fn:arrow,effect:effect$1,requires:["popperOffsets"],requiresIfExists:["preventOverflow"]};function getVariation(e){return e.split("-")[1]}var unsetSides={top:"auto",right:"auto",bottom:"auto",left:"auto"};function roundOffsetsByDPR(e,t){var a=e.x,i=e.y,n=t.devicePixelRatio||1;return{x:round$6(a*n)/n||0,y:round$6(i*n)/n||0}}function mapToStyles(e){var t,a=e.popper,i=e.popperRect,n=e.placement,r=e.variation,s=e.offsets,o=e.position,l=e.gpuAcceleration,c=e.adaptive,d=e.roundOffsets,h=e.isFixed,p=s.x,u=void 0===p?0:p,m=s.y,g=void 0===m?0:m,f="function"==typeof d?d({x:u,y:g}):{x:u,y:g};u=f.x,g=f.y;var b=s.hasOwnProperty("x"),U=s.hasOwnProperty("y"),E=left,w=top,y=window;if(c){var v=getOffsetParent(a),T="clientHeight",S="clientWidth";v===getWindow(a)&&"static"!==getComputedStyle$1(v=getDocumentElement(a)).position&&"absolute"===o&&(T="scrollHeight",S="scrollWidth"),(n===top||(n===left||n===right)&&r===end)&&(w=bottom,g-=(h&&v===y&&y.visualViewport?y.visualViewport.height:v[T])-i.height,g*=l?1:-1),n!==left&&(n!==top&&n!==bottom||r!==end)||(E=right,u-=(h&&v===y&&y.visualViewport?y.visualViewport.width:v[S])-i.width,u*=l?1:-1)}var _,C=Object.assign({position:o},c&&unsetSides),I=!0===d?roundOffsetsByDPR({x:u,y:g},getWindow(a)):{x:u,y:g};return u=I.x,g=I.y,l?Object.assign({},C,((_={})[w]=U?"0":"",_[E]=b?"0":"",_.transform=(y.devicePixelRatio||1)<=1?"translate("+u+"px, "+g+"px)":"translate3d("+u+"px, "+g+"px, 0)",_)):Object.assign({},C,((t={})[w]=U?g+"px":"",t[E]=b?u+"px":"",t.transform="",t))}function computeStyles(e){var t=e.state,a=e.options,i=a.gpuAcceleration,n=void 0===i||i,r=a.adaptive,s=void 0===r||r,o=a.roundOffsets,l=void 0===o||o,c={placement:getBasePlacement(t.placement),variation:getVariation(t.placement),popper:t.elements.popper,popperRect:t.rects.popper,gpuAcceleration:n,isFixed:"fixed"===t.options.strategy};null!=t.modifiersData.popperOffsets&&(t.styles.popper=Object.assign({},t.styles.popper,mapToStyles(Object.assign({},c,{offsets:t.modifiersData.popperOffsets,position:t.options.strategy,adaptive:s,roundOffsets:l})))),null!=t.modifiersData.arrow&&(t.styles.arrow=Object.assign({},t.styles.arrow,mapToStyles(Object.assign({},c,{offsets:t.modifiersData.arrow,position:"absolute",adaptive:!1,roundOffsets:l})))),t.attributes.popper=Object.assign({},t.attributes.popper,{"data-popper-placement":t.placement})}var computeStyles$1={name:"computeStyles",enabled:!0,phase:"beforeWrite",fn:computeStyles,data:{}},passive={passive:!0};function effect(e){var t=e.state,a=e.instance,i=e.options,n=i.scroll,r=void 0===n||n,s=i.resize,o=void 0===s||s,l=getWindow(t.elements.popper),c=[].concat(t.scrollParents.reference,t.scrollParents.popper);return r&&c.forEach((function(e){e.addEventListener("scroll",a.update,passive)})),o&&l.addEventListener("resize",a.update,passive),function(){r&&c.forEach((function(e){e.removeEventListener("scroll",a.update,passive)})),o&&l.removeEventListener("resize",a.update,passive)}}var eventListeners={name:"eventListeners",enabled:!0,phase:"write",fn:function(){},effect:effect,data:{}},hash$1={left:"right",right:"left",bottom:"top",top:"bottom"};function getOppositePlacement(e){return e.replace(/left|right|bottom|top/g,(function(e){return hash$1[e]}))}var hash={start:"end",end:"start"};function getOppositeVariationPlacement(e){return e.replace(/start|end/g,(function(e){return hash[e]}))}function getWindowScroll(e){var t=getWindow(e);return{scrollLeft:t.pageXOffset,scrollTop:t.pageYOffset}}function getWindowScrollBarX(e){return getBoundingClientRect(getDocumentElement(e)).left+getWindowScroll(e).scrollLeft}function getViewportRect(e,t){var a=getWindow(e),i=getDocumentElement(e),n=a.visualViewport,r=i.clientWidth,s=i.clientHeight,o=0,l=0;if(n){r=n.width,s=n.height;var c=isLayoutViewport();(c||!c&&"fixed"===t)&&(o=n.offsetLeft,l=n.offsetTop)}return{width:r,height:s,x:o+getWindowScrollBarX(e),y:l}}function getDocumentRect(e){var t,a=getDocumentElement(e),i=getWindowScroll(e),n=null==(t=e.ownerDocument)?void 0:t.body,r=max$5(a.scrollWidth,a.clientWidth,n?n.scrollWidth:0,n?n.clientWidth:0),s=max$5(a.scrollHeight,a.clientHeight,n?n.scrollHeight:0,n?n.clientHeight:0),o=-i.scrollLeft+getWindowScrollBarX(e),l=-i.scrollTop;return"rtl"===getComputedStyle$1(n||a).direction&&(o+=max$5(a.clientWidth,n?n.clientWidth:0)-r),{width:r,height:s,x:o,y:l}}function isScrollParent(e){var t=getComputedStyle$1(e),a=t.overflow,i=t.overflowX,n=t.overflowY;return/auto|scroll|overlay|hidden/.test(a+n+i)}function getScrollParent(e){return["html","body","#document"].indexOf(getNodeName(e))>=0?e.ownerDocument.body:isHTMLElement$1(e)&&isScrollParent(e)?e:getScrollParent(getParentNode(e))}function listScrollParents(e,t){var a;void 0===t&&(t=[]);var i=getScrollParent(e),n=i===(null==(a=e.ownerDocument)?void 0:a.body),r=getWindow(i),s=n?[r].concat(r.visualViewport||[],isScrollParent(i)?i:[]):i,o=t.concat(s);return n?o:o.concat(listScrollParents(getParentNode(s)))}function rectToClientRect(e){return Object.assign({},e,{left:e.x,top:e.y,right:e.x+e.width,bottom:e.y+e.height})}function getInnerBoundingClientRect(e,t){var a=getBoundingClientRect(e,!1,"fixed"===t);return a.top=a.top+e.clientTop,a.left=a.left+e.clientLeft,a.bottom=a.top+e.clientHeight,a.right=a.left+e.clientWidth,a.width=e.clientWidth,a.height=e.clientHeight,a.x=a.left,a.y=a.top,a}function getClientRectFromMixedType(e,t,a){return t===viewport?rectToClientRect(getViewportRect(e,a)):isElement(t)?getInnerBoundingClientRect(t,a):rectToClientRect(getDocumentRect(getDocumentElement(e)))}function getClippingParents(e){var t=listScrollParents(getParentNode(e)),a=["absolute","fixed"].indexOf(getComputedStyle$1(e).position)>=0&&isHTMLElement$1(e)?getOffsetParent(e):e;return isElement(a)?t.filter((function(e){return isElement(e)&&contains(e,a)&&"body"!==getNodeName(e)})):[]}function getClippingRect(e,t,a,i){var n="clippingParents"===t?getClippingParents(e):[].concat(t),r=[].concat(n,[a]),s=r[0],o=r.reduce((function(t,a){var n=getClientRectFromMixedType(e,a,i);return t.top=max$5(n.top,t.top),t.right=min$5(n.right,t.right),t.bottom=min$5(n.bottom,t.bottom),t.left=max$5(n.left,t.left),t}),getClientRectFromMixedType(e,s,i));return o.width=o.right-o.left,o.height=o.bottom-o.top,o.x=o.left,o.y=o.top,o}function computeOffsets(e){var t,a=e.reference,i=e.element,n=e.placement,r=n?getBasePlacement(n):null,s=n?getVariation(n):null,o=a.x+a.width/2-i.width/2,l=a.y+a.height/2-i.height/2;switch(r){case top:t={x:o,y:a.y-i.height};break;case bottom:t={x:o,y:a.y+a.height};break;case right:t={x:a.x+a.width,y:l};break;case left:t={x:a.x-i.width,y:l};break;default:t={x:a.x,y:a.y}}var c=r?getMainAxisFromPlacement(r):null;if(null!=c){var d="y"===c?"height":"width";switch(s){case start:t[c]=t[c]-(a[d]/2-i[d]/2);break;case end:t[c]=t[c]+(a[d]/2-i[d]/2)}}return t}function detectOverflow(e,t){void 0===t&&(t={});var a=t,i=a.placement,n=void 0===i?e.placement:i,r=a.strategy,s=void 0===r?e.strategy:r,o=a.boundary,l=void 0===o?clippingParents:o,c=a.rootBoundary,d=void 0===c?viewport:c,h=a.elementContext,p=void 0===h?popper:h,u=a.altBoundary,m=void 0!==u&&u,g=a.padding,f=void 0===g?0:g,b=mergePaddingObject("number"!=typeof f?f:expandToHashMap(f,basePlacements)),U=p===popper?reference:popper,E=e.rects.popper,w=e.elements[m?U:p],y=getClippingRect(isElement(w)?w:w.contextElement||getDocumentElement(e.elements.popper),l,d,s),v=getBoundingClientRect(e.elements.reference),T=computeOffsets({reference:v,element:E,strategy:"absolute",placement:n}),S=rectToClientRect(Object.assign({},E,T)),_=p===popper?S:v,C={top:y.top-_.top+b.top,bottom:_.bottom-y.bottom+b.bottom,left:y.left-_.left+b.left,right:_.right-y.right+b.right},I=e.modifiersData.offset;if(p===popper&&I){var x=I[n];Object.keys(C).forEach((function(e){var t=[right,bottom].indexOf(e)>=0?1:-1,a=[top,bottom].indexOf(e)>=0?"y":"x";C[e]+=x[a]*t}))}return C}function computeAutoPlacement(e,t){void 0===t&&(t={});var a=t,i=a.placement,n=a.boundary,r=a.rootBoundary,s=a.padding,o=a.flipVariations,l=a.allowedAutoPlacements,c=void 0===l?placements:l,d=getVariation(i),h=d?o?variationPlacements:variationPlacements.filter((function(e){return getVariation(e)===d})):basePlacements,p=h.filter((function(e){return c.indexOf(e)>=0}));0===p.length&&(p=h);var u=p.reduce((function(t,a){return t[a]=detectOverflow(e,{placement:a,boundary:n,rootBoundary:r,padding:s})[getBasePlacement(a)],t}),{});return Object.keys(u).sort((function(e,t){return u[e]-u[t]}))}function getExpandedFallbackPlacements(e){if(getBasePlacement(e)===auto)return[];var t=getOppositePlacement(e);return[getOppositeVariationPlacement(e),t,getOppositeVariationPlacement(t)]}function flip(e){var t=e.state,a=e.options,i=e.name;if(!t.modifiersData[i]._skip){for(var n=a.mainAxis,r=void 0===n||n,s=a.altAxis,o=void 0===s||s,l=a.fallbackPlacements,c=a.padding,d=a.boundary,h=a.rootBoundary,p=a.altBoundary,u=a.flipVariations,m=void 0===u||u,g=a.allowedAutoPlacements,f=t.options.placement,b=getBasePlacement(f),U=l||(b!==f&&m?getExpandedFallbackPlacements(f):[getOppositePlacement(f)]),E=[f].concat(U).reduce((function(e,a){return e.concat(getBasePlacement(a)===auto?computeAutoPlacement(t,{placement:a,boundary:d,rootBoundary:h,padding:c,flipVariations:m,allowedAutoPlacements:g}):a)}),[]),w=t.rects.reference,y=t.rects.popper,v=new Map,T=!0,S=E[0],_=0;_<E.length;_++){var C=E[_],I=getBasePlacement(C),x=getVariation(C)===start,A=[top,bottom].indexOf(I)>=0,k=A?"width":"height",O=detectOverflow(t,{placement:C,boundary:d,rootBoundary:h,altBoundary:p,padding:c}),R=A?x?right:left:x?bottom:top;w[k]>y[k]&&(R=getOppositePlacement(R));var M=getOppositePlacement(R),L=[];if(r&&L.push(O[I]<=0),o&&L.push(O[R]<=0,O[M]<=0),L.every((function(e){return e}))){S=C,T=!1;break}v.set(C,L)}if(T)for(var D=function(e){var t=E.find((function(t){var a=v.get(t);if(a)return a.slice(0,e).every((function(e){return e}))}));if(t)return S=t,"break"},P=m?3:1;P>0&&"break"!==D(P);P--);t.placement!==S&&(t.modifiersData[i]._skip=!0,t.placement=S,t.reset=!0)}}var flip$1={name:"flip",enabled:!0,phase:"main",fn:flip,requiresIfExists:["offset"],data:{_skip:!1}};function getSideOffsets(e,t,a){return void 0===a&&(a={x:0,y:0}),{top:e.top-t.height-a.y,right:e.right-t.width+a.x,bottom:e.bottom-t.height+a.y,left:e.left-t.width-a.x}}function isAnySideFullyClipped(e){return[top,right,bottom,left].some((function(t){return e[t]>=0}))}function hide(e){var t=e.state,a=e.name,i=t.rects.reference,n=t.rects.popper,r=t.modifiersData.preventOverflow,s=detectOverflow(t,{elementContext:"reference"}),o=detectOverflow(t,{altBoundary:!0}),l=getSideOffsets(s,i),c=getSideOffsets(o,n,r),d=isAnySideFullyClipped(l),h=isAnySideFullyClipped(c);t.modifiersData[a]={referenceClippingOffsets:l,popperEscapeOffsets:c,isReferenceHidden:d,hasPopperEscaped:h},t.attributes.popper=Object.assign({},t.attributes.popper,{"data-popper-reference-hidden":d,"data-popper-escaped":h})}var hide$1={name:"hide",enabled:!0,phase:"main",requiresIfExists:["preventOverflow"],fn:hide};function distanceAndSkiddingToXY(e,t,a){var i=getBasePlacement(e),n=[left,top].indexOf(i)>=0?-1:1,r="function"==typeof a?a(Object.assign({},t,{placement:e})):a,s=r[0],o=r[1];return s=s||0,o=(o||0)*n,[left,right].indexOf(i)>=0?{x:o,y:s}:{x:s,y:o}}function offset(e){var t=e.state,a=e.options,i=e.name,n=a.offset,r=void 0===n?[0,0]:n,s=placements.reduce((function(e,a){return e[a]=distanceAndSkiddingToXY(a,t.rects,r),e}),{}),o=s[t.placement],l=o.x,c=o.y;null!=t.modifiersData.popperOffsets&&(t.modifiersData.popperOffsets.x+=l,t.modifiersData.popperOffsets.y+=c),t.modifiersData[i]=s}var offset$1={name:"offset",enabled:!0,phase:"main",requires:["popperOffsets"],fn:offset};function popperOffsets(e){var t=e.state,a=e.name;t.modifiersData[a]=computeOffsets({reference:t.rects.reference,element:t.rects.popper,strategy:"absolute",placement:t.placement})}var popperOffsets$1={name:"popperOffsets",enabled:!0,phase:"read",fn:popperOffsets,data:{}};function getAltAxis(e){return"x"===e?"y":"x"}function preventOverflow(e){var t=e.state,a=e.options,i=e.name,n=a.mainAxis,r=void 0===n||n,s=a.altAxis,o=void 0!==s&&s,l=a.boundary,c=a.rootBoundary,d=a.altBoundary,h=a.padding,p=a.tether,u=void 0===p||p,m=a.tetherOffset,g=void 0===m?0:m,f=detectOverflow(t,{boundary:l,rootBoundary:c,padding:h,altBoundary:d}),b=getBasePlacement(t.placement),U=getVariation(t.placement),E=!U,w=getMainAxisFromPlacement(b),y=getAltAxis(w),v=t.modifiersData.popperOffsets,T=t.rects.reference,S=t.rects.popper,_="function"==typeof g?g(Object.assign({},t.rects,{placement:t.placement})):g,C="number"==typeof _?{mainAxis:_,altAxis:_}:Object.assign({mainAxis:0,altAxis:0},_),I=t.modifiersData.offset?t.modifiersData.offset[t.placement]:null,x={x:0,y:0};if(v){if(r){var A,k="y"===w?top:left,O="y"===w?bottom:right,R="y"===w?"height":"width",M=v[w],L=M+f[k],D=M-f[O],P=u?-S[R]/2:0,N=U===start?T[R]:S[R],F=U===start?-S[R]:-T[R],G=t.elements.arrow,B=u&&G?getLayoutRect(G):{width:0,height:0},V=t.modifiersData["arrow#persistent"]?t.modifiersData["arrow#persistent"].padding:getFreshSideObject(),$=V[k],W=V[O],H=within(0,T[R],B[R]),X=E?T[R]/2-P-H-$-C.mainAxis:N-H-$-C.mainAxis,Y=E?-T[R]/2+P+H+W+C.mainAxis:F+H+W+C.mainAxis,z=t.elements.arrow&&getOffsetParent(t.elements.arrow),K=z?"y"===w?z.clientTop||0:z.clientLeft||0:0,Z=null!=(A=null==I?void 0:I[w])?A:0,j=M+Y-Z,q=within(u?min$5(L,M+X-Z-K):L,M,u?max$5(D,j):D);v[w]=q,x[w]=q-M}if(o){var J,Q="x"===w?top:left,ee="x"===w?bottom:right,te=v[y],ae="y"===y?"height":"width",ie=te+f[Q],ne=te-f[ee],re=-1!==[top,left].indexOf(b),se=null!=(J=null==I?void 0:I[y])?J:0,oe=re?ie:te-T[ae]-S[ae]-se+C.altAxis,le=re?te+T[ae]+S[ae]-se-C.altAxis:ne,ce=u&&re?withinMaxClamp(oe,te,le):within(u?oe:ie,te,u?le:ne);v[y]=ce,x[y]=ce-te}t.modifiersData[i]=x}}var preventOverflow$1={name:"preventOverflow",enabled:!0,phase:"main",fn:preventOverflow,requiresIfExists:["offset"]};function getHTMLElementScroll(e){return{scrollLeft:e.scrollLeft,scrollTop:e.scrollTop}}function getNodeScroll(e){return e!==getWindow(e)&&isHTMLElement$1(e)?getHTMLElementScroll(e):getWindowScroll(e)}function isElementScaled(e){var t=e.getBoundingClientRect(),a=round$6(t.width)/e.offsetWidth||1,i=round$6(t.height)/e.offsetHeight||1;return 1!==a||1!==i}function getCompositeRect(e,t,a){void 0===a&&(a=!1);var i=isHTMLElement$1(t),n=isHTMLElement$1(t)&&isElementScaled(t),r=getDocumentElement(t),s=getBoundingClientRect(e,n,a),o={scrollLeft:0,scrollTop:0},l={x:0,y:0};return(i||!i&&!a)&&(("body"!==getNodeName(t)||isScrollParent(r))&&(o=getNodeScroll(t)),isHTMLElement$1(t)?((l=getBoundingClientRect(t,!0)).x+=t.clientLeft,l.y+=t.clientTop):r&&(l.x=getWindowScrollBarX(r))),{x:s.left+o.scrollLeft-l.x,y:s.top+o.scrollTop-l.y,width:s.width,height:s.height}}function order(e){var t=new Map,a=new Set,i=[];function n(e){a.add(e.name),[].concat(e.requires||[],e.requiresIfExists||[]).forEach((function(e){if(!a.has(e)){var i=t.get(e);i&&n(i)}})),i.push(e)}return e.forEach((function(e){t.set(e.name,e)})),e.forEach((function(e){a.has(e.name)||n(e)})),i}function orderModifiers(e){var t=order(e);return modifierPhases.reduce((function(e,a){return e.concat(t.filter((function(e){return e.phase===a})))}),[])}function debounce(e){var t;return function(){return t||(t=new Promise((function(a){Promise.resolve().then((function(){t=void 0,a(e())}))}))),t}}function mergeByName(e){var t=e.reduce((function(e,t){var a=e[t.name];return e[t.name]=a?Object.assign({},a,t,{options:Object.assign({},a.options,t.options),data:Object.assign({},a.data,t.data)}):t,e}),{});return Object.keys(t).map((function(e){return t[e]}))}var DEFAULT_OPTIONS={placement:"bottom",modifiers:[],strategy:"absolute"};function areValidElements(){for(var e=arguments.length,t=new Array(e),a=0;a<e;a++)t[a]=arguments[a];return!t.some((function(e){return!(e&&"function"==typeof e.getBoundingClientRect)}))}function popperGenerator(e){void 0===e&&(e={});var t=e,a=t.defaultModifiers,i=void 0===a?[]:a,n=t.defaultOptions,r=void 0===n?DEFAULT_OPTIONS:n;return function(e,t,a){void 0===a&&(a=r);var n={placement:"bottom",orderedModifiers:[],options:Object.assign({},DEFAULT_OPTIONS,r),modifiersData:{},elements:{reference:e,popper:t},attributes:{},styles:{}},s=[],o=!1,l={state:n,setOptions:function(a){var o="function"==typeof a?a(n.options):a;c(),n.options=Object.assign({},r,n.options,o),n.scrollParents={reference:isElement(e)?listScrollParents(e):e.contextElement?listScrollParents(e.contextElement):[],popper:listScrollParents(t)};var d=orderModifiers(mergeByName([].concat(i,n.options.modifiers)));return n.orderedModifiers=d.filter((function(e){return e.enabled})),n.orderedModifiers.forEach((function(e){var t=e.name,a=e.options,i=void 0===a?{}:a,r=e.effect;if("function"==typeof r){var o=r({state:n,name:t,instance:l,options:i});s.push(o||function(){})}})),l.update()},forceUpdate:function(){if(!o){var e=n.elements,t=e.reference,a=e.popper;if(areValidElements(t,a)){n.rects={reference:getCompositeRect(t,getOffsetParent(a),"fixed"===n.options.strategy),popper:getLayoutRect(a)},n.reset=!1,n.placement=n.options.placement,n.orderedModifiers.forEach((function(e){return n.modifiersData[e.name]=Object.assign({},e.data)}));for(var i=0;i<n.orderedModifiers.length;i++)if(!0!==n.reset){var r=n.orderedModifiers[i],s=r.fn,c=r.options,d=void 0===c?{}:c,h=r.name;"function"==typeof s&&(n=s({state:n,options:d,name:h,instance:l})||n)}else n.reset=!1,i=-1}}},update:debounce((function(){return new Promise((function(e){l.forceUpdate(),e(n)}))})),destroy:function(){c(),o=!0}};if(!areValidElements(e,t))return l;function c(){s.forEach((function(e){return e()})),s=[]}return l.setOptions(a).then((function(e){!o&&a.onFirstUpdate&&a.onFirstUpdate(e)})),l}}var defaultModifiers=[eventListeners,popperOffsets$1,computeStyles$1,applyStyles$1,offset$1,flip$1,preventOverflow$1,arrow$1,hide$1],createPopper=popperGenerator({defaultModifiers:defaultModifiers});class Suggester{owner;items;suggestions;selectedItem;containerEl;constructor(e,t,a){this.containerEl=t,this.owner=e,t.on("click",".suggestion-item",this.onSuggestionClick.bind(this)),t.on("mousemove",".suggestion-item",this.onSuggestionMouseover.bind(this)),a.register([],"ArrowUp",(()=>(this.setSelectedItem(this.selectedItem-1,!0),!1))),a.register([],"ArrowDown",(()=>(this.setSelectedItem(this.selectedItem+1,!0),!1))),a.register([],"Enter",(e=>(this.useSelectedItem(e),!1))),a.register([],"Tab",(e=>(this.chooseSuggestion(e),!1)))}chooseSuggestion(e){if(!this.items||!this.items.length)return;const t=this.items[this.selectedItem];t&&this.owner.onChooseSuggestion(t,e)}onSuggestionClick(e,t){if(e.preventDefault(),!this.suggestions||!this.suggestions.length)return;const a=this.suggestions.indexOf(t);this.setSelectedItem(a,!1),this.useSelectedItem(e)}onSuggestionMouseover(e,t){if(!this.suggestions||!this.suggestions.length)return;const a=this.suggestions.indexOf(t);this.setSelectedItem(a,!1)}empty(){this.containerEl.empty()}setSuggestions(e){this.containerEl.empty();const t=[];e.forEach((e=>{const a=this.containerEl.createDiv("suggestion-item");this.owner.renderSuggestion(e,a),t.push(a)})),this.items=e,this.suggestions=t,this.setSelectedItem(0,!1)}useSelectedItem(e){if(!this.items||!this.items.length)return;const t=this.items[this.selectedItem];t&&this.owner.selectSuggestion(t,e)}wrap(e,t){return(e%t+t)%t}setSelectedItem(e,t){const a=this.wrap(e,this.suggestions.length),i=this.suggestions[this.selectedItem],n=this.suggestions[a];i&&i.removeClass("is-selected"),n&&n.addClass("is-selected"),this.selectedItem=a,t&&n.scrollIntoView(!1)}}class SuggestionModal extends obsidian_module.FuzzySuggestModal{items=[];suggestions;popper;scope=new obsidian_module.Scope(this.app.scope);suggester;suggestEl;promptEl;emptyStateText="No match found";limit=100;shouldNotOpen;constructor(e,t,a){super(e),this.inputEl=t,this.items=a,this.suggestEl=createDiv("suggestion-container"),this.contentEl=this.suggestEl.createDiv("suggestion"),this.suggester=new Suggester(this,this.contentEl,this.scope),this.scope.register([],"Escape",this.onEscape.bind(this)),this.inputEl.addEventListener("input",this.onInputChanged.bind(this)),this.inputEl.addEventListener("focus",this.onFocus.bind(this)),this.inputEl.addEventListener("blur",this.close.bind(this)),this.suggestEl.on("mousedown",".suggestion-container",(e=>{e.preventDefault()}))}empty(){this.suggester.empty()}onInputChanged(){if(this.shouldNotOpen)return;const e=this.modifyInput(this.inputEl.value),t=this.getSuggestions(e);t.length>0?this.suggester.setSuggestions(t.slice(0,this.limit)):this.onNoSuggestion(),this.open()}onFocus(){this.shouldNotOpen=!1,this.onInputChanged()}modifyInput(e){return e}onNoSuggestion(){this.empty(),this.renderSuggestion(null,this.contentEl.createDiv("suggestion-item"))}open(){this.app.keymap.pushScope(this.scope),this.inputEl.ownerDocument.body.appendChild(this.suggestEl),this.popper=new WeakRef(createPopper(this.inputEl,this.suggestEl,{placement:"bottom-start",modifiers:[{name:"offset",options:{offset:[0,10]}},{name:"flip",options:{fallbackPlacements:["top"]}}]}))}onEscape(){this.close(),this.shouldNotOpen=!0}close(){this.app.keymap.popScope(this.scope),this.suggester.setSuggestions([]),this.popper?.deref()&&this.popper.deref().destroy(),this.inputEl.removeEventListener("input",this.onInputChanged.bind(this)),this.inputEl.removeEventListener("focus",this.onFocus.bind(this)),this.inputEl.removeEventListener("blur",this.close.bind(this)),this.suggestEl.detach()}createPrompt(e){this.promptEl||(this.promptEl=this.suggestEl.createDiv("prompt-instructions"));const t=this.promptEl.createDiv("prompt-instruction");for(const a of e)t.appendChild(a)}}class FileSuggestionModal extends SuggestionModal{plugin;text;cache;filesAndAliases;file;constructor(e,t,a,i){const n=[];for(const t of a){const a=t.path;n.push({file:t,path:a,alias:""});const i=e.metadataCache.getFileCache(t),r=i?.frontmatter?.aliases||[];for(const e of r)e&&n.push({file:t,path:a,alias:e})}super(e,t.inputEl,n),this.plugin=i,this.limit=20,this.filesAndAliases=n,this.text=t,this.suggestEl.style.maxWidth="100%",this.suggestEl.style.width=`${t.inputEl.clientWidth}px`,this.inputEl.addEventListener("input",(()=>this.getFile())),this.setPlaceholder(t$d("SELECT_FILE_TO_INSERT")),this.emptyStateText=t$d("NO_MATCH")}getFile(){const e=this.inputEl.value,t=this.app.vault.getAbstractFileByPath(e);t!==this.file&&t instanceof obsidian_module.TFile&&(this.file=t,this.onInputChanged())}getSelectedItem(){return this.file}getItemText(e){return`${e.file.path}${e.alias?`|${e.alias}`:""}`}onChooseItem(e){this.file=e.file,this.text.setValue(this.getItemText(e)),this.text.onChanged()}selectSuggestion({item:e}){this.file=e.file,this.text.setValue(this.getItemText(e)),this.onClose(),this.text.onChanged(),this.close()}renderSuggestion(e,t){const{item:a,match:i}=e||{};t.addClass("mod-complex");const n=t.createDiv("suggestion-content"),r=t.createDiv("suggestion-aux"),s=n.createDiv("suggestion-title"),o=n.createDiv("suggestion-note");if(!a)return s.setText(this.emptyStateText),void t.addClass("is-selected");const l=a.file?.path??a.path,c=l.length-a.file.name.length,d=i.matches.map((e=>createSpan("suggestion-highlight"))),h=this.getItemText(a);for(let e=c;e<h.length;e++){const t=i.matches.find((t=>t[0]===e));if(t){const a=d[i.matches.indexOf(t)];s.appendChild(a),a.appendText(h.substring(t[0],t[1])),e+=t[1]-t[0]-1}else s.appendText(h[e])}o.setText(l),this.plugin.isExcalidrawFile(a.file)?obsidian_module.setIcon(r,ICON_NAME):"md"===a.file.extension?obsidian_module.setIcon(r,"square-pen"):IMAGE_TYPES.includes(a.file.extension)?obsidian_module.setIcon(r,"image"):VIDEO_TYPES.includes(a.file.extension)?obsidian_module.setIcon(r,"monitor-play"):AUDIO_TYPES.includes(a.file.extension)?obsidian_module.setIcon(r,"file-audio"):CODE_TYPES.includes(a.file.extension)?obsidian_module.setIcon(r,"file-code"):"canvas"===a.file.extension?obsidian_module.setIcon(r,"layout-dashboard"):"pdf"===a.file.extension?obsidian_module.setIcon(r,"book-open-text"):r.setText(a.file.extension)}getItems(){return this.filesAndAliases}}class InsertPDFModal extends obsidian_module.Modal{plugin;view;borderBox=!0;frame=!1;gapSize=20;groupPages=!1;direction="right";numColumns=1;numRows=1;lockAfterImport=!0;pagesToImport=[];pageDimensions={width:0,height:0};importScale=.3;imageSizeMessage;pdfDoc;pdfFile;dirty=!1;constructor(e,t){super(e.app),this.plugin=e,this.view=t}open(e){e&&"pdf"===e.extension.toLowerCase()&&(this.pdfFile=e),super.open()}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Import PDF"),this.createForm()}async onClose(){this.dirty&&(this.plugin.settings.pdfImportScale=this.importScale,this.plugin.settings.pdfBorderBox=this.borderBox,this.plugin.settings.pdfFrame=this.frame,this.plugin.settings.pdfGapSize=this.gapSize,this.plugin.settings.pdfGroupPages=this.groupPages,this.plugin.settings.pdfNumColumns=this.numColumns,this.plugin.settings.pdfNumRows=this.numRows,this.plugin.settings.pdfDirection=this.direction,this.plugin.settings.pdfLockAfterImport=this.lockAfterImport,await this.plugin.saveSettings()),this.pdfDoc&&(this.pdfDoc.destroy(),this.pdfDoc=null),this.plugin=null,this.view=null,this.app=null,this.imageSizeMessage.remove(),this.setImageSizeMessage=null}async getPDFPageDimensions(e){try{const t=this.plugin.settings.pdfScale,a=createEl("canvas"),i=(await e.getPage(1)).getViewport({scale:t});this.pageDimensions.height=i.height,this.pageDimensions.width=i.width,a.width=0,a.height=0,this.setImageSizeMessage()}catch(e){console.log(e)}}createPageListFromString(e){const t=e=>e.replace(/\D/g,"");return this.pagesToImport=[],e.split(",").forEach((e=>{const a=e.split("-");if(1===a.length){const e=parseInt(t(a[0]));!isNaN(e)&&this.pagesToImport.push(e)}else if(2===a.length){const e=parseInt(t(a[0])),i=parseInt(t(a[1]));if(isNaN(e)||isNaN(i))return;for(let t=e;t<=i;t++)this.pagesToImport.push(t)}})),this.pagesToImport}setImageSizeMessage=()=>this.imageSizeMessage.innerText=`${Math.round(this.pageDimensions.width*this.importScale)} x ${Math.round(this.pageDimensions.height*this.importScale)}`;async createForm(){await this.plugin.loadSettings(),this.borderBox=this.plugin.settings.pdfBorderBox,this.frame=this.plugin.settings.pdfFrame,this.gapSize=this.plugin.settings.pdfGapSize,this.groupPages=this.plugin.settings.pdfGroupPages,this.numColumns=this.plugin.settings.pdfNumColumns,this.numRows=this.plugin.settings.pdfNumRows,this.direction=this.plugin.settings.pdfDirection,this.lockAfterImport=this.plugin.settings.pdfLockAfterImport,this.importScale=this.plugin.settings.pdfImportScale;const e=this.contentEl;let t,a,i,n;const r=()=>this.pdfDoc?0===this.pagesToImport.length?(i.buttonEl.style.display="none",void(n.innerText=t$d("IPM_SELECT_PAGES_TO_IMPORT"))):Math.max(...this.pagesToImport)<=this.pdfDoc.numPages?(i.buttonEl.style.display="block",void(n.innerText="")):(i.buttonEl.style.display="none",void(n.innerText=`The selected document has ${this.pdfDoc.numPages} pages. Please select pages between 1 and ${this.pdfDoc.numPages}`)):(n.innerText=t$d("IPM_SELECT_PDF"),void(i.buttonEl.style.display="none")),s=()=>{0!==a?t.innerHTML=`There are <b>${a}</b> pages in the selected document.`:t.innerText=t$d("IPM_SELECT_PDF")};let o,l;const c=e=>{const t=this.createPageListFromString(e);t.length>15?l.innerHTML=`You are importing <b>${t.length}</b> pages. ⚠️ This may take a while. ⚠️`:l.innerHTML=`You are importing <b>${t.length}</b> pages.`,r()},d=async e=>{this.pdfDoc&&await this.pdfDoc.destroy(),this.pdfDoc=null,e&&(this.pdfDoc=await getPDFDoc(e),this.pdfFile=e,this.pdfDoc?(a=this.pdfDoc.numPages,o.setValue(`1-${a}`),c(`1-${a}`),r(),s(),this.getPDFPageDimensions(this.pdfDoc)):i.setDisabled(!0))},h=new obsidian_module.TextComponent(e);h.inputEl.style.width="100%";const p=new FileSuggestionModal(this.app,h,this.app.vault.getFiles().filter((e=>"pdf"===e.extension.toLowerCase())),this.plugin);let u,m,g,f,b;h.onChange((async()=>{const e=p.getSelectedItem();await d(e)})),t=e.createEl("p",{text:""}),s(),new obsidian_module.Setting(e).setName(t$d("IPM_PAGES_TO_IMPORT_NAME")).setDesc("e.g.: 1,3-5,7,9-10").addText((e=>{o=e,e.setValue("").onChange((e=>c(e))),e.inputEl.style.width="100%"})),l=e.createEl("p",{text:""}),this.frame=!this.borderBox&&this.frame,new obsidian_module.Setting(e).setName(t$d("IPM_ADD_BORDER_BOX_NAME")).addToggle((e=>{u=e,e.setValue(this.borderBox).onChange((e=>{this.borderBox=e,e&&(this.frame=!1,m.setValue(!1)),this.dirty=!0}))})),new obsidian_module.Setting(e).setName(t$d("IPM_ADD_FRAME_NAME")).setDesc(t$d("IPM_ADD_FRAME_DESC")).addToggle((e=>{m=e,e.setValue(this.frame).onChange((e=>{this.frame=e,e&&(this.borderBox=!1,u.setValue(!1),this.lockAfterImport||(this.lockAfterImport=!0,g.setValue(!0))),this.dirty=!0}))})),new obsidian_module.Setting(e).setName(t$d("IPM_GROUP_PAGES_NAME")).setDesc(t$d("IPM_GROUP_PAGES_DESC")).addToggle((e=>e.setValue(this.groupPages).onChange((e=>{this.groupPages=e,this.dirty=!0})))),new obsidian_module.Setting(e).setName("Lock pages on canvas after import").addToggle((e=>{g=e,e.setValue(this.lockAfterImport).onChange((e=>{this.lockAfterImport=e,this.dirty=!0}))}));const U=()=>{switch(this.direction){case"down":f.settingEl.style.display="none",b.settingEl.style.display="";break;case"right":f.settingEl.style.display="",b.settingEl.style.display="none"}};let E,w,y;new obsidian_module.Setting(e).setName("Import direction").addDropdown((e=>e.addOptions({down:"Top > Down",right:"Left > Right"}).setValue(this.direction).onChange((e=>{this.direction=e,U(),this.dirty=!0})))),f=new obsidian_module.Setting(e),f.setName("Number of columns").addSlider((e=>e.setLimits(1,100,1).setValue(this.numColumns).onChange((e=>{this.numColumns=e,E.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{E=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.numColumns.toString()}`})),b=new obsidian_module.Setting(e),b.setName("Number of rows").addSlider((e=>e.setLimits(1,100,1).setValue(this.numRows).onChange((e=>{this.numRows=e,w.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{w=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.numRows.toString()}`})),U(),new obsidian_module.Setting(e).setName("Size of gap between pages").addSlider((e=>e.setLimits(10,200,10).setValue(this.gapSize).onChange((e=>{this.gapSize=e,y.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{y=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.gapSize.toString()}`}));const v=new obsidian_module.Setting(e).setName("Imported page size").setDesc(`${this.pageDimensions.width*this.importScale} x ${this.pageDimensions.height*this.importScale}`).addSlider((e=>e.setLimits(.1,1.5,.1).setValue(this.importScale).onChange((e=>{this.importScale=e,this.dirty=!0,this.setImageSizeMessage()}))));this.imageSizeMessage=v.descEl;const T=new obsidian_module.Setting(e).setDesc("Select a document first").addButton((e=>{e.setButtonText("Import PDF").setCta().onClick((async()=>{const e=getEA(this.view);let t=0,a=0;const i=Math.round(this.pageDimensions.width*this.importScale),r=Math.round(this.pageDimensions.height*this.importScale);for(let s=0;s<this.pagesToImport.length;s++){const o=this.pagesToImport[s];n.innerText=`Importing page ${o} (${s+1} of ${this.pagesToImport.length})`;const l=Math.round(this.pageDimensions.width*this.importScale*t+this.gapSize*t),c=Math.round(this.pageDimensions.height*this.importScale*a+this.gapSize*a);e.style.strokeColor=this.borderBox?"#000000":"transparent";const d=e.addRect(l,c,i,r),h=e.getElement(d);this.lockAfterImport&&(h.locked=!0);const p=await e.addImage(l,c,this.pdfFile.path+`#page=${o}`,!1,!1),u=e.getElement(p);if(u.width=i,u.height=r,this.lockAfterImport&&(u.locked=!0),e.addToGroup([d,p]),this.frame){const t=e.addFrame(l,c,i,r,`${o}`);e.getElement(t).frameRole="marker",e.addToGroup([t,d,p]),e.getElement(t).link=this.pdfFile.path+`#page=${o}`}switch(this.direction){case"right":t=(t+1)%this.numColumns,0===t&&a++;break;case"down":a=(a+1)%this.numRows,0===a&&t++}}if(this.groupPages){const t=e.getElements().filter((e=>!this.frame||"frame"===e.type)).map((e=>e.id));e.addToGroup(t)}await e.addElementsToView(!0,!0,!1);const s=e.getExcalidrawAPI(),o=e.getElements().map((e=>e.id)),l=e.getViewElements().filter((e=>o.includes(e.id)));s.selectElements(l),s.zoomToFit(l),e.destroy(),this.close()})),i=e,i.buttonEl.style.display="none"}));n=T.descEl,n.addClass("mod-warning"),this.pdfFile?(h.setValue(this.pdfFile.path),await d(this.pdfFile),p.close(),o.inputEl.focus()):h.inputEl.focus(),r()}}class UniversalInsertFileModal extends obsidian_module.Modal{plugin;view;center={x:0,y:0};file;constructor(e,t){super(e.app),this.plugin=e,this.view=t;const a=t.excalidrawAPI.getAppState(),i=t.containerEl.getBoundingClientRect(),n=window.innerWidth||document.documentElement.clientWidth,r=window.innerHeight||document.documentElement.clientHeight,s=sceneCoordsToViewportCoords({sceneX:t.currentPosition.x,sceneY:t.currentPosition.y},a);if(s.x>=i.left+150&&s.y<=i.right-150&&s.y>=i.top+150&&s.y<=i.bottom-150){const e=t.currentPosition.x-MAX_IMAGE_SIZE/2,a=t.currentPosition.y-MAX_IMAGE_SIZE/2;this.center={x:e,y:a}}else{const e=i.left+i.width/2,t=i.top+i.height/2,s=Math.max(0,Math.min(n,e)),o=Math.max(0,Math.min(r,t));this.center=viewportCoordsToSceneCoords({clientX:s,clientY:o},a),this.center={x:this.center.x-MAX_IMAGE_SIZE/2,y:this.center.y-MAX_IMAGE_SIZE/2}}}onKeyDown;open(e,t){this.file=e,this.center=t??this.center,super.open()}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText(t$d("UIFM_TITLE")),this.createForm()}async createForm(){const e=this.contentEl;let t,a,i,n,r,s,o=!1,l=this.file;const c=async()=>{const e=this.plugin.ea,o=l===this.view.file,c=l&&"md"===l.extension&&!e.isExcalidrawFile(l),d=l&&(IMAGE_TYPES.contains(l.extension)||e.isExcalidrawFile(l)),h=l&&ANIMATED_IMAGE_TYPES.contains(l.extension),p=l&&!d,u=l&&"pdf"===l.extension,m=l&&e.isExcalidrawFile(l),g=l&&"md"===l.extension?(await this.plugin.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},l)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!m||!MD_EX_SECTIONS.includes(e.display))):null;if(c||m&&g?.length>0){for(a.settingEl.style.display="",t.selectEl.style.display="block";t.selectEl.options.length>0;)t.selectEl.remove(0);m||t.addOption("",""),g.forEach((e=>{t.addOption(`#${cleanSectionHeading(e.display)}`,e.display)}))}else a.settingEl.style.display="none",t.selectEl.style.display="none";s.settingEl.style.display=m&&!o?"":"none",n.buttonEl.style.display=o||!d&&"md"!==l?.extension?"none":"block",i.buttonEl.style.display=p||h||m&&g?.length>0?"block":"none",r.buttonEl.style.display=u?"block":"none"},d=(await this.plugin.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},this.view.file)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!MD_EX_SECTIONS.includes(e.display))),h=new obsidian_module.TextComponent(e);h.inputEl.style.width="100%";const p=new FileSuggestionModal(this.app,h,this.app.vault.getFiles().filter((e=>d?.length>0||e!==this.view.file)),this.plugin);h.onChange((()=>{l=p.getSelectedItem(),c()})),a=new obsidian_module.Setting(e).setName(t$d("UIFM_SECTION_HEAD")).addDropdown((e=>{t=e,t.selectEl.style.width="100%"})),s=new obsidian_module.Setting(e).setName(t$d("UIFM_ANCHOR")).setDesc(t$d("UIFM_ANCHOR_DESC")).addToggle((e=>{e.setValue(o).onChange((e=>{o=e}))})),new obsidian_module.Setting(e).addButton((e=>{e.setButtonText(t$d("UIFM_BTN_EMBEDDABLE")).onClick((async()=>{const e=this.app.metadataCache.fileToLinktext(l,this.view.file.path,"md"===l.extension),a=getEA(this.view);a.selectElementsInView([await insertEmbeddableToView(a,this.center,void 0,`[[${e}${t.selectEl.value}]]`)]),a.destroy(),this.close()})),i=e})).addButton((e=>{e.setButtonText(t$d("UIFM_BTN_PDF")).onClick((()=>{new InsertPDFModal(this.plugin,this.view).open(l),this.close()})),r=e})).addButton((e=>{e.setButtonText(t$d("UIFM_BTN_IMAGE")).onClick((async()=>{const e=getEA(this.view),a=l&&"md"===l.extension&&!e.isExcalidrawFile(l);e.selectElementsInView([await insertImageToView(e,this.center,a&&t.selectEl.value&&""!==t.selectEl.value?`${l.path}${t.selectEl.value}`:l,e.isExcalidrawFile(l)?!o:void 0)]),e.destroy(),this.close()})),n=e})),this.view.ownerWindow.addEventListener("keydown",this.onKeyDown=e=>{const t=e=>"none"!==e.buttonEl.style.display;switch(e.key){case"Escape":return void this.close();case"Enter":return!t(i)||t(n)||t(r)?!t(n)||t(i)||t(r)?!t(r)||t(i)||t(n)?void 0:void r.buttonEl.click():void n.buttonEl.click():void i.buttonEl.click();case"i":return void(t(n)&&n.buttonEl.click());case"p":return void(t(r)&&r.buttonEl.click());case"f":return void(t(i)&&i.buttonEl.click())}}),h.inputEl.focus(),l&&(h.setValue(l.path),p.close()),c()}onClose(){this.view.ownerWindow.removeEventListener("keydown",this.onKeyDown),this.view=null,this.file=null,this.plugin=null}}function setPen(e,t){const a=t.getAppState();t.updateScene({appState:{currentStrokeOptions:e.penOptions,...e.strokeWidth&&0!==e.strokeWidth?{currentItemStrokeWidth:e.strokeWidth}:null,...e.backgroundColor?{currentItemBackgroundColor:e.backgroundColor}:null,...e.strokeColor?{currentItemStrokeColor:e.strokeColor}:null,...""===e.fillStyle?null:{currentItemFillStyle:e.fillStyle},...e.roughness?null:{currentItemRoughness:e.roughness},...e.freedrawOnly&&!a.resetCustomPen?{resetCustomPen:{currentItemStrokeWidth:a.currentItemStrokeWidth,currentItemBackgroundColor:a.currentItemBackgroundColor,currentItemStrokeColor:a.currentItemStrokeColor,currentItemFillStyle:a.currentItemFillStyle,currentItemRoughness:a.currentItemRoughness}}:null},captureUpdate:CaptureUpdateAction.NEVER})}function resetStrokeOptions(e,t,a){t.updateScene({appState:{...e?{currentItemStrokeWidth:e.currentItemStrokeWidth,currentItemBackgroundColor:e.currentItemBackgroundColor,currentItemStrokeColor:e.currentItemStrokeColor,currentItemFillStyle:e.currentItemFillStyle,currentItemRoughness:e.currentItemRoughness}:null,resetCustomPen:null,...a?{currentStrokeOptions:null}:null},captureUpdate:CaptureUpdateAction.NEVER})}class ObsidianMenu{plugin;toolsRef;view;clickTimestamp;activePen;longpressTimeout={};prevClickTimestamp=0;constructor(e,t,a){this.plugin=e,this.toolsRef=t,this.view=a,this.clickTimestamp=Array.from({length:Object.keys(PENS).length},(()=>0))}actionCustomPenLabelClick(e,t){const a=Date.now();if(a-this.clickTimestamp[e]<500){const t=new PenSettingsModal(this.plugin,this.view,e);return void(async()=>{await this.plugin.loadSettings(),t.open()})()}this.clickTimestamp[e]=a;const i=this.view.excalidrawAPI,n=i.getAppState();n.currentStrokeOptions!==t.penOptions||"freedraw"!==n.activeTool.type?(this.activePen={...t},setPen(t,i),i.setActiveTool({type:"freedraw"})):resetStrokeOptions(n.resetCustomPen,i,!0)}actionScriptButtonPonterUp(e,t){this.longpressTimeout[e]&&(this.view.ownerWindow.clearTimeout(this.longpressTimeout[e]),this.longpressTimeout[e]=0,(async()=>{const e=this.view.app.vault.getAbstractFileByPath(t);e&&e instanceof obsidian_module.TFile&&this.plugin.scriptEngine.executeScript(this.view,await this.view.app.vault.read(e),this.plugin.scriptEngine.getScriptName(e),e)})())}actionScriptButtonPointerDown(e,t){const a=Date.now();this.longpressTimeout[e]>0&&(this.view.ownerWindow.clearTimeout(this.longpressTimeout[e]),this.longpressTimeout[e]=0),a-this.prevClickTimestamp>=500&&(this.longpressTimeout[e]=this.view.ownerWindow.setTimeout((()=>{this.longpressTimeout[e]=0,(async()=>{await this.plugin.loadSettings();const e=this.plugin.settings.pinnedScripts.indexOf(t);e>-1&&(this.plugin.settings.pinnedScripts.splice(e,1),this.view.excalidrawAPI?.setToast({message:`Pin removed: ${name}`,duration:3e3,closable:!0})),await this.plugin.saveSettings(),getExcalidrawViews(this.plugin.app).forEach((e=>e.updatePinnedScripts()))})()}),1500)),this.prevClickTimestamp=a}actionShowHideMenu(e,t){this.toolsRef.current.setTheme(t.theme),this.toolsRef.current.toggleVisibility(t.zenModeEnabled||e)}actionInsertAnyFile(){this.view.setCurrentPositionToCenter(),new UniversalInsertFileModal(this.plugin,this.view).open()}renderCustomPens(e,t){return t.customPens?.map(((a,i)=>{const n=this.plugin.settings.customPens[i];return t.resetCustomPen&&"freedraw"!==t.activeTool.type&&t.currentStrokeOptions===n.penOptions&&setTimeout((()=>resetStrokeOptions(t.resetCustomPen,this.view.excalidrawAPI,!1))),!t.resetCustomPen&&"freedraw"===t.activeTool.type&&t.currentStrokeOptions===n.penOptions&&n.freedrawOnly&&setTimeout((()=>setPen(this.activePen,this.view.excalidrawAPI))),this.activePen&&t.resetCustomPen&&"freedraw"===t.activeTool.type&&t.currentStrokeOptions===n.penOptions&&n.freedrawOnly&&(this.activePen.strokeWidth=t.currentItemStrokeWidth,this.activePen.backgroundColor=t.currentItemBackgroundColor,this.activePen.strokeColor=t.currentItemStrokeColor,this.activePen.fillStyle=t.currentItemFillStyle,this.activePen.roughness=t.currentItemRoughness),React__namespace.createElement("label",{key:i,className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionCustomPenLabelClick.bind(this,i,n)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":DEVICE.isDesktop?n.type:void 0,style:{..."freedraw"===t.activeTool.type&&t.currentStrokeOptions===n.penOptions?{background:"var(--color-primary)"}:{}}},penIcon(n)))}))}renderPinnedScriptButtons(e,t){return t?.pinnedScripts?.map(((t,a)=>{const i=this.plugin.scriptEngine.scriptIconMap[t],n=i?.name??"",r=i?.svgString?stringToSVG(i.svgString):ICONS.cog;return this.longpressTimeout[a]||(this.longpressTimeout[a]=0),React__namespace.createElement("label",{key:a,className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onPointerUp:this.actionScriptButtonPonterUp.bind(this,a,t),onPointerDown:this.actionScriptButtonPointerDown.bind(this,a,t)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":DEVICE.isDesktop?n:void 0},r))}))}renderButton(e,t){return React__namespace.createElement(React__namespace.Fragment,null,React__namespace.createElement("label",{className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionShowHideMenu.bind(this,e,t)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":t$d("OBSIDIAN_TOOLS_PANEL")},ICONS.obsidian)),React__namespace.createElement("label",{className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionInsertAnyFile.bind(this)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":t$d("UNIVERSAL_ADD_FILE")},ICONS["add-file"])),this.renderCustomPens(e,t),this.renderPinnedScriptButtons(e,t))}destroy(){Object.values(this.longpressTimeout).forEach((e=>this.view.ownerWindow.clearTimeout(e))),this.longpressTimeout={},this.activePen=null,this.plugin=null,this.toolsRef=null,this.view=null,this.clickTimestamp=null,this.renderButton=null,this.renderCustomPens=null,this.renderPinnedScriptButtons=null}}class ActionButton extends React__namespace.Component{toastMessageTimeout=0;longpressTimeout=0;constructor(e){super(e),this.state={visible:!0}}componentWillUnmount(){this.render=()=>null}render(){return React__namespace.createElement("button",{style:{},className:"ToolIcon_type_button ToolIcon_size_small ToolIcon_type_button--show ToolIcon",title:this.props.title,onClick:e=>{this.toastMessageTimeout&&(window.clearTimeout(this.toastMessageTimeout),this.toastMessageTimeout=0,this.props.action(e)),this.longpressTimeout&&(window.clearTimeout(this.longpressTimeout),this.longpressTimeout=0)},onPointerDown:e=>{this.toastMessageTimeout=window.setTimeout((()=>{new obsidian_module.Notice(this.props.title,3e3),this.toastMessageTimeout=0}),400),this.longpressTimeout=window.setTimeout((()=>{this.props.longpress?this.props.longpress(e):new obsidian_module.Notice("Cannot pin this action",3e3),this.longpressTimeout=0}),1500)}},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-hidden":"true"},this.props.icon))}}const FIRST_RUN='\nThe Excalidraw Obsidian plugin is much more than "just" a drawing tool. To help you get started here\'s a showcase of the key Excalidraw plugin features.\n\nIf you\'d like to learn more, please subscribe to my YouTube channel: [Visual PKM](https://www.youtube.com/channel/UCC0gns4a9fhVkGkngvSumAQ) where I regularly share videos about Obsidian-Excalidraw and about tools and techniques for Visual Personal Knowledge Management.\n\nThank you & Enjoy!\n\n<div class="excalidraw-videoWrapper">\n<a href="https://www.youtube.com/watch?v=P_Q6avJGoWI" target="_blank"><img src ="https://i.ytimg.com/vi/P_Q6avJGoWI/maxresdefault.jpg" style="width:100%;"></a>\n</div>\n',RELEASE_NOTES={Intro:'After each update, you\'ll see these release notes (you can turn this off in the plugin settings).\n\nI build this plugin in my free time, as a labor of love. Curious about the philosophy behind it? Check out [📕 Sketch Your Mind](https://sketch-your-mind.com). If you find it valuable, say THANK YOU or…\n\n<div class="ex-coffee-div"><a href="https://ko-fi.com/zsolt"><img src="https://storage.ko-fi.com/cdn/kofi6.png?v=6" border="0" alt="Buy Me a Coffee at ko-fi.com"  height=45></a></div>\n',"2.16.1":"\n## Fixed\n- Based on a request from [Kevin](https://github.com/Kovah) referencing GDPR, I removed YouTube iframes from settings, scripts, etc., and replaced them with thumbnail images + links to YouTube. [#2234](https://github.com/zsviczian/obsidian-excalidraw-plugin/discussions/2234)","2.16.0":'\n<div class="excalidraw-videoWrapper">\n<a href="https://www.youtube.com/watch?v=51EgDgtiZgQ" target="_blank"><img src ="https://i.ytimg.com/vi/51EgDgtiZgQ/maxresdefault.jpg" style="width:100%;"></a>\n</div>\n\n## New from Excalidraw.com\n- New library search feature [#9903](https://github.com/excalidraw/excalidraw/pull/9903)\n  - You can rename library items by selecting them, then choosing "Rename or publish" from the ... menu.\n- New compact mode for tablets [#9910](https://github.com/excalidraw/excalidraw/pull/9910)\n  - New setting in plugin setting `Compact-mode on Tablets` to override tray-mode on tablets in favor of the new compact mode.\n\n## New\n- Embedding PDF as images, frames are now marker frames instead of regular frames. You can reference pages, including their markup in markdown notes, using this syntax: `![[drawing#^frame=12]]` (page 12)\n- Pinned scripts toolbar is now on the right side in all modes: tray-, normal-, and compact. The toolbar moves into view when the side panel is opened for the stencil library or for search.\n- Better RTL support, pinned scripts are rendered on the left side in RTL mode.\n\n## Fixed\n- Critical fix: When clicking to follow a link in a markdown embeddable in preview mode to open an Excalidraw drawing in the same tab, the back of the newly opened drawing was overwritten with the content of the source drawing.\n- PDF++ Links from document to Excalidraw select everything in the scene instead of the linked element. [#2503](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2503)\n\n',"2.15.3":"\n## Fixed\n- New back of the note cards are not visible until the drawing is saved. When adding a back-of-the-note card using the context menu, the card got placed at the absolute 0,0 position in the scene instead of the current pointer position. [#9949](https://github.com/excalidraw/excalidraw/issues/9949)\n- Drawings created 4 years ago don't open [#2479](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2479)\n- On Obsidian Mobile, when an element has multiple links, clicking the link icon, the link selector pops up and immediately closes\n- Improved handling of importing external images and drag and drop of images from inside Obsidian. Features like (Convert SVG to Strokes) and (Flip the card) now work immediately, you don't need to force save, or wait for autosave to kick in.\n\n## New\n- Added startup check that detects when Obsidian's recorded plugin version differs from the installed Excalidraw code (e.g. after partial sync of large files) and offers to update or ignore, with a setting to disable the check.\n- When Excalidraw is open in two or more tabs—either as Markdown or Excalidraw—auto-zoom is disabled. This allows you to work in multiple tabs on the same drawing at once: focusing on different areas of the same drawing, or editing the Markdown and Excalidraw views in parallel.\n","2.15.2":"\n## Fixed:\n- Pressing enter on a text element erroneously activated all markdown embeddables in the scene. [discord](https://discord.com/channels/1026825302900494357/1412683408424833045)\n- After updating to PDF++ 0.40.31, touch scrolling of embedded PDF documents stopped working on mobile devices, and the PDF document appeared with the wrong themes in some cases.\n- Issue with the Kanban board as an active embeddable on mobile phones is fixed.\n\n## Fixed in ExcalidrawAutomate\n- `getActiveEmbeddableViewOrEditor (view?:ExcalidrawView): {view:any}|{file:TFile, editor:Editor}|{node: ObsidianCanvasNode}|null;` no returns the node, instead of the empty view from the leaf.\n","2.15.1":'\n## Fixed\n- PDF improvements\n  - It was not possible to scroll the embedded PDF. [#9891](https://github.com/excalidraw/excalidraw/pull/9891)\n  - Embedded PDF pages were blurred (pixelated).\n  - Embedded PDF now accurately follows `excalidraw-embeddable-theme` document property.\n    - auto: follows Excalidraw theme (regardless of Obsidian theme)\n    - default: follows Obsidian theme (regardless of Excalidraw theme)\n    - dark: always displays the PDF in dark mode (regardless of Excalidraw and Obsidian themes)\n    - light: always displays the PDF in light mode (regardless of Excalidraw and Obsidian themes)\n  - New embeddable-menu buttons:\n    - Snapshot: inserts an image of the current active page to the scene\n    - Bookmark: updates the embed link to the current page\n- Pasting an oversized image triggered an error and caused Excalidraw to discard the scene. [#2453](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2453), [#9878](https://github.com/excalidraw/excalidraw/issues/9878)\n- Video with local URI will no longer autoplay when the scene loads\n- Error creating link to element when element is a sticky note\n- Area link embeds hide the content of the objects within the area [#2461](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2461)\n- On Obsidian Mobile 1.9.10, embeddables could cause a black/white screen (no active view) until reselecting the Excalidraw page; [#2460](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2460)\n- Scrolling of embedded web pages on mobile devices is working again.\n\n## New\n- Insert Any File now supports adding Audio files.\n- New option in settings under "Zoom and Pan". Pan with right mouse button (Miro-style): right-click and drag to pan the canvas. Press \'m\' for the context menu (disabled while editing text). 🙏 [@mfuria](https://github.com/mfuria) for making this happen! [#2450](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/2450), [#329](https://github.com/zsviczian/excalidraw/pull/329)\n- Insert image in the main toolbar now opens a dropdown menu of options: Insert from system, insert from Vault, insert Card, and insert LaTeX. [#2448](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2448)\n\n## Deprecated\n- Removed "Toggle RAW mode" from the Command Palette and the Obsidian Tools menu due to low usage. RAW mode remains available by adding `excalidraw-plugin: raw` to the note\'s YAML frontmatter/document properties.\n\n## New in ExcalidrawAutomate\n```ts\n/**\n * Returns the center position of the current view in Excalidraw coordinates.\n * @returns {{x:number, y:number}} The center position of the view.\n */\npublic getViewCenterPosition(): {x:number, y:number};\n```\n',"2.15.0":'\n<div class="excalidraw-videoWrapper">\n<a href="https://www.youtube.com/watch?v=DqDnzCOoYMc" target="_blank"><img src ="https://i.ytimg.com/vi/DqDnzCOoYMc/maxresdefault.jpg" style="width:100%;"></a>\n</div>\n\n## New\n- Introducing **Marker Frames**. These are special frames that can be used to mark slides, pages areas for PDF printouts, image references, etc.\n  To create a marker frame, create a frame and toggle the marker frame in the elements properties panel.\n    - Markers are not included in exports such as images or PDFs.\n    - Markers do not contain elements\n    - Markers can be hidden/shown from the canvas context menu\n- Updated the "Printable Layout Wizard" script\n  - Now works with marker frames\n  - Supports different page sizes and orientations within a single PDF document\n  - The printout may include non-marker frames (e.g., PDF image embeds in frames)\n- Pro-tip: You can also use marker frames... \n    - with the Slideshow plugin\n    - to create image-area references such that the frames do not get rendered in exported images, and you can reference areas by frame name\n- Performance improvement of Image-area references\n\n# New in ExcalidrawAutomate\n- `createPDF()` now supports `SVG[]` array of SVGs with different sizes.\n- New function:\n```ts\n  /**\n   * Gets the elements within a specific area.\n   * @param elements - The elements to check.\n   * @param param1 - The area to check against.\n   * @returns The elements within the area.\n   */\n  elementsInArea(\n    elements: NonDeletedExcalidrawElement[], \n    {x, y, width, height}:{\n      x:number; y:number; width:number; height:number;\n    }\n  ):ExcalidrawElement[] \n```\n',"2.14.3":'\n<div class="excalidraw-videoWrapper">\n<a href="https://www.youtube.com/watch?v=29EWeglRm7s" target="_blank"><img src ="https://i.ytimg.com/vi/29EWeglRm7s/maxresdefault.jpg" style="width:100%;"></a>\n</div>\n\nUpdated the Printable Layout Wizard script with the option to exclude empty pages.\n\n## Fixed\n- If a frame is locked, elements created over the frame or dragged over the frame should not be auto-added to the frame. [#9850](https://github.com/excalidraw/excalidraw/issues/9850)\n\n## Fixed in ExcalidrawAutomate\n- Not all AppState properties were being correctly copied to the template when creating a new drawing with ea.create() [#2440](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2440)\n',"2.14.2":'\n## Fixed\n- Converting Markdown to Excalidraw ("Back of note"/"Convert markdown to ExcaliDrawing") no longer appends T00:00:00.000Z to an existing date frontmatter field and handles merging of lists such as tags intelligently [#2414](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2414)\n- Multi‑point line creation on touchscreens (tap–tap–tap) produced a horizontal line after using a pen. Fixed. [#9840](https://github.com/excalidraw/excalidraw/pull/9840#issuecomment-3165319266)\n\n## New\n- Zoom settings (Settings → Excalidraw → Appearance and Behavior → Zoom) [#2434](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2434):\n  - Zoom increment (default 5%) to fine‑tune mouse wheel / gesture precision.\n  - Minimum zoom (default 10%) controls how far you can zoom out (below 10% may be unstable—use with caution).\n  - Maximum zoom (default 3000%) defines the upper zoom limit.\n- Palm Guard script (in script store): Mobile-friendly drawing mode for stylus users. Enters fullscreen, hides UI, shows a draggable minimal toolbar (toggle + exit) to prevent accidental palm taps; single tap to exit. Inspired by [#2409](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2409)\n\n<div class="excalidraw-videoWrapper">\n<a href="https://www.youtube.com/watch?v=A_udjVjgWN0" target="_blank"><img src ="https://i.ytimg.com/vi/A_udjVjgWN0/maxresdefault.jpg" style="width:100%;"></a>\n</div>\n\n## ExcalidrawAutomate\n- Improved `FloatingModal` behavior. Floating Modal now does not trap keyboard events, the header element does not block "X" button in the top right corner, all four corners are rounded on Mobile Devices.\n\n',"2.14.1":'\n## Fixed\n- Excalidraw broke Obsidian\'s UI in Arabic, Persian, and Hebrew due to LTR, RTL conflict. [#2423](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2423) \n- Styling issues impacting native Obsidian search/replace dialogs. [#2420](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2420)\n- Now using native Obsidian attachment location function. 🙏 [mnaoumov](https://github.com/mnaoumov) [#2421](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/2421), potentially fixes [#179](https://github.com/RainCat1998/obsidian-custom-attachment-location/issues/179) of the Obsidian Custom Attachment Location plugin issue.\n\n## New\n- New frontmatter option `excalidraw-embed-md`. When set to `true`, embedding the drawing into a markdown note will render the "back of the note" (its markdown content) instead of rendering it as an image.\n  - If you want to always display the drawing as an image, even when `excalidraw-embed-md` is enabled, use the special embed syntax: `![[drawing#^as-image]]`. Here, `as-image` is a phantom block reference that forces image rendering.\n- Added Spanish translation by [@Joakim31](https://github.com/Joakim31) [#2425](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/2425)\n- Incremental minor updates from the main [Excalidraw project](https://github.com/excalidraw/excalidraw).\n',"2.14.0":'\n## A Big "Small" Update\n- Added search to Excalidraw Settings, plus added a link to access the public NotebookLM workbook pre-loaded with everything about the plugin\n- New Taiwan-idiomatic Traditional Chinese translation by [@rlan](https://github.com/rlan) [#2413](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/2413)\n'};class ReleaseNotes extends obsidian_module.Modal{plugin;version;constructor(e,t,a){super(e),this.plugin=t,this.version=a}onOpen(){const{containerEl:e,contentEl:t,titleEl:a,headerEl:i}=this;e.classList.add("excalidraw-release"),a.setText(`${t$d("RN_WELCOME")} ${this.version??""}`),this.createForm(),i&&(i.style.pointerEvents="none")}async onClose(){this.contentEl.empty(),await this.plugin.loadSettings(),this.plugin.settings.previousRelease!==PLUGIN_VERSION&&(this.plugin.settings.previousRelease=PLUGIN_VERSION,await this.plugin.saveSettings())}async createForm(){let e=this.plugin.settings.previousRelease;e=this.version===e?"0.0.0":e;const t=this.version?Object.keys(RELEASE_NOTES).filter((t=>"Intro"===t||isVersionNewerThanOther(t,e))).map((e=>`${"Intro"===e?"":`# ${e}\n`}${RELEASE_NOTES[e]}`)).slice(0,10).join("\n\n---\n"):FIRST_RUN;await obsidian_module.MarkdownRenderer.render(this.app,t,this.contentEl,"",this.plugin),this.contentEl.createEl("p",{text:""},(e=>{e.style.textAlign="right",e.createEl("button",{text:"Close"}).onclick=()=>this.close()}))}}const DPI=96,STANDARD_PAGE_SIZES={A0:{width:3179.52,height:4494.96},A1:{width:2245.76,height:3179.52},A2:{width:1587.76,height:2245.76},A3:{width:1122.56,height:1587.76},A4:{width:794.56,height:1122.56},A5:{width:559.37,height:794.56},A6:{width:397.28,height:559.37},Legal:{width:816,height:1344},Letter:{width:816,height:1056},Tabloid:{width:1056,height:1632},Ledger:{width:1632,height:1056},"HD Screen":{width:1920,height:1080},"MATCH IMAGE":{width:0,height:0}};function getMarginValue(e){switch(e){case"none":return{left:0,right:0,top:0,bottom:0};case"tiny":return{left:10,right:10,top:10,bottom:10};default:return{left:60,right:60,top:60,bottom:60}}}function getPageDimensions(e,t,a){let i;return i=STANDARD_PAGE_SIZES[e],a&&0===i.width&&0===i.height&&(i={width:a.width,height:a.height}),"portrait"===t||"MATCH IMAGE"===e||"HD Screen"===e?{width:i.width,height:i.height}:{width:i.height,height:i.width}}function getPageSizePixels(e,t=!1){if("object"==typeof e)return e;const a=STANDARD_PAGE_SIZES[e];if(!a)throw new Error(`Unsupported page size: ${e}`);return t?{width:a.height,height:a.width}:{width:a.width,height:a.height}}function getPageSize(e){if("string"==typeof e)return e;if(!e||"object"!=typeof e||"number"!=typeof e.width||"number"!=typeof e.height)throw new Error("Invalid page dimensions");return{width:e.width/DPI,height:e.height/DPI}}async function getSavePath(e){return(await window.electron.remote.dialog.showSaveDialog({defaultPath:e,filters:[{name:"PDF Files",extensions:["pdf"]},{name:"All Files",extensions:["*"]}],properties:["showOverwriteConfirmation"]})).filePath}async function printPdf(e,t,a,i,n,r,s=!0,o="",l){const c=document.createElement("style");c.textContent=`\n    @media print {\n      /* Ensure the print root expands to the widest page and is not constrained by app layout */\n      .print {\n        background-color: ${a} !important;\n        display: block !important;\n        width: max-content !important;\n        max-width: none !important;\n        overflow: visible !important;\n        -webkit-print-color-adjust: exact !important;\n        print-color-adjust: exact !important;\n        margin: 0 !important;\n        padding: 0 !important;\n        position: static !important;\n        transform: none !important;\n        box-sizing: content-box !important;\n      }\n      .print > * {\n        width: max-content !important;\n        max-width: none !important;\n      }\n      .print-page {\n        display: block !important;\n        break-after: page !important;\n        page-break-after: always !important;\n        break-inside: avoid-page !important;\n        overflow: visible !important;\n        margin: 0 !important;\n        position: relative !important;\n      }\n      /* Keep spacer tiny; it still establishes the initial page box */\n      .print-page.dummy-first {\n        width: 1px !important;\n        height: 1px !important;\n      }\n      .print svg,\n      .print img,\n      .print canvas {\n        max-width: none !important;\n        max-height: none !important;\n      }\n      ${o}\n    }\n  `,document.head.appendChild(c);const d=document.body.createDiv("print");d.style.top="0",d.style.left="0",d.style.display="flex",d.appendChild(e);const h={includeName:!1,pageSize:getPageSize(i),landscape:n,margins:r,scaleFactor:100,scale:1,open:s,filepath:t,preferCSSPageSize:!0,...l?{pageRanges:l}:{}};try{await new Promise((e=>{window.electron.ipcRenderer.once("print-to-pdf",e),window.electron.ipcRenderer.send("print-to-pdf",h)}))}finally{d.remove(),c.remove()}}function calculateDimensions(e,t,a,i,n,r,s){const o=e.getAttribute("viewBox")?.split(" ").map(Number)||[0,0,t,a],[l,c]=o,d=i.width-n.left-n.right,h=i.height-n.top-n.bottom;if(r.fitToPage>0){let e=0,i=100,n=1;const s=1e-6;for(;i-e>s;){const s=(e+i)/2,o=t*s,l=a*s;Math.ceil(o/d)*Math.ceil(l/h)>r.fitToPage?i=s:(n=s,e=s)}r.zoom=Math.round(.99999*n*1e6)/1e6}const p=t*(r.zoom||1),u=a*(r.zoom||1);if(p<=d&&u<=h){const e=calculatePosition(p,u,i.width,i.height,n,s);return{tiles:[{viewBox:`${l} ${c} ${t} ${a}`,width:p,height:u,x:e.x,y:e.y}],pages:1}}const m=Math.ceil(p/d),g=Math.ceil(u/h),f=calculatePosition(p,u,m*d,g*h,{left:0,right:0,top:0,bottom:0},s),b=[];for(let e=0;e<g;e++)for(let t=0;t<m;t++){const a=t*d,o=e*h,m=Math.max(a,f.x),g=Math.max(o,f.y),U=Math.min(a+d,f.x+p),E=Math.min(o+h,f.y+u),w=Math.max(0,U-m),y=Math.max(0,E-g);if(w<=0||y<=0)continue;const v=(m-f.x)/(r.zoom||1),T=(g-f.y)/(r.zoom||1),S=w/(r.zoom||1),_=y/(r.zoom||1);let C=n.left,I=n.top;const x=w/d;C=x>=.99&&x<=1.01?n.left:"center"===s||"top-center"===s||"bottom-center"===s?0===t?n.left+(d-w):n.left:s.endsWith("right")?i.width-n.right-w:n.left;const A=y/h;I=A>=.99&&A<=1.01?n.top:"center"===s||"center-left"===s||"center-right"===s?0===e?n.top+(h-y):n.top:s.startsWith("bottom")?i.height-n.bottom-y:n.top,b.push({viewBox:`${v+l} ${T+c} ${S} ${_}`,width:w,height:y,x:C,y:I})}return{tiles:b,pages:b.length}}function calculatePosition(e,t,a,i,n,r){const s=a-n.left-n.right,o=i-n.top-n.bottom;let l=n.left,c=n.top;return"center"===r||"top-center"===r||"bottom-center"===r?l=n.left+(s-e)/2:r.endsWith("right")&&(l=n.left+s-e),"center"===r||"center-left"===r||"center-right"===r?c=n.top+(o-t)/2:r.startsWith("bottom")&&(c=n.top+o-t),{x:l,y:c}}async function exportToPDF({SVG:e,scale:t={fitToPage:1,zoom:1},pageProps:a,filename:i}){if(!DEVICE.isDesktop)return void new obsidian_module.Notice(t$d("PDF_EXPORT_DESKTOP_ONLY"));const n=await getSavePath(i);if(!n)return;const r=a?.dimensions;if(!r||"number"!=typeof r.width||"number"!=typeof r.height||r.width<=0||r.height<=0){new obsidian_module.Notice(t$d("EXPORTDIALOG_PDF_PROGRESS_NOTICE"));try{const i=createDiv();i.style.width="100%",i.style.height="fit-content";const r=new Map,s=(e,t)=>`${e.toFixed(2)}x${t.toFixed(2)}`,o=e=>e/DPI,l=e=>`p_${e.replace(/[^\w-]/g,"_")}`;for(const n of e){const e=parseFloat(n.getAttribute("width")||"0"),o=parseFloat(n.getAttribute("height")||"0"),c={width:e,height:o},d=s(c.width,c.height);r.has(d)||r.set(d,{name:l(d),w:c.width,h:c.height});const{tiles:h}=calculateDimensions(n,e,o,c,a.margin,t,a.alignment),{width:p,height:u}=getPageSizePixels(c,!1),m=r.get(d).name;for(const e of h){const t=createDiv();t.addClass("print-page"),t.addClass(m),t.style.setProperty("page",m),t.style.width=`${p}px`,t.style.height=`${u}px`,t.style.display="flex",t.style.justifyContent="start",t.style.alignItems="left",t.style.left=`${a.margin.left}px`,t.style.top=`${a.margin.top}px`,t.style.position="relative";const r=n.cloneNode(!0);r.setAttribute("viewBox",e.viewBox),r.style.width=`${e.width}px`,r.style.height=`${e.height}px`,r.style.position="absolute",r.style.left=e.x-a.margin.left+"px",r.style.top=e.y-a.margin.top+"px",t.appendChild(r),i.appendChild(t)}}let c="";for(const{name:e,w:t,h:a}of r.values())c+=`\n        @page ${e} {\n          size: ${o(t)}in ${o(a)}in;\n          margin: 0;\n        }\n        .print-page.${e} { page: ${e}; }\n      `;let d=0,h=0;for(const{w:e,h:t}of r.values())d=Math.max(d,e),h=Math.max(h,t);const p={width:d||800,height:h||600},u=s(p.width,p.height);r.has(u)||(r.set(u,{name:l(u),w:p.width,h:p.height}),c+=`\n        @page ${r.get(u).name} {\n          size: ${o(p.width)}in ${o(p.height)}in;\n          margin: 0;\n        }\n        .print-page.${r.get(u).name} { page: ${r.get(u).name}; }\n      `);const m=r.get(u).name,g=createDiv();g.addClass("print-page"),g.addClass("dummy-first"),g.addClass(m),i.prepend(g),await printPdf(i,n,a.backgroundColor||"#ffffff",p,!1,{top:0,right:0,bottom:0,left:0},!0,c,"2-")}catch(e){console.error("Failed to export to PDF: ",e),new obsidian_module.Notice(t$d("EXPORTDIALOG_PDF_PROGRESS_ERROR"))}new obsidian_module.Notice(t$d("EXPORTDIALOG_PDF_PROGRESS_DONE"))}else{const i=createDiv();i.style.width="100%",i.style.height="fit-content";for(const n of e){const e=parseFloat(n.getAttribute("width")||"0"),r=parseFloat(n.getAttribute("height")||"0"),s=a.dimensions,{tiles:o}=calculateDimensions(n,e,r,s,a.margin,t,a.alignment),{width:l,height:c}=getPageSizePixels(s,!1);for(const e of o){const t=createDiv();t.addClass("print-page"),t.style.width=`${l}px`,t.style.height=`${c}px`,t.style.display="flex",t.style.justifyContent="start",t.style.alignItems="left",t.style.left=`${a.margin.left}px`,t.style.top=`${a.margin.top}px`,t.style.position="relative";const r=n.cloneNode(!0);r.setAttribute("viewBox",e.viewBox),r.style.width=`${e.width}px`,r.style.height=`${e.height}px`,r.style.position="absolute",r.style.left=e.x-a.margin.left+"px",r.style.top=e.y-a.margin.top+"px",t.appendChild(r),i.appendChild(t)}}new obsidian_module.Notice(t$d("EXPORTDIALOG_PDF_PROGRESS_NOTICE"));try{await printPdf(i,n,a.backgroundColor||"#ffffff",a.dimensions,!1,{top:0,right:0,bottom:0,left:0},!0)}catch(e){console.error("Failed to export to PDF: ",e),new obsidian_module.Notice(t$d("EXPORTDIALOG_PDF_PROGRESS_ERROR"))}new obsidian_module.Notice(t$d("EXPORTDIALOG_PDF_PROGRESS_DONE"))}}async function exportSVGToClipboard(e){try{const t=e.outerHTML;await navigator.clipboard.writeText(t)}catch(e){console.error("Failed to copy SVG to clipboard: ",e)}}async function exportPNGToClipboard(e){await navigator.clipboard.write([new window.ClipboardItem({"image/png":e})])}function exportPNG(e,t){const a=new FileReader;a.readAsDataURL(e),a.onloadend=()=>{const e=a.result;download(null,e,`${t}.png`)}}function exportSVG(e,t){download(null,svgToBase64(e.outerHTML),`${t}.svg`)}class PDFExportSettingsComponent{contentEl;settings;update;constructor(e,t,a){this.contentEl=e,this.settings=t,this.update=a,a||(this.update=()=>{})}isOrientationAndTilingVisible(){return!("HD Screen"===this.settings.pageSize||"MATCH IMAGE"===this.settings.pageSize)}render(){const e=Object.keys(STANDARD_PAGE_SIZES).reduce(((e,t)=>({...e,[t]:t})),{});let t;new obsidian_module.Setting(this.contentEl).setName(t$d("EXPORTDIALOG_PAGE_SIZE")).addDropdown((a=>a.addOptions(e).setValue(this.settings.pageSize).onChange((e=>{this.settings.pageSize=e,t.style.display=this.isOrientationAndTilingVisible()?"block":"none",this.update()})))),t=this.contentEl.createDiv(),t.style.display=this.isOrientationAndTilingVisible()?"block":"none",new obsidian_module.Setting(t).setName(t$d("EXPORTDIALOG_PAGE_ORIENTATION")).addDropdown((e=>e.addOptions({portrait:t$d("EXPORTDIALOG_ORIENTATION_PORTRAIT"),landscape:t$d("EXPORTDIALOG_ORIENTATION_LANDSCAPE")}).setValue(this.settings.pageOrientation).onChange((e=>{this.settings.pageOrientation=e,this.update()})))),new obsidian_module.Setting(t).setName(t$d("EXPORTDIALOG_PDF_FIT_TO_PAGE")).addDropdown((e=>e.addOptions({scale:t$d("EXPORTDIALOG_PDF_SCALE_OPTION"),fit:t$d("EXPORTDIALOG_PDF_FIT_OPTION"),"fit-2":t$d("EXPORTDIALOG_PDF_FIT_2_OPTION"),"fit-4":t$d("EXPORTDIALOG_PDF_FIT_4_OPTION"),"fit-6":t$d("EXPORTDIALOG_PDF_FIT_6_OPTION"),"fit-8":t$d("EXPORTDIALOG_PDF_FIT_8_OPTION"),"fit-12":t$d("EXPORTDIALOG_PDF_FIT_12_OPTION"),"fit-16":t$d("EXPORTDIALOG_PDF_FIT_16_OPTION")}).setValue(1===this.settings.fitToPage?"fit":"number"==typeof this.settings.fitToPage?`fit-${this.settings.fitToPage}`:"scale").onChange((e=>{this.settings.fitToPage="scale"===e?0:"fit"===e?1:parseInt(e.split("-")[1]),this.update()})))),new obsidian_module.Setting(this.contentEl).setName(t$d("EXPORTDIALOG_PDF_MARGIN")).addDropdown((e=>e.addOptions({none:t$d("EXPORTDIALOG_PDF_MARGIN_NONE"),tiny:t$d("EXPORTDIALOG_PDF_MARGIN_TINY"),normal:t$d("EXPORTDIALOG_PDF_MARGIN_NORMAL")}).setValue(this.settings.margin).onChange((e=>{this.settings.margin=e,this.update()}))));const a=new obsidian_module.Setting(this.contentEl).setName(t$d("EXPORTDIALOG_PDF_PAPER_COLOR")).addDropdown((e=>e.addOptions({white:t$d("EXPORTDIALOG_PDF_PAPER_WHITE"),scene:t$d("EXPORTDIALOG_PDF_PAPER_SCENE"),custom:t$d("EXPORTDIALOG_PDF_PAPER_CUSTOM")}).setValue(this.settings.paperColor).onChange((e=>{this.settings.paperColor=e,a.style.display="custom"===e?"block":"none",this.update()})))).controlEl.createEl("input",{type:"color",value:this.settings.customPaperColor});a.style.width="50px",a.style.marginLeft="10px",a.style.display="custom"===this.settings.paperColor?"block":"none",a.addEventListener("change",(e=>{this.settings.customPaperColor=e.target.value,this.update()})),new obsidian_module.Setting(this.contentEl).setName(t$d("EXPORTDIALOG_PDF_ALIGNMENT")).addDropdown((e=>e.addOptions({center:t$d("EXPORTDIALOG_PDF_ALIGN_CENTER"),"center-left":t$d("EXPORTDIALOG_PDF_ALIGN_CENTER_LEFT"),"center-right":t$d("EXPORTDIALOG_PDF_ALIGN_CENTER_RIGHT"),"top-left":t$d("EXPORTDIALOG_PDF_ALIGN_TOP_LEFT"),"top-center":t$d("EXPORTDIALOG_PDF_ALIGN_TOP_CENTER"),"top-right":t$d("EXPORTDIALOG_PDF_ALIGN_TOP_RIGHT"),"bottom-left":t$d("EXPORTDIALOG_PDF_ALIGN_BOTTOM_LEFT"),"bottom-center":t$d("EXPORTDIALOG_PDF_ALIGN_BOTTOM_CENTER"),"bottom-right":t$d("EXPORTDIALOG_PDF_ALIGN_BOTTOM_RIGHT")}).setValue(this.settings.alignment).onChange((e=>{this.settings.alignment=e,this.update()}))))}}async function captureScreenshot(e,t){if(!DEVICE.isDesktop)return new obsidian_module.Notice(t$d("SCREENSHOT_DESKTOP_ONLY")),null;const a=e.isFullscreen();a||e.gotoFullscreen();const i=e.excalidrawAPI;i.setForceRenderAllEmbeddables(!0),t.selectedOnly=t.selectedOnly&&e.getViewSelectedElements().length>0;const n=window.require("electron").remote,r=t.selectedOnly?e.getViewSelectedElements():e.getViewElements(),s=new Set(r.map((e=>e.id))),o=[],l=getEA(e),c=n.getCurrentWebContents(),d=c.getZoomFactor();c.setZoomFactor(1),await sleep(100);const h=window.devicePixelRatio||1;t.selectedOnly&&(l.copyViewElementsToEAforEditing(e.getViewElements().filter((e=>!s.has(e.id)))),l.getElements().forEach((e=>{o.push({id:e.id,opacity:e.opacity}),e.opacity=0})),o.length>0&&await l.addElementsToView(!1,!1,!1,!1));let p=l.getBoundingBox(r);p={topX:Math.ceil(p.topX),topY:Math.ceil(p.topY),width:Math.ceil(p.width),height:Math.ceil(p.height)};const u=t.margin,m=Math.floor(i.getAppState().width),g=Math.floor(i.getAppState().height),f=Math.ceil(p.width*t.zoom+2*u),b=Math.ceil(p.height*t.zoom+2*u),U=Math.ceil(f/m),E=Math.ceil(b/g),w=Math.ceil(f/U),y=Math.ceil(b/E),v=w*U,T=y*E,S=(()=>{const{scrollX:e,scrollY:t,zoom:a,viewModeEnabled:n,linkOpacity:r,theme:s}=i.getAppState();return{scrollX:e,scrollY:t,zoom:a,viewModeEnabled:n,linkOpacity:r,theme:s}})();e.updateScene({appState:{viewModeEnabled:!0,linkOpacity:0,theme:t.theme}}),await sleep(50);const _=e.excalidrawWrapperRef.current;let C="block",I="block",x=null,A=null;const k={width:_.style.width,height:_.style.height,left:_.style.left,top:_.style.top,position:_.style.position,overflow:_.style.overflow};try{_.style.width=w+"px",_.style.height=y+"px",_.style.overflow="visible",e.updateScene({appState:{zoom:{value:t.zoom},width:w,height:y}}),await sleep(200);const{left:a,top:i}=_.getBoundingClientRect(),r=[];for(let s=0;s<E;s++)for(let o=0;o<U;o++){const l=p.topX-u/t.zoom+o*w/t.zoom,c=p.topY-u/t.zoom+s*y/t.zoom;e.updateScene({appState:{scrollX:-l,scrollY:-c,zoom:{value:t.zoom},width:w,height:y}}),await sleep(50),x=_.querySelector(".layer-ui__wrapper"),A=_.querySelector(".App-bottom-bar"),x&&(C=x.style.display,x.style.display="none"),A&&(I=A.style.display,A.style.display="none"),await sleep(50);const d=o===U-1?v-w*(U-1):w,m=s===E-1?T-y*(E-1):y,g=await n.getCurrentWebContents().capturePage({x:a,y:i,width:d*h,height:m*h});r.push({url:"data:image/png;base64,"+g.toPNG().toString("base64"),width:d,height:m,col:o,row:s})}Object.assign(_.style,k);const s=document.createElement("canvas");s.width=v*h,s.height=T*h,s.style.width=`${v}px`,s.style.height=`${T}px`;const o=s.getContext("2d");o.scale(1,1),o.imageSmoothingEnabled=!0,o.imageSmoothingQuality="high";let l=0;for(let e=0;e<E;e++){let t=0;for(let a=0;a<U;a++){const i=r[e*U+a],n=new window.Image;n.src=i.url,await new Promise((e=>{n.onload=e})),o.drawImage(n,t,l),t+=i.width*h}l+=r[e*U].height*h}return new Promise((e=>{s.toBlob((t=>{e(t)}),"image/png")}))}catch(e){return console.error(e),new obsidian_module.Notice(t$d("SCREENSHOT_ERROR")),null}finally{t.selectedOnly&&o.length>0&&(l.clear(),l.copyViewElementsToEAforEditing(e.getViewElements().filter((e=>!s.has(e.id)))),o.forEach((e=>{l.getElement(e.id).opacity=e.opacity})),await l.addElementsToView(!1,!1,!1,!1)),c.setZoomFactor(d),x&&(x.style.display=C),A&&(A.style.display=I),O=S,e.updateScene({appState:{...O}}),a||e.exitFullscreen()}var O}class ExportDialog extends obsidian_module.Modal{plugin;view;file;ea;api;padding;scale;theme;transparent;saveSettings;dirty=!1;selectedOnlySetting;hasSelectedElements=!1;boundingBox;embedScene;exportSelectedOnly;saveToVault;pageSize="A4";pageOrientation="portrait";activeTab="image";contentContainer;buttonContainerRow1;buttonContainerRow2;fitToPage=1;paperColor="white";customPaperColor="#ffffff";alignment="center";margin="normal";scaleSetting;constructor(e,t,a){super(e.app),this.plugin=e,this.view=t,this.file=a,this.ea=getEA(this.view),this.api=this.ea.getExcalidrawAPI(),this.padding=getExportPadding(this.plugin,this.file),this.scale=getPNGScale(this.plugin,this.file),this.theme=getExportTheme(this.plugin,this.file,this.api.getAppState().theme),this.boundingBox=this.ea.getBoundingBox(this.ea.getViewElements()),this.embedScene=shouldEmbedScene(this.plugin,this.file),this.exportSelectedOnly=!1,this.saveToVault=!0,this.transparent=!getWithBackground(this.plugin,this.file),this.pageSize=e.settings.pdfSettings.pageSize,this.pageOrientation=e.settings.pdfSettings.pageOrientation,this.fitToPage=e.settings.pdfSettings.fitToPage,this.paperColor=e.settings.pdfSettings.paperColor,this.customPaperColor=e.settings.pdfSettings.customPaperColor,this.alignment=e.settings.pdfSettings.alignment,this.margin=e.settings.pdfSettings.margin,this.saveSettings=!1,this.createForm()}destroy(){this.app=null,this.plugin=null,this.ea.destroy(),this.ea=null,this.view=null,this.file=null,this.api=null,this.theme=null,this.selectedOnlySetting=null,this.containerEl.remove()}get isSelectedOnly(){return this.hasSelectedElements&&this.exportSelectedOnly}updateBoundingBox(){this.isSelectedOnly?this.boundingBox=this.ea.getBoundingBox(this.view.getViewSelectedElements()):this.boundingBox=this.ea.getBoundingBox(this.ea.getViewElements()),this.scaleSetting&&this.scaleSetting.setDesc(this.size())}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText(t$d("EXPORTDIALOG_TITLE")),this.hasSelectedElements=this.view.getViewSelectedElements().length>0,this.selectedOnlySetting.setVisibility(this.hasSelectedElements),this.updateBoundingBox()}async onClose(){this.dirty=this.saveSettings}createForm(){if(DEVICE.isDesktop){const e=this.contentEl.createDiv("nav-buttons-container"),t=e.createEl("button",{text:t$d("EXPORTDIALOG_TAB_IMAGE"),cls:"nav-button "+("image"===this.activeTab?"is-active":"")}),a=e.createEl("button",{text:t$d("EXPORTDIALOG_TAB_PDF"),cls:"nav-button "+("pdf"===this.activeTab?"is-active":"")}),i=e.createEl("button",{text:t$d("EXPORTDIALOG_TAB_SCREENSHOT"),cls:"nav-button "+("screenshot"===this.activeTab?"is-active":"")});t.onclick=()=>{this.activeTab="image",t.addClass("is-active"),a.removeClass("is-active"),i.removeClass("is-active"),this.renderContent()},a.onclick=()=>{this.activeTab="pdf",a.addClass("is-active"),t.removeClass("is-active"),i.removeClass("is-active"),this.renderContent()},i.onclick=()=>{this.activeTab="screenshot",i.addClass("is-active"),t.removeClass("is-active"),a.removeClass("is-active"),this.renderContent()}}this.contentContainer=this.contentEl.createDiv(),this.buttonContainerRow1=this.contentEl.createDiv({cls:"excalidraw-export-buttons-div"}),this.buttonContainerRow2=this.contentEl.createDiv({cls:"excalidraw-export-buttons-div"}),this.buttonContainerRow2.style.marginTop="10px",this.renderContent()}createSaveSettingsDropdown(){new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_SAVE_SETTINGS")).addDropdown((e=>e.addOption("save",t$d("EXPORTDIALOG_SAVE_SETTINGS_SAVE")).addOption("one-time",t$d("EXPORTDIALOG_SAVE_SETTINGS_ONETIME")).setValue(this.saveSettings?"save":"one-time").onChange((e=>{this.saveSettings="save"===e}))))}renderContent(){switch(this.contentContainer.empty(),this.buttonContainerRow1.empty(),this.buttonContainerRow2.empty(),this.createHeader(),this.activeTab){case"pdf":this.createImageSettings(),this.createPDFSettings(),this.createPDFButton();break;case"screenshot":this.view.isInMainObsidianWorkspace&&(this.createImageSettings(!0),this.createImageButtons(!0));break;default:this.createImageSettings(!1),this.createExportSettings(),this.createImageButtons()}}size(){const e=Math.round(this.scale*this.boundingBox.width+2*this.padding),t=Math.round(this.scale*this.boundingBox.height+2*this.padding);return fragWithHTML(`${t$d("EXPORTDIALOG_SIZE_DESC")}<br>${t$d("EXPORTDIALOG_SCALE_VALUE")} <b>${this.scale}</b><br>${t$d("EXPORTDIALOG_IMAGE_SIZE")} <b>${e}x${t}</b>`)}createHeader(){switch(this.activeTab){case"pdf":this.contentContainer.createEl("h1",{text:t$d("EXPORTDIALOG_PDF_SETTINGS")});break;case"screenshot":this.contentContainer.createEl("h1",{text:t$d("EXPORTDIALOG_TAB_SCREENSHOT")}),this.view.isInMainObsidianWorkspace?this.contentContainer.createEl("p",{text:t$d("EXPORTDIALOG_SCREENSHOT_DESC")}):this.contentContainer.createEl("p",{text:t$d("EXPORTDIALOG_NOT_AVAILALBE")});break;default:this.contentContainer.createEl("h1",{text:t$d("EXPORTDIALOG_IMAGE_SETTINGS")}),this.contentContainer.createEl("p",{text:t$d("EXPORTDIALOG_IMAGE_DESC")})}}createImageSettings(e=!1){let t;this.createSaveSettingsDropdown();const a=()=>fragWithHTML(`${t$d("EXPORTDIALOG_CURRENT_PADDING")} <b>${this.padding}</b>`);t=new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_PADDING")).setDesc(a()).addSlider((e=>{e.setLimits(0,100,1).setValue(this.padding).onChange((e=>{this.padding=e,this.scaleSetting.setDesc(this.size()),t.setDesc(a())}))})),this.scaleSetting=new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_SCALE")).setDesc(this.size()).addSlider((e=>e.setLimits(.2,7,.1).setValue(this.scale).onChange((e=>{this.scale=e,this.scaleSetting.setDesc(this.size())})))),new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_EXPORT_THEME")).addDropdown((e=>e.addOption("light",t$d("EXPORTDIALOG_THEME_LIGHT")).addOption("dark",t$d("EXPORTDIALOG_THEME_DARK")).setValue(this.theme).onChange((e=>{this.theme=e})))),e||new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_BACKGROUND")).addDropdown((e=>e.addOption("transparent",t$d("EXPORTDIALOG_BACKGROUND_TRANSPARENT")).addOption("with-color",t$d("EXPORTDIALOG_BACKGROUND_USE_COLOR")).setValue(this.transparent?"transparent":"with-color").onChange((e=>{this.transparent="transparent"===e})))),this.selectedOnlySetting=new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_SELECTED_ELEMENTS")).addDropdown((e=>e.addOption("all",t$d("EXPORTDIALOG_SELECTED_ALL")).addOption("selected",t$d("EXPORTDIALOG_SELECTED_SELECTED")).setValue(this.exportSelectedOnly?"selected":"all").onChange((e=>{this.exportSelectedOnly="selected"===e,this.updateBoundingBox()})))),this.selectedOnlySetting.setVisibility(this.hasSelectedElements)}createExportSettings(){new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_EMBED_SCENE")).addDropdown((e=>e.addOption("embed",t$d("EXPORTDIALOG_EMBED_YES")).addOption("no-embed",t$d("EXPORTDIALOG_EMBED_NO")).setValue(this.embedScene?"embed":"no-embed").onChange((e=>{this.embedScene="embed"===e}))))}createPDFSettings(){if(!DEVICE.isDesktop)return;this.contentContainer.createEl("h1",{text:t$d("EXPORTDIALOG_PDF_SETTINGS")});const e={pageSize:this.pageSize,pageOrientation:this.pageOrientation,fitToPage:this.fitToPage,paperColor:this.paperColor,customPaperColor:this.customPaperColor,alignment:this.alignment,margin:this.margin};new PDFExportSettingsComponent(this.contentContainer,e,(()=>{this.pageSize=e.pageSize,this.pageOrientation=e.pageOrientation,this.fitToPage=e.fitToPage,this.paperColor=e.paperColor,this.customPaperColor=e.customPaperColor,this.alignment=e.alignment,this.margin=e.margin})).render()}createImageButtons(e=!1){DEVICE.isDesktop&&(this.buttonContainerRow1.createEl("button",{text:t$d("EXPORTDIALOG_PNGTOFILE"),cls:"excalidraw-export-button"}).onclick=()=>{e?setTimeout((async()=>{const e=await captureScreenshot(this.view,{zoom:this.scale,margin:this.padding,selectedOnly:this.isSelectedOnly,theme:this.theme});e&&exportPNG(e,this.view.file.basename)})):this.view.exportPNG(this.embedScene,this.isSelectedOnly),this.close()}),this.buttonContainerRow1.createEl("button",{text:t$d("EXPORTDIALOG_PNGTOVAULT"),cls:"excalidraw-export-button"}).onclick=()=>{e?setTimeout((async()=>{const e=await captureScreenshot(this.view,{zoom:this.scale,margin:this.padding,selectedOnly:this.isSelectedOnly,theme:this.theme});e&&exportImageToFile(this.view,getIMGFilename(this.view.file.path,"png"),e,".png")})):this.view.savePNG({scene:this.view.getScene(this.isSelectedOnly)}),this.close()},this.buttonContainerRow1.createEl("button",{text:t$d("EXPORTDIALOG_PNGTOCLIPBOARD"),cls:"excalidraw-export-button"}).onclick=async()=>{e?setTimeout((async()=>{const e=await captureScreenshot(this.view,{zoom:this.scale,margin:this.padding,selectedOnly:this.isSelectedOnly,theme:this.theme});e&&exportPNGToClipboard(e)})):this.view.exportPNGToClipboard(this.embedScene,this.isSelectedOnly),this.close()},e||(DEVICE.isDesktop&&(this.buttonContainerRow2.createEl("button",{text:t$d("EXPORTDIALOG_EXCALIDRAW"),cls:"excalidraw-export-button"}).onclick=()=>{this.view.exportExcalidraw(),this.close()},this.buttonContainerRow2.createEl("button",{text:t$d("EXPORTDIALOG_SVGTOFILE"),cls:"excalidraw-export-button"}).onclick=()=>{this.view.exportSVG(this.embedScene,this.isSelectedOnly),this.close()}),this.buttonContainerRow2.createEl("button",{text:t$d("EXPORTDIALOG_SVGTOVAULT"),cls:"excalidraw-export-button"}).onclick=()=>{this.view.saveSVG({scene:this.view.getScene(this.isSelectedOnly)}),this.close()},this.buttonContainerRow2.createEl("button",{text:t$d("EXPORTDIALOG_SVGTOCLIPBOARD"),cls:"excalidraw-export-button"}).onclick=async()=>{exportSVGToClipboard(await this.view.getSVG(this.embedScene,this.isSelectedOnly)),this.close()})}createPDFButton(){this.buttonContainerRow1.createEl("button",{text:t$d("EXPORTDIALOG_SAVE_PDF_SETTINGS"),cls:"excalidraw-export-button"}).onclick=async()=>{await this.plugin.loadSettings(),this.plugin.settings.pdfSettings={pageSize:this.pageSize,pageOrientation:this.pageOrientation,fitToPage:this.fitToPage,paperColor:this.paperColor,customPaperColor:this.customPaperColor,alignment:this.alignment,margin:this.margin},await this.plugin.saveSettings(),new obsidian_module.Notice(t$d("EXPORTDIALOG_SAVE_CONFIRMATION"))},DEVICE.isDesktop&&(this.buttonContainerRow1.createEl("button",{text:t$d("EXPORTDIALOG_PDF"),cls:"excalidraw-export-button"}).onclick=()=>{this.view.exportPDF(this.isSelectedOnly,this.pageSize,this.pageOrientation),this.close()})}getPaperColor(){switch(this.paperColor){case"white":return"light"===this.theme?"#ffffff":"#000000";case"scene":return this.api.getAppState().viewBackgroundColor;case"custom":return this.customPaperColor;default:return"#ffffff"}}}let REM_VALUE=16;const STYLE_VARIABLES=["--background-modifier-cover","--background-primary-alt","--background-secondary","--background-secondary-alt","--background-modifier-border","--text-normal","--text-muted","--text-accent","--text-accent-hover","--text-faint","--text-highlight-bg","--text-highlight-bg-active","--text-selection","--interactive-normal","--interactive-hover","--interactive-accent","--interactive-accent-hover","--scrollbar-bg","--scrollbar-thumb-bg","--scrollbar-active-thumb-bg","--tab-container-background","--titlebar-background-focused"],EXCALIDRAW_CONTAINER_CLASS="excalidraw__embeddable__outer";class StylesManager{stylesMap=new Map;styleLight;styleDark;plugin;constructor(e){this.plugin=e,e.app.workspace.onLayoutReady((async()=>{await e.awaitInit(),await this.harvestStyles(),getAllWindowDocuments(e.app).forEach((e=>this.copyPropertiesToTheme(e))),e.registerEvent(e.app.workspace.on("css-change",(()=>this.onCSSChange()))),e.registerEvent(e.app.workspace.on("window-open",(e=>this.onWindowOpen(e)))),e.registerEvent(e.app.workspace.on("window-close",(e=>this.onWindowClose(e))))}))}async onCSSChange(){await this.harvestStyles(),getAllWindowDocuments(this.plugin.app).forEach((e=>{this.copyPropertiesToTheme(e)}))}onWindowOpen(e){this.stylesMap.set(e.doc,{light:document.head.querySelector('style[id="excalidraw-embedded-light"]'),dark:document.head.querySelector('style[id="excalidraw-embedded-dark"]')})}onWindowClose(e){this.stylesMap.delete(e.doc)}async harvestStyles(){REM_VALUE=parseInt(window.getComputedStyle(document.body).getPropertyValue("--font-text-size").trim()),isNaN(REM_VALUE)&&(REM_VALUE=16);const e=document.body,t=document.createElement("iframe");t.style.display="none",e.appendChild(t);const a=new Promise((e=>{t.addEventListener("load",(()=>e()))})),i=t.contentWindow.document,n=t.contentWindow;i.open(),i.write(`<head>${document.head.innerHTML}</head>`),i.close(),await a;const r=t.contentWindow.document.body;r.setAttribute("style",e.getAttribute("style")),r.setAttribute("class",e.getAttribute("class"));const s=e=>{r.classList.remove("theme-light"),r.classList.remove("theme-dark"),r.classList.add(e)},o=()=>{const e=n.getComputedStyle(r),t={};for(const a of STYLE_VARIABLES)t[a]=e.getPropertyValue(a);const a=this.plugin.ea.getCM(e.getPropertyValue("--background-primary"));return a.alphaTo(.9),t["--background-primary"]=a.stringHEX(),Object.entries(t).map((([e,t])=>`${e}: ${t} !important;`)).join(" ")};s("theme-light"),this.styleLight=o(),s("theme-dark"),this.styleDark=o(),e.removeChild(t)}copyPropertiesToTheme(e){const t=this.stylesMap.get(e);if(t)t.light.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-light {\n${this.styleLight}\n}`,t.dark.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-dark {\n${this.styleDark}\n}`;else{const t=e.createElement("style");t.type="text/css",t.setAttribute("id","excalidraw-embedded-light"),t.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-light {\n${this.styleLight}\n}`,e.head.appendChild(t);const a=e.createElement("style");a.type="text/css",a.setAttribute("id","excalidraw-embedded-dark"),a.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-dark {\n${this.styleDark}\n}`,e.head.appendChild(a),this.stylesMap.set(e,{light:t,dark:a})}}destroy(){for(const[e,t]of this.stylesMap)e.head.removeChild(t.light),e.head.removeChild(t.dark);this.plugin=null}}const TOOLS_PANEL_WIDTH=()=>14.4*REM_VALUE;class ToolsPanel extends React__namespace.Component{pos1=0;pos2=0;pos3=0;pos4=0;penDownX=0;penDownY=0;previousWidth=0;previousHeight=0;onRightEdge=!1;onBottomEdge=!1;containerRef;view;componentWillUnmount(){this.containerRef.current&&this.props.observer.deref()?.unobserve(this.containerRef.current),this.setState({scriptIconMap:null}),this.containerRef=null,this.view=null}constructor(e){super(e),this.view=e.view.deref();const t=this.view.packages.react;this.containerRef=t.createRef(),this.state={visible:e.visible,top:50,left:200,theme:"dark",excalidrawViewMode:!1,minimized:!1,isDirty:!1,isFullscreen:!1,isPreviewMode:!0,scriptIconMap:{}}}updateScriptIconMap(e){this.setState((()=>({scriptIconMap:e})))}setPreviewMode(e){this.setState((()=>({isPreviewMode:e})))}setFullscreen(e){this.setState((()=>({isFullscreen:e})))}setDirty(e){this.setState((()=>({isDirty:e})))}setExcalidrawViewMode(e){this.setState((()=>({excalidrawViewMode:e})))}toggleVisibility(e){this.setTopCenter(e),this.setState((e=>({visible:!e.visible})))}setTheme(e){this.setState((t=>({theme:e})))}setTopCenter(e){this.setState((()=>({left:(this.containerRef.current.clientWidth-TOOLS_PANEL_WIDTH()-(e?0:TOOLS_PANEL_WIDTH()+4))/2+this.containerRef.current.parentElement.offsetLeft+(e?0:TOOLS_PANEL_WIDTH()+4),top:64+this.containerRef.current.parentElement.offsetTop})))}updatePosition(e=0,t=0){this.setState((()=>{const{offsetTop:a,offsetLeft:i,clientWidth:n,clientHeight:r}=this.containerRef.current.firstElementChild,s=a-e,o=i-t,{clientWidth:l,clientHeight:c,offsetTop:d,offsetLeft:h}=this.containerRef.current.parentElement;return this.previousHeight=c,this.previousWidth=l,this.onBottomEdge=s>=c-r+d,this.onRightEdge=o>=l-n+h,{top:s<d?d:this.onBottomEdge?c-r+d:s,left:o<h?h:this.onRightEdge?l-n+h:o}}))}actionOpenScriptInstallDialog(){new ScriptInstallPrompt(this.view.plugin).open()}actionOpenReleaseNotes(){new ReleaseNotes(this.view.app,this.view.plugin,PLUGIN_VERSION).open()}actionConvertExcalidrawToMD(){this.view.convertExcalidrawToMD()}actionToggleViewMode(){this.state.isPreviewMode?this.view.changeTextMode(TextMode.raw):this.view.changeTextMode(TextMode.parsed)}actionToggleTrayMode(){this.view.toggleTrayMode()}actionToggleFullscreen(){this.state.isFullscreen?this.view.exitFullscreen():this.view.gotoFullscreen()}actionSearch(){search(this.view)}actionOCR(e){this.view.plugin.settings.taskboneEnabled?this.view.plugin.taskbone.getTextForView(this.view,{forceReScan:isWinCTRLorMacCMD(e)}):new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3)}actionOpenLink(e){const t=new MouseEvent("click",{ctrlKey:e.ctrlKey||!(DEVICE.isIOS||DEVICE.isMacOS),metaKey:e.metaKey||DEVICE.isIOS||DEVICE.isMacOS,shiftKey:e.shiftKey,altKey:e.altKey});this.view.handleLinkClick(t,!0)}actionOpenLinkProperties(){const e=new MouseEvent("click",{ctrlKey:!0,metaKey:!0,shiftKey:!1,altKey:!1});this.view.handleLinkClick(e)}actionForceSave(){this.view.forceSave()}actionExportLibrary(){this.view.plugin.exportLibrary()}actionExportImage(){const e=this.view;e.exportDialog||(e.exportDialog=new ExportDialog(e.plugin,e,e.file),e.exportDialog.createForm()),e.exportDialog.open()}actionOpenAsMarkdown(){this.view.openAsMarkdown()}actionLinkToElement(e){isWinALTorMacOPT(e)?openExternalLink("https://youtu.be/yZQoJg2RCKI",this.view.app):this.view.copyLinkToSelectedElementToClipboard(isWinCTRLorMacCMD(e)?"group=":isSHIFT(e)?"area=":"")}actionAddAnyFile(){this.props.centerPointer(),new UniversalInsertFileModal(this.view.plugin,this.view).open()}actionInsertImage(){this.props.centerPointer(),this.view.plugin.insertImageDialog.start(this.view)}actionInsertPDF(){this.props.centerPointer(),new InsertPDFModal(this.view.plugin,this.view).open()}actionInsertMarkdown(){this.props.centerPointer(),this.view.plugin.insertMDDialog.start(this.view)}actionInsertBackOfNote(){this.props.centerPointer(),this.view.insertBackOfTheNoteCard()}actionInsertLaTeX(e){isWinALTorMacOPT(e)?openExternalLink("https://youtu.be/r08wk-58DPk",this.view.app):(this.props.centerPointer(),insertLaTeXToView(this.view))}actionInsertLink(){this.props.centerPointer(),this.view.plugin.insertLinkDialog.start(this.view.file.path,((e,t,a)=>this.view.addText(e,t,a)))}actionImportSVG(e){this.view.plugin.importSVGDialog.start(this.view)}actionCropImage(e){this.view.app.commands.executeCommandById("obsidian-excalidraw-plugin:crop-image")}async actionRunScript(e){const t=this.view,a=t.plugin,i=a.app.vault.getAbstractFileByPath(e);i&&i instanceof obsidian_module.TFile&&a.scriptEngine.executeScript(t,await a.app.vault.read(i),a.scriptEngine.getScriptName(i),i)}async actionPinScript(e,t){const a=this.view,i=a.excalidrawAPI,n=a.plugin;await n.loadSettings();const r=n.settings.pinnedScripts.indexOf(e);r>-1?(n.settings.pinnedScripts.splice(r,1),i?.setToast({message:`Pin removed: ${t}`,duration:3e3,closable:!0})):(n.settings.pinnedScripts.push(e),i?.setToast({message:`Pinned: ${t}`,duration:3e3,closable:!0})),await n.saveSettings(),getExcalidrawViews(n.app).forEach((e=>e.updatePinnedScripts()))}islandOnClick(e){e.preventDefault(),Math.abs(this.penDownX-this.pos3)>5||Math.abs(this.penDownY-this.pos4)>5||this.setState((e=>({minimized:!e.minimized})))}islandOnPointerDown(e){const t=e=>{e.preventDefault(),this.pos1=this.pos3-e.clientX,this.pos2=this.pos4-e.clientY,this.pos3=e.clientX,this.pos4=e.clientY,this.updatePosition(this.pos2,this.pos1)},a=()=>{this.view.ownerDocument?.removeEventListener("pointerup",a),this.view.ownerDocument?.removeEventListener("pointermove",t)};e.preventDefault(),this.penDownX=this.pos3=e.clientX,this.penDownY=this.pos4=e.clientY,this.view.ownerDocument.addEventListener("pointerup",a),this.view.ownerDocument.addEventListener("pointermove",t)}render(){return React__namespace.createElement("div",{ref:this.containerRef,className:clsx("excalidraw",{"theme--dark":"dark"===this.state.theme}),style:{width:"100%",height:"100%",position:"absolute",touchAction:"none"}},React__namespace.createElement("div",{className:"Island",style:{top:`${this.state.top}px`,left:`${this.state.left}px`,width:"14.4rem",display:this.state.visible&&!this.state.excalidrawViewMode?"block":"none",height:"fit-content",maxHeight:"400px",zIndex:5}},React__namespace.createElement("div",{style:{height:"26px",width:"100%",cursor:"move"},onClick:this.islandOnClick.bind(this),onPointerDown:this.islandOnPointerDown.bind(this)},React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 228 26"},React__namespace.createElement("path",{stroke:"var(--icon-fill-color)",strokeWidth:"2",d:"M40,7 h148 M40,13 h148 M40,19 h148"}))),React__namespace.createElement("div",{className:"Island App-menu__left scrollbar",style:{maxHeight:"350px",width:"initial","--padding":"0.125rem",display:this.state.minimized?"none":"block"}},React__namespace.createElement("div",{className:"selected-shape-actions"},React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Utility actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"scriptEngine",title:t$d("INSTALL_SCRIPT_BUTTON"),action:this.actionOpenScriptInstallDialog.bind(this),icon:ICONS.scriptEngine}),React__namespace.createElement(ActionButton,{key:"release-notes",title:t$d("READ_RELEASE_NOTES"),action:this.actionOpenReleaseNotes.bind(this),icon:ICONS.releaseNotes}),null===this.state.isPreviewMode?React__namespace.createElement(ActionButton,{key:"convert",title:t$d("CONVERT_FILE"),action:this.actionConvertExcalidrawToMD.bind(this),icon:ICONS.convertFile}):!this.state.isPreviewMode&&React__namespace.createElement(ActionButton,{key:"viewmode",title:this.state.isPreviewMode?t$d("PARSED"):t$d("RAW"),action:this.actionToggleViewMode.bind(this),icon:this.state.isPreviewMode?ICONS.rawMode:ICONS.parsedMode}),React__namespace.createElement(ActionButton,{key:"tray-mode",title:t$d("TRAY_MODE"),action:this.actionToggleTrayMode.bind(this),icon:ICONS.trayMode}),React__namespace.createElement(ActionButton,{key:"fullscreen",title:this.state.isFullscreen?t$d("EXIT_FULLSCREEN"):t$d("GOTO_FULLSCREEN"),action:this.actionToggleFullscreen.bind(this),icon:this.state.isFullscreen?ICONS.exitFullScreen:ICONS.gotoFullScreen})),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"search",title:t$d("SEARCH"),action:this.actionSearch.bind(this),icon:ICONS.search}),React__namespace.createElement(ActionButton,{key:"ocr",title:t$d("RUN_OCR"),action:this.actionOCR.bind(this),icon:ICONS.ocr}),React__namespace.createElement(ActionButton,{key:"openLink",title:t$d("OPEN_LINK_CLICK"),action:this.actionOpenLink.bind(this),icon:ICONS.openLink}),React__namespace.createElement(ActionButton,{key:"openLinkProperties",title:t$d("OPEN_LINK_PROPS"),action:this.actionOpenLinkProperties.bind(this),icon:ICONS.openLinkProperties}),React__namespace.createElement(ActionButton,{key:"save",title:t$d("FORCE_SAVE"),action:this.actionForceSave.bind(this),icon:saveIcon(this.state.isDirty)}))),React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Export actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"lib",title:t$d("DOWNLOAD_LIBRARY"),action:this.actionExportLibrary.bind(this),icon:ICONS.exportLibrary}),React__namespace.createElement(ActionButton,{key:"exportIMG",title:t$d("EXPORT_IMAGE"),action:this.actionExportImage.bind(this),icon:ICONS.ExportImage}),React__namespace.createElement(ActionButton,{key:"md",title:t$d("OPEN_AS_MD"),action:this.actionOpenAsMarkdown.bind(this),icon:ICONS.switchToMarkdown}),React__namespace.createElement(ActionButton,{key:"link-to-element",title:t$d("INSERT_LINK_TO_ELEMENT"),action:this.actionLinkToElement.bind(this),icon:ICONS.copyElementLink}))),React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Insert actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"anyfile",title:t$d("UNIVERSAL_ADD_FILE"),action:this.actionAddAnyFile.bind(this),icon:ICONS["add-file"]}),React__namespace.createElement(ActionButton,{key:"image",title:t$d("INSERT_IMAGE"),action:this.actionInsertImage.bind(this),icon:ICONS.insertImage}),React__namespace.createElement(ActionButton,{key:"pdf",title:t$d("INSERT_PDF"),action:this.actionInsertPDF.bind(this),icon:ICONS.insertPDF}),React__namespace.createElement(ActionButton,{key:"insertMD",title:t$d("INSERT_MD"),action:this.actionInsertMarkdown.bind(this),icon:ICONS.insertMD}),React__namespace.createElement(ActionButton,{key:"insertBackOfNote",title:t$d("INSERT_CARD"),action:this.actionInsertBackOfNote.bind(this),icon:ICONS.BackOfNote}),React__namespace.createElement(ActionButton,{key:"latex",title:t$d("INSERT_LATEX"),action:this.actionInsertLaTeX.bind(this),icon:ICONS.insertLaTeX}),React__namespace.createElement(ActionButton,{key:"link",title:t$d("INSERT_LINK"),action:this.actionInsertLink.bind(this),icon:ICONS.insertLink}),React__namespace.createElement(ActionButton,{key:"import-svg",title:t$d("IMPORT_SVG"),action:this.actionImportSVG.bind(this),icon:ICONS.importSVG}),React__namespace.createElement(ActionButton,{key:"crop-image",title:t$d("CROP_IMAGE"),action:this.actionCropImage.bind(this),icon:ICONS.Crop}))),this.renderScriptButtons(!1),this.renderScriptButtons(!0)))))}renderScriptButtons(e){if(0===Object.keys(this.state.scriptIconMap).length)return"";if(!this.view.plugin._loaded)return null;const t=`${this.view.plugin.settings.scriptFolderPath}/${SCRIPT_INSTALL_FOLDER}/`,a=a=>e?a.startsWith(t):!a.startsWith(t);if(0===Object.keys(this.state.scriptIconMap).filter((e=>a(e))).length)return"";const i=new Set;Object.keys(this.state.scriptIconMap).filter((e=>a(e))).forEach((e=>i.add(this.state.scriptIconMap[e].group)));const n=Array.from(i).sort(((e,t)=>e>t?1:-1));return n.push(n.shift()),React__namespace.createElement(React__namespace.Fragment,null,n.map(((t,a)=>React__namespace.createElement("fieldset",{key:`${t}-${a}`},React__namespace.createElement("legend",null,e?t:""===t?"User":"User/"+t),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},Object.entries(this.state.scriptIconMap).filter((([e,a])=>a.group===t)).sort().map((([e,t])=>React__namespace.createElement(ActionButton,{key:e,title:t.name,action:this.actionRunScript.bind(this,e),longpress:this.actionPinScript.bind(this,e,t.name),icon:new WeakRef(t.svgString?stringToSVG(t.svgString):ICONS.cog).deref()}))))))))}}const getElementsAtPointer=(e,t,a)=>t.filter((t=>{if(a&&t.type!==a)return!1;if(t.locked)return!1;const[i,n,r,s]=rotatedDimensions(t);return i<=e.x&&i+r>=e.x&&n<=e.y&&n+s>=e.y})).reverse(),getTextElementAtPointer=(e,t)=>{const a=t.excalidrawAPI;if(!a)return{id:null,text:null};const i=getElementsAtPointer(e,a.getSceneElements(),"text");if(0==i.length)return{id:null,text:null};if(1===i.length)return{id:i[0].id,text:i[0].text};const n=i.filter((e=>{const a=t.textMode===TextMode.parsed?t.excalidrawData.getRawText(e.id):e.text;return!!a&&(!!a.match(REG_LINKINDEX_HYPERLINK)||!!REGEX_LINK.getRes(a).next().value)}));return 0==n.length?{id:i[0].id,text:i[0].text}:{id:n[0].id,text:n[0].text}},getImageElementAtPointer=(e,t)=>{const a=t.excalidrawAPI;if(!a)return;const i=getElementsAtPointer(e,a.getSceneElements(),"image");return 0===i.length?{id:null,fileId:null}:i.length>=1?{id:i[0].id,fileId:i[0].fileId}:void 0},getElementWithLinkAtPointer=(e,t)=>{const a=t.excalidrawAPI;if(!a)return;let i=getElementsAtPointer(e,a.getSceneElements()).filter((e=>e.link));if(0===i.length){const n=getElementsAtPointer(e,a.getSceneElements()).map((e=>getBoundTextElementId(e)));i=t.getViewElements().filter((e=>"text"===e.type&&e.link&&n.includes(e.id)))}return 0===i.length?{id:null,text:null}:i.length>=1?{id:i[0].id,text:i[0].link}:void 0},CANVAS_VIEWTYPES=new Set(["markdown","bases","audio","video","pdf"]);let noticeTimer;function showNoticeOnce(e){noticeTimer||(noticeTimer=window.setTimeout((()=>{noticeTimer=void 0}),1e3),new obsidian_module.Notice(e,6e3))}function getTheme(e,t){return"dark"===e.excalidrawData.embeddableTheme?"theme-dark":"light"===e.excalidrawData.embeddableTheme?"theme-light":"auto"===e.excalidrawData.embeddableTheme?"dark"===t?"theme-dark":"theme-light":isObsidianThemeDark()?"theme-dark":"theme-light"}function setPDFViewTheme(e,t){if(t){if("auto"===e.excalidrawData.embeddableTheme){t.viewer?.child?.pdfViewer?.setBackground?.(null,!1);const e=t.containerEl?.querySelector(".pdf-container");e&&e.classList.remove("mod-themed");const a=t.containerEl?.querySelector(".pdf-thumbnail-view");a&&(a.style.filter="var(--theme-filter)")}else{const e=t.containerEl?.querySelector("div.pdfViewer");e&&e.addClass("mod-nofilter")}if(["dark","light"].includes(e.excalidrawData.embeddableTheme)){const e=t.containerEl?.querySelector(".pdf-container");e&&!e.classList.contains("mod-themed")&&e.classList.add("mod-themed")}"light"===e.excalidrawData.embeddableTheme&&t.viewer?.child?.pdfViewer?.setBackground?.(null,!1),"dark"===e.excalidrawData.embeddableTheme&&t.viewer?.child?.pdfViewer?.setBackground?.(document.body.getCssPropertyValue("--color-base-00"),!0)}}function setupPdfViewEnhancements(e,t,a,i){const n=t.current?.node?.child;if(!n)return;const r=()=>{i.current=!0,setPDFViewTheme(e,n),requestAnimationFrame((()=>{i.current=!1}));const r=n.containerEl;let s=r?.style?.height||"",o=null;r&&(o=new MutationObserver((()=>{const e=r.style.height||"";e!==s&&(s=e,e&&(r.style.height="",s=""))})),o.observe(r,{attributes:!0,attributeFilter:["style"]}));const l=n.containerEl?.querySelector(".pdf-viewer-container")||null;let c=!1,d=0,h=0,p=1,u=1;const m=t=>{if(DEVICE.isDesktop&&1!==t.button||DEVICE.isMobile&&0!==t.button||!l)return;t.preventDefault(),t.stopPropagation(),c=!0,d=t.clientX,h=t.clientY;const{sx:a,sy:i}=(e=>{const t=e?.closest(".excalidraw__embeddable-container");if(!t)return{sx:1,sy:1};const a=getComputedStyle(t).transform;if(!a||"none"===a)return{sx:1,sy:1};if(a.startsWith("matrix3d(")){const e=a.slice(9,-1).split(",").map(Number),t=e[0],i=e[1],n=e[4],r=e[5];return{sx:Math.hypot(t,i)||1,sy:Math.hypot(n,r)||1}}if(a.startsWith("matrix(")){const e=a.slice(7,-1).split(",").map(Number),t=e[0],i=e[1],n=e[2],r=e[3];return{sx:Math.hypot(t,i)||1,sy:Math.hypot(n,r)||1}}return{sx:1,sy:1}})(l);p=a,u=i,window.addEventListener("pointermove",g,{capture:!0}),window.addEventListener("pointerup",f,{capture:!0,once:!0}),window.addEventListener("pointercancel",f,{capture:!0,once:!0});try{e.contentEl.style.cursor="grabbing"}catch{}},g=e=>{if(!c||!l)return;if(DEVICE.isDesktop&&!(4&e.buttons)||DEVICE.isMobile&&!(1&e.buttons))return;const t=e.clientX-d,a=e.clientY-h;d=e.clientX,h=e.clientY,l.scrollLeft-=t/(p||1),l.scrollTop-=a/(u||1),e.preventDefault(),e.stopPropagation()},f=t=>{c=!1;try{e.contentEl.style.cursor=""}catch{}window.removeEventListener("pointermove",g,{capture:!0}),window.removeEventListener("pointerup",f,{capture:!0}),window.removeEventListener("pointercancel",f,{capture:!0})},b=n.containerEl;if(b?.addEventListener("pointerdown",m,{capture:!0}),a.currentCleanup=()=>{b?.removeEventListener("pointerdown",m,{capture:!0}),window.removeEventListener("pointermove",g,{capture:!0}),window.removeEventListener("pointerup",f,{capture:!0}),window.removeEventListener("pointercancel",f,{capture:!0}),o?.disconnect(),o=null},"default"!==e.excalidrawData.embeddableTheme){const r=n.containerEl?.querySelector(".pdf-container");if(r){a.current?.disconnect(),a.current=new MutationObserver((()=>{if(!i.current){i.current=!0;try{setPDFViewTheme(e,n),"default"!==e.excalidrawData.embeddableTheme&&showNoticeOnce(t$d("NOTICE_PDF_THEME"))}finally{requestAnimationFrame((()=>{i.current=!1}))}}})),a.current.observe(r,{attributes:!0,attributeFilter:["class"]});const s=n.containerEl;if(s){let n=new MutationObserver(((o,l)=>{if(!r.isConnected||!s.contains(r)){l.disconnect(),n=null;try{a.currentCleanup?.()}catch{}try{a.current?.disconnect()}catch{}setTimeout((()=>{t.current?.node?.child?.containerEl?.isConnected&&setupPdfViewEnhancements(e,t,a,i)}),0)}}));n.observe(s,{childList:!0,subtree:!0});const o=a.currentCleanup;a.currentCleanup=()=>{try{o?.()}catch{}try{a.current?.disconnect()}catch{}try{n?.disconnect()}catch{}n=null}}}}},s=t?.current?.node?.child?.containerEl;if(s){const e=".pdf-viewer-container";if(s.querySelector(e))r();else{let t=null;const a=new MutationObserver(((a,i)=>{s.querySelector(e)&&(r(),i.disconnect(),t&&clearTimeout(t))}));a.observe(s,{childList:!0,subtree:!0}),t=window.setTimeout((()=>{a.disconnect()}),1e4)}}}function renderWebView(e,t,a,i){const n=e.startsWith("data:");return DEVICE.isDesktop&&!n?React__namespace.createElement("webview",{ref:e=>t.updateEmbeddableRef(a,e),className:"excalidraw__embeddable",title:"Excalidraw Embedded Content",allowFullScreen:!0,src:e,webpreferences:"autoplayPolicy=document-user-activation-required",style:{overflow:"hidden",borderRadius:"var(--embeddable-radius)"}}):React__namespace.createElement("iframe",{ref:e=>t.updateEmbeddableRef(a,e),className:"excalidraw__embeddable",title:"Excalidraw Embedded Content",allowFullScreen:!0,allow:"accelerometer; clipboard-write; encrypted-media; gyroscope; picture-in-picture",src:n?null:e,style:{overflow:"hidden",borderRadius:"var(--embeddable-radius)"},srcDoc:n?atob(e.split(",")[1]):null})}function RenderObsidianView({mdProps:e,element:t,linkText:a,view:i,containerRef:n,activeEmbeddable:r,theme:s,canvasColor:o,selectedElementId:l}){const{subpath:c,file:d}=processLinkText(a,i);if(!d)return null;const h=i.packages.react,p=h.useRef(null),u=h.useRef(!1),m=h.useRef(!1),g=h.useRef("empty"),f=h.useRef(s),b=h.useRef(t),U=h.useRef(null),E=h.useRef(!1),w=h.useRef(null),y=h.useRef(i.file);h.useEffect((()=>{f.current=s}),[s]),h.useEffect((()=>{b.current=t}),[t]);const v=h.useCallback((e=>{m.current&&e.stopPropagation()}),[m.current]);function T(e,t,a,r,s){if(!a)return;if(!p.current?.hasOwnProperty("node"))return;const o=n.current?.firstElementChild;if(a.useObsidianDefaults)return e?.style.removeProperty("--canvas-background"),o?.style.removeProperty("background-color"),e?.style.removeProperty("--canvas-border"),void o?.style.removeProperty("border-color");const l=i.plugin.ea;if(a.backgroundMatchElement){const i=(a?.backgroundOpacity??50)/100,n=t?.backgroundColor?"transparent"===t.backgroundColor.toLowerCase()?"transparent":l.getCM(t.backgroundColor).alphaTo(i).stringHEX({alpha:!0}):"transparent";"transparent"===n?e?.addClass("transparent"):e?.removeClass("transparent"),e?.style.setProperty("--canvas-background",n),e?.style.setProperty("--background-primary",n),o?.style.setProperty("background-color",n)}else if(!(a.backgroundMatchElement??1)){const t=(a.backgroundOpacity??100)/100,i=a.backgroundMatchCanvas?"transparent"===r.toLowerCase()?"transparent":l.getCM(r).alphaTo(t).stringHEX({alpha:!0}):l.getCM(a.backgroundColor).alphaTo((a.backgroundOpacity??100)/100).stringHEX({alpha:!0});"transparent"===i?e?.addClass("transparent"):e?.removeClass("transparent"),e?.style.setProperty("--canvas-background",i),e?.style.setProperty("--background-primary",i),o?.style.setProperty("background-color",i)}switch(s){case"bases":e?.style.setProperty("--bases-cards-container-background","var(--background-primary)"),e?.style.setProperty("--bases-embed-border-color","var(--background-modifier-border)"),e?.style.setProperty("--bases-table-header-color","var(--text-muted)"),e?.style.setProperty("--bases-table-header-background","var(--background-primary)"),e?.style.setProperty("--bases-table-header-background-hover","var(--background-modifier-hover)"),e?.style.setProperty("--bases-table-header-sort-mask","linear-gradient(to left, transparent var(--size-4-6), black var(--size-4-6))"),e?.style.setProperty("--bases-table-border-color","var(--table-border-color)"),e?.style.setProperty("--bases-table-row-background-hover","var(--table-row-background-hover)"),e?.style.setProperty("--bases-table-cell-shadow-active","0 0 0 2px var(--interactive-accent)"),e?.style.setProperty("--bases-table-cell-background-active","var(--background-primary)"),e?.style.setProperty("--bases-table-cell-background-disabled","var(--background-primary-alt)"),e?.style.setProperty("--bases-cards-container-background","var(--background-primary)"),e?.style.setProperty("--bases-cards-background","var(--background-primary)"),e?.style.setProperty("--bases-cards-cover-background","var(--background-primary-alt)"),e?.style.setProperty("--bases-cards-shadow","0 0 0 1px var(--background-modifier-border)"),e?.style.setProperty("--bases-cards-shadow-hover","0 0 0 1px var(--background-modifier-border-hover)");break;case"pdf":e?.style.setProperty("--pdf-sidebar-background","var(--background-primary)"),e?.style.setProperty("--pdf-background","var(--background-primary)"),e?.style.setProperty("--pdf-sidebar-background","var(--background-primary)")}if(a.borderMatchElement){const i=(a?.borderOpacity??50)/100,n=t?.strokeColor?"transparent"===t.strokeColor.toLowerCase()?"transparent":l.getCM(t.strokeColor).alphaTo(i).stringHEX({alpha:!0}):"transparent";e?.style.setProperty("--canvas-border",n),e?.style.setProperty("--canvas-color",n)}else if(!(a?.borderMatchElement??1)){const t=l.getCM(a.borderColor).alphaTo((a.borderOpacity??100)/100).stringHEX({alpha:!0});e?.style.setProperty("--canvas-border",t),e?.style.setProperty("--canvas-color",t)}}h.useEffect((()=>{if(n?.current)return KEYBOARD_EVENT_TYPES.forEach((e=>n.current.addEventListener(e,v))),n.current.addEventListener("click",S),()=>{n?.current&&(KEYBOARD_EVENT_TYPES.forEach((e=>n.current.removeEventListener(e,v))),EXTENDED_EVENT_TYPES.forEach((e=>n.current.removeEventListener(e,v))),n.current.removeEventListener("click",S))}}),[]),h.useEffect((()=>{if(EXTENDED_EVENT_TYPES.forEach((e=>n.current.removeEventListener(e,v))),n?.current)return m.current&&EXTENDED_EVENT_TYPES.forEach((e=>n.current.addEventListener(e,v))),()=>{n?.current&&EXTENDED_EVENT_TYPES.forEach((e=>n.current.removeEventListener(e,v)))}}),[m.current,n.current]),h.useEffect((()=>{d!==i.file&&(m.current||setFileToLocalGraph(i.app,i.file))}),[m.current]),h.useEffect((()=>{if(!n?.current)return;for(;n.current.hasChildNodes();)n.current.removeChild(n.current.lastChild);n.current.parentElement.style.padding="",p.current={leaf:null,node:null,editNode:null};const a=a=>{obsidian_module.requireApiVersion("1.9.10")||i.app.workspace.activeLeaf===i.leaf&&DEVICE.isDesktop&&(i.ownerWindow.electronWindow.isAlwaysOnTop()||(i.ownerWindow.electronWindow.setAlwaysOnTop(!0),setTimeout((()=>{i.ownerWindow.electronWindow.setAlwaysOnTop(!1)}),500))),p.current.node=i.canvasNodeFactory.createFileNote(d,c,n.current,t.id),T(n.current,t,e,o,a),i.updateEmbeddableLeafRef(t.id,p.current),g.current="markdown"};if(patchMobileView(i),c&&i.canvasNodeFactory.isInitialized()&&"md"===d.extension.toLowerCase())a("markdown");else{let r=predictViewType(i.app,d);"markdown"!==r&&CANVAS_VIEWTYPES.has(r)&&i.canvasNodeFactory.isInitialized()?(a(r),"pdf"===r&&setupPdfViewEnhancements(i,p,U,E)):(async()=>{const{rootSplit:r,leaf:s}=createLeaf(i);p.current.leaf=s,await p.current.leaf.openFile(d,{active:!1,state:{mode:"preview"},...c?{eState:{subpath:c}}:{}});const l=p.current.leaf.view?.getViewType();if(g.current=l,"canvas"===l&&p.current.leaf.view.canvas?.setReadonly(!0),"markdown"===l&&i.canvasNodeFactory.isInitialized())a("markdown"),await p.current.leaf.setViewState({state:{file:null}}),p.current.leaf?.detach();else{const a=r.containerEl.querySelector("div.workspace-leaf");a&&(a.style.borderRadius="var(--embeddable-radius)"),r.containerEl.addClass("mod-visible"),n.current.appendChild(r.containerEl),T(n.current,t,e,o,l),i.updateEmbeddableLeafRef(t.id,p.current)}})()}return()=>{U.currentCleanup?.(),U.current?.disconnect(),U.current=null;try{w.current?.()}catch{}w.current=null,p.current&&(i.canvasNodeFactory.removeNode(p.current.node),p.current.leaf?.detach(),p.current=null)}}),[a,c,n]),h.useEffect((()=>{if(!n.current)return;const t=b.current,a=n.current;a.hasClass("canvas-node")&&T(a,t,e,o,g.current)}),[e?.useObsidianDefaults,e?.backgroundMatchCanvas,e?.backgroundMatchElement,e?.backgroundColor,e?.backgroundOpacity,e?.borderMatchElement,e?.borderColor,e?.borderOpacity,b.current,n.current,o,g.current]),h.useEffect((()=>{u.current&&(p.current?.node&&(n.current?.addClasses(["is-editing","is-focused"]),i.canvasNodeFactory.stopEditing(p.current.node)),u.current=!1)}),[u.current,p]);const S=h.useCallback((e=>{if(i.file===y.current&&(m.current&&e?.stopPropagation(),m.current&&!u.current&&p.current)){if(p.current.node){const e=getTheme(i,f.current);return n.current?.addClasses(["is-editing","is-focused"]),void i.canvasNodeFactory.startEditing(p.current.node,e)}if(p.current.leaf&&"markdown"===g.current){const e=i.excalidrawAPI.getSceneElements().filter((e=>e.id===t.id))[0];if(!e||0!==e.angle)return void new obsidian_module.Notice("Sorry, cannot edit rotated markdown documents");const a=p.current.leaf.view.modes;if(!a)return;patchMobileView(i),p.current.leaf.view.setMode(a.source),u.current=!0}}}),[p.current?.leaf,t.id,i,f.current,m.current,u.current,g.current]),_=h.useCallback((()=>{i.file===y.current&&(m.current&&u.current||(m.current=!0,S()))}),[m.current,u.current,S,i]);return p.current&&(p.current.editNode=_),h.useEffect((()=>{const e=e=>{if("Escape"===e.key&&m.current)return e.preventDefault(),e.stopPropagation(),void i.updateScene({appState:{activeEmbeddable:null}});"Enter"!==e.key||u.current||l!==t.id&&r?.element?.id!==t.id||_()};return document.addEventListener("keydown",e,!0),()=>{document.removeEventListener("keydown",e,!0)}}),[S,m.current,i,r,t,l]),h.useEffect((()=>{if(i.file!==y.current)return;if(!n?.current||!p?.current)return;const e=m.current;if(m.current=r?.element.id===t.id&&"active"===r?.state,e===m.current)return;d!==i.file&&setFileToLocalGraph(i.app,d);const a=p.current?.node;if(a)if(m.current&&i.plugin.settings.markdownNodeOneClickEditing&&!n.current?.hasClass("is-editing")){const e=getTheme(i,f.current);n.current?.addClasses(["is-editing","is-focused"]),i.canvasNodeFactory.startEditing(a,e)}else n.current?.removeClasses(["is-editing","is-focused"]),i.canvasNodeFactory.stopEditing(a);else if(p.current.leaf){if(DEVICE.isPhone)if(m.current){if(!w.current){const e=patchMobileView(i,{keepAlive:!0,isActive:()=>m.current});w.current="function"==typeof e?e:null}}else{try{w.current?.()}catch{}w.current=null}if("markdown"===g.current){const e=p.current.leaf?.view.modes;if(!e)return;if(!m.current)return p.current.leaf.view.setMode(e.preview),void(u.current=!1)}}}),[n,p,r?.state,m,r?.element,r?.state,t,i,u,i.canvasNodeFactory,f.current]),null}const CustomEmbeddable=({element:e,view:t,appState:a,linkText:i})=>{const n=t.packages.react,r=n.useRef(null),s=getTheme(t,a.theme),o=e.customData?.mdProps||null,l=Object.keys(a.selectedElementIds);return n.createElement("div",{ref:r,style:{width:"100%",height:"100%",borderRadius:"var(--embeddable-radius)",color:"var(--text-normal)",touchAction:"auto"},className:`${s} canvas-node ${o?.filenameVisible&&!o.useObsidianDefaults?"":"excalidraw-mdEmbed-hideFilename"}`},n.createElement(RenderObsidianView,{mdProps:o,element:e,linkText:i,view:t,containerRef:r,activeEmbeddable:a.activeEmbeddable,theme:a.theme,canvasColor:a.viewBackgroundColor,selectedElementId:1===l.length?l[0]:null}))};class CanvasNodeFactory{view;leaf;canvas;nodes=new Map;initialized=!1;isInitialized=()=>this.initialized;observer;constructor(e){this.view=e}async initialize(){const e=this.view.app,t=e.internalPlugins.plugins.canvas;t._loaded||await t.load();const a=this.view.ownerDocument,i=new obsidian_module.WorkspaceSplit(e.workspace,"vertical");i.getRoot=()=>e.workspace[a===document?"rootSplit":"floatingSplit"],i.getContainer=()=>getContainerForDocument(a),this.leaf=e.workspace.createLeafInParent(i,0),this.canvas=t.views.canvas(this.leaf).canvas,this.initialized=!0}createFileNote(e,t,a,i){if(!this.initialized)return;t=t??"",this.nodes.has(i)&&(this.canvas.removeNode(this.nodes.get(i)),this.nodes.delete(i));const n=this.canvas.createFileNode({pos:{x:0,y:0},file:e,subpath:t,save:!1});return n.setFilePath(e.path,t),n.render(),n.containerEl.querySelector(".canvas-node-content-blocker")?.remove(),a.appendChild(n.containerEl),this.nodes.set(i,n),n}async waitForEditor(e){let t=0;for(;!e.child.editor?.containerEl?.parentElement?.parentElement&&t++<40;)await sleep(25);return e.child.editor?.containerEl?.parentElement?.parentElement}setupThemeObserver(e,t,a){const i=e=>{for(const i of e)if("attributes"===i.type&&"class"===i.attributeName){const e=i.target;e.classList.contains(t)&&(e.classList.remove(t),e.classList.add(a))}};this.observer?.disconnect(),this.observer=DEBUGGING?new CustomMutationObserver(i,"CanvasNodeFactory"):new MutationObserver(i),this.observer.observe(e,{attributes:!0})}async startEditing(e,t){if(this.initialized&&e&&e.isEditable())try{await this.view.setEmbeddableNodeIsEditing(),e.startEditing(),e.isEditing=!0;const a=isObsidianThemeDark()?"theme-dark":"theme-light";if(a===t)return;const i=await this.waitForEditor(e);if(!i)return;i.classList.remove(a),i.classList.add(t),this.setupThemeObserver(i,a,t)}catch(t){console.error("Error starting edit:",t),e.isEditing=!1}}stopEditing(e){if(this.initialized&&e&&e.isEditing&&e.isEditable())try{this.view.clearEmbeddableNodeIsEditing(),e.child.showPreview(),e.isEditing=!1,this.observer?.disconnect()}catch(e){console.error("Error stopping edit:",e)}}removeNode(e){this.initialized&&e&&(this.nodes.delete(e.file.path),this.canvas.removeNode(e),e.detach())}purgeNodes(){this.initialized&&(this.nodes.forEach((e=>{this.canvas.removeNode(e),e.detach()})),this.nodes.clear())}destroy(){this.purgeNodes(),this.initialized=!1,this.observer?.disconnect(),this.view=null,this.canvas=null,this.leaf=null}}const REG_YOUTUBE=/^(?:http(?:s)?:\/\/)?(?:www\.)?youtu(?:be\.com|\.be)\/(embed\/|watch\?v=|shorts\/|playlist\?list=|embed\/videoseries\?list=)?([a-zA-Z0-9_-]+)(?:\?t=|.*&t=|\?start=|.*&start=)?([a-zA-Z0-9_-]+)?[^\s]*$/,isYouTube=e=>Boolean(e.match(REG_YOUTUBE)),getYouTubeStartAt=e=>{const t=e.match(REG_YOUTUBE);if(t?.[2]){const e=t[3]?parseInt(t[3]):0,a=Math.floor(e/3600),i=Math.floor((e-3600*a)/60),n=e-3600*a-60*i;return 0===a&&0===i&&0===n?"":0===a&&0===i?`${String(n).padStart(2,"0")}`:0===a?`${String(i).padStart(2,"0")}:${String(n).padStart(2,"0")}`:`${String(a).padStart(2,"0")}:${String(i).padStart(2,"0")}:${String(n).padStart(2,"0")}`}return""},isValidYouTubeStart=e=>!!/^[0-9]+$/.test(e)||!!/^[0-9]+:[0-9]+$/.test(e)||!!/^[0-9]+:[0-9]+:[0-9]+$/.test(e)||void 0,updateYouTubeStartTime=(e,t)=>{const a=e.match(REG_YOUTUBE);if(a?.[2]){const i=""===t?"":`t=${timeStringToSeconds(t)}`;let n=e;return a[3]?(n=e.replace(/([?&])t=[a-zA-Z0-9_-]+/,`$1${i}`),n=n.replace(/([?&])start=[a-zA-Z0-9_-]+/,`$1${i}`)):n+=(e.includes("?")?"&":"?")+i,n}return e},timeStringToSeconds=e=>{const t=e.split(":").map(Number),a=t.length;return 1===a?t[0]:2===a?60*t[0]+t[1]:3===a?3600*t[0]+60*t[1]+t[2]:0};class EmbeddalbeMDFileCustomDataSettingsComponent{contentEl;mdCustomData;update;isMDFile;constructor(e,t,a,i=!0){this.contentEl=e,this.mdCustomData=t,this.update=a,this.isMDFile=i,a||(this.update=()=>{})}render(){let e;new obsidian_module.Setting(this.contentEl).setName(t$d("ES_USE_OBSIDIAN_DEFAULTS")).addToggle((t=>t.setValue(this.mdCustomData.useObsidianDefaults).onChange((t=>{this.mdCustomData.useObsidianDefaults=t,e.style.display=t?"none":"block",this.update()})))),this.contentEl.createEl("hr",{cls:"excalidraw-setting-hr"}),e=this.contentEl.createDiv(),e.style.display=this.mdCustomData.useObsidianDefaults?"none":"block";const t=e;this.isMDFile&&new obsidian_module.Setting(t).setName(t$d("ES_FILENAME_VISIBLE")).addToggle((e=>e.setValue(this.mdCustomData.filenameVisible).onChange((e=>{this.mdCustomData.filenameVisible=e})))),t.createEl("h4",{text:t$d("ES_BACKGROUND_HEAD")});const a=t.createDiv({cls:"excalidraw-setting-desc"});let i,n,r;a.textContent=t$d("ES_BACKGROUND_DESC_INFO"),a.addEventListener("click",(()=>{a.textContent===t$d("ES_BACKGROUND_DESC_INFO")?a.textContent=t$d("ES_BACKGROUND_DESC_DETAIL"):a.textContent=t$d("ES_BACKGROUND_DESC_INFO")})),new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_MATCH_ELEMENT")).addToggle((e=>{n=e,e.setValue(this.mdCustomData.backgroundMatchElement).onChange((e=>{this.mdCustomData.backgroundMatchElement=e,e?(i.settingEl.style.display="none",this.mdCustomData.backgroundMatchCanvas&&r.setValue(!1)):this.mdCustomData.backgroundMatchCanvas||(i.settingEl.style.display=""),this.update()}))})),new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_MATCH_CANVAS")).addToggle((e=>{r=e,e.setValue(this.mdCustomData.backgroundMatchCanvas).onChange((e=>{this.mdCustomData.backgroundMatchCanvas=e,e?(i.settingEl.style.display="none",this.mdCustomData.backgroundMatchElement&&n.setValue(!1)):this.mdCustomData.backgroundMatchElement||(i.settingEl.style.display=""),this.update()}))})),this.mdCustomData.backgroundMatchElement&&this.mdCustomData.backgroundMatchCanvas&&r.setValue(!1),i=new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_COLOR")).addColorPicker((e=>e.setValue(this.mdCustomData.backgroundColor).onChange((e=>{this.mdCustomData.backgroundColor=e,this.update()})))),i.settingEl.style.display=this.mdCustomData.backgroundMatchElement||this.mdCustomData.backgroundMatchCanvas?"none":"";const s=e=>fragWithHTML(`Current opacity is <b>${e}%</b>`),o=new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_OPACITY")).setDesc(s(this.mdCustomData.backgroundOpacity)).addSlider((e=>e.setLimits(0,100,5).setValue(this.mdCustomData.backgroundOpacity).onChange((e=>{this.mdCustomData.backgroundOpacity=e,o.setDesc(s(e)),this.update()}))));if(this.isMDFile){let e;t.createEl("h4",{text:t$d("ES_BORDER_HEAD")}),new obsidian_module.Setting(t).setName(t$d("ES_BORDER_MATCH_ELEMENT")).addToggle((t=>t.setValue(this.mdCustomData.borderMatchElement).onChange((t=>{this.mdCustomData.borderMatchElement=t,e.settingEl.style.display=t?"none":"",this.update()})))),e=new obsidian_module.Setting(t).setName(t$d("ES_BORDER_COLOR")).addColorPicker((e=>e.setValue(this.mdCustomData.borderColor).onChange((e=>{this.mdCustomData.borderColor=e,this.update()})))),e.settingEl.style.display=this.mdCustomData.borderMatchElement?"none":"";const a=new obsidian_module.Setting(t).setName(t$d("ES_BORDER_OPACITY")).setDesc(s(this.mdCustomData.borderOpacity)).addSlider((e=>e.setLimits(0,100,5).setValue(this.mdCustomData.borderOpacity).onChange((e=>{this.mdCustomData.borderOpacity=e,a.setDesc(s(e)),this.update()}))))}}}class EmbeddableSettings extends obsidian_module.Modal{plugin;view;file;element;ea;updatedFilepath=null;zoomValue;isYouTube;youtubeStart=null;isMDFile;notExcalidrawIsInternal;isLocalURI;mdCustomData;onKeyDown;constructor(e,t,a,i){if(super(e.app),this.plugin=e,this.view=t,this.file=a,this.element=i,this.ea=getEA(this.view),this.ea.copyViewElementsToEAforEditing([this.element]),this.zoomValue=i.scale[0],this.isYouTube=isYouTube(this.element.link),this.notExcalidrawIsInternal=this.file&&!this.view.plugin.isExcalidrawFile(this.file),this.isMDFile=this.file&&"md"===this.file.extension.toLowerCase(),this.isLocalURI=this.element.link.startsWith("file://"),isYouTube&&(this.youtubeStart=getYouTubeStartAt(this.element.link)),this.mdCustomData=i.customData?.mdProps??t.plugin.settings.embeddableMarkdownDefaults,!i.customData?.mdProps){const e=this.plugin.ea.getCM(i.backgroundColor);this.mdCustomData.backgroundColor=e.stringHEX({alpha:!1}),this.mdCustomData.backgroundOpacity=i.opacity;const t=this.plugin.ea.getCM(i.strokeColor);this.mdCustomData.borderColor=t.stringHEX({alpha:!1}),this.mdCustomData.borderOpacity=i.opacity}}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.createForm()}onClose(){this.containerEl.removeEventListener("keydown",this.onKeyDown),this.plugin=null,this.view=null,this.file=null,this.element=null,this.ea.destroy(),this.ea=null,this.mdCustomData=null}async createForm(){this.contentEl.createEl("h1",{text:t$d("ES_TITLE")}),this.file&&new obsidian_module.Setting(this.contentEl).setName(t$d("ES_RENAME")).addText((e=>e.setValue(getPathWithoutExtension(this.file)).onChange((async e=>{this.updatedFilepath=e}))));const e=()=>fragWithHTML(`${t$d("ES_ZOOM_100_RELATIVE_DESC")}<br>Current zoom is <b>${Math.round(100*this.zoomValue)}%</b>`),t=new obsidian_module.Setting(this.contentEl).setName(t$d("ES_ZOOM")).setDesc(e()).addButton((a=>a.setButtonText(t$d("ES_ZOOM_100")).onClick((()=>{const a=this.view.excalidrawAPI;this.zoomValue=1/a.getAppState().zoom.value,t.setDesc(e())})))).addSlider((a=>a.setLimits(10,400,5).setValue(100*this.zoomValue).onChange((a=>{this.zoomValue=a/100,t.setDesc(e())}))));this.isYouTube&&new obsidian_module.Setting(this.contentEl).setName(t$d("ES_YOUTUBE_START")).setDesc(t$d("ES_YOUTUBE_START_DESC")).addText((e=>e.setValue(this.youtubeStart).onChange((async e=>{this.youtubeStart=e})))),(this.isMDFile||this.notExcalidrawIsInternal)&&(this.contentEl.createEl("h3",{text:t$d("ES_EMBEDDABLE_SETTINGS")}),new EmbeddalbeMDFileCustomDataSettingsComponent(this.contentEl,this.mdCustomData,void 0,this.isMDFile).render()),new obsidian_module.Setting(this.contentEl).addButton((e=>e.setButtonText(t$d("PROMPT_BUTTON_CANCEL")).setTooltip("ESC").onClick(this.close.bind(this)))).addButton((e=>e.setButtonText(t$d("PROMPT_BUTTON_OK")).setTooltip("CTRL/Opt+Enter").setCta().onClick(this.applySettings.bind(this))));const a=e=>{isWinCTRLorMacCMD(e)&&"Enter"===e.key&&this.applySettings()};this.onKeyDown=a,this.containerEl.ownerDocument.addEventListener("keydown",a)}async applySettings(){let e=!1;const t=this.ea.getElement(this.element.id);if(this.updatedFilepath){const a=`${this.updatedFilepath}.${this.file.extension}`;if(a!==this.file.path){const i=splitFolderAndFilename(a),n=getNewUniqueFilepath(this.app.vault,i.filename,i.folderpath);if(this.app.vault.getAbstractFileByPath(n))new obsidian_module.Notice("File rename failed. A file with this name already exists.\n"+n,1e4);else try{await this.app.fileManager.renameFile(this.file,n),t.link=this.element.link.replace(/(\[\[)([^#\]]*)([^\]]*]])/,`$1${this.plugin.app.metadataCache.fileToLinktext(this.file,this.view.file.path,!0)}$3`),e=!0}catch(e){new obsidian_module.Notice("File rename failed. "+e,1e4)}}}this.isYouTube&&this.youtubeStart!==getYouTubeStartAt(this.element.link)&&(e=!0,""===this.youtubeStart||isValidYouTubeStart(this.youtubeStart)?t.link=updateYouTubeStartTime(t.link,this.youtubeStart):new obsidian_module.Notice(t$d("ES_YOUTUBE_START_INVALID"))),!this.isMDFile||this.mdCustomData.backgroundColor===this.element.customData?.backgroundColor&&this.mdCustomData.borderColor===this.element.customData?.borderColor&&this.mdCustomData.backgroundOpacity===this.element.customData?.backgroundOpacity&&this.mdCustomData.borderOpacity===this.element.customData?.borderOpacity&&this.mdCustomData.filenameVisible===this.element.customData?.filenameVisible||(addAppendUpdateCustomData(t,{mdProps:this.mdCustomData}),e=!0),this.zoomValue!==this.element.scale[0]&&(e=!0,t.scale=[this.zoomValue,this.zoomValue]),e?(async()=>{await this.ea.addElementsToView(),this.ea.viewUpdateScene({appState:{},captureUpdate:CaptureUpdateAction.NEVER}),this.close()})():this.close()}}class EmbeddableMenu{view;containerRef;menuFadeTimeout=0;menuElementId=null;constructor(e,t){this.view=e,this.containerRef=t}destroy(){this.menuFadeTimeout&&(clearTimeout(this.menuFadeTimeout),this.menuFadeTimeout=null),this.view=null,this.containerRef=null,this.updateElement=null,this.handleMouseEnter=null,this.handleMouseLeave=null,this.renderButtons=null}updateElement=async(e,t,a,i=!0)=>{if(!t)return;const n=this.view,r=n.app;if(t=n.excalidrawAPI.getSceneElements().find((e=>e.id===t.id)),!t)return;const s=`[[${r.metadataCache.fileToLinktext(a,n.file.path,"md"===a.extension)}${e}]]`,o=getEA(n);o.copyViewElementsToEAforEditing([t]),o.getElement(t.id).link=s,n.excalidrawData.elementLinks.set(t.id,s),await o.addElementsToView(!1,i,!0),o.destroy()};handleMouseEnter(){clearTimeout(this.menuFadeTimeout),this.containerRef.current?.style.setProperty("opacity","1")}handleMouseLeave(){this.menuFadeTimeout=window.setTimeout((()=>{this.containerRef.current?.style.setProperty("opacity","0.2")}),5e3)}async actionBaseViewSelection(e,t,a){this.view.updateScene({appState:{activeEmbeddable:null},captureUpdate:CaptureUpdateAction.NEVER});const i=Array.from((await this.view.app.vault.read(e)).matchAll(/\s*name\: (.*)$/gm)).map((e=>e?.[1]));let n,r;n=[""].concat(i.map((e=>`#${cleanSectionHeading(e)}`))),r=[t$d("DO_NOT_PIN_VIEW")].concat(i.map((e=>e)));const s=await ScriptEngine.suggester(this.view.app,r,n,t$d("SELECT_VIEW"));(s||""===s)&&s!==t&&this.updateElement(s,a,e)}async actionMarkdownSelection(e,t,a,i){this.view.updateScene({appState:{activeEmbeddable:null},captureUpdate:CaptureUpdateAction.NEVER});const n=(await this.view.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!t||!MD_EX_SECTIONS.includes(e.display)));let r,s;t?(r=n.map((e=>`#${cleanSectionHeading(e.display)}`)),s=n.map((e=>e.display))):(r=[""].concat(n.map((e=>`#${cleanSectionHeading(e.display)}`))),s=[t$d("SHOW_ENTIRE_FILE")].concat(n.map((e=>e.display))));const o=await ScriptEngine.suggester(this.view.app,s,r,t$d("SELECT_SECTION"));(o||""===o)&&o!==a&&this.updateElement(o,i,e)}actionBookmarkPage(e){if(!e)return;const t=this.view.getEmbeddableLeafElementById(e.id)?.node?.child;if(!t)return;const a=getActivePDFPageNumberFromPDFView(t);if(!a)return;const i=t?.file;i&&this.updateElement(`#page=${a}`,e,i,!1)}async actionInsertPageAsImage(e){if(!e)return;const t=this.view.getEmbeddableLeafElementById(e.id)?.node?.child;if(!t)return;const a=getActivePDFPageNumberFromPDFView(t);if(!a)return;const i=t?.file;if(!i)return;const n=getEA(this.view);n.selectElementsInView([]);const r=e.x+e.width+20,s=e.y,o=this.view.app.metadataCache.fileToLinktext(i,this.view.file.path,!1),l=await insertImageToView(n,{x:r,y:s},`${o}#page=${a}`,void 0,void 0,!1);n.selectElementsInView([l]),n.destroy()}async actionMarkdownBlock(e,t,a){if(!e)return;this.view.updateScene({appState:{activeEmbeddable:null},captureUpdate:CaptureUpdateAction.NEVER});const i=(await this.view.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e)).blocks.filter((e=>e.display&&e.node&&("paragraph"===e.node.type||"blockquote"===e.node.type||"listItem"===e.node.type||"table"===e.node.type||"callout"===e.node.type))),n=["entire-file"].concat(i),r=[t$d("SHOW_ENTIRE_FILE")].concat(i.map((e=>`${e.node?.id?`#^${e.node.id}: `:""}${e.display.trim()}`))),s=await ScriptEngine.suggester(this.view.app,r,n,t$d("SELECT_SECTION"));if(!s)return;if("entire-file"===s){if(""===t)return;return void this.updateElement("",a,e)}let o=s.node.id;if(!o||`#^${o}`!==t){if(!o){const t=s.node?.position?.end?.offset;if(!t)return;o=nanoid();const a=await this.view.app.vault.cachedRead(e);if(!a)return;await this.view.app.vault.modify(e,a.slice(0,t)+` ^${o}`+a.slice(t)),await sleep(200)}this.updateElement(`#^${o}`,a,e)}}actionZoomToElement(e,t){e&&this.view.excalidrawAPI.zoomToFit([e],t??this.view.plugin.settings.zoomToFitMaxLevel,.1)}actionProperties(e,t){e&&new EmbeddableSettings(this.view.plugin,this.view,t,e).open()}actionCrop(e){e&&this.view.app.commands.executeCommandById("obsidian-excalidraw-plugin:crop-image")}actionReload(e,t){e.src=t}actionOpen(e,t){openExternalLink(e.src.startsWith("https://www.youtube.com")||e.src.startsWith("https://player.vimeo.com")?t.link:e.src,this.view.app)}actionCopyCode(e,t){e&&navigator.clipboard.writeText(atob(t.split(",")[1]))}renderButtons(e){const t=this.view,a=t?.excalidrawAPI;if(!a)return null;if(!t.file)return null;const i=e.viewModeEnabled&&!t.allowFrameButtonsInViewMode;if(!e.activeEmbeddable||"active"!==e.activeEmbeddable.state||i)return this.menuElementId=null,this.menuFadeTimeout&&(clearTimeout(this.menuFadeTimeout),this.menuFadeTimeout=0),null;const n=e.activeEmbeddable?.element;this.menuElementId!==n.id&&(this.menuElementId=n.id,this.handleMouseLeave());let r=n.link;if(!r)return null;const s=useDefaultExcalidrawFrame(n);let o=Boolean(n.link?.match(REG_LINKINDEX_HYPERLINK));if(!s&&!o){if(r.startsWith("data:text/html"))o=!0;else{const e=REGEX_LINK.getRes(n.link).next();if(!e||!e.value&&e.done)return null;r=REGEX_LINK.getLink(e),o=Boolean(r.match(REG_LINKINDEX_HYPERLINK))}if(!o){const{subpath:a,file:i}=processLinkText(r,t);if(!i)return;const s="md"===i.extension,o="base"===i.extension,l=t.plugin.isExcalidrawFile(i),c="pdf"===i.extension,{x:d,y:h}=sceneCoordsToViewportCoords({sceneX:n.x,sceneY:n.y},e),p=h-2.5*ROOTELEMENTSIZE-e.offsetTop+"px",u=d-e.offsetLeft+"px";return React__namespace.createElement("div",{ref:this.containerRef,className:"embeddable-menu",style:{top:p,left:u,opacity:1},onMouseEnter:()=>this.handleMouseEnter(),onPointerDown:()=>this.handleMouseEnter(),onMouseLeave:()=>this.handleMouseLeave()},React__namespace.createElement("div",{className:"Island",style:{position:"relative",display:"block"}},o&&React__namespace.createElement(ActionButton,{key:"MarkdownSection",title:t$d("PIN_VIEW"),action:async()=>this.actionBaseViewSelection(i,a,n),icon:ICONS.ZoomToSection}),s&&React__namespace.createElement(ActionButton,{key:"MarkdownSection",title:t$d("NARROW_TO_HEADING"),action:async()=>this.actionMarkdownSelection(i,l,a,n),icon:ICONS.ZoomToSection}),s&&!l&&React__namespace.createElement(ActionButton,{key:"MarkdownBlock",title:t$d("NARROW_TO_BLOCK"),action:async()=>this.actionMarkdownBlock(i,a,n),icon:ICONS.ZoomToBlock}),React__namespace.createElement(ActionButton,{key:"ZoomToElement",title:t$d("ZOOM_TO_FIT"),action:()=>this.actionZoomToElement(n,30),icon:ICONS.ZoomToSelectedElement}),React__namespace.createElement(ActionButton,{key:"Properties",title:t$d("PROPERTIES"),action:()=>this.actionProperties(n,i),icon:ICONS.Properties}),c&&React__namespace.createElement(React__namespace.Fragment,null,React__namespace.createElement(ActionButton,{key:"Crop",title:t$d("CROP_PAGE"),action:()=>this.actionCrop(n),icon:ICONS.Crop}),React__namespace.createElement(ActionButton,{key:"Bookmark",title:t$d("BOOKMARK_PAGE"),action:()=>this.actionBookmarkPage(n),icon:ICONS.Bookmark}),React__namespace.createElement(ActionButton,{key:"Camera",title:t$d("CAPTURE_PAGE"),action:()=>this.actionInsertPageAsImage(n),icon:ICONS.Camera}))))}}if(o||s){const i=s?a.getHTMLIFrameElement(n.id):t.getEmbeddableElementById(n.id);if(!i||!i.contentWindow)return null;const{x:o,y:l}=sceneCoordsToViewportCoords({sceneX:n.x,sceneY:n.y},e),c=l-2.5*ROOTELEMENTSIZE-e.offsetTop+"px",d=o-e.offsetLeft+"px";return React__namespace.createElement("div",{ref:this.containerRef,className:"embeddable-menu",style:{top:c,left:d,opacity:1},onMouseEnter:()=>this.handleMouseEnter(),onPointerDown:()=>this.handleMouseEnter(),onMouseLeave:()=>this.handleMouseLeave()},React__namespace.createElement("div",{className:"Island",style:{position:"relative",display:"block"}},i.src!==r&&!i.src.startsWith("https://www.youtube.com")&&!i.src.startsWith("https://player.vimeo.com")&&React__namespace.createElement(ActionButton,{key:"Reload",title:t$d("RELOAD"),action:()=>this.actionReload(i,r),icon:ICONS.Reload}),React__namespace.createElement(ActionButton,{key:"Open",title:t$d("OPEN_IN_BROWSER"),action:()=>this.actionOpen(i,n),icon:ICONS.Globe}),React__namespace.createElement(ActionButton,{key:"ZoomToElement",title:t$d("ZOOM_TO_FIT"),action:()=>this.actionZoomToElement(n),icon:ICONS.ZoomToSelectedElement}),React__namespace.createElement(ActionButton,{key:"Properties",title:t$d("PROPERTIES"),action:()=>this.actionProperties(n,null),icon:ICONS.Properties}),r?.startsWith("data:text/html")&&React__namespace.createElement(ActionButton,{key:"CopyCode",title:t$d("COPYCODE"),action:()=>this.actionCopyCode(n,r),icon:ICONS.Copy})))}}}const handleImageEditPrompt=async e=>{const t=window.ExcalidrawAutomate.plugin,{openAIAPIToken:a,openAIImageEditsURL:i}=t.settings,{image:n,text:r,imageGenerationProperties:s}=e,o=new FormData;if(o.append("model","dall-e-2"),""!==r.trim()&&o.append("prompt",r),n){const e=await fetch(n).then((e=>e.blob()));o.append("image",e,"image.png")}if(s.mask){const e=await fetch(s.mask).then((e=>e.blob()));o.append("mask",e,"masik.png")}s.size&&o.append("size",s.size),s.n&&o.append("n",String(s.n));try{const e=await fetch(i,{method:"post",body:o,headers:{Authorization:`Bearer ${a}`}});return e?{status:e.status,headers:e.headers,text:null,json:await e.json(),arrayBuffer:null}:null}catch(e){console.log(e)}return null},handleGenericPrompt=async e=>{const t=window.ExcalidrawAutomate.plugin,{openAIAPIToken:a,openAIDefaultTextModel:i,openAIDefaultVisionModel:n,openAIURL:r,openAIImageGenerationURL:s,openAIDefaultImageGenerationModel:o}=t.settings,{image:l,text:c,instruction:d,systemPrompt:h,imageGenerationProperties:p}=e,u=Boolean(p);let m;switch(u?"dall-e":l?"image":"text"){case"text":m={model:i,max_tokens:4096,messages:[...h&&""!==h.trim()?[{role:"system",content:h}]:[],{role:"user",content:c},...d&&""!==d.trim()?[{role:"user",content:d}]:[]]};break;case"image":m={model:n,max_tokens:4096,messages:[...h&&""!==h.trim()?[{role:"system",content:h}]:[],{role:"user",content:[{type:"image_url",image_url:l},...c?[c]:[],...d&&""!==d.trim()?[d]:[]]}]};break;case"dall-e":m={model:o,prompt:c,...p};break;default:return null}try{const e=await fetch(u?s:r,{method:"post",contentType:"application/json",body:JSON.stringify(m),headers:{"Content-Type":"application/json",Authorization:`Bearer ${a}`}});return e?{status:e.status,headers:e.headers,text:null,json:await e.json(),arrayBuffer:null}:null}catch(e){console.log(e)}return null},postOpenAI=async e=>{const t=window.ExcalidrawAutomate.plugin,{openAIAPIToken:a}=t.settings,{image:i,imageGenerationProperties:n}=e,r=Boolean(n)&&(Boolean(n.mask)||Boolean(i));return""===a?(new obsidian_module.Notice("OpenAI API Token is not set. Please set it in plugin settings."),null):r?await handleImageEditPrompt(e):await handleGenericPrompt(e)},extractCodeBlocks=e=>{if(!e)return[];e=e.replaceAll("\r\n","\n").replaceAll("\r","\n");const t=[],a=/```([a-zA-Z0-9]*)\n([\s\S]+?)```/g;let i;for(;null!==(i=a.exec(e));){const e=i[1]??"",a=i[2].trim();t.push({data:a,type:e})}return t},errorHTML=e=>`<html>\n  <body style="margin: 0; text-align: center">\n  <div style="display: flex; align-items: center; justify-content: center; flex-direction: column; height: 100vh; padding: 0 60px">\n    <div style="color:red">There was an error during generation</div>\n    </br>\n    </br>\n    <div>${e}</div>\n  </div>\n  </body>\n  </html>`;class SelectCard extends obsidian_module.FuzzySuggestModal{app;view;sections;center=!1;x=0;y=0;constructor(e,t,a){super(e),this.app=e,this.view=t,this.sections=a,this.limit=20,this.setInstructions([{command:t$d("TYPE_SECTION"),purpose:""}]),this.inputEl.onkeyup=e=>{if("Enter"==e.key&&this.containerEl.innerText.includes(t$d("EMPTY_SECTION_MESSAGE"))){const e=this.inputEl.value;if(""===e||MD_EX_SECTIONS.includes(e))return new obsidian_module.Notice(t$d("INVALID_SECTION_NAME")),void this.close();addBackOfTheNoteCard(this.view,e,!0,void 0,void 0,this.center,{x:this.x,y:this.y}),this.close()}}}getItems(){return this.sections}getItemText(e){return e}onChooseItem(e){const t=getEA(this.view);if(this.center){const e=t.getViewCenterPosition();e&&(this.x=e.x-CARD_WIDTH/2,this.y=e.y-CARD_HEIGHT/2)}const a=t.addEmbeddable(this.x,this.y,CARD_WIDTH,CARD_HEIGHT,`[[${this.view.file.path}#${e}]]`);(async()=>{await t.addElementsToView(!this.center,!1,!0),t.selectElementsInView([a]),t.destroy()})()}start(e=!1){this.x=this.view.currentPosition.x,this.y=this.view.currentPosition.y,this.center=!!e,this.emptyStateText=t$d("EMPTY_SECTION_MESSAGE"),this.setPlaceholder(t$d("SELECT_SECTION_OR_TYPE_NEW")),this.open()}}const SYSTEM_PROMPT='You are a skilled front-end developer who builds interactive prototypes from wireframes, and is an expert at CSS Grid and Flex design.\nYour role is to transform low-fidelity wireframes into working front-end HTML code.\nYOU MUST FOLLOW FOLLOWING RULES:\n- Use HTML, CSS, JavaScript to build a responsive, accessible, polished prototype\n- Leverage Tailwind for styling and layout (import as script <script src="https://cdn.tailwindcss.com"><\/script>)\n- Inline JavaScript when needed\n- Fetch dependencies from CDNs when needed (using unpkg or skypack)\n- Source images from Unsplash or create applicable placeholders\n- Interpret annotations as intended vs literal UI\n- Fill gaps using your expertise in UX and business logic\n- generate primarily for desktop UI, but make it responsive.\n- Use grid and flexbox wherever applicable.\n- Convert the wireframe in its entirety, don\'t omit elements if possible.\nIf the wireframes, diagrams, or text is unclear or unreadable, refer to provided text for clarification.\nYour goal is a production-ready prototype that brings the wireframes to life.\nPlease output JUST THE HTML file containing your best attempt at implementing the provided wireframes.';async function diagramToHTML({image:e,apiKey:t,text:a,theme:i=THEME.LIGHT}){const n={model:EXCALIDRAW_PLUGIN.settings.openAIDefaultVisionModel,max_tokens:4096,temperature:.1,messages:[{role:"system",content:SYSTEM_PROMPT},{role:"user",content:[{type:"image_url",image_url:{url:e,detail:"high"}},{type:"text",text:`Above is the reference wireframe. Please make a new website based on these and return just the HTML file. Also, please make it for the ${i} theme. What follows are the wireframe's text annotations (if any)...`},{type:"text",text:a}]}]};return await fetch("https://api.openai.com/v1/chat/completions",{method:"POST",headers:{"Content-Type":"application/json",Authorization:`Bearer ${t}`},body:JSON.stringify(n)})}class DropManager{view;app;draginfoDiv;constructor(e){this.view=e,this.app=this.view.app}destroy(){this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv)}get ownerDocument(){return this.view.ownerDocument}get currentPosition(){return this.view.currentPosition}set currentPosition(e){this.view.currentPosition=e}get excalidrawAPI(){return this.view.excalidrawAPI}get plugin(){return this.view.plugin}get file(){return this.view.file}onDrop(e){this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv);const t=this.excalidrawAPI;if(!t)return!1;const a=t.getAppState();this.currentPosition=viewportCoordsToSceneCoords({clientX:e.clientX,clientY:e.clientY},a);const i=this.app.dragManager.draggable,n=internalDragModifierType(e),r=webbrowserDragModifierType(e),s=localFileDragModifierType(e),o=(t,a,n)=>{if(this.app.workspace.setActiveLeaf(this.view.leaf),!this.view.getHookServer().onDropHook)return!1;try{return this.view.getHookServer().onDropHook({ea:this.view.getHookServer(),event:e,draggable:i,type:t,payload:{files:a,text:n},excalidrawFile:this.file,view:this.view,pointerPosition:this.currentPosition})}catch(e){return new obsidian_module.Notice("on drop hook error. See console log for details"),errorlog({where:"ExcalidrawView.onDrop",error:e}),!1}};switch(i?.type){case"link":case"file":if(!o("file",[i.file],null)){const e=i.file;if(e.path.match(REG_LINKINDEX_INVALIDCHARS))return new obsidian_module.Notice(t$d("FILENAME_INVALID_CHARS"),4e3),!1;if(["image","image-fullsize"].contains(n)&&(IMAGE_TYPES.contains(e.extension)||"md"===e.extension||"pdf"===e.extension.toLowerCase()))return"pdf"===e.extension.toLowerCase()?new InsertPDFModal(this.plugin,this.view).open(e):(async()=>{const t=getEA(this.view);t.selectElementsInView([await insertImageToView(t,this.currentPosition,e,!("image-fullsize"===n))]),t.destroy()})(),!1;if("embeddable"===n)return(async()=>{const t=getEA(this.view);t.selectElementsInView([await insertEmbeddableToView(t,this.currentPosition,e)]),t.destroy()})(),!1;this.view.addText(`[[${this.app.metadataCache.fileToLinktext(i.file,this.file.path,!0)}]]`)}return!1;case"files":return o("file",i.files,null)||(async()=>{if(["image","image-fullsize"].contains(n)){const e=getEA(this.view);e.canvas.theme=t.getAppState().theme;let a=0;const r=[];for(const t of i.files)(IMAGE_TYPES.contains(t.extension)||"md"===t.extension)&&(r.push(await e.addImage(this.currentPosition.x+50*a,this.currentPosition.y+50*a,t,!("image-fullsize"===n))),a++,await e.addElementsToView(!1,!1,!0),e.selectElementsInView(r)),"pdf"===t.extension.toLowerCase()&&new InsertPDFModal(this.plugin,this.view).open(t);e.destroy()}else{if("embeddable"===n){const e=getEA(this.view);let t=0,a=0;const n=[];for(const r of i.files)n.push(await insertEmbeddableToView(e,{x:this.currentPosition.x+500*t,y:this.currentPosition.y+550*a},r)),t=(t+1)%3,0===t&&a++;return e.destroy(),!1}for(const e of i.files)await this.view.addText(`[[${this.app.metadataCache.fileToLinktext(e,this.file.path,!0)}]]`,void 0,!1),this.currentPosition.y+=2*a.currentItemFontSize;this.view.save(!1)}})(),!1}if(e.dataTransfer.types.includes("Files")){if(e.dataTransfer.types.includes("text/plain")){const t=e.dataTransfer.getData("text");if(t&&o("text",null,t))return!1;if(t&&"image-url"===r&&hyperlinkIsImage(t))return this.view.addImageWithURL(t),!1;if(t&&"link"===r)return this.plugin.settings.iframelyAllowed&&t.match(/^https?:\/\/\S*$/)?(this.view.addTextWithIframely(t),!1):(this.view.addText(t),!1);if(t&&"embeddable"===r){const e=getEA(this.view);return insertEmbeddableToView(e,this.currentPosition,void 0,t).then((()=>e.destroy())),!1}}if(e.dataTransfer.types.includes("text/html")){const t=e.dataTransfer.getData("text/html").match(/src=["']([^"']*)["']/);if(t&&"image-url"===r&&hyperlinkIsImage(t[1]))return this.view.addImageWithURL(t[1]),!1;if(t&&"link"===r)return this.plugin.settings.iframelyAllowed&&t[1].match(/^https?:\/\/\S*$/)?(this.view.addTextWithIframely(t[1]),!1):(this.view.addText(t[1]),!1);if(t&&"embeddable"===r){const e=getEA(this.view);return insertEmbeddableToView(e,this.currentPosition,void 0,t[1]).then(e.destroy),!1}}if(e.dataTransfer.types.length>=1&&["image-url","image-import","embeddable"].contains(s)){const t=Array.from(e.dataTransfer.files||[]);for(let a=0;a<t.length;a++){const i=t[a];let n=i?.path;if(!n&&i&&DEVICE.isDesktop){const{webUtils:e}=require("electron");e&&e.getPathForFile&&(n=e.getPathForFile(i))}if(!n)return new obsidian_module.Notice(t$d("ERROR_CANT_READ_FILEPATH"),6e3),!0;const r=getInternalLinkOrFileURLLink(n,this.plugin,e.dataTransfer.files[a].name,this.file),{x:o,y:l}=this.currentPosition,c={x:o+300*a,y:l+300*a};if(r.isInternal)if("embeddable"===s){const e=getEA(this.view);insertEmbeddableToView(e,c,r.file).then((()=>e.destroy()))}else{"pdf"===r.file.extension&&new InsertPDFModal(this.plugin,this.view).open(r.file);const e=getEA(this.view);insertImageToView(e,c,r.file).then((()=>e.destroy()))}else{const t=getURLImageExtension(r.url);if("image-import"===s)if(IMAGE_TYPES.contains(t))(async()=>{const t=e.dataTransfer.files[a].name,i=await e.dataTransfer.files[a].arrayBuffer(),n=this.app.metadataCache.getFirstLinkpathDest(t,this.file.path);if(n&&n instanceof obsidian_module.TFile)switch(await ScriptEngine.suggester(this.app,["Use the file already in the Vault instead of importing","Overwrite existing file in the Vault","Import the file with a new name"],["Use","Overwrite","Import"],"A file with the same name/path already exists in the Vault\n"+n.path)){case"Import":break;case"Overwrite":await this.app.vault.modifyBinary(n,i);default:const e=getEA(this.view);return await insertImageToView(e,c,n),e.destroy(),!1}const r=await importFileToVault(this.app,t,i,this.view.file,this.view),s=getEA(this.view);await insertImageToView(s,c,r),s.destroy()})();else{if("excalidraw"===t)return!0;(async()=>{const t=await importFileToVault(this.app,e.dataTransfer.files[a].name,await e.dataTransfer.files[a].arrayBuffer(),this.view.file,this.view);new UniversalInsertFileModal(this.plugin,this.view).open(t,c)})()}else if("embeddable"!==s&&IMAGE_TYPES.contains(t)){const e=getEA(this.view);insertImageToView(e,c,r.url).then((()=>e.destroy()))}else{const e=getEA(this.view);insertEmbeddableToView(e,c,null,r.url).then((()=>e.destroy())),"embeddable"!==s&&new obsidian_module.Notice("Not imported to Vault. Embedded with local URI")}}}return!1}if(e.dataTransfer.types.length>=1&&"link"===s){const t=getEA(this.view);for(let a=0;a<e.dataTransfer.files.length;a++){const i=e.dataTransfer.files[a];let n=i?.path;const r=i?.name;if(!n&&i&&DEVICE.isDesktop){const{webUtils:e}=require("electron");e&&e.getPathForFile&&(n=e.getPathForFile(i))}if(!n||!r)return new obsidian_module.Notice(t$d("ERROR_CANT_READ_FILEPATH"),6e3),t.destroy(),!0;const s=getInternalLinkOrFileURLLink(n,this.plugin,r,this.file),o=t.addText(this.currentPosition.x+40*a,this.currentPosition.y+20*a,s.isInternal?s.link:`📂 ${r}`);s.isInternal||(t.getElement(o).link=s.link)}return t.addElementsToView().then((()=>t.destroy())),!1}return!0}if(e.dataTransfer.types.includes("text/plain")||e.dataTransfer.types.includes("text/uri-list")||e.dataTransfer.types.includes("text/html")){const t=e.dataTransfer.getData("text/html").match(/src=["']([^"']*)["']/),a=t?t[1]:"",i=e.dataTransfer.getData("text"),n=e.dataTransfer.getData("text/uri-list");let s=t?a:i;if(s&&""!==s||(s=n),!s||""===s)return!0;if(!o("text",null,s)){if(s&&"embeddable"===r&&/^(blob:)?(http|https):\/\/[^\s/$.?#].[^\s]*$/.test(s))return!0;if(s&&"image-url"===r&&hyperlinkIsYouTubeLink(s))return this.view.addYouTubeThumbnail(s),!1;if(n&&"image-url"===r&&hyperlinkIsYouTubeLink(n))return this.view.addYouTubeThumbnail(n),!1;if(s&&"image-url"===r&&hyperlinkIsImage(s))return this.view.addImageWithURL(s),!1;if(n&&"image-url"===r&&hyperlinkIsImage(n))return this.view.addImageWithURL(n),!1;if(s&&"image-import"===r&&hyperlinkIsImage(s))return this.view.addImageSaveToVault(s),!1;if(n&&"image-import"===r&&hyperlinkIsImage(n))return this.view.addImageSaveToVault(n),!1;if(this.plugin.settings.iframelyAllowed&&s.match(/^https?:\/\/\S*$/))return this.view.addTextWithIframely(s),!1;if(s.startsWith("obsidian://open?vault=")){const t=e.dataTransfer.getData("text/html");if(t){const e=t.match(/href="app:\/\/obsidian\.md\/(.*?)"/);if(2===e.length){const t=decodeURIComponent(e[1]).split("#"),a=this.app.vault.getAbstractFileByPath(t[0]);if(a&&a instanceof obsidian_module.TFile){const e=this.app.metadataCache.fileToLinktext(a,this.file.path);return void this.view.addText(`[[${e+(t.length>1?"#"+t[1]+"|"+e:"")}]]`)}return this.view.addText(`[[${decodeURIComponent(e[1])}]]`),!1}}const a=s.split("file=");if(2===a.length)return this.view.addText(`[[${decodeURIComponent(a[1])}]]`),!1}this.view.addText(s.replace(/(!\[\[.*#[^\]]*\]\])/g,"$1{40}"))}return!1}return!o("unknown",null,null)}onDragOver(e){const t=this.dropAction(e.dataTransfer);if(t){this.draginfoDiv||(this.draginfoDiv=createDiv({cls:"excalidraw-draginfo"}),this.ownerDocument.body.appendChild(this.draginfoDiv));let a="";this.app.dragManager.draggable?a=modifierKeyTooltipMessages().InternalDragAction[internalDragModifierType(e)]:1===e.dataTransfer.types.length&&e.dataTransfer.types.includes("Files")?(a=modifierKeyTooltipMessages().LocalFileDragAction[localFileDragModifierType(e)],DEVICE.isMacOS&&isWinCTRLorMacCMD(e)&&(a="CMD is reserved by MacOS for file system drag actions.\nCan't use it in Obsidian.\nUse a combination of SHIFT, CTRL, OPT instead.")):a=modifierKeyTooltipMessages().WebBrowserDragAction[webbrowserDragModifierType(e)],e.shiftKey||e.ctrlKey||e.altKey||e.metaKey||(a+=DEVICE.isMacOS||DEVICE.isIOS?"\nTry SHIFT, OPT, CTRL combinations for other drop actions":"\nTry SHIFT, CTRL, ALT, Meta combinations for other drop actions"),this.draginfoDiv.innerText!==a&&(this.draginfoDiv.innerText=a);const i=e.clientY-8*parseFloat(getComputedStyle(this.draginfoDiv).fontSize)+"px",n=e.clientX-this.draginfoDiv.clientWidth/2+"px";return this.draginfoDiv.style.top!==i&&(this.draginfoDiv.style.top=i),this.draginfoDiv.style.left!==n&&(this.draginfoDiv.style.left=n),e.dataTransfer.dropEffect=t,e.preventDefault(),!1}}onDragLeave(){this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv)}dropAction(e){const t=this.app.dragManager.draggable?.files;return t&&t[0]==this.file&&(t.shift(),this.app.dragManager.draggable.title=`${t.length} files`),["file","files"].includes(this.app.dragManager.draggable?.type)?"link":e.types?.includes("text/html")||e.types?.includes("text/plain")||e.types?.includes("Files")?"copy":void 0}}const EMBEDDABLE_SEMAPHORE_TIMEOUT=2e3,PREVENT_RELOAD_TIMEOUT=2e3,RE_TAIL=/^## Drawing\n.*```\n%%$(.*)/ms;var TextMode;!function(e){e.parsed="parsed",e.raw="raw"}(TextMode||(TextMode={}));const HIDE="excalidraw-hidden",SHOW="excalidraw-visible",addFiles=async(e,t,a)=>{if(!e||0===e.length||!t)return;const i=t.excalidrawAPI;if(!i)return;if(e=e.filter((e=>e&&e.size&&e.size.height>0&&e.size.width>0)),0===e.length)return;const n=scaleLoadedImage(t.getScene(),e);void 0===a&&(a=n.scene.appState.theme),e.filter((e=>"pdf"===t.excalidrawData.getFile(e.id)?.file?.extension)).forEach((e=>{n.scene.elements.filter((t=>"image"===t.type&&t.fileId===e.id&&(t.crop&&t.crop?.naturalWidth!==e.size.width||!t.customData?.pdfPageViewProps))).forEach((t=>{if(t.crop){n.dirty=!0;const a=e.size.width/t.crop.naturalWidth;t.crop={x:t.crop.x*a,y:t.crop.y*a,width:t.crop.width*a,height:t.crop.height*a,naturalWidth:e.size.width,naturalHeight:e.size.height}}t.customData?.pdfPageViewProps||(n.dirty=!0,addAppendUpdateCustomData(t,{pdfPageViewProps:e.pdfPageViewProps}))}))})),n.dirty&&t.updateScene({elements:n.scene.elements,appState:n.scene.appState,captureUpdate:CaptureUpdateAction.NEVER});for(const i of e)if(t.excalidrawData.hasFile(i.id)&&t.excalidrawData.getFile(i.id).setImage({imgBase64:i.dataURL,mimeType:i.mimeType,size:i.size,isDark:a,isSVGwithBitmap:i.hasSVGwithBitmap,pdfPageViewProps:i.pdfPageViewProps}),t.excalidrawData.hasEquation(i.id)){const e=t.excalidrawData.getEquation(i.id).latex;t.excalidrawData.setEquation(i.id,{latex:e,isLoaded:!0})}i.addFiles(e)},warningUnknowSeriousError=()=>{new obsidian_module.Notice(t$d("WARNING_SERIOUS_ERROR"),6e4)};let windowMigratedDisableZoomOnce=!1;class ExcalidrawView extends obsidian_module.TextFileView{dropManager;hoverPopover;freedrawLastActiveTimestamp=0;exportDialog;excalidrawData;excalidrawRoot;excalidrawAPI=null;excalidrawWrapperRef=null;toolsPanelRef=null;embeddableMenuRef=null;parentMoveObserver;linksAlwaysOpenInANewPane=!1;allowFrameButtonsInViewMode=!1;_hookServer;lastSaveTimestamp=0;lastLoadedFile=null;modifierKeyDown={shiftKey:!1,metaKey:!1,ctrlKey:!1,altKey:!1};currentPosition={x:0,y:0};canvasNodeFactory;embeddableRefs=new Map;embeddableLeafRefs=new Map;semaphores={warnAboutLinearElementLinkClick:!0,embeddableIsEditingSelf:!1,popoutUnload:!1,viewloaded:!1,viewunload:!1,scriptsReady:!1,justLoaded:!1,preventAutozoom:!1,autosaving:!1,dirty:null,preventReload:!1,isEditingText:!1,saving:!1,forceSaving:!1,hoverSleep:!1,wheelTimeout:null};_plugin;autosaveTimer=null;textMode=TextMode.raw;actionButtons={};compatibilityMode=!1;obsidianMenu;embeddableMenu;destroyers=[];isEditingTextResetTimer=null;preventReloadResetTimer=null;editingSelfResetTimer=null;colorChangeTimer=null;previousSceneVersion=0;previousBackgroundColor="";previousTheme="";selectedTextElement=null;selectedImageElement=null;selectedElementWithLink=null;blockOnMouseButtonDown=!1;doubleClickTimestamp=Date.now();hoverPoint={x:0,y:0};hoverPreviewTarget=null;viewModeEnabled=!1;lastMouseEvent=null;editingTextElementId=null;id=this.leaf.id;packages={react:null,reactDOM:null,excalidrawLib:null};constructor(e,t){super(e),this._plugin=t,this.excalidrawData=new ExcalidrawData(t,this),this.canvasNodeFactory=new CanvasNodeFactory(this),this.setHookServer(),this.dropManager=new DropManager(this)}get hookServer(){return this._hookServer}get plugin(){return this._plugin}get excalidrawContainer(){return this.excalidrawWrapperRef?.current?.firstElementChild}get ownerDocument(){return DEVICE.isMobile?document:this.containerEl.ownerDocument}get ownerWindow(){return this.ownerDocument.defaultView}get isInMainObsidianWorkspace(){return document===this.ownerDocument}setHookServer(e){this._hookServer=e||this._plugin.ea}getHookServer(){return this.hookServer??this.plugin.ea}preventAutozoom(){this.semaphores.preventAutozoom=!0,window.setTimeout((()=>{this.semaphores&&(this.semaphores.preventAutozoom=!1)}),1500)}saveExcalidraw(e){if(!e){if(!this.excalidrawAPI)return;e=this.getScene()}exportImageToFile(this,`${this.file.path.substring(0,this.file.path.lastIndexOf(".md"))}.excalidraw`,JSON.stringify(e,null,"\t"),".excalidraw")}async exportExcalidraw(e){this.excalidrawAPI&&this.file&&(DEVICE.isMobile?new Prompt(this.app,t$d("EXPORT_FILENAME_PROMPT"),this.file.basename,t$d("EXPORT_FILENAME_PROMPT_PLACEHOLDER")).openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidraw`;const t=splitFolderAndFilename(this.file.path).folderpath;await checkAndCreateFolder(t);const a=getNewUniqueFilepath(this.app.vault,e,t),i=await exportImageToFile(this,a,JSON.stringify(this.getScene(),null,"\t"),".excalidraw");new obsidian_module.Notice(`Exported to ${i?.name}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.getScene(e),null,"\t")),`${this.file.basename}.excalidraw`))}getViewExportTheme(e){if(e)return e;this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file));const t=this.exportDialog;return t?t.theme:getExportTheme(this.plugin,this.file,this.excalidrawAPI.getAppState().theme)}getViewExportEmbedScene(e){this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file));const t=this.exportDialog;return void 0===e?!!t&&t.embedScene:e}getViewExportPadding(e){if(void 0!==e)return e;this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file));const t=this.exportDialog;return t?t.padding:getExportPadding(this.plugin,this.file)}getViewExportScale(e){if(void 0!==e)return e;this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file));const t=this.exportDialog;return t?t.scale:getPNGScale(this.plugin,this.file)}getViewExportWithBackground(e){if(void 0!==e)return e;this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file));const t=this.exportDialog;return t?!t.transparent:getWithBackground(this.plugin,this.file)}async svg(e,t,a,i=!1){const n={withBackground:this.getViewExportWithBackground(),withTheme:!0,isMask:isMaskFile(this.plugin,this.file),skipInliningFonts:!i};return await getSVG({...e,appState:{...e.appState,theme:this.getViewExportTheme(t),exportEmbedScene:this.getViewExportEmbedScene(a)}},n,this.getViewExportPadding(),this.file)}async saveSVG(e){e||(e={});let{scene:t,embedScene:a,autoexportConfig:i}=e;if(!t){if(!this.excalidrawAPI)return!1;t=this.getScene()}const n=async(e,i)=>{const n=await this.svg(t,i,a,!0);if(!n)return;const r=n.outerHTML;await exportImageToFile(this,e,r,"dark"===i?".dark.svg":"light"===i?".light.svg":".svg")};(i?.theme?"both"===i.theme:this.plugin.settings.autoExportLightAndDark)?(await n(getIMGFilename(this.file.path,"dark.svg"),"dark"),await n(getIMGFilename(this.file.path,"light.svg"),"light")):await n(getIMGFilename(this.file.path,"svg"),i?.theme)}async exportSVG(e,t){if(!this.excalidrawAPI||!this.file)return;const a=await this.svg(this.getScene(t),void 0,e,!0);a&&exportSVG(a,this.file.basename)}async getSVG(e,t){if(!this.excalidrawAPI||!this.file)return;return await this.svg(this.getScene(t),void 0,e,!0)||void 0}async exportPDF(e,t="A4",a="portrait"){if(!this.excalidrawAPI||!this.file)return;const i=this.getScene(e),n=await this.svg(i,void 0,!1,!0);if(!n)return;const r=this.plugin.ea.getBoundingBox(i.elements),s=getMarginValue(this.exportDialog.margin),[o,l]=[r.width,r.height];exportToPDF({SVG:[n],scale:{zoom:this.exportDialog.scale,fitToPage:"MATCH IMAGE"===t||"HD Screen"===t?1:this.exportDialog.fitToPage},pageProps:{dimensions:getPageDimensions(t,a,{width:o,height:l}),backgroundColor:this.exportDialog.getPaperColor(),margin:s,alignment:this.exportDialog.alignment},filename:this.file.basename+".pdf"})}async png(e,t,a){const i={withBackground:this.getViewExportWithBackground(),withTheme:!0,isMask:isMaskFile(this.plugin,this.file)};return await getPNG({...e,appState:{...e.appState,theme:this.getViewExportTheme(t),exportEmbedScene:this.getViewExportEmbedScene(a)}},i,this.getViewExportPadding(),this.getViewExportScale())}async savePNG(e){e||(e={});let{scene:t,embedScene:a,autoexportConfig:i}=e;if(!t){if(!this.excalidrawAPI)return!1;t=this.getScene()}const n=async(e,i)=>{const n=await this.png(t,i,a);n&&await exportImageToFile(this,e,n,"dark"===i?".dark.png":"light"===i?".light.png":".png")};(i?.theme?"both"===i.theme:this.plugin.settings.autoExportLightAndDark)?(await n(getIMGFilename(this.file.path,"dark.png"),"dark"),await n(getIMGFilename(this.file.path,"light.png"),"light")):await n(getIMGFilename(this.file.path,"png"),i?.theme)}async exportPNGToClipboard(e,t){if(!this.excalidrawAPI||!this.file)return;const a=await this.png(this.getScene(t),void 0,e);a&&await exportPNGToClipboard(a)}async exportPNG(e,t){if(!this.excalidrawAPI||!this.file)return;const a=await this.png(this.getScene(t),void 0,e);a&&exportPNG(a,this.file.basename)}setPreventReload(){this.semaphores.preventReload=!0,this.preventReloadResetTimer=window.setTimeout((()=>this.semaphores.preventReload=!1),PREVENT_RELOAD_TIMEOUT)}clearPreventReloadTimer(){this.preventReloadResetTimer&&(window.clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null)}async setEmbeddableNodeIsEditing(){this.clearEmbeddableNodeIsEditingTimer(),this.semaphores.embeddableIsEditingSelf=!0,await this.forceSave(!0)}clearEmbeddableNodeIsEditingTimer(){this.editingSelfResetTimer&&(window.clearTimeout(this.editingSelfResetTimer),this.editingSelfResetTimer=null)}clearEmbeddableNodeIsEditing(){this.clearEmbeddableNodeIsEditingTimer(),this.editingSelfResetTimer=window.setTimeout((()=>this.semaphores.embeddableIsEditingSelf=!1),EMBEDDABLE_SEMAPHORE_TIMEOUT)}async save(e=!0,t=!1,a=!1){if(!this.isLoaded)return;if(!a&&this.semaphores.embeddableIsEditingSelf)return;if(this.semaphores.saving)return;this.semaphores.saving=!0;let i=!1;if(!(this.excalidrawAPI&&this.isLoaded&&this.file&&this.app.vault.getAbstractFileByPath(this.file.path)))return void(this.semaphores.saving=!1);const n=this.isDirty()||t;try{if(n){const a=this.getScene();if(this.compatibilityMode?await this.excalidrawData.syncElements(a):await this.excalidrawData.syncElements(a,this.excalidrawAPI.getAppState().selectedElementIds)&&!this.semaphores.popoutUnload&&await this.loadDrawing(!1,this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted))),this.clearDirty(),this.clearPreventReloadTimer(),this.semaphores.preventReload=e,await this.prepareGetViewData(),this.semaphores?.viewunload){await this.prepareGetViewData();const e=this.getViewData(),t=this.plugin,a=this.file;return window.setTimeout((async()=>{e&&await t.app.vault.modify(a,e)}),200),void(this.semaphores.saving=!1)}await super.save();const n=this.file.path,r=this.lastSavedData;a&&a.elements&&a.elements.length>0&&window.setTimeout((()=>imageCache.addBAKToCache(n,r)),50),i=this.lastSaveTimestamp===this.file.stat.mtime&&!e&&t,this.lastSaveTimestamp=this.file.stat.mtime,e&&this.setPreventReload()}if(!i&&!this.semaphores.autosaving&&(!this.semaphores.viewunload||this.semaphores.popoutUnload)){const e=this.excalidrawData.autoexportPreference;let t={svg:e===AutoexportPreference.inherit&&this.plugin.settings.autoexportSVG||e===AutoexportPreference.both||e===AutoexportPreference.svg,png:e===AutoexportPreference.inherit&&this.plugin.settings.autoexportPNG||e===AutoexportPreference.both||e===AutoexportPreference.png,excalidraw:!this.compatibilityMode&&this.plugin.settings.autoexportExcalidraw,theme:this.plugin.settings.autoExportLightAndDark?"both":this.getViewExportTheme()};if(this.getHookServer().onTriggerAutoexportHook)try{t=this.getHookServer().onTriggerAutoexportHook({excalidrawFile:this.file,autoexportConfig:t})??t}catch(e){errorlog({where:"ExcalidrawView.save",fn:this.getHookServer().onTriggerAutoexportHook,error:e})}t.svg&&this.saveSVG({autoexportConfig:t}),t.png&&this.savePNG({autoexportConfig:t}),t.excalidraw&&this.saveExcalidraw()}}catch(e){errorlog({where:"ExcalidrawView.save",fn:this.save,error:e}),warningUnknowSeriousError()}this.semaphores.saving=!1,i&&this.reload(!0,this.file),this.resetAutosaveTimer()}viewSaveData="";async prepareGetViewData(){if(!this.excalidrawAPI||!this.excalidrawData.loaded)return void(this.viewSaveData=this.data);const e=this.getScene();if(e){if(!this.compatibilityMode){const e=this.exportDialog?.dirty&&this.exportDialog?.saveSettings?[[FRONTMATTER_KEYS["export-padding"].name,this.exportDialog.padding.toString()],[FRONTMATTER_KEYS["export-pngscale"].name,this.exportDialog.scale.toString()],[FRONTMATTER_KEYS["export-dark"].name,"dark"===this.exportDialog.theme?"true":"false"],[FRONTMATTER_KEYS["export-transparent"].name,this.exportDialog.transparent?"true":"false"],[FRONTMATTER_KEYS.plugin.name,this.textMode===TextMode.raw?"raw":"parsed"],[FRONTMATTER_KEYS["export-embed-scene"].name,this.exportDialog.embedScene?"true":"false"]]:[[FRONTMATTER_KEYS.plugin.name,this.textMode===TextMode.raw?"raw":"parsed"]];this.exportDialog?.dirty&&(this.exportDialog.dirty=!1);const t=getExcalidrawMarkdownHeaderSection(this.data,e),a=this.plugin.settings.zoteroCompatibility?RE_TAIL.exec(this.data)?.[1]??"":"";this.excalidrawData.disableCompression||(this.excalidrawData.disableCompression=this.plugin.settings.decompressForMDView&&this.isEditedAsMarkdownInOtherView());const i=IS_WORKER_SUPPORTED?t+await this.excalidrawData.generateMDAsync(this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted)))+a:t+this.excalidrawData.generateMDSync(this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted)))+a;return this.excalidrawData.disableCompression=!1,void(this.viewSaveData=i)}this.compatibilityMode?this.viewSaveData=JSON.stringify(e,null,"\t"):this.viewSaveData=this.data}else this.viewSaveData=this.data}getViewData(){return this.viewSaveData??this.data}hiddenMobileLeaves=[];restoreMobileLeaves(){this.hiddenMobileLeaves.length>0&&(this.hiddenMobileLeaves.forEach((e=>{e[0].containerEl.style.display=e[1]})),this.hiddenMobileLeaves=[])}async openLaTeXEditor(e){await this.excalidrawData.syncElements(this.getScene())&&await this.forceSave(!0);const t=this.getViewElements().find((t=>t.id===e&&"image"===t.type));if(!t)return;const a=t.fileId;let i=this.excalidrawData.getEquation(a)?.latex;(i||(await this.save(!1),i=this.excalidrawData.getEquation(a)?.latex,i))&&GenericInputPrompt.Prompt(this,this.plugin,this.app,t$d("ENTER_LATEX"),void 0,i,void 0,3).then((async e=>{e&&e!==i&&(this.excalidrawData.setEquation(a,{latex:e,isLoaded:!1}),await this.save(!1),await updateEquation(e,a,this,addFiles),this.setDirty(1))}))}async openEmbeddedLinkEditor(e){const t=this.getViewElements().find((t=>t.id===e&&"image"===t.type));if(!t)return;const a=t.fileId,i=this.excalidrawData.getFile(a);if(i)if(i.isHyperLink||i.isLocalLink||!i.file);else{const e=async e=>{if(!e||i.linkParts.original===e)return;const n=Boolean(i.linkParts.original.endsWith("|100%")),r=Boolean(e.endsWith("|100%"));if(i.resetImage(this.file.path,e),this.excalidrawData.setFile(a,i),this.setDirty(2),n!==r&&await toggleImageAnchoring(t,this,r,i),await this.save(!1),await sleep(100),!this.plugin.isExcalidrawFile(i.file)&&!e.endsWith("|100%")){const e=getEA(this);let a=this.getViewElements().find((e=>e.id===t.id));if(!a)return void e.destroy();a&&await e.resetImageAspectRatio(a)&&await e.addElementsToView(!1),e.destroy()}};GenericInputPrompt.Prompt(this,this.plugin,this.app,t$d("MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT_TITLE"),void 0,i.linkParts.original,[{caption:"✅",action:e=>{e.replaceAll("\n","").trim()}}],3,!1,(e=>e.createEl("p",{text:fragWithHTML(t$d("MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT"))})),!1).then(e.bind(this),(()=>{}))}}toggleDisableBinding(){const e=!this.excalidrawAPI.getAppState().invertBindingBehaviour;this.updateScene({appState:{invertBindingBehaviour:e},captureUpdate:CaptureUpdateAction.NEVER}),new obsidian_module.Notice(t$d(e?"ARROW_BINDING_INVERSE_MODE":"ARROW_BINDING_NORMAL_MODE"))}toggleFrameRendering(){const e=this.excalidrawAPI.getAppState().frameRendering;this.updateScene({appState:{frameRendering:{...e,enabled:!e.enabled}},captureUpdate:CaptureUpdateAction.NEVER}),new obsidian_module.Notice(e.enabled?t$d("FRAME_CLIPPING_ENABLED"):t$d("FRAME_CLIPPING_DISABLED"))}toggleFrameClipping(){const e=this.excalidrawAPI.getAppState().frameRendering;this.updateScene({appState:{frameRendering:{...e,clip:!e.clip}},captureUpdate:CaptureUpdateAction.NEVER}),new obsidian_module.Notice(e.clip?"Frame Clipping: Enabled":"Frame Clipping: Disabled")}gotoFullscreen(){this.plugin.leafChangeTimeout&&(window.clearTimeout(this.plugin.leafChangeTimeout),this.plugin.clearLeafChangeTimeout()),this.excalidrawWrapperRef&&(this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!0),(e=>{let t=e;for(;t&&!t.hasClass("workspace-split");)e.addClass(SHOW),t=(e=t).parentElement;e&&(e.addClass(SHOW),e.querySelectorAll(`div.workspace-split:not(.${SHOW})`).forEach((t=>{t!==e&&t.addClass(SHOW)})),e.querySelector(`div.workspace-leaf-content.${SHOW} > .view-header`).addClass(SHOW),e.querySelectorAll(`div.workspace-tab-container.${SHOW} > div.workspace-leaf:not(.${SHOW})`).forEach((e=>e.addClass(SHOW))),e.querySelectorAll(`div.workspace-tabs.${SHOW} > div.workspace-tab-header-container`).forEach((e=>e.addClass(SHOW))),e.querySelectorAll(`div.workspace-split.${SHOW} > div.workspace-tabs:not(.${SHOW})`).forEach((e=>e.addClass(SHOW))));const a=this.ownerDocument;a.body.querySelectorAll(`div.workspace-split:not(.${SHOW})`).forEach((e=>{e!==t?e.addClass(HIDE):e.addClass(SHOW)})),a.body.querySelector(`div.workspace-leaf-content.${SHOW} > .view-header`).addClass(HIDE),a.body.querySelectorAll(`div.workspace-tab-container.${SHOW} > div.workspace-leaf:not(.${SHOW})`).forEach((e=>e.addClass(HIDE))),a.body.querySelectorAll(`div.workspace-tabs.${SHOW} > div.workspace-tab-header-container`).forEach((e=>e.addClass(HIDE))),a.body.querySelectorAll(`div.workspace-split.${SHOW} > div.workspace-tabs:not(.${SHOW})`).forEach((e=>e.addClass(HIDE))),a.body.querySelectorAll("div.workspace-ribbon").forEach((e=>e.addClass(HIDE))),a.body.querySelectorAll("div.mobile-navbar").forEach((e=>e.addClass(HIDE))),a.body.querySelectorAll("div.status-bar").forEach((e=>e.addClass(HIDE))),a.body.querySelectorAll("div.titlebar").forEach((e=>e.addClass(HIDE)))})(this.contentEl))}isFullscreen(){return Boolean(this.ownerDocument.body.querySelector(".excalidraw-hidden"))}exitFullscreen(){this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!1);const e=this.ownerDocument;e.querySelectorAll(".excalidraw-hidden").forEach((e=>e.removeClass(HIDE))),e.querySelectorAll(".excalidraw-visible").forEach((e=>e.removeClass(SHOW)))}removeLinkTooltip(){const e=this.ownerDocument.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");e&&e.classList.remove("excalidraw-tooltip--visible")}handleLinkHookCall(e,t,a){if(this.getHookServer().onLinkClickHook)try{if(!this.getHookServer().onLinkClickHook(e,t,a,this,this.getHookServer()))return!0}catch(e){errorlog({where:"ExcalidrawView.onLinkOpen",fn:this.getHookServer().onLinkClickHook,error:e})}return!1}getLinkTextForElement(e,t,a=!1){if(e?.id||t?.id){let i=e.id?this.excalidrawAPI.getSceneElements().find((t=>t.id===e.id)):null,n=t.id?this.excalidrawAPI.getSceneElements().find((e=>e.id===t.id)):null;if(!Boolean(i)&&"text"===n?.type){const e=getContainerElement(n,arrayToMap(this.excalidrawAPI.getSceneElements()));if("arrow"===e?.type){const e=getTextElementAtPointer(this.currentPosition,this);e?.id===n.id&&(i=n,n=null)}}if(!a&&["arrow","line"].includes(n?.type))return{linkText:n.link,selectedElement:n,isLinearElement:!0};if(!i&&"text"===n?.type)if(a)i=n,n=null;else{const e=getContainerElement(n,arrayToMap(this.excalidrawAPI.getSceneElements()));if("arrow"===e?.type)return{linkText:this.processLinkText(n.rawText,n,e,!1).linkText,selectedElement:e,isLinearElement:!0};i=n,n=null}let r=t?.text??(this.textMode===TextMode.parsed?this.excalidrawData.getRawText(e.id):e.text);return{...this.processLinkText(r,i,n),isLinearElement:!1}}return{linkText:null,selectedElement:null,isLinearElement:!1}}processLinkText(e,t,a,i=!0){if(!e)return{linkText:null,selectedElement:null};if(e.startsWith("#"))return{linkText:e,selectedElement:t??a};const n=parseObsidianLink(e,this.app,i);"string"==typeof n&&(e=n);const r=REGEX_LINK.getResList(e);if(!e||0===r.length){if(t?.containerId){const n=_getContainerElement(t,{elements:this.excalidrawAPI.getSceneElements()});if(n){if(e=n.link,e?.startsWith("#"))return{linkText:e,selectedElement:t??a};const r=parseObsidianLink(e,this.app,i);"string"==typeof r&&(e=r)}}e&&0!==r.length||(e=t?.link)}return{linkText:e,selectedElement:t??a}}async linkClick(e,t,a,i,n,r=!1){t||(t={id:null,text:null}),a||(a={id:null,fileId:null}),i||(i={id:null,text:null}),e||n||(n=emulateKeysForLinkClick("new-tab")),e&&!n&&(n={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,metaKey:e.metaKey,altKey:e.altKey});const s=linkClickModifierType(n);let o=null,l=null,{linkText:c,selectedElement:d,isLinearElement:h}=this.getLinkTextForElement(t,i,r);if(d){if(!r&&c&&h)return void(this.semaphores.warnAboutLinearElementLinkClick&&(new obsidian_module.Notice(t$d("LINEAR_ELEMENT_LINK_CLICK_ERROR"),2e4),this.semaphores.warnAboutLinearElementLinkClick=!1));if(!c)return;if(c=c.replaceAll("\n",""),this.handleLinkHookCall(d,c,e))return;if(openExternalLink(c,this.app))return;const t=parseObsidianLink(c,this.app);if("boolean"==typeof t&&t)return;"string"==typeof t&&(c=t);const a=await linkPrompt(c,this.app,this);if(!a)return;[o,c,l]=a}if(a?.id){const e=this.getScene().elements.find((e=>e.id===a.id));if(this.excalidrawData.hasEquation(a.fileId))return this.updateScene({appState:{contextMenu:null}}),void this.openLaTeXEditor(a.id);if(this.excalidrawData.hasMermaid(a.fileId)||getMermaidText(e))return void(shouldRenderMermaid&&this.excalidrawAPI.updateScene({appState:{openDialog:{name:"ttd",tab:"mermaid"}},captureUpdate:CaptureUpdateAction.NEVER}));if(await this.save(!1),this.excalidrawData.hasFile(a.fileId)){const t=a.fileId,i=this.excalidrawData.getFile(t);if(!i.isHyperLink&&!i.isLocalLink&&i.file&&"md-properties"===s)return this.updateScene({appState:{contextMenu:null}}),void this.openEmbeddedLinkEditor(a.id);let n=" ";const r=this.app.metadataCache?.getBacklinksForFile(i.file)?.data,d=new Set;r&&this.plugin.settings.showSecondOrderLinks&&(n+=Object.keys(r).filter((e=>e!==this.file.path&&e!==i.file.path)).map((e=>{const t=splitFolderAndFilename(e);return d.has(e)?"":(d.add(e),`[[${e}|${t$d("LINKLIST_SECOND_ORDER_LINK")}: ${t.basename}]]`)})).join(" ")),this.plugin.settings.showSecondOrderLinks&&this.plugin.isExcalidrawFile(i.file)&&(n+=getExcalidrawFileForwardLinks(this.app,i.file,d));const h=(i.isHyperLink||i.isLocalLink?`[](${i.hyperlink}) `:`[[${i.linkParts.original}]] `)+(e.link?e.link.match(/$cmd:\/\/.*/)||e.link.match(REG_LINKINDEX_HYPERLINK)?`[](${e.link})`:e.link:""),p=await linkPrompt(h+n,this.app,this);if(!p)return;[o,c,l]=p}}if(!c){if(r)return;return void new obsidian_module.Notice(t$d("LINK_BUTTON_CLICK_NO_TEXT"),2e4)}const p=a.id??t.id??i.id,u=this.excalidrawAPI.getSceneElements().filter((e=>e.id===p))[0];if(!this.handleLinkHookCall(u,c,e))try{if("active-pane"!==s&&this.isFullscreen()&&this.exitFullscreen(),!o)return void new NewFileActions({plugin:this.plugin,path:c,keys:n,view:this,sourceElement:u}).open();this.linksAlwaysOpenInANewPane&&!anyModifierKeysPressed(n)&&(n=emulateKeysForLinkClick("new-pane"));try{const e=this.app.plugins.plugins["drawio-obsidian"];if(e&&e._loaded&&"svg"===o.extension){const e=await this.app.vault.cachedRead(o);if(/(&lt;|\<)(mxfile|mxgraph)/i.test(e))return void getLeaf(this.plugin,this.leaf,n).setViewState({type:"diagram-edit",state:{file:o.path}})}}catch(e){console.error(e)}await this.forceSaveIfRequired();const{promise:e}=openLeaf({plugin:this.plugin,fnGetLeaf:()=>getLeaf(this.plugin,this.leaf,n),file:o,openState:{active:!this.linksAlwaysOpenInANewPane,...l?{eState:{subpath:l}}:{}}});await e}catch(e){new obsidian_module.Notice(e,4e3)}}async handleLinkClick(e,t=!1){this.removeLinkTooltip();const a=this.getSelectedTextElement(),i=a?.id?null:this.getSelectedImageElement(),n=i?.id||a?.id?null:this.getSelectedElementWithLink();this.linkClick(e instanceof MouseEvent?e:null,a,i,n,e instanceof MouseEvent?null:e,t)}onResize(){if(super.onResize(),this.plugin.leafChangeTimeout)return;const e=this.excalidrawAPI;this.plugin.settings.zoomToFitOnResize&&this.excalidrawAPI&&!this.semaphores.isEditingText&&e&&(e.getAppState()?.editingTextElement||this.zoomToFit(!1))}excalidrawGetSceneVersion;getSceneVersion(e){return this.excalidrawGetSceneVersion||(this.excalidrawGetSceneVersion=this.packages.excalidrawLib.getSceneVersion),this.excalidrawGetSceneVersion(e.filter((e=>!e.isDeleted)))}async forceSave(e=!1){this.semaphores.autosaving||this.semaphores.saving?e||new obsidian_module.Notice(t$d("FORCE_SAVE_ABORTED")):(this.preventReloadResetTimer&&(window.clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null),this.semaphores.preventReload=!1,this.semaphores.forceSaving=!0,await this.save(!1,!0,!0),this.plugin.triggerEmbedUpdates(),this.loadSceneFiles(),this.semaphores.forceSaving=!1,e||new obsidian_module.Notice("Save successful",1e3))}onload(){this.plugin.settings.overrideObsidianFontSize&&(document.documentElement.style.fontSize="");const e=Boolean(void 0===this.containerEl.onWindowMigrated);this.packages=this.plugin.getPackage(this.ownerWindow),DEVICE.isDesktop&&!e&&(this.ownerWindow!==window&&this.plugin.initializeFonts(),this.destroyers.push(this.containerEl.onWindowMigrated((async()=>{const e=this.file,t=this.leaf;await closeLeafView(t),windowMigratedDisableZoomOnce=!0,t.setViewState({type:VIEW_TYPE_EXCALIDRAW,state:{file:e.path}})})))),this.semaphores.scriptsReady=!0,this.registerDomEvent(this.containerEl,"wheel",(e=>{this.semaphores.wheelTimeout&&window.clearTimeout(this.semaphores.wheelTimeout),this.semaphores.hoverSleep&&this.excalidrawAPI&&this.clearHoverPreview(),this.semaphores.wheelTimeout=window.setTimeout((()=>{window.clearTimeout(this.semaphores.wheelTimeout),this.semaphores.wheelTimeout=null}),1e3)}),{passive:!1}),this.actionButtons.scriptInstall=this.addAction(SCRIPTENGINE_ICON_NAME,t$d("INSTALL_SCRIPT_BUTTON"),(()=>{new ScriptInstallPrompt(this.plugin).open()})),this.actionButtons.save=this.addAction(DISK_ICON_NAME,t$d("FORCE_SAVE"),(async()=>this.forceSave())),this.actionButtons.isRaw=this.addAction(TEXT_DISPLAY_RAW_ICON_NAME,t$d("RAW"),(()=>this.changeTextMode(TextMode.parsed))),this.actionButtons.link=this.addAction("link",t$d("OPEN_LINK"),(e=>this.handleLinkClick(e))),this.registerDomEvent(this.ownerWindow,"resize",this.onExcalidrawResize.bind(this)),this.app.workspace.onLayoutReady((async()=>{if(!this.plugin)return;await this.plugin.awaitInit();let e=0;for(;e++<50&&(!Boolean(this?.plugin?.activeLeafChangeEventHandler)||!Boolean(this.canvasNodeFactory));)if(await sleep(50),!this?.plugin)return;Boolean(this?.plugin?.activeLeafChangeEventHandler)&&(Boolean(this.plugin.activeLeafChangeEventHandler)&&this?.app?.workspace?.activeLeaf===this.leaf&&this.plugin.activeLeafChangeEventHandler(this.leaf),await this.canvasNodeFactory.initialize(),this.contentEl.addClass("excalidraw-view"),await this.addSlidingPanesListner(),this.addParentMoveObserver(),this.registerDomEvent(this.ownerWindow,"keydown",(e=>{this.modifierKeyDown={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,altKey:e.altKey,metaKey:e.metaKey}}),!1),this.registerDomEvent(this.ownerWindow,"keyup",(e=>{this.modifierKeyDown={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,altKey:e.altKey,metaKey:e.metaKey}}),!1),this.registerDomEvent(this.ownerWindow,"blur",(()=>{if(!this.excalidrawAPI||!this.excalidrawData.loaded||!this.isDirty())return;const e=this.excalidrawAPI.getAppState();"image"!==e.activeTool.type&&"active"!==e.activeEmbeddable?.state&&this.forceSave(!0)}),!1),this.semaphores.viewloaded=!0)})),this.setupAutosaveTimer(),super.onload()}slidingPanesListner;async addSlidingPanesListner(){if(!this.plugin.settings.slidingPanesSupport)return;this.slidingPanesListner=()=>{this.excalidrawAPI&&this.refreshCanvasOffset()};let e=this.app.workspace.rootSplit;for(;!e;)await sleep(50),e=this.app.workspace.rootSplit;this.registerDomEvent(e.containerEl,"scroll",this.slidingPanesListner)}removeSlidingPanesListner(){this.slidingPanesListner&&(this.app.workspace.rootSplit.containerEl?.removeEventListener("scroll",this.slidingPanesListner),this.slidingPanesListner=null)}offsetLeft=0;offsetTop=0;addParentMoveObserver(){const e=getParentOfClass(this.containerEl,"popover")??getParentOfClass(this.containerEl,"workspace-leaf");if(!e)return;const t=e.classList.contains("popover");this.offsetLeft=e.offsetLeft,this.offsetTop=e.offsetTop;const a=async e=>{const t=e[0].target;if(!(t instanceof HTMLElement))return;const{offsetLeft:a,offsetTop:i}=t;a===this.offsetLeft&&i===this.offsetTop||(this.excalidrawAPI&&this.refreshCanvasOffset(),this.offsetLeft=a,this.offsetTop=i)};this.parentMoveObserver=DEBUGGING?new CustomMutationObserver(a,"parentMoveObserver"):new MutationObserver(a),this.parentMoveObserver.observe(e,{attributeOldValue:!0,attributeFilter:t?["data-x","data-y"]:["class","style"]})}removeParentMoveObserver(){this.parentMoveObserver&&(this.parentMoveObserver.disconnect(),this.parentMoveObserver=null)}setTheme(e){const t=this.excalidrawAPI;if(!t)return;if(this.file&&hasExportTheme(this.plugin,this.file))return;const a=t.getAppState();this.excalidrawData.scene.theme=e,this.updateScene({appState:{...a,theme:e},captureUpdate:CaptureUpdateAction.NEVER})}prevTextMode;blockTextModeChange=!1;async changeTextMode(e,t=!0){if(this.compatibilityMode)return;if(this.blockTextModeChange)return;this.blockTextModeChange=!0,this.textMode=e,e===TextMode.parsed?this.actionButtons.isRaw.hide():this.actionButtons.isRaw.show(),this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setPreviewMode(e===TextMode.parsed);const a=this.excalidrawAPI;a&&t&&(await this.save(),this.preventAutozoom(),await this.excalidrawData.loadData(this.data,this.file,this.textMode),this.excalidrawData.scene.appState.theme=a.getAppState().theme,await this.loadDrawing(!1),a.history.clear()),this.prevTextMode=this.textMode,this.blockTextModeChange=!1}autosaveFunction;get autosaveInterval(){return DEVICE.isMobile?this.plugin.settings.autosaveIntervalMobile:this.plugin.settings.autosaveIntervalDesktop}setupAutosaveTimer(){const e=async()=>{if(!this.isLoaded)return void(this.autosaveTimer=window.setTimeout(e,this.autosaveInterval));const t=this.excalidrawAPI;if(!t)return void warningUnknowSeriousError();const a=t.getAppState(),i="freedraw"===a.activeTool?.type&&this.freedrawLastActiveTimestamp>Date.now()-2e3,n=null!==a.editingTextElement,r=null!==a.newElement;this.refreshCanvasOffset(),!this.isDirty()||!this.plugin.settings.autosave||this.semaphores.forceSaving||this.semaphores.autosaving||this.semaphores.embeddableIsEditingSelf||i||n||r?this.autosaveTimer=window.setTimeout(e,this.plugin.activeExcalidrawView===this&&this.semaphores.dirty&&this.plugin.settings.autosave?1e3:this.autosaveInterval):(this.autosaveTimer=null,this.excalidrawAPI&&(this.semaphores.autosaving=!0,this.save().then((()=>this.semaphores.autosaving=!1))),this.autosaveTimer=window.setTimeout(e,this.autosaveInterval))};this.autosaveFunction=e,this.resetAutosaveTimer()}resetAutosaveTimer(){this.autosaveFunction&&(this.autosaveTimer&&(window.clearTimeout(this.autosaveTimer),this.autosaveTimer=null),this.autosaveTimer=window.setTimeout(this.autosaveFunction,this.autosaveInterval))}unload(){super.unload()}async onUnloadFile(e){let t=0;for(;this.semaphores.saving&&t++<200;)await sleep(50),15===t++&&new obsidian_module.Notice(t$d("SAVE_IS_TAKING_LONG")),80===t&&new obsidian_module.Notice(t$d("SAVE_IS_TAKING_VERY_LONG"));t>=200?new obsidian_module.Notice("Unknown error, save is taking too long"):await this.forceSaveIfRequired()}async forceSaveIfRequired(){let e=0,t=!1;for(;this.semaphores.saving&&e++<200;)t=!0,await sleep(40);if(this.excalidrawAPI&&(this.checkSceneVersion(this.excalidrawAPI.getSceneElements()),this.isDirty())){const e=this.file?.path,a=this.plugin;window.setTimeout((()=>{a.triggerEmbedUpdates(e)}),400),t=!0,await this.save(!0,!0,!0)}return t}async onClose(){if(!this.dropManager)return;if(!this.file)return;this.exitFullscreen(),await this.forceSaveIfRequired(),this.excalidrawRoot&&(this.excalidrawRoot.unmount(),this.excalidrawRoot=null),this.clearPreventReloadTimer(),this.clearEmbeddableNodeIsEditingTimer(),this.plugin.scriptEngine?.removeViewEAs(this),this.excalidrawAPI=null,this.dropManager.destroy(),this.dropManager=null,this.canvasNodeFactory&&this.canvasNodeFactory.destroy(),this.canvasNodeFactory=null,this.embeddableLeafRefs.clear(),this.embeddableRefs.clear(),Object.values(this.actionButtons).forEach((e=>e.remove())),this.actionButtons={},this.excalidrawData&&(this.excalidrawData.destroy(),this.excalidrawData=null),this.exportDialog&&(this.exportDialog.destroy(),this.exportDialog=null),this.hoverPreviewTarget=null,this.plugin.ea?.targetView===this&&(this.plugin.ea.targetView=null),this._hookServer?.targetView===this&&(this._hookServer.targetView=null),this._hookServer=null,this.containerEl.onWindowMigrated=null,this.packages={react:null,reactDOM:null,excalidrawLib:null};let e=0;this.app.workspace.iterateAllLeaves((t=>{t!==this.leaf&&t.containerEl?.ownerDocument.defaultView===this.ownerWindow&&e++})),0===e&&this.plugin.deletePackage(this.ownerWindow),this.lastMouseEvent=null,this.requestSave=null,this.leaf.tabHeaderInnerTitleEl.style.color="",await super.onClose(),tmpBruteForceCleanup(this)}onunload(){if(super.onunload(),this.destroyers.forEach((e=>e())),this.restoreMobileLeaves(),this.semaphores.viewunload=!0,this.semaphores.popoutUnload=this.ownerDocument!==document&&0===this.ownerDocument.body.querySelectorAll(".workspace-tab-header").length,this.getHookServer().onViewUnloadHook)try{this.getHookServer().onViewUnloadHook(this)}catch(e){errorlog({where:"ExcalidrawView.onunload",fn:this.getHookServer().onViewUnloadHook,error:e})}const e=this.containerEl?.ownerDocument?.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");e&&this.containerEl?.ownerDocument?.body.removeChild(e),this.removeParentMoveObserver(),this.removeSlidingPanesListner(),this.autosaveTimer&&(window.clearInterval(this.autosaveTimer),this.autosaveTimer=null),this.autosaveFunction=null}async reload(e=!1,t){const a=t&&t===this.file;if(this.semaphores.embeddableIsEditingSelf)return this.editingSelfResetTimer&&(this.clearEmbeddableNodeIsEditingTimer(),this.semaphores.embeddableIsEditingSelf=!1),void(a&&(this.data=await this.app.vault.read(this.file)));if(this.semaphores.preventReload)return void(this.semaphores.preventReload=!1);if(this.semaphores.saving)return;if(this.lastLoadedFile=null,this.actionButtons.save.querySelector("svg").removeClass("excalidraw-dirty"),this.compatibilityMode)return void this.clearDirty();const i=this.excalidrawAPI;this.file&&i&&(a&&(this.data=await this.app.vault.read(t),this.preventAutozoom()),e?await this.excalidrawData.loadData(this.data,this.file,this.textMode):await this.excalidrawData.setTextMode(this.textMode),this.excalidrawData.scene.appState.theme=i.getAppState().theme,await this.loadDrawing(a,void 0,!0),this.clearDirty())}async zoomToElementId(e,t){let a=0;for(;!this.excalidrawAPI&&a++<100;)await sleep(50);const i=this.excalidrawAPI;if(!i)return;const n=i.getSceneElements();let r=n.filter((t=>t.id===e));if(0===r.length){const t=getFrameBasedOnFrameNameOrId(e,n);if(!t)return;r=[t]}if(t){const e=this.plugin.ea.getElementsInTheSameGroupWithElement(r[0],n);e.length>0&&(r=e)}this.preventAutozoom(),this.zoomToElements(!i.getAppState().viewModeEnabled,r)}setEphemeralState(e){if(!e)return;if("all"===e.rename)return void this.app.fileManager.promptForFileRename(this.file);let t=null;e.match&&e.match.content&&e.match.matches&&e.match.matches.length>=1&&2===e.match.matches[0].length&&(t=[e.match.content.substring(e.match.matches[0][0],e.match.matches[0][1])]);const a=async()=>{let e=0;for(;(this.semaphores.justLoaded||!this.isLoaded||!this.excalidrawAPI||this.excalidrawAPI?.getAppState()?.isLoading)&&e++<100;)await sleep(50)},i=getEmbeddedFilenameParts(e.subpath&&e.subpath.startsWith("#^group")&&!e.subpath.startsWith("#^group=")?"#^group="+e.subpath.substring(7):e.subpath&&e.subpath.startsWith("#^area")&&!e.subpath.startsWith("#^area=")?"#^area="+e.subpath.substring(6):e.subpath);i.hasBlockref&&window.setTimeout((async()=>{if(await a(),i.blockref&&!i.hasGroupref&&!this.getScene()?.elements.find((e=>e.id===i.blockref))){const t=cleanSectionHeading(i.blockref).replaceAll(" ","");if((await this.getBackOfTheNoteBlocks()).includes(t))return void this.setMarkdownView(e)}window.setTimeout((()=>this.zoomToElementId(i.blockref,i.hasGroupref)))})),i.hasSectionref?t=[`# ${i.sectionref}`]:e.line&&e.line>0&&(t=[this.data.split("\n")[e.line]]),t&&t.length>0&&(1!==t.length||0!==t[0].length)&&window.setTimeout((async()=>{await a();const n=this.excalidrawAPI;if(!n)return;if(n.getAppState().isLoading)return;const r=n.getSceneElements();if(1===t.length){const e=t[0].match(/ \^([^ ]+)$/)?.[1]??t[0].match(/^([^ :]+): \[\[[^\]]+]]$/)?.[1];if(e&&r.find((t=>t.id===e)))return this.preventAutozoom(),void window.setTimeout((()=>this.zoomToElements(!n.getAppState().viewModeEnabled,[r.find((t=>t.id===e))])))}if(1===t.length&&t[0].startsWith("[")){let e=REGEX_LINK.getResList(t[0])[0];if(e){const t=REGEX_LINK.getLink(e);if(t){const e=this.plugin.app.metadataCache.getFirstLinkpathDest(t,this.file.path);if(e){let t=[];if(this.excalidrawData.files.forEach(((a,i)=>{a.file?.path===e.path&&t.push(i)})),t.length>0){const e=r.filter((e=>"image"===e.type&&t.includes(e.fileId)));if(e.length>0)return this.preventAutozoom(),void window.setTimeout((()=>this.zoomToElements(!n.getAppState().viewModeEnabled,e)))}}}}}if(!this.selectElementsMatchingQuery(r,t,!n.getAppState().viewModeEnabled,i.hasSectionref,i.hasGroupref)){const a=cleanSectionHeading(t[0]);if((await this.getBackOfTheNoteSections()).includes(a)||this.data.includes(t[0]))return void this.setMarkdownView(e)}}))}clear(){this.semaphores.warnAboutLinearElementLinkClick=!0,this.viewSaveData="",this.canvasNodeFactory.purgeNodes(),this.embeddableRefs.clear(),this.embeddableLeafRefs.clear(),delete this.exportDialog;const e=this.excalidrawAPI;e&&(this.activeLoader&&(this.activeLoader.terminate=!0,this.activeLoader=null),this.nextLoader=null,e.resetScene(),this.previousSceneVersion=0)}isLoaded=!1;async setViewData(e,t=!1){if(await this.plugin.awaitInit(),this.lastLoadedFile!==this.file&&(this.isLoaded=!1,this.file)){if(this.plugin.settings.compareManifestToPluginVersion&&checkVersionMismatch(this.plugin),this.plugin.settings.showNewVersionNotification&&checkExcalidrawVersion(),isMaskFile(this.plugin,this.file)){const e=new obsidian_module.Notice(t$d("MASK_FILE_NOTICE"),5e3);let t;this.registerDomEvent(e.noticeEl,"pointerdown",(e=>{t=window.setTimeout((()=>{window.open("https://youtu.be/uHFd0XoHRxE")}),1e3)})),this.registerDomEvent(e.noticeEl,"pointerup",(e=>{window.clearTimeout(t)}))}t&&this.clear(),this.lastSaveTimestamp=this.file.stat.mtime,this.lastLoadedFile=this.file,e=this.data=e.replaceAll("\r\n","\n").replaceAll("\r","\n"),this.app.workspace.onLayoutReady((async()=>{if(!this?.app)return;await this.plugin.awaitInit();let t=0;for(;(!this.semaphores.viewloaded||!this.file||!this.plugin.fourthFontLoaded)&&t++<50;)await sleep(50);if(!this.file)return;if(this.compatibilityMode="excalidraw"===this.file.extension,await this.plugin.loadSettings(),this.compatibilityMode)this.plugin.enableLegacyFilePopoverObserver(),this.actionButtons.isRaw.hide(),this.actionButtons.isParsed.hide(),this.actionButtons.link.hide(),this.textMode=TextMode.raw,await this.excalidrawData.loadLegacyData(e,this.file),this.plugin.settings.compatibilityMode||new obsidian_module.Notice(t$d("COMPATIBILITY_MODE"),4e3),this.excalidrawData.disableCompression=!0;else{this.actionButtons.link.show(),this.excalidrawData.disableCompression=!1;const t=getTextMode(e);this.changeTextMode(t,!1);try{if(!await this.excalidrawData.loadData(e,this.file,this.textMode))return}catch(e){if(errorlog({where:"ExcalidrawView.setViewData",error:e}),e.message===ERROR_IFRAME_CONVERSION_CANCELED)return void this.setMarkdownView();const t=this.file,a=this.plugin,i=this.leaf;return(async()=>{let n=!0,r=0;const s=Date.now();for(;!imageCache.isReady()&&n;){const e=`You've been now waiting for <b>${Math.round((Date.now()-s)/1e3)}</b> seconds. `;imageCache.initializationNotice=!0;const t=new MultiOptionConfirmationPrompt(a,`${r>0?r%4==0?e+"The CACHE is still loading.<br><br>":r%4==1?e+"Watch the top right corner for the notification.<br><br>":r%4==2?e+"I really, really hope the backup will work for you! <br><br>":e+"I am sorry, it is taking a while, there is not much I can do... <br><br>":""}${t$d("CACHE_NOT_READY")}`);n=await t.waitForClose,r++}const o=await imageCache.getBAKFromCache(t.path);o?new MultiOptionConfirmationPrompt(a,t$d("BACKUP_AVAILABLE")).waitForClose.then((async e=>{e&&(await this.app.vault.modify(t,o),a.excalidrawFileModes[i.id||t.path]=VIEW_TYPE_EXCALIDRAW,setExcalidrawView(i))})):new obsidian_module.Notice(`Error loading drawing:\n${e.message}${"Cannot read property 'index' of undefined"===e.message?"\n'# Drawing' section is likely missing":""}\n\nTry manually fixing the file or restoring an earlier version from sync history.`,1e4)})(),void this.setMarkdownView()}}if(imageCache.isReady()&&this.excalidrawData.scene&&this.excalidrawData.scene.elements&&0===this.excalidrawData.scene.elements.length){const t=await imageCache.getBAKFromCache(this.file.path);t&&t.length>e.length&&setTimeout((async()=>{const e=new MultiOptionConfirmationPrompt(this.plugin,t$d("BACKUP_SAVE_AS_FILE"),new Map([[t$d("BACKUP_CANCEL"),0],[t$d("BACKUP_DELETE"),2],[t$d("BACKUP_SAVE"),1]]),t$d("BACKUP_SAVE")),a=await e.waitForClose;if(1===a){const e=getNewUniqueFilepath(this.app.vault,`${this.file.basename}.restored.${this.file.extension}`,this.file.parent.path),a=await createFileAndAwaitMetacacheUpdate(this.app,e,t);await imageCache.removeBAKFromCache(this.file.path),this.plugin.openDrawing(a,"new-tab")}else 2===a&&await imageCache.removeBAKFromCache(this.file.path)}))}if(await this.loadDrawing(!0),onLoadMessages(this.plugin,this.excalidrawData.scene,this.data),this.plugin.ea.onFileOpenHook){const e=getEA(this);try{await this.plugin.ea.onFileOpenHook({ea:e,excalidrawFile:this.file,view:this})}catch(e){errorlog({where:"ExcalidrawView.setViewData.onFileOpenHook",error:e})}finally{e.destroy()}}const a=this.excalidrawData.getOnLoadScript();if(a){const e=this.file.basename+"-onlaod-script",t=()=>{this.excalidrawAPI?this.plugin.scriptEngine.executeScript(this,a,e,this.file):window.setTimeout(t.bind(this),200)};t()}this.isLoaded=!0}))}}getGridColor(e,t){const a=this.plugin.ea.getCM(e),i=a.isDark();let n,r;const s=this.plugin.settings.gridSettings.OPACITY/100;if(this.plugin.settings.gridSettings.DYNAMIC_COLOR)n=(i?a.lighterBy(10):a.darkerBy(10)).alphaTo(s).stringRGB({alpha:!0}),r=(i?a.lighterBy(5):a.darkerBy(5)).alphaTo(s).stringRGB({alpha:!0});else{const e=this.plugin.ea.getCM(this.plugin.settings.gridSettings.COLOR),t=e.isDark();n=e.alphaTo(s).stringRGB({alpha:!0}),r=(t?e.lighterBy(10):e.darkerBy(10)).alphaTo(s).stringRGB({alpha:!0})}return{Bold:r,Regular:n}}activeLoader=null;nextLoader=null;async loadSceneFiles(e=!1,t,a){if(!this.excalidrawAPI)return;const i=new EmbeddedFilesLoader(this.plugin),n=i=>{this.nextLoader=null,this.activeLoader=i,i.loadSceneFiles({excalidrawData:this.excalidrawData,addFiles:(e,t,i=!0)=>{a&&i&&a(),this.file&&this.excalidrawAPI&&(e&&e.length>0&&addFiles(e,this,t),i&&(this.activeLoader=null,this.nextLoader?n(this.nextLoader):this.excalidrawData.getFiles().some((e=>{if(e&&!e.file&&e.attemptCounter<30){const e=this.file.path;return window.setTimeout((async()=>{this&&this.excalidrawAPI&&e===this.file.path&&this.loadSceneFiles()}),2e3),!0}return!1}))))},depth:0,isThemeChange:e,fileIDWhiteList:t})};this.activeLoader?this.nextLoader=i:n(i)}async synchronizeWithData(e){if(this.semaphores.embeddableIsEditingSelf)return;let t=0;for(;this.semaphores.saving&&t++<30;)await sleep(100);if(t>=30)return void errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Aborting sync with received file (${this.file.path}) because semaphores.saving remained true for ower 3 seconds`,fn:this.synchronizeWithData});this.semaphores.saving=!0;let a=new Set;try{const t=e.deletedElements.map((e=>e.id)),i=this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>!t.contains(e.id))),n=i.map((e=>e.id)),r=t=>{switch(t.type){case"text":this.excalidrawData.textElements.set(t.id,e.textElements.get(t.id));break;case"image":e.getFile(t.fileId)?(this.excalidrawData.setFile(t.fileId,e.getFile(t.fileId)),a.add(t.fileId)):e.getEquation(t.fileId)&&(this.excalidrawData.setEquation(t.fileId,e.getEquation(t.fileId)),a.add(t.fileId))}e.elementLinks.has(t.id)&&this.excalidrawData.elementLinks.set(t.id,e.elementLinks.get(t.id))};e.scene.elements.forEach(((t,s,o)=>{const l=i.filter((e=>e.id===t.id))[0];if(l&&(l.version<t.version||l.version===t.version&&JSON.stringify(l)!==JSON.stringify(t))){r(t);const e=n.indexOf(t.id);if(i.splice(e,1),0===s)i.splice(0,0,t),0!==e&&(n.splice(e,1),n.splice(0,0,t.id));else{const a=o[s-1].id,r=n.indexOf(a);i.splice(r+1,0,t),r!==e-1&&(n.splice(e,1),n.splice(r+1,0,t.id))}}else if(l){if(l&&"image"===t.type){const i=e.getFile(t.fileId),n=this.excalidrawData.getFile(t.fileId);Boolean(i)&&(l.fileId!==t.fileId||i.file&&n.file!==i.file||i.hyperlink&&n.hyperlink!==i.hyperlink||i.linkParts?.original&&n.linkParts?.original!==i.linkParts?.original)&&(this.excalidrawData.setFile(t.fileId,e.getFile(t.fileId)),a.add(t.fileId))}}else if(r(t),0===s)i.splice(0,0,t),n.splice(0,0,t.id);else{const e=o[s-1].id,a=n.indexOf(e);i.splice(a+1,0,t),n.splice(a+1,0,t.id)}})),this.previousSceneVersion=this.getSceneVersion(i),this.getSceneVersion(e.scene.elements)!==this.previousSceneVersion&&this.setDirty(3),this.updateScene({elements:i,captureUpdate:CaptureUpdateAction.IMMEDIATELY}),a.size>0&&this.loadSceneFiles(!1,a)}catch(e){errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Error during sync with received file (${this.file.path})`,fn:this.synchronizeWithData,error:e})}this.semaphores.saving=!1}async loadDrawing(e,t,a=!1){const i=this.excalidrawData.scene,n=getExcalidraAndMarkdowViewsForFile(this.app,this.file).length>1;this.semaphores.justLoaded=e,this.clearDirty();const r=this.excalidrawData.getOpenMode();this.semaphores.preventReload=!1;const s=this.plugin.isPenMode(),o=this.excalidrawAPI;if(o){const l=this.isLoaded?o.getAppState().viewModeEnabled:i.elements.length>0&&r.viewModeEnabled,c=this.isLoaded?o.getAppState().zenModeEnabled:r.zenModeEnabled;this.updateScene({elements:i.elements.concat(t??[]),files:i.files,captureUpdate:CaptureUpdateAction.NEVER},e),this.updateScene({appState:{...a&&n?deleteAppStateKeys(i.appState,["scrollX","scrollY","zoom"]):i.appState,...this.excalidrawData.selectedElementIds?this.excalidrawData.selectedElementIds:{},...i.appState.frameRendering&&void 0===i.appState.frameRendering.markerName?{frameRendering:{...i.appState.frameRendering,markerName:!0,markerEnabled:!0}}:{},zenModeEnabled:c,viewModeEnabled:l,linkOpacity:this.excalidrawData.getLinkOpacity(),trayModeEnabled:calculateTrayModeValue(this.plugin.settings),penMode:s,penDetected:s,allowPinchZoom:this.plugin.settings.allowPinchZoom,allowWheelZoom:this.plugin.settings.allowWheelZoom,pinnedScripts:this.plugin.settings.pinnedScripts,customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens),gridDirection:this.plugin.settings.gridSettings.GRID_DIRECTION??{horizontal:!0,vertical:!0}},captureUpdate:CaptureUpdateAction.NEVER}),this.app.workspace.getActiveViewOfType(ExcalidrawView)===this.leaf.view&&this.excalidrawWrapperRef&&this.excalidrawWrapperRef.current?.firstElementChild?.focus(),this.onAfterLoadScene(e)}else this.instantiateExcalidraw({elements:i.elements,appState:{...a&&n?deleteAppStateKeys(i.appState,["scrollX","scrollY","zoom"]):i.appState,...i.appState.frameRendering&&void 0===i.appState.frameRendering.markerName?{frameRendering:{...i.appState.frameRendering,markerName:!0,markerEnabled:!0}}:{},zenModeEnabled:r.zenModeEnabled,viewModeEnabled:i.elements.length>0&&r.viewModeEnabled,linkOpacity:this.excalidrawData.getLinkOpacity(),trayModeEnabled:calculateTrayModeValue(this.plugin.settings),penMode:s,penDetected:s,allowPinchZoom:this.plugin.settings.allowPinchZoom,allowWheelZoom:this.plugin.settings.allowWheelZoom,pinnedScripts:this.plugin.settings.pinnedScripts,customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens),gridDirection:this.plugin.settings.gridSettings.GRID_DIRECTION},files:i.files,libraryItems:await this.getLibrary()});const l=null!==this.data.match(/```compressed\-json\n/gm);this.compatibilityMode||this.plugin.settings.compress===l||this.isEditedAsMarkdownInOtherView()||this.setDirty(4)}isEditedAsMarkdownInOtherView(){return this.app.workspace.getLeavesOfType("markdown").filter((e=>e.view.file===this.file)).length>0}onAfterLoadScene(e){this.loadSceneFiles(),this.updateContainerSize(null,!0,e),this.initializeToolsIconPanelAfterLoading()}setDirty(e){this.semaphores.saving||(this.isDirty()||this.resetAutosaveTimer(),this.semaphores.dirty=this.file?.path,this.actionButtons.save.querySelector("svg").addClass("excalidraw-dirty"),!this.semaphores.viewunload&&this.toolsPanelRef?.current&&this.toolsPanelRef.current.setDirty(!0),DEVICE.isMobile||obsidian_module.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerIconEl.style.color="var(--color-accent)",this.leaf.tabHeaderInnerTitleEl.style.color="var(--color-accent)"))}isDirty(){return Boolean(this.semaphores?.dirty)&&this.semaphores.dirty===this.file?.path}clearDirty(){if(this.semaphores.viewunload)return;const e=this.excalidrawAPI;if(!e)return;this.semaphores.dirty=null,this.toolsPanelRef?.current&&this.toolsPanelRef.current.setDirty(!1);const t=e.getSceneElements();t&&(this.previousSceneVersion=this.getSceneVersion(t)),this.actionButtons.save.querySelector("svg").removeClass("excalidraw-dirty"),DEVICE.isMobile||obsidian_module.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerIconEl.style.color="",this.leaf.tabHeaderInnerTitleEl.style.color="")}async initializeToolsIconPanelAfterLoading(){if(this.semaphores.viewunload)return;const e=this.excalidrawAPI;if(!e)return;const t=e.getAppState();let a=0;for(;!this.plugin.scriptEngine&&a++<50;)sleep(50);const i=this.toolsPanelRef?.current;i&&this.plugin.scriptEngine&&(i.setTheme(t.theme),i.setExcalidrawViewMode(t.viewModeEnabled),i.setPreviewMode(this.compatibilityMode?null:this.textMode===TextMode.parsed),i.updateScriptIconMap(this.plugin.scriptEngine.scriptIconMap))}canAcceptExtension(e){return"excalidraw"===e}getDisplayText(){return this.file?this.file.basename:t$d("NOFILE")}getViewType(){return VIEW_TYPE_EXCALIDRAW}getIcon(){return ICON_NAME}async setMarkdownView(e){await this.forceSaveIfRequired(),await sleep(200),this.plugin.excalidrawFileModes[this.id||this.file.path]="markdown",this.plugin.setMarkdownView(this.leaf,e)}async openAsMarkdown(e){this.plugin.settings.compress&&this.plugin.settings.decompressForMDView?(this.excalidrawData.disableCompression=!0,await this.save(!0,!0,!0)):this.isDirty()&&await this.save(!0,!0,!0),this.setMarkdownView(e)}async convertExcalidrawToMD(){await this.save();const e=await this.plugin.convertSingleExcalidrawToMD(this.file);await sleep(250),this.plugin.openDrawing(e,"active-pane",!0)}convertTextElementToMarkdown(e,t){e&&new Prompt(this.app,"Filename","","Leave blank to cancel this action").openAndGetValue((async a=>{if(!a)return;a=`${a}.md`;const i=splitFolderAndFilename(this.file.path).folderpath;await checkAndCreateFolder(i);const n=getNewUniqueFilepath(this.app.vault,a,i),r=[];t&&t.link&&r.push(t.link),r.push(e.rawText);const s=await createOrOverwriteFile(this.app,n,r.join("\n"));if(s){const a=getEA(this),i=t?[e,t]:[e];a.copyViewElementsToEAforEditing(i),a.getElements().forEach((e=>e.isDeleted=!0));const[n,r,o,l]=t?[t.x,t.y,t.width,t.height]:[e.x,e.y,MAX_IMAGE_SIZE,MAX_IMAGE_SIZE],c=a.addEmbeddable(n,r,o,l,void 0,s);t&&["backgroundColor","fillStyle","roughness","roundness","strokeColor","strokeStyle","strokeWidth"].forEach((e=>{const i=a.getElement(c);e in i&&(i[e]=t[e])})),a.getElement(c),await a.addElementsToView(),a.destroy()}}))}async addYouTubeThumbnail(e){const t=await getYouTubeThumbnailLink(e),a=getEA(this),i=await a.addImage(0,0,t);a.getElement(i).link=e,await a.addElementsToView(!0,!0,!0),a.destroy()}async addImageWithURL(e){const t=getEA(this);await t.addImage(0,0,e),await t.addElementsToView(!0,!0,!0),t.destroy()}async addImageSaveToVault(e){const t=getEA(this),a=getMimeType(getURLImageExtension(e)),i=await getDataURLFromURL(e,a,3e3),n=await generateIdFromFile((new TextEncoder).encode(i).buffer),r=await this.excalidrawData.saveDataURLtoVault(i,a,n);if(!r)return new obsidian_module.Notice(t$d("ERROR_SAVING_IMAGE")),void t.destroy();await t.addImage(0,0,r),await t.addElementsToView(!0,!0,!0),t.destroy()}async addTextWithIframely(e){const t=await this.addText(e),a=`http://iframely.server.crestify.com/iframely?url=${e}`;try{const i=JSON.parse(await obsidian_module.request({url:a}));if(!i||i.error||!i.meta?.title)return;const n=getEA(this),r=n.getViewElements().filter((e=>"text"===e.type&&e.id===t));if(1===r.length){n.copyViewElementsToEAforEditing(r);const t=n.getElement(r[0].id);t.text=t.originalText=t.rawText=`[${i.meta.title}](${e})`,await n.addElementsToView(!1,!1,!1),n.destroy()}}catch(e){}}onPaneMenu(e,t){this.excalidrawAPI&&this.getViewSelectedElements().some((e=>"text"===e.type))&&e.addItem((e=>{e.setTitle(t$d("OPEN_LINK")).setIcon("external-link").setSection("pane").onClick((e=>{this.handleLinkClick(e)}))})),this.compatibilityMode?e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE")).onClick((()=>this.convertExcalidrawToMD())).setSection("pane")})):e.addItem((e=>{e.setTitle(t$d("OPEN_AS_MD")).setIcon("document").onClick((()=>{this.openAsMarkdown()})).setSection("pane")})),e.addItem((e=>{e.setTitle(t$d("EXPORT_IMAGE")).setIcon(EXPORT_IMG_ICON_NAME).setSection("pane").onClick((async e=>{this.excalidrawAPI&&this.file&&(this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file)),this.exportDialog.open())})).setSection("pane")})).addItem((e=>{e.setTitle(t$d("INSTALL_SCRIPT_BUTTON")).setIcon(SCRIPTENGINE_ICON_NAME).setSection("pane").onClick((()=>{new ScriptInstallPrompt(this.plugin).open()}))})),super.onPaneMenu(e,t)}async getLibrary(){const e=this.plugin.getStencilLibrary();return e?.library?e.library:e?.libraryItems??[]}setCurrentPositionToCenter(){const e=this.excalidrawAPI;if(!e)return;const t=e.getAppState(),{width:a,height:i,offsetLeft:n,offsetTop:r}=t;this.currentPosition=viewportCoordsToSceneCoords({clientX:a/2+n,clientY:i/2+r},t)}getSelectedTextElement(){const e=this.excalidrawAPI;if(!e)return{id:null,text:null};if(e.getAppState().viewModeEnabled&&this.selectedTextElement){const e=this.selectedTextElement;return this.selectedTextElement=null,e}const t=e.getSceneElements().filter((t=>t.id===Object.keys(e.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,text:null};if("text"===t[0].type)return{id:t[0].id,text:t[0].text};if(["image","arrow"].contains(t[0].type))return{id:null,text:null};const a=t[0].boundElements?.filter((e=>"text"===e.type));if(a?.length>0){const t=e.getSceneElements().filter((e=>e.id===a[0].id));if(t.length>0)return{id:t[0].id,text:t[0].text}}if(0===t[0].groupIds.length)return{id:null,text:null};const i=t[0].groupIds[0];return 0===e.getSceneElements().filter((e=>e.groupIds?.includes(i))).filter((e=>"text"===e.type)).length?{id:null,text:null}:{id:t[0].id,text:t[0].text}}getSelectedImageElement(){const e=this.excalidrawAPI;if(!e)return{id:null,fileId:null};if(e.getAppState().viewModeEnabled&&this.selectedImageElement){const e=this.selectedImageElement;return this.selectedImageElement=null,e}const t=e.getSceneElements().filter((t=>t.id==Object.keys(e.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,fileId:null};if("image"==t[0].type)return{id:t[0].id,fileId:t[0].fileId};if("text"===t[0].type)return{id:null,fileId:null};if(0===t[0].groupIds.length)return{id:null,fileId:null};const a=t[0].groupIds[0],i=e.getSceneElements().filter((e=>e.groupIds?.includes(a))).filter((e=>"image"==e.type));return 0===i.length?{id:null,fileId:null}:{id:i[0].id,fileId:i[0].fileId}}getSelectedElementWithLink(){const e=this.excalidrawAPI;if(!e)return{id:null,text:null};if(e.getAppState().viewModeEnabled&&this.selectedElementWithLink){const e=this.selectedElementWithLink;return this.selectedElementWithLink=null,e}const t=e.getSceneElements().filter((t=>t.id==Object.keys(e.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,text:null};if(t[0].link)return{id:t[0].id,text:t[0].link};const a=getBoundTextElementId(t[0]);if(a){const t=e.getSceneElements().filter((e=>e.id===a&&e.link));if(t.length>0)return{id:t[0].id,text:t[0].text}}if(0===t[0].groupIds.length)return{id:null,text:null};const i=t[0].groupIds[0],n=e.getSceneElements().filter((e=>e.groupIds?.includes(i))).filter((e=>e.link));return 0===n.length?{id:null,text:null}:{id:n[0].id,text:n[0].link}}async addLink(e,t,a,i){const n=this.excalidrawAPI,r=n.getAppState();if(!r.selectedElementIds||r.selectedElementIds&&1!==Object.keys(r.selectedElementIds).length)return void this.addText(e);const s=Object.keys(n.getAppState().selectedElementIds)[0],o=n.getSceneElements().find((e=>e.id===s));if(!o||!Boolean(i)&&o&&null!==o.link)return o&&new obsidian_module.Notice("Selected element already has a link. Inserting link as text."),void this.addText(e);const l=getEA(this);l.copyViewElementsToEAforEditing([o]),i?.match(/\[\[(.*?)\]\]/)?.[1]&&(e=i.replace(/(\[\[.*?\]\])/,e)),l.getElement(s).link=e,await l.addElementsToView(!1,!0),l.destroy(),Boolean(i)&&this.updateScene({appState:{showHyperlinkPopup:{newValue:"info",oldValue:"editor"}}})}async addText(e,t,a=!0){const i=this.excalidrawAPI;if(!i)return;const n=i.getAppState(),r=getEA(this);r.style.strokeColor=n.currentItemStrokeColor??"black",r.style.opacity=n.currentItemOpacity??1,r.style.fontFamily=t??n.currentItemFontFamily??1,r.style.fontSize=n.currentItemFontSize??20,r.style.textAlign=n.currentItemTextAlign??"left";const{width:s,height:o}=n,l=viewportCoordsToSceneCoords({clientX:0,clientY:0},n),c=viewportCoordsToSceneCoords({clientX:s,clientY:o},n),d=l.x>this.currentPosition.x||c.x<this.currentPosition.x||l.y>this.currentPosition.y||c.y<this.currentPosition.y,h=r.addText(this.currentPosition.x,this.currentPosition.y,e);return await this.addElements({newElements:r.getElements(),repositionToCursor:d,save:a,newElementsOnTop:!0}),r.destroy(),h}async addElements({newElements:e,repositionToCursor:t=!1,save:a=!1,images:i,newElementsOnTop:n=!1,shouldRestoreElements:r=!1}){const s=this.excalidrawAPI;if(!s)return!1;const o=arrayToMap(s.getSceneElements()),l=e.filter((e=>"text"==e.type));for(let e=0;e<l.length;e++){const t=l[e],{parseResult:a,link:i}=await this.excalidrawData.addTextElement(t.id,t.text,t.rawText);if(i&&(t.link=i),this.textMode===TextMode.parsed&&!t?.isDeleted){const{text:e,x:i,y:n,width:r,height:s}=refreshTextDimensions(t,null,o,a);t.text=e,t.originalText=a,t.x=i,t.y=n,t.width=r,t.height=s}}t&&(e=repositionElementsToCursor(e,this.currentPosition,!0));const c=e.map((e=>e.id)),d=s.getSceneElements(),h=[];for(let t=0;t<d.length;t++){const a=d[t].id;c.includes(a)&&(d[t]=e.filter((e=>e.id===a))[0],h.push(a))}const p=n?d.concat(e.filter((e=>!h.includes(e.id)))):e.filter((e=>!h.includes(e.id))).concat(d),u=[];return i&&Object.keys(i).length>0&&Object.keys(i).forEach((e=>{if(u.push({mimeType:i[e].mimeType,id:i[e].id,dataURL:i[e].dataURL,created:i[e].created}),i[e].file||i[e].isHyperLink){const t=new EmbeddedFile(this.plugin,this.file.path,i[e].isHyperLink?i[e].hyperlink:"string"==typeof i[e].file?i[e].file:i[e].file.path),a=s.getAppState();t.setImage({imgBase64:i[e].dataURL,mimeType:i[e].mimeType,size:i[e].size,isDark:"dark"===a.theme,isSVGwithBitmap:i[e].hasSVGwithBitmap,pdfPageViewProps:i[e].pdfPageViewProps}),this.excalidrawData.setFile(i[e].id,t),i[e].pdfPageViewProps&&p.filter((t=>"image"===t.type&&t.fileId===i[e].id)).forEach((t=>{addAppendUpdateCustomData(t,{pdfPageViewProps:i[e].pdfPageViewProps})}))}i[e].latex&&this.excalidrawData.setEquation(i[e].id,{latex:i[e].latex,isLoaded:!0})})),this.updateScene({elements:p,captureUpdate:CaptureUpdateAction.IMMEDIATELY},r),u.length>0&&s.addFiles(u),s.updateContainerSize(s.getSceneElements().filter((e=>c.includes(e.id))).filter(isContainer)),a?await this.save(!1):this.setDirty(5),!0}getScene(e){const t=this.excalidrawAPI;if(!t)return null;const a=e?this.getViewSelectedElements():t.getSceneElements(),i=t.getAppState(),n={...t.getFiles()};if(n){const e=a.filter((e=>"image"===e.type)).map((e=>e.fileId)),t=Object.keys(n).filter((t=>!e.contains(t)));t.forEach((e=>delete n[e]))}const r={...i.activeTool};return["freedraw","hand"].includes(r.type)||(r.type="selection"),r.customType=null,r.lastActiveTool=null,{type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:a,appState:{theme:i.theme,viewBackgroundColor:i.viewBackgroundColor,currentItemStrokeColor:i.currentItemStrokeColor,currentItemBackgroundColor:i.currentItemBackgroundColor,currentItemFillStyle:i.currentItemFillStyle,currentItemStrokeWidth:i.currentItemStrokeWidth,currentItemStrokeStyle:i.currentItemStrokeStyle,currentItemRoughness:i.currentItemRoughness,currentItemOpacity:i.currentItemOpacity,currentItemFontFamily:i.currentItemFontFamily,currentItemFontSize:i.currentItemFontSize,currentItemTextAlign:i.currentItemTextAlign,currentItemStartArrowhead:i.currentItemStartArrowhead,currentItemEndArrowhead:i.currentItemEndArrowhead,currentItemArrowType:i.currentItemArrowType,currentItemFrameRole:i.currentItemFrameRole,scrollX:i.scrollX,scrollY:i.scrollY,zoom:i.zoom,currentItemRoundness:i.currentItemRoundness,gridSize:i.gridSize,gridStep:i.gridStep,gridModeEnabled:i.gridModeEnabled,gridColor:i.gridColor,colorPalette:i.colorPalette,currentStrokeOptions:i.currentStrokeOptions,frameRendering:i.frameRendering,objectsSnapModeEnabled:i.objectsSnapModeEnabled,activeTool:r},prevTextMode:this.prevTextMode,files:n}}refreshCanvasOffset(){if(0===this.contentEl.clientWidth||0===this.contentEl.clientHeight)return;const e=this.excalidrawAPI;e&&e.refresh()}refresh(){this.refreshCanvasOffset()}clearHoverPreview(){const e=this.hoverPopover?.containerEl;if(this.hoverPopover&&!e?.parentElement?.hasClass("hover-editor")){if(this.hoverPreviewTarget=null,this.hoverPopover.embed?.editor)return;this.hoverPopover?.hide()}else if(this.hoverPreviewTarget){const e=new MouseEvent("click",{view:this.ownerWindow,bubbles:!0,cancelable:!0});this.hoverPreviewTarget.dispatchEvent(e),this.hoverPreviewTarget=null}}identifyElementClicked(){if(this.selectedTextElement=getTextElementAtPointer(this.currentPosition,this),this.selectedTextElement&&this.selectedTextElement.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(this.selectedTextElement=null)}if(this.selectedImageElement=getImageElementAtPointer(this.currentPosition,this),this.selectedImageElement&&this.selectedImageElement.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(this.selectedImageElement=null)}if(this.selectedElementWithLink=getElementWithLinkAtPointer(this.currentPosition,this),this.selectedElementWithLink&&this.selectedElementWithLink.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(this.selectedElementWithLink=null)}}showHoverPreview(e,t){if(!this.lastMouseEvent)return;const a=this.excalidrawAPI?.getAppState();if(a?.editingTextElement||a?.newElement)return;if(this.semaphores.wheelTimeout)return;if(!e){if(!this.currentPosition)return;e="";const a=getTextElementAtPointer(this.currentPosition,this);if(a&&a.text){const{linkText:i,selectedElement:n}=this.getLinkTextForElement(a,a);if(t=n,!(e=getLinkTextFromLink(i)))return}else{const a=getImageElementAtPointer(this.currentPosition,this),i=a?.id||a?.id?null:getElementWithLinkAtPointer(this.currentPosition,this);if(t=this.excalidrawAPI.getSceneElements().find((e=>e.id===a.id)),!(a&&a.fileId||i?.id))return;if(a?.id){if(!this.excalidrawData.hasFile(a.fileId))return;const i=this.excalidrawData.getFile(a.fileId);if(!i.file)return;if(i.isHyperLink||i.isLocalLink||IMAGE_TYPES.contains(i.file.extension)||"pdf"===i.file.extension.toLowerCase()||this.plugin.ea.isExcalidrawFile(i.file)){if(!(e=getLinkTextFromLink(t.link)))return}else{const t=i.linkParts.ref?`#${i.linkParts.isBlockRef?"^":""}${i.linkParts.ref}`:"";e=i.file.path+t}}if(i?.id){if(!(e=getLinkTextFromLink(i.text)))return;if(this.app.metadataCache.getFirstLinkpathDest(e.split("#")[0],this.file.path)===this.file)return}}}if(this.getHookServer().onLinkHoverHook)try{if(!this.getHookServer().onLinkHoverHook(t,e,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.showHoverPreview",fn:this.getHookServer().onLinkHoverHook,error:e})}if(this.semaphores.hoverSleep)return;const i=this.app.metadataCache.getFirstLinkpathDest(e.split("#")[0],this.file.path);i&&(this.ownerDocument.querySelector(`div.popover-title[data-path="${i.path}"]`)||(this.semaphores.hoverSleep=!0,window.setTimeout((()=>this.semaphores.hoverSleep=!1),500),this.plugin.hover.linkText=e,this.plugin.hover.sourcePath=this.file.path,this.hoverPreviewTarget=this.contentEl,this.app.workspace.trigger("hover-link",{event:this.lastMouseEvent,source:VIEW_TYPE_EXCALIDRAW,hoverParent:this,linktext:this.plugin.hover.linkText,sourcePath:this.plugin.hover.sourcePath}),this.hoverPoint=this.currentPosition,this.isFullscreen()&&window.setTimeout((()=>{const e=this.ownerDocument.querySelector(`div.popover-title[data-path="${i.path}"]`)?.parentElement?.parentElement?.parentElement??this.ownerDocument.body.querySelector("div.popover");e&&this.contentEl.append(e)}),400)))}isLinkSelected(){return Boolean(this.getSelectedTextElement().id||this.getSelectedImageElement().id||this.getSelectedElementWithLink().id)}excalidrawDIVonKeyDown(e){this.semaphores?.viewunload||e.target!==this.excalidrawWrapperRef.current&&(this.isFullscreen()&&e.keyCode===KEYCODE.ESC&&this.exitFullscreen(),!isWinCTRLorMacCMD(e)||isSHIFT(e)||isWinALTorMacOPT(e)||this.showHoverPreview())}onPointerDown(e){(isWinCTRLorMacCMD(e)||isWinMETAorMacCTRL(e))&&(this.plugin.settings.allowCtrlClick||isWinMETAorMacCTRL(e))&&(Boolean(this.excalidrawAPI?.getAppState().contextMenu)||window.setTimeout((()=>{this.isLinkSelected()&&this.handleLinkClick(e)})))}onMouseMove(e){this.lastMouseEvent=e.nativeEvent}onMouseOver(){this.clearHoverPreview()}onPointerUpdate(e){if(this.currentPosition=e.pointer,this.hoverPreviewTarget&&(Math.abs(this.hoverPoint.x-e.pointer.x)>50||Math.abs(this.hoverPoint.y-e.pointer.y)>50)&&this.clearHoverPreview(),this.viewModeEnabled)if(this.blockOnMouseButtonDown||"down"!==e.button)"up"===e.button&&(this.blockOnMouseButtonDown=!1),(isWinCTRLorMacCMD(this.modifierKeyDown)||this.excalidrawAPI.getAppState().isViewModeEnabled&&this.plugin.settings.hoverPreviewWithoutCTRL)&&this.showHoverPreview();else{if(this.blockOnMouseButtonDown=!0,isWinCTRLorMacCMD(this.modifierKeyDown)||isWinMETAorMacCTRL(this.modifierKeyDown))return void this.identifyElementClicked();if(this.plugin.settings.doubleClickLinkOpenViewMode){const e=Date.now();e-this.doubleClickTimestamp<600&&e-this.doubleClickTimestamp>40&&this.identifyElementClicked(),this.doubleClickTimestamp=e}}}updateGridColor(e,t){e||(t=this.excalidrawAPI.getAppState(),e=e??"transparent"===t.viewBackgroundColor?"white":t.viewBackgroundColor),window.setTimeout((()=>this.updateScene({appState:{gridColor:this.getGridColor(e,t)},captureUpdate:CaptureUpdateAction.NEVER})))}updateGridDirection(e){window.setTimeout((()=>this.updateScene({appState:{gridDirection:{horizontal:e.horizontal,vertical:e.vertical}},captureUpdate:CaptureUpdateAction.NEVER})))}canvasColorChangeHook(e){const t="transparent"===e.viewBackgroundColor?"white":e.viewBackgroundColor;if(this.updateGridColor(t,e),setDynamicStyle(this.plugin.ea,this,t,this.plugin.settings.dynamicStyling),this.plugin.ea.onCanvasColorChangeHook)try{this.plugin.ea.onCanvasColorChangeHook(this.plugin.ea,this,e.viewBackgroundColor)}catch(e){errorlog({where:this.canvasColorChangeHook,source:this.plugin.ea.onCanvasColorChangeHook,error:e,message:"ea.onCanvasColorChangeHook exception"})}}checkSceneVersion(e){const t=this.getSceneVersion(e);(t>0||0===t&&e.length>0)&&t!==this.previousSceneVersion&&(this.previousSceneVersion=t,this.setDirty(6.1))}shouldSaveImportedImage=!1;onChange(e,t){if(t.activeTool?.type){if("image"===t.activeTool.type&&t.selectedElementIds&&1===Object.keys(t.selectedElementIds).length){const a=e.filter((e=>e.id===Object.keys(t.selectedElementIds)[0]))[0];a&&"image"===a.type&&(this.shouldSaveImportedImage=!0)}"selection"===t.activeTool.type&&this.shouldSaveImportedImage&&(this.shouldSaveImportedImage=!1,setTimeout((()=>this.save(!0,!0)),100))}if("freedraw"===t.newElement?.type&&(this.freedrawLastActiveTimestamp=Date.now()),(t.newElement||t.editingTextElement||t.selectedLinearElement&&t.selectedLinearElement.isEditing)&&(this.plugin.wasPenModeActivePreviously=t.penMode),this.viewModeEnabled=t.viewModeEnabled,this.semaphores.justLoaded){if((this.excalidrawData?.scene?.elements?.length??0)>0&&0===e.length)return;return this.semaphores.justLoaded=!1,!this.semaphores.preventAutozoom&&this.plugin.settings.zoomToFitOnOpen&&1===getExcalidraAndMarkdowViewsForFile(this.app,this.file).length&&this.zoomToFit(!1,!0),this.previousSceneVersion=this.getSceneVersion(e),this.previousBackgroundColor=t.viewBackgroundColor,this.previousTheme=t.theme,void this.canvasColorChangeHook(t)}t.theme!==this.previousTheme&&this.file===this.excalidrawData.file&&(this.previousTheme=t.theme,this.setDirty(5.1)),t.viewBackgroundColor!==this.previousBackgroundColor&&this.file===this.excalidrawData.file&&(this.previousBackgroundColor=t.viewBackgroundColor,this.setDirty(6),this.colorChangeTimer&&window.clearTimeout(this.colorChangeTimer),this.colorChangeTimer=window.setTimeout((()=>{this.canvasColorChangeHook(t),this.colorChangeTimer=null}),50)),this.semaphores.dirty||null!==t.editingTextElement||null!==t.selectedLinearElement&&t.selectedLinearElement.isEditing||this.checkSceneVersion(e)}onLibraryChange(e){(async()=>{const t={type:"excalidrawlib",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,libraryItems:e};this.plugin.setStencilLibrary(t),await this.plugin.saveSettings()})()}onPaste(e,t){const a=this.excalidrawAPI,i=this.getHookServer();if(e?.elements&&e.elements.filter((e=>"text"===e.type&&!e.hasOwnProperty("rawText"))).forEach((e=>e.rawText=e.originalText)),e&&i.onPasteHook)try{const a=i.onPasteHook({ea:i,payload:e,event:t,excalidrawFile:this.file,view:this,pointerPosition:this.currentPosition});if("boolean"==typeof a&&!1===a)return!1}catch(e){errorlog({where:"ExcalidrawView.onPaste",fn:i.onPasteHook,error:e})}if(!this.modifierKeyDown.ctrlKey&&null!=t&&DEVICE.isLinux)return!1;if(e&&e.text&&hyperlinkIsImage(e.text))return this.addImageWithURL(e.text),!1;const n=getFilePathFromObsidianURL(e?.text);if(n)return this.addImageWithURL(n),!1;if(e&&e.text&&!this.modifierKeyDown.shiftKey){if(Boolean(e.text.replaceAll("\r\n","\n").replaceAll("\r","\n").match(/^`{3}[^\n]*\n.+\n`{3}\s*$/ms))){const t=e.text;return window.setTimeout((()=>this.pasteCodeBlock(t))),!1}if(isTextImageTransclusion(e.text,this,(async(e,t)=>{const a=getEA(this);if(IMAGE_TYPES.contains(t.extension))a.selectElementsInView([await insertImageToView(a,this.currentPosition,t)]),a.destroy();else if("pdf"!==t.extension)a.selectElementsInView([await insertEmbeddableToView(a,this.currentPosition,t,e)]),a.destroy();else if(e.match(/^[^#]*#page=\d*(&\w*=[^&]+){0,}&rect=\d*,\d*,\d*,\d*/g)){const t=getEA(this),a=await t.addImage(this.currentPosition.x,this.currentPosition.y,e.split("&rect=")[0]),i=t.getElement(a),n=t.imagesDict[i.fileId];i.crop=getPDFCropRect({scale:this.plugin.settings.pdfScale,link:e,naturalHeight:n.size.height,naturalWidth:n.size.width,pdfPageViewProps:n.pdfPageViewProps}),addAppendUpdateCustomData(i,{pdfPageViewProps:n.pdfPageViewProps}),i.crop&&(i.width=i.crop.width/this.plugin.settings.pdfScale,i.height=i.crop.height/this.plugin.settings.pdfScale),i.link=`[[${e}]]`,t.addElementsToView(!1,!1).then((()=>t.destroy()))}else new UniversalInsertFileModal(this.plugin,this).open(t,this.currentPosition);this.setDirty(9)})))return!1;const t=obsidianPDFQuoteWithRef(e.text);if(t){const e=getEA(this),i=a.getAppState(),n=i.currentItemStrokeColor,r=i.viewBackgroundColor;e.style.strokeColor="transparent"===n?e.getCM("transparent"===r?"white":r).invert().stringHEX({alpha:!1}):n,e.style.fontFamily=i.currentItemFontFamily,e.style.fontSize=i.currentItemFontSize;const s=e.measureText(t.quote),o=s.width+60,l=e.addText(this.currentPosition.x,this.currentPosition.y,t.quote,{box:!0,boxStrokeColor:"transparent",width:Math.min(500,o),height:s.height+60});return e.elementsDict[l].link=`[[${t.link}]]`,e.addElementsToView(!1,!1).then((()=>e.destroy())),!1}}if(e.elements){const t=!(e.elements.some((e=>"image"===e.type))&&!e.elements.some((e=>"image"!==e.type)));window.setTimeout((()=>this.save(t)),30)}if(e&&e.text&&e.text.match(/(\[\[[^\]]*]])|(\[[^\]]*]\([^)]*\))/gm)){const e=a.getSceneElements().filter((e=>"text"===e.type)).map((e=>e.id));window.setTimeout((async()=>{const t=a.getSceneElementsIncludingDeleted(),i=t.filter((t=>"text"===t.type&&!t.isDeleted&&!e.includes(t.id))),n=new Map;let r;const s=(e,t)=>{n.set(r,[e,t])};if(i.forEach((e=>{r=e,isTextImageTransclusion(e.originalText,this,s)})),0===n.size)return void this.save(!1);for(const[e,[a,i]]of n){const a=cloneElement(e);a.isDeleted=!0,this.excalidrawData.deleteTextElement(a.id),t[t.indexOf(e)]=a}this.updateScene({elements:t,captureUpdate:CaptureUpdateAction.NEVER});const o=getEA(this);let l=0;for(const e of i){const t={x:e.x,y:e.y+l};if(n.has(e)){const[a,i]=n.get(e);if(IMAGE_TYPES.contains(i.extension)){const a=await insertImageToView(o,t,i,void 0,!1);l+=o.getElement(a).height-e.height}else if("pdf"!==i.extension){const n=await insertEmbeddableToView(o,t,i,a,!1);l+=o.getElement(n).height-e.height}else new UniversalInsertFileModal(this.plugin,this).open(i,t)}else 0!==l&&(o.copyViewElementsToEAforEditing([e]),o.getElement(e.id).y=t.y)}await o.addElementsToView(!1,!0),o.selectElementsInView(i.map((e=>e.id))),o.destroy()}),200)}return!0}async onThemeChange(e){this.excalidrawData.scene.appState.theme=e,this.loadSceneFiles(!0),this.toolsPanelRef?.current?.setTheme(e),window.setTimeout((()=>setDynamicStyle(this.plugin.ea,this,this.previousBackgroundColor,this.plugin.settings.dynamicStyling)))}onBeforeTextEdit(e,t){if(!t)return;if(window.clearTimeout(this.isEditingTextResetTimer),this.isEditingTextResetTimer=null,this.semaphores.isEditingText=!0,this.compatibilityMode)return e.originalText??e.text;return this.excalidrawData.getRawText(e.id)||e.rawText}onBeforeTextSubmit(e,t,a,i){const n=this.excalidrawAPI;if(!n)return{updatedNextOriginalText:null,nextLink:e?.link??null};if(this.semaphores.isEditingText=!0,this.isEditingTextResetTimer&&window.clearTimeout(this.isEditingTextResetTimer),this.isEditingTextResetTimer=window.setTimeout((()=>{void 0!==this.semaphores?.isEditingText&&(this.semaphores.isEditingText=!1),this.isEditingTextResetTimer=null}),1500),i)return this.excalidrawData.deleteTextElement(e.id),this.setDirty(7),{updatedNextOriginalText:null,nextLink:null};const r=t$d("WARNING_PASTING_ELEMENT_AS_TEXT");if(a.startsWith('{"type":"excalidraw/clipboard","elements":[{"'))return window.setTimeout((()=>{const t=this.excalidrawAPI.getSceneElements(),a=t.filter((t=>t.id===e.id));if(1===a.length){const e=cloneElement(a[0]);e.rawText=r,t[t.indexOf(a[0])]=e,this.excalidrawData.setTextElement(e.id,r,(()=>{})),this.updateScene({elements:t,captureUpdate:CaptureUpdateAction.NEVER}),n.history.clear()}})),{updatedNextOriginalText:r,nextLink:null};const s=e.containerId;if(isTextImageTransclusion(a,this,((t,a)=>{window.setTimeout((async()=>{const i=this.excalidrawAPI.getSceneElements(),n=i.filter((t=>t.id===e.id));if(1===n.length){const e={x:n[0].x,y:n[0].y},r=cloneElement(n[0]);r.isDeleted=!0,this.excalidrawData.deleteTextElement(r.id),i[i.indexOf(n[0])]=r,this.updateScene({elements:i,captureUpdate:CaptureUpdateAction.NEVER});const s=getEA(this);if(IMAGE_TYPES.contains(a.extension))s.selectElementsInView([await insertImageToView(s,e,a)]),s.destroy();else if("pdf"!==a.extension)s.selectElementsInView([await insertEmbeddableToView(s,e,a,t)]),s.destroy();else if(getLinkParts(t).page){const i=a.path+"#"+t.split("#")[1];s.selectElementsInView([await insertImageToView(s,e,i)])}else new UniversalInsertFileModal(this.plugin,this).open(a,e);this.setDirty(9)}}))})))return{updatedNextOriginalText:null,nextLink:e.link};if(a!==e.originalText||!this.excalidrawData.getRawText(e.id)){this.setDirty(8);const t=async t=>{if(this.textMode===TextMode.raw)return;const a=this.excalidrawAPI.getSceneElements(),i=arrayToMap(a),r=a.filter((t=>t.id===e.id));if(1===r.length){const e=getContainerElement(r[0],i),n=cloneElement(r[0]);if(!r[0]?.isDeleted){const{text:a,x:s,y:o,width:l,height:c}=refreshTextDimensions(r[0],e,i,t);n.x=s,n.y=o,n.width=l,n.height=c,n.originalText=t,n.text=a}a[a.indexOf(r[0])]=n,this.updateScene({elements:a,captureUpdate:CaptureUpdateAction.NEVER}),n.containerId&&this.updateContainerSize(n.containerId),this.setDirty(8.1)}n.history.clear()},[i,r]=this.excalidrawData.setTextElement(e.id,a,t);return i?(s&&this.updateContainerSize(s,!0),this.textMode===TextMode.raw?{updatedNextOriginalText:a,nextLink:r}:a===i?r?{updatedNextOriginalText:i,nextLink:r}:{updatedNextOriginalText:null,nextLink:e.link}:(n.history.clear(),{updatedNextOriginalText:i,nextLink:r})):{updatedNextOriginalText:null,nextLink:e.link}}return s&&this.updateContainerSize(s,!0),this.textMode===TextMode.parsed?{updatedNextOriginalText:this.excalidrawData.getParsedText(e.id),nextLink:e.link}:{updatedNextOriginalText:null,nextLink:e.link}}async onLinkOpen(e,t){if(t.preventDefault(),!e)return;let a=e.link;if(!a||""===a)return;window.setTimeout((()=>this.removeLinkTooltip()),500);let i=t?.detail?.nativeEvent;if(!this.handleLinkHookCall(e,e.link,i)&&!openExternalLink(e.link,this.app)){if("text"===e.type){const t=e.rawText.replaceAll("\n","");REGEX_LINK.getResList(t).filter((e=>Boolean(e.value))).length>1&&(a=t)}i.shiftKey||i.ctrlKey||i.metaKey||i.altKey||(i=emulateKeysForLinkClick("new-tab")),this.linkClick(i,null,null,{id:e.id,text:a},i,!0)}}onLinkHover(e,t){if(e&&(this.plugin.settings.hoverPreviewWithoutCTRL||isWinCTRLorMacCMD(t))){this.lastMouseEvent=t,this.lastMouseEvent.ctrlKey=!(DEVICE.isIOS||DEVICE.isMacOS)||this.lastMouseEvent.ctrlKey,this.lastMouseEvent.metaKey=DEVICE.isIOS||DEVICE.isMacOS||this.lastMouseEvent.metaKey;const a=e.link;if(!a||""===a)return;if(a.startsWith("[[")){const t=a.match(/\[\[(?<link>.*?)\]\]/);if(!t)return;let i=t.groups.link;this.showHoverPreview(i,e)}}}onViewModeChange(e){if(this.semaphores.viewunload||this.toolsPanelRef?.current?.setExcalidrawViewMode(e),this.getHookServer().onViewModeChangeHook)try{this.getHookServer().onViewModeChangeHook(e,this,this.getHookServer())}catch(e){errorlog({where:"ExcalidrawView.onViewModeChange",fn:this.getHookServer().onViewModeChangeHook,error:e})}}async getBackOfTheNoteSections(){return(await this.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},this.file)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!MD_EX_SECTIONS.includes(e.display))).map((e=>cleanSectionHeading(e.display)))}async getBackOfTheNoteBlocks(){return(await this.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},this.file)).blocks.filter((e=>e.display&&e.node&&e.node.hasOwnProperty("type")&&e.node.hasOwnProperty("id"))).map((e=>cleanBlockRef(e.node.id)))}getSingleSelectedImage(){if(!this.excalidrawAPI)return null;const e=this.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==e.length)return null;const t=e[0];return{imageEl:t,embeddedFile:this.excalidrawData.getFile(t.fileId)}}async insertBackOfTheNoteCard(e=!1){await this.forceSave(!0);const t=await this.getBackOfTheNoteSections();new SelectCard(this.app,this,t).start(e)}async moveBackOfTheNoteCardToFile(e){e=e??this.getViewSelectedElements().filter((e=>"embeddable"===e.type))[0]?.id;const t=this.getEmbeddableLeafElementById(e),a=t?.node?.child;if(!a||a.file!==this.file)return;if(a.lastSavedData!==this.data&&(await this.forceSave(!0),a.lastSavedData!==this.data))return void new obsidian_module.Notice(t$d("ERROR_TRY_AGAIN"));const{folder:i,filepath:n}=await getAttachmentsFolderAndFilePath(this.app,this.file.path,"dummy"),r=getNewUniqueFilepath(this.app.vault,a.subpath.replaceAll("#",""),i);let s=await ScriptEngine.inputPrompt(this,this.plugin,this.app,"Set filename","Enter filename",r,void 0,3);if(!s)return;s.endsWith(".md")||(s+=".md");const{folderpath:o,filename:l}=splitFolderAndFilename(s);s=getNewUniqueFilepath(this.app.vault,l,o);try{const t=await createOrOverwriteFile(this.app,s,a.text);if(!t)return void new obsidian_module.Notice("Unexpected error");const i=getEA(this);i.copyViewElementsToEAforEditing([this.getViewElements().find((t=>t.id===e))]),i.getElement(e).link=`[[${t.path}]]`,this.data=this.data.split(a.heading+a.text).join(""),await i.addElementsToView(!1),i.destroy(),await this.forceSave(!0)}catch(e){return void new obsidian_module.Notice(`Unexpected error: ${e.message}`)}}async pasteCodeBlock(e){try{e=e.replaceAll("\r\n","\n").replaceAll("\r","\n").trim(),Boolean(e.match(/^`{3}[^\n]*\n.+\n`{3}\s*$/ms))||(e="```"+(await GenericInputPrompt.Prompt(this,this.plugin,this.app,"type codeblock type","javascript, html, python, etc.","")).trim()+"\n"+e+"\n```");let t=(await GenericInputPrompt.Prompt(this,this.plugin,this.app,"Code Block Title","Enter title or leave empty for automatic title","")).trim();""===t&&(t="Code Block");const a=await this.getBackOfTheNoteSections();if(a.includes(t)){let e=0;for(;a.includes(`${t} ${++e}`););t=`${t} ${e}`}addBackOfTheNoteCard(this,t,!1,e)}catch(e){}}async convertImageElWithURLToLocalFile(e){const{imageEl:t,embeddedFile:a}=e,i=a.getImage(!1);if(!i&&!i.startsWith("data:"))return new obsidian_module.Notice("Image not found"),!1;const n=getEA(this);n.copyViewElementsToEAforEditing([t]);const r=n.getElement(t.id);r.fileId=fileid(),r.link||(r.link=a.hyperlink);let s=a.getImage(!1);if(!s.startsWith("data:")&&(new obsidian_module.Notice("Attempting to download image from URL. This may take a long while. The operation will time out after max 1 minute"),s=await getDataURLFromURL(s,a.mimeType,3e4),!s.startsWith("data:")))return new obsidian_module.Notice("Failed. Could not download image!"),!1;const o=[];o.push({mimeType:a.mimeType,id:r.fileId,dataURL:s,created:a.mtime}),this.excalidrawAPI.addFiles(o),await n.addElementsToView(!1,!0),n.destroy(),new obsidian_module.Notice("Image successfully converted to local file")}insertLinkAction(e){let t=e.match(/\[\[(.*?)\]\]/)?.[1];t||(t=e.replaceAll("[","").replaceAll("]",""),t=t.split("|")[0].trim()),this.plugin.insertLinkDialog.start(this.file.path,((t,a,i)=>this.addLink(t,a,i,e)),t)}onContextMenu(e,t,a){const i=this.packages.react,n=[],r=this.excalidrawAPI,s=Object.keys(r.getAppState().selectedElementIds).length>0;if(this.isLinkSelected()&&n.push([renderContextMenuAction(i,t$d("OPEN_LINK_CLICK"),(()=>{const e=emulateKeysForLinkClick("new-tab");this.handleLinkClick(e,!0)}),a)]),t.viewModeEnabled){const e="laser"===t.activeTool?.type;n.push([renderContextMenuAction(i,t$d(e?"LASER_OFF":"LASER_ON"),(()=>{r.setActiveTool({type:e?"selection":"laser"})}),a)])}if(!t.viewModeEnabled){const r=this.getViewSelectedElements().filter((e=>"text"===e.type));if(1===r.length){const e=r[0],t=this.getViewElements().find((t=>t.id===e.containerId));t&&e.link&&this.excalidrawData.getParsedText(e.id)===e.rawText&&n.push([renderContextMenuAction(i,t$d("REMOVE_LINK"),(async()=>{const t=getEA(this);t.copyViewElementsToEAforEditing([e]),t.getElement(e.id).link=null,await t.addElementsToView(!1),t.destroy()}),a)]),t&&n.push([renderContextMenuAction(i,t$d("SELECT_TEXTELEMENT_ONLY"),(()=>{window.setTimeout((()=>this.excalidrawAPI.selectElements([e])))}),a)]),(!t||t&&"arrow"!==t.type)&&n.push([renderContextMenuAction(i,t$d("CONVERT_TO_MARKDOWN"),(()=>{this.convertTextElementToMarkdown(e,t)}),a)])}const o=this.getSingleSelectedImage();if(o&&o.embeddedFile?.isHyperLink&&n.push([renderContextMenuAction(i,t$d("CONVERT_URL_TO_FILE"),(()=>{window.setTimeout((()=>this.convertImageElWithURLToLocalFile(o)))}),a)]),o&&o.embeddedFile&&"image/svg+xml"===o.embeddedFile.mimeType&&(!o.embeddedFile.file||o.embeddedFile.file&&!this.plugin.isExcalidrawFile(o.embeddedFile.file))&&n.push([renderContextMenuAction(i,t$d("IMPORT_SVG_CONTEXTMENU"),(async()=>{const e=o.embeddedFile.getImage(!1).split(",")[1],t=atob(e);if(!t||""===t)return;const a=getEA(this);a.importSVG(t),a.addToGroup(a.getElements().map((e=>e.id))),await a.addElementsToView(!0,!0,!0,!0),a.destroy()}),a)]),s?n.push([renderContextMenuAction(i,t$d("COPY_ELEMENT_LINK"),(()=>{this.copyLinkToSelectedElementToClipboard("")}),a)]):n.push([renderContextMenuAction(i,t$d("COPY_DRAWING_LINK"),(()=>{const e=this.file.path.match(/(.*)(\.md)$/)?.[1];navigator.clipboard.writeText(`![[${e??this.file.path}]]`)}),a)]),1===this.getViewSelectedElements().filter((e=>"embeddable"===e.type)).length){const e=this.getEmbeddableLeafElementById(this.getViewSelectedElements().filter((e=>"embeddable"===e.type))[0].id),t=e?.node?.child;t&&t.file===this.file&&n.push([renderContextMenuAction(i,t$d("CONVERT_CARD_TO_FILE"),(()=>{this.moveBackOfTheNoteCardToFile()}),a)])}if(n.push([renderContextMenuAction(i,t$d("INSERT_CARD"),(()=>{this.insertBackOfTheNoteCard()}),a)]),n.push([renderContextMenuAction(i,t$d("UNIVERSAL_ADD_FILE"),(()=>{new UniversalInsertFileModal(this.plugin,this).open()}),a)]),n.push([renderContextMenuAction(i,t$d("INSERT_LINK"),(()=>{this.plugin.insertLinkDialog.start(this.file.path,((e,t,a)=>this.addLink(e,t,a)))}),a)]),n.push([renderContextMenuAction(i,t$d("PASTE_CODEBLOCK"),(async()=>{const e=await(navigator.clipboard?.readText());e&&""!==e.trim()&&this.pasteCodeBlock(e)}),a)]),!s&&e.some((e=>"frame"===e.type&&"marker"===e.frameRole))){const{frameRendering:e}=t;n.push([renderContextMenuAction(i,e.markerEnabled&&e.enabled&&e.outline?t$d("MARKER_FRAME_HIDE"):t$d("MARKER_FRAME_SHOW"),(()=>{const t=!(e.markerEnabled&&e.enabled&&e.outline);t?setTimeout((()=>this.updateScene({appState:{frameRendering:{...e,enabled:!0,outline:!0,markerEnabled:t}},captureUpdate:CaptureUpdateAction.NEVER}))):setTimeout((()=>this.updateScene({appState:{frameRendering:{...e,markerEnabled:t}},captureUpdate:CaptureUpdateAction.NEVER})))}),a)]),e.markerEnabled&&e.enabled&&e.outline&&n.push([renderContextMenuAction(i,e.markerName?t$d("MARKER_FRAME_TITLE_HIDE"):t$d("MARKER_FRAME_TITLE_SHOW"),(()=>{setTimeout((()=>this.updateScene({appState:{frameRendering:{...e,markerName:!e.markerName}},captureUpdate:CaptureUpdateAction.NEVER})))}),a)])}}if(0!==n.length)return i.createElement("div",{},...n,i.createElement("hr",{key:nanoid$1(),className:"context-menu-item-separator"}))}actionOpenScriptInstallPrompt(){new ScriptInstallPrompt(this.plugin).open()}actionOpenExportImageDialog(){this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file)),this.exportDialog.open()}setExcalidrawAPI(e){this.excalidrawAPI=e,window.setTimeout((()=>{this.onAfterLoadScene(!0),this.excalidrawContainer?.focus()}))}ttdDialog(){return this.packages.react.createElement(this.packages.excalidrawLib.TTDDialog,{onTextSubmit:async e=>{try{const t=await postOpenAI({systemPrompt:"The user will provide you with a text prompt. Your task is to generate a mermaid diagram based on the prompt. Use the graph, sequenceDiagram, flowchart or classDiagram types based on what best fits the request. Return a single message containing only the mermaid diagram in a codeblock. Avoid the use of `()` parenthesis in the mermaid script.",text:e,instruction:"Return a single message containing only the mermaid diagram in a codeblock."});if(!t)return{error:new Error("Request failed")};const a=t.json;if(a?.error)return log$2(t),{error:new Error(a.error.message)};if(!a?.choices?.[0]?.message?.content)return log$2(t),{error:new Error("Generation failed... see console log for details")};let i=extractCodeBlocks(a.choices[0]?.message?.content)[0]?.data;return i?(i.startsWith("mermaid")&&(i=i.replace(/^mermaid/,"").trim()),{generatedResponse:i,rateLimit:100,rateLimitRemaining:100}):(log$2(t),{error:new Error("Generation failed... see console log for details")})}catch(e){throw new Error("Request failed")}}})}diagramToCode(){return this.packages.react.createElement(this.packages.excalidrawLib.DiagramToCodePlugin,{generate:async({frame:e,children:t})=>{const a=this.excalidrawAPI.getAppState();try{const i=await this.packages.excalidrawLib.exportToBlob({elements:t,appState:{...a,exportBackground:!0,viewBackgroundColor:a.viewBackgroundColor},exportingFrame:e,files:this.excalidrawAPI.getFiles(),mimeType:"image/jpeg"}),n=await this.packages.excalidrawLib.getDataURL(i),r=this.packages.excalidrawLib.getTextFromElements(t),s=await diagramToHTML({image:n,apiKey:this.plugin.settings.openAIAPIToken,text:r,theme:a.theme});if(!s.ok){const e=await s.json(),t=e.error?.message||"Unknown error during generation";return{html:errorHTML(t)}}const o=await s.json();if(null==o.choices[0].message.content)return{html:errorHTML("Nothing generated")};const l=o.choices[0].message.content;return{html:l.slice(l.indexOf("<!DOCTYPE html>"),l.indexOf("</html>")+7)}}catch(e){return{html:errorHTML("Request failed")}}}})}ttdDialogTrigger(){return this.packages.react.createElement(this.packages.excalidrawLib.TTDDialogTrigger,{})}renderWelcomeScreen(){if(!this.plugin.settings.showSplashscreen)return null;const e=this.packages.react,{WelcomeScreen:t}=this.packages.excalidrawLib,a=this.app.vault.getFiles().filter((e=>this.plugin.isExcalidrawFile(e))).length,i=a<200?"Bronze":a<750?"Silver":a<2e3?"Gold":"Platinum",n=a<200?200-a:a<750?750-a:a<2e3?2e3-a:0,{decoration:r,title:s}=SwordColors[i];return e.createElement(t,{},e.createElement(t.Center,{},e.createElement(t.Center.Logo,{},e.createElement(LogoWrapper,{},excalidrawSword(i))),e.createElement(t.Center.Heading,{color:r,message:n>0?`${i}: ${n} ${t$d("WELCOME_RANK_NEXT")}`:`${i}: ${t$d("WELCOME_RANK_LEGENDARY")}`},s),e.createElement(t.Center.Heading,{},t$d("WELCOME_COMMAND_PALETTE"),e.createElement("br"),t$d("WELCOME_OBSIDIAN_MENU"),e.createElement("br"),t$d("WELCOME_SCRIPT_LIBRARY"),e.createElement("br"),t$d("WELCOME_HELP_MENU")),e.createElement(t.Center.Menu,{},e.createElement(t.Center.MenuItemLink,{icon:ICONS.YouTube,href:"https://www.youtube.com/@VisualPKM",shortcut:null,"aria-label":t$d("WELCOME_YOUTUBE_ARIA")},t$d("WELCOME_YOUTUBE_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.Discord,href:"https://discord.gg/DyfAXFwUHc",shortcut:null,"aria-label":t$d("WELCOME_DISCORD_ARIA")},t$d("WELCOME_DISCORD_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.twitter,href:"https://twitter.com/zsviczian",shortcut:null,"aria-label":t$d("WELCOME_TWITTER_ARIA")},t$d("WELCOME_TWITTER_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.Learn,href:"https://visual-thinking-workshop.com",shortcut:null,"aria-label":t$d("WELCOME_LEARN_ARIA")},t$d("WELCOME_LEARN_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.heart,href:"https://ko-fi.com/zsolt",shortcut:null,"aria-label":t$d("WELCOME_DONATE_ARIA")},t$d("WELCOME_DONATE_LINK")))))}renderCustomActionsMenu(){const e=this.packages.react,{MainMenu:t}=this.packages.excalidrawLib;return e.createElement(t,{},e.createElement(t.DefaultItems.ChangeCanvasBackground),e.createElement(t.DefaultItems.ToggleTheme),e.createElement(t.Separator),DEVICE.isPhone?null:e.createElement(t.Item,{icon:ICONS.trayMode,"aria-label":t$d("ARIA_LABEL_TRAY_MODE"),onSelect:()=>{DEVICE.isTablet?this.plugin.settings.defaultTrayMode?this.toggleCompactMode():this.toggleTrayMode(!1):this.toggleTrayMode()}},t$d("TRAY_TRAY_MODE")),e.createElement(t.Item,{icon:saveIcon(!1),"aria-label":t$d("FORCE_SAVE"),onSelect:()=>this.forceSave()},t$d("TRAY_SAVE")),e.createElement(t.Item,{icon:ICONS.scriptEngine,"aria-label":t$d("TRAY_SCRIPT_LIBRARY_ARIA"),onSelect:()=>this.actionOpenScriptInstallPrompt()},t$d("TRAY_SCRIPT_LIBRARY")),e.createElement(t.Item,{icon:ICONS.ExportImage,"aria-label":t$d("TRAY_EXPORT_ARIA"),onSelect:()=>this.actionOpenExportImageDialog()},t$d("TRAY_EXPORT")),e.createElement(t.Item,{icon:ICONS.switchToMarkdown,"aria-label":t$d("TRAY_SWITCH_TO_MD_ARIA"),onSelect:()=>this.openAsMarkdown()},t$d("TRAY_SWITCH_TO_MD")),e.createElement(t.Separator),e.createElement(t.DefaultItems.Help),e.createElement(t.DefaultItems.ClearCanvas))}renderEmbeddable(e,t){const a=this.packages.react;try{const i=useDefaultExcalidrawFrame(e);if(!this.file||!e||!e.link||0===e.link.length||i)return null;if(e.link.match(REG_LINKINDEX_HYPERLINK)||e.link.startsWith("data:"))return i?null:renderWebView(e.link,this,e.id,t);const n=REGEX_LINK.getRes(e.link).next();if(!n||!n.value&&n.done)return null;let r=REGEX_LINK.getLink(n);return r.match(REG_LINKINDEX_HYPERLINK)?i?null:renderWebView(r,this,e.id,t):a.createElement(CustomEmbeddable,{element:e,view:this,appState:t,linkText:r})}catch(e){return null}}renderEmbeddableMenu(e){return this.embeddableMenu?.renderButtons(e)}renderToolsPanel(e){return this.packages.react.createElement(ToolsPanel,{ref:this.toolsPanelRef,visible:!1,view:new WeakRef(this),centerPointer:()=>this.setCurrentPositionToCenter(),observer:new WeakRef(e.current)})}renderTopRightUI(e,t){return this.obsidianMenu?.renderButton(e,t)}onExcalidrawResize(){try{const e=this.excalidrawAPI;if(!e)return;const t=this.contentEl.clientWidth,a=this.contentEl.clientHeight;if(0===t||0===a)return;const i=e.getAppState(),n=this.editingTextElementId===i.editingTextElement?.id,r=i.editingTextElement&&!n,s=(this.semaphores.isEditingText||n)&&!r;if(this.editingTextElementId=r?i.editingTextElement.id:null,r){const e=this.contentEl.querySelector(".Island.App-toolbar")?.clientHeight??0,t=sceneCoordsToViewportCoords({sceneX:0,sceneY:i.editingTextElement.y},i).y,n=a>t-sceneCoordsToViewportCoords({sceneX:0,sceneY:-i.scrollY},i).y+2*e,r=this.excalidrawWrapperRef.current;r&&!n&&(r.style.top=-(i.height-a)+"px",r.style.height=`${i.height}px`,this.excalidrawContainer?.querySelector(".App-bottom-bar")?.scrollIntoView(),this.headerEl?.scrollIntoView())}if(s){const e=this.excalidrawWrapperRef.current,t=this.excalidrawContainer?.querySelector(".App-bottom-bar"),a=this.headerEl;e&&(e.style.top="",e.style.height="",t?.scrollIntoView(),a?.scrollIntoView())}this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.updatePosition(),this.ownerDocument!==document&&this.refreshCanvasOffset()}catch(e){errorlog({where:"Excalidraw React-Wrapper, onResize",error:e})}}excalidrawRootElement(e){const t=this.packages.react,{Excalidraw:a}=this.packages.excalidrawLib,i=t.useRef(null),n=t.useRef(null),r=t.useRef(null);this.toolsPanelRef=n,t.useEffect((()=>(this.embeddableMenuRef=r,this.obsidianMenu=new ObsidianMenu(this.plugin,n,this),this.embeddableMenu=new EmbeddableMenu(this,r),this.excalidrawWrapperRef=i,()=>{this.obsidianMenu.destroy(),this.obsidianMenu=null,this.embeddableMenu.destroy(),this.embeddableMenu=null,this.toolsPanelRef.current=null,this.embeddableMenuRef.current=null,this.excalidrawWrapperRef.current=null})),[]);const s=t.useRef(new ResizeObserver((e=>{if(!n||!n.current)return;const{width:t,height:a}=e[0].contentRect;if(0===t||0===a)return;const i=n.current.onRightEdge?n.current.previousWidth-t:0,r=n.current.onBottomEdge?n.current.previousHeight-a:0;n.current.updatePosition(r,i)})));return t.useEffect((()=>(n?.current&&s.current.observe(n.current.containerRef.current),()=>{})),[n,s]),t.createElement(t.Fragment,null,t.createElement("div",{className:"excalidraw-wrapper",ref:i,key:"abc",tabIndex:0,onKeyDown:this.excalidrawDIVonKeyDown.bind(this),onPointerDown:this.onPointerDown.bind(this),onMouseMove:this.onMouseMove.bind(this),onMouseOver:this.onMouseOver.bind(this),onDragOver:this.dropManager.onDragOver.bind(this.dropManager),onDragLeave:this.dropManager.onDragLeave.bind(this.dropManager)},t.createElement(a,{excalidrawAPI:this.setExcalidrawAPI.bind(this),width:"100%",height:"100%",UIOptions:{canvasActions:{loadScene:!1,saveScene:!1,saveAsScene:!1,export:!1,saveAsImage:!1,saveToActiveFile:!1}},initState:e?.appState,initialData:e,detectScroll:!0,onPointerUpdate:this.onPointerUpdate.bind(this),libraryReturnUrl:"app://obsidian.md",autoFocus:!0,langCode:obsidianToExcalidrawMap[this.plugin.locale]??"en-EN",aiEnabled:this.plugin.settings.aiEnabled??!0,onChange:this.onChange.bind(this),onLibraryChange:this.onLibraryChange.bind(this),renderTopRightUI:this.renderTopRightUI.bind(this),renderEmbeddableMenu:this.renderEmbeddableMenu.bind(this),onPaste:this.onPaste.bind(this),onThemeChange:this.onThemeChange.bind(this),onDrop:this.dropManager.onDrop.bind(this.dropManager),onBeforeTextEdit:this.onBeforeTextEdit.bind(this),onBeforeTextSubmit:this.onBeforeTextSubmit.bind(this),onLinkOpen:this.onLinkOpen.bind(this),onLinkHover:this.onLinkHover.bind(this),onContextMenu:this.onContextMenu.bind(this),onViewModeChange:this.onViewModeChange.bind(this),validateEmbeddable:!0,renderWebview:DEVICE.isDesktop,renderEmbeddable:this.renderEmbeddable.bind(this),renderMermaid:shouldRenderMermaid,showDeprecatedFonts:!0,insertLinkAction:this.insertLinkAction.bind(this)},this.renderCustomActionsMenu(),this.renderWelcomeScreen(),this.ttdDialog(),this.diagramToCode(),this.ttdDialogTrigger()),this.renderToolsPanel(s)))}async instantiateExcalidraw(e){for(await this.plugin.awaitInit();!this.semaphores.scriptsReady;)await sleep(50);const t=this.packages.react,a=this.packages.reactDOM;this.clearDirty(),this.excalidrawRoot=a.createRoot(this.contentEl),this.excalidrawRoot.render(t.createElement(this.excalidrawRootElement.bind(this,e)))}updateContainerSize(e,t=!1,a=!1){const i=this.excalidrawAPI;if(!i)return;const n=()=>{const t=e?i.getSceneElements().filter((t=>t.id===e&&"arrow"!==t.type)):i.getSceneElements().filter(isContainer);t.length>0&&(a&&(this.semaphores.justLoaded=!0),i.updateContainerSize(t))};t?window.setTimeout((()=>n()),50):n()}zoomToFit(e=!0,t=!1){if(this.semaphores?.viewunload)return;if(document.body.querySelector("div.modal-container"))return;const a=this.excalidrawAPI;if(!a||this.semaphores.isEditingText||this.semaphores.preventAutozoom)return;if(windowMigratedDisableZoomOnce)return void(windowMigratedDisableZoomOnce=!1);const i=this.plugin.settings.zoomToFitMaxLevel,n=a.getSceneElements().filter((e=>e.width<1e4&&e.height<1e4));DEVICE.isMobile&&n.length>1e3||n.length>2500?t&&a.scrollToContent():e?window.setTimeout((()=>a.zoomToFit(n,i,this.isFullscreen()?0:.05)),100):a.zoomToFit(n,i,this.isFullscreen()?0:.05)}updatePinnedScripts(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{pinnedScripts:this.plugin.settings.pinnedScripts},captureUpdate:CaptureUpdateAction.NEVER})}updatePinnedCustomPens(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens)},captureUpdate:CaptureUpdateAction.NEVER})}updatePinchZoom(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{allowPinchZoom:this.plugin.settings.allowPinchZoom},captureUpdate:CaptureUpdateAction.NEVER})}updateWheelZoom(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{allowWheelZoom:this.plugin.settings.allowWheelZoom},captureUpdate:CaptureUpdateAction.NEVER})}async toggleCompactMode(){const e=!this.plugin.settings.compactModeOnTablets;await this.plugin.loadSettings(),this.plugin.settings.compactModeOnTablets=e,setTrayMode(this.app,this.plugin.settings),await this.plugin.saveSettings()}async toggleTrayMode(e){const t=!this.plugin.settings.defaultTrayMode;await this.plugin.loadSettings(),this.plugin.settings.defaultTrayMode=t,void 0!==e&&(this.plugin.settings.compactModeOnTablets=e),setTrayMode(this.app,this.plugin.settings),await this.plugin.saveSettings()}setTrayMode(e){const t=this.excalidrawAPI;if(!t)return!1;t.updateScene({appState:{trayModeEnabled:e},captureUpdate:CaptureUpdateAction.NEVER}),setTimeout((()=>t.refreshEditorBreakpoints()))}selectElementsMatchingQuery(e,t,a=!0,i=!1,n=!1){let r=getTextElementsMatchingQuery(e.filter((e=>"text"===e.type)),t,i).concat(getFrameElementsMatchingQuery(e.filter((e=>"frame"===e.type)),t,i)).concat(getElementsWithLinkMatchingQuery(e.filter((e=>e.link)),t,i)).concat(getImagesMatchingQuery(e,t,this.excalidrawData,i));if(0===r.length)return new obsidian_module.Notice(t$d("NO_SEARCH_RESULT")),!1;if(n){const t=this.plugin.ea.getElementsInTheSameGroupWithElement(r[0],e);t.length>0&&(r=t)}return this.zoomToElements(a,r),!0}zoomToElements(e,t){const a=this.excalidrawAPI;if(!a)return;const i=this.plugin.settings.zoomToFitMaxLevel;e&&a.selectElements(t,!0),a.zoomToFit(t,i,.05)}getViewElements(){const e=this.excalidrawAPI;return e?e.getSceneElements():[]}getViewSelectedElements(e=!0){const t=this.excalidrawAPI;if(!t)return[];const a=t.getAppState()?.selectedElementIds;if(!a)return[];const i=Object.keys(a);if(!i)return[];const n=new Set,r=t.getSceneElements().filter((e=>i.includes(e.id))),s=r.filter((e=>e.boundElements&&e.boundElements.filter((e=>"text"===e.type)).length>0)).map((e=>e.boundElements.filter((e=>"text"===e.type)).map((e=>e.id))[0]));return e&&r.some((e=>"frame"===e.type))&&r.filter((e=>"frame"===e.type)).forEach((e=>{t.getSceneElements().filter((t=>t.frameId===e.id)).forEach((e=>n.add(e.id)))})),r.forEach((e=>n.add(e.id))),s.forEach((e=>n.add(e))),t.getSceneElements().filter((e=>n.has(e.id)))}async copyLinkToSelectedElementToClipboard(e){const t=this.getViewSelectedElements();if(t.length<1)return void new obsidian_module.Notice(t$d("INSERT_LINK_TO_ELEMENT_ERROR"));let a;if(2===t.length){const e=t.filter((e=>"text"===e.type));1===e.length&&e[0].containerId&&1===t.filter((e=>e.boundElements&&e.boundElements.some((e=>"text"===e.type)))).length&&(a=e[0].id)}a||(a=1===t.length?t[0].id:this.plugin.ea.getLargestElement(t).id);const i=t.filter((e=>"frame"===e.type)),n=1===i.length,r=n&&"marker"===i[0].frameRole,s=t.some((e=>e.groupIds&&e.groupIds.length>0));let o={area:{caption:"Area",action:()=>{e="area="}},link:{caption:"Link",action:()=>{e=""}},group:{caption:"Group",action:()=>{e="group="}},frame:{caption:"Frame",action:()=>{e="frame=",a=i[0].id}},clippedframe:{caption:"Clipped Frame",action:()=>{e="clippedframe=",a=i[0].id}}},l=[];switch(e){case"area=":l=[o.area,o.link,...s?[o.group]:[],...n&&!r?[o.clippedframe]:[],...n?[o.frame]:[]];break;case"group=":l=[...s?[o.group]:[],o.link,o.area,...n&&!r?[o.clippedframe]:[],...n?[o.frame]:[]];break;case"frame=":case"clippedframe=":l=[...n&&!r?[o.clippedframe]:[],...n?[o.frame]:[],...s?[o.group]:[],o.link,o.area];break;default:l=[{caption:"Link",action:()=>{e=""}},{caption:"Area",action:()=>{e="area="}},{caption:"Group",action:()=>{e="group="}},...n&&!r?[o.clippedframe]:[],...n?[o.frame]:[]]}const c=await ScriptEngine.inputPrompt(this,this.plugin,this.app,"Set link alias","Leave empty if you do not want to set an alias","",l);navigator.clipboard.writeText(`${e.length>0?"!":""}[[${this.file.path}#^${e}${a}${c?`|${c}`:""}]]`),new obsidian_module.Notice(t$d("INSERT_LINK_TO_ELEMENT_READY"))}updateScene(e,t=!1){const a=this.excalidrawAPI;if(!a)return;if("string"==typeof e.storeAction){switch(e.storeAction){case"capture":e.captureUpdate=CaptureUpdateAction.IMMEDIATELY;break;case"none":e.captureUpdate=CaptureUpdateAction.EVENTUALLY;break;default:e.captureUpdate=CaptureUpdateAction.NEVER}delete e.storeAction}const i=e.elements&&t;i&&(e.elements=restore(e,null,null).elements),Boolean(e.appState)&&(e.forceFlushSync=!0),e.elements&&(e.elements=syncInvalidIndices(e.elements));try{a.updateScene(e)}catch(t){if(errorlog({where:"ExcalidrawView.updateScene 1st attempt",fn:this.updateScene,error:t,scene:e,willDoSecondAttempt:!i}),i)warningUnknowSeriousError();else 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o({c:e,m:a,y:i,k:n,a:r})}}return[{r:0,g:0,b:0,a:1},"invalid"]}const i=e=>{e.prototype.cmyka=function(){return function(e){const{r:t,g:a,b:i,a:n}=e,r=1-Math.max(t,a,i)/255,[s,o,l]=1===r?[0,0,0]:[t,a,i].map((e=>100*(1-e/255-r)/(1-r)));return{c:s,m:o,y:l,k:100*r,a:n}}(this.rgba())},e.prototype.stringCMYK=function({alpha:e=!0,precision:t=[0,0,0,0,1]}={}){const[a,i,n,r,s]=Object.values(this.cmyka()).map(((e,a)=>function(e,t){return+e.toFixed(t>=0?t:0)}(e,t[a])));return e?`device-cmyk(${a}, ${i}, ${n}, ${r}, ${s})`:`device-cmyk(${a}, ${i}, ${n}, ${r})`},e.Parsers.push(a)};var s=n.Z;class ExcalidrawScene{type="excalidraw";version=2;source=GITHUB_RELEASES+PLUGIN_VERSION;elements=[];constructor(e=[]){this.elements=e}toExJSON(){return{...this,elements:this.elements.map((e=>({...e})))}}}var ARRAY_TYPE="undefined"!=typeof Float32Array?Float32Array:Array;function create$1(){var e=new ARRAY_TYPE(16);return ARRAY_TYPE!=Float32Array&&(e[1]=0,e[2]=0,e[3]=0,e[4]=0,e[6]=0,e[7]=0,e[8]=0,e[9]=0,e[11]=0,e[12]=0,e[13]=0,e[14]=0),e[0]=1,e[5]=1,e[10]=1,e[15]=1,e}function clone(e){var t=new ARRAY_TYPE(16);return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=e[3],t[4]=e[4],t[5]=e[5],t[6]=e[6],t[7]=e[7],t[8]=e[8],t[9]=e[9],t[10]=e[10],t[11]=e[11],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15],t}function fromValues$1(e,t,a,i,n,r,s,o,l,c,d,h,p,u,m,g){var f=new ARRAY_TYPE(16);return f[0]=e,f[1]=t,f[2]=a,f[3]=i,f[4]=n,f[5]=r,f[6]=s,f[7]=o,f[8]=l,f[9]=c,f[10]=d,f[11]=h,f[12]=p,f[13]=u,f[14]=m,f[15]=g,f}function multiply$1(e,t,a){var i=t[0],n=t[1],r=t[2],s=t[3],o=t[4],l=t[5],c=t[6],d=t[7],h=t[8],p=t[9],u=t[10],m=t[11],g=t[12],f=t[13],b=t[14],U=t[15],E=a[0],w=a[1],y=a[2],v=a[3];return e[0]=E*i+w*o+y*h+v*g,e[1]=E*n+w*l+y*p+v*f,e[2]=E*r+w*c+y*u+v*b,e[3]=E*s+w*d+y*m+v*U,E=a[4],w=a[5],y=a[6],v=a[7],e[4]=E*i+w*o+y*h+v*g,e[5]=E*n+w*l+y*p+v*f,e[6]=E*r+w*c+y*u+v*b,e[7]=E*s+w*d+y*m+v*U,E=a[8],w=a[9],y=a[10],v=a[11],e[8]=E*i+w*o+y*h+v*g,e[9]=E*n+w*l+y*p+v*f,e[10]=E*r+w*c+y*u+v*b,e[11]=E*s+w*d+y*m+v*U,E=a[12],w=a[13],y=a[14],v=a[15],e[12]=E*i+w*o+y*h+v*g,e[13]=E*n+w*l+y*p+v*f,e[14]=E*r+w*c+y*u+v*b,e[15]=E*s+w*d+y*m+v*U,e}function create(){var e=new ARRAY_TYPE(3);return ARRAY_TYPE!=Float32Array&&(e[0]=0,e[1]=0,e[2]=0),e}function fromValues(e,t,a){var i=new ARRAY_TYPE(3);return i[0]=e,i[1]=t,i[2]=a,i}function transformMat4(e,t,a){var i=t[0],n=t[1],r=t[2],s=a[3]*i+a[7]*n+a[11]*r+a[15];return s=s||1,e[0]=(a[0]*i+a[4]*n+a[8]*r+a[12])/s,e[1]=(a[1]*i+a[5]*n+a[9]*r+a[13])/s,e[2]=(a[2]*i+a[6]*n+a[10]*r+a[14])/s,e}Math.hypot||(Math.hypot=function(){for(var e=0,t=arguments.length;t--;)e+=arguments[t]*arguments[t];return Math.sqrt(e)}),create();const random$2=new Random(Date.now()),randomInteger=()=>Math.floor(random$2.next()*2**31),randomId=()=>nanoid$1();function dimensionsFromPoints(e){const t=e.map((([e])=>e)),a=e.map((([,e])=>e)),i=Math.min(...t),n=Math.min(...a);return[Math.max(...t)-i,Math.max(...a)-n]}function getWindingOrder(e){return e.reduce(((e,[t,a],i,n)=>{const r=n[i+1];return((r?r[0]:0)-t)*((r?r[1]:0)+a)+e}),0)>0?"clockwise":"counterclockwise"}const{min:min$4,max:max$4}=Math;var limit=(e,t=0,a=1)=>min$4(max$4(t,e),a),clip_rgb=e=>{e._clipped=!1,e._unclipped=e.slice(0);for(let t=0;t<=3;t++)t<3?((e[t]<0||e[t]>255)&&(e._clipped=!0),e[t]=limit(e[t],0,255)):3===t&&(e[t]=limit(e[t],0,1));return e};const classToType={};for(let e of["Boolean","Number","String","Function","Array","Date","RegExp","Undefined","Null"])classToType[`[object ${e}]`]=e.toLowerCase();function type(e){return classToType[Object.prototype.toString.call(e)]||"object"}var unpack=(e,t=null)=>e.length>=3?Array.prototype.slice.call(e):"object"==type(e[0])&&t?t.split("").filter((t=>void 0!==e[0][t])).map((t=>e[0][t])):e[0].slice(0),last=e=>{if(e.length<2)return null;const t=e.length-1;return"string"==type(e[t])?e[t].toLowerCase():null};const{PI:PI$2,min:min$3,max:max$3}=Math,rnd2=e=>Math.round(100*e)/100,rnd3=e=>Math.round(100*e)/100,TWOPI=2*PI$2,PITHIRD=PI$2/3,DEG2RAD=PI$2/180,RAD2DEG=180/PI$2;function reverse3(e){return[...e.slice(0,3).reverse(),...e.slice(3)]}var input={format:{},autodetect:[]};class Color{constructor(...e){const t=this;if("object"===type(e[0])&&e[0].constructor&&e[0].constructor===this.constructor)return e[0];let a=last(e),i=!1;if(!a){i=!0,input.sorted||(input.autodetect=input.autodetect.sort(((e,t)=>t.p-e.p)),input.sorted=!0);for(let t of input.autodetect)if(a=t.test(...e),a)break}if(!input.format[a])throw new Error("unknown format: "+e);{const n=input.format[a].apply(null,i?e:e.slice(0,-1));t._rgb=clip_rgb(n)}3===t._rgb.length&&t._rgb.push(1)}toString(){return"function"==type(this.hex)?this.hex():`[${this._rgb.join(",")}]`}}const version="3.1.2",chroma=(...e)=>new Color(...e);chroma.version=version;const w3cx11={aliceblue:"#f0f8ff",antiquewhite:"#faebd7",aqua:"#00ffff",aquamarine:"#7fffd4",azure:"#f0ffff",beige:"#f5f5dc",bisque:"#ffe4c4",black:"#000000",blanchedalmond:"#ffebcd",blue:"#0000ff",blueviolet:"#8a2be2",brown:"#a52a2a",burlywood:"#deb887",cadetblue:"#5f9ea0",chartreuse:"#7fff00",chocolate:"#d2691e",coral:"#ff7f50",cornflowerblue:"#6495ed",cornsilk:"#fff8dc",crimson:"#dc143c",cyan:"#00ffff",darkblue:"#00008b",darkcyan:"#008b8b",darkgoldenrod:"#b8860b",darkgray:"#a9a9a9",darkgreen:"#006400",darkgrey:"#a9a9a9",darkkhaki:"#bdb76b",darkmagenta:"#8b008b",darkolivegreen:"#556b2f",darkorange:"#ff8c00",darkorchid:"#9932cc",darkred:"#8b0000",darksalmon:"#e9967a",darkseagreen:"#8fbc8f",darkslateblue:"#483d8b",darkslategray:"#2f4f4f",darkslategrey:"#2f4f4f",darkturquoise:"#00ced1",darkviolet:"#9400d3",deeppink:"#ff1493",deepskyblue:"#00bfff",dimgray:"#696969",dimgrey:"#696969",dodgerblue:"#1e90ff",firebrick:"#b22222",floralwhite:"#fffaf0",forestgreen:"#228b22",fuchsia:"#ff00ff",gainsboro:"#dcdcdc",ghostwhite:"#f8f8ff",gold:"#ffd700",goldenrod:"#daa520",gray:"#808080",green:"#008000",greenyellow:"#adff2f",grey:"#808080",honeydew:"#f0fff0",hotpink:"#ff69b4",indianred:"#cd5c5c",indigo:"#4b0082",ivory:"#fffff0",khaki:"#f0e68c",laserlemon:"#ffff54",lavender:"#e6e6fa",lavenderblush:"#fff0f5",lawngreen:"#7cfc00",lemonchiffon:"#fffacd",lightblue:"#add8e6",lightcoral:"#f08080",lightcyan:"#e0ffff",lightgoldenrod:"#fafad2",lightgoldenrodyellow:"#fafad2",lightgray:"#d3d3d3",lightgreen:"#90ee90",lightgrey:"#d3d3d3",lightpink:"#ffb6c1",lightsalmon:"#ffa07a",lightseagreen:"#20b2aa",lightskyblue:"#87cefa",lightslategray:"#778899",lightslategrey:"#778899",lightsteelblue:"#b0c4de",lightyellow:"#ffffe0",lime:"#00ff00",limegreen:"#32cd32",linen:"#faf0e6",magenta:"#ff00ff",maroon:"#800000",maroon2:"#7f0000",maroon3:"#b03060",mediumaquamarine:"#66cdaa",mediumblue:"#0000cd",mediumorchid:"#ba55d3",mediumpurple:"#9370db",mediumseagreen:"#3cb371",mediumslateblue:"#7b68ee",mediumspringgreen:"#00fa9a",mediumturquoise:"#48d1cc",mediumvioletred:"#c71585",midnightblue:"#191970",mintcream:"#f5fffa",mistyrose:"#ffe4e1",moccasin:"#ffe4b5",navajowhite:"#ffdead",navy:"#000080",oldlace:"#fdf5e6",olive:"#808000",olivedrab:"#6b8e23",orange:"#ffa500",orangered:"#ff4500",orchid:"#da70d6",palegoldenrod:"#eee8aa",palegreen:"#98fb98",paleturquoise:"#afeeee",palevioletred:"#db7093",papayawhip:"#ffefd5",peachpuff:"#ffdab9",peru:"#cd853f",pink:"#ffc0cb",plum:"#dda0dd",powderblue:"#b0e0e6",purple:"#800080",purple2:"#7f007f",purple3:"#a020f0",rebeccapurple:"#663399",red:"#ff0000",rosybrown:"#bc8f8f",royalblue:"#4169e1",saddlebrown:"#8b4513",salmon:"#fa8072",sandybrown:"#f4a460",seagreen:"#2e8b57",seashell:"#fff5ee",sienna:"#a0522d",silver:"#c0c0c0",skyblue:"#87ceeb",slateblue:"#6a5acd",slategray:"#708090",slategrey:"#708090",snow:"#fffafa",springgreen:"#00ff7f",steelblue:"#4682b4",tan:"#d2b48c",teal:"#008080",thistle:"#d8bfd8",tomato:"#ff6347",turquoise:"#40e0d0",violet:"#ee82ee",wheat:"#f5deb3",white:"#ffffff",whitesmoke:"#f5f5f5",yellow:"#ffff00",yellowgreen:"#9acd32"},RE_HEX=/^#?([A-Fa-f0-9]{6}|[A-Fa-f0-9]{3})$/,RE_HEXA=/^#?([A-Fa-f0-9]{8}|[A-Fa-f0-9]{4})$/,hex2rgb=e=>{if(e.match(RE_HEX)){4!==e.length&&7!==e.length||(e=e.substr(1)),3===e.length&&(e=(e=e.split(""))[0]+e[0]+e[1]+e[1]+e[2]+e[2]);const t=parseInt(e,16);return[t>>16,t>>8&255,255&t,1]}if(e.match(RE_HEXA)){5!==e.length&&9!==e.length||(e=e.substr(1)),4===e.length&&(e=(e=e.split(""))[0]+e[0]+e[1]+e[1]+e[2]+e[2]+e[3]+e[3]);const t=parseInt(e,16);return[t>>24&255,t>>16&255,t>>8&255,Math.round((255&t)/255*100)/100]}throw new Error(`unknown hex color: ${e}`)},{round:round$5}=Math,rgb2hex=(...e)=>{let[t,a,i,n]=unpack(e,"rgba"),r=last(e)||"auto";void 0===n&&(n=1),"auto"===r&&(r=n<1?"rgba":"rgb"),t=round$5(t),a=round$5(a),i=round$5(i);let s="000000"+(t<<16|a<<8|i).toString(16);s=s.substr(s.length-6);let o="0"+round$5(255*n).toString(16);switch(o=o.substr(o.length-2),r.toLowerCase()){case"rgba":return`#${s}${o}`;case"argb":return`#${o}${s}`;default:return`#${s}`}};Color.prototype.name=function(){const e=rgb2hex(this._rgb,"rgb");for(let t of Object.keys(w3cx11))if(w3cx11[t]===e)return t.toLowerCase();return e},input.format.named=e=>{if(e=e.toLowerCase(),w3cx11[e])return hex2rgb(w3cx11[e]);throw new Error("unknown color name: "+e)},input.autodetect.push({p:5,test:(e,...t)=>{if(!t.length&&"string"===type(e)&&w3cx11[e.toLowerCase()])return"named"}}),Color.prototype.alpha=function(e,t=!1){return void 0!==e&&"number"===type(e)?t?(this._rgb[3]=e,this):new Color([this._rgb[0],this._rgb[1],this._rgb[2],e],"rgb"):this._rgb[3]},Color.prototype.clipped=function(){return this._rgb._clipped||!1};const labConstants={Kn:18,labWhitePoint:"d65",Xn:.95047,Yn:1,Zn:1.08883,t0:.137931034,t1:.206896552,t2:.12841855,t3:.008856452,kE:216/24389,kKE:8,kK:24389/27,RefWhiteRGB:{X:.95047,Y:1,Z:1.08883},MtxRGB2XYZ:{m00:.4124564390896922,m01:.21267285140562253,m02:.0193338955823293,m10:.357576077643909,m11:.715152155287818,m12:.11919202588130297,m20:.18043748326639894,m21:.07217499330655958,m22:.9503040785363679},MtxXYZ2RGB:{m00:3.2404541621141045,m01:-.9692660305051868,m02:.055643430959114726,m10:-1.5371385127977166,m11:1.8760108454466942,m12:-.2040259135167538,m20:-.498531409556016,m21:.041556017530349834,m22:1.0572251882231791},As:.9414285350000001,Bs:1.040417467,Cs:1.089532651,MtxAdaptMa:{m00:.8951,m01:-.7502,m02:.0389,m10:.2664,m11:1.7135,m12:-.0685,m20:-.1614,m21:.0367,m22:1.0296},MtxAdaptMaI:{m00:.9869929054667123,m01:.43230526972339456,m02:-.008528664575177328,m10:-.14705425642099013,m11:.5183602715367776,m12:.04004282165408487,m20:.15996265166373125,m21:.0492912282128556,m22:.9684866957875502}},ILLUMINANTS=new Map([["a",[1.0985,.35585]],["b",[1.0985,.35585]],["c",[.98074,1.18232]],["d50",[.96422,.82521]],["d55",[.95682,.92149]],["d65",[.95047,1.08883]],["e",[1,1,1]],["f2",[.99186,.67393]],["f7",[.95041,1.08747]],["f11",[1.00962,.6435]],["icc",[.96422,.82521]]]);function setLabWhitePoint(e){const t=ILLUMINANTS.get(String(e).toLowerCase());if(!t)throw new Error("unknown Lab illuminant "+e);labConstants.labWhitePoint=e,labConstants.Xn=t[0],labConstants.Zn=t[1]}function getLabWhitePoint(){return labConstants.labWhitePoint}const lab2rgb=(...e)=>{e=unpack(e,"lab");const[t,a,i]=e,[n,r,s]=lab2xyz(t,a,i),[o,l,c]=xyz2rgb(n,r,s);return[o,l,c,e.length>3?e[3]:1]},lab2xyz=(e,t,a)=>{const{kE:i,kK:n,kKE:r,Xn:s,Yn:o,Zn:l}=labConstants,c=(e+16)/116,d=.002*t+c,h=c-.005*a,p=d*d*d,u=h*h*h;return[(p>i?p:(116*d-16)/n)*s,(e>r?Math.pow((e+16)/116,3):e/n)*o,(u>i?u:(116*h-16)/n)*l]},compand=e=>{const t=Math.sign(e);return((e=Math.abs(e))<=.0031308?12.92*e:1.055*Math.pow(e,1/2.4)-.055)*t},xyz2rgb=(e,t,a)=>{const{MtxAdaptMa:i,MtxAdaptMaI:n,MtxXYZ2RGB:r,RefWhiteRGB:s,Xn:o,Yn:l,Zn:c}=labConstants,d=o*i.m00+l*i.m10+c*i.m20,h=o*i.m01+l*i.m11+c*i.m21,p=o*i.m02+l*i.m12+c*i.m22,u=s.X*i.m00+s.Y*i.m10+s.Z*i.m20,m=s.X*i.m01+s.Y*i.m11+s.Z*i.m21,g=s.X*i.m02+s.Y*i.m12+s.Z*i.m22,f=(e*i.m00+t*i.m10+a*i.m20)*(u/d),b=(e*i.m01+t*i.m11+a*i.m21)*(m/h),U=(e*i.m02+t*i.m12+a*i.m22)*(g/p),E=f*n.m00+b*n.m10+U*n.m20,w=f*n.m01+b*n.m11+U*n.m21,y=f*n.m02+b*n.m12+U*n.m22;return[255*compand(E*r.m00+w*r.m10+y*r.m20),255*compand(E*r.m01+w*r.m11+y*r.m21),255*compand(E*r.m02+w*r.m12+y*r.m22)]},rgb2lab=(...e)=>{const[t,a,i,...n]=unpack(e,"rgb"),[r,s,o]=rgb2xyz(t,a,i),[l,c,d]=xyz2lab(r,s,o);return[l,c,d,...n.length>0&&n[0]<1?[n[0]]:[]]};function xyz2lab(e,t,a){const{Xn:i,Yn:n,Zn:r,kE:s,kK:o}=labConstants,l=e/i,c=t/n,d=a/r,h=l>s?Math.pow(l,1/3):(o*l+16)/116,p=c>s?Math.pow(c,1/3):(o*c+16)/116;return[116*p-16,500*(h-p),200*(p-(d>s?Math.pow(d,1/3):(o*d+16)/116))]}function gammaAdjustSRGB(e){const t=Math.sign(e);return((e=Math.abs(e))<=.04045?e/12.92:Math.pow((e+.055)/1.055,2.4))*t}const rgb2xyz=(e,t,a)=>{e=gammaAdjustSRGB(e/255),t=gammaAdjustSRGB(t/255),a=gammaAdjustSRGB(a/255);const{MtxRGB2XYZ:i,MtxAdaptMa:n,MtxAdaptMaI:r,Xn:s,Yn:o,Zn:l,As:c,Bs:d,Cs:h}=labConstants;let p=e*i.m00+t*i.m10+a*i.m20,u=e*i.m01+t*i.m11+a*i.m21,m=e*i.m02+t*i.m12+a*i.m22;const g=s*n.m00+o*n.m10+l*n.m20,f=s*n.m01+o*n.m11+l*n.m21,b=s*n.m02+o*n.m12+l*n.m22;let U=p*n.m00+u*n.m10+m*n.m20,E=p*n.m01+u*n.m11+m*n.m21,w=p*n.m02+u*n.m12+m*n.m22;return U*=g/c,E*=f/d,w*=b/h,p=U*r.m00+E*r.m10+w*r.m20,u=U*r.m01+E*r.m11+w*r.m21,m=U*r.m02+E*r.m12+w*r.m22,[p,u,m]};Color.prototype.lab=function(){return rgb2lab(this._rgb)};const lab$1=(...e)=>new Color(...e,"lab");Object.assign(chroma,{lab:lab$1,getLabWhitePoint:getLabWhitePoint,setLabWhitePoint:setLabWhitePoint}),input.format.lab=lab2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"lab"))&&3===e.length)return"lab"}}),Color.prototype.darken=function(e=1){const t=this.lab();return t[0]-=labConstants.Kn*e,new Color(t,"lab").alpha(this.alpha(),!0)},Color.prototype.brighten=function(e=1){return this.darken(-e)},Color.prototype.darker=Color.prototype.darken,Color.prototype.brighter=Color.prototype.brighten,Color.prototype.get=function(e){const[t,a]=e.split("."),i=this[t]();if(a){const e=t.indexOf(a)-("ok"===t.substr(0,2)?2:0);if(e>-1)return i[e];throw new Error(`unknown channel ${a} in mode ${t}`)}return i};const{pow:pow$6}=Math,EPS=1e-7,MAX_ITER=20;Color.prototype.luminance=function(e,t="rgb"){if(void 0!==e&&"number"===type(e)){if(0===e)return new Color([0,0,0,this._rgb[3]],"rgb");if(1===e)return new Color([255,255,255,this._rgb[3]],"rgb");let a=this.luminance(),i=MAX_ITER;const n=(a,r)=>{const s=a.interpolate(r,.5,t),o=s.luminance();return Math.abs(e-o)<EPS||!i--?s:o>e?n(a,s):n(s,r)},r=(a>e?n(new Color([0,0,0]),this):n(this,new Color([255,255,255]))).rgb();return new Color([...r,this._rgb[3]])}return rgb2luminance(...this._rgb.slice(0,3))};const rgb2luminance=(e,t,a)=>.2126*(e=luminance_x(e))+.7152*(t=luminance_x(t))+.0722*luminance_x(a),luminance_x=e=>(e/=255)<=.03928?e/12.92:pow$6((e+.055)/1.055,2.4);var index={},mix=(e,t,a=.5,...i)=>{let n=i[0]||"lrgb";if(index[n]||i.length||(n=Object.keys(index)[0]),!index[n])throw new Error(`interpolation mode ${n} is not defined`);return"object"!==type(e)&&(e=new Color(e)),"object"!==type(t)&&(t=new Color(t)),index[n](e,t,a).alpha(e.alpha()+a*(t.alpha()-e.alpha()))};Color.prototype.mix=Color.prototype.interpolate=function(e,t=.5,...a){return mix(this,e,t,...a)},Color.prototype.premultiply=function(e=!1){const t=this._rgb,a=t[3];return e?(this._rgb=[t[0]*a,t[1]*a,t[2]*a,a],this):new Color([t[0]*a,t[1]*a,t[2]*a,a],"rgb")};const{sin:sin$3,cos:cos$4}=Math,lch2lab=(...e)=>{let[t,a,i]=unpack(e,"lch");return isNaN(i)&&(i=0),i*=DEG2RAD,[t,cos$4(i)*a,sin$3(i)*a]},lch2rgb=(...e)=>{e=unpack(e,"lch");const[t,a,i]=e,[n,r,s]=lch2lab(t,a,i),[o,l,c]=lab2rgb(n,r,s);return[o,l,c,e.length>3?e[3]:1]},hcl2rgb=(...e)=>{const t=reverse3(unpack(e,"hcl"));return lch2rgb(...t)},{sqrt:sqrt$4,atan2:atan2$2,round:round$4}=Math,lab2lch=(...e)=>{const[t,a,i]=unpack(e,"lab"),n=sqrt$4(a*a+i*i);let r=(atan2$2(i,a)*RAD2DEG+360)%360;return 0===round$4(1e4*n)&&(r=Number.NaN),[t,n,r]},rgb2lch=(...e)=>{const[t,a,i,...n]=unpack(e,"rgb"),[r,s,o]=rgb2lab(t,a,i),[l,c,d]=lab2lch(r,s,o);return[l,c,d,...n.length>0&&n[0]<1?[n[0]]:[]]};Color.prototype.lch=function(){return rgb2lch(this._rgb)},Color.prototype.hcl=function(){return reverse3(rgb2lch(this._rgb))};const lch$1=(...e)=>new Color(...e,"lch"),hcl=(...e)=>new Color(...e,"hcl");Object.assign(chroma,{lch:lch$1,hcl:hcl}),input.format.lch=lch2rgb,input.format.hcl=hcl2rgb,["lch","hcl"].forEach((e=>input.autodetect.push({p:2,test:(...t)=>{if("array"===type(t=unpack(t,e))&&3===t.length)return e}}))),Color.prototype.saturate=function(e=1){const t=this.lch();return t[1]+=labConstants.Kn*e,t[1]<0&&(t[1]=0),new Color(t,"lch").alpha(this.alpha(),!0)},Color.prototype.desaturate=function(e=1){return this.saturate(-e)},Color.prototype.set=function(e,t,a=!1){const[i,n]=e.split("."),r=this[i]();if(n){const e=i.indexOf(n)-("ok"===i.substr(0,2)?2:0);if(e>-1){if("string"==type(t))switch(t.charAt(0)){case"+":case"-":r[e]+=+t;break;case"*":r[e]*=+t.substr(1);break;case"/":r[e]/=+t.substr(1);break;default:r[e]=+t}else{if("number"!==type(t))throw new Error("unsupported value for Color.set");r[e]=t}const n=new Color(r,i);return a?(this._rgb=n._rgb,this):n}throw new Error(`unknown channel ${n} in mode ${i}`)}return r},Color.prototype.tint=function(e=.5,...t){return mix(this,"white",e,...t)},Color.prototype.shade=function(e=.5,...t){return mix(this,"black",e,...t)};const rgb$1=(e,t,a)=>{const i=e._rgb,n=t._rgb;return new Color(i[0]+a*(n[0]-i[0]),i[1]+a*(n[1]-i[1]),i[2]+a*(n[2]-i[2]),"rgb")};index.rgb=rgb$1;const{sqrt:sqrt$3,pow:pow$5}=Math,lrgb=(e,t,a)=>{const[i,n,r]=e._rgb,[s,o,l]=t._rgb;return new Color(sqrt$3(pow$5(i,2)*(1-a)+pow$5(s,2)*a),sqrt$3(pow$5(n,2)*(1-a)+pow$5(o,2)*a),sqrt$3(pow$5(r,2)*(1-a)+pow$5(l,2)*a),"rgb")};index.lrgb=lrgb;const lab=(e,t,a)=>{const i=e.lab(),n=t.lab();return new Color(i[0]+a*(n[0]-i[0]),i[1]+a*(n[1]-i[1]),i[2]+a*(n[2]-i[2]),"lab")};index.lab=lab;var interpolate_hsx=(e,t,a,i)=>{let n,r,s,o,l,c,d,h,p,u,m,g;return"hsl"===i?(n=e.hsl(),r=t.hsl()):"hsv"===i?(n=e.hsv(),r=t.hsv()):"hcg"===i?(n=e.hcg(),r=t.hcg()):"hsi"===i?(n=e.hsi(),r=t.hsi()):"lch"===i||"hcl"===i?(i="hcl",n=e.hcl(),r=t.hcl()):"oklch"===i&&(n=e.oklch().reverse(),r=t.oklch().reverse()),"h"!==i.substr(0,1)&&"oklch"!==i||([s,l,d]=n,[o,c,h]=r),isNaN(s)||isNaN(o)?isNaN(s)?isNaN(o)?u=Number.NaN:(u=o,1!=d&&0!=d||"hsv"==i||(p=c)):(u=s,1!=h&&0!=h||"hsv"==i||(p=l)):(g=o>s&&o-s>180?o-(s+360):o<s&&s-o>180?o+360-s:o-s,u=s+a*g),void 0===p&&(p=l+a*(c-l)),m=d+a*(h-d),new Color("oklch"===i?[m,p,u]:[u,p,m],i)};const lch=(e,t,a)=>interpolate_hsx(e,t,a,"lch");index.lch=lch,index.hcl=lch;const num2rgb=e=>{if("number"==type(e)&&e>=0&&e<=16777215)return[e>>16,e>>8&255,255&e,1];throw new Error("unknown num color: "+e)},rgb2num=(...e)=>{const[t,a,i]=unpack(e,"rgb");return(t<<16)+(a<<8)+i};Color.prototype.num=function(){return rgb2num(this._rgb)};const num$1=(...e)=>new Color(...e,"num");Object.assign(chroma,{num:num$1}),input.format.num=num2rgb,input.autodetect.push({p:5,test:(...e)=>{if(1===e.length&&"number"===type(e[0])&&e[0]>=0&&e[0]<=16777215)return"num"}});const num=(e,t,a)=>{const i=e.num(),n=t.num();return new Color(i+a*(n-i),"num")};index.num=num;const{floor:floor$3}=Math,hcg2rgb=(...e)=>{e=unpack(e,"hcg");let t,a,i,[n,r,s]=e;s*=255;const o=255*r;if(0===r)t=a=i=s;else{360===n&&(n=0),n>360&&(n-=360),n<0&&(n+=360),n/=60;const e=floor$3(n),l=n-e,c=s*(1-r),d=c+o*(1-l),h=c+o*l,p=c+o;switch(e){case 0:[t,a,i]=[p,h,c];break;case 1:[t,a,i]=[d,p,c];break;case 2:[t,a,i]=[c,p,h];break;case 3:[t,a,i]=[c,d,p];break;case 4:[t,a,i]=[h,c,p];break;case 5:[t,a,i]=[p,c,d]}}return[t,a,i,e.length>3?e[3]:1]},rgb2hcg=(...e)=>{const[t,a,i]=unpack(e,"rgb"),n=min$3(t,a,i),r=max$3(t,a,i),s=r-n,o=100*s/255,l=n/(255-s)*100;let c;return 0===s?c=Number.NaN:(t===r&&(c=(a-i)/s),a===r&&(c=2+(i-t)/s),i===r&&(c=4+(t-a)/s),c*=60,c<0&&(c+=360)),[c,o,l]};Color.prototype.hcg=function(){return rgb2hcg(this._rgb)};const hcg$1=(...e)=>new Color(...e,"hcg");chroma.hcg=hcg$1,input.format.hcg=hcg2rgb,input.autodetect.push({p:1,test:(...e)=>{if("array"===type(e=unpack(e,"hcg"))&&3===e.length)return"hcg"}});const hcg=(e,t,a)=>interpolate_hsx(e,t,a,"hcg");index.hcg=hcg;const{cos:cos$3}=Math,hsi2rgb=(...e)=>{e=unpack(e,"hsi");let t,a,i,[n,r,s]=e;return isNaN(n)&&(n=0),isNaN(r)&&(r=0),n>360&&(n-=360),n<0&&(n+=360),n/=360,n<1/3?(i=(1-r)/3,t=(1+r*cos$3(TWOPI*n)/cos$3(PITHIRD-TWOPI*n))/3,a=1-(i+t)):n<2/3?(n-=1/3,t=(1-r)/3,a=(1+r*cos$3(TWOPI*n)/cos$3(PITHIRD-TWOPI*n))/3,i=1-(t+a)):(n-=2/3,a=(1-r)/3,i=(1+r*cos$3(TWOPI*n)/cos$3(PITHIRD-TWOPI*n))/3,t=1-(a+i)),t=limit(s*t*3),a=limit(s*a*3),i=limit(s*i*3),[255*t,255*a,255*i,e.length>3?e[3]:1]},{min:min$2,sqrt:sqrt$2,acos:acos}=Math,rgb2hsi=(...e)=>{let t,[a,i,n]=unpack(e,"rgb");a/=255,i/=255,n/=255;const r=min$2(a,i,n),s=(a+i+n)/3,o=s>0?1-r/s:0;return 0===o?t=NaN:(t=(a-i+(a-n))/2,t/=sqrt$2((a-i)*(a-i)+(a-n)*(i-n)),t=acos(t),n>i&&(t=TWOPI-t),t/=TWOPI),[360*t,o,s]};Color.prototype.hsi=function(){return rgb2hsi(this._rgb)};const hsi$1=(...e)=>new Color(...e,"hsi");chroma.hsi=hsi$1,input.format.hsi=hsi2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"hsi"))&&3===e.length)return"hsi"}});const hsi=(e,t,a)=>interpolate_hsx(e,t,a,"hsi");index.hsi=hsi;const hsl2rgb=(...e)=>{e=unpack(e,"hsl");const[t,a,i]=e;let n,r,s;if(0===a)n=r=s=255*i;else{const e=[0,0,0],o=[0,0,0],l=i<.5?i*(1+a):i+a-i*a,c=2*i-l,d=t/360;e[0]=d+1/3,e[1]=d,e[2]=d-1/3;for(let t=0;t<3;t++)e[t]<0&&(e[t]+=1),e[t]>1&&(e[t]-=1),6*e[t]<1?o[t]=c+6*(l-c)*e[t]:2*e[t]<1?o[t]=l:3*e[t]<2?o[t]=c+(l-c)*(2/3-e[t])*6:o[t]=c;[n,r,s]=[255*o[0],255*o[1],255*o[2]]}return e.length>3?[n,r,s,e[3]]:[n,r,s,1]},rgb2hsl$1=(...e)=>{e=unpack(e,"rgba");let[t,a,i]=e;t/=255,a/=255,i/=255;const n=min$3(t,a,i),r=max$3(t,a,i),s=(r+n)/2;let o,l;return r===n?(o=0,l=Number.NaN):o=s<.5?(r-n)/(r+n):(r-n)/(2-r-n),t==r?l=(a-i)/(r-n):a==r?l=2+(i-t)/(r-n):i==r&&(l=4+(t-a)/(r-n)),l*=60,l<0&&(l+=360),e.length>3&&void 0!==e[3]?[l,o,s,e[3]]:[l,o,s]};Color.prototype.hsl=function(){return rgb2hsl$1(this._rgb)};const hsl$1=(...e)=>new Color(...e,"hsl");chroma.hsl=hsl$1,input.format.hsl=hsl2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"hsl"))&&3===e.length)return"hsl"}});const hsl=(e,t,a)=>interpolate_hsx(e,t,a,"hsl");index.hsl=hsl;const{floor:floor$2}=Math,hsv2rgb=(...e)=>{e=unpack(e,"hsv");let t,a,i,[n,r,s]=e;if(s*=255,0===r)t=a=i=s;else{360===n&&(n=0),n>360&&(n-=360),n<0&&(n+=360),n/=60;const e=floor$2(n),o=n-e,l=s*(1-r),c=s*(1-r*o),d=s*(1-r*(1-o));switch(e){case 0:[t,a,i]=[s,d,l];break;case 1:[t,a,i]=[c,s,l];break;case 2:[t,a,i]=[l,s,d];break;case 3:[t,a,i]=[l,c,s];break;case 4:[t,a,i]=[d,l,s];break;case 5:[t,a,i]=[s,l,c]}}return[t,a,i,e.length>3?e[3]:1]},{min:min$1,max:max$2}=Math,rgb2hsl=(...e)=>{e=unpack(e,"rgb");let[t,a,i]=e;const n=min$1(t,a,i),r=max$2(t,a,i),s=r-n;let o,l,c;return c=r/255,0===r?(o=Number.NaN,l=0):(l=s/r,t===r&&(o=(a-i)/s),a===r&&(o=2+(i-t)/s),i===r&&(o=4+(t-a)/s),o*=60,o<0&&(o+=360)),[o,l,c]};Color.prototype.hsv=function(){return rgb2hsl(this._rgb)};const hsv$1=(...e)=>new Color(...e,"hsv");chroma.hsv=hsv$1,input.format.hsv=hsv2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"hsv"))&&3===e.length)return"hsv"}});const hsv=(e,t,a)=>interpolate_hsx(e,t,a,"hsv");function multiplyMatrices(e,t){let a=e.length;Array.isArray(e[0])||(e=[e]),Array.isArray(t[0])||(t=t.map((e=>[e])));let i=t[0].length,n=t[0].map(((e,a)=>t.map((e=>e[a])))),r=e.map((e=>n.map((t=>Array.isArray(e)?e.reduce(((e,a,i)=>e+a*(t[i]||0)),0):t.reduce(((t,a)=>t+a*e),0)))));return 1===a&&(r=r[0]),1===i?r.map((e=>e[0])):r}index.hsv=hsv;const oklab2rgb=(...e)=>{e=unpack(e,"lab");const[t,a,i,...n]=e,[r,s,o]=OKLab_to_XYZ([t,a,i]),[l,c,d]=xyz2rgb(r,s,o);return[l,c,d,...n.length>0&&n[0]<1?[n[0]]:[]]};function OKLab_to_XYZ(e){var t=multiplyMatrices([[1,.3963377773761749,.2158037573099136],[1,-.1055613458156586,-.0638541728258133],[1,-.0894841775298119,-1.2914855480194092]],e);return multiplyMatrices([[1.2268798758459243,-.5578149944602171,.2813910456659647],[-.0405757452148008,1.112286803280317,-.0717110580655164],[-.0763729366746601,-.4214933324022432,1.5869240198367816]],t.map((e=>e**3)))}const rgb2oklab=(...e)=>{const[t,a,i,...n]=unpack(e,"rgb");return[...XYZ_to_OKLab(rgb2xyz(t,a,i)),...n.length>0&&n[0]<1?[n[0]]:[]]};function XYZ_to_OKLab(e){const t=multiplyMatrices([[.819022437996703,.3619062600528904,-.1288737815209879],[.0329836539323885,.9292868615863434,.0361446663506424],[.0481771893596242,.2642395317527308,.6335478284694309]],e);return multiplyMatrices([[.210454268309314,.7936177747023054,-.0040720430116193],[1.9779985324311684,-2.42859224204858,.450593709617411],[.0259040424655478,.7827717124575296,-.8086757549230774]],t.map((e=>Math.cbrt(e))))}Color.prototype.oklab=function(){return rgb2oklab(this._rgb)};const oklab$1=(...e)=>new Color(...e,"oklab");Object.assign(chroma,{oklab:oklab$1}),input.format.oklab=oklab2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"oklab"))&&3===e.length)return"oklab"}});const oklab=(e,t,a)=>{const i=e.oklab(),n=t.oklab();return new Color(i[0]+a*(n[0]-i[0]),i[1]+a*(n[1]-i[1]),i[2]+a*(n[2]-i[2]),"oklab")};index.oklab=oklab;const oklch$1=(e,t,a)=>interpolate_hsx(e,t,a,"oklch");index.oklch=oklch$1;const{pow:pow$4,sqrt:sqrt$1,PI:PI$1,cos:cos$2,sin:sin$2,atan2:atan2$1}=Math;var average=(e,t="lrgb",a=null)=>{const i=e.length;a||(a=Array.from(new Array(i)).map((()=>1)));const n=i/a.reduce((function(e,t){return e+t}));if(a.forEach(((e,t)=>{a[t]*=n})),e=e.map((e=>new Color(e))),"lrgb"===t)return _average_lrgb(e,a);const r=e.shift(),s=r.get(t),o=[];let l=0,c=0;for(let e=0;e<s.length;e++)if(s[e]=(s[e]||0)*a[0],o.push(isNaN(s[e])?0:a[0]),"h"===t.charAt(e)&&!isNaN(s[e])){const t=s[e]/180*PI$1;l+=cos$2(t)*a[0],c+=sin$2(t)*a[0]}let d=r.alpha()*a[0];e.forEach(((e,i)=>{const n=e.get(t);d+=e.alpha()*a[i+1];for(let e=0;e<s.length;e++)if(!isNaN(n[e]))if(o[e]+=a[i+1],"h"===t.charAt(e)){const t=n[e]/180*PI$1;l+=cos$2(t)*a[i+1],c+=sin$2(t)*a[i+1]}else s[e]+=n[e]*a[i+1]}));for(let e=0;e<s.length;e++)if("h"===t.charAt(e)){let t=atan2$1(c/o[e],l/o[e])/PI$1*180;for(;t<0;)t+=360;for(;t>=360;)t-=360;s[e]=t}else s[e]=s[e]/o[e];return d/=i,new Color(s,t).alpha(d>.99999?1:d,!0)};const _average_lrgb=(e,t)=>{const a=e.length,i=[0,0,0,0];for(let n=0;n<e.length;n++){const r=e[n],s=t[n]/a,o=r._rgb;i[0]+=pow$4(o[0],2)*s,i[1]+=pow$4(o[1],2)*s,i[2]+=pow$4(o[2],2)*s,i[3]+=o[3]*s}return i[0]=sqrt$1(i[0]),i[1]=sqrt$1(i[1]),i[2]=sqrt$1(i[2]),i[3]>.9999999&&(i[3]=1),new Color(clip_rgb(i))},{pow:pow$3}=Math;function scale(e){let t="rgb",a=chroma("#ccc"),i=0,n=[0,1],r=[],s=[0,0],o=!1,l=[],c=!1,d=0,h=1,p=!1,u={},m=!0,g=1;const f=function(e){if((e=e||["#fff","#000"])&&"string"===type(e)&&chroma.brewer&&chroma.brewer[e.toLowerCase()]&&(e=chroma.brewer[e.toLowerCase()]),"array"===type(e)){1===e.length&&(e=[e[0],e[0]]),e=e.slice(0);for(let t=0;t<e.length;t++)e[t]=chroma(e[t]);r.length=0;for(let t=0;t<e.length;t++)r.push(t/(e.length-1))}return w(),l=e};let b=e=>e,U=e=>e;const E=function(e,i){let n,c;if(null==i&&(i=!1),isNaN(e)||null===e)return a;if(i)c=e;else if(o&&o.length>2){const t=function(e){if(null!=o){const t=o.length-1;let a=0;for(;a<t&&e>=o[a];)a++;return a-1}return 0}(e);c=t/(o.length-2)}else c=h!==d?(e-d)/(h-d):1;c=U(c),i||(c=b(c)),1!==g&&(c=pow$3(c,g)),c=s[0]+c*(1-s[0]-s[1]),c=limit(c,0,1);const p=Math.floor(1e4*c);if(m&&u[p])n=u[p];else{if("array"===type(l))for(let e=0;e<r.length;e++){const a=r[e];if(c<=a){n=l[e];break}if(c>=a&&e===r.length-1){n=l[e];break}if(c>a&&c<r[e+1]){c=(c-a)/(r[e+1]-a),n=chroma.interpolate(l[e],l[e+1],c,t);break}}else"function"===type(l)&&(n=l(c));m&&(u[p]=n)}return n};var w=()=>u={};f(e);const y=function(e){const t=chroma(E(e));return c&&t[c]?t[c]():t};return y.classes=function(e){if(null!=e){if("array"===type(e))o=e,n=[e[0],e[e.length-1]];else{const t=chroma.analyze(n);o=0===e?[t.min,t.max]:chroma.limits(t,"e",e)}return y}return o},y.domain=function(e){if(!arguments.length)return n;d=e[0],h=e[e.length-1],r=[];const t=l.length;if(e.length===t&&d!==h)for(let t of Array.from(e))r.push((t-d)/(h-d));else{for(let e=0;e<t;e++)r.push(e/(t-1));if(e.length>2){const t=e.map(((t,a)=>a/(e.length-1))),a=e.map((e=>(e-d)/(h-d)));a.every(((e,a)=>t[a]===e))||(U=e=>{if(e<=0||e>=1)return e;let i=0;for(;e>=a[i+1];)i++;const n=(e-a[i])/(a[i+1]-a[i]);return t[i]+n*(t[i+1]-t[i])})}}return n=[d,h],y},y.mode=function(e){return 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a>i?(a+.05)/(i+.05):(i+.05)/(a+.05)};const W_offset=.027,P_in=5e-4,P_out=.1,R_scale=1.14,B_threshold=.022,B_exp=1.414;var contrastAPCA=(e,t)=>{e=new Color(e),t=new Color(t),e.alpha()<1&&(e=mix(t,e,e.alpha(),"rgb"));const a=lum(...e.rgb()),i=lum(...t.rgb()),n=a>=B_threshold?a:a+Math.pow(B_threshold-a,B_exp),r=i>=B_threshold?i:i+Math.pow(B_threshold-i,B_exp),s=Math.pow(r,.56)-Math.pow(n,.57),o=Math.pow(r,.65)-Math.pow(n,.62),l=Math.abs(r-n)<P_in?0:n<r?s*R_scale:o*R_scale;return 100*(Math.abs(l)<P_out?0:l>0?l-W_offset:l+W_offset)};function lum(e,t,a){return.2126729*Math.pow(e/255,2.4)+.7151522*Math.pow(t/255,2.4)+.072175*Math.pow(a/255,2.4)}const{sqrt:sqrt,pow:pow,min:min,max:max$1,atan2:atan2,abs:abs,cos:cos,sin:sin,exp:exp,PI:PI}=Math;function deltaE(e,t,a=1,i=1,n=1){var r=function(e){return 360*e/(2*PI)},s=function(e){return 2*PI*e/360};e=new Color(e),t=new 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Color(...e),!0}catch(e){return!1}},scales={cool:()=>scale([chroma.hsl(180,1,.9),chroma.hsl(250,.7,.4)]),hot:()=>scale(["#000","#f00","#ff0","#fff"]).mode("rgb")};const colorbrewer={OrRd:["#fff7ec","#fee8c8","#fdd49e","#fdbb84","#fc8d59","#ef6548","#d7301f","#b30000","#7f0000"],PuBu:["#fff7fb","#ece7f2","#d0d1e6","#a6bddb","#74a9cf","#3690c0","#0570b0","#045a8d","#023858"],BuPu:["#f7fcfd","#e0ecf4","#bfd3e6","#9ebcda","#8c96c6","#8c6bb1","#88419d","#810f7c","#4d004b"],Oranges:["#fff5eb","#fee6ce","#fdd0a2","#fdae6b","#fd8d3c","#f16913","#d94801","#a63603","#7f2704"],BuGn:["#f7fcfd","#e5f5f9","#ccece6","#99d8c9","#66c2a4","#41ae76","#238b45","#006d2c","#00441b"],YlOrBr:["#ffffe5","#fff7bc","#fee391","#fec44f","#fe9929","#ec7014","#cc4c02","#993404","#662506"],YlGn:["#ffffe5","#f7fcb9","#d9f0a3","#addd8e","#78c679","#41ab5d","#238443","#006837","#004529"],Reds:["#fff5f0","#fee0d2","#fcbba1","#fc9272","#fb6a4a","#ef3b2c","#cb181d","#a50f15","#67000d"],RdPu:["#fff7f3","#fde0dd","#fcc5c0","#fa9fb5","#f768a1","#dd3497","#ae017e","#7a0177","#49006a"],Greens:["#f7fcf5","#e5f5e0","#c7e9c0","#a1d99b","#74c476","#41ab5d","#238b45","#006d2c","#00441b"],YlGnBu:["#ffffd9","#edf8b1","#c7e9b4","#7fcdbb","#41b6c4","#1d91c0","#225ea8","#253494","#081d58"],Purples:["#fcfbfd","#efedf5","#dadaeb","#bcbddc","#9e9ac8","#807dba","#6a51a3","#54278f","#3f007d"],GnBu:["#f7fcf0","#e0f3db","#ccebc5","#a8ddb5","#7bccc4","#4eb3d3","#2b8cbe","#0868ac","#084081"],Greys:["#ffffff","#f0f0f0","#d9d9d9","#bdbdbd","#969696","#737373","#525252","#252525","#000000"],YlOrRd:["#ffffcc","#ffeda0","#fed976","#feb24c","#fd8d3c","#fc4e2a","#e31a1c","#bd0026","#800026"],PuRd:["#f7f4f9","#e7e1ef","#d4b9da","#c994c7","#df65b0","#e7298a","#ce1256","#980043","#67001f"],Blues:["#f7fbff","#deebf7","#c6dbef","#9ecae1","#6baed6","#4292c6","#2171b5","#08519c","#08306b"],PuBuGn:["#fff7fb","#ece2f0","#d0d1e6","#a6bddb","#67a9cf","#3690c0","#02818a","#016c59","#014636"],Viridis:["#440154","#482777","#3f4a8a","#31678e","#26838f","#1f9d8a","#6cce5a","#b6de2b","#fee825"],Spectral:["#9e0142","#d53e4f","#f46d43","#fdae61","#fee08b","#ffffbf","#e6f598","#abdda4","#66c2a5","#3288bd","#5e4fa2"],RdYlGn:["#a50026","#d73027","#f46d43","#fdae61","#fee08b","#ffffbf","#d9ef8b","#a6d96a","#66bd63","#1a9850","#006837"],RdBu:["#67001f","#b2182b","#d6604d","#f4a582","#fddbc7","#f7f7f7","#d1e5f0","#92c5de","#4393c3","#2166ac","#053061"],PiYG:["#8e0152","#c51b7d","#de77ae","#f1b6da","#fde0ef","#f7f7f7","#e6f5d0","#b8e186","#7fbc41","#4d9221","#276419"],PRGn:["#40004b","#762a83","#9970ab","#c2a5cf","#e7d4e8","#f7f7f7","#d9f0d3","#a6dba0","#5aae61","#1b7837","#00441b"],RdYlBu:["#a50026","#d73027","#f46d43","#fdae61","#fee090","#ffffbf","#e0f3f8","#abd9e9","#74add1","#4575b4","#313695"],BrBG:["#543005","#8c510a","#bf812d","#dfc27d","#f6e8c3","#f5f5f5","#c7eae5","#80cdc1","#35978f","#01665e","#003c30"],RdGy:["#67001f","#b2182b","#d6604d","#f4a582","#fddbc7","#ffffff","#e0e0e0","#bababa","#878787","#4d4d4d","#1a1a1a"],PuOr:["#7f3b08","#b35806","#e08214","#fdb863","#fee0b6","#f7f7f7","#d8daeb","#b2abd2","#8073ac","#542788","#2d004b"],Set2:["#66c2a5","#fc8d62","#8da0cb","#e78ac3","#a6d854","#ffd92f","#e5c494","#b3b3b3"],Accent:["#7fc97f","#beaed4","#fdc086","#ffff99","#386cb0","#f0027f","#bf5b17","#666666"],Set1:["#e41a1c","#377eb8","#4daf4a","#984ea3","#ff7f00","#ffff33","#a65628","#f781bf","#999999"],Set3:["#8dd3c7","#ffffb3","#bebada","#fb8072","#80b1d3","#fdb462","#b3de69","#fccde5","#d9d9d9","#bc80bd","#ccebc5","#ffed6f"],Dark2:["#1b9e77","#d95f02","#7570b3","#e7298a","#66a61e","#e6ab02","#a6761d","#666666"],Paired:["#a6cee3","#1f78b4","#b2df8a","#33a02c","#fb9a99","#e31a1c","#fdbf6f","#ff7f00","#cab2d6","#6a3d9a","#ffff99","#b15928"],Pastel2:["#b3e2cd","#fdcdac","#cbd5e8","#f4cae4","#e6f5c9","#fff2ae","#f1e2cc","#cccccc"],Pastel1:["#fbb4ae","#b3cde3","#ccebc5","#decbe4","#fed9a6","#ffffcc","#e5d8bd","#fddaec","#f2f2f2"]},colorbrewerTypes=Object.keys(colorbrewer),typeMap=new Map(colorbrewerTypes.map((e=>[e.toLowerCase(),e]))),colorbrewerProxy="function"==typeof Proxy?new Proxy(colorbrewer,{get(e,t){const a=t.toLowerCase();if(typeMap.has(a))return e[typeMap.get(a)]},getOwnPropertyNames:()=>Object.getOwnPropertyNames(colorbrewerTypes)}):colorbrewer,cmyk2rgb=(...e)=>{e=unpack(e,"cmyk");const[t,a,i,n]=e,r=e.length>4?e[4]:1;return 1===n?[0,0,0,r]:[t>=1?0:255*(1-t)*(1-n),a>=1?0:255*(1-a)*(1-n),i>=1?0:255*(1-i)*(1-n),r]},{max:max}=Math,rgb2cmyk=(...e)=>{let[t,a,i]=unpack(e,"rgb");t/=255,a/=255,i/=255;const n=1-max(t,max(a,i)),r=n<1?1/(1-n):0;return[(1-t-n)*r,(1-a-n)*r,(1-i-n)*r,n]};Color.prototype.cmyk=function(){return rgb2cmyk(this._rgb)};const cmyk=(...e)=>new Color(...e,"cmyk");Object.assign(chroma,{cmyk:cmyk}),input.format.cmyk=cmyk2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"cmyk"))&&4===e.length)return"cmyk"}});const hsl2css=(...e)=>{const t=unpack(e,"hsla");let a=last(e)||"lsa";return t[0]=rnd2(t[0]||0)+"deg",t[1]=rnd2(100*t[1])+"%",t[2]=rnd2(100*t[2])+"%","hsla"===a||t.length>3&&t[3]<1?(t[3]="/ "+(t.length>3?t[3]:1),a="hsla"):t.length=3,`${a.substr(0,3)}(${t.join(" ")})`},lab2css=(...e)=>{const t=unpack(e,"lab");let a=last(e)||"lab";return t[0]=rnd2(t[0])+"%",t[1]=rnd2(t[1]),t[2]=rnd2(t[2]),"laba"===a||t.length>3&&t[3]<1?t[3]="/ "+(t.length>3?t[3]:1):t.length=3,`lab(${t.join(" ")})`},lch2css=(...e)=>{const t=unpack(e,"lch");let a=last(e)||"lab";return t[0]=rnd2(t[0])+"%",t[1]=rnd2(t[1]),t[2]=isNaN(t[2])?"none":rnd2(t[2])+"deg","lcha"===a||t.length>3&&t[3]<1?t[3]="/ "+(t.length>3?t[3]:1):t.length=3,`lch(${t.join(" ")})`},oklab2css=(...e)=>{const t=unpack(e,"lab");return t[0]=rnd2(100*t[0])+"%",t[1]=rnd3(t[1]),t[2]=rnd3(t[2]),t.length>3&&t[3]<1?t[3]="/ "+(t.length>3?t[3]:1):t.length=3,`oklab(${t.join(" ")})`},rgb2oklch=(...e)=>{const[t,a,i,...n]=unpack(e,"rgb"),[r,s,o]=rgb2oklab(t,a,i),[l,c,d]=lab2lch(r,s,o);return[l,c,d,...n.length>0&&n[0]<1?[n[0]]:[]]},oklch2css=(...e)=>{const t=unpack(e,"lch");return t[0]=rnd2(100*t[0])+"%",t[1]=rnd3(t[1]),t[2]=isNaN(t[2])?"none":rnd2(t[2])+"deg",t.length>3&&t[3]<1?t[3]="/ "+(t.length>3?t[3]:1):t.length=3,`oklch(${t.join(" ")})`},{round:round$2}=Math,rgb2css=(...e)=>{const t=unpack(e,"rgba");let a=last(e)||"rgb";if("hsl"===a.substr(0,3))return hsl2css(rgb2hsl$1(t),a);if("lab"===a.substr(0,3)){const e=getLabWhitePoint();setLabWhitePoint("d50");const i=lab2css(rgb2lab(t),a);return setLabWhitePoint(e),i}if("lch"===a.substr(0,3)){const e=getLabWhitePoint();setLabWhitePoint("d50");const i=lch2css(rgb2lch(t),a);return setLabWhitePoint(e),i}return"oklab"===a.substr(0,5)?oklab2css(rgb2oklab(t)):"oklch"===a.substr(0,5)?oklch2css(rgb2oklch(t)):(t[0]=round$2(t[0]),t[1]=round$2(t[1]),t[2]=round$2(t[2]),("rgba"===a||t.length>3&&t[3]<1)&&(t[3]="/ "+(t.length>3?t[3]:1),a="rgba"),`${a.substr(0,3)}(${t.slice(0,"rgb"===a?3:4).join(" ")})`)},oklch2rgb=(...e)=>{e=unpack(e,"lch");const[t,a,i,...n]=e,[r,s,o]=lch2lab(t,a,i),[l,c,d]=oklab2rgb(r,s,o);return[l,c,d,...n.length>0&&n[0]<1?[n[0]]:[]]},INT_OR_PCT=/((?:-?\d+)|(?:-?\d+(?:\.\d+)?)%|none)/.source,FLOAT_OR_PCT=/((?:-?(?:\d+(?:\.\d*)?|\.\d+)%?)|none)/.source,PCT=/((?:-?(?:\d+(?:\.\d*)?|\.\d+)%)|none)/.source,RE_S=/\s*/.source,SEP=/\s+/.source,COMMA=/\s*,\s*/.source,ANLGE=/((?:-?(?:\d+(?:\.\d*)?|\.\d+)(?:deg)?)|none)/.source,ALPHA=/\s*(?:\/\s*((?:[01]|[01]?\.\d+)|\d+(?:\.\d+)?%))?/.source,RE_RGB=new RegExp("^rgba?\\("+RE_S+[INT_OR_PCT,INT_OR_PCT,INT_OR_PCT].join(SEP)+ALPHA+"\\)$"),RE_RGB_LEGACY=new RegExp("^rgb\\("+RE_S+[INT_OR_PCT,INT_OR_PCT,INT_OR_PCT].join(COMMA)+RE_S+"\\)$"),RE_RGBA_LEGACY=new RegExp("^rgba\\("+RE_S+[INT_OR_PCT,INT_OR_PCT,INT_OR_PCT,FLOAT_OR_PCT].join(COMMA)+RE_S+"\\)$"),RE_HSL=new RegExp("^hsla?\\("+RE_S+[ANLGE,PCT,PCT].join(SEP)+ALPHA+"\\)$"),RE_HSL_LEGACY=new RegExp("^hsl?\\("+RE_S+[ANLGE,PCT,PCT].join(COMMA)+RE_S+"\\)$"),RE_HSLA_LEGACY=/^hsla\(\s*(-?\d+(?:\.\d+)?),\s*(-?\d+(?:\.\d+)?)%\s*,\s*(-?\d+(?:\.\d+)?)%\s*,\s*([01]|[01]?\.\d+)\)$/,RE_LAB=new RegExp("^lab\\("+RE_S+[FLOAT_OR_PCT,FLOAT_OR_PCT,FLOAT_OR_PCT].join(SEP)+ALPHA+"\\)$"),RE_LCH=new RegExp("^lch\\("+RE_S+[FLOAT_OR_PCT,FLOAT_OR_PCT,ANLGE].join(SEP)+ALPHA+"\\)$"),RE_OKLAB=new RegExp("^oklab\\("+RE_S+[FLOAT_OR_PCT,FLOAT_OR_PCT,FLOAT_OR_PCT].join(SEP)+ALPHA+"\\)$"),RE_OKLCH=new RegExp("^oklch\\("+RE_S+[FLOAT_OR_PCT,FLOAT_OR_PCT,ANLGE].join(SEP)+ALPHA+"\\)$"),{round:round$1}=Math,roundRGB=e=>e.map(((e,t)=>t<=2?limit(round$1(e),0,255):e)),percentToAbsolute=(e,t=0,a=100,i=!1)=>("string"==typeof e&&e.endsWith("%")&&(e=parseFloat(e.substring(0,e.length-1))/100,e=i?t+.5*(e+1)*(a-t):t+e*(a-t)),+e),noneToValue=(e,t)=>"none"===e?t:e,css2rgb=e=>{if("transparent"===(e=e.toLowerCase().trim()))return[0,0,0,0];let t;if(input.format.named)try{return input.format.named(e)}catch(e){}if((t=e.match(RE_RGB))||(t=e.match(RE_RGB_LEGACY))){let e=t.slice(1,4);for(let t=0;t<3;t++)e[t]=+percentToAbsolute(noneToValue(e[t],0),0,255);e=roundRGB(e);const a=void 0!==t[4]?+percentToAbsolute(t[4],0,1):1;return e[3]=a,e}if(t=e.match(RE_RGBA_LEGACY)){const e=t.slice(1,5);for(let t=0;t<4;t++)e[t]=+percentToAbsolute(e[t],0,255);return e}if((t=e.match(RE_HSL))||(t=e.match(RE_HSL_LEGACY))){const e=t.slice(1,4);e[0]=+noneToValue(e[0].replace("deg",""),0),e[1]=.01*+percentToAbsolute(noneToValue(e[1],0),0,100),e[2]=.01*+percentToAbsolute(noneToValue(e[2],0),0,100);const a=roundRGB(hsl2rgb(e)),i=void 0!==t[4]?+percentToAbsolute(t[4],0,1):1;return a[3]=i,a}if(t=e.match(RE_HSLA_LEGACY)){const e=t.slice(1,4);e[1]*=.01,e[2]*=.01;const a=hsl2rgb(e);for(let e=0;e<3;e++)a[e]=round$1(a[e]);return a[3]=+t[4],a}if(t=e.match(RE_LAB)){const e=t.slice(1,4);e[0]=percentToAbsolute(noneToValue(e[0],0),0,100),e[1]=percentToAbsolute(noneToValue(e[1],0),-125,125,!0),e[2]=percentToAbsolute(noneToValue(e[2],0),-125,125,!0);const a=getLabWhitePoint();setLabWhitePoint("d50");const i=roundRGB(lab2rgb(e));setLabWhitePoint(a);const n=void 0!==t[4]?+percentToAbsolute(t[4],0,1):1;return i[3]=n,i}if(t=e.match(RE_LCH)){const e=t.slice(1,4);e[0]=percentToAbsolute(e[0],0,100),e[1]=percentToAbsolute(noneToValue(e[1],0),0,150,!1),e[2]=+noneToValue(e[2].replace("deg",""),0);const a=getLabWhitePoint();setLabWhitePoint("d50");const i=roundRGB(lch2rgb(e));setLabWhitePoint(a);const n=void 0!==t[4]?+percentToAbsolute(t[4],0,1):1;return i[3]=n,i}if(t=e.match(RE_OKLAB)){const e=t.slice(1,4);e[0]=percentToAbsolute(noneToValue(e[0],0),0,1),e[1]=percentToAbsolute(noneToValue(e[1],0),-.4,.4,!0),e[2]=percentToAbsolute(noneToValue(e[2],0),-.4,.4,!0);const a=roundRGB(oklab2rgb(e)),i=void 0!==t[4]?+percentToAbsolute(t[4],0,1):1;return a[3]=i,a}if(t=e.match(RE_OKLCH)){const e=t.slice(1,4);e[0]=percentToAbsolute(noneToValue(e[0],0),0,1),e[1]=percentToAbsolute(noneToValue(e[1],0),0,.4,!1),e[2]=+noneToValue(e[2].replace("deg",""),0);const a=roundRGB(oklch2rgb(e)),i=void 0!==t[4]?+percentToAbsolute(t[4],0,1):1;return a[3]=i,a}};css2rgb.test=e=>RE_RGB.test(e)||RE_HSL.test(e)||RE_LAB.test(e)||RE_LCH.test(e)||RE_OKLAB.test(e)||RE_OKLCH.test(e)||RE_RGB_LEGACY.test(e)||RE_RGBA_LEGACY.test(e)||RE_HSL_LEGACY.test(e)||RE_HSLA_LEGACY.test(e)||"transparent"===e,Color.prototype.css=function(e){return rgb2css(this._rgb,e)};const css=(...e)=>new Color(...e,"css");chroma.css=css,input.format.css=css2rgb,input.autodetect.push({p:5,test:(e,...t)=>{if(!t.length&&"string"===type(e)&&css2rgb.test(e))return"css"}}),input.format.gl=(...e)=>{const t=unpack(e,"rgba");return t[0]*=255,t[1]*=255,t[2]*=255,t};const gl=(...e)=>new Color(...e,"gl");chroma.gl=gl,Color.prototype.gl=function(){const e=this._rgb;return[e[0]/255,e[1]/255,e[2]/255,e[3]]},Color.prototype.hex=function(e){return rgb2hex(this._rgb,e)};const hex=(...e)=>new Color(...e,"hex");chroma.hex=hex,input.format.hex=hex2rgb,input.autodetect.push({p:4,test:(e,...t)=>{if(!t.length&&"string"===type(e)&&[3,4,5,6,7,8,9].indexOf(e.length)>=0)return"hex"}});const{log:log}=Math,temperature2rgb=e=>{const t=e/100;let a,i,n;return t<66?(a=255,i=t<6?0:-155.25485562709179-.44596950469579133*(i=t-2)+104.49216199393888*log(i),n=t<20?0:.8274096064007395*(n=t-10)-254.76935184120902+115.67994401066147*log(n)):(a=351.97690566805693+.114206453784165*(a=t-55)-40.25366309332127*log(a),i=325.4494125711974+.07943456536662342*(i=t-50)-28.0852963507957*log(i),n=255),[a,i,n,1]},{round:round}=Math,rgb2temperature=(...e)=>{const t=unpack(e,"rgb"),a=t[0],i=t[2];let n,r=1e3,s=4e4;for(;s-r>.4;){n=.5*(s+r);const e=temperature2rgb(n);e[2]/e[0]>=i/a?s=n:r=n}return round(n)};Color.prototype.temp=Color.prototype.kelvin=Color.prototype.temperature=function(){return rgb2temperature(this._rgb)};const temp=(...e)=>new Color(...e,"temp");Object.assign(chroma,{temp:temp,kelvin:temp,temperature:temp}),input.format.temp=input.format.kelvin=input.format.temperature=temperature2rgb,Color.prototype.oklch=function(){return rgb2oklch(this._rgb)};const oklch=(...e)=>new Color(...e,"oklch");function hexWithAlpha(e,t){return chroma(e).alpha(t).css()}function has(e,t){return e.hasAttribute(t)}function get(e,t,a){return e.getAttribute(t)||a||""}function getNum(e,t,a){const i=Number(get(e,t));return Number.isNaN(i)?a||0:i}Object.assign(chroma,{oklch:oklch}),input.format.oklch=oklch2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"oklch"))&&3===e.length)return"oklch"}}),Object.assign(chroma,{analyze:analyze,average:average,bezier:bezier$1,blend:blend,brewer:colorbrewerProxy,Color:Color,colors:w3cx11,contrast:contrast,contrastAPCA:contrastAPCA,cubehelix:cubehelix,deltaE:deltaE,distance:distance$1,input:input,interpolate:mix,limits:limits,mix:mix,random:random$1,scale:scale,scales:scales,valid:valid});const attrHandlers={stroke:({el:e,exVals:t})=>{const a=get(e,"stroke");t.strokeColor=has(e,"stroke-opacity")?hexWithAlpha(a,getNum(e,"stroke-opacity")):a},"stroke-opacity":({el:e,exVals:t})=>{t.strokeColor=hexWithAlpha(get(e,"stroke","#000000"),getNum(e,"stroke-opacity"))},"stroke-width":({el:e,exVals:t})=>{t.strokeWidth=getNum(e,"stroke-width")},fill:({el:e,exVals:t})=>{const a=get(e,"fill");t.backgroundColor="none"===a?"#00000000":a},"fill-opacity":({el:e,exVals:t})=>{t.backgroundColor=hexWithAlpha(get(e,"fill","#000000"),getNum(e,"fill-opacity"))},opacity:({el:e,exVals:t})=>{t.opacity=getNum(e,"opacity",100)}};function presAttrsToElementValues(e){return[...e.attributes].reduce(((t,a)=>{const i=a.name;return Object.keys(attrHandlers).includes(i)&&attrHandlers[i]({el:e,exVals:t}),t}),{})}function filterAttrsToElementValues(e){const t={};return has(e,"x")&&(t.x=getNum(e,"x")),has(e,"y")&&(t.y=getNum(e,"y")),has(e,"width")&&(t.width=getNum(e,"width")),has(e,"height")&&(t.height=getNum(e,"height")),t}function pointsAttrToPoints(e){let t=[];return has(e,"points")&&(t=get(e,"points").split(" ").map((e=>e.split(",").map(parseFloat)))),t}function getGroupAttrs(e){return e.reduce(((e,{element:t})=>({...e,...presAttrsToElementValues(t)})),{})}class Group{id=randomId();element;constructor(e){this.element=e}}function createExElement(){return{id:randomId(),x:0,y:0,strokeColor:"#000000",backgroundColor:"#000000",fillStyle:"solid",strokeWidth:1,strokeStyle:"solid",roundness:null,roughness:0,opacity:100,width:0,height:0,angle:0,seed:randomInteger(),version:0,versionNonce:0,isDeleted:!1,groupIds:[],boundElementIds:null}}function createExRect(){return{...createExElement(),type:"rectangle"}}function createExLine(){return{...createExElement(),type:"line",points:[]}}function createExEllipse(){return{...createExElement(),type:"ellipse"}}function createExDraw(){return{...createExElement(),type:"line",points:[]}}const 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DOMParser).parseFromString(e,"image/svg+xml"),a=t.querySelectorAll("parsererror"),i=a.length>0;let n=null;if(i)console.error("There were errors while parsing the given SVG: ",[...a].map((e=>e.innerHTML)));else{const e=createTreeWalker(t),a=new ExcalidrawScene;walk({tw:e,scene:a,groups:[],root:t},e.nextNode()),Boolean(a.elements.find((e=>0!==e.opacity)))||a.elements.forEach((e=>{e.opacity=100})),a.elements.forEach((e=>{e.opacity<=1&&(e.opacity=100)})),n=a.elements}return{hasErrors:i,errors:i?`${[...a].map((e=>e.innerHTML))}`:"",content:n}}catch(e){return console.log(e),{hasErrors:!0,errors:`${e}`,content:[]}}};function BuildLog$1(){var e,t=0,a=!1;function i(t,a){return e.list.push({type:t,data:a?JSON.parse(JSON.stringify(a)):void 0}),e}return e={list:[],segmentId:function(){return t++},checkIntersection:function(e,t){return i("check",{seg1:e,seg2:t})},segmentChop:function(e,t){return i("div_seg",{seg:e,pt:t}),i("chop",{seg:e,pt:t})},statusRemove:function(e){return i("pop_seg",{seg:e})},segmentUpdate:function(e){return i("seg_update",{seg:e})},segmentNew:function(e,t){return i("new_seg",{seg:e,primary:t})},segmentRemove:function(e){return i("rem_seg",{seg:e})},tempStatus:function(e,t,a){return i("temp_status",{seg:e,above:t,below:a})},rewind:function(e){return i("rewind",{seg:e})},status:function(e,t,a){return i("status",{seg:e,above:t,below:a})},vert:function(t){return t===a?e:(a=t,i("vert",{x:t}))},log:function(e){return"string"!=typeof e&&(e=JSON.stringify(e,!1,"  ")),i("log",{txt:e})},reset:function(){return i("reset")},selected:function(e){return i("selected",{segs:e})},chainStart:function(e){return i("chain_start",{seg:e})},chainRemoveHead:function(e,t){return i("chain_rem_head",{index:e,pt:t})},chainRemoveTail:function(e,t){return i("chain_rem_tail",{index:e,pt:t})},chainNew:function(e,t){return i("chain_new",{pt1:e,pt2:t})},chainMatch:function(e){return i("chain_match",{index:e})},chainClose:function(e){return i("chain_close",{index:e})},chainAddHead:function(e,t){return i("chain_add_head",{index:e,pt:t})},chainAddTail:function(e,t){return i("chain_add_tail",{index:e,pt:t})},chainConnect:function(e,t){return i("chain_con",{index1:e,index2:t})},chainReverse:function(e){return i("chain_rev",{index:e})},chainJoin:function(e,t){return i("chain_join",{index1:e,index2:t})},done:function(){return i("done")}},e}var buildLog$1=BuildLog$1;function Epsilon$1(e){"number"!=typeof e&&(e=1e-10);var t={epsilon:function(t){return"number"==typeof t&&(e=t),e},pointAboveOrOnLine:function(t,a,i){var n=a[0],r=a[1],s=i[0],o=i[1],l=t[0];return(s-n)*(t[1]-r)-(o-r)*(l-n)>=-e},pointBetween:function(t,a,i){var n=t[1]-a[1],r=i[0]-a[0],s=t[0]-a[0],o=i[1]-a[1],l=s*r+n*o;return!(l<e||l-(r*r+o*o)>-e)},pointsSameX:function(t,a){return Math.abs(t[0]-a[0])<e},pointsSameY:function(t,a){return Math.abs(t[1]-a[1])<e},pointsSame:function(e,a){return t.pointsSameX(e,a)&&t.pointsSameY(e,a)},pointsCompare:function(e,a){return t.pointsSameX(e,a)?t.pointsSameY(e,a)?0:e[1]<a[1]?-1:1:e[0]<a[0]?-1:1},pointsCollinear:function(t,a,i){var n=t[0]-a[0],r=t[1]-a[1],s=a[0]-i[0],o=a[1]-i[1];return Math.abs(n*o-s*r)<e},linesIntersect:function(t,a,i,n){var r=a[0]-t[0],s=a[1]-t[1],o=n[0]-i[0],l=n[1]-i[1],c=r*l-s*o;if(Math.abs(c)<e)return!1;var d=t[0]-i[0],h=t[1]-i[1],p=(o*h-l*d)/c,u=(r*h-s*d)/c,m={alongA:0,alongB:0,pt:[t[0]+p*r,t[1]+p*s]};return m.alongA=p<=-e?-2:p<e?-1:p-1<=-e?0:p-1<e?1:2,m.alongB=u<=-e?-2:u<e?-1:u-1<=-e?0:u-1<e?1:2,m},pointInsideRegion:function(t,a){for(var i=t[0],n=t[1],r=a[a.length-1][0],s=a[a.length-1][1],o=!1,l=0;l<a.length;l++){var c=a[l][0],d=a[l][1];d-n>e!=s-n>e&&(r-c)*(n-d)/(s-d)+c-i>e&&(o=!o),r=c,s=d}return o}};return t}var epsilon$1=Epsilon$1,LinkedList$1={create:function(){var e={root:{root:!0,next:null},exists:function(t){return null!==t&&t!==e.root},isEmpty:function(){return null===e.root.next},getHead:function(){return e.root.next},insertBefore:function(t,a){for(var i=e.root,n=e.root.next;null!==n;){if(a(n))return t.prev=n.prev,t.next=n,n.prev.next=t,void(n.prev=t);i=n,n=n.next}i.next=t,t.prev=i,t.next=null},findTransition:function(t){for(var a=e.root,i=e.root.next;null!==i&&!t(i);)a=i,i=i.next;return{before:a===e.root?null:a,after:i,insert:function(e){return e.prev=a,e.next=i,a.next=e,null!==i&&(i.prev=e),e}}}};return e},node:function(e){return e.prev=null,e.next=null,e.remove=function(){e.prev.next=e.next,e.next&&(e.next.prev=e.prev),e.prev=null,e.next=null},e}},linkedList=LinkedList$1,LinkedList=linkedList;function Intersecter$1(e,t,a){function i(e,t){return{id:a?a.segmentId():-1,start:e,end:t,myFill:{above:null,below:null},otherFill:null}}function n(e,t,i){return{id:a?a.segmentId():-1,start:e,end:t,myFill:{above:i.myFill.above,below:i.myFill.below},otherFill:null}}var r=LinkedList.create();function s(e,a){r.insertBefore(e,(function(i){return n=e.isStart,r=e.pt,s=a,o=i.isStart,l=i.pt,c=i.other.pt,(0!==(d=t.pointsCompare(r,l))?d:t.pointsSame(s,c)?0:n!==o?n?1:-1:t.pointAboveOrOnLine(s,o?l:c,o?c:l)?1:-1)<0;var n,r,s,o,l,c,d}))}function o(e,t){var a=function(e,t){var a=LinkedList.node({isStart:!0,pt:e.start,seg:e,primary:t,other:null,status:null});return s(a,e.end),a}(e,t);return function(e,t,a){var i=LinkedList.node({isStart:!1,pt:t.end,seg:t,primary:a,other:e,status:null});e.other=i,s(i,e.pt)}(a,e,t),a}function l(e,t){var i=n(t,e.seg.end,e.seg);return function(e,t){a&&a.segmentChop(e.seg,t),e.other.remove(),e.seg.end=t,e.other.pt=t,s(e.other,e.pt)}(e,t),o(i,e.primary)}function c(i,n){var s=LinkedList.create();function o(e){return s.findTransition((function(a){var i,n,r,s,o,l;return i=e,n=a.ev,r=i.seg.start,s=i.seg.end,o=n.seg.start,l=n.seg.end,(t.pointsCollinear(r,o,l)?t.pointsCollinear(s,o,l)||t.pointAboveOrOnLine(s,o,l)?1:-1:t.pointAboveOrOnLine(r,o,l)?1:-1)>0}))}function c(e,i){var n=e.seg,r=i.seg,s=n.start,o=n.end,c=r.start,d=r.end;a&&a.checkIntersection(n,r);var h=t.linesIntersect(s,o,c,d);if(!1===h){if(!t.pointsCollinear(s,o,c))return!1;if(t.pointsSame(s,d)||t.pointsSame(o,c))return!1;var p=t.pointsSame(s,c),u=t.pointsSame(o,d);if(p&&u)return i;var m=!p&&t.pointBetween(s,c,d),g=!u&&t.pointBetween(o,c,d);if(p)return g?l(i,o):l(e,d),i;m&&(u||(g?l(i,o):l(e,d)),l(i,s))}else 0===h.alongA&&(-1===h.alongB?l(e,c):0===h.alongB?l(e,h.pt):1===h.alongB&&l(e,d)),0===h.alongB&&(-1===h.alongA?l(i,s):0===h.alongA?l(i,h.pt):1===h.alongA&&l(i,o));return!1}for(var d=[];!r.isEmpty();){var h=r.getHead();if(a&&a.vert(h.pt[0]),h.isStart){a&&a.segmentNew(h.seg,h.primary);var p=o(h),u=p.before?p.before.ev:null,m=p.after?p.after.ev:null;function w(){if(u){var e=c(h,u);if(e)return e}return!!m&&c(h,m)}a&&a.tempStatus(h.seg,!!u&&u.seg,!!m&&m.seg);var g,f,b=w();if(b)e?(f=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below)&&(b.seg.myFill.above=!b.seg.myFill.above):b.seg.otherFill=h.seg.myFill,a&&a.segmentUpdate(b.seg),h.other.remove(),h.remove();if(r.getHead()!==h){a&&a.rewind(h.seg);continue}e?(f=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below,h.seg.myFill.below=m?m.seg.myFill.above:i,h.seg.myFill.above=f?!h.seg.myFill.below:h.seg.myFill.below):null===h.seg.otherFill&&(g=m?h.primary===m.primary?m.seg.otherFill.above:m.seg.myFill.above:h.primary?n:i,h.seg.otherFill={above:g,below:g}),a&&a.status(h.seg,!!u&&u.seg,!!m&&m.seg),h.other.status=p.insert(LinkedList.node({ev:h}))}else{var U=h.status;if(null===U)throw new Error("PolyBool: Zero-length segment detected; your epsilon is probably too small or too large");if(s.exists(U.prev)&&s.exists(U.next)&&c(U.prev.ev,U.next.ev),a&&a.statusRemove(U.ev.seg),U.remove(),!h.primary){var E=h.seg.myFill;h.seg.myFill=h.seg.otherFill,h.seg.otherFill=E}d.push(h.seg)}r.getHead().remove()}return a&&a.done(),d}return e?{addRegion:function(e){for(var a,n=e[e.length-1],r=0;r<e.length;r++){a=n,n=e[r];var s=t.pointsCompare(a,n);0!==s&&o(i(s<0?a:n,s<0?n:a),!0)}},calculate:function(e){return c(e,!1)}}:{calculate:function(e,t,a,i){return e.forEach((function(e){o(n(e.start,e.end,e),!0)})),a.forEach((function(e){o(n(e.start,e.end,e),!1)})),c(t,i)}}}var intersecter=Intersecter$1;function SegmentChainer$1(e,t,a){var i=[],n=[];return e.forEach((function(e){var r=e.start,s=e.end;if(t.pointsSame(r,s))console.warn("PolyBool: Warning: Zero-length segment detected; your epsilon is probably too small or too large");else{a&&a.chainStart(e);for(var o={index:0,matches_head:!1,matches_pt1:!1},l={index:0,matches_head:!1,matches_pt1:!1},c=o,d=0;d<i.length;d++){var h=(f=i[d])[0];f[1];var p=f[f.length-1];if(f[f.length-2],t.pointsSame(h,r)){if(S(d,!0,!0))break}else if(t.pointsSame(h,s)){if(S(d,!0,!1))break}else if(t.pointsSame(p,r)){if(S(d,!1,!0))break}else if(t.pointsSame(p,s)&&S(d,!1,!1))break}if(c===o)return i.push([r,s]),void(a&&a.chainNew(r,s));if(c===l){a&&a.chainMatch(o.index);var u=o.index,m=o.matches_pt1?s:r,g=o.matches_head,f=i[u],b=g?f[0]:f[f.length-1],U=g?f[1]:f[f.length-2],E=g?f[f.length-1]:f[0],w=g?f[f.length-2]:f[1];return t.pointsCollinear(U,b,m)&&(g?(a&&a.chainRemoveHead(o.index,m),f.shift()):(a&&a.chainRemoveTail(o.index,m),f.pop()),b=U),t.pointsSame(E,m)?(i.splice(u,1),t.pointsCollinear(w,E,b)&&(g?(a&&a.chainRemoveTail(o.index,b),f.pop()):(a&&a.chainRemoveHead(o.index,b),f.shift())),a&&a.chainClose(o.index),void n.push(f)):void(g?(a&&a.chainAddHead(o.index,m),f.unshift(m)):(a&&a.chainAddTail(o.index,m),f.push(m)))}var y=o.index,v=l.index;a&&a.chainConnect(y,v);var T=i[y].length<i[v].length;o.matches_head?l.matches_head?T?(_(y),C(y,v)):(_(v),C(v,y)):C(v,y):l.matches_head?C(y,v):T?(_(y),C(v,y)):(_(v),C(y,v))}function S(e,t,a){return c.index=e,c.matches_head=t,c.matches_pt1=a,c===o?(c=l,!1):(c=null,!0)}function _(e){a&&a.chainReverse(e),i[e].reverse()}function C(e,n){var r=i[e],s=i[n],o=r[r.length-1],l=r[r.length-2],c=s[0],d=s[1];t.pointsCollinear(l,o,c)&&(a&&a.chainRemoveTail(e,o),r.pop(),o=l),t.pointsCollinear(o,c,d)&&(a&&a.chainRemoveHead(n,c),s.shift()),a&&a.chainJoin(e,n),i[e]=r.concat(s),i.splice(n,1)}})),n}var segmentChainer=SegmentChainer$1;function select(e,t,a){var i=[];return e.forEach((function(e){var n=(e.myFill.above?8:0)+(e.myFill.below?4:0)+(e.otherFill&&e.otherFill.above?2:0)+(e.otherFill&&e.otherFill.below?1:0);0!==t[n]&&i.push({id:a?a.segmentId():-1,start:e.start,end:e.end,myFill:{above:1===t[n],below:2===t[n]},otherFill:null})})),a&&a.selected(i),i}var SegmentSelector$1={union:function(e,t){return select(e,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],t)},intersect:function(e,t){return select(e,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],t)},difference:function(e,t){return select(e,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],t)},differenceRev:function(e,t){return select(e,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],t)},xor:function(e,t){return select(e,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],t)}},segmentSelector=SegmentSelector$1,GeoJSON$1={toPolygon:function(e,t){function a(t){if(t.length<=0)return e.segments({inverted:!1,regions:[]});function a(t){var a=t.slice(0,t.length-1);return e.segments({inverted:!1,regions:[a]})}for(var i=a(t[0]),n=1;n<t.length;n++)i=e.selectDifference(e.combine(i,a(t[n])));return i}if("Polygon"===t.type)return e.polygon(a(t.coordinates));if("MultiPolygon"===t.type){for(var i=e.segments({inverted:!1,regions:[]}),n=0;n<t.coordinates.length;n++)i=e.selectUnion(e.combine(i,a(t.coordinates[n])));return e.polygon(i)}throw new Error("PolyBool: Cannot convert GeoJSON object to PolyBool polygon")},fromPolygon:function(e,t,a){function i(e,a){return t.pointInsideRegion([.5*(e[0][0]+e[1][0]),.5*(e[0][1]+e[1][1])],a)}function n(e){return{region:e,children:[]}}a=e.polygon(e.segments(a));var r=n(null);function s(e,t){for(var a=0;a<e.children.length;a++)if(i(t,(o=e.children[a]).region))return void s(o,t);var r=n(t);for(a=0;a<e.children.length;a++){var o;i((o=e.children[a]).region,t)&&(r.children.push(o),e.children.splice(a,1),a--)}e.children.push(r)}for(var o=0;o<a.regions.length;o++){var l=a.regions[o];l.length<3||s(r,l)}function c(e,t){for(var a=0,i=e[e.length-1][0],n=e[e.length-1][1],r=[],s=0;s<e.length;s++){var o=e[s][0],l=e[s][1];r.push([o,l]),a+=l*i-o*n,i=o,n=l}return a<0!==t&&r.reverse(),r.push([r[0][0],r[0][1]]),r}var d=[];function h(e){var t=[c(e.region,!1)];d.push(t);for(var a=0;a<e.children.length;a++)t.push(p(e.children[a]))}function p(e){for(var t=0;t<e.children.length;t++)h(e.children[t]);return c(e.region,!0)}for(o=0;o<r.children.length;o++)h(r.children[o]);return d.length<=0?{type:"Polygon",coordinates:[]}:1==d.length?{type:"Polygon",coordinates:d[0]}:{type:"MultiPolygon",coordinates:d}}},geojson=GeoJSON$1,BuildLog=buildLog$1,Epsilon=epsilon$1,Intersecter=intersecter,SegmentChainer=segmentChainer,SegmentSelector=segmentSelector,GeoJSON=geojson,buildLog=!1,epsilon=Epsilon(),PolyBool;function operate(e,t,a){var i=PolyBool.segments(e),n=PolyBool.segments(t),r=a(PolyBool.combine(i,n));return PolyBool.polygon(r)}PolyBool={buildLog:function(e){return!0===e?buildLog=BuildLog():!1===e&&(buildLog=!1),!1!==buildLog&&buildLog.list},epsilon:function(e){return epsilon.epsilon(e)},segments:function(e){var t=Intersecter(!0,epsilon,buildLog);return e.regions.forEach(t.addRegion),{segments:t.calculate(e.inverted),inverted:e.inverted}},combine:function(e,t){return{combined:Intersecter(!1,epsilon,buildLog).calculate(e.segments,e.inverted,t.segments,t.inverted),inverted1:e.inverted,inverted2:t.inverted}},selectUnion:function(e){return{segments:SegmentSelector.union(e.combined,buildLog),inverted:e.inverted1||e.inverted2}},selectIntersect:function(e){return{segments:SegmentSelector.intersect(e.combined,buildLog),inverted:e.inverted1&&e.inverted2}},selectDifference:function(e){return{segments:SegmentSelector.difference(e.combined,buildLog),inverted:e.inverted1&&!e.inverted2}},selectDifferenceRev:function(e){return{segments:SegmentSelector.differenceRev(e.combined,buildLog),inverted:!e.inverted1&&e.inverted2}},selectXor:function(e){return{segments:SegmentSelector.xor(e.combined,buildLog),inverted:e.inverted1!==e.inverted2}},polygon:function(e){return{regions:SegmentChainer(e.segments,epsilon,buildLog),inverted:e.inverted}},polygonFromGeoJSON:function(e){return GeoJSON.toPolygon(PolyBool,e)},polygonToGeoJSON:function(e){return GeoJSON.fromPolygon(PolyBool,epsilon,e)},union:function(e,t){return operate(e,t,PolyBool.selectUnion)},intersect:function(e,t){return operate(e,t,PolyBool.selectIntersect)},difference:function(e,t){return operate(e,t,PolyBool.selectDifference)},differenceRev:function(e,t){return operate(e,t,PolyBool.selectDifferenceRev)},xor:function(e,t){return operate(e,t,PolyBool.selectXor)}},"object"==typeof window&&(window.PolyBool=PolyBool);var polybooljs=PolyBool,PolyBool$1=getDefaultExportFromCjs(polybooljs);const hyperlink=(e,t)=>`<a onclick='window.open("${e}")'>${t}</a>`,EMBEDDABLE_MDCUSTOMPROPS="type EmbeddableMDCustomProps = {<br>useObsidianDefaults: boolean;<br>backgroundMatchCanvas: boolean;<br>backgroundMatchElement: boolean;<br>backgroundColor: string;<br>backgroundOpacity: number;<br>borderMatchElement: boolean;<br>borderColor: string;<br>borderOpacity: number;<br>filenameVisible: boolean;<br>};<br>",EXCALIDRAW_AUTOMATE_INFO=[{field:"help",code:"help(target: Function | string)",desc:"Utility function that provides help about ExcalidrawAutomate functions and properties. I recommend calling this function from Developer Console to print out help to the console.",after:""},{field:"isExcalidrawMaskFile",code:"isExcalidrawMaskFile(file?:TFile): boolean;",desc:"Returns true if the file is an Excalidraw Mask file. If file is not provided, the function will use ea.targetView.file",after:""},{field:"plugin",code:null,desc:"The ExcalidrawPlugin object",after:""},{field:"FloatingModal",code:null,desc:"A modified version of the Obsidian.Modal class that allows the modal to be dragged around the screen and that does not dim the background.",after:""},{field:"elementsDict",code:null,desc:"The {} dictionary object, contains the ExcalidrawElements currently edited in Automate indexed by el.id",after:'[""]'},{field:"imagesDict",code:null,desc:"the images files including DataURL, indexed by fileId",after:'[""]'},{field:"style.strokeColor",code:"[string]",desc:`A valid css color. See ${hyperlink("https://www.w3schools.com/colors/default.asp","W3 School Colors")} for more.`,after:""},{field:"style.backgroundColor",code:"[string]",desc:`A valid css color. See ${hyperlink("https://www.w3schools.com/colors/default.asp","W3 School Colors")} for more.`,after:""},{field:"style.angle",code:"[number]",desc:"Rotation of the object in radian",after:""},{field:"style.fillStyle",code:"[string]",desc:"'hachure' | 'cross-hatch' | 'solid'",after:""},{field:"style.strokeWidth",code:"[number]",desc:null,after:""},{field:"style.strokeStyle",code:"[string]",desc:"'solid' | 'dashed' | 'dotted'",after:""},{field:"style.roughness",code:"[number]",desc:"0:Architect\n1:Artist\n2:Cartoonist",after:""},{field:"style.opacity",code:"[number]",desc:"100: Fully opaque\n0: Fully transparent",after:""},{field:"style.roundness",code:"[null | { type: RoundnessType; value?: number };]",desc:"set to null for 'sharp', else the stroke will be 'round'<br>type: 1==LEGACY,<br>2==PROPORTIONAL RADIUS,<br>3==ADAPTIVE RADIUS, value: adaptive factor defaults to 32",after:""},{field:"style.fontFamily",code:"[number]",desc:"1: Virgil, 2:Helvetica, 3:Cascadia, 4:Local Font, 5: Excalifont, 6: Nunito, 7: Lilita One, 8: Comic Shanns, 9: Liberation Sans",after:""},{field:"style.fontSize",code:"[number]",desc:null,after:""},{field:"style.textAlign",code:"[string]",desc:"'left' | 'right' | 'center'",after:""},{field:"style.verticalAlign",code:"[string]",desc:"For future use, has no effect currently; 'top' | 'bottom' | 'middle'",after:""},{field:"style.startArrowHead",code:"[string]",desc:"'triangle' | 'dot' | 'arrow' | 'bar' | null",after:""},{field:"style.endArrowHead",code:"[string]",desc:"'triangle' | 'dot' | 'arrow' | 'bar' | null",after:""},{field:"canvas.theme",code:"[string]",desc:"'dark' | 'light'",after:""},{field:"canvas.viewBackgroundColor",code:"[string]",desc:`A valid css color.\nSee ${hyperlink("https://www.w3schools.com/colors/default.asp","W3 School Colors")} for more.`,after:""},{field:"canvas.gridSize",code:"[number]",desc:null,after:""},{field:"setStrokeSharpness",code:"setStrokeSharpness(sharpness: number): void;",desc:"Set ea.style.roundness. 0: is the legacy value, 3: is the current default value, null is sharp",after:""},{field:"addAppendUpdateCustomData",code:"addAppendUpdateCustomData(id: string, newData: Partial<Record<string, unknown>>)",desc:"Add, modify keys in element customData and preserve existing keys.\nCreates customData={} if it does not exist.\nTakes the element ID for an element in the elementsDict and the new data to add or modify.\nTo delete keys set key value in newData to undefined. so {keyToBeDeleted:undefined} will be deleted.",after:""},{field:"addToGroup",code:"addToGroup(objectIds: []): string;",desc:null,after:""},{field:"toClipboard",code:"toClipboard(templatePath?: string): void;",desc:"Copies current elements using template to clipboard, ready to be pasted into an excalidraw canvas",after:""},{field:"getSceneFromFile",code:"async getSceneFromFile(file: TFile): Promise<{elements: ExcalidrawElement[]; appState: AppState;}>;",desc:"returns the elements and appState from a file, if the file is not an excalidraw file, it will return null",after:""},{field:"getElements",code:"getElements(): ExcalidrawElement[];",desc:"Get all elements from ExcalidrawAutomate elementsDict",after:""},{field:"getElement",code:"getElement(id: string): ExcalidrawElement;",desc:"Get single element from ExcalidrawAutomate elementsDict",after:""},{field:"create",code:"async create(params?: {filename?: string, foldername?: string, templatePath?: string, onNewPane?: boolean, silent?: boolean, frontmatterKeys?: {},}): Promise<string>;",desc:'Create a drawing and save it to filename.\nIf filename is null: default filename as defined in Excalidraw settings.\nIf folder is null: default folder as defined in Excalidraw settings\nReturns the path to the created file.\nfrontmatterKeys: {\n  "excalidraw-plugin"?: "raw" | "parsed";\n  "excalidraw-link-prefix"?: string;\n  "excalidraw-link-brackets"?: boolean;\n  "excalidraw-url-prefix"?: string;\n  "excalidraw-export-transparent"?: boolean;\n  "excalidraw-export-dark"?: boolean;\n  "excalidraw-export-padding"?: number;\n  "excalidraw-export-pngscale"?: number;\n  "excalidraw-export-embed-scene"?: boolean;\n  "excalidraw-default-mode"?: "view" | "zen";\n  "excalidraw-onload-script"?: string;\n  "excalidraw-linkbutton-opacity"?: number;\n  "excalidraw-autoexport"?: boolean;\n  "excalidraw-mask"?: boolean;\n  "cssclasses"?: string;\n}',after:""},{field:"createSVG",code:"async createSVG(templatePath?: string, embedFont?: boolean, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,): Promise<SVGSVGElement>;",desc:"Use ExcalidrawAutomate.getExportSettings(boolean,boolean) to create an ExportSettings object.\nUse ExcalidrawAutomate.getEmbeddedFilesLoader(boolean?) to create an EmbeddedFilesLoader object.",after:""},{field:"createPDF",code:"async createPDF({SVG: SVGSVGElement[], scale?: PDFExportScale, pageProps?: PDFPageProperties, filename: string}): Promise<void>",desc:"Creates a PDF from the provided SVG elements with specified scaling and page properties.\n\n@param {Object} params - The parameters for creating the PDF.\n@param {SVGSVGElement[]} params.SVG - An array of SVG elements to be included in the PDF. If multiple SVGs are provided, each will be added to a new page.\n@param {PDFExportScale} [params.scale={ fitToPage: true, zoom: 1 }] - The scaling options for the SVG elements.\n@param {PDFPageProperties} [params.pageProps] - The properties for the PDF pages.\n@param {string} params.filename - The name of the PDF file to be created.\n@returns {Promise<ArrayBuffer>} - A promise that resolves to an ArrayBuffer containing the PDF data.\n\n@typedef {Object} PDFExportScale\n@property {boolean} fitToPage - Whether to fit the SVG to the page.\n@property {number} [zoom=1] - The zoom level for the SVG. Used only if fitToPage is false. If the SVG does not fit the page, it will be tiled over multiple pages.\n\n@typedef {Object} PDFPageProperties\n@property {{width: number, height: number}} [dimensions] - The dimensions of the PDF pages in pixels. Use getPageDimensions to get standard page sizes.\n@property {string} [backgroundColor] - The background color of the PDF pages.\n@property {PDFMargin} margin - The margins of the PDF pages in pixels.\n@property {PDFPageAlignment} alignment - The alignment of the SVG on the PDF pages.",after:'({\n  SVG: [svgElement1, svgElement2],\n  scale: { fitToPage: true },\n  pageProps: {\n    dimensions: { width: 595.28, height: 841.89 },\n    backgroundColor: "#ffffff",\n    margin: { left: 20, right: 20, top: 20, bottom: 20 },\n    alignment: "center"\n    filename: "myPDF.pdf"\n  }\n});'},{field:"createViewSVG",code:"async createViewSVG({withBackground?: boolean, theme?: 'light' | 'dark', frameRendering?: FrameRenderingOptions, padding?: number, selectedOnly?: boolean, skipInliningFonts?: boolean, embedScene?: boolean}): Promise<SVGSVGElement>",desc:'Creates an SVG representation of the current view with specified options.\n\n@param {Object} options - The options for creating the SVG.\n@param {boolean} [options.withBackground=true] - Whether to include the background in the SVG.\n@param {"light" | "dark"} [options.theme] - The theme to use for the SVG.\n@param {FrameRenderingOptions} [options.frameRendering={enabled: true, name: true, outline: true, clip: true}] - The frame rendering options.\n@param {number} [options.padding] - The padding to apply around the SVG.\n@param {boolean} [options.selectedOnly=false] - Whether to include only the selected elements in the SVG.\n@param {boolean} [options.skipInliningFonts=false] - Whether to skip inlining fonts in the SVG.\n@param {boolean} [options.embedScene=false] - Whether to embed the scene in the SVG.\n@returns {Promise<SVGSVGElement>} A promise that resolves to the SVG element.\n\n@typedef {Object} FrameRenderingOptions\n@property {boolean} enabled - Whether frame rendering is enabled.\n@property {boolean} name - Whether to include the name in the frame rendering.\n@property {boolean} outline - Whether to include the outline in the frame rendering.\n@property {boolean} clip - Whether to clip the frame rendering.\n',after:"({\n  withBackground: true,\n  theme: 'light',\n  frameRendering: { enabled: true, name: true, outline: true, clip: true },\n  padding: 10,\n  selectedOnly: false,\n  skipInliningFonts: false,\n  embedScene: false,\n});"},{field:"getPagePDFDimensions",code:"getPagePDFDimensions(pageSize: PageSize, orientation: PageOrientation): PageDimensions",desc:'Returns the dimensions of a standard page size in pixels.\n\n@param {PageSize} pageSize - The standard page size. Possible values are "A0", "A1", "A2", "A3", "A4", "A5", "Letter", "Legal", "Tabloid".\n@param {PageOrientation} orientation - The orientation of the page. Possible values are "portrait" and "landscape".\n@returns {PageDimensions} - An object containing the width and height of the page in pixels.\n\n@typedef {Object} PageDimensions\n@property {number} width - The width of the page in pixels.\n@property {number} height - The height of the page in pixels.\n\n@typedef {"A0" | "A1" | "A2" | "A3" | "A4" | "A5" | "Letter" | "Legal" | "Tabloid"} PageSize\n\n@typedef {"portrait" | "landscape"} PageOrientation',after:'("A4", "portrait");'},{field:"createPNG",code:"async createPNG(templatePath?: string, scale?: number, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,padding?: number): Promise<any>;",desc:"Create an image based on the objects in ea.getElements(). The elements in ea will be merged with the elements from the provided template file - if any. Use ExcalidrawAutomate.getExportSettings(boolean,boolean) to create an ExportSettings object.\nUse ExcalidrawAutomate.getEmbeddedFilesLoader(boolean?) to create an EmbeddedFilesLoader object.",after:""},{field:"createPNGBase64",code:"async craetePNGBase64(templatePath?: string, scale?: number, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,padding?: number): Promise<string>;",desc:"The same as createPNG but returns a base64 encoded string instead of a file.",after:""},{field:"wrapText",code:"wrapText(text: string, lineLen: number): string;",desc:null,after:""},{field:"addElementsToFrame",code:"addElementsToFrame(frameId: string, elementIDs: string[]):void;",desc:null,after:""},{field:"addFrame",code:"addFrame(topX: number, topY: number, width: number, height: number, name?: string): string;",desc:null,after:""},{field:"addRect",code:"addRect(topX: number, topY: number, width: number, height: number, id?:string): string;",desc:null,after:""},{field:"addDiamond",code:"addDiamond(topX: number, topY: number, width: number, height: number, id?:string): string;",desc:null,after:""},{field:"addEllipse",code:"addEllipse(topX: number, topY: number, width: number, height: number, id?:string): string;",desc:null,after:""},{field:"addBlob",code:"addBlob(topX: number, topY: number, width: number, height: number, id?: string): string;",desc:null,after:""},{field:"refreshTextElementSize",code:"refreshTextElementSize(id: string);",desc:"Refreshes the size of the text element. Intended to be used when you copyViewElementsToEAforEditing() and then change the text in a text element and want to update the size of the text element to fit the modifid contents.",after:""},{field:"addText",code:'addText(topX: number, topY: number, text: string, formatting?: {autoResize?: boolean; wrapAt?: number; width?: number; height?: number; textAlign?: "left" | "center" | "right"; textVerticalAlign: "top" | "middle" | "bottom"; box?: boolean | "box" | "blob" | "ellipse" | "diamond"; boxPadding?: number; boxStrokeColor?: string;}, id?: string,): string;',desc:"If box is !null, then text will be boxed\nThe function returns the id of the TextElement. If the text element is boxed i.e. it is a sticky note, then the id of the container object.\nDefault value for autoResize is true. Setting autoResize to false will wrap the text in the text element without the need for the container. If set to false, you must provide a width value as well.\nwrapAt will be ignored if autoResize is set to false (and a width is also provided)",after:""},{field:"addLine",code:"addLine(points: [[x: number, y: number]], id?:string): string;",desc:null,after:""},{field:"addArrow",code:"addArrow(points: [[x: number, y: number]], formatting?: { startArrowHead?: string; endArrowHead?: string; startObjectId?: string; endObjectId?: string;}, id?:string): string;",desc:'valid values for startArrowHead and endArrowHead are: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null',after:""},{field:"addImage",code:"async addImage(opts: {topX: number, topY: number, imageFile: TFile|string, scale?: boolean, anchor?: boolean, colorMap?: ColorMap}): Promise<string>;",desc:"imageFile may be a TFile or a string that contains a hyperlink.\nimageFile may also be an obsidian filepath including a reference eg.: 'path/my.pdf#page=3'\nSet scale to false if you want to embed the image at 100% of its original size. Default is true which will insert a scaled image.\nanchor will only be evaluated if scale is false. anchor true will add |100% to the end of the filename, resulting in an image that will always pop back to 100% when the source file is updated or when the Excalidraw file is reopened.\ncolorMap is only used for SVG images and nested Excalidraw images. See the Shade Master script and the Deconstruct Selected Elements script for examples using colorMap.\ntype ColorMap = { [color: string]: string; }",after:""},{field:"addEmbeddable",code:"addEmbeddable(topX: number, topY: number, width: number, height: number, url?: string, file?: TFile, embeddableCustomData?: EmbeddableMDCustomProps): string;",desc:"Adds an iframe/webview (depending on content and platform) to the drawing. If url is not null then the iframe/webview will be loaded from the url. The url maybe a markdown link to an note in the Vault or a weblink. If url is null then the iframe/webview will be loaded from the file. Both the url and the file may not be null.<br>"+EMBEDDABLE_MDCUSTOMPROPS,after:""},{field:"addMermaid",code:"async addMermaid(diagram: string, groupElements: boolean = true,): Promise<string[]|string>;",desc:"Creates a mermaid diagram and returns the ids of the created elements as a string[]. The elements will be added to ea. To add them to the canvas you'll need to use addElementsToView. Depending on the diagram type the result will be either a single SVG image, or a number of excalidraw elements.<br>If there is an error, the function returns a string with the error message.",after:""},{field:"addLaTex",code:"async addLaTex(topX: number, topY: number, tex: string): Promise<string>;",desc:"This is an async function, you need to avait the results. Adds a LaTex element to the drawing. The tex string is the LaTex code. The function returns the id of the created element.",after:""},{field:"tex2dataURL",code:"async tex2dataURL(tex: string, scale: number = 4): Promise<{mimeType: MimeType;fileId: FileId;dataURL: DataURL;created: number;size: { height: number; width: number };}> ",desc:"returns the base64 dataURL of the LaTeX equation rendered as an SVG. tex is the LaTeX equation string",after:""},{field:"connectObjects",code:"connectObjects(objectA: string, connectionA: ConnectionPoint, objectB: string, connectionB: ConnectionPoint, formatting?: {numberOfPoints?: number; startArrowHead?: string; endArrowHead?: string; padding?: number;},): string;",desc:'type ConnectionPoint = "top" | "bottom" | "left" | "right" | null\nWhen null is passed as ConnectionPoint then Excalidraw will automatically decide\nnumberOfPoints is the number of points on the line. Default is 0 i.e. line will only have a start and end point.\nArrowHead: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null',after:""},{field:"addLabelToLine",code:"addLabelToLine(lineId: string, label: string): string;",desc:"Adds a text label to a line or arrow. Currently only works with a simple straight 2-point (start & end) line",after:""},{field:"clear",code:"clear(): void;",desc:"Clears elementsDict and imagesDict only",after:""},{field:"reset",code:"reset(): void;",desc:"clear() + reset all style values to default",after:""},{field:"isExcalidrawFile",code:"isExcalidrawFile(f: TFile): boolean;",desc:"Returns true if MD file is an Excalidraw file",after:""},{field:"targetView",code:"targetView: ExcalidrawView;",desc:"The Obsidian view currently edited",after:""},{field:"setView",code:'setView(view: ExcalidrawView | "first" | "active"): ExcalidrawView;',desc:null,after:""},{field:"getExcalidrawAPI",code:"getExcalidrawAPI(): any;",desc:`${hyperlink("https://github.com/excalidraw/excalidraw/tree/master/src/packages/excalidraw#ref","Excalidraw API")}`,after:""},{field:"getViewElements",code:"getViewElements(): ExcalidrawElement[];",desc:"Get elements in View",after:""},{field:"deleteViewElements",code:"deleteViewElements(el: ExcalidrawElement[]): boolean;",desc:null,after:""},{field:"addBackOfTheCardNoteToView",code:"async addBackOfTheCardNoteToView(sectionTitle: string, activate: boolean = false, sectionBody?: string, embeddableCustomData?: EmbeddableMDCustomProps): Promise<string>",desc:"Adds a back of the note card to the current active view. If <b>body</b> is provided the note will be created with the body text, otherwise the note will be created with the title only.<br>Returns the id of the created element.<br>If <b>activate</b> is true, the embedded note will be activated for editing.<br>This is an async function, if you need the element ID of the created element, the function should be awaited.<br>"+EMBEDDABLE_MDCUSTOMPROPS,after:""},{field:"getViewSelectedElement",code:"getViewSelectedElement(): ExcalidrawElement;",desc:"Get the selected element in the view, if more are selected, get the first",after:""},{field:"getViewSelectedElements",code:"getViewSelectedElements(includeFrameChildren: boolean = true): ExcalidrawElement[];",desc:"If a frame is selected this function will return the frame and all its elements unless includeFrameChildren is set to false",after:""},{field:"getViewFileForImageElement",code:"getViewFileForImageElement(el: ExcalidrawElement): TFile | null;",desc:"Returns the TFile file handle for the image element",after:""},{field:"updateViewSVGImageColorMap",code:"async updateViewSVGImageColorMap(elements: ExcalidrawImageElement | ExcalidrawImageElement[], colors: ColorMap | SVGColorInfo | ColorMap[] | SVGColorInfo[]): Promise<void>;",desc:'Updates the color map of an SVG image element in the view. If a ColorMap is provided, it will be used directly. If an SVGColorInfo is provided, it will be converted to a ColorMap. The view will be marked as dirty (i.e. will be saved at next scheduled time) and the image will be reset using the color map.\nSee "Shade Master" scritp in Script Library for an example of using this function.\n\ntype SVGColorInfo = Map<string, { mappedTo: string; fill: boolean; stroke: boolean; }>\ntype ColorMap = { [color: string]: string; }',after:""},{field:"getColorMapForImageElement",code:"getColorMapForImageElement(el: ExcalidrawElement): ColorMap",desc:'Retrieves the color map for an image element. The color map contains information about the mapping of colors used in the image. If the element already has a color map, it will be returned. The colorMap does not include all colors in the image, only those that have been mapped.\nSee "Shade Master" scritp in Script Library for an example of using this function.\n\ntype ColorMap = { [color: string]: string; }',after:""},{field:"getSVGColorInfoForImgElement",code:"async getColorMapForImgElement(el: ExcalidrawElement): Promise<SVGColorInfo>",desc:'This function must be awaited. Retrieves the color map for an SVG image element. The color map contains information about the fill and stroke colors used in the SVG. If the element already has a color map, it will be merged with the colors extracted from the SVG.\nSee "Shade Master" scritp in Script Library for an example of using this function.\n\ntype SVGColorInfo = Map<string, { mappedTo: string; fill: boolean; stroke: boolean; }>',after:""},{field:"getColosFromExcalidrawFile",code:"async getColosFromExcalidrawFile(file:TFile, img: ExcalidrawImageElement): Promise<SVGColorInfo>",desc:'Must be awaited. Extracts the fill (background) and stroke colors from an excalidraw file and returns them as an SVGColorInfo. The SVGColorInfo is a map where the keys are the colors used in the SVG and the values contain information about whether the color is used for fill, stroke, or both.\nSee "Shade Master" scritp in Script Library for an example of using this function.\n\ntype SVGColorInfo = Map<string, { mappedTo: string; fill: boolean; stroke: boolean; }>',after:""},{field:"getColorsFromSVGString",code:"getColorsFromSVGString(svgString: string): SVGColorInfo",desc:'Extracts the fill and stroke colors from an SVG string and returns them as an SVGColorInfo. The SVGColorInfo is a map where the keys are the colors used in the SVG and the values contain information about whether the color is used for fill, stroke, or both.\nSee "Shade Master" scritp in Script Library for an example of using this function.\n\ntype SVGColorInfo = Map<string, { mappedTo: string; fill: boolean; stroke: boolean; }>',after:""},{field:"copyViewElementsToEAforEditing",code:"copyViewElementsToEAforEditing(elements: ExcalidrawElement[], copyImages: boolean = false): void;",desc:"Copies elements from view to elementsDict for editing. If copyImages is true, then relevant entries from scene.files will also be copied. This is required if you want to generate a PNG for a subset of the elements in the drawing (e.g. for AI generation)",after:""},{field:"viewToggleFullScreen",code:"viewToggleFullScreen(forceViewMode?: boolean): void;",desc:null,after:""},{field:"connectObjectWithViewSelectedElement",code:"connectObjectWithViewSelectedElement(objectA: string, connectionA: ConnectionPoint, connectionB: ConnectionPoint, formatting?: {numberOfPoints?: number; startArrowHead?: string; endArrowHead?: string; padding?: number;},): boolean;",desc:"Connect an object to the selected element in the view\nSee tooltip for connectObjects for details",after:""},{field:"addElementsToView",code:"async addElementsToView(repositionToCursor?: boolean, save?: boolean, newElementsOnTop?: boolean,shouldRestoreElements?: boolean,): Promise<boolean>;",desc:"Adds elements from elementsDict to the current view\nrepositionToCursor: default is false\nsave: default is true\nnewElementsOnTop: default is false, i.e. the new elements get to the bottom of the stack\nnewElementsOnTop controls whether elements created with ExcalidrawAutomate are added at the bottom of the stack or the top of the stack of elements already in the view\nNote that elements copied to the view with copyViewElementsToEAforEditing retain their position in the stack of elements in the view even if modified using EA",after:""},{field:"mostRecentMarkdownSVG",code:"mostRecentMarkdownSVG: SVGSVGElement;",desc:"Markdown renderer will drop a copy of the most recent SVG here for debugging purposes",after:""},{field:"getEmbeddedFilesLoader",code:"getEmbeddedFilesLoader(isDark?: boolean): EmbeddedFilesLoader;",desc:"Utility function to generate EmbeddedFilesLoader object",after:""},{field:"getExportSettings",code:"getExportSettings(withBackground: boolean, withTheme: boolean,): ExportSettings;",desc:"Utility function to generate ExportSettings object\nexport interface ExportSettings {\n  withBackground: boolean;\n  withTheme: boolean;\n  isMask: boolean; //if true elements will be processed as mask, clipping, etc.\n  frameRendering?: { //optional, overrides relevant appState settings for rendering the frame\n    enabled: boolean;\n    name: boolean;\n    outline: boolean;\n    clip: boolean;\n  };\n  skipInliningFonts?: boolean;\n}",after:""},{field:"getElementsInArea",code:"getElementsInArea(elements: ExcalidrawElement[], area: {x: number, y: number, width: number, height: number}): ExcalidrawElement[];",desc:"Filter the elements and returns only those within the specific area.",after:""},{field:"getBoundingBox",code:"getBoundingBox(elements: ExcalidrawElement[]): {topX: number, topY: number, width: number, height: number,};",desc:"Gets the bounding box of elements. The bounding box is the box encapsulating all of the elements completely.",after:""},{field:"getMaximumGroups",code:"getMaximumGroups(elements: ExcalidrawElement[]): ExcalidrawElement[][];",desc:"Elements grouped by the highest level groups",after:""},{field:"getLargestElement",code:"getLargestElement(elements: ExcalidrawElement[]): ExcalidrawElement;",desc:"Gets the largest element from a group. useful when a text element is grouped with a box, and you want to connect an arrow to the box",after:""},{field:"intersectElementWithLine",code:"intersectElementWithLine(element: ExcalidrawBindableElement, a: readonly [number, number], b: readonly [number, number], gap?: number,): Point[];",desc:"If gap is given, the element is inflated by this value.\nReturns 2 or 0 intersection points between line going through `a` and `b` and the `element`, in ascending order of distance from `a`.",after:""},{field:"getCommonGroupForElements",code:"getCommonGroupForElements(elements: ExcalidrawElement[]): string;",desc:"Gets the groupId for the group that contains all the elements, or null if such a group does not exist",after:""},{field:"getElementsInTheSameGroupWithElement",code:"getElementsInTheSameGroupWithElement(element: ExcalidrawElement, elements: ExcalidrawElement[], includeFrameElements: boolean = false): ExcalidrawElement[];",desc:"Gets all the elements from elements[] that share one or more groupIds with element.<br>If includeFrameElements is true, then if the frame is part of the group all the elements that are in the frame will also be included in the result set",after:""},{field:"getElementsInFrame",code:" getElementsInFrame(frameElement: ExcalidrawElement,elements: ExcalidrawElement[],shouldIncludeFrame: boolean = false,): ExcalidrawElement[];",desc:"Gets all the elements from elements[] that are inside the frameElement. If shouldIncludeFrame is true, the frameElement will also be included in the result.",after:""},{field:"activeScript",code:"activeScript: string;",desc:`Mandatory to set before calling the get and set ScriptSettings functions. Set automatically by the ScriptEngine\nSee for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,after:""},{field:"getScriptSettings",code:"getScriptSettings(): {};",desc:`Returns script settings. Saves settings in plugin settings, under the activeScript key. See for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,after:""},{field:"setScriptSettings",code:"async setScriptSettings(settings: any): Promise<void>;",desc:`Sets script settings.\nSee for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,after:""},{field:"openFileInNewOrAdjacentLeaf",code:"openFileInNewOrAdjacentLeaf(file: TFile): WorkspaceLeaf;",desc:"Open a file in a new workspaceleaf or reuse an existing adjacent leaf depending on Excalidraw Plugin Settings",after:""},{field:"measureText",code:"measureText(text: string): { width: number; height: number };",desc:"Measures text size based on current style settings",after:""},{field:"getOriginalImageSize",code:"async getOriginalImageSize(imageElement: ExcalidrawImageElement, shouldWaitForImage: boolean=false): Promise<{width: number; height: number}>",desc:"Returns the size of the image element at 100% (i.e. the original size) or undefined if the data URL is not available.\nIf shouldWaitForImage is true, the function will wait for the view to load the image before returning the size.\nThis is an async function, you need to await the result.",after:""},{field:"resetImageAspectRatio",code:"async resetImageAspectRatio(imgEl: ExcalidrawImageElement): Promise<boolean>",desc:"Resets the image to its original aspect ratio.\nIf the image is resized then the function returns true.\nIf the image element is not in EA (only in the view), then if the image is resized, the element is copied to EA for Editing using copyViewElementsToEAforEditing([imgEl]).\nNote you need to run await ea.addElementsToView(false); to add the modified image to the view.",after:""},{field:"verifyMinimumPluginVersion",code:"verifyMinimumPluginVersion(requiredVersion: string): boolean;",desc:'Returns true if plugin version is >= than required\nrecommended use:\n<code>if(!ea.verifyMinimumPluginVersion || !ea.verifyMinimumPluginVersion("1.5.20")) {new Notice("message");return;}<code>',after:""},{field:"selectElementsInView",code:"selectElementsInView(elements: ExcalidrawElement[] | string[]):void;",desc:"You can supply a list of Excalidraw Elements or the string IDs of those elements. The elements provided will be set as selected in the targetView.",after:""},{field:"generateElementId",code:"generateElementId(): string;",desc:"Returns an 8 character long random id",after:""},{field:"cloneElement",code:"cloneElement(element: ExcalidrawElement): ExcalidrawElement;",desc:"Returns a clone of the element with a new element id",after:""},{field:"moveViewElementToZIndex",code:"moveViewElementToZIndex(elementId:number, newZIndex:number): void;",desc:"Moves the element to a specific position in the z-index",after:""},{field:"hexStringToRgb",code:"hexStringToRgb(color: string):number[];",desc:"Converts a HEX color to an RGB number array. #FF0000 to [255,0,0]",after:""},{field:"rgbToHexString",code:"rgbToHexString(color: number[]):string;",desc:"Converts an RGB number array to a HEX string. [255,0,0] to #FF0000",after:""},{field:"hslToRgb",code:"hslToRgb(color: number[]):number[];",desc:"Converts an HSL number array to an RGB number array. [0,100,50] to [255,0,0]",after:""},{field:"rgbToHsl",code:"rgbToHsl(color:number[]):number[];",desc:"Converts an RGB number array to an HSL number array. [255,0,0] to [0,100,50]",after:""},{field:"colorNameToHex",code:"colorNameToHex(color:string):string;",desc:"Converts a CSS color name to its HEX color equivalent. 'White' to #FFFFFF",after:""},{field:"getCM",code:"getCM(color:TInput): ColorMaster;",desc:`Returns a ${hyperlink("https://github.com/lbragile/ColorMaster","ColorMaster")} object. The function also accepts css color names. Under the hood, before calling ColorMaster it uses colorNameToHex to convert the color name to a HEX color.`,after:""},{field:"obsidian",code:"obsidian",desc:`Access functions and objects available on the ${hyperlink("https://github.com/obsidianmd/obsidian-api/blob/master/obsidian.d.ts","Obsidian Module")}`,after:""},{field:"getListOfTemplateFiles",code:"getListOfTemplateFiles(): TFile[] | null",desc:"Returns a list of files in the template folder. If the Excalidraw Template is set as a single file, it returns a single element in the list. If no template is set, it returns null.",after:""},{field:"getEmbeddedImagesFiletree",code:"getEmbeddedImagesFiletree(excalidrawFile?: TFile): TFile[]",desc:"Retruns the embedded images in the scene recursively. If excalidrawFile is not provided, the function will use ea.targetView.file",after:""},{field:"getAPI",code:"public getAPI(view?:ExcalidrawView):ExcalidrawAutomate",desc:"Returns a new instance of ExcalidrawAutomate.",after:""},{field:"getAttachmentFilepath",code:"async getAttachmentFilepath(filename: string): Promise<string>",desc:'This asynchronous function should be awaited. It retrieves the filepath to a new file, taking into account the attachments preference settings in Obsidian. If the attachment folder doesn\'t exist, it creates it. The function returns the complete path to the file. If the provided filename already exists, the function will append \'_[number]\' before the extension to generate a unique filename.Prompts the user with a dialog to select new file action.<br> - create markdown file<br> - create excalidraw file<br> - cancel action<br>The new file will be relative to this.targetView.file.path, unless parentFile is provided. If shouldOpenNewFile is true, the new file will be opened in a workspace leaf. targetPane controls which leaf will be used for the new file.<br>Returns the TFile for the new file or null if the user cancelled the action.<br><code>type PaneTarget = "active-pane"|"new-pane"|"popout-window"|"new-tab"|"md-properties";</code>',after:""},{field:"getActiveEmbeddableViewOrEditor",code:"getActiveEmbeddableViewOrEditor (view?:ExcalidrawView): {view:any}|{file:TFile, editor:Editor}|{node: ObsidianCanvasNode}|null;",desc:"Returns the editor or leaf.view of the currently active embedded obsidian file.<br>If view is not provided, ea.targetView is used.<br>If the embedded file is an eligible Obsidian canvas node document the function will return<br><code>{file:TFile, editor:Editor}</code> of {node: ObsidianCanvasNode}, otherwise it will return {view:any}. You can check view type with view.getViewType();",after:""},{field:"getViewLastPointerPosition",code:"getViewLastPointerPosition(): {x: number, y: number};",desc:"@returns the last recorded pointer position on the Excalidraw canvas",after:""},{field:"getViewCenterPosition",code:"getViewCenterPosition(): {x: number, y: number};",desc:"@returns the center position of the current view in Excalidraw coordinates",after:""},{field:"getleaf",code:"getLeaf(origo: WorkspaceLeaf, targetPane?: PaneTarget): WorkspaceLeaf;",desc:'Generates a new Obsidian Leaf following Excalidraw plugin settings such as open in Main Workspace or not, open in adjacent pane if available, etc.<br>@param origo: the currently active leaf, the origin of the new leaf<br>@param targetPane: <code>type PaneTarget = "active-pane"|"new-pane"|"popout-window"|"new-tab"|"md-properties";',after:""},{field:"newFilePrompt",code:"async newFilePrompt(newFileNameOrPath: string, shouldOpenNewFile: boolean, targetPane?: PaneTarget, parentFile?: TFile): Promise<TFile | null>;",desc:"",after:""},{field:"DEVICE",code:"get DEVICE(): DeviceType;",desc:"Returns the current device type. Possible values are: <br><code>type DeviceType = {<br>  isDesktop: boolean,<br>  isPhone: boolean,<br>  isTablet: boolean,<br>  isMobile: boolean,<br>  isLinux: boolean,<br>  isMacOS: boolean,<br>  isWindows: boolean,<br>  isIOS: boolean,<br>  isAndroid: boolean<br>};",after:""},{field:"checkAndCreateFolder",code:"async checkAndCreateFolder(folderpath: string): Promise<TFolder>",desc:"Checks if the folder exists, if not, creates it.",after:""},{field:"getNewUniqueFilepath",code:"getNewUniqueFilepath(filename: string, folderpath: string): string",desc:"Checks if the filepath already exists, if so, returns a new filepath with a number appended to the filename else returns the filepath as provided.",after:""},{field:"extractCodeBlocks",code:"extractCodeBlocks(markdown: string): { data: string, type: string }[]",desc:"Grabs the codeblock content from the supplied markdown string. Returns an array of dictionaries with the codeblock content and type",after:""},{field:"postOpenAI",code:"async postOpenAI(request: AIRequest): Promise<RequestUrlResponse>",desc:`This asynchronous function should be awaited. It posts the supplied request to the OpenAI API and returns the response.<br>The response is a dictionary with the following keys:<br><code>{image, text, instruction, systemPrompt, responseType}</code><br><b>image</b> should be a dataURL - use ea.createPNGBase64()<br><b>systemPrompt</b>: if <code>undefined</code> the message to OpenAI will not include a system prompt<br><b>text</b> is the actual user prompt, a request must have either an image or a text<br><b>instruction</b> is a user prompt sent as a separate element in the message - I use it to reinforce the type of response I am seeing (e.g. mermaid in a codeblock)<br><b>imageGenerationProperties</b> if provided then the dall-e model will be used. <code> imageGenerationProperties?: {size?: string, quality?: "standard" | "hd"; n?: number; mask?: string; }</code><br>Different openAI models accept different parameters fr size, quality, n and mask. Consult the API documenation for more information.<br>RequestUrlResponse is defined in the ${hyperlink("https://github.com/obsidianmd/obsidian-api/blob/master/obsidian.d.ts","Obsidian API")}`,after:""},{field:"convertStringToDataURL",code:'async convertStringToDataURL (data:string, type: string = "text/html"):Promise<string>',desc:"Converts a string to a DataURL.",after:""},{field:"setViewModeEnabled",code:"setViewModeEnabled(enabled: boolean): void;",desc:"Sets Excalidraw in the targetView to view-mode",after:""},{field:"splitFolderAndFilename",code:"splitFolderAndFilename(filepath: string): { folderpath: string; filename: string; basename: string; extension: string; }",desc:"Splits a file path into its components.",after:""},{field:"viewUpdateScene",code:"viewUpdateScene(scene:{elements?:ExcalidrawElement[],appState?: AppState,files?: BinaryFileData,captureUpdate?: 'IMMEDIATELY' | 'NEVER' | 'EVENTUALLY'},restore:boolean=false):void",desc:"Calls the ExcalidrawAPI updateScene function for the targetView. When restore=true, excalidraw will try to correct errors in the scene such as setting default values to missing element properties. Use captureUpdate to control undo/redo behavior: 'IMMEDIATELY' for immediate undoable updates (most local changes), 'NEVER' for updates that should never be undoable, or 'EVENTUALLY' for updates that should be undoable as part of an async multi-step process. See the ExcalidrawAPI documentation for more information.",after:""},{field:"viewZoomToElements",code:"viewZoomToElements(selectElements: boolean,elements: ExcalidrawElement[]):void",desc:"Zoom tarteView to fit elements provided as input. elements === [] will zoom to fit the entire scene. SelectElements toggles whether the elements should be in a selected state at the end of the operation.",after:""},{field:"compressToBase64",code:"compressToBase64(str: string):string",desc:"Compresses String to a Base64 string using LZString",after:""},{field:"decompressFromBase64",code:"decompressFromBase64(str: string):string",desc:"Decompresses a base 64 compressed string using LZString",after:""}],EXCALIDRAW_SCRIPTENGINE_INFO=[{field:"inputPrompt",code:"inputPrompt: (opts: {header: string, placeholder?: string, value?: string, buttons?: {caption:string, tooltip?:string, action:Function}[], lines?: number, displayEditorButtons?: boolean, customComponents?: (container: HTMLElement) => void, blockPointerInputOutsideModal?: boolean, controlsOnTop?: boolean});",desc:"Opens a prompt that asks for an input.\nReturns a string with the input.\nYou need to await the result of inputPrompt.\nEditor buttons are text editing buttons like delete, enter, allcaps - these are only displayed if lines is greater than 1 \nCustom components are components that you can add to the prompt. These will be displayed between the text input area and the buttons.\nblockPointerInputOutsideModal will block pointer input outside the modal. This is useful if you want to prevent the user accidently closing the modal or interacting with the excalidraw canvas while the prompt is open.\ncontrolsOnTop when set to true will move all the buttons to the top of the modal, leaving the text area at the bottom. This feature was developed for Scribble Helper script to avoid your palm pressing buttons while scribbling.\nbuttons.action(input: string) => string\nThe button action function will receive the actual input string. If action returns null, input will be unchanged. If action returns a string, input will receive that value when the promise is resolved. example:\n<code>let fileType = '';\nconst filename = await utils.inputPrompt (\n  'Filename',\n  '',\n  '',\n,  [\n    {\n      caption: 'Markdown',\n      action: ()=>{fileType='md';return;}\n    },\n    {\n      caption: 'Excalidraw',\n      action: ()=>{fileType='ex';return;}\n    }\n  ]\n);</code>",after:'({\n  header: "",\n  placeholder: undefined, //string\n  value: undefined, //string\n  buttons: [{ //optional, may leave undefined\n    caption: "", //string\n    tooltip: undefined, //string\n    action: (input)=>{} //Function\n  }],\n  lines: undefined, //number\n  displayEditorButtons: undefined, //boolean\n  customComponents: undefined, //(container: HTMLElement) => void\n  blockPointerInputOutsideModal: undefined, //boolean\n  controlsOnTop: undefined, //boolean\n  draggable: undefined, //boolean\n});'},{field:"suggester",code:"suggester: (displayItems: string[], items: any[], hint?: string, instructions?:Instruction[]);",desc:"Opens a suggester. Displays the displayItems and returns the corresponding item from items[]\nYou need to await the result of suggester.\nIf the user cancels (ESC), suggester will return undefined\nHint and instructions are optional\n\n<code>interface Instruction {command: string;purpose: string;}</code>",after:""},{field:"scriptFile",code:"scriptFile: TFile",desc:"The TFile of the currently running script",after:""}],FRONTMATTER_KEYS_INFO=[{field:"plugin",code:null,desc:"Denotes an excalidraw file. If key is not present, the file will not be recognized as an Excalidarw file. Valid values are 'parsed' and 'raw'",after:": parsed"},{field:"link-prefix",code:null,desc:"Set custom prefix to denote text element containing a valid internal link. Set to empty string if you do not want to show a prefix",after:': "📍"'},{field:"url-prefix",code:null,desc:"Set custom prefix to denote text element containing a valid external link. Set to empty string if you do not want to show a prefix",after:': "🌐"'},{field:"link-brackets",code:null,desc:"Set to true, if you want to display [[square brackets]] around the links in Text Elements",after:": true"},{field:"default-mode",code:null,desc:"Specifies how Excalidraw should open by default. Valid values are: view|zen",after:": view"},{field:"linkbutton-opacity",code:null,desc:"The opacity of the blue link button in the top right of the element overriding the respective setting in plugin settings. Valid values are between 0 and 1, where 0 means the button is transparent.",after:": 0.5"},{field:"onload-script",code:null,desc:"The value of this field will be executed as javascript code using the Script Engine environment. Use this to initiate custom actions or logic when loading your drawing.",after:': "new Notice(`Hello World!\\n\\nFile: ${ea.targetView.file.basename}`);"'},{field:"font",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: Virgil|Cascadia|font_file_name.extension",after:": Virgil"},{field:"font-color",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: css-color-name|#HEXcolor|any-other-html-standard-format",after:": SteelBlue"},{field:"border-color",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: css-color-name|#HEXcolor|any-other-html-standard-format",after:": SteelBlue"},{field:"css",code:null,desc:'This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this front matter keys to your markdown document. Valid values are: "css-filename|css snippet"',after:': ""'},{field:"export-transparent",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. true == Transparent / false == with background",after:": true"},{field:"export-dark",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. true == Dark mode / false == light mode",after:": true"},{field:"export-padding",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. This only affects both SVG and PNG export. Specify the export padding for the image.",after:": 5"},{field:"export-pngscale",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. This only affects export to PNG. Specify the export scale for the image. The typical range is between 0.5 and 5, but you can experiment with other values as well.",after:": 1"},{field:"export-embed-scene",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting.",after:": false"},{field:"open-md",code:null,desc:"If this key is present the file will be opened as a markdown file in the editor",after:": true"},{field:"embed-md",code:null,desc:"If this key is present, when embedding the ![[image]] into a markdown document, it will be embedded as markdown, not as an image.\nIf however you embed ![[image#^as-image]], i.e. you reference the 'as-image' block, then the image will be embedded as an image.",after:": true"},{field:"autoexport",code:null,desc:"Override autoexport settings for this file. Valid values are\nnone\nboth\npng\nsvg",after:": png"},{field:"embeddable-theme",code:null,desc:"Override embeddable's theme plugin-settings for this file. 'auto' will match the Excalidraw theme, 'default' will match the Obsidian theme. Valid values are\ndark\nlight\nauto\ndefault",after:": auto"},{field:"mask",code:null,desc:"If this key is present the drawing will be handled as a mask to crop an image.",after:": true"}];class FloatingModal extends obsidian_module.Modal{dragging=!1;offsetX=0;offsetY=0;pointerDownHandler;pointerMoveHandler;pointerUpHandler;disableKeyCapture=!0;previousActive=null;escListener;modalKeydownStopHandler;constructor(e){super(e),this.pointerDownHandler=this.handlePointerDown.bind(this),this.pointerMoveHandler=this.handlePointerMove.bind(this),this.pointerUpHandler=this.handlePointerUp.bind(this),this.escListener=this.handleEscKey.bind(this),this.modalKeydownStopHandler=e=>e.stopPropagation()}handlePointerDown(e){const t=e.target;if(!(t instanceof HTMLInputElement||t instanceof HTMLTextAreaElement||t instanceof HTMLSelectElement||t instanceof HTMLButtonElement||t.closest(".clickable-icon")))if("touchstart"===e.type){if(e.preventDefault(),e.stopPropagation(),1!==e.touches.length)return;const t=e.touches[0];this.dragging=!0;const{modalEl:a}=this;this.offsetX=t.clientX-a.getBoundingClientRect().left,this.offsetY=t.clientY-a.getBoundingClientRect().top,document.addEventListener("touchmove",this.pointerMoveHandler,{passive:!1}),document.addEventListener("touchend",this.pointerUpHandler),document.addEventListener("touchcancel",this.pointerUpHandler)}else{this.dragging=!0;const{modalEl:a}=this,i=e;this.offsetX=i.clientX-a.getBoundingClientRect().left,this.offsetY=i.clientY-a.getBoundingClientRect().top,document.addEventListener("pointermove",this.pointerMoveHandler),document.addEventListener("pointerup",this.pointerUpHandler),t.setPointerCapture(i.pointerId)}}handlePointerMove(e){if(!this.dragging)return;const{modalEl:t}=this;let a,i;if(e.preventDefault(),"touchmove"===e.type&&e.stopPropagation(),"touchmove"===e.type){const t=e.touches[0];a=t.clientX,i=t.clientY}else{const t=e;a=t.clientX,i=t.clientY}const n=a-this.offsetX,r=i-this.offsetY;t.style.left=`${n}px`,t.style.top=`${r}px`,t.style.transform="none"}handlePointerUp(){this.dragging=!1,document.removeEventListener("pointermove",this.pointerMoveHandler),document.removeEventListener("pointerup",this.pointerUpHandler),document.removeEventListener("touchmove",this.pointerMoveHandler),document.removeEventListener("touchend",this.pointerUpHandler),document.removeEventListener("touchcancel",this.pointerUpHandler)}handleEscKey(e){"Escape"===e.key&&(e.stopPropagation(),this.close())}open(){if(super.open(),this.disableKeyCapture){this.previousActive=document.activeElement;try{this.app.keymap.popScope(this.scope)}catch{}try{this.shouldRestoreSelection=!1}catch{}}setTimeout((()=>{const{containerEl:e,modalEl:t,bgEl:a,headerEl:i}=this;if(e.style.pointerEvents="none",a&&(a.style.display="none"),i&&(i.style.pointerEvents="none"),t){t.style.pointerEvents="auto",t.style.position="absolute";const e=t.getBoundingClientRect(),a=window.innerWidth/2-e.width/2,i=window.innerHeight/2-e.height/2;t.style.left=`${a}px`,t.style.top=`${i}px`,t.style.transform="none";const n=window.getComputedStyle(t);t.style.borderBottomLeftRadius=n.borderTopLeftRadius,t.style.borderBottomRightRadius=n.borderTopRightRadius,t.addEventListener("pointerdown",this.pointerDownHandler),t.addEventListener("touchstart",this.pointerDownHandler,{passive:!1}),this.disableKeyCapture&&(t.setAttr("tabindex","-1"),this.previousActive?.isConnected&&this.previousActive.focus({preventScroll:!0}),t.addEventListener("keydown",this.modalKeydownStopHandler,{capture:!0})),document.addEventListener("keydown",this.escListener,{capture:!0})}}))}close(){if(this.disableKeyCapture&&this.previousActive?.isConnected&&document.activeElement===document.body)try{this.previousActive.focus({preventScroll:!0})}catch{}const{modalEl:e}=this;e&&(e.removeEventListener("pointerdown",this.pointerDownHandler),e.removeEventListener("touchstart",this.pointerDownHandler),e.removeEventListener("keydown",this.modalKeydownStopHandler,{capture:!0})),this.handlePointerUp(),document.removeEventListener("keydown",this.escListener,{capture:!0}),super.close()}enableKeyCapture(){this.disableKeyCapture=!1}disableKeyCaptureFn(){this.disableKeyCapture=!0}}B([r$c,z,e$a,l$3,b$1,v,h$1,i$5,i$4,h,u,c$1,s]);const GAP=4;class ExcalidrawAutomate{get obsidian(){return obsidian_module__namespace}get FloatingModal(){return FloatingModal}get LASERPOINTER(){return this.plugin.settings.laserSettings}get DEVICE(){return DEVICE}printStartupBreakdown(){this.plugin.printStarupBreakdown()}addAppendUpdateCustomData(e,t){const a=this.elementsDict[e];if(a)return addAppendUpdateCustomData(a,t)}help(e){if(!e)return void log$2("Usage: ea.help(ea.functionName) or ea.help('propertyName') or ea.help('utils.functionName') - notice property name and utils function name is in quotes");let t;if("function"==typeof e)t=EXCALIDRAW_AUTOMATE_INFO.find((t=>t.field===e.name));else if("string"==typeof e){let a=e;a=a.startsWith("utils.")?a.substring(6):a,a=a.startsWith("ea.")?a.substring(3):a,t=EXCALIDRAW_AUTOMATE_INFO.find((e=>e.field===a)),t||(t=EXCALIDRAW_SCRIPTENGINE_INFO.find((e=>e.field===a)))}if(!t)return void log$2("Usage: ea.help(ea.functionName) or ea.help('propertyName') or ea.help('utils.functionName') - notice property name and utils function name is in quotes");let a=!0;if(t.code&&(a=!1,log$2(`Declaration: ${t.code}`)),t.desc){a=!1;const e=t.desc.replaceAll("<br>","\n").replace(/<code>(.*?)<\/code>/g,"%c​$1%c").replace(/<b>(.*?)<\/b>/g,"%c​$1%c").replace(/<a onclick='window\.open\("(.*?)"\)'>(.*?)<\/a>/g,((e,t,a)=>`%c​${a}%c​ (link: ${t})`)),i=Array.from({length:(e.match(/%c/g)||[]).length},((e,t)=>t%2==0?"color: #007bff;":""));log$2(`Description: ${e}`,...i)}a&&log$2("Description not available for this function.")}async postOpenAI(e){return await postOpenAI(e)}extractCodeBlocks(e){return extractCodeBlocks(e)}async convertStringToDataURL(e,t="text/html"){const a=new Blob([e],{type:t}),i=await new Promise((e=>{const t=new FileReader;t.onload=()=>{if("string"==typeof t.result){const a=t.result.split(",")[1];e(a)}else e(null)},t.readAsDataURL(a)}));return i?`data:${t};base64,${i}`:"about:blank"}async checkAndCreateFolder(e){return await checkAndCreateFolder(e)}splitFolderAndFilename(e){return splitFolderAndFilename(e)}getNewUniqueFilepath(e,t){return getNewUniqueFilepath(this.plugin.app.vault,e,t)}getListOfTemplateFiles(){return getListOfTemplateFiles(this.plugin)}getEmbeddedImagesFiletree(e){return!e&&this.targetView&&this.targetView.file&&(e=this.targetView.file),e?getExcalidrawEmbeddedFilesFiletree(e,this.plugin):[]}async getAttachmentFilepath(e){if(!this.targetView||!this.targetView?.file)return errorMessage("targetView not set","getAttachmentFolderAndFilePath()"),null;const t=await getAttachmentsFolderAndFilePath(this.plugin.app,this.targetView.file.path,e);return getNewUniqueFilepath(this.plugin.app.vault,e,t.folder)}compressToBase64(e){return LZString.compressToBase64(e)}decompressFromBase64(e){if(!e)throw new Error("No input string provided for decompression.");let t="";const a=e.length;for(let i=0;i<a;i++){const a=e[i];"\\n"!==a&&"\\r"!==a&&(t+=a)}return LZString.decompressFromBase64(t)}async newFilePrompt(e,t,a,i){if(!this.targetView||!this.targetView?.file)return errorMessage("targetView not set","newFileActions()"),null;const n=emulateKeysForLinkClick(a),r=new NewFileActions({plugin:this.plugin,path:e,keys:n,view:this.targetView,openNewFile:t,parentFile:i});return r.open(),await r.waitForClose}getLeaf(e,t){const a=emulateKeysForLinkClick(t??"new-tab");return getLeaf(this.plugin,e,a)}getActiveEmbeddableViewOrEditor(e){if(!this.targetView&&!e)return null;const t=(e=e??this.targetView).getActiveEmbeddable();if(t){if(t.node&&t.node.isEditing)return{file:t.node.file,editor:t.node.child.editor};if(t.node)return{node:t.node};if(t.leaf&&t.leaf.view)return{view:t.leaf.view}}return null}isExcalidrawMaskFile(e){return e?this.isExcalidrawFile(e)&&isMaskFile(this.plugin,e):this.targetView&&this.targetView?.file?isMaskFile(this.plugin,this.targetView.file):(errorMessage("targetView not set","isMaskFile()"),null)}plugin;elementsDict;imagesDict;mostRecentMarkdownSVG=null;style;canvas;colorPalette;constructor(e,t){this.plugin=e,this.reset(),this.targetView=t}getViewLastPointerPosition(){return this.targetView&&this.targetView?._loaded?this.targetView.currentPosition:(errorMessage("targetView not set","getExcalidrawAPI()"),null)}getViewCenterPosition(){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","getExcalidrawAPI()"),null;const e=this.getExcalidrawAPI().getAppState();if(!e)return null;const t=e.zoom?.value??1;return{x:-e.scrollX+e.width/2/t,y:-e.scrollY+e.height/2/t}}getAPI(e){const t=new ExcalidrawAutomate(this.plugin,e);return this.plugin.eaInstances.push(t),t}setFillStyle(e){switch(e){case 0:return this.style.fillStyle="hachure","hachure";case 1:return this.style.fillStyle="cross-hatch","cross-hatch";default:return this.style.fillStyle="solid","solid"}}setStrokeStyle(e){switch(e){case 0:return this.style.strokeStyle="solid","solid";case 1:return this.style.strokeStyle="dashed","dashed";default:return this.style.strokeStyle="dotted","dotted"}}setStrokeSharpness(e){return 0===e?(this.style.roundness={type:ROUNDNESS.LEGACY},"round"):(this.style.roundness=null,"sharp")}setFontFamily(e){switch(e){case 1:return this.style.fontFamily=4,getFontFamily(4);case 2:return this.style.fontFamily=2,getFontFamily(2);case 3:return this.style.fontFamily=3,getFontFamily(3);default:return this.style.fontFamily=1,getFontFamily(1)}}setTheme(e){return 0===e?(this.canvas.theme="light","light"):(this.canvas.theme="dark","dark")}addToGroup(e){const t=nanoid();return e.forEach((e=>{this.elementsDict[e]?.groupIds?.push(t)})),t}async toClipboard(e){const t=e?await getTemplate(this.plugin,e,!1,new EmbeddedFilesLoader(this.plugin),0):null;let a=t?t.elements:[];a=a.concat(this.getElements()),navigator.clipboard.writeText(JSON.stringify({type:"excalidraw/clipboard",elements:a}))}async getSceneFromFile(e){if(!e)return errorMessage("file not found","getScene()"),null;if(!this.isExcalidrawFile(e))return errorMessage("file is not an Excalidraw file","getScene()"),null;const t=await getTemplate(this.plugin,e.path,!1,new EmbeddedFilesLoader(this.plugin),0);return{elements:t.elements,appState:t.appState}}getElements(){const e=[],t=Object.keys(this.elementsDict);for(let a=0;a<t.length;a++)e.push(this.elementsDict[t[a]]);return e}getElement(e){return this.elementsDict[e]}async create(e){const t=e?.templatePath?await getTemplate(this.plugin,e.templatePath,!0,new EmbeddedFilesLoader(this.plugin),0):null;t?.plaintext&&(e.plaintext?e.plaintext=e.plaintext+"\n\n"+t.plaintext:e.plaintext=t.plaintext);let a,i=t?t.elements:[];if(i=i.concat(this.getElements()),e?.frontmatterKeys){Object.keys(e.frontmatterKeys).includes("excalidraw-plugin")||(e.frontmatterKeys["excalidraw-plugin"]="parsed"),a="---\n\n";for(const t of Object.keys(e.frontmatterKeys))a+=`${t}: ${""===e.frontmatterKeys[t]?'""':e.frontmatterKeys[t]}\n`;a+="\n---\n"}else a=t?.frontmatter?t.frontmatter:FRONTMATTER;a+=e.plaintext?e.plaintext.endsWith("\n\n")?e.plaintext:e.plaintext.endsWith("\n")?e.plaintext+"\n":e.plaintext+"\n\n":"",t?.frontmatter&&e?.frontmatterKeys&&(a=mergeMarkdownFiles(t.frontmatter,a));const n=t?.appState??{};Object.keys(n).forEach((e=>{void 0===n[e]&&delete n[e]}));const r={type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:i,appState:{...n,theme:n.theme??this.canvas.theme,viewBackgroundColor:n.viewBackgroundColor??this.canvas.viewBackgroundColor,currentItemStrokeColor:n.currentItemStrokeColor??this.style.strokeColor,currentItemBackgroundColor:n.currentItemBackgroundColor??this.style.backgroundColor,currentItemFillStyle:n.currentItemFillStyle??this.style.fillStyle,currentItemStrokeWidth:n.currentItemStrokeWidth??this.style.strokeWidth,currentItemStrokeStyle:n.currentItemStrokeStyle??this.style.strokeStyle,currentItemRoughness:n.currentItemRoughness??this.style.roughness,currentItemOpacity:n.currentItemOpacity??this.style.opacity,currentItemFontFamily:n.currentItemFontFamily??this.style.fontFamily,currentItemFontSize:n.currentItemFontSize??this.style.fontSize,currentItemTextAlign:n.currentItemTextAlign??this.style.textAlign,currentItemStartArrowhead:n.currentItemStartArrowhead??this.style.startArrowHead,currentItemEndArrowhead:n.currentItemEndArrowhead??this.style.endArrowHead,currentItemRoundness:n.currentItemLinearStrokeSharpness??n.currentItemStrokeSharpness??n.currentItemRoundness??this.style.roundness?"round":"sharp",gridSize:n.gridSize??this.canvas.gridSize,colorPalette:n.colorPalette??this.colorPalette},files:t?.files??{}},s=e?.filename?e.filename+(e.filename.endsWith(".md")?"":".excalidraw.md"):getDrawingFilename(this.plugin.settings),o=e?.foldername?e.foldername:this.plugin.settings.folder,l=this.plugin.settings.compatibilityMode?JSON.stringify(r,null,"\t"):a+(()=>{const e=this.getElements().filter((e=>"text"===e.type));let t="# Excalidraw Data\n\n## Text Elements\n";e.forEach((e=>{t+=`${e.rawText??e.originalText??e.text} ^${e.id}\n\n`})),this.getElements().filter((e=>"text"!==e.type&&e.link)).forEach((e=>{t+=`${e.link} ^${e.id}\n\n`})),t+=Object.keys(this.imagesDict).length>0?"\n## Embedded Files\n":"\n";const a=(e,t,a)=>`${e}: [[${t}]]${a?" "+JSON.stringify(a):""}\n\n`;return Object.keys(this.imagesDict).forEach((e=>{const i=this.imagesDict[e];if(i.latex)t+=`${e}: $$${i.latex.trim()}$$\n\n`;else if(i.file)i.file instanceof obsidian_module.TFile?t+=a(e,i.file.path,i.colorMap):t+=a(e,i.file,i.colorMap);else{const n=i.hyperlink.split("#"),r=this.plugin.app.vault.getAbstractFileByPath(n[0]);if(r&&r instanceof obsidian_module.TFile){const s=2===n.length;t+=a(e,s?`${r.path}#${n[1]}`:r.path,i.colorMap)}else t+=`${e}: ${i.hyperlink}\n\n`}})),t+"%%\n"})()+getMarkdownDrawingSection(JSON.stringify(r,null,"\t"),this.plugin.settings.compress);return e.silent?(await this.plugin.createDrawing(s,o,l)).path:this.plugin.createAndOpenDrawing(s,e?.onNewPane&&e.onNewPane?"new-pane":"active-pane",o,l)}getPagePDFDimensions(e,t){return getPageDimensions(e,t)}async createPDF({SVG:e,scale:t={fitToPage:1,zoom:1},pageProps:a,filename:i}){a||(a={alignment:this.plugin.settings.pdfSettings.alignment,margin:getMarginValue(this.plugin.settings.pdfSettings.margin)}),a.dimensions||(a.dimensions=getPageDimensions(this.plugin.settings.pdfSettings.pageSize,this.plugin.settings.pdfSettings.pageOrientation)),a.backgroundColor||(a.backgroundColor="#ffffff"),await exportToPDF({SVG:e,scale:t,pageProps:a,filename:i})}async createViewSVG({withBackground:e=!0,theme:t,frameRendering:a={enabled:!0,name:!0,outline:!0,clip:!0},padding:i,selectedOnly:n=!1,skipInliningFonts:r=!1,embedScene:s=!1,elementsOverride:o}){if(!this.targetView||!this.targetView.file||!this.targetView._loaded)return void console.log("No view loaded");const l=this.targetView,c=this.targetView.getScene(n);o&&(c.elements=o);const d={withBackground:l.getViewExportWithBackground(e),withTheme:!0,isMask:isMaskFile(this.plugin,l.file),skipInliningFonts:r,frameRendering:a};return await getSVG({...c,appState:{...c.appState,theme:l.getViewExportTheme(t),exportEmbedScene:l.getViewExportEmbedScene(s)}},d,l.getViewExportPadding(i),l.file)}async createSVG(e,t=!1,a,i,n,r){return n||(n=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),a||(a={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0,isMask:!1,skipInliningFonts:!t}),i||(i=new EmbeddedFilesLoader(this.plugin,n?"dark"===n:void 0)),await createSVG(e,t,a,i,n,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,r,this.imagesDict)}async createPNG(e,t=1,a,i,n,r){return n||(n=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),n&&!a&&(a={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0,isMask:!1}),i||(i=new EmbeddedFilesLoader(this.plugin,n?"dark"===n:void 0)),await createPNG(e,t,a,i,n,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,r,this.imagesDict)}async createPNGBase64(e,t=1,a,i,n,r){const s=await this.createPNG(e,t,a,i,n,r);return`data:image/png;base64,${await blobToBase64(s)}`}wrapText(e,t){return wrapTextAtCharLength(e,t,this.plugin.settings.forceWrap)}boxedElement(e,t,a,i,n,r,s=null,o){return{id:e,type:t,x:a,y:i,width:n,height:r,angle:this.style.angle,strokeColor:this.style.strokeColor,backgroundColor:this.style.backgroundColor,fillStyle:this.style.fillStyle,strokeWidth:this.style.strokeWidth,strokeStyle:this.style.strokeStyle,roughness:this.style.roughness,opacity:this.style.opacity,roundness:this.style.strokeSharpness?"round"===this.style.strokeSharpness?{type:ROUNDNESS.ADAPTIVE_RADIUS}:null:this.style.roundness,seed:Math.floor(1e5*Math.random()),version:1,versionNonce:Math.floor(1e9*Math.random()),updated:Date.now(),isDeleted:!1,groupIds:[],boundElements:[],link:s,locked:!1,frameId:null,...o?{scale:o}:{}}}addIFrame(e,t,a,i,n,r){return this.addEmbeddable(e,t,a,i,n,r)}addEmbeddable(e,t,a,i,n,r,s){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","addEmbeddable()"),null;if(!n&&!r)return errorMessage("Either the url or the file must be set. If both are provided the URL takes precedence","addEmbeddable()"),null;const o=nanoid();return this.elementsDict[o]=this.boxedElement(o,"embeddable",e,t,a,i,n||(r?`[[${this.plugin.app.metadataCache.fileToLinktext(r,this.targetView.file.path,!1)}]]`:""),[1,1]),this.elementsDict[o].customData={mdProps:s??this.plugin.settings.embeddableMarkdownDefaults},o}addElementsToFrame(e,t){this.getElement(e)&&t.forEach((t=>{const a=this.getElement(t);a&&(a.frameId=e)}))}addFrame(e,t,a,i,n){const r=this.addRect(e,t,a,i),s=this.getElement(r);return s.type="frame",s.backgroundColor="transparent",s.strokeColor="#000",s.strokeStyle="solid",s.strokeWidth=2,s.roughness=0,s.roundness=null,n&&(s.name=n),r}addRect(e,t,a,i,n){return n||(n=nanoid()),this.elementsDict[n]=this.boxedElement(n,"rectangle",e,t,a,i),n}addDiamond(e,t,a,i,n){return n||(n=nanoid()),this.elementsDict[n]=this.boxedElement(n,"diamond",e,t,a,i),n}addEllipse(e,t,a,i,n){return n||(n=nanoid()),this.elementsDict[n]=this.boxedElement(n,"ellipse",e,t,a,i),n}addBlob(e,t,a,i,n){const r=.5*i,s=.5*a,o=s/9,l=.8*r,c=[],d=(a,i)=>{const n=a+Math.random()*o-o/2;c.push([n+Math.random()*o-o/2+a%2*o/6+e,i*Math.sqrt(r*r*(1-n*n/(s*s)))+Math.random()*l-l/2+a%2*l/6+t])};let h;for(h=o/2-s;h<=s-o/2;h+=s/6)d(h,1);for(h=s-o/2;h>=o/2-s;h-=s/6)d(h,-1);return c.push(c[0]),n=this.addLine((e=>{const t=getLineBox(e),n=a/t.w,r=i/t.h;let s;for(s=0;s<e.length;s++){let[a,i]=e[s];a=(a-t.x)*n+t.x,i=(i-t.y)*r+t.y,e[s]=[a,i]}return e})(c),n),this.elementsDict[n]=repositionElementsToCursor([this.getElement(n)],{x:e,y:t},!1)[0],n}refreshTextElementSize(e){const t=this.getElement(e);if("text"!==t.type)return;const{w:a,h:i}=_measureText(t.text,t.fontSize,t.fontFamily,getLineHeight(t.fontFamily));t.width=a,t.height=i}addText(e,t,a,i,n){n=n??nanoid();const r=a,s=!(void 0!==i?.width&&!i?.box)||(i?.autoResize??!0);a=i?.wrapAt&&s?this.wrapText(a,i.wrapAt):a;const{w:o,h:l}=_measureText(a,this.style.fontSize,this.style.fontFamily,getLineHeight(this.style.fontFamily)),c=i?.width?i.width:o,d=i?.height?i.height:l;let h=null;const p=this.style.strokeColor;this.style.strokeColor=i?.boxStrokeColor??p;const u=i?.boxPadding??30;if(i?.box)switch(i.box){case"ellipse":h=this.addEllipse(e-u,t-u,c+2*u,d+2*u);break;case"diamond":h=this.addDiamond(e-u,t-u,c+2*u,d+2*u);break;case"blob":h=this.addBlob(e-u,t-u,c+2*u,d+2*u);break;default:h=this.addRect(e-u,t-u,c+2*u,d+2*u)}this.style.strokeColor=p;const m=h&&"blob"!==i.box;if(this.elementsDict[n]={text:a,fontSize:this.style.fontSize,fontFamily:this.style.fontFamily,textAlign:i?.textAlign?i.textAlign:this.style.textAlign??"left",verticalAlign:i?.textVerticalAlign??this.style.verticalAlign,...this.boxedElement(n,"text",e,t,c,d),containerId:m?h:null,originalText:m?r:a,rawText:m?r:a,lineHeight:getLineHeight(this.style.fontFamily),autoResize:!!i?.box||(i?.autoResize??!0)},h&&"blob"===i?.box&&this.addToGroup([n,h]),m){const e=this.elementsDict[h];e.boundElements||(e.boundElements=[]),e.boundElements.push({type:"text",id:n})}const g=this.getElement(n),f=h&&"blob"!==i.box?this.getElement(h):void 0,b=refreshTextDimensions(g,f,arrayToMap(this.getElements()),r);return b&&!i?.width&&(g.width=b.width,g.height=b.height,g.x=b.x,g.y=b.y,g.text=b.text,f&&(f.width=b.width+2*u,f.height=b.height+2*u)),h??n}addLine(e,t){const a=getLineBox(e);return t=t??nanoid(),this.elementsDict[t]={points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:null,endBinding:null,startArrowhead:null,endArrowhead:null,...this.boxedElement(t,"line",e[0][0],e[0][1],a.w,a.h)},t}addArrow(e,t,a){const i=getLineBox(e);a=a??nanoid();const n=e[0],r=e[e.length-1],s=arrayToMap(this.getElements());return this.elementsDict[a]={points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:{elementId:t?.startObjectId,focus:t?.startObjectId?determineFocusDistance(this.getElement(t?.startObjectId),s,r,n):.1,gap:GAP},endBinding:{elementId:t?.endObjectId,focus:t?.endObjectId?determineFocusDistance(this.getElement(t?.endObjectId),s,n,r):.1,gap:GAP},startArrowhead:void 0!==t?.startArrowHead?t.startArrowHead:this.style.startArrowHead,endArrowhead:void 0!==t?.endArrowHead?t.endArrowHead:this.style.endArrowHead,...this.boxedElement(a,"arrow",e[0][0],e[0][1],i.w,i.h)},t?.startObjectId&&(this.elementsDict[t.startObjectId].boundElements||(this.elementsDict[t.startObjectId].boundElements=[]),this.elementsDict[t.startObjectId].boundElements.push({type:"arrow",id:a})),t?.endObjectId&&(this.elementsDict[t.endObjectId].boundElements||(this.elementsDict[t.endObjectId].boundElements=[]),this.elementsDict[t.endObjectId].boundElements.push({type:"arrow",id:a})),a}async addMermaid(e,t=!0){const a=await mermaidToExcalidraw(e,{themeVariables:{fontSize:`${this.style.fontSize}`},flowchart:{curve:null===this.style.roundness?"linear":"basis"}}),i=[];if(!a)return null;if(a?.error)return a.error;if(a?.elements&&a.elements.forEach((e=>{i.push(e.id),this.elementsDict[e.id]=e})),a?.files)for(const e in a.files)this.imagesDict[e]={...a.files[e],created:Date.now(),isHyperLink:!1,hyperlink:null,file:null,hasSVGwithBitmap:!1,latex:null};return t&&a?.elements&&i.length>1&&this.addToGroup(i),i}async addImage(e,t,a,i=!0,n=!0){let r,s;"number"==typeof e?s=e:(t=e.topY,s=e.topX,a=e.imageFile,i=e.scale??!0,n=e.anchor??!0,r=e.colorMap);const o=nanoid(),l=new EmbeddedFilesLoader(this.plugin,"dark"===this.canvas.theme),c="string"==typeof a?await l.getObsidianImage(new EmbeddedFile(this.plugin,"",a),0):await l.getObsidianImage(a,0);if(!c)return null;const d="string"==typeof a?c.fileId:"md"===a.extension||"pdf"===a.extension.toLowerCase()?fileid():c.fileId;if(this.imagesDict[d]={mimeType:c.mimeType,id:d,dataURL:c.dataURL,created:c.created,isHyperLink:"string"==typeof a,hyperlink:"string"==typeof a?a:null,file:"string"==typeof a?null:a.path+(i||!n?"":"|100%"),hasSVGwithBitmap:c.hasSVGwithBitmap,latex:null,size:{height:c.size.height,width:c.size.width},colorMap:r,pdfPageViewProps:c.pdfPageViewProps},i&&Math.max(c.size.width,c.size.height)>MAX_IMAGE_SIZE){const e=MAX_IMAGE_SIZE/Math.max(c.size.width,c.size.height);c.size.width=e*c.size.width,c.size.height=e*c.size.height}this.elementsDict[o]=this.boxedElement(o,"image",s,t,c.size.width,c.size.height);const h=this.elementsDict[o];return h.fileId=d,h.scale=[1,1],h.crop=null,!i&&n&&(h.customData={isAnchored:!0}),o}async addLaTex(e,t,a){const i=nanoid(),n=await tex2dataURL(a,4,this.plugin);return n?(this.imagesDict[n.fileId]={mimeType:n.mimeType,id:n.fileId,dataURL:n.dataURL,created:n.created,file:null,hasSVGwithBitmap:!1,latex:a},this.elementsDict[i]=this.boxedElement(i,"image",e,t,n.size.width,n.size.height),this.elementsDict[i].fileId=n.fileId,this.elementsDict[i].scale=[1,1],i):null}async tex2dataURL(e,t=4){return await tex2dataURL(e,t,this.plugin)}connectObjects(e,t,a,i,n){if(!this.elementsDict[e]||!this.elementsDict[a])return;if(["line","arrow","freedraw"].includes(this.elementsDict[e].type)||["line","arrow","freedraw"].includes(this.elementsDict[a].type))return;const r=n?.padding?n.padding:10,s=n?.numberOfPoints?n.numberOfPoints:0,o=(e,t)=>{switch(e){case"bottom":return[(t.x+(t.x+t.width))/2,t.y+t.height+r];case"left":return[t.x-r,(t.y+(t.y+t.height))/2];case"right":return[t.x+t.width+r,(t.y+(t.y+t.height))/2];default:return[(t.x+(t.x+t.width))/2,t.y-r]}};let l,c,d,h;const p=this.elementsDict[e],u=this.elementsDict[a];if(!t||!i){const e=p.x+p.width/2,a=u.x+u.width/2,n=p.y+p.height/2,r=u.y+u.height/2;if(!t){const t=intersectElementWithLine(p,[a,r],[e,n],GAP);0===t.length?[l,c]=[e,n]:[l,c]=t[0]}if(!i){const t=intersectElementWithLine(u,[e,n],[a,r],GAP);0===t.length?[d,h]=[a,r]:[d,h]=t[0]}}t&&([l,c]=o(t,this.elementsDict[e])),i&&([d,h]=o(i,this.elementsDict[a]));const m=s+2,g=[];for(let e=0;e<m;e++)g.push([l+e*(d-l)/(m-1),c+e*(h-c)/(m-1)]);return this.addArrow(g,{startArrowHead:n?.startArrowHead,endArrowHead:n?.endArrowHead,startObjectId:e,endObjectId:a})}addLabelToLine(e,t){const a=this.elementsDict[e];if(!a||!["arrow","line"].includes(a.type)||2!==a.points.length)return;let i=Math.atan2(a.points[1][1],a.points[1][0]);const n=this.measureText(t);i<0?i<-Math.PI/2&&(i+=Math.PI):i>Math.PI/2&&(i-=Math.PI),this.style.angle=i;const r=this.addText(a.x+a.points[1][0]/2-n.width/2,a.y+a.points[1][1]/2-n.height,t);return this.style.angle=0,r}clear(){this.elementsDict={},this.imagesDict={}}reset(){this.clear(),this.activeScript=null,this.style={strokeColor:"#000000",backgroundColor:"transparent",angle:0,fillStyle:"hachure",strokeWidth:1,strokeStyle:"solid",roughness:1,opacity:100,roundness:null,fontFamily:1,fontSize:20,textAlign:"left",verticalAlign:"top",startArrowHead:null,endArrowHead:"arrow"},this.canvas={theme:"light",viewBackgroundColor:"#FFFFFF",gridSize:0}}isExcalidrawFile(e){return this.plugin.isExcalidrawFile(e)}targetView=null;setView(e){if(!e){const e=this.plugin.app.workspace.getActiveViewOfType(ExcalidrawView);this.targetView=e instanceof ExcalidrawView?e:getExcalidrawViews(this.plugin.app)[0]}if("active"==e){const e=this.plugin.app.workspace.getActiveViewOfType(ExcalidrawView);if(!(e instanceof ExcalidrawView))return;this.targetView=e}return"first"==e&&(this.targetView=getExcalidrawViews(this.plugin.app)[0]),e instanceof ExcalidrawView&&(this.targetView=e),this.targetView}getExcalidrawAPI(){return this.targetView&&this.targetView?._loaded?this.targetView.excalidrawAPI:(errorMessage("targetView not set","getExcalidrawAPI()"),null)}getViewElements(){return this.targetView&&this.targetView?._loaded?this.targetView.getViewElements():(errorMessage("targetView not set","getViewElements()"),[])}deleteViewElements(e){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","deleteViewElements()"),!1;const t=this.targetView?.excalidrawAPI;if(!t)return!1;const a=e.map((e=>e.id)),i=t.getSceneElements(),n=t.getAppState();return this.targetView.updateScene({elements:i.filter((e=>!a.includes(e.id))),appState:n,captureUpdate:CaptureUpdateAction.IMMEDIATELY}),!0}async addBackOfTheCardNoteToView(e,t=!1,a,i){return this.targetView&&this.targetView?._loaded?(await this.targetView.forceSave(!0),addBackOfTheNoteCard(this.targetView,e,t,a,i)):(errorMessage("targetView not set","addBackOfTheCardNoteToView()"),null)}getViewSelectedElement(){const e=this.getViewSelectedElements();return e?e[0]:null}getViewSelectedElements(e=!0){return this.targetView&&this.targetView?._loaded?this.targetView.getViewSelectedElements(e):(errorMessage("targetView not set","getViewSelectedElements()"),[])}getViewFileForImageElement(e){return getEmbeddedFileForImageElment(this,e)?.file}getColorMapForImageElement(e){const t=getEmbeddedFileForImageElment(this,e)?.colorMap;return t||{}}async updateViewSVGImageColorMap(e,t){const a=Array.isArray(e)?e:[e],i=Array.isArray(t)?t:[t];let n;if(i.length!==a.length)return void errorMessage("Elements and colors arrays must have same length","updateViewSVGImageColorMap()");n=isSVGColorInfo(i[0])?t.map(svgColorInfoToColorMap):t;const r=new Set;for(let e=0;e<a.length;e++){const t=a[e],i=filterColorMap(n[e]),s=getEmbeddedFileForImageElment(this,t);s&&s.file&&i?(i&&"object"==typeof i&&0!==Object.keys(i).length?(s.colorMap=i,"black"===s.colorMap.fill&&delete s.colorMap.fill,"none"===s.colorMap.stroke&&delete s.colorMap.stroke):s.colorMap=null,s.resetImage(this.targetView.file.path,s.linkParts.original),r.add(t.fileId)):errorMessage("Must provide an image element and a colorMap as input","updateViewSVGImageColorMap()")}r.size>0&&(this.targetView.setDirty(),await new Promise((e=>{this.targetView.loadSceneFiles(!1,r,e)})))}async getSVGColorInfoForImgElement(e){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","getViewFileForImageElement()");if(!e||"image"!==e.type)return void errorMessage("Must provide an image element as input","getViewFileForImageElement()");const t=getEmbeddedFileForImageElment(this,e),a=t?.file;if(!a||"svg"!==a.extension&&!this.isExcalidrawFile(a))return void errorMessage("Must provide an SVG or nested Excalidraw image element as input","getColorMapForImgElement()");if("svg"===a.extension){const e=await this.plugin.app.vault.cachedRead(a),i=this.getColorsFromSVGString(e);return mergeColorMapIntoSVGColorInfo(t.colorMap,i)}const i=await this.getColosFromExcalidrawFile(a,e);return mergeColorMapIntoSVGColorInfo(t.colorMap,i)}async getColosFromExcalidrawFile(e,t){if(!e||!this.isExcalidrawFile(e))return void errorMessage("Must provide an Excalidraw file as input","getColosFromExcalidrawFile()");getEmbeddedFileForImageElment(this,t);const a=new ExcalidrawData(this.plugin);"excalidraw"===e.extension?await a.loadLegacyData(await this.plugin.app.vault.cachedRead(e),e):await a.loadData(await this.plugin.app.vault.cachedRead(e),e,TextMode.raw);const i=new Map;return a.loaded?(a.scene.elements.forEach((e=>{"strokeColor"in e&&updateOrAddSVGColorInfo(i,e.strokeColor,{stroke:!0}),"backgroundColor"in e&&updateOrAddSVGColorInfo(i,e.backgroundColor,{fill:!0})})),i):i}getColorsFromSVGString(e){const t=new Map;return e?(function e(a,i=!1){const n=a.getAttribute("fill");"none"!==n&&(n?updateOrAddSVGColorInfo(t,n,{fill:!0}):i&&updateOrAddSVGColorInfo(t,"fill",{fill:!0,mappedTo:"black"}));const r=a.getAttribute("stroke");r&&"none"!==r&&updateOrAddSVGColorInfo(t,r,{stroke:!0});const s=a.getAttribute("style");if(s){const e=s.match(/fill:\s*([^;}\s]+)/);e&&"none"!==e[1]&&updateOrAddSVGColorInfo(t,e[1],{fill:!0});const a=s.match(/stroke:\s*([^;}\s]+)/);a&&"none"!==a[1]&&updateOrAddSVGColorInfo(t,a[1],{stroke:!0})}for(const t of Array.from(a.children))e(t)}((new DOMParser).parseFromString(e,"image/svg+xml").documentElement,!0),t):t}copyViewElementsToEAforEditing(e,t=!1){if(t&&e.some((e=>"image"===e.type))){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","copyViewElementsToEAforEditing()");const t=this.targetView.getScene().files;e.forEach((e=>{if(this.elementsDict[e.id]=cloneElement(e),"image"===e.type){const a=this.targetView.excalidrawData.getFile(e.fileId),i=a&&a.file&&a.linkParts&&a.linkParts.ref,n=this.targetView.excalidrawData.getEquation(e.fileId),r=t?.[e.fileId];this.imagesDict[e.fileId]={mimeType:r.mimeType,id:e.fileId,dataURL:r.dataURL,created:r.created,hasSVGwithBitmap:!!a&&a.isSVGwithBitmap,...a?{isHyperLink:a.isHyperLink||Boolean(i),hyperlink:i?`${a.file.path}#${a.linkParts.ref}`:a.hyperlink,file:i?null:a.file,latex:null}:{},...n?{file:null,isHyperLink:!1,hyperlink:null,latex:n.latex}:{}}}}))}else e.forEach((e=>{this.elementsDict[e.id]=cloneElement(e)}))}viewToggleFullScreen(e=!1){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","viewToggleFullScreen()");const t=this.targetView,a=t.isFullscreen();e&&(t.updateScene({appState:{viewModeEnabled:!a},captureUpdate:CaptureUpdateAction.NEVER}),this.targetView.toolsPanelRef?.current?.setExcalidrawViewMode(!a)),a?t.exitFullscreen():t.gotoFullscreen()}setViewModeEnabled(e){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","viewToggleFullScreen()");const t=this.targetView;t.updateScene({appState:{viewModeEnabled:e},captureUpdate:CaptureUpdateAction.NEVER}),t.toolsPanelRef?.current?.setExcalidrawViewMode(e)}viewUpdateScene(e,t=!1){this.targetView&&this.targetView?._loaded?(Boolean(e.storeAction)||(e.storeAction=e.commitToHistory?"capture":"update"),this.targetView.updateScene({elements:e.elements,appState:e.appState,files:e.files,storeAction:e.storeAction,captureUpdate:e.captureUpdate},t)):errorMessage("targetView not set","viewToggleFullScreen()")}connectObjectWithViewSelectedElement(e,t,a,i){const n=this.getViewSelectedElement();if(!n)return!1;const r=n.id;return this.elementsDict[r]=n,this.connectObjects(e,t,r,a,i),delete this.elementsDict[r],!0}viewZoomToElements(e,t){this.targetView&&this.targetView?._loaded?this.targetView.zoomToElements(e,t):errorMessage("targetView not set","viewToggleFullScreen()")}async addElementsToView(e=!1,t=!0,a=!1,i=!1){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","addElementsToView()"),!1;const n=this.getElements();return n.some((e=>"embeddable"===e.type))&&patchMobileView(this.targetView),await this.targetView.addElements({newElements:n,repositionToCursor:e,save:t,images:this.imagesDict,newElementsOnTop:a,shouldRestoreElements:i})}registerThisAsViewEA(){return this.targetView&&this.targetView?._loaded?(this.targetView.setHookServer(this),!0):(errorMessage("targetView not set","addElementsToView()"),!1)}deregisterThisAsViewEA(){return this.targetView&&this.targetView?._loaded?(this.targetView.setHookServer(this),!0):(errorMessage("targetView not set","addElementsToView()"),!1)}onViewUnloadHook=null;onViewModeChangeHook=null;onLinkHoverHook=null;onLinkClickHook=null;onDropHook=null;onPasteHook=null;onImageFilePathHook=null;onImageExportPathHook=null;onTriggerAutoexportHook=null;onFileOpenHook;onFileCreateHook;onCanvasColorChangeHook=null;onUpdateElementLinkForExportHook=null;getEmbeddedFilesLoader(e){return new EmbeddedFilesLoader(this.plugin,e)}getExportSettings(e,t,a=!1){return{withBackground:e,withTheme:t,isMask:a}}getElementsInArea(e,t){const{x:a,y:i,width:n,height:r,id:s}=t;return e.filter((e=>{if("frame"===e.type&&"marker"===e.frameRole)return!1;if(e.id===s)return!0;const{topX:t,topY:o,width:l,height:c}=this.getBoundingBox([e]);return!(t>=a+n||t+l<=a||o>=i+r||o+c<=i)}))}getBoundingBox(e){const t=getCommonBoundingBox(e);return{topX:t.minX,topY:t.minY,width:t.maxX-t.minX,height:t.maxY-t.minY}}getMaximumGroups(e){return getMaximumGroups(e,arrayToMap(e))}getLargestElement(e){if(!e||0===e.length)return null;let t=e[0];const a=e=>e.height*e.width;let i=a(e[0]);for(let n=1;n<e.length;n++){const r=a(e[n]);r>i&&(i=r,t=e[n])}return t}intersectElementWithLine(e,t,a,i){return intersectElementWithLine(e,t,a,i)}getCommonGroupForElements(e){const t=e.map((e=>e.groupIds)).reduce(((e,t)=>t.filter((t=>e.includes(t)))));return t.length>0?t[0]:null}getElementsInTheSameGroupWithElement(e,t,a=!1){if(!e||!t)return[];const i="text"===e.type&&e.containerId?t.filter((t=>t.id===e.containerId)):[];if(0===e.groupIds.length)return a&&"frame"===e.type?this.getElementsInFrame(e,t,!0):1===i.length?[e,i[0]]:[e];const n=1===i.length?t=>t.groupIds.some((t=>e.groupIds.includes(t)))||t===i[0]:t=>t.groupIds.some((t=>e.groupIds.includes(t)));if(a){const e=new Set;return t.filter((e=>n(e))).forEach((a=>{"frame"===a.type?this.getElementsInFrame(a,t,!0).forEach((t=>e.add(t.id))):e.add(a.id)})),t.filter((t=>e.has(t.id)))}return t.filter((e=>n(e)))}getElementsInFrame(e,t,a=!1){return e&&t&&"frame"===e.type?t.filter((t=>t.frameId===e.id||a&&t.id===e.id)):[]}activeScript=null;getScriptSettings(){return this.activeScript?this.plugin.settings.scriptEngineSettings[this.activeScript]??{}:null}async setScriptSettings(e){if(!this.activeScript)return null;this.plugin.settings.scriptEngineSettings[this.activeScript]=e,await this.plugin.saveSettings()}openFileInNewOrAdjacentLeaf(e,t){if(!(e&&e instanceof obsidian_module.TFile))return null;if(!this.targetView)return null;const{leaf:a,promise:i}=openLeaf({plugin:this.plugin,fnGetLeaf:()=>getNewOrAdjacentLeaf(this.plugin,this.targetView.leaf),file:e,openState:t??{active:!0}});return a}measureText(e){const t=_measureText(e,this.style.fontSize,this.style.fontFamily,getLineHeight(this.style.fontFamily));return{width:t.w??0,height:t.h??0}}async getOriginalImageSize(e,t=!1){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","getOriginalImageSize()"),null;if(!e||"image"!==e.type)return errorMessage("Please provide a single image element as input","getOriginalImageSize()"),null;const a=this.targetView.excalidrawData.getFile(e.fileId);if(!a)return errorMessage("Please provide a single image element as input","getOriginalImageSize()"),null;const i="dark"===this.getExcalidrawAPI().getAppState().theme;let n=a.getImage(i);if(n||t){if(!n){let e=0;for(;!n&&e<50;)await sleep(100),n=a.getImage(i),e++;if(!n)return}return await getImageSize(n)}}async resetImageAspectRatio(e){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","resetImageAspectRatio()"),null;let t,a;if(e.crop)t=e.width*e.height,a=e.crop.width/e.crop.height;else{const i=await this.getOriginalImageSize(e,!0);if(!i)return!1;t=e.width*e.height,a=i.width/i.height}let i=Math.sqrt(t*a),n=Math.sqrt(t/a);const r=e.x+e.width/2,s=e.y+e.height/2;if(i!==e.width||n!==e.height){this.getElement(e.id)||this.copyViewElementsToEAforEditing([e]);const t=this.getElement(e.id);return t.width=i,t.height=n,t.x=r-i/2,t.y=s-n/2,!0}return!1}verifyMinimumPluginVersion(e){return verifyMinimumPluginVersion(e)}isExcalidrawView(e){return e instanceof ExcalidrawView}selectElementsInView(e){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","selectElementsInView()");if(!e||0===e.length)return;const t=this.getExcalidrawAPI();if("string"==typeof e[0]){const a=this.getViewElements().filter((t=>e.includes(t.id)));t.selectElements(a)}else t.selectElements(e)}generateElementId(){return nanoid()}cloneElement(e){const t=JSON.parse(JSON.stringify(e));return t.id=nanoid(),t}moveViewElementToZIndex(e,t){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","moveViewElementToZIndex()");const a=this.getExcalidrawAPI(),i=this.getViewElements(),n=i.filter((t=>t.id===e));if(0===n.length)return void errorMessage(`Element (id: ${e}) not found`,"moveViewElementToZIndex");if(t>=i.length)return void a.bringToFront(n);if(t<0)return void a.sendToBack(n);const r=i.indexOf(n[0]);i.splice(t,0,i.splice(r,1)[0]),this.targetView.updateScene({elements:i,captureUpdate:CaptureUpdateAction.IMMEDIATELY})}hexStringToRgb(e){const t=/^#?([a-f\d]{2})([a-f\d]{2})([a-f\d]{2})$/i.exec(e);return[parseInt(t[1],16),parseInt(t[2],16),parseInt(t[3],16)]}rgbToHexString(e){return O$1({r:e[0],g:e[1],b:e[2]}).stringHEX({alpha:!1})}hslToRgb(e){const t=O$1({h:e[0],s:e[1],l:e[2]});return[t.red,t.green,t.blue]}rgbToHsl(e){const t=O$1({r:e[0],g:e[1],b:e[2]});return[t.hue,t.saturation,t.lightness]}colorNameToHex(e){return COLOR_NAMES.has(e.toLowerCase().trim())?COLOR_NAMES.get(e.toLowerCase().trim()):e.trim()}getCM(e){if(!e)return void log$2("Creates a CM object. Visit https://github.com/lbragile/ColorMaster for documentation.");"string"==typeof e&&(e=this.colorNameToHex(e));const t=O$1(e);return isColorStringTransparent(e)?t.alphaTo(0):t}getPolyBool(){return PolyBool$1.epsilon(1e-10),PolyBool$1}importSVG(e){const t=svgToExcalidraw(e);return t.hasErrors?(new obsidian_module.Notice(`There were errors while parsing the given SVG:\n${t.errors}`),!1):(this.copyViewElementsToEAforEditing(t.content),!0)}destroy(){this.targetView=null,this.plugin=null,this.elementsDict={},this.imagesDict={},this.mostRecentMarkdownSVG=null,this.activeScript=null,this.style={},this.canvas={},this.colorPalette={}}}function isSVGColorInfo(e){return"object"==typeof e&&null!==e&&"stroke"in e&&"fill"in e&&"mappedTo"in e}function mergeColorMapIntoSVGColorInfo(e,t){if(e)for(const a of Object.keys(e))t.has(a)&&(t.get(a).mappedTo=e[a]);return t}function svgColorInfoToColorMap(e){const t={};return e.forEach(((e,a)=>{(e.fill||e.stroke)&&(t[a]=e.mappedTo)})),t}function filterColorMap(e){return Object.fromEntries(Object.entries(e).filter((([e,t])=>e.toLocaleLowerCase()!==t?.toLocaleLowerCase())))}function updateOrAddSVGColorInfo(e,t,a){const{fill:i,stroke:n,mappedTo:r}=a;t=t.toLocaleLowerCase();const s=e.get(t)||{mappedTo:t,fill:!1,stroke:!1};return void 0!==i&&(s.fill=i),void 0!==n&&(s.stroke=n),void 0!==r&&(s.mappedTo=r),e.set(t,s)}function getEmbeddedFileForImageElment(e,t){return e.targetView&&e.targetView?._loaded?t&&"image"===t.type?e.targetView?.excalidrawData?.getFile(t.fileId):(errorMessage("Must provide an image element as input","getViewFileForImageElement()"),null):(errorMessage("targetView not set","getViewFileForImageElement()"),null)}function errorMessage(e,t){switch(e){case"targetView not set":errorlog({where:"ExcalidrawAutomate",source:t,message:"targetView not set, or no longer active. Use setView before calling this function"});break;case"mobile not supported":errorlog({where:"ExcalidrawAutomate",source:t,message:"this function is not available on Obsidian Mobile"});break;default:errorlog({where:"ExcalidrawAutomate",source:t,message:e??"unknown error"})}}function isColorStringTransparent(e){return/^(rgba|hsla)\(.*?,.*?,.*?,\s*0(\.0+)?\)$/i.test(e)||/^#[a-fA-F0-9]{8}00$/i.test(e)}function initExcalidrawAutomate(e){const t=new ExcalidrawAutomate(e);return window.ExcalidrawAutomate=t,t}function normalizeLinePoints(e){const t=[],[a,i]=e[0];for(let n=0;n<e.length;n++)t.push([e[n][0]-a,e[n][1]-i]);return t}function getLineBox(e){const[t,a,i,n]=estimateLineBound(e);return{x:t,y:a,w:i-t,h:n-a}}function getFontFamily(e){return getFontFamilyString({fontFamily:e})}function _measureText(e,t,a,i){t||(t=20),a||(i=getLineHeight(a=1));const n=measureText(e,`${t.toString()}px ${getFontFamily(a)}`,i);return{w:n.width,h:n.height}}async function getTemplate(e,t,a=!1,i,n,r=!1){const s=e.app,o=s.vault,l=getEmbeddedFilenameParts(t),c=obsidian_module.normalizePath(l.filepath),d=s.metadataCache.getFirstLinkpathDest(c,"");let h=!1;if(d&&d instanceof obsidian_module.TFile){const t=(await o.read(d)).replaceAll("\r\n","\n").replaceAll("\r","\n"),s=new ExcalidrawData(e);if("excalidraw"===d.extension)return await s.loadLegacyData(t,d),{elements:r?updateElementLinksToObsidianLinks({elements:s.scene.elements,hostFile:d}):s.scene.elements,appState:s.scene.appState,frontmatter:"",files:s.scene.files,hasSVGwithBitmap:h,plaintext:""};const c=getTextMode(t);await s.loadData(t,d,c);let p=t.search(/^##? Text Elements$/m);-1==p&&(p=t.search(/##? Drawing\n/));let u,m=s.scene,g=m.elements;if(l.hasGroupref){const t=l.hasSectionref?getTextElementsMatchingQuery(m.elements,["# "+l.sectionref],!0):m.elements.filter((e=>e.id===l.blockref));t.length>0&&(g=e.ea.getElementsInTheSameGroupWithElement(t[0],m.elements,!0))}if(l.hasFrameref||l.hasClippedFrameref){const t=getFrameBasedOnFrameNameOrId(l.blockref,m.elements);t&&(g="marker"===t.frameRole?e.ea.getElementsInArea(m.elements,t).concat(t):e.ea.getElementsInFrame(t,m.elements,l.hasClippedFrameref))}if(l.hasArearef){const t=m.elements.find((e=>e.id===l.blockref));t&&(g=e.ea.getElementsInArea(m.elements,t))}l.hasTaskbone&&(g=g.filter((t=>"freedraw"===t.type||"image"===t.type&&!e.isExcalidrawFile(s.getFile(t.fileId)?.file)))),g.length<m.elements.length&&(u=new Set,g.filter((e=>"image"===e.type)).forEach((e=>u.add(e.fileId)))),a&&await i.loadSceneFiles({excalidrawData:s,addFiles:e=>{if(e&&0!==e.length){for(const t of e)t.hasSVGwithBitmap&&(h=!0),s.scene.files[t.id]={mimeType:t.mimeType,id:t.id,dataURL:t.dataURL,created:t.created};m=scaleLoadedImage(s.scene,e).scene}},depth:n,fileIDWhiteList:u}),s.destroy();const f=getExcalidrawMarkdownHeaderSection(t);let b={};const U=Object.values(m.files).length;U>0&&(u&&U>u.size?Object.values(m.files).filter((e=>u.has(e.id))).forEach((e=>{b[e.id]=e})):b=m.files);const E=f.match(/^---\n.*\n---\n/ms)?.[0]??f;return{elements:r?updateElementLinksToObsidianLinks({elements:g,hostFile:d}):g,appState:m.appState,frontmatter:E,plaintext:E!==f?f.split(/^---\n.*\n---\n/ms)?.[1]??"":"",files:b,hasSVGwithBitmap:h}}return{elements:[],appState:{},frontmatter:null,files:[],hasSVGwithBitmap:h,plaintext:""}}async function createPNG(e=void 0,t=1,a,i,n=void 0,r=void 0,s=void 0,o=[],l,c,d,h){i||(i=new EmbeddedFilesLoader(l)),d=d??l.settings.exportPaddingSVG;const p=e?await getTemplate(l,e,!0,i,c):null;let u=p?.elements??[];u=u.concat(o);const m=h??{};return p?.files&&Object.values(p.files).forEach((e=>{e.dataURL.startsWith("http")||(m[e.id]=e)})),await getPNG({type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:u,appState:{theme:n??p?.appState?.theme??r,viewBackgroundColor:p?.appState?.viewBackgroundColor??s,...p?.appState?.frameRendering?{frameRendering:p.appState.frameRendering}:{}},files:m},{withBackground:a?.withBackground??l.settings.exportWithBackground,withTheme:a?.withTheme??l.settings.exportWithTheme,isMask:a?.isMask??!1},d,t)}const updateElementLinksToObsidianLinks=({elements:e,hostFile:t})=>e.map((e=>{if(e.link&&e.link.startsWith("[")){const a=REGEX_LINK.getResList(e.link)[0];if(!a?.value)return e;let i=REGEX_LINK.getLink(a);if(i.search("#")>-1&&(i=getLinkParts(i,t).path),i.match(REG_LINKINDEX_INVALIDCHARS))return e;const n=EXCALIDRAW_PLUGIN.app.metadataCache.getFirstLinkpathDest(i,t.path);if(!n)return e;let r=EXCALIDRAW_PLUGIN.app.getObsidianUrl(n);if(window.ExcalidrawAutomate?.onUpdateElementLinkForExportHook)try{r=window.ExcalidrawAutomate.onUpdateElementLinkForExportHook({originalLink:e.link,obsidianLink:r,linkedFile:n,hostFile:t})??r}catch(e){errorlog({where:"excalidrawAutomateUtils.updateElementLinksToObsidianLinks",fn:window.ExcalidrawAutomate.onUpdateElementLinkForExportHook,error:e})}const s=cloneElement(e);return s.link=r,s}return e}));function addFilterToForeignObjects(e){e.querySelectorAll("foreignObject").forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))}async function createSVG(e=void 0,t=!1,a,i,n=void 0,r=void 0,s=void 0,o=[],l,c,d,h,p=!1){i||(i=new EmbeddedFilesLoader(l)),void 0===a.skipInliningFonts&&(a.skipInliningFonts=!t);const u=e?await getTemplate(l,e,!0,i,c,p):null;let m=u?.elements??[];m=m.concat(o),d=d??l.settings.exportPaddingSVG;const g=h??{};u?.files&&Object.values(u.files).forEach((e=>{g[e.id]=e}));const f=n??u?.appState?.theme??r,b=a?.withTheme??l.settings.exportWithTheme,U=getEmbeddedFilenameParts(e),E=await getSVG({type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:m,appState:{theme:f,viewBackgroundColor:u?.appState?.viewBackgroundColor??s,...u?.appState?.frameRendering?{frameRendering:u.appState.frameRendering}:{}},files:g},{withBackground:a?.withBackground??l.settings.exportWithBackground,withTheme:b,isMask:a?.isMask??!1,...U?.hasClippedFrameref?{frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:{}},d,null);if(b&&"dark"===f&&addFilterToForeignObjects(E),!U.hasGroupref&&!U.hasClippedFrameref&&(U.hasBlockref||U.hasSectionref)){let e=U.hasSectionref?getTextElementsMatchingQuery(m,["# "+U.sectionref],!0):m.filter((e=>e.id===U.blockref));if(0===e.length&&U.hasFrameref){const t=getFrameBasedOnFrameNameOrId(U.blockref,m);t&&(e=[t])}const t=U.hasFrameref&&1===e.length&&"frame"===e[0].type&&"marker"!==e[0].frameRole;if(e.length>0&&!t){const t=e[0].containerId;t&&(e=e.concat(m.filter((e=>e.id===t))));const a=l.ea.getBoundingBox(e),i=l.ea.getBoundingBox(m);E.viewBox.baseVal.x=a.topX-i.topX,E.viewBox.baseVal.y=a.topY-i.topY;const n=a.width+2*d;E.viewBox.baseVal.width=n;const r=a.height+2*d;E.viewBox.baseVal.height=r,E.setAttribute("width",`${n}`),E.setAttribute("height",`${r}`)}}return u?.hasSVGwithBitmap&&E.setAttribute("hasbitmap","true"),E}function estimateLineBound(e){let t=1/0,a=1/0,i=-1/0,n=-1/0;for(const[r,s]of e)t=Math.min(t,r),a=Math.min(a,s),i=Math.max(i,r),n=Math.max(n,s);return[t,a,i,n]}function estimateBounds(e){const t=getCommonBoundingBox(e);return[t.minX,t.minY,t.maxX,t.maxY]}function repositionElementsToCursor(e,t,a=!1){const[i,n,r,s]=estimateBounds(e);let[o,l]=[0,0];return[o,l]=a?[t.x-(i+r)/2,t.y-(n+s)/2]:[t.x-i,t.y-n],e.forEach((e=>{e.x=e.x+o,e.y=e.y+l})),restore({elements:e},null,null).elements}const insertLaTeXToView=(e,t=!1)=>{const a=e.plugin.app,i=getEA(e);GenericInputPrompt.Prompt(e,e.plugin,a,t$d("ENTER_LATEX"),"\\color{red}\\oint_S {E_n dA = \\frac{1}{{\\varepsilon _0 }}} Q_{inside}",e.plugin.settings.latexBoilerplate,void 0,3).then((async e=>{if(e){const a=await i.addLaTex(0,0,e);if(t){const e=i.getElement(a);let{width:t,height:n}=e,{x:r,y:s}=i.getViewCenterPosition();e.x=r-t/2,e.y=s-n/2}await i.addElementsToView(!t,!1,!0),i.selectElementsInView([a])}i.destroy()}))},search=async e=>{const t=e.plugin.ea;t.reset(),t.setView(e);const a=t.getViewElements().filter((e=>"text"===e.type||"frame"===e.type||e.link||"image"===e.type));if(0===a.length)return;let i=await ScriptEngine.inputPrompt(e,e.plugin,e.plugin.app,"Search for","use quotation marks for exact match","");if(!i)return;const n=i.matchAll(/"(.*?)"/g);let r,s=[];for(;!(r=n.next()).done;)s.push(r.value[1]);i=i.replaceAll(/"(.*?)"/g,""),s=s.concat(i.split(" ").filter((e=>0!==e.length))),t.targetView.selectElementsMatchingQuery(a,s)},getTextElementsMatchingQuery=(e,t,a=!1)=>e&&0!==e.length&&t&&0!==t.length?e.filter((e=>"text"===e.type&&t.some((t=>{if(a){const a=(e.customData?.text2Path?.text??e.rawText.toLowerCase().split("\n")[0].trim()).match(/^#*(# .*)/);return!(!a||2!==a.length)&&a[1]===t.toLowerCase()}return(e.customData?.text2Path?.text??e.rawText.toLowerCase().replaceAll("\n"," ").trim()).match(t.toLowerCase())})))):[],getFrameElementsMatchingQuery=(e,t,a=!1)=>e&&0!==e.length&&t&&0!==t.length?e.filter((e=>"frame"===e.type&&t.some((t=>{if(a){const a=(e.name?.toLowerCase().split("\n")[0].trim()??"").match(/^#*(# .*)/);return!(!a||2!==a.length)&&a[1]===t.toLowerCase()}return(e.name?e.name.toLowerCase().replaceAll("\n"," ").trim():"").match(t.toLowerCase())})))):[],getElementsWithLinkMatchingQuery=(e,t,a=!1)=>e&&0!==e.length&&t&&0!==t.length?e.filter((e=>e.link&&t.some((t=>{const i=e.link.toLowerCase().trim();return a?i===t.toLowerCase():i.match(t.toLowerCase())})))):[],getImagesMatchingQuery=(e,t,a,i=!1)=>e&&0!==e.length&&t&&0!==t.length?e.filter((e=>"image"===e.type&&t.some((t=>{const n=a.getFile(e.fileId)?.file?.basename.toLowerCase().trim(),r=a.getEquation(e.fileId)?.latex?.toLocaleLowerCase().trim(),s=n??r;return!!s&&(i?s===t.toLowerCase():s.match(t.toLowerCase()))})))):[],cloneElement=e=>{const t=JSON.parse(JSON.stringify(e));return t.version=e.version+1,t.updated=Date.now(),t.versionNonce=Math.floor(1e9*Math.random()),t},verifyMinimumPluginVersion=e=>PLUGIN_VERSION===e||isVersionNewerThanOther(PLUGIN_VERSION,e),getBoundTextElementId=e=>e?.boundElements?.length&&e?.boundElements?.find((e=>"text"===e.type))?.id||null,setDynamicStyle=(e,t,a,i,n)=>{if("none"===i){setTimeout((()=>t.updateScene({appState:{dynamicStyle:{}},captureUpdate:CaptureUpdateAction.NEVER})));const e=t.toolsPanelRef?.current?.containerRef?.current;if(e){let t=e.getAttribute("style");t=t.replace(/\-\-color\-primary.*/,""),e.setAttribute("style",t)}return}const r="light"===t?.excalidrawAPI?.getAppState?.()?.theme||"light"===t?.excalidrawData?.scene?.appState?.theme;"transparent"===a&&(a="#ffffff");const s=10,o=t=>{const a=e.getCM(t),i=a.lightness;return a.lightnessTo(Math.abs(i-100))},l=()=>r?e.getCM(a):o(a),c=l().lightness,d=l().darkerBy(s).isDark(),h="gray"===i,p=t.app.getAccentColor(),u=()=>h?e.getCM(p):e.getCM(p).mix({color:l(),ratio:.2}),m=()=>e.getCM("#000000").lightnessTo(c),g=()=>h?d?m().lighterBy(10):m().darkerBy(10):d?l().lighterBy(10).mix({color:m(),ratio:.5}):l().darkerBy(10).mix({color:m(),ratio:.5}),f=()=>h?d?m().lighterBy(4):m().darkerBy(4):d?l().lighterBy(4).mix({color:m(),ratio:.5}):l().darkerBy(4).mix({color:m(),ratio:.5}),b=l().mix({color:d?"#f0f0f0":"#101010",ratio:.9}),U=e=>e.stringHEX({alpha:!1}),E={backgroundColor:U(l()),"--color-primary":U(u()),"--color-surface-low":U(g()),"--color-surface-mid":U(g()),"--color-surface-lowest":U(f()),"--color-surface-high":U(g().lighterBy(s)),"--color-on-primary-container":U(d?u().lighterBy(15):u().darkerBy(15)),"--color-surface-primary-container":U(d?u().darkerBy(s):u().lighterBy(s)),"--bold-color":U(d?u().lighterBy(15):u().darkerBy(15)),"--color-primary-darker":U(u().darkerBy(s)),"--color-primary-darkest":U(u().darkerBy(20)),"--button-bg-color":U(g()),"--button-gray-1":U(g()),"--button-gray-2":U(f()),"--input-border-color":U(g()),"--input-bg-color":U(f()),"--input-label-color":U(b),"--island-bg-color":f().alphaTo(.93).stringHEX(),"--popup-secondary-bg-color":f().alphaTo(.93).stringHEX(),"--icon-fill-color":U(b),"--text-primary-color":U(b),"--overlay-bg-color":f().alphaTo(.6).stringHEX(),"--popup-bg-color":U(g()),"--color-on-surface":U(b),"--default-border-color":U(g()),"--color-gray-40":U(b),"--color-surface-highlight":U(g()),"--color-gray-20":U(g()),"--sidebar-border-color":U(g()),"--color-primary-light":U(u().lighterBy(s)),"--button-hover-bg":U(g()),"--sidebar-bg-color":f().alphaTo(.93).stringHEX(),"--sidebar-shadow":U(g()),"--popup-text-color":U(b),"--code-normal":U(b),"--code-background":U(f()),"--h1-color":U(b),"--h2-color":U(b),"--h3-color":U(b),"--h4-color":U(b),color:U(b),"--excalidraw-caret-color":U(n?r?o(n):e.getCM(n):r?b:l()),"--select-highlight-color":U(g()),"--color-gray-90":U(d?b.darkerBy(5):b.lighterBy(5)),"--color-gray-80":U(d?b.darkerBy(10):b.lighterBy(10)),"--color-gray-70":U(d?b.darkerBy(10):b.lighterBy(10)),"--default-bg-color":U(d?b.darkerBy(20):b.lighterBy(20)),"--color-gray-50":U(b)},w=Object.keys(E).map((e=>`${e}: ${E[e]}`)).join("; "),y=t.toolsPanelRef?.current?.containerRef?.current;if(y){let e=y.getAttribute("style");e=e.replace(/\-\-color\-primary.*/,""),y.setAttribute("style",e+w)}setTimeout((()=>{const n=t.excalidrawAPI;if(!n)return t=null,e=null,a=null,void(i=null);const r={stroke:U(d?f().lighterBy(15):f().darkerBy(15)),fill:U((d?f().lighterBy(30):f().darkerBy(30)).alphaTo(.2)),nameColor:U(d?f().lighterBy(50):f().darkerBy(50))};n.getSceneElements().filter((e=>"frame"===e.type)).forEach((e=>{const a=cloneElement(e);addAppendUpdateCustomData(a,{frameColor:r}),e.customData&&e.customData.frameColor&&e.customData.frameColor.stroke===r.stroke&&e.customData.frameColor.fill===r.fill&&e.customData.frameColor.nameColor===r.nameColor||t.excalidrawAPI.mutateElement(e,{customData:a.customData})})),t.updateScene({appState:{frameColor:r,dynamicStyle:E},captureUpdate:CaptureUpdateAction.NEVER}),t=null,e=null,a=null,i=null}))},startupScript=()=>atob("/*
#exclude
```js*/
/**
 * If set, this callback is triggered when the user closes an Excalidraw view.
 *   onViewUnloadHook: (view: ExcalidrawView) => void = null;
 */
//ea.onViewUnloadHook = (view) => {};

/**
 * If set, this callback is triggered, when the user changes the view mode.
 * You can use this callback in case you want to do something additional when the user switches to view mode and back.
 *   onViewModeChangeHook: (isViewModeEnabled:boolean, view: ExcalidrawView, ea: ExcalidrawAutomate) => void = null;
 */
//ea.onViewModeChangeHook = (isViewModeEnabled, view, ea) => {};

/**
 * If set, this callback is triggered, when the user hovers a link in the scene.
 * You can use this callback in case you want to do something additional when the onLinkHover event occurs.
 * This callback must return a boolean value.
 * In case you want to prevent the excalidraw onLinkHover action you must return false, it will stop the native excalidraw onLinkHover management flow.
 *   onLinkHoverHook: (
 *     element: NonDeletedExcalidrawElement,
 *     linkText: string,
 *     view: ExcalidrawView,
 *     ea: ExcalidrawAutomate
 *   ) => boolean = null;
 */
//ea.onLinkHoverHook = (element, linkText, view, ea) => {};
   
/**
 * If set, this callback is triggered, when the user clicks a link in the scene.
 * You can use this callback in case you want to do something additional when the onLinkClick event occurs.
 * This callback must return a boolean value.
 * In case you want to prevent the excalidraw onLinkClick action you must return false, it will stop the native excalidraw onLinkClick management flow.
 *   onLinkClickHook:(
 *     element: ExcalidrawElement,
 *     linkText: string,
 *     event: MouseEvent,
 *     view: ExcalidrawView,
 *     ea: ExcalidrawAutomate
 *   ) => boolean = null;
 */
//ea.onLinkClickHook = (element,linkText,event, view, ea) => {};
   
/**
 * If set, this callback is triggered, when Excalidraw receives an onDrop event. 
 * You can use this callback in case you want to do something additional when the onDrop event occurs.
 * This callback must return a boolean value.
 * In case you want to prevent the excalidraw onDrop action you must return false, it will stop the native excalidraw onDrop management flow.
 *   onDropHook: (data: {
 *     ea: ExcalidrawAutomate;
 *     event: React.DragEvent<HTMLDivElement>;
 *     draggable: any; //Obsidian draggable object
 *     type: "file" | "text" | "unknown";
 *     payload: {
 *       files: TFile[]; //TFile[] array of dropped files
 *       text: string; //string
 *     };
 *     excalidrawFile: TFile; //the file receiving the drop event
 *     view: ExcalidrawView; //the excalidraw view receiving the drop
 *     pointerPosition: { x: number; y: number }; //the pointer position on canvas at the time of drop
 *   }) => boolean = null;
 */
//ea.onDropHook = (data) => {};
 
/**
 * If set, this callback is triggered, when Excalidraw receives an onPaste event.
 * You can use this callback in case you want to do something additional when the
 * onPaste event occurs.
 * This callback must return a boolean value.
 * In case you want to prevent the excalidraw onPaste action you must return false,
 * it will stop the native excalidraw onPaste management flow.
 *   onPasteHook: (data: {
 *     ea: ExcalidrawAutomate;
 *     payload: ClipboardData;
 *     event: ClipboardEvent;
 *     excalidrawFile: TFile; //the file receiving the paste event
 *     view: ExcalidrawView; //the excalidraw view receiving the paste
 *     pointerPosition: { x: number; y: number }; //the pointer position on canvas
 *   }) => boolean = null;
 */
//ea.onPasteHook = (data) => {};

/**
 * if set, this callback is triggered, when an Excalidraw file is opened
 * You can use this callback in case you want to do something additional when the file is opened.
 * This will run before the file level script defined in the `excalidraw-onload-script` frontmatter.
 *   onFileOpenHook: (data: {
 *     ea: ExcalidrawAutomate;
 *     excalidrawFile: TFile; //the file being loaded
 *     view: ExcalidrawView;
 *   }) => Promise<void>;
 */
//ea.onFileOpenHook = (data) => {};

/**
 * if set, this callback is triggered, when an Excalidraw file is created
 * see also: https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1124
 *   onFileCreateHook: (data: {
 *     ea: ExcalidrawAutomate;
 *     excalidrawFile: TFile; //the file being created
 *     view: ExcalidrawView;
 *   }) => Promise<void>;
 */
//ea.onFileCreateHook = (data) => {}; 

/**
 * If set, this callback is triggered when a image is being saved in Excalidraw.
 * You can use this callback to customize the naming and path of pasted images to avoid
 * default names like "Pasted image 123147170.png" being saved in the attachments folder,
 * and instead use more meaningful names based on the Excalidraw file or other criteria,
 * plus save the image in a different folder.
 * 
 * If the function returns null or undefined, the normal Excalidraw operation will continue
 * with the excalidraw generated name and default path.
 * If a filepath is returned, that will be used. Include the full Vault filepath and filename
 * with the file extension.
 * The currentImageName is the name of the image generated by excalidraw or provided during paste.
 * 
 * @param data - An object containing the following properties:
 *   @property {string} [currentImageName] - Default name for the image.
 *   @property {string} drawingFilePath - The file path of the Excalidraw file where the image is being used.
 * 
 * @returns {string} - The new filepath for the image including full vault path and extension.
 * 
 * Example usage:
 * onImageFilePathHook: (data) => {
 *   const { currentImageName, drawingFilePath } = data;
 *   const ext = currentImageName.split('.').pop();
 *   // Generate a new filepath based on the drawing file name and other criteria
 *   return `${drawingFileName} - ${currentImageName || 'image'}.${ext}`;
 * }
 * 
 * Signiture:
 * onImageFilePathHook: (data: {
 *   currentImageName: string; // Excalidraw generated name of the image, or the name received from the file system.
 *   drawingFilePath: string; // The full filepath of the Excalidraw file where the image is being used.
 * }) => string = null;  
*/
// ea.onImageFilePathHook = (data) => { console.log(data); };

/**
 * If set, this callback is triggered when the Excalidraw image is being exported to 
 * .svg, .png, or .excalidraw.
 * You can use this callback to customize the naming and path of the images. This allows
 * you to place images into an assets folder.
 * 
 * If the function returns null or undefined, the normal Excalidraw operation will continue
 * with the currentImageName and in the same folder as the Excalidraw file
 * If a filepath is returned, that will be used. Include the full Vault filepath and filename
 * with the file extension.
 * !!!! If an image already exists on the path, that will be overwritten. When returning
 * your own image path, you must take care of unique filenames (if that is a requirement) !!!!
 * The current image name is the name generated by Excalidraw:
 * - my-drawing.png
 * - my-drawing.svg
 * - my-drawing.excalidraw
 * - my-drawing.dark.svg
 * - my-drawing.light.svg
 * - my-drawing.dark.png
 * - my-drawing.light.png
 * 
 * @param data - An object containing the following properties:
 *   @property {string} exportFilepath - Default export filepath for the image.
 *   @property {string} excalidrawFile - TFile: The Excalidraw file being exported.
 *   @property {string} exportExtension - The file extension of the export (e.g., .dark.svg, .png, .excalidraw).
 *   @property {string} oldExcalidrawPath - If action === "move" The old path of the Excalidraw file, else undefined
 *   @property {string} action - The action being performed:
 *        "export" | "move" | "delete"
 *        move and delete reference the change to the Excalidraw  file.
 * 
 * @returns {string} - The new filepath for the image including full vault path and extension.
 * 
 * action === "move" || action === "delete" is only possible if "keep in sync" is enabled
 *   in plugin export settings
 *
 * Example usage:
 * onImageFilePathHook: (data) => {
 *   const { currentImageName, drawingFilePath, frontmatter } = data;
 *   // Generate a new filepath based on the drawing file name and other criteria
 *   const ext = currentImageName.split('.').pop();
 *   if(frontmatter && frontmatter["my-custom-field"]) {
 *   }
 *   return `${drawingFileName} - ${currentImageName || 'image'}.${ext}`;
 * }
 * 
*/
/*ea.onImageExportPathHook =  (data) => {
  //debugger; //remove comment to debug using Developer Console
  
  let {excalidrawFile, exportFilepath, exportExtension, oldExcalidrawPath, action} = data;
  const frontmatter = app.metadataCache.getFileCache(excalidrawFile)?.frontmatter;
  //console.log(data, frontmatter);
  
  const excalidrawFilename = action === "move"
    ? ea.splitFolderAndFilename(excalidrawFile.name).filename
    : excalidrawFile.name

  if(excalidrawFilename.match(/^icon - /i)) {
    const {folderpath, filename, basename, extension} = ea.splitFolderAndFilename(exportFilepath);
    exportFilepath = "assets/icons/" + filename;
    return exportFilepath;
  }
    
  if(excalidrawFilename.match(/^stickfigure - /i)) {
    const {folderpath, filename, basename, extension} = ea.splitFolderAndFilename(exportFilepath);
    exportFilepath = "assets/stickfigures/" + filename;
    return exportFilepath;
  }
    
  if(excalidrawFilename.match(/^logo - /i)) {
    const {folderpath, filename, basename, extension} = ea.splitFolderAndFilename(exportFilepath);
    exportFilepath = "assets/logos/" + filename;
    return exportFilepath;
  }

	// !!!! frontmatter will be undefined when action === "delete"
	// this means if you base your logic on frontmatter properties, then 
	// plugin settings keep files in sync will break for those files when
	// deleting the Excalidraw file. The images will not be deleted, or worst
	// your logic might result in deleting other files. This hook gives you
	// powerful control, but the hook function logic requires careful testing
	// on your part.
  //if(frontmatter && frontmatter["is-asset"]) { //custom frontmatter property
    exportFilepath = ea.obsidian.normalizePath("assets/" + exportFilepath);
    return exportFilepath;
  //}

  return exportFilepath;
};*/

/**
 * Excalidraw supports auto-export of Excalidraw files to .png, .svg, and .excalidraw formats.
 * 
 * Auto-export of Excalidraw files can be controlled at multiple levels.
 * 1) In plugin settings where you can set up default auto-export applicable to all your Excalidraw files.
 * 2) However, if you do not want to auto-export every file, you can also control auto-export
 *    at the file level using the 'excalidraw-autoexport' frontmatter property.
 * 3) This hook gives you an additional layer of control over the auto-export process.
 * 
 * This hook is triggered when an Excalidraw file is being saved.
 * 
 * interface AutoexportConfig {
 *   png: boolean; // Whether to auto-export to PNG
 *   svg: boolean; // Whether to auto-export to SVG
 *   excalidraw: boolean; // Whether to auto-export to Excalidraw format
 *   theme: "light" | "dark" | "both"; // The theme to use for the export
 * }
 *
 * @param {Object} data - The data for the hook.
 * @param {AutoexportConfig} data.autoexportConfig - The current autoexport configuration.
 * @param {TFile} data.excalidrawFile - The Excalidraw file being auto-exported.
 * @returns {AutoexportConfig | null} - Return a modified AutoexportConfig to override the export behavior, or null to use the default.
*/
/*ea.onTriggerAutoexportHook = (data) => {
  let {autoexportConfig, excalidrawFile} = data;
  const frontmatter = app.metadataCache.getFileCache(excalidrawFile)?.frontmatter;
  //console.log(data, frontmatter);
  //logic based on filepath and frontmatter
  if(excalidrawFile.name.match(/^(?:icon|stickfigure|logo) - /i)) {
    autoexportConfig.theme = "light"; 
    autoexportConfig.svg = true;
    autoexportConfig.png = false;
    autoexportConfig.excalidraw = false;
    return autoexportConfig;
  }
  return autoexportConfig;
};*/

/**
 * If set, this callback is triggered whenever the active canvas color changes
 *   onCanvasColorChangeHook: (
 *     ea: ExcalidrawAutomate,
 *     view: ExcalidrawView, //the excalidraw view 
 *     color: string,
 *   ) => void = null;
*/
//ea.onCanvasColorChangeHook = (ea, view, color) => {};
"),CATEGORIES={WebBrowserDragAction:t$d("WEB_BROWSER_DRAG_ACTION"),LocalFileDragAction:t$d("LOCAL_FILE_DRAG_ACTION"),InternalDragAction:t$d("INTERNAL_DRAG_ACTION"),LinkClickAction:t$d("PANE_TARGET")};class ModifierKeySettingsComponent{contentEl;modifierKeyConfig;update;isMacOS;constructor(e,t,a){this.contentEl=e,this.modifierKeyConfig=t,this.update=a,this.isMacOS=DEVICE.isMacOS||DEVICE.isIOS}render(){const e=this.isMacOS?"Mac":"Win",t=this.modifierKeyConfig[e];Object.entries(CATEGORIES).forEach((([e,a])=>{const i=this.contentEl.createEl("details");i.createEl("summary",{text:a,cls:"excalidraw-setting-h4"});const n=t[e];i.createDiv({text:t$d("DEFAULT_ACTION_DESC")+modifierKeyTooltipMessages()[e][n.defaultAction],cls:"setting-item-description"}),Object.entries(n.rules).forEach((([t,a])=>{const n=new obsidian_module.Setting(i).setName(modifierKeyTooltipMessages()[e][a.result]);n.addToggle((e=>e.setValue(a.shift).setTooltip("SHIFT").onChange((e=>{a.shift=e,this.update()})))),n.addToggle((t=>{t.setValue(a.ctrl_cmd).setTooltip(this.isMacOS?"CMD":"CTRL").onChange((e=>{a.ctrl_cmd=e,this.update()})),this.isMacOS&&"LinkClickAction"!==e&&(t.setDisabled(!0),t.toggleEl.style.opacity="0.5")})),n.addToggle((e=>e.setValue(a.alt_opt).setTooltip(this.isMacOS?"OPT":"ALT").onChange((e=>{a.alt_opt=e,this.update()})))),n.addToggle((e=>e.setValue(a.meta_ctrl).setTooltip(this.isMacOS?"CTRL":"META").onChange((e=>{a.meta_ctrl=e,this.update()}))))}))}))}}const CROPPED_PREFIX="cropped_",ANNOTATED_PREFIX="annotated_",carveOutImage=async(e,t)=>{if(!t?.fileId)return;if(!e?.targetView)return;const a=getEA(e.targetView);a.copyViewElementsToEAforEditing([t],!0);const{height:i,width:n}=await e.getOriginalImageSize(t);if(!i||!n||0===i||0===n)return void a.destroy();const r=a.getElement(t.id);r.x=0,r.y=0,r.width=n,r.height=i;const s=r.scale,o=r.angle;r.scale=[1,1],r.angle=0;const l=e.targetView.excalidrawData.getFile(t.fileId);let c="",d="";if(l.file){d=l.file.basename;const e=l.linkParts?.ref?`#${l.linkParts.ref}`:"";c=`[[${l.file.path}${e}]]`}else{const e=l.hyperlink?.match(/^.*\/([^?]*)\??.*$/)?.[1];c=l.hyperlink,d=t?e.substring(0,e.lastIndexOf(".")):"_image"}const{folderpath:h,filename:p}=await getCropFileNameAndFolder(e.plugin,e.targetView.file.path,d),u=await createImageCropperFile(a,r.id,c,h,p);if(!u)return void a.destroy();e.clear(),e.copyViewElementsToEAforEditing([t]);const m=e.getElement(t.id);m.isDeleted=!0;const g=await e.addImage(m.x,m.y,u,!0),f=e.getElement(g);f.width=m.width,f.height=m.height,f.scale=s,f.angle=o,await e.addElementsToView(!1,!0,!0),a.destroy()},carveOutPDF=async(e,t,a,i)=>{if(!t||!a||!e?.targetView)return;const n=getEA(e.targetView);let{height:r,width:s}=t;if(!r||!s||0===r||0===s)return void n.destroy();const o=await n.addImage(0,0,a),l=n.getElement(o);l.x=0,l.y=0;const c=t.angle,d=i.basename,h=`[[${a}]]`,{folderpath:p,filename:u}=await getCropFileNameAndFolder(e.plugin,e.targetView.file.path,d),m=await createImageCropperFile(n,l.id,h,p,u);if(!m)return void n.destroy();e.clear();const g=await e.addImage(t.x+t.width+10,t.y,m,!0),f=e.getElement(g),b=f.width/f.height;b>1?(f.width=t.width,f.height=f.width/b):(f.height=t.height,f.width=f.height*b),f.angle=c,await e.addElementsToView(!1,!0,!0),n.destroy()},createImageCropperFile=async(e,t,a,i,n)=>{const r=e.plugin.app.vault,s=e.getElement(t),{width:o,height:l}=s,c=a.match(/\[\[([^#]*)#.*]]/)?.[1]?.endsWith(".pdf");s.opacity=100,s.locked=!0,s.link=a;const d=e.addFrame(0,0,o,l,"Adjust frame to crop image. Add elements for mask: White shows, Black hides.");e.getElement(d).link=a,s.frameId=d,e.style.opacity=50,e.style.fillStyle="solid",e.style.strokeStyle="solid",e.style.strokeColor="black",e.style.backgroundColor="black",e.style.roughness=0,e.style.roundness=null,e.canvas.theme="light",e.canvas.viewBackgroundColor=c?"#5d5d5d":"#3d3d3d";const h=getListOfTemplateFiles(e.plugin),p=h&&h.length>0?h[0]:null;if(p&&p instanceof obsidian_module.TFile){const{appState:t}=await e.getSceneFromFile(p);t&&(e.style.fontFamily=t.currentItemFontFamily,e.style.fontSize=t.currentItemFontSize)}const u=await e.create({filename:n,foldername:i,onNewPane:!0,frontmatterKeys:{"excalidraw-mask":!0,"excalidraw-export-dark":!1,"excalidraw-export-padding":0,"excalidraw-export-transparent":!0,...c?{cssclasses:"excalidraw-cropped-pdfpage"}:{}}});let m=r.getAbstractFileByPath(u),g=0;for(;(!m||!e.isExcalidrawFile(m))&&g<50;)await sleep(100),m=r.getAbstractFileByPath(u),g++;if(m&&m instanceof obsidian_module.TFile)return m;new obsidian_module.Notice("File not found. NewExcalidraw Drawing is taking too long to create. Please try again.")},o30=view.Decoration.line({attributes:{class:"ex-opacity-30"}}),o15=view.Decoration.line({attributes:{class:"ex-opacity-15"}}),o8=view.Decoration.line({attributes:{class:"ex-opacity-8"}}),o5=view.Decoration.line({attributes:{class:"ex-opacity-5"}}),o0=view.Decoration.line({attributes:{class:"ex-opacity-0"}}),HideTextBetweenCommentsExtension=view.ViewPlugin.fromClass(class{view;decorations;reExcalidrawData=/^%%(?:\r\n|\r|\n)# Excalidraw Data$/gm;reTextElements=/^%%(?:\r\n|\r|\n)# Text Elements$/gm;reDrawing=/^%%(?:\r\n|\r|\n)##? Drawing$/gm;linecount=0;isExcalidraw=!1;constructor(e){this.view=e,this.isExcalidraw=e.state.doc.toString().search(/^excalidraw-plugin: /m)>0,this.isExcalidraw?this.decorations=this.updateDecorations(e):this.decorations=view.Decoration.none}updateDecorations(e){const{state:t}=e,{doc:a}=t,i=a.toString();let n=i.search(this.reExcalidrawData);if(-1==n&&(n=i.search(this.reTextElements)),-1==n&&(n=i.search(this.reDrawing)),-1==n)return view.Decoration.none;const r=a.lineAt(n).number,s=a.lines;let o=new state.RangeSetBuilder;for(let e=r;e<=s;e++){const t=a.line(e),i=e-r;o.add(t.from,t.from,0==i?o30:1==i?o15:i<6?o8:i<12?o5:o0)}return o.finish()}update(e){this.isExcalidraw&&e.docChanged&&(this.decorations=this.updateDecorations(e.view))}},{decorations:e=>e.decorations}),EDITOR_FADEOUT="fadeOutExcalidrawMarkup",editorExtensions={[EDITOR_FADEOUT]:HideTextBetweenCommentsExtension};class EditorHandler{plugin;activeEditorExtensions=[];constructor(e){this.plugin=e}destroy(){this.plugin=null}setup(){this.plugin.registerEditorExtension(this.activeEditorExtensions),this.updateCMExtensionState(EDITOR_FADEOUT,this.plugin.settings.fadeOutExcalidrawMarkup)}updateCMExtensionState(e,t){const a=editorExtensions[e];if(a){if(1==t)this.activeEditorExtensions.push(a),this.activeEditorExtensions[this.activeEditorExtensions.length-1].exID=e;else for(let t=0;t<this.activeEditorExtensions.length;t++)if(this.activeEditorExtensions[t].exID===e){this.activeEditorExtensions.splice(t,1);break}this.plugin.app.workspace.updateOptions()}}update(){this.plugin.app.workspace.updateOptions()}}class HotkeyEditor extends obsidian_module.BaseComponent{settings;containerEl;capturing=!1;activeModifiers=[];isDirty=!1;applySettingsUpdate;boundKeydownHandler;boundKeyupHandler;constructor(e,t,a){super(),this.containerEl=e.createDiv(),this.settings=t,this.applySettingsUpdate=a,this.boundKeydownHandler=this.onKeydown.bind(this),this.boundKeyupHandler=this.onKeyup.bind(this)}onload(){this.render()}render(){this.containerEl.empty(),this.settings.modifierKeyOverrides.forEach(((e,t)=>{const a=e.key.toUpperCase();new obsidian_module.Setting(this.containerEl).setDesc(fragWithHTML(`<b>Code:</b> <kbd>${e.modifiers.join("+")} + ${a}</kbd> | <b>Apple:</b> <kbd>${modifierLabel(e.modifiers,"Mac")} + ${a}</kbd> | <b>Windows:</b> <kbd>${modifierLabel(e.modifiers,"Other")} + ${a}</kbd>`)).addButton((e=>e.setButtonText(t$d("HOTKEY_BUTTON_REMOVE")).setCta().onClick((()=>{this.settings.modifierKeyOverrides.splice(t,1),this.isDirty=!0,this.applySettingsUpdate(),this.render()}))))})),this.capturing?new obsidian_module.Setting(this.containerEl).setName(t$d("HOTKEY_PRESS_COMBO_NANE")).setDesc(t$d("HOTKEY_PRESS_COMBO_DESC")).controlEl.style.cursor="pointer":new obsidian_module.Setting(this.containerEl).addButton((e=>e.setButtonText(t$d("HOTKEY_BUTTON_ADD_OVERRIDE")).setCta().onClick((()=>this.startCapture()))))}startCapture(){this.capturing=!0,this.activeModifiers=[],this.render(),window.addEventListener("keydown",this.boundKeydownHandler),window.addEventListener("keyup",this.boundKeyupHandler)}onKeydown(e){e.preventDefault(),e.stopPropagation();const t=this.getModifiersFromEvent(e);if(["Control","Shift","Alt","Meta"].includes(e.key))return void(this.activeModifiers=t);const a=1===e.key.length?e.key.toLowerCase():e.key;this.settings.modifierKeyOverrides.some((e=>e.key===a&&e.modifiers.length===t.length&&e.modifiers.every((e=>t.includes(e)))))||(this.settings.modifierKeyOverrides.push({modifiers:t,key:a}),this.isDirty=!0,this.applySettingsUpdate()),this.stopCapture()}onKeyup(e){e.ctrlKey||e.shiftKey||e.altKey||e.metaKey||this.stopCapture()}stopCapture(){this.capturing=!1,window.removeEventListener("keydown",this.boundKeydownHandler),window.removeEventListener("keyup",this.boundKeyupHandler),this.render()}unload(){this.stopCapture()}getModifiersFromEvent(e){const t=[];return(DEVICE.isMacOS&&e.metaKey||!DEVICE.isMacOS&&e.ctrlKey)&&t.push("Mod"),DEVICE.isMacOS&&e.ctrlKey&&t.push("Ctrl"),!DEVICE.isMacOS&&e.metaKey&&t.push("Meta"),e.shiftKey&&t.push("Shift"),e.altKey&&t.push("Alt"),t}}const createSliderWithText=(e,t)=>{let a;new obsidian_module.Setting(e).setName(t.name).setDesc(t.desc||"").addSlider((e=>e.setLimits(t.min,t.max,t.step).setValue(t.value).onChange((async e=>{a.innerText=` ${e.toString()}`,t.onChange(e)})))).settingEl.createDiv("",(e=>{a=e,e.style.minWidth=t.minWidth||"2.3em",e.style.textAlign="right",e.innerText=` ${t.value.toString()}`}))},DEFAULT_SETTINGS={disableDoubleClickTextEditing:!1,folder:"Excalidraw",cropFolder:"",annotateFolder:"",embedUseExcalidrawFolder:!1,templateFilePath:"Excalidraw/Template.excalidraw",scriptFolderPath:"Excalidraw/Scripts",fontAssetsPath:"Excalidraw/CJK Fonts",loadChineseFonts:!1,loadJapaneseFonts:!1,loadKoreanFonts:!1,compress:!0,decompressForMDView:!1,onceOffCompressFlagReset:!1,onceOffGPTVersionReset:!1,autosave:!0,autosaveIntervalDesktop:6e4,autosaveIntervalMobile:3e4,drawingFilenamePrefix:"Drawing ",drawingEmbedPrefixWithFilename:!0,drawingFilnameEmbedPostfix:" ",drawingFilenameDateTime:"YYYY-MM-DD HH.mm.ss",useExcalidrawExtension:!0,cropSuffix:"",cropPrefix:CROPPED_PREFIX,annotateSuffix:"",annotatePrefix:ANNOTATED_PREFIX,annotatePreserveSize:!1,displaySVGInPreview:void 0,previewImageType:void 0,renderingConcurrency:3,allowImageCache:!0,allowImageCacheInScene:!0,displayExportedImageIfAvailable:!1,previewMatchObsidianTheme:!1,width:"400",height:"",overrideObsidianFontSize:!1,dynamicStyling:"colorful",isLeftHanded:!1,iframeMatchExcalidrawTheme:!0,matchTheme:!1,matchThemeAlways:!1,matchThemeTrigger:!1,defaultMode:"normal",defaultPenMode:"never",penModeDoubleTapEraser:!0,penModeSingleFingerPanning:!0,penModeCrosshairVisible:!0,panWithRightMouseButton:!1,renderImageInMarkdownReadingMode:!1,renderImageInHoverPreviewForMDNotes:!1,renderImageInMarkdownToPDF:!1,allowPinchZoom:!1,allowWheelZoom:!1,zoomToFitOnOpen:!0,zoomToFitOnResize:!1,zoomToFitMaxLevel:2,zoomStep:.05,zoomMin:.1,zoomMax:30,linkPrefix:"📍",urlPrefix:"🌐",parseTODO:!1,todo:"☐",done:"🗹",hoverPreviewWithoutCTRL:!1,linkOpacity:1,openInAdjacentPane:!0,showSecondOrderLinks:!0,focusOnFileTab:!0,openInMainWorkspace:!0,showLinkBrackets:!0,allowCtrlClick:!0,forceWrap:!1,pageTransclusionCharLimit:200,wordWrappingDefault:0,removeTransclusionQuoteSigns:!0,iframelyAllowed:!0,pngExportScale:1,exportWithTheme:!0,exportWithBackground:!0,exportPaddingSVG:10,exportEmbedScene:!1,keepInSync:!1,autoexportSVG:!1,autoexportPNG:!1,autoExportLightAndDark:!1,autoexportExcalidraw:!1,embedType:"excalidraw",embedMarkdownCommentLinks:!0,embedWikiLink:!0,syncExcalidraw:!1,experimentalFileType:!1,experimentalFileTag:"✏️",experimentalLivePreview:!0,fadeOutExcalidrawMarkup:!1,loadPropertySuggestions:!1,experimentalEnableFourthFont:!1,experimantalFourthFont:"Virgil",addDummyTextElement:!1,zoteroCompatibility:!1,fieldSuggester:!0,compatibilityMode:!1,drawingOpenCount:0,library:"deprecated",library2:{type:"excalidrawlib",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,libraryItems:[]},imageElementNotice:!0,mdSVGwidth:500,mdSVGmaxHeight:800,mdFont:"Virgil",mdFontColor:"Black",mdBorderColor:"Black",mdCSS:"",scriptEngineSettings:{},defaultTrayMode:!0,compactModeOnTablets:!0,previousRelease:"0.0.0",showReleaseNotes:!0,compareManifestToPluginVersion:!0,showNewVersionNotification:!0,latexBoilerplate:"\\color{blue}",latexPreambleLocation:"preamble.sty",taskboneEnabled:!1,taskboneAPIkey:"",pinnedScripts:[],customPens:[{...PENS.default},{...PENS.highlighter},{...PENS.finetip},{...PENS.fountain},{...PENS.marker},{...PENS["thick-thin"]},{...PENS["thin-thick-thin"]},{...PENS.default},{...PENS.default},{...PENS.default}],numberOfCustomPens:0,pdfScale:4,pdfBorderBox:!0,pdfFrame:!1,pdfGapSize:20,pdfGroupPages:!1,pdfLockAfterImport:!0,pdfNumColumns:1,pdfNumRows:1,pdfDirection:"right",pdfImportScale:.3,gridSettings:{DYNAMIC_COLOR:!0,COLOR:"#000000",OPACITY:50,GRID_DIRECTION:{horizontal:!0,vertical:!0}},laserSettings:{DECAY_LENGTH:50,DECAY_TIME:1e3,COLOR:"#ff0000"},embeddableMarkdownDefaults:{useObsidianDefaults:!1,backgroundMatchCanvas:!1,backgroundMatchElement:!0,backgroundColor:"#fff",backgroundOpacity:60,borderMatchElement:!0,borderColor:"#fff",borderOpacity:0,filenameVisible:!1},markdownNodeOneClickEditing:!1,canvasImmersiveEmbed:!0,startupScriptPath:"",aiEnabled:!0,openAIAPIToken:"",openAIDefaultTextModel:"gpt-3.5-turbo-1106",openAIDefaultVisionModel:"gpt-4o",openAIDefaultImageGenerationModel:"dall-e-3",openAIURL:"https://api.openai.com/v1/chat/completions",openAIImageGenerationURL:"https://api.openai.com/v1/images/generations",openAIImageEditsURL:"https://api.openai.com/v1/images/edits",openAIImageVariationURL:"https://api.openai.com/v1/images/variations",modifierKeyConfig:{Mac:{LocalFileDragAction:{defaultAction:"image-import",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"},{shift:!0,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!1,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"embeddable"}]},WebBrowserDragAction:{defaultAction:"image-url",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!0,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"link"},{shift:!1,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"}]},InternalDragAction:{defaultAction:"link",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!0,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!0,result:"image-fullsize"}]},LinkClickAction:{defaultAction:"new-tab",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"active-pane"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"new-tab"},{shift:!1,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"new-pane"},{shift:!0,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"popout-window"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!0,result:"md-properties"}]}},Win:{LocalFileDragAction:{defaultAction:"image-import",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!0,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"embeddable"}]},WebBrowserDragAction:{defaultAction:"image-url",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"}]},InternalDragAction:{defaultAction:"link",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image"},{shift:!1,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"image-fullsize"}]},LinkClickAction:{defaultAction:"new-tab",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"active-pane"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"new-tab"},{shift:!1,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"new-pane"},{shift:!0,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"popout-window"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!0,result:"md-properties"}]}}},slidingPanesSupport:!1,areaZoomLimit:1,longPressDesktop:500,longPressMobile:500,doubleClickLinkOpenViewMode:!0,isDebugMode:!1,rank:"Bronze",modifierKeyOverrides:[{modifiers:["Mod"],key:"Enter"},{modifiers:["Mod"],key:"k"},{modifiers:["Mod"],key:"G"}],showSplashscreen:!0,pdfSettings:{pageSize:"A4",pageOrientation:"portrait",fitToPage:1,paperColor:"white",customPaperColor:"#ffffff",alignment:"center",margin:"normal"}};class ExcalidrawSettingTab extends obsidian_module.PluginSettingTab{plugin;requestEmbedUpdate=!1;requestReloadDrawings=!1;requestUpdatePinnedPens=!1;requestUpdateDynamicStyling=!1;hotkeyEditor;constructor(e,t){super(e,t),this.plugin=t}applySettingsUpdate(e=!1){e&&(this.requestReloadDrawings=!0)}async hide(){if(this.plugin.settings.overrideObsidianFontSize?(document.documentElement.style.fontSize="",setRootElementSize(16)):document.documentElement.style.fontSize||(document.documentElement.style.fontSize=getComputedStyle(document.body).getPropertyValue("--font-text-size"),setRootElementSize()),this.plugin.settings.scriptFolderPath=obsidian_module.normalizePath(this.plugin.settings.scriptFolderPath),"/"!==this.plugin.settings.scriptFolderPath&&""!==this.plugin.settings.scriptFolderPath||(this.plugin.settings.scriptFolderPath="Excalidraw/Scripts"),this.plugin.saveSettings(),this.requestUpdatePinnedPens&&getExcalidrawViews(this.app).forEach((e=>e.updatePinnedCustomPens())),this.requestUpdateDynamicStyling&&getExcalidrawViews(this.app).forEach((e=>setDynamicStyle(this.plugin.ea,e,e.previousBackgroundColor,this.plugin.settings.dynamicStyling))),this.hotkeyEditor.unload(),this.hotkeyEditor.isDirty&&this.plugin.registerHotkeyOverrides(),this.requestReloadDrawings){const e=getExcalidrawViews(this.app);for(const t of e)await t.save(!1),await t.reload(!0);this.requestEmbedUpdate=!0}this.requestEmbedUpdate&&this.plugin.triggerEmbedUpdates(),this.plugin.scriptEngine.updateScriptPath()}async display(){let e;await this.plugin.loadSettings(),this.requestEmbedUpdate=!1,this.requestReloadDrawings=!1;const{containerEl:t}=this;t.addClass("excalidraw-settings"),this.containerEl.empty();const a=createDiv("setting-item-description excalidraw-settings-links-container");new ContentSearcher(t,a),a.createEl("a",{href:"https://notebooklm.google.com/notebook/42d76a2f-c11d-4002-9286-1683c43d0ab0",attr:{"aria-label":t$d("NOTEBOOKLM_LINK_ARIA"),style:"margin: auto;"}},(e=>{e.innerHTML=`<svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" class="lucide lucide-message-circle-question-mark-icon lucide-message-circle-question-mark"><path d="M7.9 20A9 9 0 1 0 4 16.1L2 22Z"/><path d="M9.09 9a3 3 0 0 1 5.83 1c0 2-3 3-3 3"/><path d="M12 17h.01"/></svg>${t$d("NOTEBOOKLM_LINK_TEXT")}`}));const i=t.createDiv("coffee");i.addClass("ex-coffee-div"),i.createEl("a",{href:"https://ko-fi.com/zsolt"}).createEl("img",{attr:{src:"https://cdn.ko-fi.com/cdn/kofi3.png?v=3"}}).height=45;const n=[{icon:obsidian_module.getIcon("bug").outerHTML,href:"https://github.com/zsviczian/obsidian-excalidraw-plugin/issues",aria:t$d("LINKS_BUGS_ARIA"),text:t$d("LINKS_BUGS")},{icon:obsidian_module.getIcon("globe").outerHTML,href:"https://excalidraw-obsidian.online/",aria:t$d("LINKS_WIKI_ARIA"),text:t$d("LINKS_WIKI")},{icon:obsidian_module.getIcon("youtube").outerHTML,href:"https://www.youtube.com/@VisualPKM",aria:t$d("LINKS_YT_ARIA"),text:t$d("LINKS_YT")},{icon:'<svg xmlns="http://www.w3.org/2000/svg" fill="currentColor" stroke="none" strokeWidth="2" stroke-linecap="round" stroke-linejoin="round" viewBox="0 0 640 512"><path d="M524.531,69.836a1.5,1.5,0,0,0-.764-.7A485.065,485.065,0,0,0,404.081,32.03a1.816,1.816,0,0,0-1.923.91,337.461,337.461,0,0,0-14.9,30.6,447.848,447.848,0,0,0-134.426,0,309.541,309.541,0,0,0-15.135-30.6,1.89,1.89,0,0,0-1.924-.91A483.689,483.689,0,0,0,116.085,69.137a1.712,1.712,0,0,0-.788.676C39.068,183.651,18.186,294.69,28.43,404.354a2.016,2.016,0,0,0,.765,1.375A487.666,487.666,0,0,0,176.02,479.918a1.9,1.9,0,0,0,2.063-.676A348.2,348.2,0,0,0,208.12,430.4a1.86,1.86,0,0,0-1.019-2.588,321.173,321.173,0,0,1-45.868-21.853,1.885,1.885,0,0,1-.185-3.126c3.082-2.309,6.166-4.711,9.109-7.137a1.819,1.819,0,0,1,1.9-.256c96.229,43.917,200.41,43.917,295.5,0a1.812,1.812,0,0,1,1.924.233c2.944,2.426,6.027,4.851,9.132,7.16a1.884,1.884,0,0,1-.162,3.126,301.407,301.407,0,0,1-45.89,21.83,1.875,1.875,0,0,0-1,2.611,391.055,391.055,0,0,0,30.014,48.815,1.864,1.864,0,0,0,2.063.7A486.048,486.048,0,0,0,610.7,405.729a1.882,1.882,0,0,0,.765-1.352C623.729,277.594,590.933,167.465,524.531,69.836ZM222.491,337.58c-28.972,0-52.844-26.587-52.844-59.239S193.056,219.1,222.491,219.1c29.665,0,53.306,26.82,52.843,59.239C275.334,310.993,251.924,337.58,222.491,337.58Zm195.38,0c-28.971,0-52.843-26.587-52.843-59.239S388.437,219.1,417.871,219.1c29.667,0,53.307,26.82,52.844,59.239C470.715,310.993,447.538,337.58,417.871,337.58Z"/></svg>',href:"https://discord.gg/DyfAXFwUHc",aria:t$d("LINKS_DISCORD_ARIA"),text:t$d("LINKS_DISCORD")},{icon:obsidian_module.getIcon("twitter").outerHTML,href:"https://twitter.com/zsviczian",aria:t$d("LINKS_TWITTER"),text:t$d("LINKS_TWITTER")},{icon:obsidian_module.getIcon("graduation-cap").outerHTML,href:"https://visual-thinking-workshop.com",aria:t$d("LINKS_VTW_ARIA"),text:t$d("LINKS_VTW")},{icon:obsidian_module.getIcon("book").outerHTML,href:"https://sketch-your-mind.com",aria:t$d("LINKS_BOOK_ARIA"),text:t$d("LINKS_BOOK")}],r=t.createDiv("setting-item-description excalidraw-settings-links-container");n.forEach((({icon:e,href:t,aria:a,text:i})=>{r.createEl("a",{href:t,attr:{"aria-label":a}},(t=>{t.innerHTML=e+i}))})),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("BASIC_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("BASIC_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("RELEASE_NOTES_NAME")).setDesc(fragWithHTML(t$d("RELEASE_NOTES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showReleaseNotes).onChange((async e=>{this.plugin.settings.showReleaseNotes=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("WARN_ON_MANIFEST_MISMATCH_NAME")).setDesc(fragWithHTML(t$d("WARN_ON_MANIFEST_MISMATCH_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compareManifestToPluginVersion).onChange((async e=>{this.plugin.settings.compareManifestToPluginVersion=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("NEWVERSION_NOTIFICATION_NAME")).setDesc(fragWithHTML(t$d("NEWVERSION_NOTIFICATION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showNewVersionNotification).onChange((async e=>{this.plugin.settings.showNewVersionNotification=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TOGGLE_SPLASHSCREEN")).addToggle((e=>e.setValue(this.plugin.settings.showSplashscreen).onChange((e=>{this.plugin.settings.showSplashscreen=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FOLDER_NAME")).setDesc(fragWithHTML(t$d("FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw").setValue(this.plugin.settings.folder).onChange((async e=>{this.plugin.settings.folder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FOLDER_EMBED_NAME")).setDesc(fragWithHTML(t$d("FOLDER_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedUseExcalidrawFolder).onChange((async e=>{this.plugin.settings.embedUseExcalidrawFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("CROP_FOLDER_NAME")).setDesc(fragWithHTML(t$d("CROP_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Cropped").setValue(this.plugin.settings.cropFolder).onChange((async e=>{this.plugin.settings.cropFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_FOLDER_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Annotations").setValue(this.plugin.settings.annotateFolder).onChange((async e=>{this.plugin.settings.annotateFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TEMPLATE_NAME")).setDesc(fragWithHTML(t$d("TEMPLATE_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Template").setValue(this.plugin.settings.templateFilePath).onChange((async e=>{this.plugin.settings.templateFilePath=e,this.applySettingsUpdate()})))),addYouTubeThumbnail(e,"jgUpYznHP9A",216),new obsidian_module.Setting(e).setName(t$d("SCRIPT_FOLDER_NAME")).setDesc(fragWithHTML(t$d("SCRIPT_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Scripts").setValue(this.plugin.settings.scriptFolderPath).onChange((async e=>{this.plugin.settings.scriptFolderPath=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("SAVING_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const s=e;e.createEl("summary",{text:t$d("SAVING_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("COMPRESS_NAME")).setDesc(fragWithHTML(t$d("COMPRESS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compress).onChange((async e=>{this.plugin.settings.compress=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DECOMPRESS_FOR_MD_NAME")).setDesc(fragWithHTML(t$d("DECOMPRESS_FOR_MD_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.decompressForMDView).onChange((async e=>{this.plugin.settings.decompressForMDView=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AUTOSAVE_INTERVAL_DESKTOP_NAME")).setDesc(fragWithHTML(t$d("AUTOSAVE_INTERVAL_DESKTOP_DESC"))).addDropdown((e=>e.addOption("15000","Very frequent (every 15 seconds)").addOption("30000","Frequent (every 30 seconds)").addOption("60000","Moderate (every 60 seconds)").addOption("300000","Rare (every 5 minutes)").addOption("900000","Practically never (every 15 minutes)").setValue(this.plugin.settings.autosaveIntervalDesktop.toString()).onChange((async e=>{this.plugin.settings.autosaveIntervalDesktop=parseInt(e),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AUTOSAVE_INTERVAL_MOBILE_NAME")).setDesc(fragWithHTML(t$d("AUTOSAVE_INTERVAL_MOBILE_DESC"))).addDropdown((e=>e.addOption("10000","Very frequent (every 10 seconds)").addOption("20000","Frequent (every 20 seconds)").addOption("30000","Moderate (every 30 seconds)").addOption("60000","Rare (every 1 minute)").addOption("300000","Practically never (every 5 minutes)").setValue(this.plugin.settings.autosaveIntervalMobile.toString()).onChange((async e=>{this.plugin.settings.autosaveIntervalMobile=parseInt(e),this.applySettingsUpdate()})))),e=s.createEl("details"),e.createEl("summary",{text:t$d("FILENAME_HEAD"),cls:"excalidraw-setting-h3"}),e.createDiv("",(e=>{e.innerHTML=t$d("FILENAME_DESC")}));const o=()=>`${t$d("FILENAME_SAMPLE")}<a href='https://www.youtube.com/channel/UCC0gns4a9fhVkGkngvSumAQ' target='_blank'>${getDrawingFilename(this.plugin.settings)}</a></b><br>${t$d("FILENAME_EMBED_SAMPLE")}<a href='https://www.youtube.com/channel/UCC0gns4a9fhVkGkngvSumAQ' target='_blank'>${getEmbedFilename("{NOTE_NAME}",this.plugin.settings)}</a></b>`,l=e.createEl("p",{text:""});let c;l.innerHTML=o(),new obsidian_module.Setting(e).setName(t$d("FILENAME_PREFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: Drawing ").setValue(this.plugin.settings.drawingFilenamePrefix).onChange((async t=>{this.plugin.settings.drawingFilenamePrefix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenamePrefix),l.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_PREFIX_EMBED_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.drawingEmbedPrefixWithFilename).onChange((async e=>{this.plugin.settings.drawingEmbedPrefixWithFilename=e,l.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_POSTFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_POSTFIX_DESC"))).addText((e=>e.setPlaceholder("").setValue(this.plugin.settings.drawingFilnameEmbedPostfix).onChange((async t=>{this.plugin.settings.drawingFilnameEmbedPostfix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilnameEmbedPostfix),l.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_DATE_NAME")).setDesc(fragWithHTML(t$d("FILENAME_DATE_DESC"))).addText((e=>e.setPlaceholder("YYYY-MM-DD HH.mm.ss").setValue(this.plugin.settings.drawingFilenameDateTime).onChange((async t=>{this.plugin.settings.drawingFilenameDateTime=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenameDateTime),l.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_EXCALIDRAW_EXTENSION_NAME")).setDesc(fragWithHTML(t$d("FILENAME_EXCALIDRAW_EXTENSION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.useExcalidrawExtension).onChange((async e=>{this.plugin.settings.useExcalidrawExtension=e,l.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("CROP_PREFIX_NAME")).setDesc(fragWithHTML(t$d("CROP_PREFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: cropped_").setValue(this.plugin.settings.cropPrefix).onChange((async t=>{this.plugin.settings.cropPrefix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.cropPrefix),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("CROP_SUFFIX_NAME")).setDesc(fragWithHTML(t$d("CROP_SUFFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: _cropped").setValue(this.plugin.settings.cropSuffix).onChange((async t=>{this.plugin.settings.cropSuffix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.cropSuffix),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_PREFIX_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_PREFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: annotated_").setValue(this.plugin.settings.annotatePrefix).onChange((async t=>{this.plugin.settings.annotatePrefix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.annotatePrefix),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_SUFFIX_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_SUFFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: _annotated").setValue(this.plugin.settings.annotateSuffix).onChange((async t=>{this.plugin.settings.annotateSuffix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.annotateSuffix),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_PRESERVE_SIZE_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_PRESERVE_SIZE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.annotatePreserveSize).onChange((async e=>{this.plugin.settings.annotatePreserveSize=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("AI_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("AI_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("AI_ENABLED_NAME")).setDesc(fragWithHTML(t$d("AI_ENABLED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.aiEnabled??!0).onChange((async e=>{c.style.display=e?"block":"none",this.plugin.settings.aiEnabled=e,this.applySettingsUpdate()})))),e=e.createDiv(),c=e,(this.plugin.settings.aiEnabled??1)||(e.style.display="none"),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_TOKEN_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_TOKEN_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_TOKEN_PLACEHOLDER")).setValue(this.plugin.settings.openAIAPIToken).onChange((async e=>{this.plugin.settings.openAIAPIToken=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_MODEL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_MODEL_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_DEFAULT_MODEL_PLACEHOLDER")).setValue(this.plugin.settings.openAIDefaultTextModel).onChange((async e=>{this.plugin.settings.openAIDefaultTextModel=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_VISION_MODEL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_VISION_MODEL_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_DEFAULT_VISION_MODEL_PLACEHOLDER")).setValue(this.plugin.settings.openAIDefaultVisionModel).onChange((async e=>{this.plugin.settings.openAIDefaultVisionModel=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_IMAGE_MODEL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_IMAGE_MODEL_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_DEFAULT_IMAGE_MODEL_PLACEHOLDER")).setValue(this.plugin.settings.openAIDefaultImageGenerationModel).onChange((async e=>{this.plugin.settings.openAIDefaultImageGenerationModel=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_API_URL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_API_URL_DESC"))).addText((e=>e.setPlaceholder("e.g.: https://api.openai.com/v1/chat/completions").setValue(this.plugin.settings.openAIURL).onChange((async e=>{this.plugin.settings.openAIURL=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("DISPLAY_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const d=e;e.createEl("summary",{text:t$d("DISPLAY_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("ENABLE_DOUBLE_CLICK_TEXT_EDITING_NAME")).addToggle((e=>e.setValue(!this.plugin.settings.disableDoubleClickTextEditing).onChange((async e=>{this.plugin.settings.disableDoubleClickTextEditing=!e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SHOW_DRAWING_OR_MD_IN_READING_MODE_NAME")).setDesc(fragWithHTML(t$d("SHOW_DRAWING_OR_MD_IN_READING_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.renderImageInMarkdownReadingMode).onChange((async e=>{this.plugin.settings.renderImageInMarkdownReadingMode=e,this.applySettingsUpdate()})))).nameEl.setAttribute("id",TAG_MDREADINGMODE),new obsidian_module.Setting(e).setName(t$d("SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_NAME")).setDesc(fragWithHTML(t$d("SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.renderImageInHoverPreviewForMDNotes).onChange((async e=>{this.plugin.settings.renderImageInHoverPreviewForMDNotes=e,this.applySettingsUpdate()})))),e=d.createEl("details"),e.createEl("summary",{text:t$d("MODES_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("TRAY_MODE_NAME")).setDesc(fragWithHTML(t$d("ARIA_LABEL_TRAY_MODE"))).addToggle((e=>e.setValue(this.plugin.settings.defaultTrayMode).onChange((e=>{this.plugin.settings.defaultTrayMode=e,setTrayMode(this.app,this.plugin.settings),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("COMPACT_MODE_NAME")).setDesc(fragWithHTML(t$d("COMPACT_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compactModeOnTablets).onChange((e=>{this.plugin.settings.compactModeOnTablets=e,setTrayMode(this.app,this.plugin.settings),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LEFTHANDED_MODE_NAME")).setDesc(fragWithHTML(t$d("LEFTHANDED_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.isLeftHanded).onChange((async e=>{this.plugin.settings.isLeftHanded=e,setLeftHandedMode(e),setTimeout((()=>setLeftHandedMode(e))),this.applySettingsUpdate()})))),addYouTubeThumbnail(e,"H8Njp7ZXYag",999),e=d.createEl("details"),e.createEl("summary",{text:t$d("HOTKEY_OVERRIDE_HEAD"),cls:"excalidraw-setting-h3"}),e.createEl("span",{},(e=>{e.innerHTML=t$d("HOTKEY_OVERRIDE_DESC")})),this.hotkeyEditor=new HotkeyEditor(e,this.plugin.settings,this.applySettingsUpdate),this.hotkeyEditor.onload(),e=d.createEl("details"),e.createEl("summary",{text:t$d("THEME_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("OVERRIDE_OBSIDIAN_FONT_SIZE_NAME")).setDesc(fragWithHTML(t$d("OVERRIDE_OBSIDIAN_FONT_SIZE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.overrideObsidianFontSize).onChange((e=>{this.plugin.settings.overrideObsidianFontSize=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DYNAMICSTYLE_NAME")).setDesc(fragWithHTML(t$d("DYNAMICSTYLE_DESC"))).addDropdown((e=>e.addOption("none","Dynamic Styling OFF").addOption("colorful","Match color").addOption("gray","Gray, match tone").setValue(this.plugin.settings.dynamicStyling).onChange((async e=>{this.requestUpdateDynamicStyling=!0,this.plugin.settings.dynamicStyling=e,this.applySettingsUpdate()})))),addYouTubeThumbnail(e,"fypDth_-8q0"),new obsidian_module.Setting(e).setName(t$d("IFRAME_MATCH_THEME_NAME")).setDesc(fragWithHTML(t$d("IFRAME_MATCH_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.iframeMatchExcalidrawTheme).onChange((async e=>{this.plugin.settings.iframeMatchExcalidrawTheme=e,this.applySettingsUpdate(!0)})))),addYouTubeThumbnail(e,"ICpoyMv6KSs"),new obsidian_module.Setting(e).setName(t$d("MATCH_THEME_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchTheme).onChange((async e=>{this.plugin.settings.matchTheme=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("MATCH_THEME_ALWAYS_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_ALWAYS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchThemeAlways).onChange((async e=>{this.plugin.settings.matchThemeAlways=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("MATCH_THEME_TRIGGER_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_TRIGGER_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchThemeTrigger).onChange((async e=>{this.plugin.settings.matchThemeTrigger=e,e?this.plugin.addThemeObserver():this.plugin.removeThemeObserver(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DEFAULT_OPEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_OPEN_MODE_DESC"))).addDropdown((e=>e.addOption("normal","Always in normal-mode").addOption("zen","Always in zen-mode").addOption("view","Always in view-mode").addOption("view-mobile","Usually normal, but view-mode on Phone").setValue(this.plugin.settings.defaultMode).onChange((async e=>{this.plugin.settings.defaultMode=e,this.applySettingsUpdate()})))),e=d.createEl("details"),e.createEl("summary",{text:t$d("ZOOM_AND_PAN_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("PAN_WITH_RIGHT_MOUSE_BUTTON_NAME")).setDesc(fragWithHTML(t$d("PAN_WITH_RIGHT_MOUSE_BUTTON_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.panWithRightMouseButton).onChange((async e=>{this.plugin.settings.panWithRightMouseButton=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("DEFAULT_PINCHZOOM_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_PINCHZOOM_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowPinchZoom).onChange((async e=>{this.plugin.settings.allowPinchZoom=e,getExcalidrawViews(this.app).forEach((e=>e.updatePinchZoom())),this.applySettingsUpdate()})))),addYouTubeThumbnail(e,"rBarRfcSxNo",107),new obsidian_module.Setting(e).setName(t$d("DEFAULT_WHEELZOOM_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_WHEELZOOM_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowWheelZoom).onChange((async e=>{this.plugin.settings.allowWheelZoom=e,getExcalidrawViews(this.app).forEach((e=>e.updateWheelZoom())),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ZOOM_TO_FIT_ONOPEN_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_ONOPEN_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnOpen).onChange((async e=>{this.plugin.settings.zoomToFitOnOpen=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ZOOM_TO_FIT_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnResize).onChange((async e=>{this.plugin.settings.zoomToFitOnResize=e,this.applySettingsUpdate()})))),createSliderWithText(e,{name:t$d("ZOOM_TO_FIT_MAX_LEVEL_NAME"),desc:t$d("ZOOM_TO_FIT_MAX_LEVEL_DESC"),value:this.plugin.settings.zoomToFitMaxLevel,min:.5,max:10,step:.5,onChange:e=>{this.plugin.settings.zoomToFitMaxLevel=e,this.applySettingsUpdate()}}),createSliderWithText(e,{name:t$d("ZOOM_STEP_NAME"),desc:t$d("ZOOM_STEP_DESC"),value:100*this.plugin.settings.zoomStep,min:1,max:25,step:1,onChange:e=>{this.plugin.settings.zoomStep=e/100,this.applySettingsUpdate()}}),createSliderWithText(e,{name:t$d("ZOOM_MIN_NAME"),desc:t$d("ZOOM_MIN_DESC"),value:100*this.plugin.settings.zoomMin,min:1,max:50,step:1,onChange:e=>{this.plugin.settings.zoomMin=e/100,this.applySettingsUpdate()}}),createSliderWithText(e,{name:t$d("ZOOM_MAX_NAME"),desc:t$d("ZOOM_MAX_DESC"),value:100*this.plugin.settings.zoomMax,min:500,max:6e3,step:100,onChange:e=>{this.plugin.settings.zoomMax=e/100,this.applySettingsUpdate()}}),e=d.createEl("details"),e.createEl("summary",{text:t$d("PEN_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("DEFAULT_PEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_PEN_MODE_DESC"))).addDropdown((e=>e.addOption("never","Never").addOption("mobile","On Obsidian Mobile").addOption("always","Always").setValue(this.plugin.settings.defaultPenMode).onChange((async e=>{this.plugin.settings.defaultPenMode=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DISABLE_DOUBLE_TAP_ERASER_NAME")).addToggle((e=>e.setValue(this.plugin.settings.penModeDoubleTapEraser).onChange((async e=>{this.plugin.settings.penModeDoubleTapEraser=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DISABLE_SINGLE_FINGER_PANNING_NAME")).addToggle((e=>e.setValue(this.plugin.settings.penModeSingleFingerPanning).onChange((async e=>{this.plugin.settings.penModeSingleFingerPanning=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_NAME")).setDesc(fragWithHTML(t$d("SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.penModeCrosshairVisible).onChange((async e=>{this.plugin.settings.penModeCrosshairVisible=e,this.applySettingsUpdate()})))),e=d.createEl("details"),e.createEl("summary",{text:t$d("GRID_HEAD"),cls:"excalidraw-setting-h3"});const h=()=>{getExcalidrawViews(this.app).forEach((e=>e.updateGridColor()))},p=()=>{getExcalidrawViews(this.app).forEach((e=>e.updateGridDirection(this.plugin.settings.gridSettings.GRID_DIRECTION)))};let u,m,g;new obsidian_module.Setting(e).setName(t$d("GRID_DIRECTION_NAME")).setDesc(t$d("GRID_DIRECTION_DESC")).addToggle((e=>e.setTooltip(t$d("GRID_HORIZONTAL")).setValue(this.plugin.settings.gridSettings.GRID_DIRECTION?.horizontal??!0).onChange((e=>{this.plugin.settings.gridSettings.GRID_DIRECTION||(this.plugin.settings.gridSettings.GRID_DIRECTION={horizontal:!0,vertical:!0}),this.plugin.settings.gridSettings.GRID_DIRECTION.horizontal=e,this.applySettingsUpdate(),p()})))).addToggle((e=>e.setTooltip(t$d("GRID_VERTICAL")).setValue(this.plugin.settings.gridSettings.GRID_DIRECTION?.vertical??!0).onChange((e=>{this.plugin.settings.gridSettings.GRID_DIRECTION||(this.plugin.settings.gridSettings.GRID_DIRECTION={horizontal:!0,vertical:!0}),this.plugin.settings.gridSettings.GRID_DIRECTION.vertical=e,this.applySettingsUpdate(),p()})))),new obsidian_module.Setting(e).setName(t$d("GRID_DYNAMIC_COLOR_NAME")).setDesc(fragWithHTML(t$d("GRID_DYNAMIC_COLOR_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.gridSettings.DYNAMIC_COLOR).onChange((async e=>{this.plugin.settings.gridSettings.DYNAMIC_COLOR=e,u.style.display=e?"none":"block",this.applySettingsUpdate(),h()})))),u=e.createDiv(),u.style.display=this.plugin.settings.gridSettings.DYNAMIC_COLOR?"none":"block",new obsidian_module.Setting(u).setName(t$d("GRID_COLOR_NAME")).addColorPicker((e=>e.setValue(this.plugin.settings.gridSettings.COLOR).onChange((async e=>{this.plugin.settings.gridSettings.COLOR=e,this.applySettingsUpdate(),h()})))),createSliderWithText(e,{name:t$d("GRID_OPACITY_NAME"),desc:t$d("GRID_OPACITY_DESC"),value:this.plugin.settings.gridSettings.OPACITY,min:0,max:100,step:1,onChange:e=>{this.plugin.settings.gridSettings.OPACITY=e,this.applySettingsUpdate(),h()},minWidth:"3em"}),e=d.createEl("details"),e.createEl("summary",{text:t$d("LASER_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("LASER_COLOR")).addColorPicker((e=>e.setValue(this.plugin.settings.laserSettings.COLOR).onChange((async e=>{this.plugin.settings.laserSettings.COLOR=e,this.applySettingsUpdate()})))),createSliderWithText(e,{name:t$d("LASER_DECAY_TIME_NAME"),desc:t$d("LASER_DECAY_TIME_DESC"),value:this.plugin.settings.laserSettings.DECAY_TIME,min:500,max:2e4,step:500,onChange:e=>{this.plugin.settings.laserSettings.DECAY_TIME=e,this.applySettingsUpdate()},minWidth:"3em"}),createSliderWithText(e,{name:t$d("LASER_DECAY_LENGTH_NAME"),desc:t$d("LASER_DECAY_LENGTH_DESC"),value:this.plugin.settings.laserSettings.DECAY_LENGTH,min:25,max:2e3,step:25,onChange:e=>{this.plugin.settings.laserSettings.DECAY_LENGTH=e,this.applySettingsUpdate()},minWidth:"3em"}),e=d.createEl("details"),e.createEl("summary",{text:t$d("DRAG_MODIFIER_NAME"),cls:"excalidraw-setting-h3"}),e.createDiv({text:t$d("DRAG_MODIFIER_DESC"),cls:"setting-item-description"}),createSliderWithText(e,{name:t$d("LONG_PRESS_DESKTOP_NAME"),desc:t$d("LONG_PRESS_DESKTOP_DESC"),value:this.plugin.settings.longPressDesktop,min:300,max:3e3,step:100,onChange:e=>{this.plugin.settings.longPressDesktop=e,this.applySettingsUpdate(!0)}}),createSliderWithText(e,{name:t$d("LONG_PRESS_MOBILE_NAME"),desc:t$d("LONG_PRESS_MOBILE_DESC"),value:this.plugin.settings.longPressMobile,min:300,max:3e3,step:100,onChange:e=>{this.plugin.settings.longPressMobile=e,this.applySettingsUpdate(!0)}}),new obsidian_module.Setting(e).setName(t$d("DOUBLE_CLICK_LINK_OPEN_VIEW_MODE")).addToggle((e=>e.setValue(this.plugin.settings.doubleClickLinkOpenViewMode).onChange((async e=>{this.plugin.settings.doubleClickLinkOpenViewMode=e,this.applySettingsUpdate()})))),new ModifierKeySettingsComponent(e,this.plugin.settings.modifierKeyConfig,this.applySettingsUpdate).render(),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("LINKS_HEAD_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("LINKS_HEAD"),cls:"excalidraw-setting-h1"}),e.createEl("span",void 0,(e=>e.innerHTML=t$d("LINKS_DESC"))),new obsidian_module.Setting(e).setName(t$d("SECOND_ORDER_LINKS_NAME")).setDesc(fragWithHTML(t$d("SECOND_ORDER_LINKS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showSecondOrderLinks).onChange((async e=>{this.plugin.settings.showSecondOrderLinks=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ADJACENT_PANE_NAME")).setDesc(fragWithHTML(t$d("ADJACENT_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInAdjacentPane).onChange((async e=>{this.plugin.settings.openInAdjacentPane=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FOCUS_ON_EXISTING_TAB_NAME")).setDesc(fragWithHTML(t$d("FOCUS_ON_EXISTING_TAB_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.focusOnFileTab).onChange((async e=>{this.plugin.settings.focusOnFileTab=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("MAINWORKSPACE_PANE_NAME")).setDesc(fragWithHTML(t$d("MAINWORKSPACE_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInMainWorkspace).onChange((async e=>{this.plugin.settings.openInMainWorkspace=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(fragWithHTML(t$d("LINK_BRACKETS_NAME"))).setDesc(fragWithHTML(t$d("LINK_BRACKETS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showLinkBrackets).onChange((e=>{this.plugin.settings.showLinkBrackets=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("LINK_PREFIX_NAME")).setDesc(fragWithHTML(t$d("LINK_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.linkPrefix).onChange((e=>{this.plugin.settings.linkPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("URL_PREFIX_NAME")).setDesc(fragWithHTML(t$d("URL_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.urlPrefix).onChange((e=>{this.plugin.settings.urlPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("PARSE_TODO_NAME")).setDesc(fragWithHTML(t$d("PARSE_TODO_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.parseTODO).onChange((e=>{this.plugin.settings.parseTODO=e,m.setDisabled(!e),g.setDisabled(!e),this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("TODO_NAME")).setDesc(fragWithHTML(t$d("TODO_DESC"))).addText((e=>{m=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.todo).onChange((e=>{this.plugin.settings.todo=e,this.applySettingsUpdate(!0)}))})),m.setDisabled(!this.plugin.settings.parseTODO),new obsidian_module.Setting(e).setName(t$d("DONE_NAME")).setDesc(fragWithHTML(t$d("DONE_DESC"))).setDisabled(!this.plugin.settings.parseTODO).addText((e=>{g=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.done).onChange((e=>{this.plugin.settings.done=e,this.applySettingsUpdate(!0)}))})),g.setDisabled(!this.plugin.settings.parseTODO),createSliderWithText(e,{name:t$d("LINKOPACITY_NAME"),desc:t$d("LINKOPACITY_DESC"),value:this.plugin.settings.linkOpacity,min:0,max:1,step:.05,onChange:e=>{this.plugin.settings.linkOpacity=e,this.applySettingsUpdate(!0)}}),new obsidian_module.Setting(e).setName(t$d("HOVERPREVIEW_NAME")).setDesc(fragWithHTML(t$d("HOVERPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.hoverPreviewWithoutCTRL).onChange((async e=>{this.plugin.settings.hoverPreviewWithoutCTRL=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LINK_CTRL_CLICK_NAME")).setDesc(fragWithHTML(t$d("LINK_CTRL_CLICK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowCtrlClick).onChange((async e=>{this.plugin.settings.allowCtrlClick=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TRANSCLUSION_WRAP_NAME")).setDesc(fragWithHTML(t$d("TRANSCLUSION_WRAP_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.forceWrap).onChange((async e=>{this.plugin.settings.forceWrap=e,this.applySettingsUpdate(!0)})))).descEl.innerHTML=`<code>![[doc#^ref]]{number}</code> ${t$d("TRANSCLUSION_WRAP_DESC")}`,new obsidian_module.Setting(e).setName(t$d("PAGE_TRANSCLUSION_CHARCOUNT_NAME")).setDesc(fragWithHTML(t$d("PAGE_TRANSCLUSION_CHARCOUNT_DESC"))).addText((e=>e.setPlaceholder("Enter a number").setValue(this.plugin.settings.pageTransclusionCharLimit.toString()).onChange((async t=>{const a=parseInt(t);if(isNaN(a)&&""!==t)e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.pageTransclusionCharLimit=10,void this.applySettingsUpdate(!0);this.plugin.settings.pageTransclusionCharLimit=a,e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).setName(t$d("TRANSCLUSION_DEFAULT_WRAP_NAME")).setDesc(fragWithHTML(t$d("TRANSCLUSION_DEFAULT_WRAP_DESC"))).addText((e=>e.setPlaceholder("Enter a number").setValue(this.plugin.settings.wordWrappingDefault.toString()).onChange((async t=>{const a=parseInt(t);if(isNaN(a)&&""!==t)e.setValue(this.plugin.settings.wordWrappingDefault.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.wordWrappingDefault=0,void this.applySettingsUpdate(!0);this.plugin.settings.wordWrappingDefault=a,e.setValue(this.plugin.settings.wordWrappingDefault.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).setName(t$d("QUOTE_TRANSCLUSION_REMOVE_NAME")).setDesc(fragWithHTML(t$d("QUOTE_TRANSCLUSION_REMOVE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.removeTransclusionQuoteSigns).onChange((e=>{this.plugin.settings.removeTransclusionQuoteSigns=e,this.requestEmbedUpdate=!0,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("GET_URL_TITLE_NAME")).setDesc(fragWithHTML(t$d("GET_URL_TITLE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.iframelyAllowed).onChange((async e=>{this.plugin.settings.iframelyAllowed=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("EMBED_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const f=e;let b,U;e.createEl("summary",{text:t$d("EMBED_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("EMBED_PREVIEW_IMAGETYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_PREVIEW_IMAGETYPE_DESC"))).addDropdown((e=>e.addOption(PreviewImageType.PNG,"PNG Image").addOption(PreviewImageType.SVG,"Native SVG").addOption(PreviewImageType.SVGIMG,"SVG Image").setValue(this.plugin.settings.previewImageType).onChange((e=>{this.plugin.settings.previewImageType=e,this.requestEmbedUpdate=!0,this.applySettingsUpdate()})))),addYouTubeThumbnail(e,"yZQoJg2RCKI"),addYouTubeThumbnail(e,"opLd1SqaH_I",8),new obsidian_module.Setting(e).setName(t$d("EMBED_TYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_TYPE_DESC"))).addDropdown((async e=>{b=e,b.addOption("excalidraw","excalidraw"),this.plugin.settings.autoexportPNG?b.addOption("PNG","PNG"):"PNG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),this.plugin.settings.autoexportSVG?b.addOption("SVG","SVG"):"SVG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),b.setValue(this.plugin.settings.embedType).onChange((async e=>{this.plugin.settings.embedType=e,U.settingEl.style.display="excalidraw"===e?"none":"",this.applySettingsUpdate()}))})),U=new obsidian_module.Setting(e).setName(t$d("EMBED_MARKDOWN_COMMENT_NAME")).setDesc(fragWithHTML(t$d("EMBED_MARKDOWN_COMMENT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedMarkdownCommentLinks).onChange((async e=>{this.plugin.settings.embedMarkdownCommentLinks=e,this.applySettingsUpdate()})))),U.settingEl.style.display="excalidraw"===this.plugin.settings.embedType?"none":"",new obsidian_module.Setting(e).setName(t$d("EMBED_WIKILINK_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIKILINK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedWikiLink).onChange((async e=>{this.plugin.settings.embedWikiLink=e,this.applySettingsUpdate()})))),e=f.createEl("details"),e.createEl("summary",{text:t$d("EMBED_CANVAS"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("EMBED_CANVAS_NAME")).setDesc(fragWithHTML(t$d("EMBED_CANVAS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.canvasImmersiveEmbed).onChange((async e=>{this.plugin.settings.canvasImmersiveEmbed=e,this.applySettingsUpdate()})))),e=f.createEl("details"),e.createEl("summary",{text:t$d("EMBED_CACHING"),cls:"excalidraw-setting-h3"}),createSliderWithText(e,{name:t$d("RENDERING_CONCURRENCY_NAME"),desc:t$d("RENDERING_CONCURRENCY_DESC"),min:1,max:5,step:1,value:this.plugin.settings.renderingConcurrency,onChange:e=>{this.plugin.settings.renderingConcurrency=e,this.applySettingsUpdate()}}),new obsidian_module.Setting(e).setName(t$d("EMBED_IMAGE_CACHE_NAME")).setDesc(fragWithHTML(t$d("EMBED_IMAGE_CACHE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowImageCache).onChange((e=>{this.plugin.settings.allowImageCache=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SCENE_IMAGE_CACHE_NAME")).setDesc(fragWithHTML(t$d("SCENE_IMAGE_CACHE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowImageCacheInScene).onChange((e=>{this.plugin.settings.allowImageCacheInScene=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EMBED_IMAGE_CACHE_CLEAR")).addButton((e=>e.setButtonText(t$d("EMBED_IMAGE_CACHE_CLEAR")).onClick((()=>{imageCache.clearImageCache()})))),new obsidian_module.Setting(e).setName(t$d("BACKUP_CACHE_CLEAR")).addButton((e=>e.setButtonText(t$d("BACKUP_CACHE_CLEAR")).onClick((()=>{new MultiOptionConfirmationPrompt(this.plugin,t$d("BACKUP_CACHE_CLEAR_CONFIRMATION")).waitForClose.then((e=>{e&&imageCache.clearBackupCache()}))})))),new obsidian_module.Setting(e).setName(t$d("EMBED_REUSE_EXPORTED_IMAGE_NAME")).setDesc(fragWithHTML(t$d("EMBED_REUSE_EXPORTED_IMAGE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.displayExportedImageIfAvailable).onChange((async e=>{this.plugin.settings.displayExportedImageIfAvailable=e,this.applySettingsUpdate()})))),e=f.createEl("details");const E=e;e.createEl("summary",{text:t$d("EXPORT_SUBHEAD"),cls:"excalidraw-setting-h3"}),addYouTubeThumbnail(e,"wTtaXmRJ7wg",171),new obsidian_module.Setting(e).setName(t$d("SHOW_DRAWING_OR_MD_IN_EXPORTPDF_NAME")).setDesc(fragWithHTML(t$d("SHOW_DRAWING_OR_MD_IN_EXPORTPDF_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.renderImageInMarkdownToPDF).onChange((async e=>{this.plugin.settings.renderImageInMarkdownToPDF=e,this.applySettingsUpdate()})))).nameEl.setAttribute("id",TAG_PDFEXPORT),new obsidian_module.Setting(e).setName(t$d("EXPORT_EMBED_SCENE_NAME")).setDesc(fragWithHTML(t$d("EXPORT_EMBED_SCENE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportEmbedScene).onChange((async e=>{this.plugin.settings.exportEmbedScene=e,this.applySettingsUpdate()})))),e=E.createEl("details"),e.createEl("summary",{text:t$d("EMBED_SIZING"),cls:"excalidraw-setting-h4"}),new obsidian_module.Setting(e).setName(t$d("EMBED_WIDTH_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIDTH_DESC"))).addText((e=>e.setPlaceholder("e.g.: 400").setValue(this.plugin.settings.width).onChange((async e=>{this.plugin.settings.width=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).setName(t$d("EMBED_HEIGHT_NAME")).setDesc(fragWithHTML(t$d("EMBED_HEIGHT_DESC"))).addText((e=>e.setPlaceholder("e.g.: 400").setValue(this.plugin.settings.height).onChange((async e=>{this.plugin.settings.height=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),createSliderWithText(e,{name:t$d("EXPORT_PNG_SCALE_NAME"),desc:t$d("EXPORT_PNG_SCALE_DESC"),value:this.plugin.settings.pngExportScale,min:1,max:5,step:.5,onChange:e=>{this.plugin.settings.pngExportScale=e,this.applySettingsUpdate()}}),createSliderWithText(e,{name:t$d("EXPORT_PADDING_NAME"),desc:fragWithHTML(t$d("EXPORT_PADDING_DESC")),value:this.plugin.settings.exportPaddingSVG,min:0,max:50,step:5,onChange:e=>{this.plugin.settings.exportPaddingSVG=e,this.applySettingsUpdate()}}),e=E.createEl("details"),e.createEl("summary",{text:t$d("EMBED_THEME_BACKGROUND"),cls:"excalidraw-setting-h4"}),new obsidian_module.Setting(e).setName(t$d("EXPORT_BACKGROUND_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BACKGROUND_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithBackground).onChange((async e=>{this.plugin.settings.exportWithBackground=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_THEME_NAME")).setDesc(fragWithHTML(t$d("EXPORT_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithTheme).onChange((async e=>{this.plugin.settings.exportWithTheme=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).setName(t$d("PREVIEW_MATCH_OBSIDIAN_NAME")).setDesc(fragWithHTML(t$d("PREVIEW_MATCH_OBSIDIAN_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.previewMatchObsidianTheme).onChange((async e=>{this.plugin.settings.previewMatchObsidianTheme=e,this.applySettingsUpdate()})))),e=E.createEl("details"),e.createEl("summary",{text:t$d("PDF_EXPORT_SETTINGS"),cls:"excalidraw-setting-h4"}),new PDFExportSettingsComponent(e,this.plugin.settings.pdfSettings,(()=>{this.applySettingsUpdate()})).render(),e=E.createEl("details"),e.createEl("summary",{text:t$d("EXPORT_HEAD"),cls:"excalidraw-setting-h4"}),e.setAttribute("id",TAG_AUTOEXPORT),new obsidian_module.Setting(e).setName(t$d("EXPORT_SYNC_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SYNC_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.keepInSync).onChange((async e=>{this.plugin.settings.keepInSync=e,this.applySettingsUpdate()}))));const w=e=>{let t=0;for(t=0;t<b.selectEl.options.length;t++)b.selectEl.item(t).label===e&&b.selectEl.item(t).remove()};new obsidian_module.Setting(e).setName(t$d("EXPORT_SVG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SVG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportSVG).onChange((async e=>{e?b.addOption("SVG","SVG"):("SVG"===this.plugin.settings.embedType&&(b.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),w("SVG")),this.plugin.settings.autoexportSVG=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_PNG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PNG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportPNG).onChange((async e=>{e?b.addOption("PNG","PNG"):("PNG"===this.plugin.settings.embedType&&(b.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),w("PNG")),this.plugin.settings.autoexportPNG=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_BOTH_DARK_AND_LIGHT_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BOTH_DARK_AND_LIGHT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoExportLightAndDark).onChange((async e=>{this.plugin.settings.autoExportLightAndDark=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("EMBED_TOEXCALIDRAW_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const y=e;e.createEl("summary",{text:t$d("EMBED_TOEXCALIDRAW_HEAD"),cls:"excalidraw-setting-h1"}),e=y.createEl("details"),e.createEl("summary",{text:t$d("PDF_TO_IMAGE"),cls:"excalidraw-setting-h3"}),addYouTubeThumbnail(e,"nB4cOfn0xAs"),new obsidian_module.Setting(e).setName(t$d("PDF_TO_IMAGE_SCALE_NAME")).setDesc(fragWithHTML(t$d("PDF_TO_IMAGE_SCALE_DESC"))).addDropdown((e=>e.addOption("0.5","0.5").addOption("1","1").addOption("2","2").addOption("3","3").addOption("4","4").addOption("5","5").addOption("6","6").setValue(`${this.plugin.settings.pdfScale}`).onChange((e=>{this.plugin.settings.pdfScale=parseFloat(e),this.applySettingsUpdate()})))),e=y.createEl("details"),e.createEl("summary",{text:t$d("MD_EMBED_CUSTOMDATA_HEAD_NAME"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("MD_EMBED_SINGLECLICK_EDIT_NAME")).setDesc(fragWithHTML(t$d("MD_EMBED_SINGLECLICK_EDIT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.markdownNodeOneClickEditing).onChange((async e=>{this.plugin.settings.markdownNodeOneClickEditing=e,this.applySettingsUpdate()})))),e.createEl("hr",{cls:"excalidraw-setting-hr"}),e.createEl("span",{},(e=>{e.innerHTML=t$d("MD_EMBED_CUSTOMDATA_HEAD_DESC")})),new EmbeddalbeMDFileCustomDataSettingsComponent(e,this.plugin.settings.embeddableMarkdownDefaults,this.applySettingsUpdate).render(),e=y.createEl("details"),e.createEl("summary",{text:t$d("MD_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("MD_TRANSCLUDE_WIDTH_NAME")).setDesc(fragWithHTML(t$d("MD_TRANSCLUDE_WIDTH_DESC"))).addText((e=>e.setPlaceholder("Enter a number e.g. 500").setValue(this.plugin.settings.mdSVGwidth.toString()).onChange((async t=>{const a=parseInt(t);if(isNaN(a)&&""!==t)e.setValue(this.plugin.settings.mdSVGwidth.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.mdSVGwidth=500,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGwidth=a,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGwidth.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).setName(t$d("MD_TRANSCLUDE_HEIGHT_NAME")).setDesc(fragWithHTML(t$d("MD_TRANSCLUDE_HEIGHT_DESC"))).addText((e=>e.setPlaceholder("Enter a number e.g. 800").setValue(this.plugin.settings.mdSVGmaxHeight.toString()).onChange((async t=>{const a=parseInt(t);if(isNaN(a)&&""!==t)e.setValue(this.plugin.settings.mdSVGmaxHeight.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.mdSVGmaxHeight=800,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGmaxHeight=a,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGmaxHeight.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).setName(t$d("MD_DEFAULT_FONT_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_FONT_DESC"))).addDropdown((async e=>{e.addOption("Virgil","Virgil"),e.addOption("Cascadia","Cascadia"),e.addOption("Assistant","Assistant"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2","otf"].contains(e.extension)&&!e.path.startsWith(this.plugin.settings.fontAssetsPath))).forEach((t=>{e.addOption(t.path,t.name)})),e.setValue(this.plugin.settings.mdFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFont=e,this.applySettingsUpdate(!0)}))})),new obsidian_module.Setting(e).setName(t$d("MD_DEFAULT_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdFontColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFontColor=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("MD_DEFAULT_BORDER_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_BORDER_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdBorderColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdBorderColor=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("MD_CSS_NAME")).setDesc(fragWithHTML(t$d("MD_CSS_DESC"))).addText((e=>e.setPlaceholder("filename of css file in vault").setValue(this.plugin.settings.mdCSS).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdCSS=e,this.applySettingsUpdate(!0)})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("NONSTANDARD_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const v=e;e.createEl("summary",{text:t$d("NONSTANDARD_HEAD"),cls:"excalidraw-setting-h1"}),e=v.createEl("details"),e.createEl("summary",{text:t$d("RENDER_TWEAK_HEAD"),cls:"excalidraw-setting-h3"}),createSliderWithText(e,{name:t$d("MAX_IMAGE_ZOOM_IN_NAME"),desc:fragWithHTML(t$d("MAX_IMAGE_ZOOM_IN_DESC")),value:this.plugin.settings.areaZoomLimit,min:1,max:10,step:.5,onChange:e=>{this.plugin.settings.areaZoomLimit=e,this.applySettingsUpdate(),this.plugin.excalidrawConfig.updateValues(this.plugin)}}),e=v.createEl("details"),e.createEl("summary",{text:t$d("CUSTOM_PEN_HEAD"),cls:"excalidraw-setting-h3"}),addYouTubeThumbnail(e,"OjNhjaH2KjI",69),new obsidian_module.Setting(e).setName(t$d("CUSTOM_PEN_NAME")).setDesc(t$d("CUSTOM_PEN_DESC")).addDropdown((e=>e.addOption("0","0").addOption("1","1").addOption("2","2").addOption("3","3").addOption("4","4").addOption("5","5").addOption("6","6").addOption("7","7").addOption("8","8").addOption("9","9").addOption("10","10").setValue(this.plugin.settings.numberOfCustomPens.toString()).onChange((e=>{this.plugin.settings.numberOfCustomPens=parseInt(e),this.requestUpdatePinnedPens=!0,this.applySettingsUpdate(!1)})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("FONTS_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const T=e;e.createEl("summary",{text:t$d("FONTS_HEAD"),cls:"excalidraw-setting-h1"}),e=T.createEl("details"),e.createEl("summary",{text:t$d("CUSTOM_FONT_HEAD"),cls:"excalidraw-setting-h3"}),addYouTubeThumbnail(e,"eKFmrSQhFA4"),new obsidian_module.Setting(e).setName(t$d("ENABLE_FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("ENABLE_FOURTH_FONT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalEnableFourthFont).onChange((async e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimentalEnableFourthFont=e,this.applySettingsUpdate(),e&&this.plugin.initializeFonts()})))),new obsidian_module.Setting(e).setName(t$d("FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("FOURTH_FONT_DESC"))).addDropdown((async e=>{e.addOption("Virgil","Virgil"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2","otf"].contains(e.extension)&&!e.path.startsWith(this.plugin.settings.fontAssetsPath))).forEach((t=>{e.addOption(t.path,t.name)})),e.setValue(this.plugin.settings.experimantalFourthFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimantalFourthFont=e,this.applySettingsUpdate(!0),this.plugin.initializeFonts()}))})),e=T.createEl("details"),e.createEl("summary",{text:t$d("OFFLINE_CJK_NAME"),cls:"excalidraw-setting-h3"}),e.createDiv({cls:"setting-item-description"}).innerHTML=t$d("OFFLINE_CJK_DESC"),new obsidian_module.Setting(e).setName(t$d("CJK_ASSETS_FOLDER_NAME")).setDesc(fragWithHTML(t$d("CJK_ASSETS_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/FontAssets").setValue(this.plugin.settings.fontAssetsPath).onChange((async e=>{this.plugin.settings.fontAssetsPath=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LOAD_CHINESE_FONTS_NAME")).addToggle((e=>e.setValue(this.plugin.settings.loadChineseFonts).onChange((async e=>{this.plugin.settings.loadChineseFonts=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LOAD_JAPANESE_FONTS_NAME")).addToggle((e=>e.setValue(this.plugin.settings.loadJapaneseFonts).onChange((async e=>{this.plugin.settings.loadJapaneseFonts=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LOAD_KOREAN_FONTS_NAME")).addToggle((e=>e.setValue(this.plugin.settings.loadKoreanFonts).onChange((async e=>{this.plugin.settings.loadKoreanFonts=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("EXPERIMENTAL_DESC"),cls:"setting-item-description"}),e=t.createEl("details");const S=e;let _,C,I;e.createEl("summary",{text:t$d("EXPERIMENTAL_HEAD"),cls:"excalidraw-setting-h1"}),addYouTubeThumbnail(e,"r08wk-58DPk"),new obsidian_module.Setting(e).setName(t$d("LATEX_DEFAULT_NAME")).setDesc(fragWithHTML(t$d("LATEX_DEFAULT_DESC"))).addText((e=>e.setValue(this.plugin.settings.latexBoilerplate).onChange((e=>{this.plugin.settings.latexBoilerplate=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LATEX_PREAMBLE_NAME")).setDesc(fragWithHTML(t$d("LATEX_PREAMBLE_DESC"))).addText((e=>e.setPlaceholder("e.g.: preamble.sty").setValue(this.plugin.settings.latexPreambleLocation).onChange((async e=>{this.plugin.settings.latexPreambleLocation=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILETYPE_NAME")).setDesc(fragWithHTML(t$d("FILETYPE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalFileType).onChange((async e=>{this.plugin.settings.experimentalFileType=e,this.plugin.experimentalFileTypeDisplayToggle(e),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILETAG_NAME")).setDesc(fragWithHTML(t$d("FILETAG_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.experimentalFileTag).onChange((async e=>{this.plugin.settings.experimentalFileTag=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LIVEPREVIEW_NAME")).setDesc(fragWithHTML(t$d("LIVEPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalLivePreview).onChange((async e=>{this.plugin.settings.experimentalLivePreview=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FADE_OUT_EXCALIDRAW_MARKUP_NAME")).setDesc(fragWithHTML(t$d("FADE_OUT_EXCALIDRAW_MARKUP_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.fadeOutExcalidrawMarkup).onChange((async e=>{this.plugin.settings.fadeOutExcalidrawMarkup=e,this.plugin.editorHandler.updateCMExtensionState(EDITOR_FADEOUT,e),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXCALIDRAW_PROPERTIES_NAME")).setDesc(fragWithHTML(t$d("EXCALIDRAW_PROPERTIES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.loadPropertySuggestions).onChange((async e=>{this.plugin.settings.loadPropertySuggestions=e,this.applySettingsUpdate()})))),e=S.createEl("details"),e.createEl("summary",{text:t$d("TASKBONE_HEAD"),cls:"excalidraw-setting-h3"}),e.createDiv({text:t$d("TASKBONE_DESC"),cls:"setting-item-description"}),addYouTubeThumbnail(e,"7gu4ETx7zro"),new obsidian_module.Setting(e).setName(t$d("TASKBONE_ENABLE_NAME")).setDesc(fragWithHTML(t$d("TASKBONE_ENABLE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.taskboneEnabled).onChange((async e=>{if(_.setDisabled(!e),this.plugin.settings.taskboneEnabled=e,""===this.plugin.settings.taskboneAPIkey){const e=await this.plugin.taskbone.initialize(!1);e&&_.setValue(e)}this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TASKBONE_APIKEY_NAME")).setDesc(fragWithHTML(t$d("TASKBONE_APIKEY_DESC"))).addText((e=>{_=e,_.setValue(this.plugin.settings.taskboneAPIkey).onChange((async e=>{this.plugin.settings.taskboneAPIkey=e,this.applySettingsUpdate()})).setDisabled(!this.plugin.settings.taskboneEnabled)})),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({cls:"setting-item-description"},(e=>{e.innerHTML=t$d("EA_DESC")})),e=t.createEl("details"),e.createEl("summary",{text:t$d("EA_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("FIELD_SUGGESTER_NAME")).setDesc(fragWithHTML(t$d("FIELD_SUGGESTER_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.fieldSuggester).onChange((async e=>{this.plugin.settings.fieldSuggester=e,this.applySettingsUpdate()}))));const x=()=>{const e=obsidian_module.normalizePath(this.plugin.settings.startupScriptPath.endsWith(".md")?this.plugin.settings.startupScriptPath:this.plugin.settings.startupScriptPath+".md");return Boolean(this.app.vault.getAbstractFileByPath(e))};new obsidian_module.Setting(e).setName(t$d("STARTUP_SCRIPT_NAME")).setDesc(fragWithHTML(t$d("STARTUP_SCRIPT_DESC"))).addText((e=>{C=e,e.setValue(this.plugin.settings.startupScriptPath).onChange((e=>{this.plugin.settings.startupScriptPath=e,I.setButtonText(x()?t$d("STARTUP_SCRIPT_BUTTON_OPEN"):t$d("STARTUP_SCRIPT_BUTTON_CREATE")),this.applySettingsUpdate()}))})).addButton((e=>{I=e,I.setButtonText(x()?t$d("STARTUP_SCRIPT_BUTTON_OPEN"):t$d("STARTUP_SCRIPT_BUTTON_CREATE")).onClick((async()=>{""===this.plugin.settings.startupScriptPath&&(this.plugin.settings.startupScriptPath=obsidian_module.normalizePath(obsidian_module.normalizePath(this.plugin.settings.folder)+"/ExcalidrawStartup"),C.setValue(this.plugin.settings.startupScriptPath),this.applySettingsUpdate());const e=obsidian_module.normalizePath(this.plugin.settings.startupScriptPath.endsWith(".md")?this.plugin.settings.startupScriptPath:this.plugin.settings.startupScriptPath+".md");let t=this.app.vault.getAbstractFileByPath(e);t||(t=await createOrOverwriteFile(this.app,e,startupScript())),I.setButtonText(t$d("STARTUP_SCRIPT_BUTTON_OPEN")),this.app.workspace.openLinkText(t.path,"",!0),this.hide()}))})),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("COMPATIBILITY_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("COMPATIBILITY_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("DUMMY_TEXT_ELEMENT_LINT_SUPPORT_NAME")).setDesc(fragWithHTML(t$d("DUMMY_TEXT_ELEMENT_LINT_SUPPORT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.addDummyTextElement).onChange((e=>{this.plugin.settings.addDummyTextElement=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("PRESERVE_TEXT_AFTER_DRAWING_NAME")).setDesc(fragWithHTML(t$d("PRESERVE_TEXT_AFTER_DRAWING_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoteroCompatibility).onChange((e=>{this.plugin.settings.zoteroCompatibility=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SLIDING_PANES_NAME")).setDesc(fragWithHTML(t$d("SLIDING_PANES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.slidingPanesSupport).onChange((e=>{this.plugin.settings.slidingPanesSupport=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("COMPATIBILITY_MODE_NAME")).setDesc(fragWithHTML(t$d("COMPATIBILITY_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compatibilityMode).onChange((async e=>{this.plugin.settings.compatibilityMode=e,l.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("EXPORT_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportExcalidraw).onChange((async e=>{this.plugin.settings.autoexportExcalidraw=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SYNC_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("SYNC_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.syncExcalidraw).onChange((async e=>{this.plugin.settings.syncExcalidraw=e,this.applySettingsUpdate()}))));const A=this.plugin.scriptEngine.getListofScripts()?.map((e=>this.plugin.scriptEngine.getScriptName(e)));if(Object.keys(this.plugin.settings.scriptEngineSettings).length>0&&A){const a=(e,t)=>{const a=this.plugin.settings.scriptEngineSettings[e][t];return"object"==typeof a?a.height:null},i=(e,t)=>{const a=this.plugin.settings.scriptEngineSettings[e][t];return"object"==typeof a?a.value:a},n=(e,t,a)=>{"object"==typeof 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obsidian_module.Setting(e).setName(r).setDesc(fragWithHTML(s??"")).addText((e=>e.setValue(i(t,r)).onChange((async e=>{n(t,r,e),this.applySettingsUpdate()}))))},o=(t,a,r)=>{new obsidian_module.Setting(e).setName(a).setDesc(fragWithHTML(r??"")).addText((e=>e.setPlaceholder("Enter a number").setValue(i(t,a).toString()).onChange((async r=>{const s=parseFloat(r);isNaN(s)&&""!==r?e.setValue(i(t,a).toString()):(n(t,a,isNaN(s)?0:s),this.applySettingsUpdate())}))))};t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("SCRIPT_SETTINGS_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const l=e;e.createEl("summary",{text:t$d("SCRIPT_SETTINGS_HEAD"),cls:"excalidraw-setting-h1"}),addYouTubeThumbnail(e,"H8Njp7ZXYag",52),Object.keys(this.plugin.settings.scriptEngineSettings).filter((e=>A.contains(e))).forEach((t=>{const a=this.plugin.settings.scriptEngineSettings[t],i=Object.values(a);0===i.length||i.length>0&&0===i.map((e=>e.hidden?0:1)).reduce(((e,t)=>e+t))||(e=l.createEl("details"),e.createEl("summary",{text:t,cls:"excalidraw-setting-h3"}),Object.keys(a).forEach((e=>{const i=a[e];switch(typeof(i.value??i)){case"boolean":i.hidden||r(t,e,i.description);break;case"string":i.hidden||s(t,e,i.description,i.valueset);break;case"number":i.hidden||o(t,e,i.description)}})))}))}}}function around(e,t){const a=Object.keys(t).map((a=>around1(e,a,t[a])));return 1===a.length?a[0]:function(){a.forEach((e=>e()))}}function around1(e,t,a){const i=e[t],n=e.hasOwnProperty(t);let r=a(i);return i&&Object.setPrototypeOf(r,i),Object.setPrototypeOf(s,r),e[t]=s,o;function s(...a){return r===i&&e[t]===s&&o(),r.apply(this,a)}function o(){e[t]===s&&(n?e[t]=i:delete e[t]),r!==i&&(r=i,Object.setPrototypeOf(s,i||Function))}}function dedupe(e,t,a){return i[e]=e,i;function i(...i){return(t[e]===e?t:a).apply(this,i)}}function isHTMLElement(e){return e&&"object"==typeof e&&1===e.nodeType&&"string"==typeof e.tagName}let plugin,app$1,vault,metadataCache;const getDefaultWidth=e=>{const t=parseInt(e.settings.width);return isNaN(t)||0===t||null===t?""!==getDefaultHeight(e)?"":"400":e.settings.width},getDefaultHeight=e=>{const t=parseInt(e.settings.height);return isNaN(t)||0===t||null===t?"":e.settings.height},initializeMarkdownPostProcessor=e=>{plugin=e,app$1=plugin.app,vault=app$1.vault,metadataCache=app$1.metadataCache},_getPNG=async({imgAttributes:e,filenameParts:t,theme:a,cacheReady:i,img:n,file:r,exportSettings:s,loader:o})=>{const l=parseInt(e.fwidth),c=l>=2400?5:l>=1800?4:l>=1200?3:l>=600?2:1,d={...t,isDark:"dark"===a,previewImageType:PreviewImageType.PNG,scale:c,isTransparent:!s.withBackground,inlineFonts:!0};if(i){const e=await imageCache.getImageFromCache(d);if(e&&"string"==typeof e)return n.src=e,n}const h=(t.hasGroupref||t.hasFrameref?void 0:await getQuickImagePreview(plugin,r.path,"png"))??await createPNG(t.hasGroupref||t.hasFrameref||t.hasClippedFrameref?t.filepath+t.linkpartReference:r.path,c,t.hasClippedFrameref?{...s,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:s,o,a,null,null,[],plugin,0);return h?(n.src=URL.createObjectURL(h),i&&imageCache.addImageToCache(d,n.src,h),n):null},setStyle=({element:e,imgAttributes:t,onCanvas:a})=>{let i="";i=t.fwidth?`max-width:${t.fwidth}${t.fwidth.match(/\d$/)?"px":""}; `:"width: fit-content;",t.fheight&&(i+=`${t.fwidth?"min-":"max-"}height:${t.fheight}px;`),a||e.setAttribute("style",i),e.classList.add(...Array.from(t.style)),e.hasClass("excalidraw-embedded-img")||e.addClass("excalidraw-embedded-img"),window?.ExcalidrawAutomate?.plugin?.settings?.canvasImmersiveEmbed&&!e.hasClass("excalidraw-canvas-immersive")&&e.addClass("excalidraw-canvas-immersive")},_getSVGIMG=async({filenameParts:e,theme:t,cacheReady:a,img:i,file:n,exportSettings:r,loader:s})=>{r.skipInliningFonts=!1;const o={...e,isDark:"dark"===t,previewImageType:PreviewImageType.SVGIMG,scale:1,isTransparent:!r.withBackground,inlineFonts:!r.skipInliningFonts};if(a){const e=await imageCache.getImageFromCache(o);if(e&&"string"==typeof e)return i.setAttribute("src",e),i}if(!e.hasBlockref&&!e.hasSectionref){const e=await getQuickImagePreview(plugin,n.path,"svg");if(e){const t=convertSVGStringToElement(e);if(t)return addSVGToImgSrc(i,t,a,o)}}const l=convertSVGStringToElement((await createSVG(e.hasGroupref||e.hasBlockref||e.hasSectionref||e.hasFrameref||e.hasClippedFrameref?e.filepath+e.linkpartReference:n.path,!0,e?.hasClippedFrameref?{...r,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:r,s,t,null,null,[],plugin,0,getExportPadding(plugin,n))).outerHTML);return l?(l.removeAttribute("width"),l.removeAttribute("height"),addSVGToImgSrc(i,l,a,o)):null},_getSVGNative=async({filenameParts:e,theme:t,cacheReady:a,containerElement:i,file:n,exportSettings:r,loader:s})=>{r.skipInliningFonts=!1;const o={...e,isDark:"dark"===t,previewImageType:PreviewImageType.SVG,scale:1,isTransparent:!r.withBackground,inlineFonts:!r.skipInliningFonts};let l;a&&(l=await imageCache.getImageFromCache(o));const c=l&&l instanceof SVGSVGElement?l:convertSVGStringToElement((await createSVG(e.hasGroupref||e.hasBlockref||e.hasSectionref||e.hasFrameref||e.hasClippedFrameref?e.filepath+e.linkpartReference:n.path,!1,e.hasClippedFrameref?{...r,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:r,s,t,null,null,[],plugin,0,getExportPadding(plugin,n),void 0,!0)).outerHTML);return c?(Boolean(l)||a&&imageCache.addImageToCache(o,"",c),c.removeAttribute("width"),c.removeAttribute("height"),i.append(c),i):null},getIMG=async(e,t=!1)=>{let a=e.file;if(!e.file){const t=vault.getAbstractFileByPath(e.fname?.split("#")[0]);if(!(t&&t instanceof obsidian_module.TFile))return null;a=t}const i=getEmbeddedFilenameParts(e.fname);e.style=e.style.map((e=>e.replaceAll(" ","-")));const n=hasExportTheme(plugin,a)?getExportTheme(plugin,a,"light"):void 0,r={withBackground:getWithBackground(plugin,a),withTheme:!!n||plugin.settings.exportWithTheme,isMask:isMaskFile(plugin,a)},s=n??(plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":plugin.settings.exportWithTheme?void 0:"light");s&&(r.withTheme=!0);const o=new EmbeddedFilesLoader(plugin,s?"dark"===s:void 0),l=imageCache.isReady();switch(await plugin.awaitInit(),plugin.settings.previewImageType){case PreviewImageType.PNG:{const n=createEl("img");return setStyle({element:n,imgAttributes:e,onCanvas:t}),await _getPNG({imgAttributes:e,filenameParts:i,theme:s,cacheReady:l,img:n,file:a,exportSettings:r,loader:o})}case PreviewImageType.SVGIMG:{const n=createEl("img");return setStyle({element:n,imgAttributes:e,onCanvas:t}),await _getSVGIMG({filenameParts:i,theme:s,cacheReady:l,img:n,file:a,exportSettings:r,loader:o})}case PreviewImageType.SVG:{const n=createEl("div");return setStyle({element:n,imgAttributes:e,onCanvas:t}),await _getSVGNative({filenameParts:i,theme:s,cacheReady:l,containerElement:n,file:a,exportSettings:r,loader:o})}}},addSVGToImgSrc=(e,t,a,i)=>{const n=t.outerHTML,r=new Blob([n],{type:"image/svg+xml"}),s=URL.createObjectURL(r);return e.setAttribute("src",s),a&&imageCache.addImageToCache(i,s,r),e},createImgElement=async(e,t=!1)=>{const a=await getIMG(e,t);if(!a)return null;let i;a.setAttribute("fileSource",e.fname),e.fwidth&&a.setAttribute("w",e.fwidth),e.fheight&&a.setAttribute("h",e.fheight),a.setAttribute("draggable","false"),a.setAttribute("onCanvas",t?"true":"false");const n=e=>{if(!isHTMLElement(e.target))return;const t=e.target;if(!(t.hasClass("excalidraw-embedded-img")?e.target:getParentOfClass(t,"excalidraw-embedded-img")))return;const i=a.getAttribute("fileSource");if(i){const t=i.match(/([^#]*)(.*)/);if(!t)return;const a=vault.getAbstractFileByPath(t[1]),n=linkClickModifierType(e);if(plugin.isExcalidrawFile(a)&&isMaskFile(plugin,a))return void(async()=>{const e=`[[${a.path}${t[2]?"#"+t[2]:""}]] ${getExcalidrawFileForwardLinks(plugin.app,a,new Set)}`,i=await linkPrompt(e,plugin.app);if(!i)return;const[r,s,o]=i;if(plugin.isExcalidrawFile(r))return void plugin.openDrawing(r,n,!0,o);let l=!1;switch(n){case"active-pane":l=!1;break;case"new-pane":l="split";break;case"popout-window":l="window";break;case"new-tab":case"md-properties":l="tab"}plugin.app.workspace.openLinkText(s,"",l,o?{eState:{subpath:o}}:{})})();plugin.openDrawing(a,n,!0,t[2])}};let r;const s=a;return s.addEventListener("pointermove",(e=>{i&&(Math.abs(e.screenX-r.screenX)>10||Math.abs(e.screenY-r.screenY)>10)&&(window.clearTimeout(i),i=null)})),s.addEventListener("pointerdown",(e=>{if(a?.parentElement?.hasClass("canvas-node-content"))return;const t=app$1.plugins.plugins["obsidian-excalidraw-plugin"],s=DEVICE.isDesktop?t.settings.longPressDesktop:t.settings.longPressMobile;i=window.setTimeout((()=>n(e)),s),r=e})),s.addEventListener("pointerup",(()=>{i&&window.clearTimeout(i),i=null})),s.addEventListener("dblclick",n),s.addEventListener(RERENDER_EVENT,(async e=>{e.stopPropagation();const t=a.parentElement,i=a.style.maxWidth,n=a.style.maxHeight,r=a.getAttribute("fileSource"),s="true"===a.getAttribute("onCanvas"),o=await createImgElement({fname:r,fwidth:a.getAttribute("w"),fheight:a.getAttribute("h"),style:[...Array.from(a.classList)]},s);o&&(t.empty(),s||(o.style.maxHeight=n,o.style.maxWidth=i),o.setAttribute("fileSource",r),t.append(o))})),getFileCSSClasses(e.file).forEach((e=>{a.hasClass(e)||a.addClass(e)})),window?.ExcalidrawAutomate?.plugin?.settings?.canvasImmersiveEmbed?a.hasClass("excalidraw-canvas-immersive")||a.addClass("excalidraw-canvas-immersive"):a.hasClass("excalidraw-canvas-immersive")&&a.removeClass("excalidraw-canvas-immersive"),a},createImageDiv=async(e,t=!1)=>{const a=await createImgElement(e,t);return createDiv(e.style.join(" "),(e=>e.append(a)))},processReadingMode=async(e,t)=>{for(const a of e){const e=a.getAttribute("src")?.split("#")[0];if(!e)continue;const i=metadataCache.getFirstLinkpathDest(e,t.sourcePath);if(i&&i instanceof obsidian_module.TFile&&plugin.isExcalidrawFile(i)){if(isTextOnlyEmbed(a))continue;a.parentElement.replaceChild(await processInternalEmbed(a,i),a)}}},processInternalEmbed=async(e,t)=>{const a={fname:"",fheight:"",fwidth:"",style:[]},i=e.getAttribute("src");if(!i)return;e.removeClass("markdown-embed"),e.removeClass("inline-embed"),e.addClass("media-embed"),e.addClass("image-embed"),a.fwidth=e.getAttribute("width")?e.getAttribute("width"):getDefaultWidth(plugin),a.fheight=e.getAttribute("height")?e.getAttribute("height"):getDefaultHeight(plugin);let n=e.getAttribute("alt");a.style=["excalidraw-svg"],processAltText(i.split("#")[0],n,a);const r=getEmbeddedFilenameParts(i);return a.fname=t?.path+(r.hasBlockref||r.hasSectionref?r.linkpartReference:""),a.file=t,await createImageDiv(a)};function getDimensionsFromAliasString(e){const t=e.match(/^(?<width>\d+%|\d+)(x(?<height>\d+%|\d+))?$/)||e.match(/^x(?<height>\d+%|\d+)$/);if(t){const{width:e,height:a}=t.groups;return e&&e.startsWith("0")&&"0"!==e||a&&a.startsWith("0")&&"0"!==a?null:{width:e||void 0,height:a||void 0}}return/^0\d|^\d+\.\d+/.test(e),null}function parseAlias(e){const t={},a=e.split("|").map((e=>e.trim()));switch(a.length){case 1:const e=getDimensionsFromAliasString(a[0]);if(e)return e;t.style=a[0];break;case 2:const i=getDimensionsFromAliasString(a[0]),n=getDimensionsFromAliasString(a[1]);n?(t.alias=a[0],t.width=n.width,t.height=n.height):i?(t.width=i.width,t.height=i.height,t.style=a[1]):(t.alias=a[0],t.style=a[1]);break;case 3:const r=getDimensionsFromAliasString(a[1]);r?(t.alias=a[0],t.width=r.width,t.height=r.height,t.style=a[2]):(t.alias=a[0],t.style=a[2]);break;default:const s=getDimensionsFromAliasString(a[1]);s?(t.alias=a[0],t.width=s.width,t.height=s.height,t.style=a[a.length-1]):(t.alias=a[0],t.style=a[a.length-1])}return Object.keys(t).forEach((e=>{void 0===t[e]&&delete t[e]})),t}const processAltText=(e,t,a)=>{if(t&&!t.startsWith(e)){const i=parseAlias(t);a.fwidth=i.width??a.fwidth,a.fheight=i.height??a.fheight,i.style&&!i.style.startsWith(e)&&(a.style=[`excalidraw-svg-${i.style}`])}},isTextOnlyEmbed=e=>{const t=e.getAttribute("src");if(!t)return!0;const a=getEmbeddedFilenameParts(t);return!(a.hasArearef||a.hasGroupref||a.hasFrameref||a.hasClippedFrameref)&&(a.hasBlockref||a.hasSectionref)&&"as-image"!==a.blockref},tmpObsidianWYSIWYG=async(e,t,a,i,n)=>{const r=app$1.vault.getAbstractFileByPath(t.sourcePath);if(!(r instanceof obsidian_module.TFile))return;if(!plugin.isExcalidrawFile(r))return;if(t.frontmatter?.["excalidraw-embed-md"])return;if(t.remainingNestLevel<4)return;const s=t.containerEl;if(!plugin.settings.renderImageInMarkdownReadingMode&&i)return;if(!plugin.settings.renderImageInMarkdownToPDF&&a)return;let o=s;for(;!o.hasClass("print")&&!o.hasClass("dataview")&&!o.hasClass("cm-preview-code-block")&&!o.hasClass("cm-embed-block")&&!o.hasClass("internal-embed")&&!o.hasClass("markdown-reading-view")&&!o.hasClass("markdown-embed")&&o.parentElement;)o=o.parentElement;if(o.hasClass("dataview")||o.hasClass("cm-preview-code-block")||o.hasClass("cm-embed-block"))return;if(!plugin.settings.renderImageInHoverPreviewForMDNotes){const e=Boolean(t.frontmatter?.["excalidraw-open-md"]);if(n&&e)return}const l={fname:t.sourcePath,fheight:a?"100%":getDefaultHeight(plugin),fwidth:a?"100%":getDefaultWidth(plugin),style:["excalidraw-svg"]};l.file=r;const c=o.hasClass("markdown-embed"),d=a||i;if(!o.hasClass("internal-embed")&&(c||d)){a&&(o=s);const i=Boolean(e.querySelector(".frontmatter"));let n=!1;if(Boolean(t.frontmatter))e.empty();else{let t=e.querySelector("div>*[data-heading^='Unable to find ");if(t||(t=e.querySelector("div > *[data-heading]")),t){const e=t.getAttr("data-heading"),a=e.match(/.+(\^(?:group=|area=|frame=|clippedframe=)[A-Za-z0-9_-]{8,21})/)?.[1];a&&(l.fname=r.path+"#"+a,n=!0)}}if(!i&&!n)return void(e.parentElement===s&&s.removeChild(e));o.empty();const d=o.hasClass("canvas-node-content"),h=await createImageDiv(l,d);return c?(o.removeClass("markdown-embed"),o.removeClass("inline-embed"),o.addClass("media-embed"),o.addClass("image-embed"),!d&&h.firstChild instanceof HTMLElement&&(h.firstChild.style.maxHeight="100%",h.firstChild.style.maxWidth=null),void o.appendChild(h.firstChild)):void o.appendChild(h)}if(isTextOnlyEmbed(o))return;if(e.empty(),o.hasAttribute("ready"))return;o.setAttribute("ready",""),o.empty();const h=await processInternalEmbed(o,r);o.appendChild(h);let p=null;const u=e=>{["alt","width","height"].contains(e[0]?.attributeName)&&(p&&window.clearTimeout(p),p=window.setTimeout((async()=>{p=null,o.empty();const e=await processInternalEmbed(o,r);o.appendChild(e)}),500))};(DEBUGGING?new CustomMutationObserver(u,"markdowPostProcessorObserverFn"):new MutationObserver(u)).observe(o,{attributes:!0})},docIDs=new Set,markdownPostProcessor=async(e,t)=>{await plugin.awaitSettings();const a=Boolean(document.body.querySelectorAll("body > .print").length>0),i=e.hasClass("mod-frontmatter")||e.firstElementChild?.hasClass("frontmatter")||e.firstElementChild?.hasClass("block-language-yaml");if(a&&i){const e=app$1.vault.getAbstractFileByPath(t.sourcePath);if(e&&e instanceof obsidian_module.TFile&&plugin.isExcalidrawFile(e))return}const n=t.containerEl,r=Boolean(n&&getParentOfClass(n,"markdown-reading-view")),s=Boolean(n&&getParentOfClass(n,"hover-popover")),o=s&&Boolean(t?.frontmatter?.["excalidraw-open-md"])&&!plugin.settings.renderImageInHoverPreviewForMDNotes,l=e.querySelectorAll(".internal-embed");if(a&&plugin.settings.renderImageInMarkdownToPDF)return void await tmpObsidianWYSIWYG(e,t,a,r,s);if(!o&&0===l.length){if(i)docIDs.add(t.docId);else if(docIDs.has(t.docId)&&!e.hasChildNodes()&&docIDs.delete(t.docId),1!==e.querySelectorAll("div > *[data-heading]").length)return;return void await tmpObsidianWYSIWYG(e,t,a,r,s)}const c=Boolean(t.frontmatter?.hasOwnProperty("excalidraw-plugin"));o||r||a||!c?await processReadingMode(l,t):e.style.display="none"},hoverEvent=e=>{e.linktext?(plugin.hover.linkText=e.linktext,plugin.hover.sourcePath=e.sourcePath):plugin.hover.linkText=null},legacyExcalidrawPopoverObserverFn=async e=>{if(0===e.length)return;if(!plugin.hover.linkText)return;if(!plugin.hover.linkText.endsWith("excalidraw"))return;const t=metadataCache.getFirstLinkpathDest(plugin.hover.linkText,plugin.hover.sourcePath?plugin.hover.sourcePath:"");if(!t)return;if(!(t instanceof obsidian_module.TFile))return;if("excalidraw"!==t.extension)return;const a=getIMGFilename(t.path,"svg"),i=vault.getAbstractFileByPath(a);if(i&&i instanceof obsidian_module.TFile)return;const n=getIMGFilename(t.path,"png"),r=vault.getAbstractFileByPath(n);if(r&&r instanceof obsidian_module.TFile)return;if(!plugin.hover.linkText)return;if(1!==e.length)return;if(1!==e[0].addedNodes.length)return;if("popover hover-popover"!==e[0].addedNodes[0].className)return;const s=e[0].addedNodes[0];s.empty();const o=await getIMG({file:t,fname:t.path,fwidth:"300",fheight:null,style:["excalidraw-svg"]}),l=createDiv("",(async e=>{e.appendChild(o),e.setAttribute("src",t.path),e.onClickEvent((t=>{t.stopImmediatePropagation();const a=e.getAttribute("src");a&&plugin.openDrawing(vault.getAbstractFileByPath(a),linkClickModifierType(t))}))}));s.appendChild(l)},legacyExcalidrawPopoverObserver=DEBUGGING?new CustomMutationObserver(legacyExcalidrawPopoverObserverFn,"legacyExcalidrawPopoverObserverFn"):new MutationObserver(legacyExcalidrawPopoverObserverFn);class FieldSuggester extends obsidian_module.EditorSuggest{plugin;suggestType;latestTriggerInfo;constructor(e){super(e.app),this.plugin=e}onTrigger(e,t,a){if(this.plugin.settings.fieldSuggester){const a=t.getLine(e.line).substring(0,e.ch),i=a.match(/^excalidraw-(.*)$/)?.[1]??a.match(/(^ea|\Wea)\.([\w\.]*)$/)?.[2]??a.match(/(^utils|\Wutils)\.([\w\.]*)$/)?.[2];if(void 0!==i)return this.suggestType=a.match(/^excalidraw-(.*)$/)?"excalidraw":a.match(/(^ea|\Wea)\.([\w\.]*)$/)?"ea":"utils",this.latestTriggerInfo={end:e,start:{ch:e.ch-i.length,line:e.line},query:i},this.latestTriggerInfo}return null}getSuggestions=e=>{const t=e.query.toLowerCase();return("ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO).map((e=>e.field)).filter((e=>e.toLowerCase().includes(t)))};renderSuggestion(e,t){const a=e.replace("ea"===this.suggestType?"ea.":"utils"===this.suggestType?"utils.":"excalidraw-",""),i=("ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO).find((t=>t.field===e));t.createEl("b",{text:a}),t.createEl("br"),i.code&&t.createEl("code",{text:i.code}),i.desc&&t.createDiv("div",(e=>e.innerHTML=i.desc))}selectSuggestion(e){const{context:t}=this;if(t){const a="ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO,i=`${e}${a.find((t=>t.field===e))?.after}`;if(t.editor.replaceRange(i,this.latestTriggerInfo.start,this.latestTriggerInfo.end),this.latestTriggerInfo.start.ch===this.latestTriggerInfo.end.ch){const e=this.latestTriggerInfo.end;e.ch+=i.length,t.editor.setCursor(e)}}}}class ExcalidrawConfig{areaLimit=16777216;widthHeightLimit=32767;constructor(e){this.updateValues(e)}updateValues(e){DEVICE.isIOS||(this.areaLimit=16777216*e.settings.areaZoomLimit,this.widthHeightLimit=32767*e.settings.areaZoomLimit)}}class RankMessage extends obsidian_module.Modal{plugin;filecount;rank;color;shield;dark;constructor(e,t,a,i,n,r,s){super(e),this.plugin=t,this.filecount=a,this.rank=i,this.color=n,this.shield=r,this.dark=s}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Congratulations, glorious knight!"),this.createForm()}async onClose(){this.contentEl.empty(),this.plugin=null}async createForm(){const{title:e}=SwordColors[this.rank];this.contentEl.createDiv({cls:"excalidraw-rank"},(e=>{e.innerHTML=`<svg xmlns="http://www.w3.org/2000/svg" xml:space="preserve" style="enable-background:new 0 0 512 512" viewBox="0 0 511 512"><path fill="${this.color}" d="m389 495 36 7c6 1 11-4 10-10l-6-36a22 22 0 0 0-9-14l-61-46-29 28 45 62a22 22 0 0 0 14 9zm0 0" data-original="#97a7a7"/><path fill="#ffd3bc" d="m333 361-33 4-27 29 1 5 15 13c11 10 27 12 39 3 7-4 12-11 13-20 1-11-3-23-8-34zm0 0" data-original="#ffd3bc"/><path fill="#a5b0bc" d="m288 450-3-50-88-15-87 15-3 50 27 16 28-16v-8c0-6 4-11 10-11h51c6 0 10 5 10 11v8l28 16 27-16zm28-114a332 332 0 0 0-4-6c-14-17-32-30-55-29l16 93 60-33c-5-9-11-18-17-25zm0 0" data-original="#a5b0bc"/><path fill="${this.shield}" d="M281 371c-9-54-24-70-24-70H138s-15 16-24 70l-4 29h175l-4-29zm0 0" data-original="${this.shield}"/><path fill="${this.color}" d="M383 160a30 30 0 1 1-59 0 30 30 0 0 1 59 0zm-312 0a30 30 0 1 1-59 0 30 30 0 0 1 59 0zm0 0" data-original="#97a7a7"/><path fill="#a5b0bc" d="M44 160a153 153 0 1 1 306 0 153 153 0 0 1-306 0zm0 0" data-original="#a5b0bc"/><path fill="#748A8A" d="M107 450v13s-12 10-17 27c-2 7 4 14 11 14h49c7 1 12-5 12-11v-43zm181 0v13s12 10 17 27c2 7-4 14-11 14h-49c-7 1-12-5-12-11v-43zm0 0" data-original="#748A8A"/><path fill="#ffd3bc" d="M44 160s44 76 153 76c110 0 153-76 153-76l-17-30-136-27-127 24zm0 0" data-original="#ffd3bc"/><path fill="#ffbe9c" d="M197 103 70 127l-26 33s5 9 16 20c6-4 50-29 137-29s131 25 138 29c11-11 15-20 15-20l-17-30zm0 0" data-original="#ffbe9c"/><path fill="${this.color}" d="M271 59c-47-18-100-18-147 0-39 15-80 45-80 101 0 0 48-34 153-34s153 34 153 34c0-56-40-86-79-101zm0 0" data-original="#97a7a7"/><path fill="#ff889e" d="M274 201h-18a7 7 0 1 1 0-15h18a7 7 0 1 1 0 15zm-135 0h-18a7 7 0 1 1 0-15h18a7 7 0 1 1 0 15zm0 0" data-original="#ff889e"/><path fill="#748A8A" d="m185 387-75 13-2 47a39 39 0 0 0 2 0c31-10 57-30 75-60zm0 0" data-original="#748A8A"/><path fill="#00000060" d="M186 386c15-24 22-50 25-67a43 43 0 0 0 0-18h-73s-15 16-24 70l-4 29h67a160 160 0 0 0 9-14zm0 0" data-original="#00000060"/><path fill="#748A8A" d="M174 268c-29-4-46-12-54-17a43 43 0 0 0-45 0h-1a153 153 0 0 0 138 62 43 43 0 0 0-38-45zm0 0" data-original="#748A8A"/><path fill="${this.dark}" d="M171 293c-32-4-53-14-64-21a18 18 0 0 0-19 0c-11 7-32 17-64 21-10 1-18 11-16 21 6 31 25 90 84 109a18 18 0 0 0 11 0c58-19 77-78 83-109 2-10-5-20-15-21zm0 0" data-original="${this.dark}"/><path fill="${this.shield}" d="M97 387c-29-11-43-39-50-62 22-5 38-12 50-18 12 6 29 13 50 18-7 23-21 51-50 62zm0 0" data-original="${this.shield}"/><path fill="${this.dark}" d="m327 444 52-51a6 6 0 0 0 0-9c-9-9-24-9-33 0l-28 27c-9 9-9 24 0 33a6 6 0 0 0 9 0zm0 0" data-original="${this.dark}"/><path d="M100 88a8 8 0 0 0-7 8v18a8 8 0 1 0 15 0V96c0-4-3-8-8-8zm49-20a7 7 0 0 0-8 8v36a8 8 0 1 0 15 0V76a8 8 0 0 0-7-8zm145 20a7 7 0 0 0-7 8v18c0 4 3 8 7 8a8 8 0 0 0 8-8V96a8 8 0 0 0-8-8zm-48-20a8 8 0 0 0-8 8v36a8 8 0 1 0 15 0V76c0-4-3-8-7-8zm-49-6c-4 0-7 3-7 7v36a8 8 0 0 0 15 0V69c0-4-3-7-8-7zm68 120c4 0 8-3 8-8v-13a8 8 0 1 0-15 0v13a8 8 0 0 0 7 8zm-135 0c4 0 7-3 7-8v-13a8 8 0 1 0-15 0v13a8 8 0 0 0 8 8zm85 0a8 8 0 0 0-11 1l-7 2-6-2a7 7 0 0 0-11-1c-3 3-3 7 0 11 4 5 11 7 17 7 7 0 14-2 18-7a8 8 0 0 0 0-11zM95 394a8 8 0 0 0 5 0c32-13 47-44 55-67 1-4-2-9-6-10-18-3-34-9-48-17a7 7 0 0 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5-3 5h-49a4 4 0 0 1-4-4v-35h39a872 872 0 0 1 0 5 8 8 0 0 0 3 6s10 9 14 23zm-4-88-1-12 37-21c3 6 4 10 4 15l-20 20-5 7a26 26 0 0 1-14-6l-1-1v-2zm26 23c0-4 2-8 5-11l28-27a15 15 0 0 1 10-4c4 0 8 1 10 3l-50 49a15 15 0 0 1-3-10zm108 67a1 1 0 0 1-1 0l-36-6a14 14 0 0 1-9-6l-34-47 6-6 42 43c2 3 7 3 10 0a8 8 0 0 0 0-11l-42-43 6-5 47 35a14 14 0 0 1 5 9l6 37zm0 0" data-original="#000000"/></svg>`})),await obsidian_module.MarkdownRenderer.render(this.app,`You have ${this.filecount} Excalidraw drawings in your Vault earning you a new rank: **${this.rank}**! You've ascended to **${e}**!\n\nI've spent the past 3+ years building this plugin. If you appreciate my work, consider supporting me on [Ko-Fi](https://ko-fi.com/zsolt) or join the next [Visual Thinking Workshop](https://visual-thinking-workshop.com) cohort.`,this.contentEl,"",this.plugin),this.contentEl.createEl("p",{text:""},(e=>{e.style.textAlign="right",e.createEl("button",{text:"Close"}).onclick=()=>this.close()}))}}const 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matchesCJKRange(e,t){if(!e?.descriptors?.unicodeRange)return!1;const a=e?.descriptors?.unicodeRange.split(",").map((e=>{const[t,a]=e.replace("U+","").split("-").map((e=>parseInt(e,16)));return[t,a||t]}));return Object.entries(t).some((([e,t])=>{if(t){const t=cjkRanges[e];return a.some((e=>t.some((t=>{return i=t,(a=e)[0]<=i[1]&&a[1]>=i[0];var a,i}))))}return!1}))}async function getCJKDataURLs(e){const t=e.getCJKFontSettings();if(!(t.c||t.j||t.k))return;const a=XiaolaiFontFaces.filter((e=>matchesCJKRange(e,t))).map((e=>e.uri)),i=[],n=function*(){for(const t of a)yield promiseTry((async()=>{const a=await e.loadFontFromFile(t);a&&i.push(a)}))}.bind(this)();await new PromisePool(n,5).all();const r=[];for(const e of i){const t=new Blob([e],{type:"font/woff2"}),a=await blobToBase64(t);r.push("data:font/woff2;base64,"+a)}return r.length>0&&r}async function switchToExcalidraw(e){const t=e.workspace.getLeavesOfType(VIEW_TYPE_EXCALIDRAW_LOADING);for(const e of t)await(e.view?.switchToeExcalidraw())}class ExcalidrawLoading extends obsidian_module.FileView{plugin;constructor(e,t){super(e),this.plugin=t}onload(){super.onload(),this.displayLoadingText()}async switchToeExcalidraw(){const e=this.app.workspace.activeLeaf;await setExcalidrawView(this.leaf);const t=this.app.workspace.activeLeaf;e===this.leaf&&t!==e&&isUnwantedLeaf(t)&&this.app.workspace.activeLeaf.detach()}getViewType(){return VIEW_TYPE_EXCALIDRAW_LOADING}getDisplayText(){return"Loading Excalidraw... "+(this.file?.basename??"")}displayLoadingText(){const e=this.contentEl.createEl("div",{text:this.getDisplayText()});e.style.display="flex",e.style.alignItems="center",e.style.justifyContent="center",e.style.height="100%",e.style.fontSize="1.5em"}}class PluginFileManager{plugin;app;excalidrawFiles=new Set;get settings(){return this.plugin.settings}constructor(e){this.plugin=e,this.app=e.app}async initialize(){await this.plugin.awaitInit();const e=this.app.metadataCache;e.getCachedFiles().forEach((t=>{const a=e.getCache(t)?.frontmatter;(a&&void 0!==a[FRONTMATTER_KEYS.plugin.name]||t.match(/\.excalidraw$/))&&this.updateFileCache(this.app.vault.getAbstractFileByPath(t),a)}))}isExcalidrawFile(e){if(!e)return!1;if("excalidraw"===e.extension)return!0;const t=e?this.plugin.app.metadataCache.getFileCache(e):null;return!!t?.frontmatter&&!!t.frontmatter[FRONTMATTER_KEYS.plugin.name]}updateFileCache(e,t,a=!1){t&&void 0!==t[FRONTMATTER_KEYS.plugin.name]?this.excalidrawFiles.add(e):a||"excalidraw"!==e.extension?this.excalidrawFiles.delete(e):this.excalidrawFiles.add(e)}getExcalidrawFiles(){return this.excalidrawFiles}destroy(){this.excalidrawFiles.clear()}async createDrawing(e,t,a){const i=obsidian_module.normalizePath(t||this.settings.folder);await checkAndCreateFolder(i);const n=getNewUniqueFilepath(this.app.vault,e,i),r=await this.app.vault.create(n,a??await this.plugin.getBlankDrawing());let s=0;for(;r instanceof obsidian_module.TFile&&!this.isExcalidrawFile(r)&&s++<10;)await sleep(50);return s>10&&errorlog({file:r,error:"new drawing not recognized as an excalidraw file",fn:this.createDrawing}),r}async getBlankDrawing(){const e=getListOfTemplateFiles(this.plugin);if(e){const t=await templatePromt(e,this.app);if(t&&t instanceof obsidian_module.TFile&&("md"==t.extension&&!this.settings.compatibilityMode||"excalidraw"==t.extension&&this.settings.compatibilityMode)){const e=await this.app.vault.read(t);if(e)return this.settings.matchTheme?changeThemeOfExcalidrawMD(e):e}}if(this.settings.compatibilityMode)return this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;const t=this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;return`${FRONTMATTER}\n${getMarkdownDrawingSection(t,this.settings.compress)}`}async embedDrawing(e){const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(t&&t.file){const a=this.app.metadataCache.fileToLinktext(e,t.file.path,"excalidraw"===this.settings.embedType),i=t.editor;if("excalidraw"===this.settings.embedType)return i.replaceSelection(getLink(this.plugin,{path:a})),void i.focus();let n=this.settings.autoExportLightAndDark?getExportTheme(this.plugin,e,this.settings.exportWithTheme&&isObsidianThemeDark()?"dark":"light"):"";n=""===n?"":n+".";const r=n+this.settings.embedType.toLowerCase();let s=getIMGFilename(e.path,r);if(this.plugin.ea?.onImageExportPathHook)try{s=this.plugin.ea.onImageExportPathHook({exportFilepath:s,exportExtension:r,excalidrawFile:e,action:"export"})??s}catch(e){errorlog({where:"FileManager.embedDrawing",fn:this.plugin.ea.onImageExportPathHook,error:e})}const o=async e=>await createFileAndAwaitMetacacheUpdate(this.app,e,"SVG"===this.settings.embedType?'<svg version="1.1" xmlns="http://www.w3.org/2000/svg" width="0" height="0"></svg>':new Uint8Array([137,80,78,71,13,10,26,10,0,0,0,13,73,72,68,82,0,0,0,1,0,0,0,1,8,6,0,0,0,31,21,196,137,0,0,0,11,73,68,65,84,120,156,98,0,2,0,0,5,0,1,13,10,45,180,0,0,0,0,73,69,78,68,174,66,96,130]).buffer);let l=this.app.vault.getFileByPath(s);l||(l=await o(s));const c=this.app.metadataCache.fileToLinktext(l,t.file.path,!1),d="dark."===n?"light.":"dark.",h=""!==n&&c.endsWith(r)?c.substring(0,c.lastIndexOf(r))+d+this.settings.embedType.toLowerCase():null;h&&await o(l.path.substring(0,l.path.lastIndexOf(r))+d+this.settings.embedType.toLowerCase());const p=this.settings.embedMarkdownCommentLinks;i.replaceSelection(this.settings.embedWikiLink?`![[${c}]]\n`+(p?`%%[[${a}|🖋 Edit in Excalidraw]]${h?", and the [["+h+"|"+d.split(".")[0]+" exported image]]":""}%%`:""):`![](${encodeURI(c)})\n`+(p?`%%[🖋 Edit in Excalidraw](${encodeURI(a)})${h?", and the ["+d.split(".")[0]+" exported image]("+encodeURI(h)+")":""}%%`:"")),i.focus()}}async exportLibrary(){DEVICE.isMobile?new Prompt(this.app,"Please provide a filename","my-library","filename, leave blank to cancel action").openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidrawlib`;const t=obsidian_module.normalizePath(this.settings.folder);await checkAndCreateFolder(t);const a=getNewUniqueFilepath(this.app.vault,e,t);this.app.vault.create(a,this.settings.library),new obsidian_module.Notice(`Exported library to ${a}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.settings.library2,null,"\t")),"my-obsidian-library.excalidrawlib")}openDrawing(e,t,a=!1,i,n=!1,r){const s=()=>{let e;return"md-properties"===t&&(t="new-tab"),"popout-window"===t&&(e=this.app.workspace.openPopoutLeaf(r)),"new-tab"===t&&(e=this.app.workspace.getLeaf("tab")),e||(e=this.app.workspace.getLeaf(!1),"empty"!==e.view.getViewType()&&"new-pane"===t&&(e=getNewOrAdjacentLeaf(this.plugin,e))),e},{leaf:o,promise:l}=openLeaf({plugin:this.plugin,fnGetLeaf:()=>s(),file:e,openState:i&&""!==i?{active:a,eState:{subpath:i}}:{active:a}});l.then((()=>{const t=this.plugin.ea;if(n&&t.onFileCreateHook)try{t.onFileCreateHook({ea:t,excalidrawFile:e,view:o.view})}catch(e){console.error(e)}}))}async exportSceneToMD(e,t){if(!e)return"";const a=JSON_parse(e),i=a.elements?.filter((e=>"text"==e.type));let n,r="# Excalidraw Data\n\n## Text Elements\n";for(const t of i)n=t.id,t.id.length>8&&(n=nanoid(),e=e.replaceAll(t.id,n)),r+=`${t.originalText??t.text} ^${n}\n\n`;return r+getMarkdownDrawingSection(JSON.stringify(JSON_parse(e),null,"\t"),void 0===t?this.settings.compress:t)}async renameEventHandler(e,t){if(!(e instanceof obsidian_module.TFile))return;if(!this.isExcalidrawFile(e))return;if(this.moveBAKFile(t,e.path),!this.settings.keepInSync)return;const a=new Map;[EXPORT_TYPES,"excalidraw"].flat().forEach((i=>{let n=getIMGFilename(t,i),r=getIMGFilename(e.path,i);if(this.plugin.ea?.onImageExportPathHook)try{n=this.plugin.ea.onImageExportPathHook({exportFilepath:n,exportExtension:i,excalidrawFile:e,oldExcalidrawPath:t,action:"move"})??n,r=this.plugin.ea.onImageExportPathHook({exportFilepath:r,exportExtension:i,excalidrawFile:e,action:"export"})??r}catch(e){errorlog({where:"FileManager.renameEventHandler",fn:this.plugin.ea.onImageExportPathHook,error:e})}a.set(i,{oldImgPath:n,newImgPath:r})})),a.forEach(((e,t)=>{const a=this.app.vault.getFileByPath(obsidian_module.normalizePath(e.oldImgPath));a&&this.app.fileManager.renameFile(a,obsidian_module.normalizePath(e.newImgPath))}))}async modifyEventHandler(e){getExcalidrawViews(this.app).forEach((async t=>{if(!t.semaphores?.viewunload&&t.file&&(t.file.path===e.path||"excalidraw"===e.extension&&`${e.path.substring(0,e.path.lastIndexOf(".excalidraw"))}.md`===t.file.path)){if(t.semaphores?.preventReload)return void(t.semaphores.preventReload=!1);const a=this.app.workspace.activeLeaf.view;if(!(a!==t&&a instanceof obsidian_module.MarkdownView&&a.file===t.file||a===t&&this.plugin.isRecentSplitViewSwitch())&&t.lastSaveTimestamp+3e5<Date.now())return void t.reload(!0,t.file);if("md"===e.extension){if(t.semaphores?.embeddableIsEditingSelf)return;const a=new ExcalidrawData(this.plugin),i=await this.app.vault.read(e);await a.loadData(i,e,getTextMode(i)),t.synchronizeWithData(a),a.destroy(),t?.isDirty()&&(t.autosaveTimer&&t.autosaveFunction&&clearTimeout(t.autosaveTimer),t.autosaveFunction&&t.autosaveFunction())}else t.reload(!0,t.file)}}))}async removeBAKFromCache(e){imageCache.isReady()&&e&&await imageCache.removeBAKFromCache(e)}async moveBAKFile(e,t){if(!e||!t)return;if(!imageCache.isReady())return;const a=await imageCache.getBAKFromCache(e);a&&(await imageCache.addBAKToCache(t,`${a}`),await this.removeBAKFromCache(e))}async deleteEventHandler(e){if(!(e instanceof obsidian_module.TFile))return;const t=this.getExcalidrawFiles().has(e);if(this.updateFileCache(e,void 0,!0),!t)return;const a=getExcalidrawViews(this.app);for(const t of a)e?.path&&t?.file?.path===e.path&&await t.leaf.setViewState({type:VIEW_TYPE_EXCALIDRAW,state:{file:null}});if(this.removeBAKFromCache(e.path),this.settings.keepInSync){const t=new Map;[EXPORT_TYPES,"excalidraw"].flat().forEach((a=>{let i=getIMGFilename(e.path,a);if(this.plugin.ea?.onImageExportPathHook)try{i=this.plugin.ea.onImageExportPathHook({exportFilepath:i,exportExtension:a,excalidrawFile:e,action:"delete"})??i}catch(e){errorlog({where:"FileManager.deleteEventHandler",fn:this.plugin.ea.onImageExportPathHook,error:e})}t.set(a,i)})),window.setTimeout((()=>{t.forEach(((e,t)=>{const a=this.app.vault.getFileByPath(obsidian_module.normalizePath(e));a&&this.app.vault.delete(a)}))}),500)}}}class ObserverManager{plugin;app;themeObserver;fileExplorerObserver;modalContainerObserver;workspaceDrawerLeftObserver;workspaceDrawerRightObserver;activeViewDoc;get settings(){return this.plugin.settings}constructor(e){this.plugin=e,this.app=e.app}initialize(){try{this.settings.matchThemeTrigger&&this.addThemeObserver(),this.experimentalFileTypeDisplayToggle(this.settings.experimentalFileType),this.addModalContainerObserver()}catch(e){new obsidian_module.Notice("Error adding ObserverManager",6e3),console.error("Error adding ObserverManager",e)}this.plugin.logStartupEvent("ObserverManager added")}destroy(){this.removeThemeObserver(),this.removeModalContainerObserver(),this.workspaceDrawerLeftObserver&&this.workspaceDrawerLeftObserver.disconnect(),this.workspaceDrawerRightObserver&&this.workspaceDrawerRightObserver.disconnect(),this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.workspaceDrawerRightObserver&&this.workspaceDrawerRightObserver.disconnect(),this.workspaceDrawerLeftObserver&&this.workspaceDrawerLeftObserver.disconnect()}addThemeObserver(){if(this.themeObserver)return;const{matchThemeTrigger:e}=this.settings;if(!e)return;const t=async e=>{const{matchThemeTrigger:t}=this.settings;if(!t)return;const a=document.body.classList,i=e[0];if(i?.oldValue===a.value)return;const n=a.contains("theme-dark");i?.oldValue?.includes("theme-dark")!==n&&setTimeout((()=>{const e=isObsidianThemeDark()?"dark":"light";getExcalidrawViews(this.app).forEach((t=>{t.file&&t.excalidrawAPI&&t.setTheme(e)}))}))};this.themeObserver=DEBUGGING?new CustomMutationObserver(t,"themeObserver"):new MutationObserver(t),this.themeObserver.observe(document.body,{attributeOldValue:!0,attributeFilter:["class"]})}removeThemeObserver(){this.themeObserver&&(this.themeObserver.disconnect(),this.themeObserver=null)}experimentalFileTypeDisplayToggle(e){e?this.experimentalFileTypeDisplay():(this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.fileExplorerObserver=null)}async experimentalFileTypeDisplay(){const e=e=>{if(1!==e.childElementCount)return;const t=e.getAttribute("data-path");if(!t)return;const a=this.app.vault.getAbstractFileByPath(t);a&&a instanceof obsidian_module.TFile&&this.plugin.isExcalidrawFile(a)&&e.insertAfter(createDiv({cls:"nav-file-tag",text:this.settings.experimentalFileTag}),e.firstChild)},t=t=>{t.filter((e=>e.addedNodes.length>0)).forEach((t=>{t.addedNodes.forEach((t=>{t instanceof Element&&t.querySelectorAll(".nav-file-title").forEach(e)}))}))};this.fileExplorerObserver=DEBUGGING?new CustomMutationObserver(t,"fileExplorerObserver"):new MutationObserver(t),document.querySelectorAll(".nav-file-title").forEach(e);const a=document.querySelector(".nav-files-container");a&&this.fileExplorerObserver.observe(a,{childList:!0,subtree:!0})}addModalContainerObserver(){if(!this.plugin.activeExcalidrawView)return;if(this.modalContainerObserver){if(this.activeViewDoc===this.plugin.activeExcalidrawView.ownerDocument)return;this.removeModalContainerObserver()}const e=async e=>{const t=this.plugin.activeExcalidrawView;if(1!==e.length||"childList"!==e[0].type||1!==e[0].addedNodes.length||!t||t.semaphores?.viewunload||!t.isDirty())return;const{errorMessage:a}=t.excalidrawAPI.getAppState();a||this.plugin.activeExcalidrawView.save()};this.modalContainerObserver=DEBUGGING?new CustomMutationObserver(e,"modalContainerObserver"):new MutationObserver(e),this.activeViewDoc=this.plugin.activeExcalidrawView.ownerDocument,this.modalContainerObserver.observe(this.activeViewDoc.body,{childList:!0})}removeModalContainerObserver(){this.modalContainerObserver&&(this.modalContainerObserver.disconnect(),this.activeViewDoc=null,this.modalContainerObserver=null)}addWorkspaceDrawerObserver(){const e=document.querySelector(".workspace-drawer.mod-left"),t=document.querySelector(".workspace-drawer.mod-right");if(e||t){const a=async e=>{"display: none;"===e[0].oldValue&&this.plugin.activeExcalidrawView&&this.plugin.activeExcalidrawView?.isDirty()&&this.plugin.activeExcalidrawView.save()},i={attributeOldValue:!0,attributeFilter:["style"]};e&&(this.workspaceDrawerLeftObserver=DEBUGGING?new CustomMutationObserver(a,"slidingDrawerLeftObserver"):new MutationObserver(a),this.workspaceDrawerLeftObserver.observe(e,i)),t&&(this.workspaceDrawerRightObserver=DEBUGGING?new CustomMutationObserver(a,"slidingDrawerRightObserver"):new MutationObserver(a),this.workspaceDrawerRightObserver.observe(t,i))}}}class PackageManager{packageMap=new Map;EXCALIDRAW_PACKAGE;plugin;fallbackPackage=null;constructor(e){this.plugin=e;try{if(this.EXCALIDRAW_PACKAGE=unpackExcalidraw(),excalidrawLib=errorHandler.safeEval(`(function() {${this.EXCALIDRAW_PACKAGE};return ExcalidrawLib;})()`,"PackageManager constructor - excalidrawLib initialization",window),!excalidrawLib)throw new Error("Failed to initialize excalidrawLib");updateExcalidrawLib();const e={react:react,reactDOM:reactDOM,excalidrawLib:excalidrawLib};if(!this.validatePackage(e))throw new Error("Invalid initial package");this.setPackage(window,e),this.fallbackPackage=e}catch(e){errorHandler.handleError(e,"PackageManager constructor"),new obsidian_module.Notice("Error loading the Excalidraw package. Some features may not work correctly.",1e4),console.error("Error loading the Excalidraw package",e)}e.logStartupEvent("Excalidraw package unpacked")}validatePackage(e){if(!e)return!1;if(!e.react||!e.reactDOM||!e.excalidrawLib)return!1;const t=e.excalidrawLib;return"object"==typeof t&&null!==t&&"function"==typeof t.restore&&"function"==typeof t.exportToSvg}setPackage(e,t){this.validatePackage(t)?(this.packageMap.set(e,t),this.fallbackPackage||(this.fallbackPackage=t)):errorHandler.handleError("Attempted to set invalid package","PackageManager.setPackage")}getPackageMap(){return this.packageMap}getPackage(e){try{if(this.packageMap.has(e)){const t=this.packageMap.get(e);if(this.validatePackage(t))return t;this.packageMap.delete(e)}return errorHandler.wrapWithTryCatch((()=>{const t=errorHandler.safeEval(`(function() {\n            ${REACT_PACKAGES+this.EXCALIDRAW_PACKAGE};\n            return {react: React, reactDOM: ReactDOM, excalidrawLib: ExcalidrawLib};\n          })()`,"PackageManager.getPackage - package evaluation",e);if(!t||!this.validatePackage(t))throw new Error("Failed to create valid package");const a={react:t.react,reactDOM:t.reactDOM,excalidrawLib:t.excalidrawLib};return this.packageMap.set(e,a),a}),"PackageManager.getPackage",this.fallbackPackage)}catch(e){if(errorHandler.handleError(e,"PackageManager.getPackage"),this.fallbackPackage)return this.fallbackPackage;throw new Error("Failed to get package and no fallback available")}}deletePackage(e){try{const t=this.packageMap.get(e);if(!t)return;const{react:a,reactDOM:i,excalidrawLib:n}=t;e.ExcalidrawLib===n&&errorHandler.wrapWithTryCatch((()=>{n&&"function"==typeof n.destroyObsidianUtils&&n.destroyObsidianUtils(),delete e.ExcalidrawLib}),"PackageManager.deletePackage - cleanup ExcalidrawLib"),e.React===a&&errorHandler.wrapWithTryCatch((()=>{Object.keys(e.React||{}).forEach((t=>{delete e.React[t]})),delete e.React}),"PackageManager.deletePackage - cleanup React"),e.ReactDOM===i&&errorHandler.wrapWithTryCatch((()=>{Object.keys(e.ReactDOM||{}).forEach((t=>{delete e.ReactDOM[t]})),delete e.ReactDOM}),"PackageManager.deletePackage - cleanup ReactDOM"),this.packageMap.delete(e)}catch(e){errorHandler.handleError(e,"PackageManager.deletePackage")}}setExcalidrawPackage(e){this.EXCALIDRAW_PACKAGE=e}destroy(){try{REACT_PACKAGES="",Array.from(this.packageMap.entries()).forEach((([e,t])=>{this.deletePackage(e)})),this.packageMap.clear(),this.EXCALIDRAW_PACKAGE="",this.fallbackPackage=null,react=null,reactDOM=null,excalidrawLib=null}catch(e){errorHandler.handleError(e,"PackageManager.destroy")}}}var openDialogAction;!function(e){e[e.openFile=0]="openFile",e[e.insertLinkToDrawing=1]="insertLinkToDrawing"}(openDialogAction||(openDialogAction={}));class OpenFileDialog extends obsidian_module.FuzzySuggestModal{plugin;action;onNewPane;destroy(){this.app=null,this.plugin=null,this.action=null,this.inputEl.onkeyup=null}constructor(e,t){super(e),this.app=e,this.action=openDialogAction.openFile,this.plugin=t,this.onNewPane=!1,this.limit=20,this.setInstructions([{command:t$d("TYPE_FILENAME"),purpose:""}]),this.inputEl.onkeyup=e=>{"Enter"==e.key&&this.action==openDialogAction.openFile&&this.containerEl.innerText.includes(EMPTY_MESSAGE)&&(this.plugin.createAndOpenDrawing(`${this.plugin.settings.folder}/${this.inputEl.value}.excalidraw.md`,this.onNewPane?"new-pane":"active-pane"),this.close())}}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>this.plugin.isExcalidrawFile(e)))}getItemText(e){return e.path}onChooseItem(e){switch(this.action){case openDialogAction.openFile:this.plugin.openDrawing(e,this.onNewPane?"new-pane":"active-pane",!0);break;case openDialogAction.insertLinkToDrawing:this.plugin.embedDrawing(e)}}start(e,t){switch(this.action=e,this.onNewPane=t,e){case openDialogAction.openFile:this.emptyStateText=EMPTY_MESSAGE,this.setPlaceholder(t$d("SELECT_FILE_OR_TYPE_NEW"));break;case openDialogAction.insertLinkToDrawing:this.emptyStateText=t$d("NO_MATCH"),this.setPlaceholder(t$d("SELECT_TO_EMBED"))}this.open()}}class InsertLinkDialog extends obsidian_module.FuzzySuggestModal{plugin;addText;drawingPath;destroy(){this.app=null,this.addText=null,this.drawingPath=null}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_FILE_TO_LINK")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return this.app.metadataCache.getLinkSuggestions().filter((e=>!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path+(e.alias?`|${e.alias}`:"")}onChooseItem(e){let t=e.path;e.file&&(t=this.app.metadataCache.fileToLinktext(e.file,this.drawingPath,!0)),getLink(this.plugin,{embed:!1,path:t,alias:e.alias}),this.addText(getLink(this.plugin,{embed:!1,path:t,alias:e.alias}),t,e.alias)}renderSuggestion(e,t){const{item:a,match:i}=e||{};t.addClass("mod-complex");const n=t.createDiv("suggestion-content"),r=t.createDiv("suggestion-aux"),s=n.createDiv("suggestion-title"),o=n.createDiv("suggestion-note");if(!a)return s.setText(this.emptyStateText),void t.addClass("is-selected");const l=a.file?.path??a.path,c=l.length-(a.file?.name.length??0),d=i.matches.map((e=>createSpan("suggestion-highlight"))),h=this.getItemText(a);for(let e=c;e<h.length;e++){const t=i.matches.find((t=>t[0]===e));if(t){const a=d[i.matches.indexOf(t)];s.appendChild(a),a.appendText(h.substring(t[0],t[1])),e+=t[1]-t[0]-1}else s.appendText(h[e])}o.setText(l),a.file?this.plugin.isExcalidrawFile(a.file)?obsidian_module.setIcon(r,ICON_NAME):"md"===a.file.extension?obsidian_module.setIcon(r,"square-pen"):IMAGE_TYPES.includes(a.file.extension)?obsidian_module.setIcon(r,"image"):VIDEO_TYPES.includes(a.file.extension)?obsidian_module.setIcon(r,"monitor-play"):AUDIO_TYPES.includes(a.file.extension)?obsidian_module.setIcon(r,"file-audio"):CODE_TYPES.includes(a.file.extension)?obsidian_module.setIcon(r,"file-code"):"canvas"===a.file.extension?obsidian_module.setIcon(r,"layout-dashboard"):"pdf"===a.file.extension?obsidian_module.setIcon(r,"book-open-text"):r.setText(a.file.extension):obsidian_module.setIcon(r,"ghost")}onClose(){window.setTimeout((()=>{this.addText=null})),super.onClose()}inLink;onOpen(){super.onOpen(),this.inLink&&(this.inputEl.value=this.inLink,this.inputEl.dispatchEvent(new Event("input")))}start(e,t,a){this.addText=t,this.drawingPath=e,this.inLink=a,this.open()}}class InsertCommandDialog extends obsidian_module.FuzzySuggestModal{addText;destroy(){this.app=null,this.addText=null}constructor(e){super(e),this.app=e,this.limit=20,this.setInstructions([{command:t$d("SELECT_COMMAND"),purpose:""}]),this.setPlaceholder(t$d("SELECT_COMMAND_PLACEHOLDER")),this.emptyStateText=t$d("NO_MATCHING_COMMAND")}getItems(){return this.app.commands.listCommands()}getItemText(e){return e.name}onChooseItem(e){this.addText(`⚙️[${e.name}](cmd://${e.id})`),this.addText=null}start(e){this.addText=e,this.open()}onClose(){window.setTimeout((()=>{this.addText=null})),super.onClose()}}class InsertImageDialog extends obsidian_module.FuzzySuggestModal{plugin;view;destroy(){this.app=null,this.plugin=null,this.view=null,this.inputEl.onkeyup=null}onClose(){window.setTimeout((()=>{this.view=null})),super.onClose()}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE_WITH_OPTION_TO_SCALE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_DRAWING")),this.emptyStateText=t$d("NO_MATCH"),this.inputEl.onkeyup=e=>{"Enter"===e.key&&scaleToFullsizeModifier(e)&&this.chooser.values&&(this.onChooseItem(this.chooser.values[this.chooser.selectedItem].item,new KeyboardEvent("keypress",{shiftKey:!0,metaKey:!(DEVICE.isIOS||DEVICE.isMacOS),ctrlKey:DEVICE.isIOS||DEVICE.isMacOS})),this.close())}}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>(IMAGE_TYPES.contains(e.extension)||this.plugin.isExcalidrawFile(e))&&!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path}onChooseItem(e,t){const a=getEA(this.view);a.canvas.theme=this.view.excalidrawAPI.getAppState().theme;const i=scaleToFullsizeModifier(t);(async()=>{await a.addImage(0,0,e,!i),await a.addElementsToView(!0,!0,!0),a.destroy()})()}start(e){this.view=e,this.open()}}class ImportSVGDialog extends obsidian_module.FuzzySuggestModal{plugin;view;destroy(){this.app=null,this.plugin=null,this.view=null}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_DRAWING")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>"svg"===e.extension&&!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path}async onChooseItem(e,t){if(!e)return;const a=getEA(this.view),i=await this.app.vault.read(e);i&&""!==i&&(a.importSVG(i),a.addToGroup(a.getElements().map((e=>e.id))),await a.addElementsToView(!0,!0,!0,!0),a.destroy())}onClose(){window.setTimeout((()=>{this.view=null})),super.onClose()}start(e){this.view=e,this.open()}}class InsertMDDialog extends obsidian_module.FuzzySuggestModal{plugin;view;destroy(){this.app=null,this.plugin=null,this.view=null}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_MD")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>"md"===e.extension&&!this.plugin.isExcalidrawFile(e)))}getItemText(e){return e.path}onChooseItem(e){const t=getEA(this.view);(async()=>{await t.addImage(0,0,e),await t.addElementsToView(!0,!1,!0),t.destroy()})()}start(e){this.view=e,this.open()}onClose(){window.setTimeout((()=>{this.view=null})),super.onClose()}}class FrontmatterEditor{frontmatterStr;dataWOfrontmatter;initialized=!1;constructor(e){this.dataWOfrontmatter=e;const t=(e=e.replaceAll("\r\n","\n").replaceAll("\r","\n")).split(/^---(?:.|\n)*(?:^---\n)/gm);2===t.length&&(this.dataWOfrontmatter=t[1],this.frontmatterStr=e.match(/^---((?:.|\n)*)(?:^---\n)/gm)[0].replaceAll(/(^---\n|^\n)/gm,"").trim()+"\n",this.initialized=!0)}hasKey(e){if(!this.initialized)return!1;const t=new RegExp(`^${e}:`,"gm");return Boolean(this.frontmatterStr.match(t))}setKey(e,t){if(this.initialized)if(t=t.replaceAll("\r\n","\n").replaceAll("\r","\n").replaceAll(":",";").trim().split("\n").join(" "),this.hasKey(e)){const a=new RegExp(`^${e}:.*\\n(?:\\s\\s.*\\n)*`,"gm");this.frontmatterStr=this.frontmatterStr.split(a).join("\n").trim()+`\n${e}: ${t}`}else this.frontmatterStr=this.frontmatterStr.trim()+`\n${e}: ${t}`}get data(){return this.initialized?["---",this.frontmatterStr,"---",this.dataWOfrontmatter].join("\n"):this.dataWOfrontmatter}}const TASKBONE_URL="https://api.taskbone.com/",TASKBONE_OCR_FN="execute?id=60f394af-85f6-40bc-9613-5d26dc283cbb";class Taskbone{plugin;get apiKey(){return this.plugin.settings.taskboneAPIkey}constructor(e){this.plugin=e}destroy(){this.plugin=null}async initialize(e=!0){if(""!==this.plugin.settings.taskboneAPIkey)return;const t=await obsidian_module.requestUrl({url:`${TASKBONE_URL}users/excalidraw-obsidian/identities`,method:"post",contentType:"application/json",throw:!1});if(!t)return;const a=t.json?.apiKey;return a&&"string"==typeof a&&(e&&await this.plugin.loadSettings(),this.plugin.settings.taskboneAPIkey=a,e&&await this.plugin.saveSettings()),a}async getTextForElements(e,t){t.copyViewElementsToEAforEditing(e,!0);const a=t.getBoundingBox(e),i=a.width*a.height,n=Math.sqrt(36e4/i),r=Math.sqrt(i/16e6),s=n>1?n:r>1?1/r:1,o=new EmbeddedFilesLoader(this.plugin,!1),l=await t.createPNG(null,s,{withBackground:!0,withTheme:!0,isMask:!1},o,"light");return await this.getTextForImage(l)}async getTextForView(e,{forceReScan:t,selectedElementsOnly:a=!1,addToFrontmatter:i=!0}){await e.forceSave(!0);const n=getEA(e),r=(a?n.getViewSelectedElements():n.getViewElements()).filter((t=>"freedraw"===t.type||"image"===t.type&&!this.plugin.isExcalidrawFile(e.excalidrawData.getFile(t.fileId)?.file)));if(0===r.length)return new obsidian_module.Notice("Aborting OCR because there are no image or freedraw elements on the canvas.",4e3),void n.destroy();const s=new FrontmatterEditor(e.data);if(i&&s.hasKey("taskbone-ocr")&&!t)return new obsidian_module.Notice("The drawing has already been processed, you will find the result in the frontmatter in markdown view mode. If you ran the command from the Obsidian Panel in Excalidraw then you can CTRL(CMD)+click the command to force the rescaning.",4e3),void n.destroy();const o=await this.getTextForElements(r,n);o&&(i&&(s.setKey("taskbone-ocr",o),e.data=s.data,e.save(!1,!0,!0)),window.navigator.clipboard.writeText(o),new obsidian_module.Notice(`I placed the recognized text onto the system clipboard${i?" and to document properties":""}.`)),n.destroy()}async getTextForImage(e){const t=TASKBONE_URL+TASKBONE_OCR_FN;""===this.apiKey&&await this.initialize();const a={records:[{image:await blobToBase64(e)}]},i=await fetch(t,{method:"post",contentType:"application/json",body:JSON.stringify(a),headers:{"Content-Type":"application/json",authorization:`Bearer ${this.apiKey}`}}),n=await(i?.json());return n&&200===i.status?n.records[0].text:(new obsidian_module.Notice("Something went wrong while processing your request. Please check developer console for more information"),void log$2(i))}}const haveLinkedFilesChanged=(e,t,a,i,n)=>{if(e++>5)return!1;i.add(a);const r=n.app.metadataCache.resolvedLinks[a];if(!r)return!1;for(const s of Object.keys(r)){if(i.has(s))continue;const r=n.app.vault.getAbstractFileByPath(s);if(r&&r instanceof obsidian_module.TFile){if(console.log(a,{mtimeLinked:r.stat.mtime,mtimeSource:t,path:r.path}),r.stat.mtime>t)return!0;if(n.isExcalidrawFile(r)&&haveLinkedFilesChanged(e,t,r.path,i,n))return!0}}return!1},listOfOutOfSyncImgExports=async(e,t,a)=>{const i=e.app;if(!i.internalPlugins.plugins.publish.instance)return;const n=await i.internalPlugins.plugins.publish.instance.apiList();if(!n||!n.files)return;const r=new Set,s=n.files.filter((e=>e.path.endsWith(".svg")||e.path.endsWith(".png"))),o=s.length;return s.forEach(((n,s)=>{const l=getIMGFilename(n.path,"md"),c=i.vault.getAbstractFileByPath(n.path),d=i.vault.getAbstractFileByPath(l);if(a.innerText=`Status: ${s+1}/${o} ${c?c.name:n.path}`,d&&c&&d instanceof obsidian_module.TFile&&c instanceof obsidian_module.TFile){if(d.stat.mtime<=c.stat.mtime){if(!t)return;if(!haveLinkedFilesChanged(0,d.stat.mtime,d.path,new Set,e))return}r.add(d)}})),Array.from(r)};class PublishOutOfDateFilesDialog extends obsidian_module.Modal{plugin;constructor(e){super(e.app),this.plugin=e}async onClose(){}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Out of Date SVG Files"),this.createForm(!1)}async createForm(e){const t=this.contentEl.createEl("details");t.createEl("summary",{text:"Video about Obsidian Publish support"}),t.createEl("br"),addYouTubeThumbnail(t,"JC1E-jeiWhI");const a=this.contentEl.createEl("p",{text:"Collecting data..."}),i=this.contentEl.createEl("p",{text:"Status: "}),n=await listOfOutOfSyncImgExports(this.plugin,e,i);if(i.style.display="none",!n||0===n.length){a.innerText="No out of date files found.";const t=this.contentEl.createDiv({cls:"excalidraw-prompt-buttons-div"});return t.createEl("button",{text:"Close",cls:"excalidraw-prompt-button"}).onclick=()=>{this.close()},void(e||(t.createEl("button",{text:"Check Recursive",cls:"excalidraw-prompt-button"}).onclick=()=>{this.contentEl.empty(),this.createForm(!0)}))}const r=new Map;a.innerText="Select files to open.",n.forEach((e=>{r.set(e,!0),new obsidian_module.Setting(this.contentEl).setName(e.path).addToggle((t=>t.setValue(!0).onChange((t=>{r.set(e,t)}))))}));const s=this.contentEl.createDiv({cls:"excalidraw-prompt-buttons-div"});s.createEl("button",{text:"Close",cls:"excalidraw-prompt-button"}).onclick=()=>{this.close()},e||(s.createEl("button",{text:"Check Recursive",cls:"excalidraw-prompt-button"}).onclick=()=>{this.contentEl.empty(),this.createForm(!0)}),s.createEl("button",{text:"Open Selected",cls:"excalidraw-prompt-button"}).onclick=()=>{r.forEach(((e,t)=>{e&&this.plugin.openDrawing(t,"new-tab",!0)})),this.close()}}}const showFrameSettings=e=>{const{enabled:t,clip:a,name:i,outline:n,markerName:r,markerEnabled:s}=e.excalidrawAPI.getAppState().frameRendering,o=new FloatingModal(e.app);o.onOpen=()=>{const{contentEl:l}=o;l.createEl("h1",{text:t$d("FRAME_SETTINGS_TITLE")});const c={enabled:t,clip:a,name:i,outline:n,markerName:r,markerEnabled:s};new obsidian_module.Setting(l).setName(t$d("FRAME_SETTINGS_ENABLE")).addToggle((e=>e.setValue(c.enabled).onChange((e=>{c.enabled=e,hideComponent(d,!e),hideComponent(h,!e),hideComponent(p,!e)}))));const d=new obsidian_module.Setting(l).setName(t$d("FRAME_SETTIGNS_NAME")).addToggle((e=>e.setValue(c.name).onChange((e=>c.name=e)))),h=new obsidian_module.Setting(l).setName(t$d("FRAME_SETTINGS_OUTLINE")).addToggle((e=>e.setValue(c.outline).onChange((e=>c.outline=e)))),p=new obsidian_module.Setting(l).setName(t$d("FRAME_SETTINGS_CLIP")).addToggle((e=>e.setValue(c.clip).onChange((e=>c.clip=e))));hideComponent(d,!c.enabled),hideComponent(h,!c.enabled),hideComponent(p,!c.enabled),new obsidian_module.Setting(l).addButton((t=>t.setButtonText("OK").onClick((()=>{e.updateScene({appState:{frameRendering:c},captureUpdate:CaptureUpdateAction.NEVER}),o.close()}))))},o.open()};function hideComponent(e,t){e.settingEl.style.display=t?"none":""}class CommandManager{app;plugin;openDialog;insertLinkDialog;insertCommandDialog;insertImageDialog;importSVGDialog;insertMDDialog;taskbone;forceSaveCommand;get settings(){return this.plugin.settings}get ea(){return this.plugin.ea}isExcalidrawFile(e){return this.plugin.isExcalidrawFile(e)}constructor(e){this.app=e.app,this.plugin=e}initialize(){try{this.taskbone=new Taskbone(this.plugin),this.registerCommands()}catch(e){new obsidian_module.Notice("Error registering commands",6e3),console.error("Error registering commands",e)}this.plugin.logStartupEvent("Commands registered")}destroy(){this.openDialog.destroy(),this.openDialog=null,this.insertLinkDialog.destroy(),this.insertLinkDialog=null,this.insertCommandDialog.destroy(),this.insertCommandDialog=null,this.importSVGDialog.destroy(),this.importSVGDialog=null,this.insertImageDialog.destroy(),this.insertImageDialog=null,this.insertMDDialog.destroy(),this.insertMDDialog=null,this.taskbone&&(this.taskbone.destroy(),this.taskbone=null),this.forceSaveCommand=null}registerEvent(e){this.plugin.registerEvent(e)}addCommand(e){return this.plugin.addCommand(e)}registerCommands(){this.openDialog=new OpenFileDialog(this.app,this.plugin),this.insertLinkDialog=new InsertLinkDialog(this.plugin),this.insertCommandDialog=new InsertCommandDialog(this.app),this.insertImageDialog=new InsertImageDialog(this.plugin),this.importSVGDialog=new ImportSVGDialog(this.plugin),this.insertMDDialog=new InsertMDDialog(this.plugin);const e=(e,t)=>{let a=t.path;t instanceof obsidian_module.TFile&&(a=obsidian_module.normalizePath(t.path.substr(0,t.path.lastIndexOf(t.name)))),this.plugin.createAndOpenDrawing(getDrawingFilename(this.settings),linkClickModifierType(emulateCTRLClickForLinks(e)),a)};this.registerEvent(this.app.workspace.on("file-menu",((t,a)=>{t.addItem((t=>{t.setSection("action-primary").setTitle(t$d("CREATE_NEW")).setIcon(ICON_NAME).onClick((t=>{e(t,a)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,t)=>{t instanceof obsidian_module.TFile&&"excalidraw"==t.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_KEEP_EXT")).onClick((()=>{this.plugin.convertSingleExcalidrawToMD(t,!1,!1)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,t)=>{t instanceof obsidian_module.TFile&&"excalidraw"==t.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_REPLACE_EXT")).onClick((()=>{this.plugin.convertSingleExcalidrawToMD(t,!0,!0)}))}))}))),this.addCommand({id:"excalidraw-convert-image-from-url-to-local-file",name:t$d("CONVERT_URL_TO_FILE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;const a=t.getSingleSelectedImage();return!(!a||!a.embeddedFile?.isHyperLink)&&(!!e||void t.convertImageElWithURLToLocalFile(a))}}),this.addCommand({id:"excalidraw-unzip-file",name:t$d("UNZIP_CURRENT_FILE"),checkCallback:e=>{const t=this.app.workspace.getActiveFile();return!!t&&(!!this.isExcalidrawFile(t)&&(!this.app.workspace.getActiveViewOfType(ExcalidrawView)&&(!!e||void(async()=>{const e=(await this.app.vault.read(t)).split("\n## Drawing\n```compressed-json\n");if(2!==e.length)return;const a=e[0]+"\n## Drawing\n```json\n",i=e[1].split("\n```\n%%");if(2!==i.length)return;const n=decompress(i[0]);n?await createOrOverwriteFile(this.app,t.path,a+n+"\n```\n%%"+i[1]):new obsidian_module.Notice("The compressed string is corrupted. Unable to decompress data.")})())))}}),this.addCommand({id:"excalidraw-publish-svg-check",name:t$d("PUBLISH_SVG_CHECK"),checkCallback:e=>!!this.app.internalPlugins.plugins.publish.instance&&(!!e||void new PublishOutOfDateFilesDialog(this.plugin).open())}),this.addCommand({id:"excalidraw-embeddable-poroperties",name:t$d("EMBEDDABLE_PROPERTIES"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const a=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));return 1!==a.length?(e||new obsidian_module.Notice("Select a single embeddable element and try again"),!1):!!e||void new EmbeddableSettings(t.plugin,t,(e=>{const a=REGEX_LINK.getRes(e.link).next();if(!a||!a.value&&a.done)return null;const i=REGEX_LINK.getLink(a),{file:n}=processLinkText(i,t);return n})(a[0]),a[0]).open()}}),this.addCommand({id:"excalidraw-embeddables-relative-scale",name:t$d("EMBEDDABLE_RELATIVE_ZOOM"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const a=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));if(0===a.length)return e||new obsidian_module.Notice("Select at least one embeddable element and try again"),!1;if(e)return!0;const i=getEA(t),n=i.getExcalidrawAPI();i.copyViewElementsToEAforEditing(a);const r=1/n.getAppState().zoom.value;i.getElements().forEach((e=>{e.scale=[r,r]})),i.addElementsToView().then((()=>i.destroy()))}}),this.addCommand({id:"open-image-excalidraw-source",name:t$d("OPEN_IMAGE_SOURCE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(!t)return!1;if(t.leaf!==this.app.workspace.activeLeaf)return!1;const a=t.editor;if(!a)return!1;const i=a.getCursor(),n=a.getLine(i.line),r=extractSVGPNGFileName(n);if(!r)return!1;const s=this.app.metadataCache.getFirstLinkpathDest(r,t.file.path);if(!s)return!1;const o=getIMGFilename(s.path,"md");let l=this.app.metadataCache.getFirstLinkpathDest(o,t.file.path);if(!l&&(o.endsWith(".dark.md")&&(l=this.app.metadataCache.getFirstLinkpathDest(o.replace(/\.dark\.md$/,".md"),t.file.path)),o.endsWith(".light.md")&&(l=this.app.metadataCache.getFirstLinkpathDest(o.replace(/\.light\.md$/,".md"),t.file.path)),!l)){const e=s.basename.replace(/(?:\.dark|\.light)$/,""),t=this.app.vault.getMarkdownFiles().filter((t=>t.basename===e));if(1!==t.length)return!1;l=t[0]}if(e)return!0;this.plugin.openDrawing(l,"new-tab",!0)}}),this.addCommand({id:"excalidraw-disable-autosave",name:t$d("TEMPORARY_DISABLE_AUTOSAVE"),checkCallback:e=>!!this.settings.autosave&&(e||(this.settings.autosave=!1),!0)}),this.addCommand({id:"excalidraw-enable-autosave",name:t$d("TEMPORARY_ENABLE_AUTOSAVE"),checkCallback:e=>!this.settings.autosave&&(e||(this.settings.autosave=!0),!0)}),this.addCommand({id:"excalidraw-download-lib",name:t$d("DOWNLOAD_LIBRARY"),callback:()=>this.plugin.exportLibrary()}),this.addCommand({id:"excalidraw-open",name:t$d("OPEN_EXISTING_NEW_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!0)}}),this.addCommand({id:"excalidraw-open-on-current",name:t$d("OPEN_EXISTING_ACTIVE_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!1)}}),this.addCommand({id:"excalidraw-insert-transclusion",name:t$d("TRANSCLUDE"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(this.openDialog.start(openDialogAction.insertLinkToDrawing,!1),!0)}),this.addCommand({id:"excalidraw-insert-last-active-transclusion",name:t$d("TRANSCLUDE_MOST_RECENT"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView))&&null!==this.plugin.lastActiveExcalidrawFilePath;const t=this.app.vault.getAbstractFileByPath(this.plugin.lastActiveExcalidrawFilePath);return t instanceof obsidian_module.TFile&&(this.plugin.embedDrawing(t),!0)}}),this.addCommand({id:"excalidraw-autocreate",name:t$d("NEW_IN_NEW_PANE"),callback:()=>{this.plugin.createAndOpenDrawing(getDrawingFilename(this.settings),"new-pane")}}),this.addCommand({id:"excalidraw-autocreate-newtab",name:t$d("NEW_IN_NEW_TAB"),callback:()=>{this.plugin.createAndOpenDrawing(getDrawingFilename(this.settings),"new-tab")}}),this.addCommand({id:"excalidraw-autocreate-on-current",name:t$d("NEW_IN_ACTIVE_PANE"),callback:()=>{this.plugin.createAndOpenDrawing(getDrawingFilename(this.settings),"active-pane")}}),this.addCommand({id:"excalidraw-autocreate-popout",name:t$d("NEW_IN_POPOUT_WINDOW"),checkCallback:e=>{if(e)return!DEVICE.isMobile;this.plugin.createAndOpenDrawing(getDrawingFilename(this.settings),"popout-window")}});const t=async e=>{const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(!t)return;const a=getEmbedFilename(t.file.basename,this.settings),i=this.settings.embedUseExcalidrawFolder?null:(await getAttachmentsFolderAndFilePath(this.app,t.file.path,a)).folder,n=await this.plugin.createDrawing(a,i);await this.plugin.embedDrawing(n),this.plugin.openDrawing(n,e,!0,void 0,!0)};this.addCommand({id:"excalidraw-autocreate-and-embed",name:t$d("NEW_IN_NEW_PANE_EMBED"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("new-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-new-tab",name:t$d("NEW_IN_NEW_TAB_EMBED"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("new-tab"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-on-current",name:t$d("NEW_IN_ACTIVE_PANE_EMBED"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("active-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-popout",name:t$d("NEW_IN_POPOUT_WINDOW_EMBED"),checkCallback:e=>e?!DEVICE.isMobile&&Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("popout-window"),!0)}),this.addCommand({id:"run-ocr",name:t$d("RUN_OCR"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(t):!!t&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(t,{forceReScan:!1}),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"rerun-ocr",name:t$d("RERUN_OCR"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(t):!!t&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(t,{forceReScan:!0}),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"run-ocr-selectedelements",name:t$d("RUN_OCR_ELEMENTS"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(t):!!t&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(t,{forceReScan:!1,selectedElementsOnly:!0,addToFrontmatter:!1}),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"search-text",name:t$d("SEARCH"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(search(t),!0)}}),this.addCommand({id:"fullscreen",name:t$d("TOGGLE_FULLSCREEN"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.isFullscreen()?t.exitFullscreen():t.gotoFullscreen(),!0)}}),this.addCommand({id:"disable-binding",name:t$d("TOGGLE_DISABLEBINDING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.toggleDisableBinding(),!0)}}),this.addCommand({id:"disable-framerendering",name:t$d("TOGGLE_FRAME_RENDERING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.toggleFrameRendering(),!0)}}),this.addCommand({id:"frame-settings",name:t$d("FRAME_SETTINGS_TITLE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(showFrameSettings(t),!0)}}),this.addCommand({id:"copy-link-to-drawing",name:t$d("COPY_DRAWING_LINK"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(navigator.clipboard.writeText(`![[${t.file.path}]]`),!0)}}),this.addCommand({id:"disable-frameclipping",name:t$d("TOGGLE_FRAME_CLIPPING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.toggleFrameClipping(),!0)}}),this.addCommand({id:"export-image",name:t$d("EXPORT_IMAGE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.exportDialog||(t.exportDialog=new ExportDialog(this.plugin,t,t.file)),t.exportDialog.open(),!0)}}),this.forceSaveCommand=this.addCommand({id:"save",hotkeys:[{modifiers:["Ctrl"],key:"s"}],name:t$d("FORCE_SAVE"),checkCallback:e=>this.plugin.forceSaveActiveView(e)}),this.addCommand({id:"toggle-lock",name:t$d("TOGGLE_LOCK"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?!!t&&!t.compatibilityMode&&t.textMode===TextMode.raw:!(!t||t.compatibilityMode||(t.changeTextMode(t.textMode===TextMode.parsed?TextMode.raw:TextMode.parsed),0))}}),this.addCommand({id:"scriptengine-store",name:t$d("INSTALL_SCRIPT_BUTTON"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView)):(new ScriptInstallPrompt(this.plugin).open(),!0)}),this.addCommand({id:"delete-file",name:t$d("DELETE_FILE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(t){this.ea.reset(),this.ea.setView(t);const e=this.ea.getViewSelectedElement();if("image"!==e.type)return new obsidian_module.Notice("Please select an image or embedded markdown document",4e3),!0;const a=this.ea.getViewFileForImageElement(e);return a?(this.app.vault.delete(a),this.ea.deleteViewElements([e]),!0):(new obsidian_module.Notice("Please select an image or embedded markdown document",4e3),!0)}return!1}}),this.addCommand({id:"convert-text2MD",name:t$d("CONVERT_TO_MARKDOWN"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;const a=t.getViewSelectedElements().filter((e=>"text"===e.type));if(1!==a.length)return!1;const i=a[0],n=t.getViewElements().find((e=>e.id===i.containerId));return(!n||"arrow"!==n.type)&&(!!e||void t.convertTextElementToMarkdown(i,n))}}),this.addCommand({id:"insert-link",hotkeys:[{modifiers:["Mod","Shift"],key:"k"}],name:t$d("INSERT_LINK"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertLinkDialog.start(t.file.path,((e,a,i)=>t.addLink(e,a,i))),!0)}}),this.addCommand({id:"insert-command",name:t$d("INSERT_COMMAND"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertCommandDialog.start(((e,a,i)=>t.addText(e,a,i))),!0)}}),this.addCommand({id:"insert-link-to-element",name:t$d("INSERT_LINK_TO_ELEMENT_NORMAL"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard(""),!0)}}),this.addCommand({id:"insert-link-to-element-group",name:t$d("INSERT_LINK_TO_ELEMENT_GROUP"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("group="),!0)}}),this.addCommand({id:"insert-link-to-element-frame",name:t$d("INSERT_LINK_TO_ELEMENT_FRAME"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("frame="),!0)}}),this.addCommand({id:"insert-link-to-element-frame-clipped",name:t$d("INSERT_LINK_TO_ELEMENT_FRAME_CLIPPED"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("clippedframe="),!0)}}),this.addCommand({id:"insert-link-to-element-area",name:t$d("INSERT_LINK_TO_ELEMENT_AREA"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("area="),!0)}}),this.addCommand({id:"toggle-lefthanded-mode",name:t$d("TOGGLE_LEFTHANDED_MODE"),checkCallback:e=>{if(e){if(this.app.workspace.getActiveViewOfType(ExcalidrawView)){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView),t=e?.excalidrawAPI;return!!t&&!!t.getAppState().trayModeEnabled}return!1}return this.app.workspace.getActiveViewOfType(ExcalidrawView),(async()=>{const e=this.settings.isLeftHanded;await this.plugin.loadSettings({applyLefthandedMode:!1}),this.settings.isLeftHanded=!e,this.plugin.saveSettings(),setLeftHandedMode(!e),setTimeout((()=>setLeftHandedMode(!e)))})(),!0}}),this.addCommand({id:"flip-image",name:t$d("FLIP_IMAGE"),checkCallback:e=>{if(!DEVICE.isDesktop)return;const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const a=t.getViewSelectedElements().filter((e=>{if("image"===e.type){const a=t.excalidrawData.getFile(e.fileId);return!!a&&this.isExcalidrawFile(a.file)}return!1}));if(1!==a.length)return!1;if(e)return!0;const i=a[0];let n=t.excalidrawData.getFile(i.fileId);this.plugin.forceToOpenInMarkdownFilepath=n.file?.path;const r=t.excalidrawAPI.getAppState(),{x:s,y:o}=sceneCoordsToViewportCoords({sceneX:i.x+i.width/2,sceneY:i.y+i.height/2},r),{width:l,height:c}={width:600,height:600},{x:d,y:h}={x:Math.max(0,s-l/2+t.ownerWindow.screenX),y:Math.max(0,o-c/2+t.ownerWindow.screenY)},p=this.settings.focusOnFileTab;DEVICE.isDesktop&&(this.settings.focusOnFileTab=!1),this.plugin.openDrawing(n.file,DEVICE.isMobile?"new-tab":"popout-window",!0,void 0,!1,{x:d,y:h,width:l,height:c}),this.settings.focusOnFileTab=p}}),this.addCommand({id:"duplicate-image",name:t$d("DUPLICATE_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const a=t.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==a.length)return e||new obsidian_module.Notice("Select a single image element and try again"),!1;const i=a[0],n=t.excalidrawData.getFile(i.fileId);return!!n?.file&&(!!e||void(async()=>{const e=getEA(t),a=Boolean(i.customData?.isAnchored),r=await e.addImage(i.x+i.width/5,i.y+i.height/5,n.file,!a,a),s=e.getElement(r);s.width=i.width,s.height=i.height,i.crop&&(s.crop={...i.crop});const o=fileid();e.imagesDict[o]=e.imagesDict[s.fileId],e.imagesDict[o].id=o,delete e.imagesDict[s.fileId],s.fileId=o,await e.addElementsToView(!1,!1,!0),e.selectElementsInView([r]),e.destroy()})())}}),this.addCommand({id:"reset-image-to-100",name:t$d("RESET_IMG_TO_100"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const a=t.getViewSelectedElements().filter((e=>"image"===e.type));return 1!==a.length?(e||new obsidian_module.Notice("Select a single image element and try again"),!1):!!e||void(async()=>{const e=a[0];if(!t.excalidrawData.getFile(e.fileId))return await t.forceSave(),t.excalidrawData.getFile(e.fileId),new obsidian_module.Notice("Select a single image element and try again"),!1;const i=new ExcalidrawAutomate(this.plugin,t),n=await i.getOriginalImageSize(e);if(n){i.copyViewElementsToEAforEditing(a);const t=i.getElement(e.id);t.crop?(t.width=t.crop.width,t.height=t.crop.height):(t.width=n.width,t.height=n.height),await i.addElementsToView(!1,!1,!1)}i.destroy()})()}}),this.addCommand({id:"reset-image-ar",name:t$d("RESET_IMG_ASPECT_RATIO"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const a=t.getViewSelectedElements().filter((e=>"image"===e.type));return 1!==a.length?(e||new obsidian_module.Notice("Select a single image element and try again"),!1):!!e||void(async()=>{const e=a[0];if(!t.excalidrawData.getFile(e.fileId))return await t.forceSave(),t.excalidrawData.getFile(e.fileId),new obsidian_module.Notice("Select a single image element and try again"),!1;const i=new ExcalidrawAutomate(this.plugin,t);await i.resetImageAspectRatio(e)&&await i.addElementsToView(!1,!1,!1),i.destroy()})()}}),this.addCommand({id:"open-link-props",name:t$d("OPEN_LINK_PROPS"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const a=t.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==a.length)return e||new obsidian_module.Notice("Select a single image element and try again"),!1;if(e)return!0;const i=a[0];let n=t.excalidrawData.getFile(i.fileId),r=t.excalidrawData.getEquation(i.fileId);if(!n&&!r)return t.forceSave(),new obsidian_module.Notice("Please try again."),!1;n&&t.openEmbeddedLinkEditor(i.id),r&&t.openLaTeXEditor(i.id)}}),this.addCommand({id:"convert-card-to-file",name:t$d("CONVERT_CARD_TO_FILE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const a=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));if(1!==a.length)return e||new obsidian_module.Notice("Select a single back-of-the-note card and try again"),!1;const i=t.getEmbeddableLeafElementById(a[0].id),n=i?.node?.child;return n&&n.file===t.file?!!e||void t.moveBackOfTheNoteCardToFile():(e||new obsidian_module.Notice("The selected embeddable is not a back-of-the-note card."),!1)}}),this.addCommand({id:"insert-active-pdfpage",name:t$d("INSERT_ACTIVE_PDF_PAGE_AS_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;const a=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));if(1!==a.length)return e||new obsidian_module.Notice("Select a single PDF embeddable and try again"),!1;if("pdf"!==t.getEmbeddableLeafElementById(a[0].id)?.leaf?.view?.getViewType())return!1;const i=getActivePDFPageNumberFromPDFView(t.getEmbeddableLeafElementById(a[0].id)?.leaf?.view);if(!i)return!1;if(e)return!0;const n=a[0],r=new ExcalidrawAutomate(this.plugin,t),s=t.getEmbeddableLeafElementById(n.id)?.leaf?.view,o=s&&s instanceof obsidian_module.FileView?s.file:void 0;(async()=>{const e=await r.addImage(n.x+n.width+10,n.y,`${o?.path}#page=${i}`,!1,!1),t=r.getElement(e),a=t.width/t.height;a>1?(t.width=n.width,t.height=n.width/a):(t.height=n.height,t.width=n.height*a),r.addElementsToView(!1,!0,!0)})()}}),this.addCommand({id:"crop-image",name:t$d("CROP_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView),a=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView),i=this.app.workspace.activeLeaf?.view,n=i&&"canvas"===i.getViewType();if(!t&&!a&&!n)return!1;if(t){if(!t.excalidrawAPI)return!1;const a=t.getViewSelectedElements().filter((e=>"embeddable"===e.type)),i=t.getViewSelectedElements().filter((e=>"image"===e.type)),n=0===i.length&&1===a.length&&"pdf"===t.getEmbeddableLeafElementById(a[0].id)?.node?.child?.file?.extension,r=1===i.length&&0===a.length;if(!n&&!r)return e||new obsidian_module.Notice("Select a single image element or single PDF embeddable and try again"),!1;const s=n?getActivePDFPageNumberFromPDFView(t.getEmbeddableLeafElementById(a[0].id)?.node?.child):void 0;if(n&&!s)return!1;if(e)return!0;if(n){const e=a[0],i=new ExcalidrawAutomate(this.plugin,t),n=t.getEmbeddableLeafElementById(e.id)?.node?.child,r=n?.file;return void carveOutPDF(i,e,`${r?.path}#page=${s}`,r)}const o=i[0];(async()=>{let e=t.excalidrawData.getFile(o.fileId);if(!e&&(await t.save(),await sleep$1(500),e=t.excalidrawData.getFile(o.fileId),!e))return new obsidian_module.Notice("Select a single image element and try again"),!1;const a=new ExcalidrawAutomate(this.plugin,t);carveOutImage(a,o)})()}const r=async(e,t,a,i,n,r)=>{const s=getEA(),o=await s.addImage(0,0,e?e&&"pdf"===a.extension&&r?`${a.path}#${r}`:a:i,!1,!1);if(!o)return void new obsidian_module.Notice(`Can't load image\n\n${i}`);let l="",c="";if(e)l=a.basename,c=r?`[[${a.path}#${r}]]`:`[[${a.path}]]`;else{c=i;const e=i.match(/^.*\/([^?]*)\??.*$/)?.[1];l=e.substring(0,e.lastIndexOf("."))}const{folderpath:d,filename:h}=await getCropFileNameAndFolder(this.plugin,t.path,l),p=await createImageCropperFile(s,o,c,d,h);s.destroy(),p&&n(this.app.metadataCache.fileToLinktext(p,t.path,!0),p)};if(n){const t=[];if(i.canvas.nodes.forEach((e=>{e.nodeEl.hasClass("is-focused")&&t.push(e)})),1!==t.length)return!1;const a=t[0];let n="",s=!1;a.file&&(n=a.file.extension,s=this.isExcalidrawFile(a.file)),a.url&&(n=getURLImageExtension(a.url));const o="pdf"===n?getActivePDFPageNumberFromPDFView(a?.child):void 0;if(!o&&!IMAGE_TYPES.contains(n)&&!s)return!1;if(e)return!0;const l=(e,t)=>{a.file&&("pdf"===a.file.extension?a.canvas.createFileNode({pos:{x:a.x+a.width+10,y:a.y},file:t}):a.setFile(t)),a.url&&a.canvas.createFileNode({pos:{x:a.x+20,y:a.y+20},file:t})};r(Boolean(a.file),i.file,a.file,a.url,l,o?`page=${o}`:void 0)}if(a){const t=a.editor,i=t.getCursor(),n=t.getLine(i.line),s=REGEX_LINK.getResList(n);if(0===s.length)return!1;let o=REGEX_LINK.getLink(s[0]);const l=REGEX_LINK.isWikiLink(s[0]);let c=REGEX_LINK.getAliasOrLink(s[0]);c===o&&(c=null),o=decodeURI(o);const d=o.split("#"),h=2===d.length,p=this.app.metadataCache.getFirstLinkpathDest(h?d[0]:o,a.file.path),u=p&&p instanceof obsidian_module.TFile,m=!!u&&this.isExcalidrawFile(p);let g=u?p.path:"",f=u?p.extension:"";if(o.match(/^https?|file/)&&(g=o,f=getURLImageExtension(o)),""===g)return!1;if("pdf"!==f&&!IMAGE_TYPES.contains(f)&&!m)return!1;if(e)return!0;const b=d[1],U=e=>{const a=n.split(s[0].value[0]),r=u&&b?"\n"+getLink(this.plugin,{embed:!1,alias:c??`${p.basename}, ${b.replace("="," ")}`,path:`${p.path}#${b}`},l):"";t.setLine(i.line,a[0]+getLink(this.plugin,{embed:!0,path:e,alias:c},l)+r+a[1])};r(u,a.file,p,g,U,b)}}}),this.addCommand({id:"annotate-image",name:t$d("ANNOTATE_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView),a=this.app.workspace.activeLeaf?.view,i=a&&"canvas"===a.getViewType();if(!t&&!i)return!1;const n=async(e,t,a,i,n,r)=>{const s=getEA(),o=await s.addImage(0,0,e?e&&"pdf"===a.extension&&r?`${a.path}#${r}`:a:i,!1,!1);if(!o)return new obsidian_module.Notice(`Can't load image\n\n${i}`),void s.destroy();const l=s.getElement(o);l.locked=!0;const c=this.settings.annotatePreserveSize?await getImageSize(s.imagesDict[l.fileId].dataURL):null;let d,h="";if(e)h=a.basename,a.path;else{const e=i.match(/^.*\/([^?]*)\??.*$/)?.[1];h=e.substring(0,e.lastIndexOf("."))}const p=getListOfTemplateFiles(this.plugin);p&&(d=await templatePromt(p,this.app));const{folderpath:u,filename:m}=await getAnnotationFileNameAndFolder(this.plugin,t.path,h),g=await s.create({templatePath:d?.path,filename:m,foldername:u,onNewPane:!0,frontmatterKeys:{...this.settings.matchTheme?{"excalidraw-export-dark":isObsidianThemeDark()}:{},..."pdf"===a.extension?{cssclasses:"excalidraw-cropped-pdfpage"}:{}}});s.destroy();let f=this.app.vault.getAbstractFileByPath(g),b=0;for(;(!f||!this.isExcalidrawFile(f))&&b<50;)await sleep$1(100),f=this.app.vault.getAbstractFileByPath(g),b++;f&&f instanceof obsidian_module.TFile?f&&n(this.app.metadataCache.fileToLinktext(f,t.path,!0),f,c?`${c.width}`:null):new obsidian_module.Notice("File not found. NewExcalidraw Drawing is taking too long to create. Please try again.")};if(i){const t=[];if(a.canvas.nodes.forEach((e=>{e.nodeEl.hasClass("is-focused")&&t.push(e)})),1!==t.length)return!1;const i=t[0];let r="",s=!1;i.file&&(r=i.file.extension,s=this.isExcalidrawFile(i.file)),i.url&&(r=getURLImageExtension(i.url));const o="pdf"===r?getActivePDFPageNumberFromPDFView(i?.child):void 0;if(!o&&!IMAGE_TYPES.contains(r)&&!s)return!1;if(e)return!0;const l=(e,t)=>{i.file&&("pdf"===i.file.extension?i.canvas.createFileNode({pos:{x:i.x+i.width+10,y:i.y},file:t}):i.setFile(t)),i.url&&i.canvas.createFileNode({pos:{x:i.x+20,y:i.y+20},file:t})};n(Boolean(i.file),a.file,i.file,i.url,l,o?`page=${o}`:void 0)}if(t){const a=t.editor,i=a.getCursor(),r=a.getLine(i.line),s=REGEX_LINK.getResList(r);if(0===s.length)return!1;let o=REGEX_LINK.getLink(s[0]);const l=REGEX_LINK.isWikiLink(s[0]);let c=REGEX_LINK.getAliasOrLink(s[0]);c===o&&(c=null),o=decodeURI(o);const d=o.split("#"),h=2===d.length,p=this.app.metadataCache.getFirstLinkpathDest(h?d[0]:o,t.file.path),u=p&&p instanceof obsidian_module.TFile,m=!!u&&this.isExcalidrawFile(p);let g=u?p.path:"",f=u?p.extension:"";if(o.match(/^https?|file/)&&(g=o,f=getURLImageExtension(o)),""===g)return!1;if("pdf"!==f&&!IMAGE_TYPES.contains(f)&&!m)return!1;if(e)return!0;const b=d[1],U=(e,t,n)=>{const o=r.split(s[0].value[0]),d=u&&b?"\n"+getLink(this.plugin,{embed:!1,alias:getAliasWithSize(c??`${p.basename}, ${b.replace("="," ")}`,n),path:`${p.path}#${b}`},l):"";a.setLine(i.line,o[0]+getLink(this.plugin,{embed:!0,path:e,alias:getAliasWithSize(c,n)},l)+d+o[1])};n(u,t.file,p,g,U,b)}}}),this.addCommand({id:"insert-image",name:t$d("INSERT_IMAGE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertImageDialog.start(t),!0)}}),this.addCommand({id:"import-svg",name:t$d("IMPORT_SVG"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.importSVGDialog.start(t),!0)}}),this.addCommand({id:"release-notes",name:t$d("READ_RELEASE_NOTES"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView)):(new ReleaseNotes(this.app,this.plugin,PLUGIN_VERSION).open(),!0)}),this.addCommand({id:"tray-mode",name:t$d("TRAY_MODE"),checkCallback:e=>{if(e){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!e||!e.excalidrawAPI)return!1;const t=e.excalidrawAPI.getAppState();return!t.zenModeEnabled&&!t.viewModeEnabled}const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!(!t||!t.excalidrawAPI||(t.toggleTrayMode(),0))}}),this.addCommand({id:"insert-md",name:t$d("INSERT_MD"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertMDDialog.start(t),!0)}}),this.addCommand({id:"insert-pdf",name:t$d("INSERT_PDF"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(new InsertPDFModal(this.plugin,t).open(),!0)}}),this.addCommand({id:"insert-pdf",name:t$d("INSERT_LAST_ACTIVE_PDF_PAGE_AS_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!Boolean(t))return!1;const a=this.plugin.getLastActivePDFPageLink(t.file);return!!a&&(!!e||void(async()=>{const e=getEA(t),i=await insertImageToView(e,t.currentPosition,a,void 0,void 0,!0);e.selectElementsInView([i]),e.destroy()})())}}),this.addCommand({id:"universal-add-file",name:t$d("UNIVERSAL_ADD_FILE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(new UniversalInsertFileModal(this.plugin,t).open(),!0)}}),this.addCommand({id:"universal-card",name:t$d("INSERT_CARD"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.insertBackOfTheNoteCard(),!0)}}),this.addCommand({id:"insert-LaTeX-symbol",name:t$d("INSERT_LATEX"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(insertLaTeXToView(t),!0)}}),this.addCommand({id:"toggle-excalidraw-view",name:t$d("TOGGLE_MODE"),checkCallback:e=>{const t=this.app.workspace.getActiveFile();if(!t)return!1;const a=this.isExcalidrawFile(t);if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView))?!this.app.workspace.getActiveViewOfType(ExcalidrawView).compatibilityMode:a;const i=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(i)return void i.openAsMarkdown();const n=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);n&&a&&(async()=>{await n.save();const e=n.leaf;this.plugin.excalidrawFileModes[e.id||t.path]=VIEW_TYPE_EXCALIDRAW,setExcalidrawView(e)})()}}),this.addCommand({id:"convert-to-excalidraw",name:t$d("CONVERT_NOTE_TO_EXCALIDRAW"),checkCallback:e=>{const t=this.app.workspace.getActiveFile(),a=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);return!(!t||!a)&&!this.isExcalidrawFile(t)&&(!!e||void(async()=>{await a.save();const e=mergeMarkdownFiles(await this.plugin.getBlankDrawing(),await this.app.vault.read(t));await createOrOverwriteFile(this.app,t.path,e),setExcalidrawView(a.leaf)})())}}),this.addCommand({id:"convert-excalidraw",name:t$d("CONVERT_EXCALIDRAW"),checkCallback:e=>{if(e){const e=this.app.vault.getFiles().filter((e=>"excalidraw"==e.extension));return e.length>0}return this.plugin.convertExcalidrawToMD(),!0}})}}class EventManager{plugin;app;leafChangeTimeout=null;removeEventLisnters=[];previouslyActiveLeaf;splitViewLeafSwitchTimestamp=0;debunceActiveLeafChangeHandlerTimer=null;get settings(){return this.plugin.settings}get ea(){return this.plugin.ea}get activeExcalidrawView(){return this.plugin.activeExcalidrawView}set activeExcalidrawView(e){this.plugin.activeExcalidrawView=e}registerEvent(e){this.plugin.registerEvent(e)}constructor(e){this.plugin=e,this.app=e.app}destroy(){this.leafChangeTimeout&&(window.clearTimeout(this.leafChangeTimeout),this.leafChangeTimeout=null),this.removeEventLisnters.forEach((e=>e())),this.removeEventLisnters=[]}async initialize(){try{await this.registerEvents()}catch(e){console.error("Error registering event listeners",e)}this.plugin.logStartupEvent("Event listeners registered")}isRecentSplitViewSwitch(){return Date.now()-this.splitViewLeafSwitchTimestamp<3e3}async registerEvents(){await this.plugin.awaitInit(),this.registerEvent(this.app.workspace.on("editor-paste",this.onPasteHandler.bind(this))),this.registerEvent(this.app.vault.on("rename",this.onRenameHandler.bind(this))),this.registerEvent(this.app.vault.on("modify",this.onModifyHandler.bind(this))),this.registerEvent(this.app.vault.on("delete",this.onDeleteHandler.bind(this))),this.registerEvent(this.plugin.app.workspace.on("active-leaf-change",this.onActiveLeafChangeHandler.bind(this))),this.registerEvent(this.app.workspace.on("layout-change",this.onLayoutChangeHandler.bind(this)));const e=this.onClickSaveActiveDrawing.bind(this);this.app.workspace.containerEl.addEventListener("click",e),this.removeEventLisnters.push((()=>{this.app.workspace.containerEl.removeEventListener("click",e)})),this.registerEvent(this.app.workspace.on("file-menu",this.onFileMenuSaveActiveDrawing.bind(this)));const t=this.app.metadataCache;this.registerEvent(t.on("changed",((e,t,a)=>this.plugin.updateFileCache(e,a?.frontmatter)))),this.registerEvent(this.app.workspace.on("file-menu",this.onFileMenuHandler.bind(this))),this.plugin.registerEvent(this.plugin.app.workspace.on("editor-menu",this.onEditorMenuHandler.bind(this)))}setDebounceActiveLeafChangeHandler(){this.debunceActiveLeafChangeHandlerTimer&&window.clearTimeout(this.debunceActiveLeafChangeHandlerTimer),this.debunceActiveLeafChangeHandlerTimer=window.setTimeout((()=>{this.debunceActiveLeafChangeHandlerTimer=null}),50)}onLayoutChangeHandler(){getExcalidrawViews(this.app).forEach((e=>e.refresh()))}onPasteHandler(e,t,a){if(e.defaultPrevented)return;const i=e.clipboardData.getData("text/plain");if(i&&i.startsWith('{"type":"excalidraw/clipboard"')){e.preventDefault();try{const e=JSON.parse(i),n=1===e.elements.filter((e=>"text"===e.type)).length;if(!n&&1!==e.elements?.length)return;const r=n?e.elements.filter((e=>"text"===e.type))[0]:e.elements[0];if("image"===r.type){const e=this.plugin.filesMaster.get(r.fileId);if(e&&e.path){let i=e.path;const n=a.file,r=this.app.vault.getAbstractFileByPath(i);n&&r&&r instanceof obsidian_module.TFile&&(i=this.app.metadataCache.fileToLinktext(r,n.path)),editorInsertText(t,getLink(this.plugin,{path:i}))}return}if("text"===r.type)return void editorInsertText(t,r.rawText);if(r.link)return void editorInsertText(t,`${r.link}`)}catch(e){}}}onRenameHandler(e,t){this.plugin.renameEventHandler(e,t)}onModifyHandler(e){this.plugin.modifyEventHandler(e)}onDeleteHandler(e){this.plugin.deleteEventHandler(e)}async onActiveLeafChangeHandler(e){if(this.debunceActiveLeafChangeHandlerTimer)return;if(this.app.workspace.activeLeaf===e&&isUnwantedLeaf(e))return void e.detach();e.view&&"pdf"===e.view.getViewType()&&(this.plugin.lastPDFLeafID=e.id),this.leafChangeTimeout&&window.clearTimeout(this.leafChangeTimeout),this.leafChangeTimeout=window.setTimeout((()=>{this.leafChangeTimeout=null}),1e3),this.settings.overrideObsidianFontSize&&e.view&&e.view.getViewType()===VIEW_TYPE_EXCALIDRAW&&(document.documentElement.style.fontSize="");const t=this.activeExcalidrawView,a=e.view instanceof ExcalidrawView?e.view:null;this.activeExcalidrawView=a;const i=this.previouslyActiveLeaf?.view?.file,n=(e?.view).file;if(n&&i===n&&this.previouslyActiveLeaf.view instanceof obsidian_module.MarkdownView&&e.view instanceof ExcalidrawView&&(this.splitViewLeafSwitchTimestamp=Date.now()),this.previouslyActiveLeaf=e,a?(this.plugin.addModalContainerObserver(),this.plugin.lastActiveExcalidrawFilePath=a.file?.path):this.plugin.removeModalContainerObserver(),DEVICE.isMobile&&a&&!t){const e=document.querySelector("body>.app-container>.mobile-navbar");e&&e instanceof HTMLDivElement&&(e.style.position="relative")}if(DEVICE.isMobile&&!a&&t){const e=document.querySelector("body>.app-container>.mobile-navbar");e&&e instanceof HTMLDivElement&&(e.style.position="")}if(t&&t!==a&&(t.leaf!==e&&t?.isDirty()&&!t.semaphores?.viewunload&&await t.save(!0),t.file&&this.plugin.triggerEmbedUpdates(t.file.path)),a&&(!t||t.leaf!==e)){const e=a.file;a.file&&setTimeout((()=>{a&&a._loaded&&a.file?.path===e?.path&&(a.activeLoader||a.loadSceneFiles())}),2e3)}a&&a._loaded&&a.isLoaded&&a.excalidrawAPI&&this.ea.onCanvasColorChangeHook&&this.ea.onCanvasColorChangeHook(this.ea,a,a.excalidrawAPI.getAppState().viewBackgroundColor),this.plugin.popScope&&(this.plugin.popScope(),this.plugin.popScope=null),a&&this.plugin.registerHotkeyOverrides()}onClickSaveActiveDrawing(e){this.activeExcalidrawView&&this.activeExcalidrawView?.isDirty()&&(!e.target||"excalidraw__canvas"!==e.target.className&&!getParentOfClass(e.target,"excalidraw-wrapper"))&&this.activeExcalidrawView.save()}onFileMenuSaveActiveDrawing(){this.activeExcalidrawView&&this.activeExcalidrawView?.isDirty()&&this.activeExcalidrawView.save()}onFileMenuHandler(e,t,a,i){if(!i)return;const n=i.view;if(!(n&&n instanceof obsidian_module.MarkdownView))return;if(!(t instanceof obsidian_module.TFile))return;const r=this.app.metadataCache.getFileCache(t);r?.frontmatter&&r.frontmatter[FRONTMATTER_KEYS.plugin.name]&&(e.addItem((e=>{e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("pane").onClick((async()=>{await n.save(),this.plugin.excalidrawFileModes[i.id||t.path]=VIEW_TYPE_EXCALIDRAW,setExcalidrawView(i)}))})),e.items.unshift(e.items.pop()))}onEditorMenuHandler(e,t,a){if(!(a&&a instanceof obsidian_module.MarkdownView))return;const i=a.file,n=a.leaf;if(!a.file)return;const r=this.app.metadataCache.getFileCache(i);r?.frontmatter&&r.frontmatter[FRONTMATTER_KEYS.plugin.name]&&e.addItem((e=>e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("excalidraw").onClick((async()=>{await a.save(),this.plugin.excalidrawFileModes[n.id||i.path]=VIEW_TYPE_EXCALIDRAW,setExcalidrawView(n)}))))}}class ExcalidrawPlugin extends obsidian_module.Plugin{fileManager;observerManager;packageManager;commandManager;eventManager;eaInstances=new WeakArray;fourthFontLoaded=!1;excalidrawConfig;excalidrawFileModes={};settings;activeExcalidrawView=null;lastActiveExcalidrawFilePath=null;hover={linkText:null,sourcePath:null};legacyExcalidrawPopoverObserver;fileExplorerObserver;opencount=0;ea;filesMaster=null;equationsMaster=null;mermaidsMaster=null;scriptEngine;stylesManager;editorHandler;forceToOpenInMarkdownFilepath=null;loadTimestamp;isLocalCJKFontAvailabe=void 0;isReady=!1;startupAnalytics=[];lastLogTimestamp;settingsReady=!1;wasPenModeActivePreviously=!1;popScope=null;lastPDFLeafID=null;constructor(e,t){super(e,t),this.loadTimestamp=INITIAL_TIMESTAMP,this.lastLogTimestamp=this.loadTimestamp,this.filesMaster=new Map,this.equationsMaster=new Map,this.mermaidsMaster=new Map,this.fileManager=new PluginFileManager(this),setExcalidrawPlugin(this)}logStartupEvent(e){const t=Date.now();this.startupAnalytics.push(`${e}\nTotal: ${t-this.loadTimestamp}ms Delta: ${t-this.lastLogTimestamp}ms\n`),this.lastLogTimestamp=t}printStarupBreakdown(){console.log(`Excalidraw ${PLUGIN_VERSION} startup breakdown:\n`+this.startupAnalytics.join("\n"))}get locale(){return LOCALE}get window(){return window}get document(){return document}async getMermaid(){return await loadMermaid()}isPenMode(){return this.wasPenModeActivePreviously||"always"===this.settings.defaultPenMode||"mobile"===this.settings.defaultPenMode&&DEVICE.isMobile}getCJKFontSettings(){const e=this.settings.fontAssetsPath;return void 0===this.isLocalCJKFontAvailabe&&(this.isLocalCJKFontAvailabe=this.app.vault.getFiles().some((t=>t.path.startsWith(e)))),this.isLocalCJKFontAvailabe?{c:this.settings.loadChineseFonts,j:this.settings.loadJapaneseFonts,k:this.settings.loadKoreanFonts}:{c:!1,j:!1,k:!1}}async loadFontFromFile(e){const t=this.settings.fontAssetsPath;if(!this.isLocalCJKFontAvailabe)return;const a=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(t+"/"+e));return a&&a instanceof obsidian_module.TFile?await this.app.vault.readBinary(a):void 0}async onload(){this.logStartupEvent("Plugin Constructor ready, starting onload()"),this.registerView(VIEW_TYPE_EXCALIDRAW,(e=>this.isReady?new ExcalidrawView(e,this):new ExcalidrawLoading(e,this))),this.registerExtensions(["excalidraw"],VIEW_TYPE_EXCALIDRAW),obsidian_module.addIcon(ICON_NAME,EXCALIDRAW_ICON),obsidian_module.addIcon(SCRIPTENGINE_ICON_NAME,SCRIPTENGINE_ICON),obsidian_module.addIcon(EXPORT_IMG_ICON_NAME,EXPORT_IMG_ICON),this.addRibbonIcon(ICON_NAME,t$d("CREATE_NEW"),this.actionRibbonClick.bind(this));try{this.loadSettings({reEnableAutosave:!0}).then(this.onloadCheckForOnceOffSettingsUpdates.bind(this))}catch(e){new obsidian_module.Notice("Error loading plugin settings",6e3),console.error("Error loading plugin settings",e)}this.logStartupEvent("Settings loaded");try{this.ea=initExcalidrawAutomate(this)}catch(e){new obsidian_module.Notice("Error initializing Excalidraw Automate",6e3),console.error("Error initializing Excalidraw Automate",e)}this.logStartupEvent("Excalidraw Automate initialized");try{this.addMarkdownPostProcessor()}catch(e){new obsidian_module.Notice("Error adding markdown post processor",6e3),console.error("Error adding markdown post processor",e)}this.logStartupEvent("Markdown post processor added"),this.app.workspace.onLayoutReady(this.onloadOnLayoutReady.bind(this)),this.logStartupEvent("Workspace ready event handler added")}async onloadCheckForOnceOffSettingsUpdates(){const e=!this.settings.onceOffCompressFlagReset||!this.settings.onceOffGPTVersionReset;this.settings.onceOffCompressFlagReset||(this.settings.compress=!0,this.settings.onceOffCompressFlagReset=!0),this.settings.onceOffGPTVersionReset||(this.settings.onceOffGPTVersionReset=!0,"gpt-4-vision-preview"===this.settings.openAIDefaultVisionModel&&(this.settings.openAIDefaultVisionModel="gpt-4o")),e&&await this.saveSettings(),this.addSettingTab(new ExcalidrawSettingTab(this.app,this)),this.settingsReady=!0}async onloadOnLayoutReady(){this.loadTimestamp=Date.now(),this.lastLogTimestamp=this.loadTimestamp,this.logStartupEvent("\n----------------------------------\nWorkspace onLayoutReady event fired (these actions are outside the plugin initialization)"),await this.awaitSettings(),this.logStartupEvent("Settings awaited"),this.settings.overrideObsidianFontSize||setRootElementSize(),this.packageManager=new PackageManager(this),this.eventManager=new EventManager(this),this.observerManager=new ObserverManager(this),this.commandManager=new CommandManager(this);try{initCompressionWorker()}catch(e){new obsidian_module.Notice("Error initializing compression worker",6e3),console.error("Error initializing compression worker",e)}this.logStartupEvent("Compression worker initialized");try{this.excalidrawConfig=new ExcalidrawConfig(this)}catch(e){new obsidian_module.Notice("Error initializing Excalidraw config",6e3),console.error("Error initializing Excalidraw config",e)}this.logStartupEvent("Excalidraw config initialized"),this.observerManager.initialize();try{this.registerMonkeyPatches()}catch(e){new obsidian_module.Notice("Error registering monkey patches",6e3),console.error("Error registering monkey patches",e)}this.logStartupEvent("Monkey patches registered");try{this.stylesManager=new StylesManager(this)}catch(e){new obsidian_module.Notice("Error initializing styles manager",6e3),console.error("Error initializing styles manager",e)}this.logStartupEvent("Styles manager initialized");try{this.scriptEngine=new ScriptEngine(this)}catch(e){new obsidian_module.Notice("Error initializing script engine",6e3),console.error("Error initializing script engine",e)}this.logStartupEvent("Script engine initialized");try{await this.initializeFonts()}catch(e){new obsidian_module.Notice("Error initializing fonts",6e3),console.error("Error initializing fonts",e)}this.logStartupEvent("Fonts initialized");try{imageCache.initializeDB(this)}catch(e){new obsidian_module.Notice("Error initializing image cache",6e3),console.error("Error initializing image cache",e)}this.logStartupEvent("Image cache initialized");try{this.isReady=!0,await switchToExcalidraw(this.app),this.switchToExcalidarwAfterLoad()}catch(e){new obsidian_module.Notice("Error switching views to Excalidraw",6e3),console.error("Error switching views to Excalidraw",e)}this.logStartupEvent("Switched to Excalidraw views");try{if(this.settings.showReleaseNotes){const e="0.0.0"===this.settings.previousRelease||!this.settings.previousRelease;isVersionNewerThanOther(PLUGIN_VERSION,this.settings.previousRelease??"0.0.0")&&new ReleaseNotes(this.app,this,e?null:PLUGIN_VERSION).open()}}catch(e){new obsidian_module.Notice("Error opening release notes",6e3),console.error("Error opening release notes",e)}this.logStartupEvent("Release notes opened"),this.fileManager.initialize(),this.eventManager.initialize();try{this.runStartupScript()}catch(e){new obsidian_module.Notice("Error running startup script",6e3),console.error("Error running startup script",e)}this.logStartupEvent("Startup script run");try{this.editorHandler=new EditorHandler(this),this.editorHandler.setup()}catch(e){new obsidian_module.Notice("Error setting up editor handler",6e3),console.error("Error setting up editor handler",e)}this.logStartupEvent("Editor handler initialized");try{this.registerInstallCodeblockProcessor()}catch(e){new obsidian_module.Notice("Error registering script install-codeblock processor",6e3),console.error("Error registering script install-codeblock processor",e)}this.logStartupEvent("Script install-codeblock processor registered"),this.commandManager.initialize();try{this.registerEditorSuggest(new FieldSuggester(this))}catch(e){new obsidian_module.Notice("Error registering editor suggester",6e3),console.error("Error registering editor suggester",e)}this.logStartupEvent("Editor suggester registered");try{this.setPropertyTypes()}catch(e){new obsidian_module.Notice("Error setting up property types",6e3),console.error("Error setting up property types",e)}this.logStartupEvent("Property types set")}async awaitSettings(){for(;!this.settingsReady;)await sleep$1(20)}async awaitInit(){for(;!this.isReady;)await sleep$1(50)}async setPropertyTypes(){if(!this.settings.loadPropertySuggestions)return;const e=this.app;Object.keys(FRONTMATTER_KEYS).forEach((t=>{if(!0===FRONTMATTER_KEYS[t].depricated)return;const{name:a,type:i}=FRONTMATTER_KEYS[t];e.metadataTypeManager.setType(a,i)}))}async initializeFonts(){const e=await getCJKDataURLs(this);if("boolean"!=typeof e||e||new obsidian_module.Notice(t$d("FONTS_LOAD_ERROR")+this.settings.fontAssetsPath,6e3),"object"==typeof e){const t=e.map((e=>`@font-face { font-family: 'Xiaolai'; src: url("${e}"); font-display: swap; font-weight: 400; }`));for(const e of this.getOpenObsidianDocuments())await this.addFonts(t,e,CJK_STYLE_ID);new obsidian_module.Notice(t$d("FONTS_LOADED"))}const t=await getFontDataURL(this.app,this.settings.experimantalFourthFont,"","Local Font");if(""===t.dataURL)return void(this.fourthFontLoaded=!0);const a=t.dataURL;let i=this.app.metadataCache.getFirstLinkpathDest(this.settings.experimantalFourthFont,"").extension.startsWith("woff")?void 0:await getFontMetrics(a,"Local Font");i||(console.log("Font Metrics not found, using default"),i={unitsPerEm:1e3,ascender:750,descender:-250,lineHeight:1.2,fontName:"Local Font"}),this.packageManager.getPackageMap().forEach((({excalidrawLib:e})=>{e.registerLocalFont({metrics:i},a)}));for(const e of this.getOpenObsidianDocuments())await this.addFonts([`@font-face{font-family:'Local Font';src:url("${a}");font-display: swap;font-weight: 400;`],e);this.fourthFontLoaded||setTimeout((()=>{this.fourthFontLoaded=!0}),100)}async addFonts(e,t=document,a=FONTS_STYLE_ID){const i=t.createElement("style");i.id=a,i.textContent=e.join("");const n=t.getElementById(a);t.head.appendChild(i),n&&t.head.removeChild(n),await t.fonts.load("20px Local Font")}removeFonts(){this.getOpenObsidianDocuments().forEach((e=>{const t=e.getElementById(FONTS_STYLE_ID);t&&e.head.removeChild(t);const a=e.getElementById(CJK_STYLE_ID);a&&e.head.removeChild(a)}))}getOpenObsidianDocuments(){const e=new Set;return this.app.workspace.iterateAllLeaves((t=>{const a=DEVICE.isMobile?document:t.view.containerEl.ownerDocument;a&&(e.has(a)||e.add(a))})),Array.from(e)}switchToExcalidarwAfterLoad(){let e;for(e of this.app.workspace.getLeavesOfType("markdown"))e.view instanceof obsidian_module.MarkdownView&&this.isExcalidrawFile(e.view.file)&&(fileShouldDefaultAsExcalidraw(e.view.file?.path,this.app)?(this.excalidrawFileModes[e.id||e.view.file.path]=VIEW_TYPE_EXCALIDRAW,setExcalidrawView(e)):foldExcalidrawSection(e.view))}forceSaveActiveView(e){if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.forceSave(),!0)}registerInstallCodeblockProcessor(){const e=async(e,t)=>{let a=null;try{const e=t.parentElement.querySelector(`a[href="#${t.previousElementSibling.getAttribute("data-heading")}"]`);e.style.paddingRight="10px",a=e.parentElement.createEl("button",null,(e=>{e.setText(t$d("UPDATE_SCRIPT")),e.addClass("mod-muted"),e.style.backgroundColor="var(--interactive-success)",e.style.display="none"}))}catch(t){errorlog({where:"this.registerInstallCodeblockProcessor",source:e,error:t})}e=e.trim(),t.createEl("button",null,(async t=>{const i=e=>{switch(a&&(a.style.display="none"),e){case"CHECKING":t.setText(t$d("CHECKING_SCRIPT")),t.style.backgroundColor="var(--interactive-normal)";break;case"INSTALL":t.setText(t$d("INSTALL_SCRIPT")),t.style.backgroundColor="var(--interactive-accent)";break;case"UPTODATE":t.setText(t$d("UPTODATE_SCRIPT")),t.style.backgroundColor="var(--interactive-normal)";break;case"UPDATE":t.setText(t$d("UPDATE_SCRIPT")),t.style.backgroundColor="var(--interactive-success)",a&&(a.style.display=null);break;case"ERROR":t.setText(t$d("UNABLETOCHECK_SCRIPT")),t.style.backgroundColor="var(--interactive-normal)"}};t.addClass("mod-muted");let n=e;try{n=decodeURI(e)}catch(t){errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",source:e,error:t})}const r=n.substring(n.lastIndexOf("/")+1),s=`${this.settings.scriptFolderPath}/${SCRIPT_INSTALL_FOLDER}`,o=this.app.vault.getFiles().filter((e=>e.path.startsWith(s)&&e.name===r)).sort(((e,t)=>e.path>t.path?1:-1));let l=o[0];const c=l?.path??`${s}/${r}`,d=getIMGFilename(c,"svg");let h=this.app.vault.getAbstractFileByPath(d);if(i(l?"CHECKING":"INSTALL"),t.onclick=async()=>{const t=async(e,t,a)=>{const i=await obsidian_module.request({url:e});return!i||i.startsWith("404: Not Found")?null:await createOrOverwriteFile(this.app,t?.path??a,i)};try{if(l=await t(e,l,c),!l)throw i("ERROR"),"File not found";h=await t(getIMGFilename(e,"svg"),h,d),i("UPTODATE"),0===Object.keys(this.scriptEngine.scriptIconMap).length&&this.scriptEngine.loadScripts(),new obsidian_module.Notice(`Installed: ${l.basename}`)}catch(e){new obsidian_module.Notice(`Error installing script: ${r}`),errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",error:e})}},a&&(a.onclick=t.onclick),!(l&&l instanceof obsidian_module.TFile))return;const p=new Map;JSON.parse(await obsidian_module.request({url:"https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/directory-info.json"})).forEach((e=>p.set(e.fname,e.mtime)));const u=(e,t)=>{if(0===p.size||!p.has(e))return"ERROR";const a=p.get(e);return!t||a>t.stat.mtime?"UPDATE":"UPTODATE"},m=u(r,l),g=u(getIMGFilename(r,"svg"),h&&h instanceof obsidian_module.TFile?h:null);i("UPTODATE"===m&&"UPTODATE"===g||"UPTODATE"===m&&"ERROR"===g?"UPTODATE":"ERROR"===m?"ERROR":"UPDATE"===m||"UPDATE"===g?"UPDATE":"UPTODATE")}))};this.registerMarkdownCodeBlockProcessor(SCRIPT_INSTALL_CODEBLOCK,(async(t,a)=>{a.addEventListener(RERENDER_EVENT,(async i=>{i.stopPropagation(),a.empty(),e(t,a)})),e(t,a)}))}addMarkdownPostProcessor(){initializeMarkdownPostProcessor(this),this.registerMarkdownPostProcessor(markdownPostProcessor),this.app.workspace.onLayoutReady((async()=>{await this.awaitInit(),this.registerEvent(this.app.workspace.on("hover-link",hoverEvent)),this.app.vault.getFiles().some((e=>"excalidraw"===e.extension))&&this.enableLegacyFilePopoverObserver()}))}enableLegacyFilePopoverObserver(){this.legacyExcalidrawPopoverObserver||(this.legacyExcalidrawPopoverObserver=legacyExcalidrawPopoverObserver,this.legacyExcalidrawPopoverObserver.observe(document.body,{childList:!0,subtree:!1}))}async actionRibbonClick(e){this.createAndOpenDrawing(getDrawingFilename(this.settings),linkClickModifierType(emulateCTRLClickForLinks(e)))}async convertSingleExcalidrawToMD(e,t=!1,a=!1){const i=await this.app.vault.read(e),n=e.name.substring(0,e.name.lastIndexOf(".excalidraw"))+(t?".md":".excalidraw.md"),r=getNewUniqueFilepath(this.app.vault,n,obsidian_module.normalizePath(e.path.substring(0,e.path.lastIndexOf(e.name))));log$2(r);const s=await createOrOverwriteFile(this.app,r,FRONTMATTER+await this.fileManager.exportSceneToMD(i,!1));return this.settings.keepInSync&&EXPORT_TYPES.forEach((t=>{const a=e.path.substring(0,e.path.lastIndexOf(".excalidraw"))+t,i=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(a));if(i&&i instanceof obsidian_module.TFile){const e=r.substring(0,r.lastIndexOf(".md"))+t;this.app.fileManager.renameFile(i,e)}})),a||this.app.vault.delete(e),s}async convertExcalidrawToMD(e=!1,t=!1){const a=this.app.vault.getFiles().filter((e=>"excalidraw"==e.extension));for(const i of a)this.convertSingleExcalidrawToMD(i,e,t);new obsidian_module.Notice(`Converted ${a.length} files.`)}registerMonkeyPatches(){this.register(around(obsidian_module.Workspace.prototype,{getActiveViewOfType:t=>dedupe("https://github.com/zsviczian/obsidian-excalidraw-plugin/issues",t,(function(...a){const i=t&&t.apply(this,a),n=e.app?.workspace?.activeLeaf?.view;if(!(n&&n instanceof ExcalidrawView))return i;if(!isCallerFromTemplaterPlugin((new Error).stack))return i;const r=n.getActiveEmbeddable();return r&&r.node&&r.node.isEditing?{file:r.node.file,editor:r.node.child.editor}:i}))})),this.app.plugins.plugins?.["obsidian-hover-editor"]||this.register(around(obsidian_module.WorkspaceLeaf.prototype,{getRoot:e=>function(){const t=e.call(this);return t.getRoot===this.getRoot?t:t.getRoot()}}));const e=this;this.register(around(obsidian_module.WorkspaceLeaf.prototype,{detach:t=>function(){const a=this.view?.getState();return a?.file&&e.excalidrawFileModes[this.id||a.file]&&delete e.excalidrawFileModes[this.id||a.file],t.apply(this)},setViewState:t=>function(a,...i){const n=e._loaded&&"markdown"===a.type&&a.state?.file;if(n&&"markdown"!==e.excalidrawFileModes[this.id||a.state.file]){const n=a.state.file;if(e.forceToOpenInMarkdownFilepath!==n&&fileShouldDefaultAsExcalidraw(n,this.app)){const r={...a,type:VIEW_TYPE_EXCALIDRAW};return e.excalidrawFileModes[n]=VIEW_TYPE_EXCALIDRAW,t.apply(this,[r,...i])}e.forceToOpenInMarkdownFilepath=null}if(n){const t=this;setTimeout((async()=>{t&&t.view&&t.view instanceof obsidian_module.MarkdownView&&t.view.file&&e.isExcalidrawFile(t.view.file)&&foldExcalidrawSection(t.view)}),500)}return t.apply(this,[a,...i])}}))}async runStartupScript(){if(!this.settings.startupScriptPath||""===this.settings.startupScriptPath)return;const e=this.settings.startupScriptPath.endsWith(".md")?this.settings.startupScriptPath:`${this.settings.startupScriptPath}.md`,t=this.app.vault.getAbstractFileByPath(e);if(!(t&&t instanceof obsidian_module.TFile))return void new obsidian_module.Notice(`Startup script not found: ${e}`);const a=await this.app.vault.read(t),i=Object.getPrototypeOf((async()=>{})).constructor;try{await new i("ea",a)(this.ea)}catch(e){new obsidian_module.Notice(`Error running startup script: ${e}`)}}getLastActivePDFPageLink(e){if(!this.lastPDFLeafID)return;const t=this.app.workspace.getLeafById(this.lastPDFLeafID);if(!t||!t.view||"pdf"!==t.view.getViewType())return;const a=t.view,i=a.file,n=a.viewer.child.pdfViewer.page;return i&&n?this.app.metadataCache.fileToLinktext(i,e?.path,!1)+`#page=${n}`:void 0}async activeLeafChangeEventHandler(e){this.eventManager.onActiveLeafChangeHandler(e)}setDebounceActiveLeafChangeHandler(){this.eventManager.setDebounceActiveLeafChangeHandler()}getPathForFile(e){let t="";const{webUtils:a}=require("electron");return a&&a.getPathForFile&&(t=a.getPathForFile(e)),t}registerHotkeyOverrides(){if(this.popScope&&(this.popScope(),this.popScope=null),!this.activeExcalidrawView)return;const e=this.app.keymap.getRootScope(),t=this.settings.modifierKeyOverrides.map((t=>e.register(t.modifiers,t.key,(()=>!0))));t.forEach((()=>e.keys.unshift(e.keys.pop())));const a=e.register(["Mod"],"f",(()=>!0));e.keys.unshift(e.keys.pop());const i=this.commandManager?.forceSaveCommand,n=i&&"s"===i.hotkeys[0].key&&i.hotkeys[0].modifiers.includes("Ctrl")?e.register(["Ctrl"],"s",(()=>this.forceSaveActiveView(!1))):void 0;n&&e.keys.unshift(e.keys.pop()),this.popScope=()=>{t.forEach((t=>e.unregister(t))),e.unregister(a),Boolean(n)&&e.unregister(n)}}async registerEventListeners(){await this.awaitInit();const e=this.app.metadataCache;e.getCachedFiles().forEach((t=>{const a=e.getCache(t)?.frontmatter;(a&&void 0!==a[FRONTMATTER_KEYS.plugin.name]||t.match(/\.excalidraw$/))&&this.fileManager.updateFileCache(this.app.vault.getAbstractFileByPath(t),a)}))}onunload(){getExcalidrawViews(this.app).forEach((({leaf:e})=>{this.setMarkdownView(e)})),versionUpdateCheckTimer&&window.clearTimeout(versionUpdateCheckTimer),this.scriptEngine&&(this.scriptEngine.destroy(),this.scriptEngine=null),imageCache&&imageCache.destroy(),this.stylesManager.destroy(),this.stylesManager=null,this.removeFonts(),this.eaInstances.forEach((e=>e?.destroy())),this.eaInstances.clear(),this.eaInstances=null,this.ea.destroy(),this.ea=null,window.ExcalidrawAutomate?.destroy(),delete window.ExcalidrawAutomate,this.popScope&&(this.popScope(),this.popScope=null),this.legacyExcalidrawPopoverObserver&&this.legacyExcalidrawPopoverObserver.disconnect(),this.observerManager.destroy(),this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.excalidrawConfig=null,this.editorHandler.destroy(),this.editorHandler=null,this.hover={linkText:null,sourcePath:null},this.fileManager.destroy(),this.equationsMaster.clear(),this.filesMaster.clear(),this.mermaidsMaster.clear(),this.activeExcalidrawView=null,this.lastActiveExcalidrawFilePath=null,this.settings=null,clearMathJaxVariables(),delete window.PolyBool,this.packageManager.destroy(),this.commandManager?.destroy(),this.eventManager.destroy(),terminateCompressionWorker()}async loadSettings(e={applyLefthandedMode:!0,reEnableAutosave:!1}){void 0===e.applyLefthandedMode&&(e.applyLefthandedMode=!0),void 0===e.reEnableAutosave&&(e.reEnableAutosave=!1),this.settings=Object.assign({},DEFAULT_SETTINGS,await this.loadData()),this.settings.previewImageType||(void 0===this.settings.displaySVGInPreview?this.settings.previewImageType=PreviewImageType.SVGIMG:this.settings.previewImageType=this.settings.displaySVGInPreview?PreviewImageType.SVGIMG:PreviewImageType.PNG),e.applyLefthandedMode&&setLeftHandedMode(this.settings.isLeftHanded),e.reEnableAutosave&&(this.settings.autosave=!0),setDebugging(this.settings.isDebugMode)}async saveSettings(){await this.saveData(this.settings)}getStencilLibrary(){return""===this.settings.library||"deprecated"===this.settings.library?this.settings.library2:JSON_parse(this.settings.library)}setStencilLibrary(e){this.settings.library="deprecated",this.settings.library2=e}triggerEmbedUpdates(e){const t=new Set;this.app.workspace.getLeavesOfType("markdown").forEach((a=>{const i=DEVICE.isMobile?document:a.view.containerEl.ownerDocument;if(!i)return;if(t.has(i))return;t.add(i);const n=i.createEvent("Event");n.initEvent(RERENDER_EVENT,!0,!1),i.querySelectorAll(".excalidraw-embedded-img"+(e?`[fileSource='${e.replaceAll("'","\\'")}']`:"")).forEach((e=>e.dispatchEvent(n)))}))}async getBlankDrawing(){return await this.fileManager.getBlankDrawing()}async createDrawing(e,t,a){const i=await this.fileManager.createDrawing(e,t,a);if(Date.now()-this.loadTimestamp>1){const e=this.app.vault.getFiles().filter((e=>this.isExcalidrawFile(e))).length,t=e<200?"Bronze":e<750?"Silver":e<2e3?"Gold":"Platinum",{grip:a,decoration:i,blade:n}=SwordColors[t];this.settings.rank!==t&&(await this.loadSettings(),this.settings.rank!==t&&(this.settings.rank=t,await this.saveSettings(),new RankMessage(this.app,this,e,t,i,n,a).open()))}return i}async createAndOpenDrawing(e,t,a,i){const n=await this.createDrawing(e,a,i);return this.fileManager.openDrawing(n,t,!0,void 0,!0),n.path}async setMarkdownView(e,t){const a=e.view.getState();await e.setViewState({type:"markdown",state:a,popstate:!0},t||{focus:!0});const i=e.view;i instanceof obsidian_module.MarkdownView&&foldExcalidrawSection(i)}isExcalidrawFile(e){return this.fileManager.isExcalidrawFile(e)}openDrawing(e,t,a=!1,i,n=!1,r){this.fileManager.openDrawing(e,t,a,i,n,r)}async embedDrawing(e){return await this.fileManager.embedDrawing(e)}async exportLibrary(){return await this.fileManager.exportLibrary()}async renameEventHandler(e,t){this.fileManager.renameEventHandler(e,t)}async modifyEventHandler(e){this.fileManager.modifyEventHandler(e)}async deleteEventHandler(e){this.fileManager.deleteEventHandler(e)}addThemeObserver(){this.observerManager.addThemeObserver()}removeThemeObserver(){this.observerManager.removeThemeObserver()}addModalContainerObserver(){this.observerManager.addModalContainerObserver()}removeModalContainerObserver(){this.observerManager.removeModalContainerObserver()}experimentalFileTypeDisplayToggle(e){this.observerManager.experimentalFileTypeDisplayToggle(e)}getPackage(e){return this.packageManager.getPackage(e)}deletePackage(e){this.packageManager.deletePackage(e)}get taskbone(){return this.commandManager?.taskbone}get insertImageDialog(){return this.commandManager?.insertImageDialog}get insertMDDialog(){return this.commandManager?.insertMDDialog}get insertLinkDialog(){return this.commandManager?.insertLinkDialog}get importSVGDialog(){return this.commandManager?.importSVGDialog}isRecentSplitViewSwitch(){return this.eventManager.isRecentSplitViewSwitch()}get leafChangeTimeout(){return this.eventManager.leafChangeTimeout}clearLeafChangeTimeout(){this.eventManager.leafChangeTimeout=null}updateFileCache(e,t){this.fileManager.updateFileCache(e,t)}runAction(e){if(this.activeExcalidrawView)switch(e){case"anyFile":this.activeExcalidrawView.setCurrentPositionToCenter(),new UniversalInsertFileModal(this,this.activeExcalidrawView).open();break;case"LaTeX":insertLaTeXToView(this.activeExcalidrawView,!0);break;case"card":this.activeExcalidrawView.insertBackOfTheNoteCard(!0)}}getLabel(e){return t$d(e)}}module.exports=ExcalidrawPlugin;
+const PLUGIN_LANGUAGES = {"ru": "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","zh-cn": 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gcooAvEYBsTRsydFScJABNVyEmMXB0AFmTQAHXkJBNwUkAt3oSAf8RSFwhixdAAzaMACkVNYGwmKQAcQSWBAAwuUeMAFP3AQQAO9T7tCYAiAicyJYed9iPQiDliOtJtZrphdwhrTRAALRUAHdYwAQcicIRstkPTABTa0ABKsmqtYAIg/NqHQHSvSgyoyuTAAag+B0FoBzORhwkADZHFzR6ny56/y16+AHQQAbfjAAZCNQnWumCPPuv+p9lTk9L4BwiLKer8pMvDG7JqGIM5S2UADqUwAbCUPJyJRJeBYaABme61zHCQG3yl614V6mQHQOrb66qwAQZV1sWA/RRA+ALLWiPh4cXhVAuYPg2lgcrYhNKadBABZzzTwzx9MABjtSXPhQAGQtbpAB7r0EUAEAGQAcl9ABFxQAh1sAA0jQADbcAJJtbZAAuc01sACvlN0G2zWy2zmDcNpMWiWi7aIoTRPRW128WysHsZokafdW0AYjGAOxMY0YOgQwWygQAeVsJEca0gw7/a2lQqgSJobheBAAyAjTs4jCrjooFuF4H3GcEuB1uOB1vQz6rVHzrEMoA63rrWWjBeTk1On3GU2buZNbo4jk2tXQA+ClsAGfAq07BQAMcieBM9RQIB5UMpe90AZRKBABN+IHHIgb2wkm0AH9UrZSwWKwOQAIcjABod0ADo9QASqVx7ABEjIsq1B1D1EDujsaEIVwC9jNHNEMX9GTp0FtHBgX3booD3DHpZmSrCoH2LpuF3An3ECFBnDOVOgGVRE10WR0ACN4S2UAHl5I4FYWIYZRLH2B6BUHgpcHSNcARToA6WBXtWuq6O6O9DOhQYh7iARLO/ccyBKGKUQXhQAc9N69vIRBvSeDnkn7EAX7CLF75UzjwjRtaByJABQZUAGoVQAUMVAALhMMUADRNZRxZT41EWGiQbpC41xANVtTdTNWMNqmdSgQAWu9AAWTVOGo3pEWWWPRooFethRhARS5hgGRVeooB0FepzDRHbMAGfYviWE3cZewAfTlAAseU82oxlkAAs1WGkbHSgCpSpI1Ir5BURZHCQxcMNEAChIwAJcj6iFlABwY0DkSYCOjkKHSp+GEu4j6BSTBAAHJFSKIiCFGPTAAyb11KMmMh0F8b8L8N3J0CUnUPDJ0AAH4dBxlmnvjfiJQPgUCKAOteEqJ0D/RmAhrABT6MuWU1kh4OYYoB2OMR0AEUVqDkWQCPDAgi8JkTkTcj9vqCaYQRObmE8Aec3AucDiuemBufAi8POcz1Ylq2oZSF4UAEKbN0UQHgqQfDb/ASloRAT2updaVQnQAcGqHh5GUQb0jSugASXcP0b0wAWSMiD/BABAVM525x2uUeIIst8nSkKEEyJe9IkEaHHgGHbFnBkCG2JG+EoGML4fQJuGmJwmWoHEAEZXS0oDWg2YG8BIigjrdAwAeEM1HGChreFsi8iEifRqpABkM0AEXlI9Ze2WtVwRe800yc40hSQAX00wdAB7A19NTJGAUmXsAAflHV9rG8XIwAX7lJscy4jABngzoEACMDJCSwHVgQP1wAfH/rWHzeFABEIw8kADronMwACUVABcHXGxvAlh0rlkADdFQANbkdWFRdmeAcJjF0w4i3R/Ro3/WeCOXYxuXrjcBPA/0+xw2/X2XOXuX/iF9atLRS6hJJtAAxeTdHIkAD10oSet70ANoNurAt8Nol0QPCH2AeQeLOeUQAdBUY2e3m3XAG6KBw392uXXA8Y4AnRKBdFu3xAm2z2RiCAZRe1wcoxx5+gvsxiLi91KBABGo0AElrHCIVngUQEV6Yy13Cq1jMt8BSQABucbw3RAAEAMAGH9HCOrS8wAQHdkOJz0yAz43TSuc3Q/XraUIcJR2czAAeeUADk5QALCUFRqDgNQMcJNL2RABQ/RIgIkAHyUj+regQdA4Cds1YwAZH92tJsRPVilbABV63QJwhzKiZvAKcKcADZTFgAs0aiDyckbbGnAHQvCFDtjnJwAUACcJaBwxwcXNbZQ5AA7+SQlEAg8FEaH2lgKOjUBwBgHnEoeGBoJAzoMAFPdQAd0V0YrDOglmhKW9KBAB24JB3MHQONbGrmMmwlelcAAXzWWzhGEnCcwCib0QxQAJaNABdvyGoY7lZHKi5G0ACEbCy+q4gRq3oWbN6XoIx2zbAMKSgdprssFlEVEdbeE9hVETguwUSz9DKC2XUWkL0XLbkwrYg9s5gIB5+GSbfHIfaMkT9KwtrogurbCAQEiZRgie+S0bCVGuE5e5aq4QAF8CFiJNXTAB65wZbSgUD7r5IFP4na07qwToRkl4XQQM1KKUU/3CKa+kBgH3TttoFY1RF4UneqnicOaeBwDJDgYoEyJ0SEF0LRHuWJBIBF1fokLc0AElFQuPRhnVxHAVATTCgQAZ0VABb1IJ6J/EE3FgDhZ+Exgkda4oEAAJ9XgQCFzHCFgQAPvjDASJ2RmQBuGemeqQWejp5U4BxRf1oDKAczBxeB4zAAIPRwkAFu/QATMVAACeUAHFNQAchUxfGeYBmev1Hgf0Bp4ZL2r3mmbxIMHo+AycBmwWKA5mTezecBHO1xB6Zx+ME6JFFPDhZWfPZg0i6qJeIko7GShoQ7KBAB+6ImtTvF9N8l8iVgFcH94oHDEAEkbQAQg00jeFABIOWAIo0ESi/Poj9T4iVGjXiaB+CLpkFiDGHmBiDmAGEeBHJ0FGjJUQEWCREvsAGUEqvs32vwhevsdHpSgNMI+nQJvlvtv5wDvrvnv+YPvmEHQIfkftPliqQbLAeoeigavEjV4ZvmsxIeIHQQAWHNABCpXie34iV36xMn96WP50FP7GHP8v9v/v5T7N8QDWROhXERdO8IgBSCxBpos0RIDoASKU9R8ibB/lUkAFpIkeoA8AZAOhDQDYB8AxAYNAMYzgi6gAM21AABnJz9m+rfJaEv0eC8IPQ49QAGjKZEQAF1yo1OXIAELvQAGAuPBD3mn3pw1cX+lAQAKVGBSY/uPUACTkYAFwDQAC9+gAFA9AAFdFRNcBW8IQvBCLqAAFY0AAGscYmYzJ1AwIfUDIoOkDOR+BFAQAPiGgAIhi8IzGS0Fzgsr/FWg7cOMO9F6iXBG67WHMoBA4DCARAgARqDAAnLF8dgIgAYPit6x1QALBegATAU86WeJZnU3nA6hHBvQZiG0mcHdBKAW1H0LawEDG4SCI2QAMABgARTC6s8ZQANHqvAQAGNGBEE9IAAPFMiIEOYJeDbBBjVulIGIpvAXkmaZwICRSR/p9mijaqH2AvTx4JA2eYgM0IBDu08AHQrofvyLp1ZpcWIM0oAF3ogJKc32belBht6SbIACAEwABAqgAODkNCKwSINNG6DJhzyAXIiDsJ0pQ1tgpwdgf4EaGXFOgXiTcLUgb5GhD+QcVMvEm2CAB4C2GFNCOgrkRcCaCF5kQARTw+5i1SDwJFyIUEOAt8B4zhF+YkRDZB4koDYEv66TcPuIBYqhE5CYUFEQQEUDHJQQ8ADEbpU64CBsRXySbMvSyI5F8iRRL0GExpFuh0C8nCiJpT47hCU4FlXvFAEBI6cYAjwF/gf0oDyUdABAT8LNBGCfhPwb4EUToEAAVKoACPot0JTy5wCBz6k2S0L+GKF9gxExhIaomzQgAwr6fEQAKr6gAfi8dahrQAMB6AuU4MW3Pp9DJsBw6UbKPlGKjO+gAKQDAAlJo4RE6ibQ4EeXQr+Mr65wTrnZzLhM4hRAwEUWKKkYUASBNgxPlKJlHQg5RCopUSwOWgWUzk84J+t0HnAgCtROgboBALaCLBN8t0AQV1TmKnBYqgAErliCFXPRnKiLGKASxgghsbMQ7E9J5wo0UzB8IT4TUQx3fXvv3036D8SBYgqQVGPYZ11xAhY5AMOMHyr91+SIEgQOIGDzgn+Mw0cUfyYDziZB8g9/mf0/AX9r+d/XcfuNaB78/0x/QAHyenKO8dgGQFi44BCAlcZ2OQAyAAB4olMaQPn4UD2+jwHWmCx1p6CZgkEhKI0GSAUxzyfQ98QBP0jH85BCg38YOOQDxigJ7OEMaeMADqIdVUABQDBADfDQhpo4QFYJOPmDQDHgFMeIIAGgGd8fGNZxs5AAZnKABZH3fEbw4wSOEQJIMABf6nxPQBxggJidL+lzhEnb56colAUfOFqaUAg4fOQXOICJAXEFJTOfcWSMoA2t5QwcZ1q60ADz1hQX9DUteeQcEcIa0hr15LAAgAXBp1dY09jJU5QALNy+ZO8IaUiA6AVgcFYZCAGaYrBIB5KMYGQFTKpkGoEAlYIsFMg1kIQqZAAF5jAAAbrEHCBJTQMqZT8N51AyBgooF0FIIGHJTRB5g0U6YKmTgqEpIgzUMYM0wUiVjpo1YkYGmUiBKQEi7ONSVVwao49+YR0ZlKCFkytBRQiAVuspIoDdUuc/oCiCrTqq9TpA/UgLKgCGn8wRpJIVunjANA1g0wfYC0IcE64ehAA5kaQ1RAcRA4TBNmBc5AA6EqAALCIDiBwBA9kkiOd0mztFAAOeYUQXpvCAsk5TsScgqIZ1WaZLkEQ4RAABvJRMj6LAbqnhHzK0B/Qk2Gnts0ACeGR6GwLph+RbkESj/krhsRmUi9b/ItImnTS/QanQ+NjKJl4yMAcEHGaSO2kUADJRktMq6zYDUtvW3of0DJyDhqdnJCkVyczKnKaVLO6YEmbwixDZhAANN5F9NSXObMLWD9AWse2+0eAOn36iUBhJdoO9nOEXp0zyRFAWRtqTWBqScI/oNTjhF9ggcRAOtX8PdFEA61bQogAQO1kAAVClsXZAWUfi+VNJBNOjEuFeEgAAWUCIY5QANfa3BWQl7NcRbS9ZFsgQLJRdlbFJsgAU6DdwQkNDjeA0SABOC0AB3bpaL4Ak0LZDLf4Ie0UDk90Ai4NEa3kdkuZAAAP5N5OgJcjAOXKjmUBS82EdAiTQEAWzFSAgVzHtzemfTNKNc46mVULlF4ZEjciuS3MvSOyOAtcyQEXN+CeAJ5zcigK3KwjtyPIncvhgUgEASzduBEfuVyLoCzzh5I7HigQF7xGCbipc8uRNLHxVy55PeNiFfIbllzdZlAMfG3I7ldyRAO83uQfI+lHyh5I2EeefMvnwRx5b8u+aPhnmPyL5z8iBUvLfkrzP5687+dvN3n7zD5mlE+SArPnd54FfeGBNcXkBkh9oNJSeRQBvBj50CrWEqpfivxgKEFxCnfMQDIXil35FANgHeH2Yj5x868nCIAH+zcCC5lohYRFkdWBRpwkADTmttxjKjzXAns7EpQtLyiAsUogZwgHKDnMFQ5sLBeUorSQry15G8reTwFjkyV452xD6WVTQ5bJAA5o4aJAAImkiAsQJNAWoQqMEGLXE0CtRQqT9mByQ5YcgheApURudlFKC/hSYpjlxzXZVi96TYrqz2KnFLizEG4vDnKL4EA0CaR1yXE1ANFXoTkLlhniFZAA3z7XTIM6StJJks4X28IMjvE6UUq7ilLylEGGTp5Bxbc5LFvMwyW5J0oJFboB03JWkA0WTZdyD5G1vzJdYKRHql0nQFiE7nOLZKgAWXlMQFlJ0PhkJwuRg0FATrjbM4YBKdFQS9Za7HggrzdltskQLwg0WCInZsS3mXspEBuTIKawb6jbJvCyVBlRUPJS4T4CAAUOUVIDgdAaOCEKVOOHQhkoOEQAJhKKMwACl66IfcGC1TLArQVs0ZKDoBrpDKkV0IEFbClmi8IMOgAU1cdAaKwAJZGgAVR0CkFrSch9JzI3gaoAEQwI9TBY4RAAxQmAAJOVeUXKImgAUf1AA3hkDguGhwNFphm9I4R2iydLFTirBVsMvlKQe5RcucJuSdAOZQABvx+ZOrBoqxC7gbZdImTvnN4DoE6s+9HMrQB0qAArlTIg6r42CkQAMhygALDl96SqmlXsRmV5S6CyK3FZgJ0Bc5ZO6qoFdipRVertsNeFgNRAEDnLUaxiPAkRExDfUKawwqsD4DCXeztlnXPAnQNtDqL/F2i3RQmqDpeLOFlofJZyHayMgv66a20AGy8nFdQ+OgB3vdD4AnTl6gAbLlbQOENVcYl3CAAc1UABE1gIFtDERAAtw5KUcIgARh0sIu4YtjWtAx1qIMQ6pSiREADsFhBxRntN4VmcnOQLSTz9A1ZFAIbLwkAB52oABis43DwSGycKcANaaYENgrFnCPgxFEcliEmxZyGYl6uaDevvXp4VVgAEE1OQgAaVtxsgANjTAArdaydNKOlHAoAEfdQ4J+p0CUSAAnpNhJqAYr1N6wAGSxgAdiMcIgAUUU3yw9QAIg6OgVCjoEABx/siBwinoksD6hDX9Rcyjrq1nXPgDGrwiPUhsW6kImxUoUSEks6eGQt3iTykVONK8nMppXzD0dOuZLGkNuSPSAAJU3Y0wNz1uAIKJXG2Vvrr16eWDQhp4pJ4FNSeJTcKGE35lE+31Xcr5P8nQhApwU0KeFMikorhkV4iEKZE/BXrIgsQeKZ+ESmRByUsQQMAhvqkKQ1N6GjDW1I7JRcoNwfVDRpuo3QhEN2mqoqRT006dhQrsGUHlQKri5ItVG9PFpv43xahCSePGKgBEJ3ExKqgCaR8rYQ8aM8xQuLbptJFFbbisma8KoBXnmqyIVW/Ue2VPRsJJsI2QANYaWvN0DJoi3vr08+o4pFWvTE+S/JAUoKSFOmhhSIpqZOzQ5qc0ua3NCU1Ml+HCBjB0yC5aIP5sC3p5AAiv6ABNrxC06Ahq/gH0IACxNfUYAEP5B1vJunDnrCtxWprRe2yrjxcqyasXA1HJTTRAwqFQMBCApixBatL2grVAAa0lbRQ5c/TUQEoUJkdA00BUXNB0CAAHUwh0Jb6t72/qfDqS2I6V5sGwALMqMKvgKeh7nxkUdaO2YBjsmxaqdAR+HQMYkAC/+kSv9LABkAqOyiXFj0LAbeEWwgpYxiYzbNAAQ8oY6BA+osVbesQBA7FZuWurW9sa2L5StlCj5eYA601bFdkO3HSrr+xq7WtXoC1Vrq60npzAk2HgEeh4AvqHaOgeENEGiAFTAwR5M4DoH+2A7Yg/pVcoGAPzVbtB6Ab3UiFhAQCVYOgGYJf1Smvgpg00WIJ+Diy9aBtQ2kbepuq0Ta8yU2szbNqs0LabNy23FfZsSCObnNc0Vze5sSnbbdtEIfbYdsy1naLtV227Q9qe3Y78teukrQbuByqAUtP2iOZQA92Bgvdh5X3a3te3Q68dcifaItK73q6ZKMG9PGIP1Gj6odMOlAJPtpkz6V5GcwAHbGbCU9DFzprG72tN6xfcUMT2DbhtKG0bWnqKSTaJqpmmbRZrm3WaltK2ovWttL0baPNW2z8Dtr211kDtDUo7ToHr2pl2pl267XduKGPbntOO5XSVs/VKAVAlC4A7Bv0DL729pmYikgZa16SKAHyq/anrQMqBz9yewgx+ofX6BJsnXKJkWW2Z6AVAOgQ1oAEAErLToAq6ABNv3IPoBJsibKFmaRRmAAtBUADfcp0TmLfr2Bx1QABQxbBKzvsVgNt74DL+FvLOGwP6AUDmW8wJRuIMwAMDSh/8a0A33NavtqW37ZQDJyyUtdxSGXQPuB2g7pg4O6IXIneg7q/0TdJw8xTwMGy1gpQHCKCXawBDgIgAFLScIjssDAUm9KnByVBSd2YxHwzXElJ2y0oF/U0KSgCAcRmRBAF0n0zOuslOrGiGLiWj9wqR6QDoDxaGSUZ4rfI6iEOAlGCAmO7fac0aC1ToQAANgAAsOgSWFtl4SPVpt5myzfNsW22bYgmAz8MAHg2mRpgVEl1tEEajLbDyu26IElMDAzREgKsVMkxIsimQQpEIaIA1JgAOBAwEAfSirAu2AB07yWIWtl6i6kiJqVuj5lAA/gmABZRU4TtkBA/OIQDoDqMNHAATnqAAHI2nV0Etc2wQAMt+70nCIADPlO47dEADziswSGp8MBA+hQAPeeEHNgDmSLJpFCahiSDHVl4AQRR6+zSegBBk4Y7t9dWMEv4C2yAA9tW+NpGyj/4YxIAH75dnKcBliABsf8AAwARiYgh0ndl/4Mk9vtHVRMwSgAWMUKC3RiDhUeRm88LSHgvsN61HaPFSgHS5jnQDE3yg8IHWMlrJosp4w4WmR+cD8VcT90JpPCj7tJEnp8AggJQFI2kcUSGmEjaAYYv3RXlFkJCloYgjhE651YbwtzebrMEnroE8CtpoGHUbpF1YaQOZIgoAHxNQAN7xgAP3M2TMsek6Ud0JdNAATHKTYSIgAM9McyfJr+pPW1PtZeAvCIGtEFeoQBQZvAOrBKbBKlAIOybFNjTy9MkETu+ZCLoAHT9H0PUNEDX58ILxu8LMu2B8AbgsHCiNyroACBwTAbaRYAAm/fMjpXrWCBcsYLdQrafKBDLaghWSDDeE0rs5DEMsdApZzDMowIzPFUQjEIrhADeWuB2ergFcATSNamtfw/x2COXncAdg/HHebpkDBHznCkyUEZu1b1+O/hkiBQX7l8MoWxrfYoAA3lNDhRCiZrU2AQJ2YDCq9CKMBAgAMkcQwgAbs95QHmUOKIDFU09kuZEDdjrXDB40datzYthu3ZAydomgAM8jDW/hjk6QQWSME0LOgDC7wgoisCBw850E+DUADQXiqoHAhgaehNQREhdYv+GBaV51bj+ZCxXhEWWy9Ecj1DivmpC75oI5+aQLXnCAt51S17wCgrzU2DIzWliB9CABb90CNBHJsqF2ZRhawu4WCLRF0DjhBYtsWpCHFrizcB4t8WbwGFiCPEz4CAAkJUACRxrJaibyWpCuotRjhF5MAti2GFmTuyJKWAB9vyiZ4FAAoHbsCeLLmd1sYkABTiYyEcJ0jZagAUYNAArYqGA/DUhKJnWDk3VM4AtTVWX+iSrfEamBFFeYaXJQKRww7OB/QMef256lt1emNNMGmgAArMYOXp/1/7xkW25vqCvg0bHC9/paaKmQamABT0z2CnB+O3pMXbkJC04dBrbViKosw2VFBGlvAZpZBg7mKkoKV1jq9UuCy3XKA91ngOggfiWmwEfAR6xBmeu/zXrPV9qwRUgW3ztlP14G6DYKSzy3rUNpBU3LwNw2ylT1zed3L3l7dkbGVaHW/OqUTSfrf1zBJrAW5A3MbIN7G7/KRsQ3rri8wm+XOqUryGlM8MmzQgBvaxgbeqzedvLiLGJOAbMApNVV3Czy424y11j0oFkDh7yfM6nm5NiIezerkVJAogAnkk2ObQCLmxTcBvw3abO8vgMBDxsM2OrK8bUMvLwOABpuU5CKlZ5pwA6/xxAha5JsgAUbkzSpNnW4GZ5vU2O5vAPU/jZ+BdhKFipTXE7eAhB3jkRgled3NcxYLAAgoqAAO6NAVm2CKjDXSGQzCheAp9KmzS6IGiO8IZVRUtFehmSg8E0q6driJna3B5Qc7tMleSjJvCTsv6+zNmLwnpX/hYrep61TLamWPVi7qhNFWLeiO8zJlrrAe2VBHsUr9TrQV2G0lcOUBAAMq63QdAAAMh0CQ1dw8IiAPPc4XeG7YxtUOIAEADRdf+B1rvEv65wWZQ9h1qyVAAC/GQ0AIsR6BsxCNB8wveTnX3i6fyDkKNLRQKTDxYMJjldwCTAvK/enQHQRc3vZzjOB+K/2OFK82ZQIHZIclgHzBLEFE0ACO+iTulwr2cIBsq+4AFz5QAGqxsldBwIAeyTYJCKMurFJnQfblQH0seJmwhwjL06s+xQACGqX9AQGowPr9yJCLmQ1rBxXsCBkuzavbkfT2rtkKIOxQAHYex1bNkjORn6nRo6VRetqFGhYAJpJ9s+1BDUfhINHyLLAFvu328B3seBQAMAxkuL+ivfex6NodxsU2G0OByULD7/4Bx0bBNi/oXH14ThbbpvDm0GVepwAOXGKEc2rwl4ABcTcg8QRCsu6VMypl7j7MEss5AAVLo8t8ewpAAr2x/wKTzkNbAyeah00PwUab3X6ARIJpNIUIFCFhDwhEQOgS+51wezFOVkZTjoMbDeScLGZbk5y26tmCLjZVOgciDpUhz3YdaIzr0IAFFbO7Pdhk4yneexiZsYACS5RTCwD9jaM6sUTJp9uaofWqsnNKkNjU5hBwgEQhKRp0RB4sPZjqyjiyu0+wAVP/7tIdpbwEvs337sySMaR08eecKPpPF0Z7M/Nn83LZETKM16DGcQdR2A4ROViCGo2ygXHSurIAH3YwAPFpNsh7BychNJW2zSF6qgUqRgU1e7iT11qi6uf3Yx7itgWai/RfkvPn5Trp7qHqqjREjmlmkAS54BvP+nOgFp+IHuedOIkjL8Wtkb1l/PZlAL655Cr4agvjEYzhUByaeyARAAZXK/UEnbkzl4xzoJ7OpbCttyYAHHEr0Iq2VaUPaXvLjad866dcx0A54FNZpeaf3ZSX7zuC3QLpfmuMkRoa15HLwMymoVqeZBzdlTIzOHsMnPsHUS/oPRjXUTFF4BHguquqXKLh7E64pduSKIqLhN3QP1Pj6VdMDMSpQqpEP2n7Hj3EZm5K3ZvXHK88WVSMfuSVAAdmYFk+E0oovTEEESplAAoZ58IHAc0ZtzPz4RN9oQKQKlQ+Q9C7hyLvAL5IABunLEDhE1JLEBwN4AtqllJQzXtrUAnQHwBrziq9y9ZQqaoUDB1lhkkQeYNEEB3V66y6haYA5piDJS5oqZdKX25wojklKb5M0hm9X2/BhQrjiacxZCeFxpE6Ok99CB4L6HpwObleQqANU4Q4ieBQyV+5/f/g92DwIQoiK3hNAsApjeVMiLeDMkoYE0iQoABnlMMGwhJo734CyHxETqFCgbhseOHr0LbC14MqBA+HwAIZWgAOrdAAZyZ8a8RiI/aJcCwAYBLgaSauLVy400e6P/4QwAIC+SlNAAznqZE+NOSL6MB9ccVJgoekNwP8CyMmx0A3i7ZTeBg8Mqg4gAQWVdCgAMcVAA+Ga8JXqpRF4W+795+PlPbwMhoaCQLtAhsnr+mbp+/cMqdKKuYglE0M8mfTP8tvu66yDiZPKXUy+JBBxk3vSQcgAZsVOQeRSbEZ7M+/SHiPAe6DrUeAQAjg9E/d+ECRAJEPQR1UdneFiBIEYB2XA6rYOs8nJ3orpgaC3C8TMQmbnzShYAAJ83uIABqDQADoKkidAl/TqzUVIGWEYYTV4ERQx6vkCJrwJ4+byJOFOdQAM7KNIUQP5zdC7lvyCkbd4lEDAl7pgIO+IOoX0rzBoQ97o3MbnRMoyaevy2F7JUAb7MZOPXyRHViDg+2AIyMCDqPhVa+lXWW3x8Dt6vX7eBZOgaiJaRta/e1QBU2p/EEB9TL+5Yyzb0Msh8nOYfrrOZZiH3BHfoQUKx7xIgXMvf9mb33gDhAoiAB15RRk4PJsdAQAFz6KEOrPfB9tsxkYQ320sk10qbuFIisG5A1CFRjBB9QemmDhWq8kJavvQSby3F3RQwP32ygn/+E+VFSdAN4dnABEG9UVhvo34X+N7q+mmGvM4CX+9DLd4GMTFpvW2cxFQgZKYitXhIAAnlApLlnZx5wmshWQRDJ0668A4izPrCCuuRlIWcHvVbc2951r0+27MkAQNXRx/oFkYoXzTmLpZyABNeUMB7c+ABw/o9nvGQuMdQvQOTHr+6DA4fGDU/ZsQDN9h6AIF2wAB9ulPAQMWyfWTlAABWSAB4P50A088ImpiVW3ZEAuZA7WeMb1uAm/a/IE9DRABpkoXDmuXfAW4GXQ3z9ffTzPsrF34189+tf/MHXwXSBJD/G7yMsJzeFdUavZgijTEIcBtbj/ryqAIH96a6I5KhnogI/xpg06HusycQXCgpAkJuS9Mki+Rl/V4AW60yD/w0j/9dbYEX/DfDf9XvWX0JdUyH/1TI7/T7zWBV1bBxJ0v6SwEABquPXxUAHQFuB6WaPxZxDATUlGtU/dPzFAZ8Afzz9HyDfFuAsQc61r8G/Jvxb9EVNvw79WrXl2vB5wRewoBfaTPC2l/zIvETwc3Z8y1pAAeQVbWdgNBBOA1wG4CDfemRfM8iSwzYD/wNZRLAUAMQL8cJpKT3uhNaAQMzxP4S9iUAk8cQL1kVA6y1yJpAsbVkCZsLxFchtAngO2UnadQMLdnAMwJ+BFAvmBXknaKQJkoFaF2kYC+YVAFuJe0V4GhAxgN8FR1yUEHQXJgkPx0NMzMSgHgAPNZcgQoQgusjCC+YD2koBEAZIHg14g6EESCYEewMoBnAFYHj1oQDIO3x71bKDaRHAn4GEYX6a3D9AMLdwMLcPaSwM0sJCIJ1sCl5NJAiDP8cQJEDh/F8wEDDaTPHHl2ghkjMwQPYQIAsV5CCBaD5nYOEqNfTG8H6D/wPYRaCQICCERlqeSo0hUbwFWgAglgi2iAgwIcCHu54WToKUCdPfQL6CjaQtw6CPtYOzwMUZZO30DTgSQMxAw1WSktowZLyX0DZKHSgWCcILkxvAXzb4K9AWgiyi8REAIKDaQEeSBz5gWA4dUAAwyMAA1twkAwQiEJFw37KB2bkPkEiGbUeHYdRl1oUNxnhREULxlRRXqKABmsvVApRlhWHdDAJCGUYkNZRXqHQgKUSaDHgWQcID5B8YLpLlwEBh1LEEAAmxUABArwDYbwQwFuga8XkKUocUHYT9MmVbc3QJEQni0lDJ3Fxg+QYSS0BpVAAGD1AAbHM7wRjVkpcsSWBxRCsP4IogBwXLBn5KeEpR4BAARhjCsXhEAAOC2Q5ZZYMCtDbQ0GWnJ1SOkPcYGQ0kO6BJsKVH5cfgFgIexTgPR3EAKQKkFnBf0b6BnAWApkFOAZPGbBc41kK4itc2gJrRFIKg5+iJltlVJkAA1o1Dgkw55hnBUwzKHTDMw0SkqDFpFeVSZwwPCELD2yGTzLNTgG8AowRIe6AC5xIWIFJQdAQAG8fCjgtYtkHQGaYIQZph0AlKBUBpEX3PHWIon2NoEjDRRCaWTsPPWD0MAoaXD1KYmQRRFfc5w6MEXCalPTzE8INSVnDhC4ALhk5NwpkGWpAAAgST0AE1jcplZOyvDGQMLyMgBZTAkhIXwmcJV1XhYKEONKQJcO2UOvQAC27QADt47cKLdX3P8NgADwzEJ6cBZUCLAjdwJkCJ9vQokM8ZGQpCN3AQI0OEJdtXLJ2wjcItCPpQfQzCNJDsI1CJ4AAwiMMAiXkDABQAJpaxwehr8FzDwJIIg8JqxmSThWYj7oViL8MthGFWsAqIx8NdZ2I18ImVwvf/0kImQCyk4j1AbiOkBs3CaTA8eAEM1DgOIuiK4iUAJSOA9QPeUGFYBIoSJEiiXNyXEi3wj8JkjXwzIC0iFI2TA+By5OADkAytbZXEie5RMjZAbIqMO0j8dPAWcjOFcSPA9k7RkHjJ3ItkEmxtmN8naZAAOXlLSI/FMhUKXhHQp78QRF+V2mQAFDYnYB0Bj8XhDvwH8BXQPC5sJ822UmQQADyNQAHnEryNFEiozhROkmQGqhk4zJJkAEBAAPzcCIUAgqiIot8kAAo2OYIcIMJ0AA+n2jJuoxMjI4laE9CohF1PkE0oaqW7UgtZKNYFQp78OSLoixSPOyKAhwZgk0iowtaM4VeAEoGYJeEVSRu0+hG5UABA8wkxJsBaOPxlo2KOyiH8HQGWoKIQAGYvNkkAAUAjeiZDSx2iicIccymoxsdH3ujloqqN8iJpBMm2jRROHT2ieAEKIEALoq6Jko1gSmhPwH8SbF+kFidSjkMcIAoRVpjcLkwSoLKYDxYDaPenhVQ1wTq0oBjtT0gkAyYgaD3R1HFWSkBeobT00sT7KmPsdxAWmOOQDHMUkZi3OYYn6tpbYlwUhtydmOuxjEd4nMdrsJNwFk6sD0newvQaqjFiLKLmKZjhiCaTFiaY9+yqJx4ZkjaQNYz0gohAAeAT+caMi1jyYgEF1jkWThSxAqYgQGNjTYybGZ0dqE2J0BREO/GB8TYlWO1jYCTwBhhcwzSypiFKc2LpitPBAGBAawvAz3kyIeUEp4vheJEAAWGyk8qYnCAlk8SGOLjjA4b4TiRAAIPVSCKmO9jyYrxCNAKQbwDG4KAaiiTiqYkOP/EgQAmV7RqKPOOriVxEngpiKAOngC5eEW7S7ClIOnkEZW4tWLFw6eDmKx5DFBAADpgQSp22U6eMHDrB+OYnmx4DTCePjhbg+mS+QllAcEABr60AAlzxwhLDPKN4QFvbKJ0Bt4hXVHjPXFcGSEvAboHWQJpOnkAALeMABP+K3ozYluMXjx4q+MuB1kFeUsN0KAsT/EWA5Bg3tWOQADylYQxv5eERAFrJPwQRA3t74DZwZ8vuOTEDBUgmYE/4ypCYHj1BGABO/Z97Q2S0YFQU4CDgcIKBK/ARyYhOQTUEuLErR5gTBNmABAIOBftVxTEIwYdAdCI8YkUVFB0A8IcMAUZ1vTclJhFkAX1TINvEcgh58yBUALZBARZAg5OQigA+kMICHgUYbtdrXZ9SYZPRUYhEqmHvccIO2iiYFQaOMWQOTalXelFEvrgUYyDfQBpReEDdw28hjPPXvd0MdnyGMltHClBkuceTkTpwrLJgWQIOLRicIwSXMHCMZOP2FL8YVA/w29SYTRIWRhE0ROiZAZBGUTkcyCiEAB+Qw2dFkPh3VCuTJ13FY+jSJOJhok8MlZACkWJM3J9TDcEz9OwfGRtcigKzkAAHTKUooICpOTxqktzz1kbwHMgwZwwRZEMRCwtEBk58yVi3Ect7KtU7UW1Lexrx6kpSmoNtzJC3TBvqLEDiIdhSQ3VCRsGQ0ncXjIUMmwPSKgGRkbwQAE+g96VOBJ2Q5J1ZOUVkAKJ4yMVXelaVFRMAAbDxEApPd1gSJt/OVnVMCIVkChon1XZM1wdATowziiHCgg2xbpAZlepyoPGDkQZQUyGb4f8CAHDJwyCFMXooAaFLGAXwcICQJJmCgAgBsGXBj/J/KP8gBBEAPFLkJ/gGAFMgKASgGxScGaaDxTfKP8g+Aj3P8keAqJXyXKhNwJCSUo2oabDagVxaQDq5nTDgIAsJpHegVBeEQAFZXQAERA7Wj0Y+UpmyyM/zcYLwMRU+UGN9rSbWCsQP/aiPXi1gHeILFZUo03Ox1LShWVStWbS0EZ9U50zUtzLJVK2QFQVVOwQX4DVNd8tUpZR1Tt4/UylBERNDzFFs3Vr0loqFbtzE9nwsMB8ScQSdDFEIANRxVkJpCHkBkdiIQHuQmuZ5EjSn2ThUTlDJH023M6sS+yPJTIA/AABOUyGZ0PBAQC3s1gBczqx40wxIWQL0NkN0JgNSbEmhjgVMnLoTgN2xvA604DQUYV0RZH4sDZeNKwtFkZ3zoUZEnpUTkwZUh3jTFkPCB1C2Qhc0AAdVKwhq0tYLWBx0sd0ABprw4E2QnCAKUB4HWkhpFGRZEsB9CdkGRByTauhUTsmcVVeBjhSIFvc0gQADmMz0gEAS4EcPKg4Kew3iAxgHQBjQdAT8GGQyAdQlJg4gaYDfAaYe6nGRz3WaCgSIAeFGGRmmD2WWxWqRaRehtQKGE/hKFQAC0A7C3ngN2WQgpI+pVDIa524L+BXk2ABUHIhHSa5O2ZRAPsEAB5vwVBM0oZy2dsMlgFg4AYDdgSJqHL0BRkZOD6VozGMurERDcsG8FL9AAboTHeBUBNDR2XLGzgqAB3yKx61Gqh0Q1GRoQxIRcbLBQE/xCaSDgCSe5HRJpATEk0ycSHCRXk9Q7cy3ZHSS5gWRAAKeU9M3xPsyBwUpnkowSbpIWQBAJ7HkoZEtgB0pIKHgF7gBAZgCoz7M/MlIJ+eHFBPRAAYO0BAcvxLhFidSnDBAAEjlILY+lwCn9HPWGNUyeDTJRpofvkWtVgK8WmhdtPAAPwDtfNPCBWjFIEaBRoSZmGQRUXLLgoQAVYGFQGpZena1NxacWxTCs79KvoLtYxEb0btGAx4pXgTQm+18gWBGH9xMyTPlBhs0bJlBxs0+BYTMGdhN9CUUV6nYSmUFlC4SeEsMF4BNcaJJk4ucWSnk5QYBtTLYZEycjkT00mYORkmM+XyiYs2cbEABv7TcIkYKbPug0GOxXScdaQpx1oEiTUh1psAgQEAAvDMAB4vVBk12KRPOzfEj6Q8IWAHCDFN8GM7PlA7nIbAIBNwXrD3F4YXKAmzzTW7F85qqTlC3ZkkQgAxznEXe2+1Yw1ePJEPkVhJWzyItbI2yokLbJRRuE8MD2yBAA7JwgjsmSnk5OADOE7lps7ZguyHyK7O9caDG8HxzCcgQCFyZE3cVwkNwWMFLAWXW8C0ZEsy6Be81E4mD4A9SUpLbJ5cloiVz5Cd+Q+QIeX9XeZZEeREVoZOG8GiSBAdXKDgdc3Ugg4h3Edx4Bx3LEEqNp3Wd3nco0ePWmhl3L1TXdq8WxM3JoUCpDkJRpIAUCgoAZl2JgKAEDLfBAwE0kiBwgSiSKyKAKmCmN60aEBRRDvRIGO9UyfdwO0TvERM3IH3J9xojnkaG0oU7c+m2rzUbE3LNzLSKEUeZSTa5KkSFGbJkhUa8S0FnkXc4dwdwPczEC9yZ3OdwXd/cwPOgFg80PLbJw8/4G8Ao8tJAhCIAePMTySpAKViBgATPOzyY0PPIGZAAXg3AAWZ2Bme9wEBH3Z9ylR1DGvImkNGLRnptr8xvMxDm8i3M+ZrcjvL4AFGO/PZCe86vD7zq5AfLdzh80fJ9yJ8pd2OEV3GfP4S58sAAjzF8kkGjyV8+PPokndclE3zt8rPOmAc8/fIoBAAHg3AABH3T8svLPJz8yvKlR4YYgFEpcALeEoVQE8BMgToEnggoKqCzsDwAV5DVT65BAaAvrJgwYmB0BtE4gvrI3ddn14LgAAQtETZ5IOF3BNSAJDWVWCyhUeJxo5GSzlHYGgpXlFCk9AEBQE5QoEAemTqHMCJpPsCUKVC3EWkBqcygCMLNC7QqzldC3UmRCoQ4gFbyvoCaQ68cfaJPsLmIJwu6chYtyXMyhnQ0nmAFIQNN4Re3ftzTJAihq1cLuvbyXyTokvXKEKEiBbw9BJEbkxvAAihSFrd63C92iBBEcIoUhIirr2iLokoPkABdkOuxe4OXESLkiiRHs5XqD5Eki3JKIpiKBEgpM0YYk8QvLyEifCF+U6c0iIwjOE1nLJZJEKvLlRLY+AD1jKFRZAqL7Yk2NfizkMYomKV5eRjdAtGNEBwgC2IPimK5cGYsdjnY12PdiT8T2P5x/4kxk8YxGMxmUlac5bL6KOEkkNZyds5Yo1ItE9FSGRikqmHKhFke6i1x2yHxKlRnkYkPOL5UFeQ+k2zHBxYAcyHSnEdOEevC/pvTD0EXYaeabDqKaeXnmnJHqenIGK/GNhJuKPEHUFZR0VQznyYimEpnKZ4mH4vlAZEwMO5hsYEUlplNwDcGKjNLShOSBqEjBLj16EwAAyjSGk1J6g6kpxhc7VZAZLOFLgumB5gWp2gFbpQOCsQ2EQACK7G4BtyJZGoQzNv1KGi5KIOS0Fjiwnfzn0IBALkp5KgvYWMABSOU9I7wUUvFKdAb9S5KcIT8LlLjElySkiFIFcJ0AzSmEGgEVlFzAWohIT0ktLIaNZT5LaSyOOgihSiaWZK0EmhLoSRyWSi5KVlf2ixh+Shu2Ld14IUpXkdEIanRp2fTn1/0pkJYF/0wMqmDAAXSzARRR73EUrFLXSnQHbIwnaMsxBZOCJi8lLQcWULLoBcxTfIIOEiEAAaIPhUmdHQCSKcISUoogsQQAC+1NkhbK2HRdQxNNKKLBkgWAZk37g+AF323MiCDIWsAT6HMjwIJDQmMQhsAf0oFLowHPClBO0aX1eAUElkvQTaE9kpHIEyIOAzMsdZ5hswxaOMoDKZwPctGEDylAHdMsojMqiS2i+IqUgnEjbxJh3i6JLah73UVQ1UZIYxDYQ1nP2Bk4aMmSDS8+AD0CDgqdG8vKiLKAAEVFAJnG3KjoHmCfKhYK8DJAJpeJHEhjyqhLPKIyyGkAA0zIEAwyPQvEBMK7CofK8KgUs8BCK8wooAKIfHzIrTy8MovK+AEyRIhIaaisOAlIHpkrZYqRMkAB6v0q1Qy1kvPL49Ecg9A2cc71MiBZEirErnchooFkKIDSp0AemD7xVYcIaVh4tYNAQHS4cIKiuEqaK0Zn0rdSJCzBJIvGmN3x1DapCecKAR6hwZo0aIHg0dAKLl8xe4D505iXK5AzcrOFQsMWQvCTrhk48kzchcTIpLypzyfK0yHixUpTAXik4KGaBwZJjTbUSqY0HysmYUCkAHvd2yfyoGVAqwmMswXkMBmXxWABBI0wZsKqo4gDdA0F1B3KgiEAAK+MABw50aqrMZqpUNWqkxzwNOqrqpGjMuLCG6i8rQAAczMjkUZ2sQAANlL0AiZuo+MkStrknMhDZUIFtWwgoqoZXL1xWIgiiZ0om4HncjyZ4B0AxyAQCkwQqIUjUAM7UhlrsWA+BP4AvBHEFurcAe6tU8V5bw1qr1nF6uP8daJZ2WdDEbTGequC4Pxft+6FgN+qEE4P14RkEyEBOceCfumqUKSXADkwSQIWlcNKFIGugr/quGoRqofep0JRkaywluq0aqkEdAsa3BJXkPSLED0ScHYxFEVmASbEVMbwQLKYBWsJjAog4LSbGYAAkY1yxBUnXLBXt17Te13BCsPuWCQyavEHIYePBAFgh5UTD0YjtlH5GMQZYDVK7peXGWraFuPZ2G9TlazhR+RNa7mzZhjEKGhlhRlNgDbMaeGTmD86sKivTZjESRAAhGMxGhzIJTH5HQJbmGWA8D+6ZippK+YDeFeBb4o8sDBEa2EEjKZKGMmlqcKx8qDq1wb+LuDkZOAJYArS4xBsy5FaMgHyNnci1Irw6qHx0Bh8qdxnd8THgEJMfbEk3/B8IOQzCSIkloojrL+IMkCqoyWMgTJkyX8rudqsf0phCoACsMoVCak5yjr261+P9qe64ML7rugDMM4VB6yOoEBkyOL0tJg/PoQEAbtfDTI4EyJC0yjIonOpeq862esv5i673LLqK64kynpq6vCFrrwk7goUhSYRutqACkYMhDI1wVurjIkyaMk7rY6/Q3gcVapkuPL768xQMIv6xMp/t3yvA3zIuypvkSBopaIB1p4AWqUiAfOdFWLYyDUyEgFhkVMlMgUgf9IwasGnBtd0DCEi1nz6yEMQMI8G4ZGGQTyQQoUhAC9rQPqi6idxrLvc8fL9zwCjAWnz13G+vB9UgQMHs0ZrdQgMICkQxEVIz8i/K7rMDL9GZiB6/+sLrzFNhA5i3TEBsHjOFfMgG0dADMMeADAd7AKQZdGaGhB4UJYGO9eEU6zSzBjF/UikUgSxqwbKaT/nyDPwA7UWsayOY0SBdtJxqvExgZACwKY0Ba1qlyUBqQ0aDAaIOcapRHPLGAQtUGUMRDOMgwPxWjCGhQh3sN8hl1xkNowAB2FJpPwjOUQxQbL9eACyMdAd7Fob86++qPqx833MXcA8iAqDzOG9n24bipPhsB03GxIHUI9GgxrKlS80RNILn3YBtfdASYzMkb1YsOoAbZKa6ACQFGumJAbem5RWUaV5VRq151GxAE0b8m67B0bxVFpuiBDG6EGMbchUxvGtMsyxqSgUgGxpol5RBxs21Gm1xvsb3GzxtCbTIXxv8aFmwJsuboBAgFCbwmozmibYm8GnibrsRJvFVkm1ozSaMmyJqyai2Mg1ybsvApsnJXcuhpkah6kptALWGipvYbV3apo29am5PKvE6yRIEDBGm9QhJRIgeDVEbK8kxOSSQ2EZtPlxG8FukaC6oevMUNCPJrPtbpWOqpaV5ehuwg0IfV0OBwWnQEZbFSDSgUZojGXXsgkfWEHikxgMYEmxk7R6jhrxVYVuxVkfHbQWt7IUGVHYC2PoRhUumHYXpbsvQAFvopYgg4aVOgDTBVRbVp0A0IPF0OAAmnQEAAgoJDBjqEfx38dAeUENZDOMJ3dZyzXyirMcU6aFep0AQRD4AlKJgEgxoKNsjBYPgeYFR1trcFWr0ZoQv3y8ZrZTGOB73D6J0B2HF7064JYSnWEx1SpKzvBuWvgHaZhDFVmsAsQAwlk4Oyu2iIIdKbKw+Ve4YzwMJeEQADPog6jOZv2DxBVb8yIsn6UBAXZPbJAAXIy1GGvHIhUHAwkKb6G+FpYbymqfJRaQ8rhsR9FW9Qg0QuC7ltEB0MblrMBgNIlq6aHgW6qerWARBMEATwVmz0kPkbwyD9Ta9mGRgBASRB4A+w4oV4Qq6VtN1onCO9t4QoJR9suBdaETh1oGFH9qwhrnDOqsQ9W92XBQdAMDp0BLQJKxVU3QPAibSyMdDFbTagbUyYw9hPhkAA2p2PtAZAQCfUpUVGqOheWIPFmUOw5jDerZalcFkAF8CaUABIm0AAPWx0xSOtoXI6COzhTYACYbDB4sOw+cpwh4kW1oEBroJe1OAC4SbGgCPpENgLglaF2P5xZOIh1+pNKLEFuAC4XcBNjeEGnlyxbgcwAUYC4J3xuqyO99njBKAbCBE5TgaikAAMeWdcNJLwGxIoYDSByA8geAH1jtlbCGoo8IQ1mNxt8HxyNB3oGzo8AvAezs4UClJzqooBAPCEhoCcijFEt6dUqOrxIo/MmrxAAa/1qKQAHwE6MjI5lqKJlhNAAI0NsrYtj24BAR+2S6EYj8h0BKafuW+psrbISp8rk/Mii6d6kBiBJ65RoBYDbgBjoGhyFfTooAGFFroecune9hVQDyv9G25QwguFhxqlA3RXBywShV3Bz2k3xfhkYEmhvaROLrrG732Dio9BJKwwAoIrEArtHYPpXgAUZAABW0ifXhDYBDungHgt0CQRBvakLf0DIJwS1SLwhLONagTUvAOphUNxuj9gmkRORdD4AGAQAHVNZGGe7zA5bom6zlLNMAAvMyIJrAbNgVw/uq9v260QOImNYckvCH9AROSM3i7qKHYFEscIQAE8nVkFndvqb7rdBLsaMlh6DVA1puTAAAANAARNcROR4iIJ5HG7rzIiCTSlbN6WJbre6VuwigMZKAPKx0RFurWQPYRiCbuxgeeigD57b2e9m5Z3u+bF4EeMDAG7RCZV+m2YaqOrF0QzRJEz9ZJsP1gHA+GQAH1jQAHl1CPxIhZaQAFMIwAEVTW2AbSzJHMno5ZlGTmpZcrUOAKsFiL0HrYA2ORzZI6AeDnV6iOX1l3YuuzwCzCV/UgDaEDdbJQVN1OswDFsb2wPqgBg+gfzD6VDdfz2FsAtTpuBJagiHT6sQQrC4KU/dLLT9XqDPwQIPqlKiBJiA2DsCtm0xDsAB7JUsALtXZMuEdKfuWm61U2br4ZvWKiB3lhMFtMuAdAOvqhVF2GPokQK2LkwogxTfMFPQvfOM0krEEgQAVBkunCEAASHQLYBwVjv3bg/Q9stk+AZYvjJyotDCKbC69AjHYBwHCBRk6yoggu4b25YnXSFvMnT4ZImslwEA5DL3zds8XTkFb6HUy9opoUZZYlipAAcWUkTBfuzrm2nZoyy89aKWmhYpEYEWsUpdKUylspXKR38CpRH1KlypCmCql4UEVDqlUyaaBXJUyA/FMhWjUyCPJKaccLwHoGqiSClkAJYBmA3wBqUtABcc6y66vCv7GRZAQShRvaBANlh3bZa1gZbx2BjiptYXm2PTSrhMNyUTIOaQAApYnWg9AVnXmWOAJB6QZ1psueQetVW0iQeyEdafPrMaJrCxqsbssiNryzNtFIGOEaJSZlSkQAeDQcB0Kz8E0IGoI8lGE4wNe0QpWjSmhsbyB18FXJEKZphoHYUUDIalVB5Z2YH6gWbzbh7nT+x94XOCaRvb1XErh5cvCiIZgdv7FeW9dIVPp0dbf1MZxk5P+z7i37r2kfuiYZXWZ2ooOTDIZK5f1QNzmccIG9qKGqh6igg5melVVZ7qedPo075GLTpwhSqrs25DHWn0GrxAAeWVLHAQAPoTBHTraFg60Os0suB2ShjreBiYcTqOgFeVyHKbK9pmHo67OvP6hdTkCiL0CQADtbWDgKHqIqFsHzGADfovat++FqvrOctou9JdwYho59rkZWEphB7RKEbIT8X8peKtcrn1eHHwd4aPxgAO/E/r5hgaH6B+6mIZH7zFZMi66wRqerAb6ZFYcBs1hkfq7NZKZMgijkZCJm2GD1dAkkQZYU4CV9q6jOpx9RkrfzZ8AKp4dSAVYX4bVB/hz4cf7vh54YagaR1IH+HARj4Y6K2yb0hvBUMdeVKY2SVB3RGuuwQcoVJuJgF4B/rGbvZhgbAQBfbtdapRFG2bSGjFGJR8mzb7pR6mxk4zhvhiQD21AcGYB53Y4BeLa+ywAp6Nq2gB76TR9U3TZDJNPtuBM+7PsxBc+g/yz0C+/ALfxECIgLd4FISvstG++uvooCHyGlVoAiuavv9HLAZKzr6KIb1lgq8TKJjfQSIKjEN6SmMDToBVI1dks5bgOvrJYbOD6IiZR1AcF5wz+73yd7VyyjTDGTgAfq5M9EsMiRg/RysdNGuu4ki6hny79CtRslRZDFtR8UqzfQmx57hbHzeJVBqVsIbANWFubZ9H/A30GRS/pHZK9Jvr78e/EpHwBF4dqaaYBccF9JyVMvVJ9mbscAgkrVVThkaADVKNGEOy4HwhlzOpXug1gZpnZ91zHQHE1tzXgBwpmmckvLYuu/iUwBk0EmzY7JR9UapsWlQAHK5I9BuHFkO9vfHxJT8c3RBYhSGC8FIOrCAmb6xWHZS3wWIBpRO67SqmV4Jo9EQniYd4v2ZPiwXzq6FAVtMrA2qyhUmhEO8wAEBQCcCiImUAEicGqOKiib76qJschom6J3CU5Y+u+wCyVtlKPs0784Did67VUGMOBL3pGnjQ5bgE2ILhaIMwBCoy+4if6hYCWyj4mbgKidEhroQAF3Yjifhh3gTw3pk4O7oF76TgcwEABttSVIBADSc0nJsbVKwgdGC0mdQ9UKZErRYgatFrRo0WNFBQcILSbBJGdI/Ag4auxJqeNnjG8Cj6ZOcwGuhAADH8BAPbjBIC0KK1obR3RhpLqEWqdsqaOG2dpqbEfCyHJRCskqUQbzfBqHUJUKLdvkmwqIMPIm1JswHeIeXAf267H+PA1uBUOsxX9cqh94lkn+5CSbGdxPKPrqxTgKoaXUyp+ro+t5s9ytCmqpn7qYBF0DiZGmXumpSj7Jpr+kXREuYxEnbJ89KZnaHh9Fpym8p+VthBVjeNuhB88wvOLzmoLdvbJEQlGQxH20nMg27eEfMEERVI9Ak78h/OqefwGuIPD0wyA7EAeAFJlACa6bgLEA4mU06NO2Uua+sYfrmp0QEBlgZqNM4UFQXnjYA+GQJOCTuckQDqwEkv0CogNFcTy77iVI0fOBTIRDrs4kZy2TBJdEQ7PRm8CXRGxmXCXGYKR8ZsjEJniZkQCGnCMHoEoVfRo0br7gZjmZXlK+04D4Yu+w4G5nTRjxLqw6+jrD+rfFDRX5oFSdmDm4jRki1L9QCTizY6SLVbx9AqfAQEAAL2KeSiCQAGyldUtjjDJRqIoIcyVM2dT1i4TFqA6+wAF+EqJkxnEp93OSnmGspvWnkWqAqynZVQMAPdUdHaYSwz3AoJdYZRFYFTI0pBqGW1KYHCk6a2Z+iZUnNLX0ZNGdJ96BXlTgXLC5myMOvsKwBwsjgHBbgO4dshW0uOdwk2IJYb5JowgaBaA4RyhXWZbgG7H6nZnWSaEmy56OzOxTYMdBrmV5a7Luz0WOrFuBEssiFEA1gPVC8bwVeEHfBTIclEpgjEYlQjnBEc4FHmc80yDiAGoEKSnmZ5su3nmvfD0Hf6M50OEMn++ywEKwdafeeYmGxk0Izri2AQEs4BAW4EgwjgyYnQBEWCYpYCaoY3CBnUoeFmBAX562LEmoWHHsAAo63S5eEZ5Q2r1mO8BkADQBclTJ6oJqFag3dWZT4A5Q2VVBlU2CEt0o1hUAMtlTQgVTl8h7BKUZMwmalgEACiG7WIIbwLhm9I+AZYmb6oIRQAt53aQkSTTjLeuWcAwqCaRqhtsb0joFeEGAAphY9SmEA8GFx4CYWQRAPCtRukLjHbAwqUHqGczSG+vGQv6G9LwH73cT1EBQTQABDzSdicpAAeVMxhxnzwIeFtLr8L5fckz4A7whLkABfMN+pE2ejMAAqpQNmaQck2MIzSIxf/A6BOCx9BVvEiBHLAAdKNjcMjlNZ/AWL01JAACQs8ISdkABwOQWISIOsA05oOBSCHBMhb3JeMdKMNS5wFF32Sho8Cbchw5ElkxJuBOQcR2WTzKjLhzJYvNknZ0QxVNjwgY1Irl9kUHUOB4XWVNlXzIaHFR2tYNvcZCUW0cYAESwoAQlGmsis+9z24zSISEhoCifRZzNZaJygOoBAbhY8XZ3QAAOva1sCqXMIdrIgJlsdgcnOudsiLH2HQABYPA3tTJ4LHMg2do4iHkmwtqEJbaypqX1WMQOl7jJcwBvZov3JeliyAGWhluaBGXqGkcnlBrGTZcAAtMMAB9ozWL4qdxboEAuF/pmwSFNhSqRCRD4CNhDFTX16BOF2qAcBMxXsNOBrQUfF4R7NGUSgz/ApgrhWyQZESRXo8kX04U6FVu25sswdnx6X3+JkdGWCIHni1w3RDrB0XQo8D1O5Dqu8MAA6/XqFshCn0URixKX00tDJe3SzFypHQEe1RV7sV0DKAZsxvAJCVMmwIUZFzHzAw4NC0jMbwN1r4AJCSx3GxHWHCDdAz6TkEAAk4zTApqUrrJGucdAkGp7lkbA6WcIXMFg57ltdjAH7EpbUgHoB2AbSkMpLKRmAcpfpxQGfZtAYqlNjcVuO9/NJqRakLtBIliobgSanuxP8+Rjda9rQAHX9WwV0goYWBBVzKAbQQgAqgMPWcAZgfwO9U6gCAFzX3ofNc4UUZUTWDgeLXUzk0SWvo1dHdBzLN9W4pTbTrJjhI4XmBw5ktcph8p6Y158kBuVk8HKBnwb8G6BhqWLXJgC3zLWx1ytZC0HlmU3bJqnZ1JqhrBVmcnJPvHCEMkXMKJiAnsQ3oZK4CcoSGAgBAd+ZtXJyLFxwhZleDnozOEI9CLW8BtPKBUEQMYF4RAAMA1AAA+UB4UGQ1kD1WDlDHh1hqDmBy179K1F2e36bCpPqshgmlfRzrioX/wHmfg3hp6uweqvoNObPmq+rOePnc5qFwLn/wNaBZG5VYYThnEN2uwmk/QNDaRM+hLmphms8ajew2vqvAw+k0N3hGFVHwQRCRM5DA61AJiWf8B43y7G7shUd9NDcdk+hS8j9ARNmMS/mn53+ZRZ3K4xDQ39VHgAyMEWT8etjFVigHr8dADgk4J80wtPzThyAQDqtDAHMgxiZTSbEMk2zVEqLI8aQmh1p61HWlEAvE9kH9seAO2bqwBVb0jE3ami1kg7ZOBUAY3LZQ1XH6VObqkdZUc42FGyYbJkv7XNCSIGAAKoCnHRwvinQFms702qXCB1jAHRWgf+T5zaBEt35xuSEKx6ky3FwNGc0otAH/ii48IYwnIgctvLc/5CtxLHzEaVAQGO1AAHb9liRPnEdloH/nFZjEbNjoNkZH0HAgRtu/gxHlqRtebWiCTv02U0bV92JlycVHHRwdACP1kpqcFuKJwJGleWTsR5KVq9ABwm+qGZGmsABSBsGWaGLK/l7gY8XbpfnhMCDtpcCZtwkREQmkatnQA4BAAACj9lHNSCVVtz7eeAhq+mQB3HZFWi2JSqISEhUdKWSlbL+MkQGjGbwYscpN2dDTjWN49BqAUhcwOgGdYcdymBFj9iFzFE0/QYwiW3ZNMXlYgiAHUHl59+FgJbswWcvR0BAADO1NSZjAEAcetzvEA6d7UFNhuhE3JbVed0n2To2dzneYx+5UxYIWPNNAPFGK2UXeNwtnY1my4xEcakTdQO8Du8NUHM8IC4BADHXKi/DTkgMJ3ZKVDyBlFAAQuJ5UFgNM7zOqGIN0Dw4+G2UEycwBCjAAWAVbyx3ZUNndk7DwNdwa1ow45q7orhIksatHOcIASIH3d1jCqFmVFKsrwgB7qb1juTujK6tI5WdwhZvAQojkSkxzAU4BKEzSQAEMYqnRGrRkrEHIgvdi6YRC2s66q92VqnCBCjRFcwBGqxq0djmrFq5atWrpyG7XGwahLEFbKMTEKJIgOeQIVCiLgEybMA+M96XMBBQ36i0BrTWeJwgBcejP55hqeGKR3b8DEYUXE9nQAWIGAimtFEiY79koA9d+nkP2bPTmc5J9d/zkN3KoyQBFJ0ay/bMzeABImD4uXbEwJpAAQdNroCCDP3t6LZF4R8PQRDPDCafMjkMC2M+zKn5AFeLLjVAFgMAAhc2RkQGGA6VQQsb6sNkCDX7exwcIetNTYcIJEzvaKirpkfW7cF+wuI24tNVDhzOig7kWipcNsjawVDFgKVy1ag9tAYNYijzmX1AXDZgVVCiFjMlaThxwhU2Eax0HdmiAZike17/TgHA1xAdDX0WiNYwGcykYFw49GxICWtdtT9VTIw2iNo81pVeIDQb/NHQ8YPUVAw9+XwDUQDsQtsHCBMaxD8AaW0ZDhAZmBTIbtZgG49ENeQGFDsqUjWGpYw70PZodRu/BAwVHQu1jtQeH4sdgbZjCOJ2YDX45Hif0CGoIc20c1IBAPA5TZJsNI+II4zDpMDb0Cfem9ABAQAF/FDHRsy66iXT+DflRxUAAyPUAB540AAH+JwhS/NgE5ARwAQFyw2YQrBVtYAVru7EjsaPImlDJNI+qZuj+uWtc5sNpMoAj15K1pUEmJ3hIxvZoqUDBHEwzi4bIgUyHvcZOKJhThyIKo7dBijgXCaXTenan3o0iFdWIJAAfAVAAFySiuBCTN8Ctssu/TzgD1TBVoBGwWGEdQUgD7ZE1ShT2pQ4H+izwPjxAC+Og6FeS5ww4Q1TwITpbZkrVvQTkF3ATNKg4zVI2TEEABKlP27JsX49tARsXSly2o9DrdcnEsbbElgtefCA6x3uE3zxZ3jlJCBPD2b4+rDnypyCvYKAEmkxPNZQXc+PaToOnpO8tU6FZOqTjk4fpGSIjKDxWTtmqusRR80082JEcK33BamtFVEAa8Ig7lwumGxJ0BAAeHI6/Cu0KBFR8BqLIheXttQclTrphVtL2AgImk5TsqEdkjT8U4ICV5OgCkKjTw4GxVPwWa1QnhGxsbhx4eTQnQAkcEjGdPXTjsTkAvCiaR/G2YGTl/AQV1DDMABAPVsDOQoMIdw2vXG7KhUPQB1pK4cRl2tl8ZYSegasvQB4cVheAVuvDIz7T4ZjOliWbkV2IOC0hDd5QYQBkh1TTU03WsQTvyK0P7QhG0gmGWuxCRuWCaUABD2zoEv6PxGjglCEXHbOaNr6G7Pz2PA3tStYKuoasZz6SG7GdABcZ0A2VvbiiZ+zybDYR3JX6m9YyOMQQQPAARzkTBdLvw1etA9enIuyFc8ZA7wD5f6XQgb5Zmtv0yGmpEhKscpwhpcWlZN8HZ/s4IdtSGZn9V7zwZexUfliVv768XAcBzI6sZYjnci2H2xLg+AMMjYQdsHCCPiVz7sb242Vt0WXoYVbZjND4yG1cOdLZ7c32Y21O2nUpT67myrq8IWjHQJdEZc+HJux+SZIZVPekkBBSANokoUL/eXxNxjCLwmQc8Cfeh1hxzxeSFAOL/7AmDwIFGVWmwT0OENUv6M7z4ulQk3EEvA4fmk9NiCQAADvOgQaXtzDgExATcAQB0o6aGM1jNAASiUvQJOxu1Ku7DtWUaVCiB1C8CYwhbUTcB5ewI2zMjiguhZUOC0BVLvgBR5RDI+QEATcc86MqOlxtZ9U4SE3FndwT4wgEBEMswjbigG+ZkSuV5GNXiov6HSgEAbAUdqjBH9qMJ/q24nK/0I8ceAh+JlAdZEKuJpXrjRAJCYq9KvERcq9IAOgQq5XkOlv0wh5gr43HDcDCO6WDzyIYq9CvD9NrOKu0u45aeSBADdPO8INU3Z1LRAG8Gogl2hUEMQbwJmoVAZOHfQMJJ3NLuMQw1HksAAJFVg41q2XcSg2dwxCnVOueyVRoPlYq4MIwXbK1yv5mCq5au5CShWKv7gJq8qvXrleS0Al2mRna0nNaaFwb0GzBuwaKG0G/wbfCUQDFtir5vtyMZKR6igaYG3wmuWhqbsyHBAAZ3lshYQ5TYB7MG8obagMJjYBD570lkmFyoZz0TujKc1SOzESbGLYDCb0j9NbgPmmYBpcMtrS6LuUQDHJ/YIiSi75bQAEXowzlHw3JVM69XzG1MlMHKYGiXmBXTmYGZHNtKNH0beG/3N2sUdLwaoHfB2gYCGFIVADgokQVAH9yLtKLmeNfBQADFVL0D4AhAWj0euyeGOEIB5sbQkoU8LCjG8IdCAwhI7oGcnn0Y3AR2/gjidvHYbWNTJtdmUW1nDn9vIOBSG12wOzPfl2EqWjyfSuWnwlHbZKKzbYdm1AwiQsFGG8C5wbAP4IHAtAZZ0AAVAOO0ouSbCjudALUO1Cv6CTpsA6BStmZMbwKFiLvjtQAD349zKs3jL/Ml0AxDigG9XIpVw/9X4BoNcqkJ10PjDXFjxQ8qk1QTAeGRdtFYDN8q9WqSgEwDcVqoldtdFvqaFrLKXJRfGCge8GQACgFnXQMigEakqxGsRMA0IdSlSP9CUQHOty7kwF546sPoSCBwSgQCXaduIeZcJFGCDnLujRYwAMI4AsOGyFJsdUIeXaAYwjNV07/QhoitCeVDnBn8Y01+1KFWB6hvs1QJVhZHb+B+VyXTCORNzpyG8AbLMQV29QfnCAQHidnlW8cxUUHg26fONxh8nLvDScO4J2id/Slx2lIEbEAB/pTqwi1Fwi1UN1S0U4JOHgh9lnGQTEHpvoHycgYfw76ALTJw7iu5uTXk2tQgB4NeaG4SdQm8DyIQIQGRbVCGkQGOo5HVrB4tlH1R61VAZXLDNFi2UQDvbOjv4osI+ge29Eof6gtYoBwTrQFEBjCS2+SvFCAaFGz810JUSucPOS7ceRAYwj2s0eEq95T+oQKF6wLiOBzkJnH1x/cfjAQAEv08J7zVo6d6fjBmAk/YoA9pc0HYPP56Pi4xSwD6c4U3QHEMRPbQBRixBbstgCbVW1SwBk5IswABu5eTm2Y7pQwBrwanuQNnpAScwJYDEAWqTfA5RaY1txiAXhHx5CBHpgVweCHUF6ezCzhVXpyILsglxAAWPCSMKkWPVjcelhGwD1wZ4CCRnpEDXpkZDdN4dlGW/lwXJWL+nQxR7/KS8P0B2YGUKEqeK4lw4zM0lf3cCU8PPD/OLXnE8VcSJqsRsIKGjYQFcfCDqwFcG4HeM2ELXkV3HZMAqRaoBHCHWYNhe6EmxAINCGMQ6AGF/hfp2gcC2pmTTkFpUeLPgDjNtgFgBbUetA9YVwBALHrNCbwGwChoBAPO6LI2wrLXGrRTBIh14vCPAYOeCgkch/5eEN2wKUFcGwotYaVa2yMrZSOgB0o2suDbmeBgPp7gREPbR22VuNfZ+GeCgzmDnAFXhZ8E0IdvWQkIVWQAGcVQAAF3HMiogVWL9d5fRnuw77uJbqxp5eNX6Y0WtCUBqEvcoBCEF20p1/e81v/B+gYUgqMQAD5rGzMAAxv0hU+smzLFu9B+16ShHXw55dfoQN18Mo0C2ICj1wgeDVVu97jW6Pv/XmJEABBz0AB+U0AA1bxCH5XxV9UNxJWPMoV1Xw57YMBgGLS1f5n8wM/VUQleRre+XgQBNu2DBDR0AEqIal8WjdgQBMlAACHMFcCgnp0aVHRcvpAAQT9rAHSg8vImkNm0F230Z4EBnWwzl4QcyQACHDJl6hZGBIgi9BAARidDWMVJIShn2t/XeImTSkABUoyYB7CQAEXE9skkEmMZemRkxnm8Q9D8yLwltfxb/ZrQbz3goMWtvX7N61v/XuN8A+EpC7UABaWMAAHOXIhzb7t5i1JsWD5cwRsOrEiyBtFgB/22sthACR1cIRXAgorThEsA8CSnS7fNNJD/sLwQqt4NS4WQEg2Qa4CgC2RrNgQGlDGk8QBRCaP50zo+2CvAxOpDAS+9Y+dhdj84+2kbk6Um0Q6EKKAa8P0ElDEQqj9RDuTtiqhDKAFHgBFyifyAix/r0QBcwtkGk0AAzePU/w4wcdNgaiciEgxdPgz6M/P8DKDLDCU2mQ4hGJz5G0/2/PT/0+jObEsJDGUZnMQBGQ9hNxKPgRkPJCV3U5ibIdAa/BZqpUM4nadp+VUU8J2p+4Gi+zXazu/RTPigGNb4vj4gqUs8f7k0+qkPACR5aAOgCfQFkV9GoQNne4DKJjPuFkt4TDXvXS0ivt9FUwBAbL6q/P8EXxqJiv0GvK+XqtDD4ZOYUaA4HK7TSzJw6AWgGRhikaz7y+NM7AEG+XINyBqJ/oIn0iaycH+QEBrDf6jc/GhDT4VQhSTr+9tN+gHpy+dv/+iK/fqgzHBqL2qb5nxOv87+4B/qhqvqAqqufH+xXDeQEoBbyQAGBglUl6ri8YV0oBA4cCjWAD8P8kpogdP8hSa/yfNN90D8Ab44H0SCONfoycVZcCqoaWgGu+Ef2mWGIJThb+oAaAdjJR/7sQxFW+BAQn9o1hw4L8wEb6Cjt0hzif2PWjKAffdJ+1loKsgJrYzH+n1QQYLAcxkfln+MQiPaVD49mSJhEpBXAarlq5wQdjfOZuqAIm69ISYwkBfcIOEh4e+Ab1kABva1u4bqQIizxvjpcAQBCEWmXW4KAW0EfsEuEbBvB13/VZn45iIbNNcykdJBZ5LOmA9TmEROACyU8ZJegoAie+JAEBGkPVKieI80USl7nAcEG3NaMw3smxs2LQD9Y+aYwgSvfUOx+rXvEPYmMIDCHOg2pl6UAjEQ9gPwQCEfQLen7lTWQADe9QAH34ujKcpjWB5bqwDCEwFful22GgCJyocMBAB2dfehwhUmEAFu1HtdLEKvCAH4iZIWSbQGbuqd1KVzTUKUyBlpkr3v4IB+/vGB1BCgHNA+Ry7sDoGtI78DvX+dALaln7kHcE+Ag8IDgRKFdycO5QeDCMpVkfWHknZwhl/8DrsWuyE//0JMiG4HLF2ff0gphTIea0F8U7+qxwh7/urALvi7uP7X/MDrL0X6RIWO8L3LMPazKG8BUVCgg6UY9YicCl6sza/5pkQazIA1AEb/cDqV3HiwSdZ26GIQajZCe5b5kEwAGESqzIA5bRr/Df6GkFYCU0BSAC4Z1jUAigHr/Q0j2NRgGUAh/zd3DtYH3O14D3TbSOHYe4eHOVjj3HdyT3KqSpAGe5z3Be6qHZe61SZqBFZVMgb3f3Jb3VyYn3ONaLAC7TEAiR7gBWICsApgEP+IIB4QDVQiAC9AaIWWa8IBaKUPWVSpkaFCwPUBoQAB7YbeAADctQGcIxSAOUuihw4D/iABu5B/8iS04eaZESW3D01U6Pn4ehiD2ExbGKugAHfbHYQeA7QFkAlgHIAhgEOTWZTGPcIA6AL0AYaegE0AtAE6A8DoGPIx4qPVIGmPM6jmPN0CWPEQDWPIzg3gM0Q6sEwB4QIIB2cMgHoAygEMAmR6pkBgHZArwE0qUQRdmNrJY9ad6AABBdjqJKJLpGioWxG2JyuJWxmMFzhZZgIBSARgCwOi+ocIG7ZmMGswzqIIgV0DfVX/tMB3/mE1qGmw4LuCUJRAKcAkIAgcucKqcwWIIhd/oEIMumXd5gToAzSJaAqju8YKIMyYcIImxLsLdJ/2CqxbgZQDyAeXcpUN0A2IOoAfAh7AvAJQBwaEwAdqIAB5HUzwL0B8AIIMNAnsEoAjBGhBGgSdgvHgRBngDBB3tFRB9QXRBwdld+gohsoqQgoAhkkMQNPEAAi35skIIi8eFZCW7Z34kgskE08SihUUGkEqIFZAdCOcKMg4ODkg6niBIItDgwf4qK1eBj2oJBheobNwN5AEBB4BUDYQHpJ1QLbZU4f8AJMMuC8UEhAcQVwztdJkDD0QKozYFuCfMSgAUsNkiT0T7C94X4B6g+RABACljGg/naqgr6AcQJbArYLUF7YOfxfQEWBhxcKgqSQOC0sDH7hxHGTaANmC0AVZbXffUEUAXQAjAFoyfUGgDWg+SIFAE0BagnYRbCMchySCwjW4YwD3IbNwtwYaBdQEgDewLxLE5UIZiXYEDM4CgAm4Q5CjQBbDIQFCBOEHEBxCZkgRYRurE1JEBogT+b/YPIDbKIJIFIGsHkgQCKUASCL/YMfhAnF4CdAQE6UADrIb8PajSKeeIPAIcR18IcHsneEZ6ycVp/kCEAQgMgBLgvyQrAMgArgtcFjALsEDgifjzgn7DcQUcFTiccGTg4CD77XrTpgb0jN+cbBdg4b4/AdfQCsHxCBwQeCKMHUHTgziaxgbiYxhFgLDdLsHCTfrq6yCuA/ESgDhgS0DfqGfi3ad7ByrT8GAQnibAQuf58sSgDDdN2w4OTM7WIWFp1OM5zQgSbD2kaWAAQHCCRZKJg76RdA/SHYBneLECCIQxBc4SdxukJUKtTWZyTYYbpugRLKAAIR01gGiBhurwhDAGxD3sAvMEiHxDpYrQBcsO8Q0QIVhJSuxC7Zm6QuIfnBhITQBRIURAHrIYgcemyRhukhZ4LLJDpYliAHYtGRVTslFBEFEwy6oYgMIO9g9hFpCogZT4UeFpCxtidcYoNowTcLMdqjMN0tVCbExyg7RBIe9hO/P9h4ITGF7nEYxKAGJDUQP+C4IVxMRJubAzXI+wCOoFClITwAQoT5CwoUBDB4ihC5IQBCsSGkgWAiM0OYj5D0oa4hkoRQAsoSN0ixLlD+pF84JFt4AYoWiBCoQBDEoQhCFisiwUobpC0oX016ofugRmk1DPwZkpPgFx4Snlk9KAAfVGwWj4uwcH1IhrA5MDEHhFHjOpZKC2D5wAeE78HThv8GSBWtPSAmQGyAuQAZg+QJ5FPwXNCT8JQBC/LipU3kiAmyLCsGSNN8t4P9hTQURlWEKjtvWJT4SaAH0CwVlRguGcQHwTMRZiGsA2mEQQU5CdCnoe1RjkKitCKEgQEEPFxZiJNg+GMtQ+wDTxDEIAAiOTrAP0MZIYVXLgtWE8g9wCioKADCqGkAV6o0j9BFADkcMlHhhKAG5OiIKME450oAyGmdSBMNwkOYQZOFxHggIlyLo5MMfGv1nXYQ8HzBaMKphIjEWkxMPggzY26gZMI8giCUphRMMZOpTn7GpJAZhAsOD8a7H/gm7AVAQsOphZJH6kziBe4kWCYA8sM5hgpFlqvMIIER4jqwCDGEUndCwhpzkRA6sNEYrkGYga0T/Q5xiGopsMWkOnGGAAwFthz5SOgz7EoAr7EehjJG5On6H0YvpyEqTsIrgo6ApynvzfQXpX9h3sNxI/6CYA7hQ9hhMIVhMi3kAK4GgAlAHjIWvH9hu9gQAg9FUAL5SDwQCwzMlMLa+6MMgImyjM+lqjvQjPC/gWYM3Ai8WaSZmBxhWgC8S+YSYA6BBlSOkHCo/0IICtcOkA2gBsAogGysjcObh0qCAEQhBa0NcPp+g+FmUKjELCA8ImyHx3FAJoDcyA8P0MncP929MgWIUyQj8ZaQYoEoF6hlwFrBg/woAgSE/mJTnOIIjCyeHGgiwEhCSQ3xBWQmT26AiOh0ygcECQk32vhBFEyeu8NHOWSHtunoMCQIzS3hJ8NKeHQkoAl8ICQAoIeQzgCP2iEDiEeAHjgHC22UdAGOIAgC3wYCOqiuXz++1VXwwmdBiotAF8w5tUhoxxE1A4CNCwA0EmaaSEBISW2k+1eCqOIzQEAgACW3fbow8AhGiiCT7HwiaQ14XzAsAK+EuAJhFhYY+ErydISakZkwCAGqhvA1Nh1YXzCGgm8CBIb+5QudapyOA9RiI26ASIqRFQqQAD0qiRABAJSxvcnWEwwIEgTOApCtAIEh/LjohxIbRpKWL5gb6IQjuJq4AXvs48jQkgiuEcgArEWgiV5Ow5AAFFGZol8wksF3A5EBxQtq2OILmENBvmBxu872ncYTBuM+ZB9AAiOsAlLGlwOKFwWgAAQEsiCUsCxEoInb4aYaRg0AVraPfdsAh2JZh8sEsCfIKkR+geyR9gG8CviLnCIVYKjgocFA5kF1S6UaFDZQbsR6goLA4yFFBl3EcD2SAcBSoIp5KAB0DOQUsS8sTAAFIj5C2gf0DegbMAjYdMC2gF2Rl3OlCIpKFLN8PwIBBIIKTMD5CWgR1ipnDNaZrPgAz8CqDQoeZHIpZvhopDFIUAEGiEpV6jg6KIKeMKsw+fC5EUAFFBtQapEfISgD3ImlR9gOrC2gHFCAAcb8WANMjnZDjMBAPt1ZZt0VO+iRB2DiokB+gts6AAVZHiFld7JMYgwcDohLQB1QBBJNgLSBjE62Hm9GBLaAB+mh8Wni7IbwH8iNFHuMaIsFwSJrgACvikgHMOfMdtqKxswCzMdgFckRsNmw6hAIARqhHxSMs0kYEfV0wGMcRzACwANEByj24b0ADdPoBKAOjQrElGd0MGOCkQCUACVFptxeJyiCAkjwJxr2NFUcKiySN1CIsCs5FMC3D0DlyiMEaQBiMKIABUctAcmDeAtiO2QcCBoh0CEhAvQOxl7gMwh9UQQEwGN181gDpQbAAwZ0AOajLUdajloOgQdKNHCnUSPDlURHDVUUwB3UV6BPUcoBvUStdfUTajA0W0U9USGjGuEKQtUUUAdUTphI0dGijQD6jNiFaiE0ZhYk0YPD5AMPCNUa6jkMPR0S0TVxnUSKiVDN4E9QAZ1K0cwBcokORwvlfgeCMZZS0bWjjBOGiE0EPCe0V1CCkRQBM0cwB5ct6la4cswbwJwAiLBnB8wUKDxGK3AFPFPBRMmJlO5HOi5YdhJ5UN6l8EGvBk4GnBM4JuiF0RcUP4B3AqFDLD50cmhvUv3Q2LkHh8fNzZzACbglhAEhBXqtduvogl0CELoiGH9NnOL1B98HWCigOP46Jr+i9YCRlF8AZ1Z/AP4QMfvgvgDd8KAI98oMZnDQMf8Q34T2J6sOYAsQFLNosNtop5qSga0AlhRjN+kHoYhjdQMhjrzKhj5wEewyTmIh0QMBikMQmByMTvCSxDjxSwCvFKAG7ZLALACvQHRjSMXWityhRiIMTxi/0aroV5Ih1mMF7ENGKIB8yHwlOuIuhyTHHNoMd9A9Ji4ICodpNMNqQBFMU58KAH2Cf0fRi3AD50FsspiSQZwAtJmsAhMchjEHHgYmQHAEScDcAkwepjEAJpidII+DdQIoAigEyAzMQ5jFMS1VxSMnDmCJ5iSMcJi6pkGFKALVNdMbxj6prSQ4RpQAZnOZj98D85AcFdgRuuFjhMb5C/0AXA4sV+CBgD+Du6rhUKCu8gKACbFMsWlilAKJR8oTpRF0NlCUsaBjCAIHU6mPjgy0YWIs6NEl9wNX1LMPB5Aschjcvm0IjGEHhmul5i9MQXC2hLqBe0NLhppgNiIsUNjWut1i/0G7ZQ8KbZOsamjZagaAXupQAFGHJjt9MRjqsUti2hKNBiwQOBMscTZf8BQBYiJlih/AJj4MZZgzsfxjfMRQBfMPZjFscXgNMiCAy4oj9KAMHEJscJjesC9i+8LTJOMBuBmSJQBACPJRMsd9iRYEr14cL+hWqoCBKAMAQQcZ9jQMUP4GIi8gXvh99boFsIiIGdiqqsjj7Pl3CKABjikEY9ikcdxEjyFUQ3sfjiiIMPQhwDdodAK7ph4Aji6uNjjuIu0YycTjCMcVTiacZ0Z6cUTimcSgBWjKzi8cezjqcToBYmtzjtsTPhYwcgAAABwC41+hC4mnFS4zfBY4qzDI4g/Ck43HFy4ynHC4tXFK4hnES41XH84jXGUAeXHZRUXHK40iZYAI3EeVL0DmAJkA0CIgg6zG7SxOc3Hwwdi79NMXCAADr8OeFVjOMIpih/K7i0kK8JhfpQARIMljfcXpj/cfeo0kCtjGPhVj84D7igSH7jnvlHi8ofldqQBQBUHAniNMRHiqqquA74Uqg0cTGU9cUP488c+URYO98KAIABRHWEu4uJLx1czLx+ODwERsEoA1sDNIgAAV86vHm40vFuAcvGuId1wZhSgAAUdvGd44vG54+vFqAVwCGwE0DWwIphd48fEAWebJACSgCAANwzlGCPiecVZhu8QBZ+8SaBFOHPirXDOBASJzDRRFPiW8YYBCmPvi74aXNj8T3j8cJQBAAKl6a+Jrx4eIixdeIPx1+Kf2O+MHx5+PNxTiG6Aw2FUxv+KpRx8DMKjPyAJxAH/xM4Deg+6GYI4BMgJX2EV6vaGcomWP+I52KYxQeA6wx/iGheuP+ImMK082MLxxemBjUfYDJOPORbBteK/iZPGZY4DAn2KBJ6AuAFqwhkzOxlBN5YjWlyCffSlmgqJwJ9BIR472kpSZGE4J4dEexpMJ2UQymYJN8WWwscGmEf6EQ6KLzoJEhKmEfUGyw/BJOAchNHxFPAomV2PUJolxVQXP0/YSKUco402P8/cmwgY+wOqmlGxC/HAUxOeNnw/wF0J8qSUEgGJuA40RdxdhOdMRv00JqATA4x1HTAlvxQgJVii4jbRDesEMexpoLyRQyJgALwD/YgHDbM7aV4AkuR4sBOU5Q61znYmWIwyoIKIAYIUoAgACojBVGPYjIk5IBcE5EngBv+D0BWIPoQy6fZi+YHWgyonWhnad2QtPdtIvmb0CLEJYiV9borLApjAT7Rky2CREE52MEIKpIvDA8fdC5E4ghNErWjegPNSewQoltwm4jwAGUBZGYokkEzrBcEgokDExQnC7OYkLEoPC5EgYS64IYQ6/LEGZE77AbE/fhG/ZYioQXIke4TzFrE77BG/XIl0o4MAjYGfhbI3751TQVJDEnqD7oL6Y3AMYkSYF8w6UOwDMoUURuVdRCaIbkhAk1AAoI+n5txQMEs/SElMI+cK9YSgD9kXcAyKS6r3RB/AIk6MLRgAWJ4GJZ5kQe1Temc35XaAtgWtKzZimZvqCOVC40gMGR2Q1SB8AaxxDUPlEAEMcg4QDbpPTM/rYQdyRRMZdjok+oSYk5aJsAMGR1YciCnPL+ghgfbr3waEy+sBC74QHUJc1NHhq4ALKl+M0jX4GTjL0KJjMiCyiJ4KEm4SRACawt4DpoxDCZo7EmNAA0lwYnzB+YXUlB/C0k1VbTA04UsKR8IoA9qQABz8SgsipBkY98BBixaj5AGSHvg3EFGFI0nNh08VoBsrPgilNgGTksB6CKAEu0i2n6T8MAGSatpQBsDlcF/SSU5KAIEgaqF6Tj4VEgKod7Q/fo0ghXpyAQyFcAd0pyBOSIABvPUAA9g5mAVMiygQAAOyjyhUyBGgpkHWgG0F5NbgByJ4kByYImJnd5GGiA0YjsAaRPHEEkPkh+RB78YEE1VHnBYVFQnpgqHAEQiyHC9mmNtMiajhDgjvPcY0OOFKIZiBeEEJkEQrRDMQBawNqG+Q1gBPM3wFoC15jtY/Zp+AttBZoD3Ee4+yoHAbsDrQZnDrRSXJ1x0MO84LKPGIQkMXhXBJwBwaK/EVwMmBlADAgEMI5htMNkSQcJwAkERTI/eOtIyoQvRPfrMpkKp0j4fGABfzH7F0oa8AHtq6wyOHk98FphhtsGhTLAICobWJhSQsGZhFALqA8KTQ0JAPBS1pBAB7nBqCVMZddLABRB3iAxSWkdPpEKc0IRCEnCKAL9J/pIDJgZDhB4yKIB6eoDIbEpNC6CCkCjgHgNpgBPN4gDhAtgTsDbKqhRngKDI7aAkdNgTMAcGP4FpoDsD49IRNxAIxSxSMxTIoRrig8LslvvFaxXWIQMgfPmATAGcDAABXGgAAVggdz2UhSC5pIHy0XLHbcUygob6PilAiJnCUAaAKWcf0D2SR7RpdHBykOH9L6UurIzQYyn0JTuLiqZwDeHJCSKAclDwgAI6oJNPKYCHWgtERACgycghgyCTq5gc0BvHMyk8UhCmWUsqGceFV6aWbAj2STilEQbqiBUgUoWU+5yNU1bqrXQwArKLVZegNYDiyQABJhF/RxqRrIdAONSppCIAZpHNIaqUFTeKfVTW6O2wWxt49qgi5S6gOZSQqfgA74TE9KAOzoE0N7c8ySaBneKTAWdNsA8IG+h9Mr0chpLTJWIDF8KAM8Q3iERBwTPciHAUAA=","zh-tw": 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fgiooBAkYACS5t6c1SCJABNVzEgsQR0AFmTQAHXkJAdxolItfoSAIDJTlwJjFdAAzaMACkVNYNwpKQAcQSWBAAwuTeMAFP3AQQAeVUPtyYoioiCzZZxdTjvQ6DNjBsls5rpgDxhrTRAALRUAHdYwAaMiCJZsDkfTABTa0AH0s2qtYKI6/HqHQPSgyoykysygAag+B0FoALMxgIkADZHPzJ6/yl6oKt6+AHQQAJgTAAZCMAEr9RTDa6YM8h6gGoOHOX0vgAiMs56wKsyvMfsmoeggVA5QAVCS/JABpr2okkl4ARoAGYHr/MCIgaArXrXg3qZAdB2sfqarABBlQOxYEDFED4Gsu6I+HGi+FgGwG3B6RhxSJ0Bpp0EADovIvEvAMwAGO0VdhFAAZC2ekAHuvMRQAQAZAAp30ACk7YCfWwADSNAATt2AiW2dkAH0rHWwAK+VPR7adaba+YpbJaPhpbHsKBC9FBi9S9+Zvbqw+xOipoz0Bwxi8YQ7kxjRw6ZCRbKBAB4B1kXxrSCjo9pDtXAEzmhuF4EADICLOnpHO8Ep1dAD4PO3gI8ZwS4fW44fWvDfqtUYuzoD4AgigQbVuiAHZWML5My66I8RxaImOnpHuzkvuniMy8uyuv2qCQAZ8D7T9Y0ws5S9RQIA1U8oJ90AZRKBABMBOHGom73wiW0AHdUg5SweK8OQAAcjABod0AGs9QASqUcIzBrKtQdQ9RQ747GhSFcAA4zRzQzEgx06dABxYZt8B6KBDwl7/xUqy7p8KBbgDxl9xAhR5wblroxlUQTd1kdAoihEDlAB5eSOBWFiEmSyyDjegVAkNXCMk3FEU6DOkQRHWboehenegeHCrLtof4lETzqPFsjSiSlECEUACggrvQKEQf0iQz5H+xAP+0inetVG4xIubWgaiQAUGVABqFUAHNFQAC4SzEhc9H1k/jUQEaJBBk7ifFw0e0D0C14x2rl1KBABa70AFoM04JjekdZTYrGigN6lFGEdFfmGALFN6igHQN6vMNEbswAZ9ihIkSDw97AB9OUAGBzQLJjRWQACzUEbZs9KQKVKsiciAUFR1kCIzFIw0QQL9tAAlyNaLWWtHDmyaiITkKAyp+HEv4j6GiTBAAHI1SaI6DtGfTAAybyNIsksh0HCYiIiMPJ0A0iMOjJ0AAH4dBZkemASgSJR26ihBshE6JiCgxmBhrAAnKPuWHoNgkL4YoCOIsR0FERVojnWSiMjGghCMUWUR8hVtW26ZQRubmE8A+Z3AefDieemBeaghCPudL04ja1YZSCEUACSbT0UQCQqQMjcAkSloRAH2lpXaAwnQYcJqcRzGUQf0rSugESA8QMf0wAWSM6D/BAA05OFzF12r0foOsuClykKAkypf9IkEaBngGE7AXBkGm2JG+EoFsMkeIJuEWIIhWuHEAEZXO06DTg2Ye8fbFgwbYgwAeEMhdeDhqhEiiSj9t/RGpABkM0AB83S9PehWvVsRZ8q02ci0tSQAX01AAoKMAHsDQMzMkYNSPewAL8CTWBt7xABMhUAF+5JbAs9IwAZ4M6BAAjAxhssBNYEAjcAHx/51l8oRQARCM/JAAHaILMAAlFQABLUFt7xZY9LlZAA3RUADW5E1hUU5ngAiCxTMdIz0IMVNyNiQgV+MYVs/XATwcDQcRNiN/lwV4VkE7fNrS0ausSJbQAMXlPRqJAA9dLEk7b9CjZjfayrcTapdECIiDlHjHnznlEADnVNNsd3t1wJQygRNy9oV1wEmOAV0SgIxUd8QHth9qYggGUEdBHGMGefoYHGYu409SgQARqNABJawIilZ4FEBlcWMdcIqdZzM/DUkAD/ne8T0QABADABh/QIna1vMAEB3XDmc7MkMzNq00XT0CNu2xTAiedgswAHnlAA5OUAG0lBUdgmDODAibS9kQAUP0KISJAAMFKAdPoEGILAm7O2MAGv9WHJbOT7Y1WwAI1diCCICyUn7wqnqnAA2UxYEACwEsapD2c2bSMKDcwoiPDgTspwAUACCJaBIwEc/NnYo5AA7+RhtECQ8FEaFOkwIujUBwBgCXGYeGA4Ngy4MAFPdQAd0VcYXC27lFfoEHAAnZ1h3MGIOtfGpWKWwVeVcAAXzBWvhREgicwGiP0MxQAJaNABVX2Gq47VYnJS9m0ACEbayhq4gJq3oNbH6XoGxtzbAGKSgAZvsuFlEVEA7A8HjVEUQuwSSoDPKO2XUWkX0MrAUqreg7srTc55SP/HIU6MkIDFwgbug9rGAiiPRkiF+S0fCDG5EvelawAOB1AAXwLWPk0ABf4wACHUOWcoFAp7hSqT/6hIBsh68EmElIhFsErNqj1FQDEievpAYAz1HbaAJuhFl3GpMnLmngcAyQMGKACjDEJvXliQSB5d/7AtAB3tMABAdMuCxznHxHAVAIzCgQAHdTABI1Mp+p/EB3FgDRZ+HxmUf64oEAFZ9XgECPzAiFgQAFQTDAKJ2RmQpvOfueqReeLo1U4BxQwN0DKACyRxeBkzABqPQIkABi/QAa+1ABmhUAHFNQAchV5eueYAefgNHhQMxpUZn2X2en7xEM3o+B6dJm4WKB1nbf7ecAfPNwK75xkiKBU7tPDhVXwvZhcj6rFeEk472SJoI7KBAAqKMmszoV7t6V8SVgFcAj8jEACJ7QAQg1cihFABIOXgPozERS6fsT7z4SWmm3iaB+CTooBkFiDGHmBiDmAGEeAnJ0GmlpUQEWCREAG4MwAZQSm/7fW/SF2/Z1P0KAV6dBu/e/+/nBB/h/R/5hx+YQdAZ+5/8+OKpASsZ7KBAACpWo1eB74bMSHiB0EAC55QAWHNMmT+Ekz/8Tl/hkb+dA7+YwB/k/zf4f9c+9vRADsldA+JO+j4RACkFiCLRloiQHQPtiZ6AALm2zaf8CkUA2JDjzgEICkB0IFAWgMwHYDxoVjecJ30AAe2oACX/dfj3z74bRt+jwIRFnEABdkYADRlKiIAC65MaprkACF3oADAXCQoH3z4c42uv/SgIAEYNCpDfw4GABcA0AC1voABQPQAHBRKTcgfvDkJIRO+gABWNAAELEWIuM6dEMLHzgxaDpAnkKQRQEAD4hoAFxooiFxktCi5rKIJVoD3ATC/RholwSgINgLIgQOAwgEQIAEagwAN0xEnMCIAGB40+idUACwXoAEwFIumXm2b4AlwOoLwb0HYg9IfB3QSgNtX9CusBAgACVMGCs2QAMABgAO0N2syZSwrwEABjRiRGvSAA/PSohRD+CwQtwVYz7pSByKbwL5AWmcBglmslAc5jo0aiDgs8r6CQOXmIA9CAQPSHiIMOGEX9O+7WNXFiGtKABHKL1KnZbm5zf0lMJfRLZAAlgmAAIFUADgQcYRWCRBFo3QVMNeWi5kQzhelaGtsFOBCD/AXQ+4p0ECQ7hmkHfI0LPQjiZl0k2wQACDWMw7oR0G8grgTQ0vKiFCJ+HvNWqcefbNRFghYFvgwmRIiLC8CKA9k/iSgOQRAaFME+4gDivEU0IxQ8RBAAkSTANDEj9Kw3AQGSIBRLY96hRYoqUQqK+gEmbIz0MQU040RtKEnBIZnGsoT4oAYJHAAMBgCPBf+l/CgIpR0AEAfwy0EYD+B/Cfh5ROgQAHdRgAIyjPQTPUXAICfpLZLQAEawtIlsLDVs2mEMGC/SEiAAQZMAD8XvrUADTiTcGlynBa2T9cYUtiuFqiNRWonUUP0ABSAYAEpNAiKnWzaHAzy2FSJi/XODDdPO1cbnDKLlEKi7UAvOga4Kz6qj1R0ITUdqN1H8DNo1lG5EuB/rdAlwsA00ToG6CIC2giwE/NIO6orFTg8VQACVy9BJrhY1VTVjFAtYmQR2OWIDihkS4aaPZiBGZ9JqcYkfmPwn5H9p+dAxQUoJTFCMW64gKscgGnEz49+B/JEHQInEDAlw3/VYbOIoDyD2Byg9QSkwAH38fwj/F/u/1PHnjWg5/cDDf0AB8noABL/d8dgFwGK4MBWAncYOOQAyBIBSougQwM37MDB++tOFvrXMEzAkJaURoMkDpjXlxhgEqCaZBv73jAJmYpUQLjjHrjAA6iE1VAAUAwQBPw0IRaOEBWCLj5gKAx4HTHiCABoBmImUhhkAuQAB9mgAWR9AJu8BMJQFFxKDAAX+oiT0ACYJUanRAYSTpJ4gIkHcUkpSilwbTSgBHElwy4VJ6iTnMBwhwMj4AlAF1gqB9Z+tAA89YsEgwzLMXhHHHCWsoaXeSwAIGlzGc/WrPSyXOUACzcsWUfBmlIgOgFYEhUmQgAemKwJAXSjGBkBMymZNqIgJWCLBrIDZCEJmQABeYwAAG6xBwgGUuDJmR/Bhc4MIYBKHdBSAhg6U0QeYIlOmCZkkKFKSIJ1DGA9M1ITYxaC2JGBZlIgGkfbALl0ktdGqJPEWBdC5SggkirQUUIgD7paSKAPVUXEGBojq16qw06QKNMiyoAJpIsKaSSD7omS6wGYQcBaEODDdvQgAd/UoaogdIlcNQmzBRcgAdCVAAFhFhxw4AgVyRRAe5LZeigAHPMaIn0oRPp1cqAAEu05B0Rzqy0lXGIgIiAADeRSa30WAPVIiMWVoBBglsrPY5oAFAM70OQUzCSifIElCAnXC4hcod64BdaXNMWmBhDOZ8QmRTJJkYBEIRMy5KCFMkUBzJ8oHyWwGZYhs/QQYNThHEM6eS1I3krMn6wLLaUXOmYKmUIixC5hAANN5V89SouXMPWEDAOsx2p0eAAX1GiUBJJlgTWTvRZmMiKAGjA0msF0kEQgwhnAiMHDg4iB9aAEV6KIH1oDhRAAgQbAcXZDWVASBVWJHNOG6eFAAmaa+EhEAqEiFOWN7iENCfsnxAdIXi8h5Knsw4oAFOgg8GJAI73hdEgATgtAAd27Oi+A5NO2Ry3+DXtFADPdACuEJED53ZXCasr3k6DlyMAVc+OY3nwjEFyaAgO2WqQED+Yzu30v6dpTrknVyqJcuvIombnVzKAjeWuYADTMhuRPMrnGy2ZbcvCB3LJpdzAoFSAQPLNO4kQB5IougFwlnkjy52AlAgBPmsEQAm5S8uaYvlrn1yx8F8riFfJvktzWZlARfO3M7ndzt5fc/eb9MPnDzZso88+ZfKQiLyq5d8hfHPLAUvyIFngSefHK/lryf5W8neXvIPlDyT5ICs+U/PAUIIz88gMkKdCZJTyKA94RfMQUAC78qVVfxv44Fk+Qhf/mIAkKZSy8ygGwEfDnN58C+duQREAD/ZlBD8yMQ8I6ydrNo1cQwEEyY81wL7IJLkKZ5IgQlMHNDnhzI50cyQKXLQCBcFFrch9N/I3l2yBAScgbAcQHnlUCOByQAOaOuiQACJpSkLEOTWFrPymFOi2OeQvvnKKvCIcsORHP4JRyJC4+eBZol0WxJkFfC1BUYsTnohk5FijOe1hsX2LHFmIZxTHIUXIIxoc0obluJqCqLfQnIMrIvCqyABvnwemIZ0lsSTJRwooWe9XofAS6UUv7ilLyltoNTv5BJYiAPZZiw4pmzUgWSxZakPSvtmeinTclaQVRUtkPIvkXWos31kMv0p3SdAWILuQ4vkqABZeUfzWVXQZGKnF5CjQUBhuTskRuooCWaKdl3sJCPHKOXOyRAQiVRWIm6XmK+lxykQD5NgprAfqTs+8PJTGUVQ8lIcvgIABQ5NUsOB0D44IQ1U24dCEygERAA4kpYzAAk4bogjwcLTMhCqhXLRMoOgJuuMvRXQhIVKKZaEIiI6ABTVx0DYrAA9kpqkHWs5X6QWXvBNRgIhgJ6nCwIiABihMAA9eV8tuVJNAAo/qAAIDOHCiNDgeLAjP6QIi9F06+KwldCsEb/KUgwsp2aop8k6ACygAEITiy7WVRViAPBOyORanIubwGILtYr6BZWgHpUABXKlRH1V9LAAEDqABbSyvqqr6VJxJ6ksoxVEriBOgUXOpy1XgqCVmK71cdntDt4WA9EAQDcoxoWIqCZER/D9WpozCawPgMJT4gDnjKdAVBTgQOBUW+LTlgSpNWHXkXhKP5FAS0Pks5ADZGQIDLNQOCjYBTaucfHQHUoaVQ096gAbLkBwBETVRYgPCAAc1UACG1gIAHDkRAAjY4qUCIgARh08IB4Wto2rgzNrbQY6lShREADEVkhyxkDMUVOc/OcLTzz9BdZFAabEIkABn2oAHUsu3EErzzxycAzaaYNNkbEPCPg5FCcliCWy5y2Yt6laA+ufXF51VgAVTDOQgAGjsFsgAOLTAArdbqdtKelCgoAEfdQ4L+p0D0SAAnktnJpQY71D6wADcxgANiMCIgAUUUvy89QAIg6OgTCjoEABx/siAIg3pssL6lDf9T8yTqG1w3PgHGqIhPVpse6uIlxXIWBZssxeeggJTzyUVeN8ciWXQELCcdhudLGkPuUvTFDuNaDabGoAih1wDlX6+9cXkQ0obhNDRSinnlwBqaal85LPj9UPLBTQp0IcKZFOimxT4pmKyZM+IhDWQfwd6yILEFSk/h0pkQOlLEBDAobWpakTTdhpw09SeyKXODTH0w3ab6N0IVDXpuU2GbZRwob2DKHyqFUlcMWujcXl01j488SWlmagAULPEpKqgOab8u4QCaS8lhRLXOBU0kxitTxJIneFUDxyrVVEarVaO7I3puES2WbIAGsNY3p6GKHRbv1gdSwtUnrUFigpIUsKRFKimLQYpcUzMo5uc2ub3NnmtKZmV/DhAxg2ZFctECC0hbi8gAJt9AAm17hadAgAWvd/A/oQAFiaVozwu6yU31br1UAJraVphyqA0teVVNZQDah0pFoIYTCiGAhB0xYgdWgzUVpK1JEPgVcozV4E0kHKUyOgRaNqJWg6BAAHqZQ65C72z7XDoR0paiANSxDYAH/0xFXwBvS9zkyaOjHbMCx1LZdVOgW/DoAsSABf/XJXBlgAyAdHfRPSw6BwR6yoRCcIKUcZOMxzCMljoEBWjJVj6xACDo1n5b9NeOmHc1p3xlbyFvy8wF1tq3K7CtjW2HRru+01KOtuunrdenMBLYeAl6HgB+udo6B4Q0QaIGVJDBnkzgOgQHcDtiDBlNyIYa/DVpMHoBfdSIWEIgM1g6AZgT/bKR+CmCLRYgP4dLP1qG0jaxtWmmrVNqLIzbLN822zUtvs2raiVTmxIC5rc0rQPNXm9Kbtv20QhDtx27LRdqu23aHtT2l7bjoa0fajd4OTXb9oy3yAAdQOkMD7tPL+729+Oo3colOjrSTdFW9EAhuLwcCrRY+tXaVsn3MyTd8c7OYAC2TbhDejS6M1fQ1q6rYvssLJ7hto2jDeNoz1VJptk1CzXNus0La7NK2tbSXo23l6tt3mnbT+D20HamyR2tqSdp0CN7MyvUm7Xdse2WFntr26HYbvV2/qlAKgchUAcQ36Bl9cB0rQgf0A1Lfll+9PagZUBn7U9eBn9S+v0BLZhuKTMsscz0AqAdApvQAIAJOWnQE10ABmviQfQBLZs2SLa0ljMABaCoAG+5foisX/VCCTqgATmihCrnU4jAdV0YGL8KEBcORUQPlaNN2W8wLRoIMwB0Dne9XWvun2tacqM8P7bHMoD055Kuu6pHLq90g6wdEOmYe3QRgHrwMXdFIQl16DxyzZawUoARChKRCwIgAFLSCI7s+DBUn9KnBqVFSb2axDIxn5kdRI4oCUBAYmFJQBAGI4oggDnjS1w3eSu1jRAVxnRR4FI9IB0BksG2mM+VnkdRCHBijBAHQMHNuaNBmp0IAAGwAAWHQHLHtBCInqs2qzTZsW3LaHNsQYgT+GADIbrI0wBib62iDtRVtp5fbdEAykhgloiQTWJmQ4l2RrIUUiENEDakwAHAIYCAIZU1hXbAAKPaAB07w2IOs96q6iiHqWejFlAA/gmABZRT4TdkBAUuBSDoFqP1Gg5gAJz1AAfybzquCgebYGsh+kERAAZ8r3HnogAbDt+Cw1SRgIEAArWYAFkvJDmwALJllciJNMxIhnay8BoIi9c5ivWAhqdg57WaEv4HtCAA9tR+OpHSjQECxIAH75AXKcEViABsf8AAwAViegj0mjlQECk0HMnUpNoSgAWMUWCXRpDuUbF62lAhg4ENvOzeKlBOlvHSTYGAVBERBsdLBTdZRJhosMjS4QEj4mnpzTuFwPeSCvT4BBAkjw3Wo2okNNxGdFppsaPHLLKBZLQ9BAiMN3az3hXmMDWYCvWIJUFbTEMWoxyPaw0gCydBQAASagAVHjAAYNnsnFYDJko1wkABMcktgoiAAz0wLL8mQGK9bUwNl4BCJga0QN6hAGhm8B2skp6EqUCQ65s82rPL0wwRu7FkkugAdP1/QHQ0QO/mIivHHwSy7YHwBuDocaIfKugAIAhNRsXEgAIV9iyelFtQIDKxwsjCtp8oBmtEBVZEM94bSgLjMSKxiCLnMM1jAjMCVFCqQwgNANFZtbQQAwXAK4Dmna0daUJSToEYvO4B3BFOW88bIfN1545VkgI/dtPqScoSFEFggPMkZItrWpxQAFHRBHGiCk3WpsAQTswRFb6B0YCBAAZI7hhAAR2myhAA3LZRxRAkq1nrlyohHt9akYQmvrVea1sj27INTqk0AAfkZayhKcnGCgAUuNeCaFnQBhaEQ0QBBw4Oc2skOyAB4vXVXDhwwrPEmmIiQtsWoSwtS83tx/OxZbwmLfZQkaKKvnqCA2d8wEc/N4Erzal1QBpbCjxz82XInWliH9CABb938MBGlsqFpZRhawu4WCLxF+DgRFYvsW9LnFnizcD4sCX7wGF6CJkz4CABgpUACRxvJZSaKW9LFooXARD5MQta2GFtToKJKWABHXxSZUFAAoHZCC+LfmANhYg9GMhPCwMjkQrUACjBoAEGbQwL4b0spMGwimlpnADaY6zwMKVAEq0xIrxyzSdKNSJGAFz37+jT+/PSttr3Jppgi0AAFZjBK93+3/bMh2098oVyG9Y8XuDKLRMybUwAKemewU4JJ39KABh5XKHhayOQ19q1FS2a7KigTS3gC0sQydy1ScFG651eqUxZ7rlAR6zwGwSvxLT0CPgM9dtCvWKk713qx1ZIqQLyFf10G+DePkfWYbiCpefHPhtlKXrG8nubvLO7I3MqH2pedUrml/WAbuCPWB/ENgI3sbFSJG1Dduu/BUbVc6pfHMaWLwybDCIGwQlBuGqN5W89IhYk4DKQKkNVA8MfIzYzK/WAy+ZcOGfIiyWePktIj7L6vRU8CiASeSTfZvgJObFN4G9TeEDby+AYEPG/Tc6ubxtQSC0tYAGm5TkGqWPmnBDrkncCIHiWyABRhWtKk3tbgZ7m5jbBt82bdbV02/1esFzS1SJuR22BHxs/AewNSnuf5kwWABBRUACMUaAqDsJIeGxkBhjFCR3My5pkRoRPKoqnYq8MmUCQulRIoZ36Gu4EqDnfWnxysZ94ZdiA026g8mVQEOK3qb6XS2/WT1QuwYWxWi3IjwsuZT3f0oD2DwQ9zERAG9g9JnDlAK289B0AAAyHQFDQPBT2Z7NSrwy7DNpRxAA0oarqgI+tH4iA3OBLLPs+teSpdOAjRHUG7EI0MLGD6+cw+Oi/IKQq0tFAlMfFqwlOQPBZMa8d9pdGdHlwh8/O84QEm/fYU3qSpoJnkryR/v8EsQKTHCGTrVwL2CIZs0+4AFz5QAC8x8lBBwIE+xLZAsWM9rEpgQf7k/7CsTJtwgIh712spxQACGqIDAQELmvoDzAsfmS1uhwXsCBcu7as7rfX2rdkaIRxQAF0eJ1QAOhqC2DGZjP1PTQMqO9bUNNCwBzT97h92CAo/iRKPsWWATfVvt4AA4qCgAfqiVcIDBewDgsYfbLY1sfoTDnIU72gIVji2FbDAx2O7wNS+3feCtrMq9TgAcuNFMVtIRLwGi724x4YiTZcLO7tqRHHuYdZZyBAr3Q5bI9tSCBVdhAQ4nnIR2Ek81B5ofg00yev0ASRzSaQoQKELCHhCIgdAJ94bp9lydbICnHQS2D8hqUcyuZfFzcQqp0DUQ9KSOD7PrR6e+hAAX7bvYPsanWU820ABJclHB8wsAQ4pjdrCkxqcZqiHfSlJ/SrjZlOYQcIBEBSmqdkQ+Ln2E6rI+sqNPsARTj+7SA6W8AT759j7FEhmlNOLnNS36Xxd6ejPbZfkTpUkyjO+g+nSHedsOBTlYhhqTsz550vayAB92MAAVaU7M+ycmoTyV1s0hZqoFKMY1NLu5zMGUwvDnH2YewrexewvXoRDh54U5ae6gGq00eI0UBpDoueAtzmB7MDqfiAznzThJBS+9pZGTZrzpZe86OdwrJGPzixH04VCcnvsIEQAGVyf1KJ1i/mUMvuOXBVZ5Lfls+TAAhca+hNW2rQh3i9JdPOWn/MdAFeH9kHLanH2HF3c7gucDdX5z/V0aCNdxzS15R+FYXiWUCBXsmZEZ59jU6DgWiIDN6Nq5SbQuQI8FmVz5JhefZLX+LnyTRHDcfZI3aiAnSrqkrkKWRV9qGqXnkNJv7H8cuWSyOvsBlAAdmb6dhEaokvTEDESZlAAVZ7CIHAK0Ct2SaAhCJu+0IFILSpfLegDwFF3gACkAAWzliAIh6kNiw4e8FWzyw0pZrO15AToD4Dt4pVR5ZsuVIMIhgmykySIPMGiDA7a9TZIwtMGc0xBMpK0TMrlJbcEUJyKlL8taX1O6HStc4ZN3NJYt+Oy4CiTHVu+hASFM3t77N46/lDGqCI6RKggqAfdPugIF7B4HIWxH7wmgWAexmqlxFvBOSCMOaYFkACbaUCm4Tk0p72BSD9iJ1DRRtwxPJD76GdjG9mVAgVD4AEMrQAHVugAM5MhNFIrEcUkTBYAMAlwWJA3Ha58aiPJHoCIYAEAAprQgAZz0CidHkpADE/ceO8kkUEyG4H+CZGrY6ANNQcvvBAfmVEcQAILKXCQAGl2gAfDMhEb1aon8N+DCh7Hknt4Aw0NB4F2g02B1ybOU+PvmVelfXPQRSbqetP2nuW9E4jjJOCX8y9JEh2KE/TYcgALxtOQJRJbBp509AzXiPAV6PrUeAQAjgrE1d+ECRD7ZvQx1edo+FiB4FUBpXQ6m4MM9XJfokxaep3ECTsRGbSiFROQsACLdoAAJ8wAB+GpBORMQRAbtZ6KB4fCDMMK+iIEYJXsaGV6x5seAW1X+OQXUADOyjSFEBRdPQh5f8mpEXfpQQwZe6YGDviBGFDK8waEKe9tx25MTWM1nkCpBfyVoG5zNTk17kTtYI43t4CJjCQ7oCdWgZP1ot5fDLe71a3wZToHoh2kXWL3tUGVPKfxAPv8ygedMoW/jKAf2z4H362WUjk0diQLb/Cou+yJ5z1385rd94AEQaIgAdeUsZKDpbHQEADs+opnawvxvbykTGB18dK5N9K87tSGrCeRtRJUYwIfSHqZgEUCvFCIr70H6/fwT0CMex3NPR9AQ/lFUnQPeAFzAR2vdFTr3hG69c/evxX103z9A4C+PH8crExad1t3NpUsGemCrSESAAJ5QqRlYBcxcbrFVjERqdhuvAdIlT7wgbrMZSFlB31QzW3f9aZPluwIEbrI/iCmMLzyZ1Ou85AAGJmGAzufAK4X0dz2zI/GOoXoGZX5+XAYcYTNqec2IC6+I9wEK7fVCZ4CBa2b62coAAKyQAPB/OgVnkRCk03Q8V5zUQH5j1Py+AY3P+XMr87il1SAhmchUOcZfTukG95HQK199MdeUGony5Ir558t/PoXDdv85nruYyAn94d1d350ZfOwfvfwzJ9+9MDEclXT0QGv/MzGd13eZOIIRTUiBYfJIWCRVoxAa8ArdWZY/2aXv9+tyC5/4/Jf5u8i+MXmZe/5mUP8Pe1gm65BzJ0QGSwEABquKPwLMW4HZZA/XnEMA9SMa2j9Y/MUHXwtpKf0QAU/V8mPxbgLEEusi/Uv3L9K/aVRr8RAOv0DsYcJcDnsKAAOi+YKRe80fMlAPPEF8DlF80AB5BVdYM3WgLrwA6ZN3jkXzEogsMqA92gvAywFAC4DGAhIwE9XoHWlYCg6YQPoDuA0tQkCdaPgPRBlaQQJM8niEdFeBoQMYE/B0dOlDB0VyDxA8dDTBzEoB4AbzXXIUKAwKbIjA4WGDoz0RAGSBkNawOhBW6MQOUJfQHxycd6gRBViQTA0Ai/cN6OgPNMWA11hNpS8CeT8C2SBzHkCgggC1LVoILwPGd5QLGR9MM1P03CCgIC4S8DwIaCHRkWeVILhV7wdWmAhsg62lAhIIKCE+50WAII8dzTRQNYDMg9IxiDAgtmSxlk7RQNOAXzLEAjV5KG2hhkApRQPko9KTIIIhuTe8BfNhgzwPKDrKQJEQAIoHpCG9cgYBwoDx1QADDIwAGmQiQDmCFg+XHvtgHA6T+QKIdtRYdx1OXSRQAmNFAxQQmHFDeooAWa29UClRWFoc8MC4PZRrgnlDepzCApXJo0QUpj+QwmW6W78BAcdSxBAAXQjAAQK8o2e8EMBnodvBBCVKYlDOE/TVlQzViCTYL4sEQ/tz8Y/kREktB6VQABg9QAGxzR8FY15KMrDlhiUKrDGCaIYcDKwV6JnkAAh+R4BAAHWiqsIREAAOC1w4VZMMCZDWQ6GXnIdSN4MCYPg24O6AlsRVDZcfgCgM+xTgDR3EAKQKkAXAwMQGHnAKApkFOAhPb5nnAdkB4kNc2gFrUlIfgORgUY5pfJkAA1oyjgtQ+oH85dQ/KH1DDQyShNC67UtXyZIwIiEtDuyIT1LMPGfbAkhXoaLmkhYgGlB0BAAPQymOB1gOQdAHpghAemHQBUoFQNkSvdE3cih/Y2gRUIVE5pZOzs9gPQwGhpkPa0CZAE3I3VTDYwDMJqUcwhz0oJFWGODLhouNTgLCmQFakAACBOvQgTUN0GVk7RsMZBvPCyEGVAAQM84SbsOTCjdf4UigDjSkEzCDler0AA/u0AAqeKLCaAxNzHDYAcsMOC2nQZVnC5wg8CZBMfYUKuDgmT4K3CDwGcKjgMXZVxSdjw08L3C2UEUMPDbg48N3CeACUIVDJwr5AwAUAOaVMc3od/D8wqCRcPLDWsTkhqVvw16F/DfDE4URVrAJ8I7D5lf8J7DZlHzyf9KCKOCZBrKQCPUBgI6QDQZyFBUGNV4IzIDfCgIlAGwjb3eOTwj7ZNTgoJII6CMZBzwp1iltZXP1ngjewwZXIIWIwiKVDiI0aSrk4AOQFUMEjeCN7lUyNkE4iFRbiNFBeIpRAlp45eCN/dk7RkGTJhItkCWxjmL8gGZAAOXk7SW/GshMKIRGwpv8MRCBUBmQAFDYnYB0A78IRC/wf8JXXLD1sJ8wOUmQNvEAB5xLEjOgV0EfZS1S6SZBaqNThskmQAQEAA/NxIhECFyNUivyQACjY/ggIgAnQAD6feMgijUyBjlVpr0OiFXU+QbSlqoHtSC3ko1gTCm/x0It8OlJ1NBI1HB+CACKKjO4eOV4ASgfgiEQdJe7XGFHlQAFdLeTCWxcou/AKitIiyJ/wdAFahohAASy9MQQABQCYaMkNjHDSIIgxzaanmxH8UcgKi3IySPIUUyCqKVClo6qJ4BFIgQFaj2o9EDWAaae/B/wlsIGTWJNKaQwIgqhdWjtxuTJKmspb3CgOI8OebVE3AurSgFO1fSCQGei3TLR2lJtZKQGGhFPBI33t3oyx3EAvoy5B+ijZf6MmIBrRiJ8l9yEGJewLEH4kMcXsKN0GV2sH0gBxfQGqkRjrKcGOhjAYooERjPoh+waIZ4Tkh6Q5pd6JogSyKXHjJSYl6IBAKY7FhqUsQd6IEBaY+mKWxWdXajpidAKRC/wvvOmPxiyYzAk8AkYCmQOV3opSkZi3TBTwQBgQF0JNld5KiFlAmeEEXSRAAFhsBPd6IIh5ZYkjViNY8OFBE0kQACD1RgnejRYl6MCQjQCkG8AFuCgHoodY96LljIJIEDJkR0eigtjXYncVp5XoigHZ5ouIRAe1AwjSHZ4ZGf2MJjKAdnlBiieEtXXBFhFOEudA4qnnhwGwSThp5ieA0xDpgQL/lLUAUdZWHBAAa+tAAJc8CICw2sihEcbwsidAUuKV144h10TiKBS4F2Q5pdnkAAZuMABD2NPoGYv2OziEAEOg6tugXZHjkLDbCkrEIJCgNwYV7fjkAAy+IENAATaUhERAEbIfwMRBXsX4eZ3J9QeMyhDBHAmYCAEapCYET0ZGKeNA4t7c2RMYFQU4AjgCIVeN/AJyO+L3iD49LAbR5gE+NmABACOFvtdxQ4KIYdAfcKCZMUHFB0AiISMG0Y5vXcmph1kdn0zJ5vCcgm5iyBUCrZBAdZCQ4AQigF+lsICbm0Z7tTrTp9qYVPX0ZYEhmFPcCIR2hSYFQVWPWROTOlR+kcEnhFRBtGYg30BmUIRDnd5vQYwL1T3PDDp9BjFbQIpoZUXE05U6CKxKY1kJDhMYfCaEkLBQjNThDh6oRFUOBCEymBIS1kOBIQTUmcGTRkU5AshohAADQz5ndZDYc8Q7k0td5WXo3m9qYdROjJWQCpE0TdyfU23B4/bsFJljXBI1c5AAP4yVKWCBcT88dxJs82Ze8ALIiGSMHWQzES0LRA1OYsjYt+HNe3rVe1DtTXt28bxJUoKDDNSQtMwH6ixB0iM4TEM8Q2bEkN+3V40hClsH0ioBMZe8EABoMJ+lTgZdlqSTWAVFZAyiZMklUfpBlXwTAAGw8UTATwDZ9sRfwVdpgdUxIhWQaGjfVKkk3B0AOjI2KwcWCQAGO5J6UmY3qWqBJhlEGUGsge+CAggBoyaMjWSd6KAE2Sxgd8HCA8CJZgoAIAUhnIYgKIKiAoAQRABuTNCf4BgBrICgEoBLkshkWgbkgKiAoPgDdyApHgBiWClaoHcGwkVKHqBWweoHcWkAOuZ0wZF/zByISNz6BUCERAAb7TAAM0C9aCxhhTKvTIz/M6A+OWRT5QLXx0wCEexGv9nwwuLWAy4ysRxSjTB7E0tyFIlKNYo4LFOhTfoelPMs9HUtSJSSU/BB5hyUm30pT1lalNLj9TKUGxEYPRURwjAWZygoUG3QwC7CgUCRJxAF0RUQgAFHbWTmkJucGSOIFIV5B65PkDVJ/YalFOQVA0grp3awT7M8mshr8AAE5rIVnUCEBANezWB5zdrD1SaEtZHvQ/gtZCF0lseaGOBMyWuhOBXbe8F9ShdbRm3R1kQSzNk9UrC3WQrfWhXQSLJFORhlcHPVPWQiIYkN9T5zQAAIzQAEMYr1PyC1gNNJ7cyaYQV9SCIApVHh9aKGh0Z1kSwBRN2QZEGDlG6fBNKYpVV4FuFIgY9zSBAACozfSAQErhow2qCQpwdaYHiAxgHQGTQdAH8EmQyAIwmpg4gaYE/AmYB6lmRd3ZaFXiIANFEmQemH2R2w2qdaS+htQBGD/hyFQAC0A7CxXgj2DQjpIRpU9K64e4f+A18FQaiFdJ2k45lEBBwQAGTfc1N9MUma9JYB0OMGCPZ9sYh19AsZNTl+kf081PaxNgsrEZVAABkSveBUGpD52MrALgqAc32qw6lWqkMQhcLoVxJm/BRV3E5pCOFJJXkHEmkA8SErDwEIJeOVJCM1E9ldJHmNZEAAp5SozJE7jOHBrQRSmhJwktZAEBvsRSnQS2APSlgoeAN6WYBP07jOLJGCCXmJRr0QAGDtAQBz9K4dYk0pIwQAEtFSCzvp4Ax/Tz0hjTMmQ1aURaAn4lrVYGfFFofbTwBr8I7TtTwgFoxSBGgaaCWZJkaVAsykKEAFWApUNqT3pOtQ8WXFLkmzOnSX6K7QsRm9e7WgMBKV4BMJjDfIEQRO/eqFQz6lBUDiyEsmUCSyr4f+OIYgE0UOxQ3qIBM5RuUUBPAScMngBNx1EtTlFx5KTTmhh0slIPQTZyTBLNSUgio0oMS2BbC2AAiDGFSy3oAhmsVEnfWmyd9afbD1J9aWAIEBAAMAzxLaGQPZUEhtnQTfpIIhYACIcU0oYms052mwCAHcDGwzxVGGKhks80zewIuGqgFQT2KJEIB9srxGntjDVUOjsP5P5AASCs+8KKySspJDKzsUMBMjBeAarOMY1kWrJFx6s+8E4Bc4LuTQzmsyRNaywmdrNSDKDe8DOyLsgQChzjmdBNPFkALonjBywal0DgTGHTPuhrvVRL4BjSRxK7JMc7HIigtCDhT+QJuQDX+YqvT5nJMnSdRIEBCciOFJyjSJDg7cu3HgF7csQVIMHdh3Ud0TRE9RaEndvVGdzbxOE3ciRQ8kTQmmloBcKCgAqXSmAoAV0z8BDBLSSIHCB6JWzIoAGYSYzbRoQbFA28EfaEEzJV3I7W294E3cjPcL3F8M+RYbOaTZy6bZ3KZtac+nLtIURZnKFN2k1BO0ZSmOFXbxLQY+R5zO3b3AFzMQIXKHcR3Md3FzJclAWlzZcrsnlz/gbwCVzYkBYIgB1czXKqkwpWIGABDc43OTQzcyZkABeDcABZncmZT3AQHPdL3RVGwMXcg5SMYTGOm2bzPcw4O9zGcwFhVoYMn6UDytGNvLWR4VUPPDzZyXnKjy+3GPIqNhc+PLFyJ3W4SncU8qBLTywABXMzySQZXJzz1c1iRd06UQvOLyjc6YBNzy8igEAAeDcAAEfdry7cq8nrzHcxVFRhiASSlwB94chXnil4leLXiJCZ/NfzuwPAHjl2sCbkEA185sjDBKYHQDIS785sg906fCAuABoChBOPkI4A8D1JwkbZQALyFN4hSi7VOoDfzAC0tRwLr0AQHni8CgQFGZ+obyHIVBwXArqBtBJ7JNlaCkgrIKulSgvEByveQF9yAYOaXq9kfdRO2Clg7gtac4YwZWYyunM0nmA1IBtybcRjVtyzIpCxqz4LSCQKWsS1EwHPJzYC/bHG9vQORB5N7wSQrUgi3Etz3dogMRAUK1IJQsa8VC9ROj5AAWdCXsIeE1xtC3QtkQvON6j+REInyWULVC6BPULSE0932xiIIFVezbwg8JASfsuljkQnc1VGZj4ASmPIV1kJws5i6YvuJuQ4ihIvjktGT0BMY0QAiCrZo+JIs1wUi7mN5j+YwWPvxhYqXEni7GYJkUYHGLSRez8ssIuASbgn7Iqzsi3UlIScVCZHsSGYWqHWQHqQPG7IJExVE+Rrg+orVR45X6VbMUHFgALI9Kfhz4Qu8EBm9NvQbdlZ4VsDwtZ4xeecieo3siIoiZAElov8QdQHlBxUbOSphqY6mBpkyYRi+UHQTJQgWEJhJSZmR3BtwRFKKAX45IDfjj4hPS/jAADKMoaPUm8Dg6AmCJgp9HUI+KalUAumB5gcpxQEnpcOHsRuEQACK7dZTU57weWVaEeEf9WhogSpDktB1YgJyi4UTAQCBKQSjzyYi1IQABa1X0kfA4ShEp0B/1IEoIhBw9EroSvJJCLUhswnQEZKYQFAU2U/MRajEhfSFkqhptlZ4ohLmZTN3eLn1chW+LD49+M/iJyeSiBLNlLOnBLXil0OXDoS+OUMRhqLGjp8GfH/QWQlgH/TXSGYMAH5LiBbFFPdYS+EoFKdAbsgCd1Sx/HU4kmAKUtA5ZG0pQETFdEC/IkOCiEAAaIJRUWdHQB0KCIJEpogsQQAC+1TEH9KvyOh1XUsTbSmYBlIFgBZMR4PgGt8M1OgkKFrAe+gLIqCUQzujFDMEsFhtS+cFjAK8KUAHQDlRUt+KP4/4onIUyCOB4QcdG0NcwKyl4shKumOYTrKUAd03MjjSmxI0KkC+3L4T5vKmH6L1EnqFPcJVYAqUgLEbhFmcQ4NTmOZlIaLz4BvQCOBp0Oy5yOsoAARUUBucL2i1K+yzwFvAyQOaXSRpIV4H3ifio+ObLE9Ve1nkBAKMnYKTys8p7LpS9aSvKhvGpRog0fB8tfjnylUr4ArJCiChooad8rmYdAUZmbZ4qVMkAAUXyq1Gy8CpbKBAb0H5w9vTFx8k7yjSFGZWI+ZRohCKhCu5zZyB7wIhlWPi0Q0BAQrgIhZ5GCrgqiKo0iQtoSPz0+iACbA0aQU4p6jIYk0aIGQ0dAFLjCwh4e5zBieKpAz4qalS0PWQQiYbjU4rE3cgET4pQSpNzhK6yAyxspYgVSkkKJaDIYJjbbQ0rk0YSqWZ98kAFPduyMStGUJKu6OcweIBBj3wt4/gHADVsRyrwBu9A0F1AU4/wEAAE8z7iO/Jyv7xqwXypqUAqhKKSj8ICKPytAABzMGOCuEAA2wxRNAAFXlfQJJgijkyJK3aSCyONgwgO1fCEUrxlSvXlY6CFJhMibgUdzPJngHQCnIBAJTGspqlXAErtpPCgNcrBAEbHFI1AVqoYZPDc2RcrWAbeMMx9aCxGmczELDA6qHELm2Uhb7aegoDBquZzcqd4oRD3jIQbZwkJp6apTpJcAMyhJBRaZw3IUxqmZ2wwlq0ApbtVqh8vWqKnXZzfcPEZwm6qdqqkBdADqi+PjkfSLEEoSUHCxBEVmAJbEVN7wAQGYBqFQAEBjGiDgslsZgHCRtXLEHicysBe2XtV7A8Cqx+5e6ppJGGS4FqIEINVHg9Pwg5WBQLERWHJTh6NGq+smPBAGxrlwTAiHKC4oFGJqZq5cuhpFYKZTYBWzVnjU4W7drFnlC2CxDkRgIc1JRoCySU2BRiCV5kVg1AlrClLiYH4F3hXgNuIbKrqwH1VL0QBMjRrfy6Wu2RNwUeNLUsZQAJYBWSixA4zpFeMgjz5nCi3vKQwa6qf5o8gdyHdCTHgGJNvbBt2IhpDJRJUS1Cq2vSAKkWZAkq4yRMhTJ0yTQrUhTnSWouhKy4WH6AHQhUsVrtnZWoDq+46enVqI6qACjr45NaqVqBAdMmC87SFu3GEBAe7WI0GOFMiQszItSNNq3K82vTrY6m2uFz7ax2tJNV6ICBdrTiN2rAK1IamE9qwyeZEjJNwP2qTI0yeMiDqQ6lfRTV6yhIyrrYQZWqsI0azNwgcaak2WLIwy7vkSBEpaIH1p4AZqUiBwuHFVrZiDayCQFJkTMmsgUgedMPrj60+vd0rCUi1TzmyOMSsJz6yZEmQLyGAuDrJ8yPItrPamurjzRc8dwlzl8qXNnc26v71SAQwJzVmsjCKwgqQzENUjryG84eszdCY6OstqM6+Sm4RQY6egQbAuGGNLViyIbR0ADQx4AMAAcCpDl0loaEDRQlgLbyERzrQzIGNn9eKRSBGG4+ppogBFYC1EjtJawbJZjRIH20uG58TGBkAU/OTRFrZqTpQ2pAhoMBzA7htVETcsYHC1oZMxBs5iDa/BaNIadZUUwAcJMqlVZkVowAB2XRvvxbOIQ13qL9eAEyMdAAHAjzK6mOsnqv6kXITyl8ogWTzAGun2AbKpMBuB0+GxICMIyGihpqlbchBIfzL3GeuvcUAMEnoyfERBqF8bGp/n9LHocJHQa3TUJqxz8SKIIBialXBuN58GxAEIaLGl7BIapVXxuiBKG6EGobyhWhomsTMxhoygUgFhqYl2Gxa220vG3hp/BuGgRqEbtA6yFEbxGnJskbWm58RkbhG+Rts5lG1Rohp1GzRrl0dGlo30bDGxRuMaa2YgzMaEvSxrfrrG5BurqZ822vsbF8v+qcbp3Fxvm83G7XOfEmyRIBDAvGowmpRIgZDVgbHc+hP0S42eJtPlh65ZqQbPa/0uMJzGw+yek0at5rTqYmnQHwhMIdV0OBlmnQB+bhbLSm0ZIjOXVchIfWEFSkxgMYCWxk7J6guqpVeFoJUofPbUWtXIaGXnYq2cYURVhmM4S+aEvQADyojYiQ56VOgAzADRclp0BMIVF0OAJGnQEAAB73DATqLvyGSdAWUEtYbOAJ0AB6qzLMAqSsyuTFoN6nQAxEPgBUomARDHgouyOFg+B5gdHR2sYVWvSWh0/FL1mth6Y4FPdRonQHodrvYbllhqdKTEJLkrR8HBa+AAZgEMdWawCxArCdThDLHaOgj0ocrX5SHhNPKwiERAAZyjDqO5lA5/EAluLIyyEZQEBKk7skABZDKFx28aiDgcrCKxs60J662q2b58n+sTz/65xplygGiH1xajCXRFALwW0QDwxwWswHA07m4JoeBuq9qtYAd4wQHPAWbZ7K8NPfBmsbaeAExVkQeASwlZAhEBuhDSDaHwl7ahEZCQHbLgA2jk59aehWna8II50Nr7EKlu9k4UHQFXadAFwW7VPQKgkDTaMPDBDTagIiFBqLhSRkAABpz3twZAQDfVFUbaouhRWOPCWV/QrjBxBHq29u3w5pQAEibQAA9bbDGfa8Qb9jvaalNgDJgiMPi39CcygiHSROWgQEehAAGVdTgUuCWw//X6TjZS4VWj5ipcdTiwc/qbSixBbgUuAPA6YoRFZ4ysW4HMBtGUuEt8mql9tjBEwSgHwg5OU4HopRwQAGd5K130k3HI0F+g9IHIDyB4AKmIOV8IeikABXeUtY7cP/A46EYbjo8AvAPjpqUClQTrooBAIiChpzsy6UAAl30Z028K/jUjiyK/hk56KQAHwE+MgY4VqFJjhNAAI0McrWtjO4BAS6SM7don8jloB5H6hys7cOgkJ82k4si06y6uBgowmgCgNuBf2/oVIVaOigHoUgulrGedP2bVDrLwMGAllDS4NHGqVu9dcErByFA8DbbtfHmExhyaORB4A5OCLo11UuoDnjlvQZCsMAWCexHs752X6V4BtGQAAVtTHyEQ2ARrp4B4LYgjEQ8upCyDAmCeYooiiIFznWok1LwHaZQq4rpTi5ODdD4BAAI90T2zGGG7qClLsA5GCtmV9NAALzNAAc0NrAaR21xZuzGAEB6utEHSJrWCxKIggwOTkjM9O+ih2BDsAiEABPJ1ZBh3H6im7PQJ7HjI9u41RpaOkwAHfDQAETXOTjeI6CcRx66iyOgm0oWzdlkK6lutLsJgrGSgHytDEAro/Zx2bIGW7SKOHooAEe99k/ZhWcbvR7okYTAwAh0cmX/pjmWqnawjEB0WRMI2JbAjZhwSRkABYE0AA9jT98KIBWkAAdiMABFU2dhwNJbBskCyTjiWU1OZljyso4QqzWIgsGnoLIxHTEDoBMOSnpo5w2c9kK7PAI0N4gBMfoW71slBU1I6zAUWzy6VeqADV62/CEg11Z/C4VgCSOm4BRqSIK3qxAqsUAqj8jMmPzeo4/HAharUA9AO3agrINP3bKVSwCu1Kk54T0oB5TLtJTsuyRhDY6IbeSkxg0y4B0B/e+FW3Z9e7tppDxTQsBvRHfOM2Qqd4gQAVAjOgiEAASHSrZhwIDvraW7DtsFpsi5MmcjcMD+qVriCBdmHACILGU9K6CR7jy7NiMmnG8KdSRkUbcXAQGkNHfV21RdOQMPv5TDYO7yxlNieKkABxZWRN8+k2oDaKm4zIL1EpRaGSkRgJayylcpfKUKlipIZLKkIfaqVqk6YBqTRRpUFqUzJFoDckzJr8ayBaNrIM8hpo4wm/pXqGJCKWQAlgGYE/A2pS0GlxLrQruELwcbFkBAtdbtoEA+WGtr/bgB/vFAGVusyT9YCAW4ViBdKqTB8lUybmkAArmP1pvQaZ2FljgDAewH9aUrnwG+lENIwHShfWid66GyawYamGszNVbLM7bRSBbhJiSWZspEAGQ0HAI8p/ATCNqDPI5hBMCXtUKFoxpoWG1/o/BNyVCh6Yv+lFFXS2pUgajhABnwKZyAYM5yftQ+fzgq1u2+Vzq5mXYQo0HQHF+3IiOs+FRctu/QDT6c1OcfpB4O2rtp4BUmYV1Gd6KTkwsHeWwDU9cxnCuO7anBrwfookOUHvVVwelnit6yOrRgo6CIGys7MgQ3lv9Ar+QABVlYxwEBr6WwSo6/22WvlqEjPLv9LVa6Af6FMhjoHjlbBym3sGch+ShkVW+0XU5BlC4gkAA7W3Q4HB5NsYBy+9tsxg7G12uUT1E/0gPAb6+n0eQNYemD7t0oVsnvwg6notUTGfYYZfBRh2/GAAv8IesK7I67oANDwBztvkp0yJYZTqVh+erZkSh4G3268uzsw2GTaqoYKVxvYgjkRFYU4El8m6w2uR9Ekhf1p9pygYdSBNYaYbVBZh8Yf77JhwYbagPh1IFmH5hsYYnKuyf0nvBmAduWtBMQOB3TJ0h/oXgG4bYDsBssuqm19sGKtxF7bCuxEdZsoaZbiYBeAFEfD60R1pTU4WhyRlADu1YcGYBR3Y4B6K/eywC+68q2gFj6GR9U0LYFQS3tuAbeu3sxAHelRJz1nexAKAJcCE3q96o4Hdu6A4+k4H96cAl8npVaAGrl974+xPrYB/emiBDYNygkxSZ/0CiEYxmeupig06ACiP3YXOW4H966WdzlGikmSdWHAJcFvqd9Reosto1lRmUcsAxgyhKjIMYVkZVHGRwropI/uB3k1RyFdrHWRRbBfA9F/0f0d+5RSIMcdQmM/CFgD9hLmx/QgIf9FcQQGd2U7S267/G/xXhhASGG3GpmFzGOfWcgNKdSc5gjGQIZKw1UUZGgHJS6RvdsuBiIJc1tA3oNYB6Y6fNcz5aq/Lp14ACKHpnuLG2QrtElMALNBJtkR8m2JGQbX20AAiV0vQBAdRKxH8hsaFHHPkWGP6VqS9rHnG26tWFBTPwWIGZQh6rwoxidx0cv6LzmQYo59fOlABDSwq1RwOV5ofdvMABARAmgobx34GaojIBAcQYgrZ8bMBJyfgjfGPx6Lp1QVQuaV17yOkuBAnBWGLvsAkm7lx+lWeAjluA6Y0uAEArdD8dRh3gRD0fGbgF8ckhHoQAF3YrCdGhMCX6HjlJR6UZ0BzAQAG21dUgEBCJoiaWwqUmODMZbSL1FNQFkBtFiAm0FtCTQU0GFAIhiJ6EmZ1b8JDm86ky54xeN7wXXrU5zAR6EABj3wEAzuaEnLRorZNu7d027+oca9mlfMObdyY5rsg6UGzKqkt6vXzagjCTCiramq1AJtdinPCfMAfiZlxN77Jn8duBj2ztvdcvBn4gwnX6X6WQm+nXj1172sU4C8G11WyYiovrbLJTjZJ/CbMA+AZgA3QPx6KZG6Kw3XsSnqMYbg3RsuCxAXzf6pPIObc21xoh9jJ0yexbYQFYx1boQc3K28rcmIE6gq27sk2CsZVSMxkw0gsgq6hEQsDEQKI4gnr96gZzFcnz8LrjjwQsLAOxBOGCKgC6bgLEA/HjUrVIOVQan0ZOA1STydEBwZeac1SalBUDF42ASRlkTAweRIIhRcdrB0TAwOiGUh/CAQGj6KVOkfOBrIfds859p+2WhIjEYHPawqCIxEumlIa6dunrIe6YpUnpkQEimy6ITDmlveqTAT6DZKabBmegGpW97TgSRmj7DgOkf96lsERPax/ewbCWrRAXNV8Ihae8AFTqMOkdIt6oRAm4tgO0ixm9/QQnwEBAAC9i+kugkABspUJL1YhUD8iWCAslTMhU/IqhnRAf3sABfhJSZzpzSf5ztJnZoKns2oqb6Hjmtd3R0ypzLB3dE9S3M1EN+zMhyk2oVbXpgCKIJtBmFAO8YhmJRv8d9GsJiidLVTgMrEhm0ZywCqxwwhjmHBbgHoecgQ0/WbCauIIoeFJlQsaBaAdh8hX2ZbgV7DCnRnPyZAmPZy5C9nrYWdD9n45drItSxfdrFuAdMqiFEA1gU1A6brIeEC/BrIOlHphzEClU1mxEc4HTmTc6yDiA2oKKRzm85ku0LnHfb0FH6rZ42ahn/eqrH1pG5p8d9HqQw2trYBAFzgEBbgRDGqD5idAExYEiigKag7cOaeyh0WYEFHnWY6Yp+kkWO7sAAo60K4hED5Tyr9mR8BkADQFckzJWoDqG6gPdJZT4BUQhVWhl82BYv0oDhD/3tkaQ4VVF9+7NKSZMEmZlgEAyie7XoJ7wURn9I+ATYhD7YIRQEd5FhGkUNTrzRuWcAIqOaSagQ1f0k4EhEGADph49emHfcgFx4BAW4RGPEdRBkQTE7AIqa5QzVrSNutmQQGbtJv7T3Xj1EA1kQAGnLZdlcpAAeVM0hinyoI4F0zvEKxfYOT4BWwrLkAA1tL+ps2P9MAAqpWZmaQYOVsJrSFhaAhOBOC39AZvCiATLAAdKM7cBjltZ/AILz1IRAIiGXZAAGhC1iCiAbBjOVDjUhRwIoWFzXjPSgjVRcIhdTERAaGioJ9yMjiMX6Em4E5B+HfJIYqiuAsiC9MQTnTjF82IiDjUauGxYEBJFzgQ5VOVYshIc5HZ1nm9ZkEhfxxgALLCgAKUGa1szT3M7mtIxIKGjKJGF7MwVpXKQ6gEBYFqReHdAAA692WiSr8x42qiCyWF2DieG5uye0fodAAFg8mezMngsCyeZ1ViJuJbG2o1FwLOmo/VCxCiXIMvzDa9fC48niW7IJJZSWVoNJZfqJyWUFcZqlwAG0wwABuTPIsSpQl6LiH7VsIhVYUCkGkQ+ALYcJTH9yFJqB0AHAIsRDDTgQAGdAhfCEQnNdUS3TtA3/P2WyQXEWOXlcpv3jlaFZuy5scwOnziWABP4fSWSIUXkDwAxQbDoWlI391u5yq1sMAA6/Q6FShfHzUQaxdwOuhHdYsVql6jd1nRXhxVoMoAmze8ECxMycgixk/MQsGjg0LSM3vBhWvgECxDERYi9YCIT0EfpOQQACTjDMGmpnOp4dFxiCIakGXZsKJYIh8wdDkGWD2Ffu4SVtdfs37t+nKTykCpGYCKlGXI/oVUqpGqTqkNjZFq28gtDqS6krtfbHiobgKag+w+AbRmFb9rQABiotwWMgEYRBDxyKAEwQgAqgCPWcAZgbQJ9URcGYXtWOUoGC5c2gzGW0p8wRUCWVdTRTQebejQUdoGTMuVZSlttJsluEbheYA1m3V+mDMmpjFnwP61WSQff6ZBuQZ/62pV1cmB9fD1azXvV8LSGXyjbslKchUpqBcERce7x1YCIXaZSZ5x44NiG6uc7LEgwIdTMag7cXldnJEXAiCWVMOP9L4RL0F1Zv69c8FQRAxgIREAAwDUAAo11HhoZfWRPV0OJUfTW2oOYE9Xp000Uh7YZhQF6rq7I2fmhhuH+aAh/elKb4hM7au3jlLZ62dowW5+2cBcnZoCB2gARxVRmFtp09Z4KDlQMCvXkTcYVBrNpsvD/W71qu0b9S1X6SvWhEMVRfAxEZE2kNDrRAmpZG3aqHiAxEHrrhVt9K9fdlxhW8kDAMNtMWnnh5ueZxYU4ixCvWjVHgGaDZ5scdZiiVigBL8dAEQlEI7Uh1LtTxyAQHqtDAAslOjyjJbAVBWzXYrLJCaEmn1o6lfWlEAxE9kE7leAQWfaxhVf0gQ3v1h1g3aBe+UGA3KI9rBohxTPTh6ovWHbMtgEsqBQbLk1kwkiBgAOqEZwCcIYp0A5rXtOalwgNYyB0toUAQec2gczZecOk7cqep7NlcBOmRcbSi0BQBFLiIhbCaiCc2XNoAXc2ssCsXpUBAU7V2JNiLPn4dNoUAXlYLEaR2oNMZf0Cggst9/jamVqENbDXu/CNcrFMcEevIUccPHAJx+/f0pZw/Y6nFq345ZO1Hk0W30HDC266Zi8awAFIFIZloO0oWXIBqRaRKgIarba3FEeJGxE5pILZ0AOAQAAAok5X8UC1VrdXBKvObe5STZFbfdl1aA4jKoxIOFT0p5KQMtgyRADUfvAHRqk051jOVY0T02oNSHzA6AH1ke36YNSH3I/MENcDBbCPiwjX5eTiCIAdQDXgv4KApuzhZK9HQEAAM7T1IuMAQDu6xO8QGB3tQa2GaxacjtSR2cfdOmh24drjAHl2Fp+e80dAS4kx8sdu3EWdrWUrmkQJqSNxXa12rwzgdaw6LgEAsdZyN8M+SKwm9lFUPIAUVIBO4jVQKApjtY6okKuW71ywi+BR1kycwEUjAAWAVOypaIl23wqqNLUDwdlqI5kqlE2CLkSbLCbQ9nCAEiBV3NYzqgllV8uy8IAB6hDYukrowar6OKHefn7wRSKFElMcwFOBahQAEsnJSBp1IqxJKxBqIBXeamNgwLMaqFdrKoIhFIkRXMBIqxKMSqUq9Ksyrsq+cnu0FsVoSxBAyrE0UiKIQXiiElIi4BOB99X6XMAIQv6i0BrTdOIIhpcP9Il4RqHaPO3P8NqaIWLdnQDWJA7J6oVF7o0DkoBmdjnnb2jPEqO5I+SFnai42d1yMkBJSXav72Kw3gH2wY+bv1xNiaQAEHTR6Ggge9s+gOQhEVDzERawkmmLJpDKtkPtIp+QGTiHY1QAoDAAHbTMZVKmP3NUWLH6q5KOfRagGt5nCbqhdfNgIhkTXtu1xEK5XFvs7iAOOG4s1HEFFoCFhVRVa1W6FQJYClGtSjhs1B0AQ1yKB2Y/VpcZSHVUaIWM1VpGHAiHzZRrGgcqa1+pKQTWv9HfqVX9+tVeOaT+7VfNKRgcjjIbEgZa321f1TMmVbVW7zTlV4gfeqC0WDiA6xUOD+ZbANRAVxHtACIGhrwPV+lbRIO9+mYGsh41rfoT1VVw/ooOtVs/raluDtg+Wh8Gv8BDB0dK7VO0x4QSx2BjmPQ6XZwNSTjeIgwYagWzORvUgEA39vNiWw7D+gjjMQkuVuIIr6P0AEBAAX8UgIDjLdqpdMYKBU7FQADY9QAHnjQAAf4giHqg2ATkHHAVzZSCqxlbWADGhr5I13WwiY66DsOWmJI8blUj75e/c9phlSyZveajBKmNV3hJs4gGyIGshT3NThSZM4aiCCPPQbw+lwQlqOHZ7dqK+lyIN1egkAB8BUABFFJq5MJXXzc3HS6dPOBPVaFRQFXBGYR1BSACdmTVyFfaijgwGMvFmPEAeY7Dp45UXGjgTVKgkuljmOtT9BOQA8HM1AD2A4HAsQQABMk+rqWwljgcFmx9KZzZj14t3iaywQ1OWGN5iIQbCB5tfMlhmPokdY+vYFj50OrKPIF9goByaO44dB/juY6BOw6EE5V1roKE8dBVjgE42P46J9LjxkTgGputER80zk3ZECKyPA3G7FVEB28L/dZBRmDhJ0BAAeHJi/Mu0KAcRnBrLJpeKNrgcKT4itxOkAuaRJOaod2Q5OjSLk48NS1OgFQKBTw4AJUfwOa0PGzEPrRUxMeEwnQBscajElPpTgcTkBhCuaWRHlINTgAg1l5gBfGqW9U6igRvbuFMHCg70B5a6uC4b5qRfRWBXpGrX0D6G1YXgD9royQ+3GGBAKlvW4CR58NnJbSH13lBTcJSHVNK/WtaxABp4rUftSEQyF4Zq7CkmFY5pQAEPbTgRAZQkBOF0J5cGM//XRpLxGFYmMp2sbrGrPlP1gIxnQFzGdACFbO4UmFM6WxuEXyT+oQ2Bjg4Fz9wACC5WwTM7iNfrWor5yPsgrPGQR8CmXEl0IFmXZradKhpWRaCuTKCINXH+XtfYWZTOMHA0lWYA1Yc+SWCVOZZRaE+1F2HACydrE2IR3Gtm9tK4PgCjJuEU7AIga4is4jGzuCFYDE96RFWOZaQ5Ml5WNnHmYzVzmLtUdpNKeuq5sG3IiBYxiCIxHLPxyCMdsm6GaT1ZJAQUgB6IQxkBntxbCEIldcqCK+iNgczqC49jjJBIKggsZPKe2Oo4E1RAZdvRC8xD7cFC/DghaT03oJAAQh9OBIJYzUOAR/HtwBAPSkZoYzWM0ABKJV9Ak7e7Q87L2zEGc6aIYkKoJbCDtXtwhl8glbMGOPc8lko4LQHIu+APHiEND5AQHtxuzltaiXyt31WRJ7cYdx2PbCAQEPSHCAOOnqNmYy/jk41RKhAY9KAQBsAk2mMAn2lQueoDi7LvXVE1mPKUFIAOgZy7mlxuJhMCxXL8nGwJASZQF2RnL+OSiW/TCblUu7cf1ysJnpaXOohXL9S4P1As1y9M7WlvpIEBy0vbxg0udywmCF7weiCLaFQMxHvAfqjmYIht9Kwn7dTOixAjUQSwAAkVdDhyqid9KGh2zEOdWG5XJDGl+VXLqwl+ccrey42ZQr7y80JyFVy/uAQrry9ftdhnRD0R1GTrVc1FoM+oPqj6k+sfr1ri+vCJRAUW1cuQ+nI3RAnqZetXrwiXpeGouzFjtKFsDvNl7sNrp+tqAEmNgElGmTPydzKunShK6NJzAQC4RrEJbFrYrCf0j9NbgQWmYA1cZ1tM7HuUQCnJQ4CiS065bQAHtomznQEfJS0+lX6GzMlYH6YJiXmBpTmYH+HttRNHIbQG8XL2s0dKQY/7ZB7/oUG1IVACQokQVAHFyrtFLheMwhQADFVX0D4AFIYj2Gv6eROEIANsMwnIU8LejFCJzCKwifbUGBnksY3AIW/XCPt57axlytgHboJO7DWcMont5DjUgGd1dod2SdpKmI9B0sFrCIk2+Sn426HdtSsIkLbRnvBRcGwDGDhwLQFO1AAbLTUtlLiWwdbnQEJCiQkBjQ6bAMJdZN7wJFhdvUtlZHow+Nhq1YviyXQDwOKAGVfilZDhVd37lV+qRzW4+dVYqlNV0/vqk1Qc/smR9tFYF18a9ZqWQFQDZFoYl9tY5o8bFrAqTpRwmN/ukGQACgELXV0igHalmxVsRMBMITSh+vLCUQEutPbkwDF52scYSCB5igQCLaBAaiFUUdGJDk9ubRJgCsJAA6OFKElsPEKGXaAWwktVLb0/UVRTCNVEXBz8Y01TVyFfe/CJVFPxQ0VUWIW8Pvcc9xT0Vns+cnvBvSzEDFvz7kOQEBInD5S7G8VM+8Zuxz0sZfJPbs0gVuXtt7azJQHlg0AB/pXaxy1EOV1Ud1Z0VEJZsKB+fvVFPgEZBH8AG9P1ZyYB9Ae//CB41vPtr246TBkurggBkNVaDATiQ+8BKJwIcGQ7Ur6kQBOoxHahT4sKHqh91VwZMrAdFa2UQF7aEjsYqcI+gAW8ko56p1Z2OtAUQFsIub0y50IxoBLMdXQlYy6Q8CLqR5EBbCfa24Q9deR/CgxsO4nAdNCCR7UfpHpgEABl9O0fC1eOhGnEwcgK72KAY6XNABwfi6sf2SGx8uBA1r0BOCzjuA/tBtGLEAqM2AS6Q7UBwNThUzAARAVNOY5melDAdvACftlRcAGAwSagooDEAZqU/BNRKYw9xiAIREABJRWoFRmbXAkIdQDemSefxg+mog+yZXEABY8KymM1AQHPU7cdllmxqKtJ50DMnpEEPpMZctNYc9GV/kXj75xVhAY8MNO9KklD7O50A8CpKkMvlcOM2tIZ96sOH3jeXj31xFG+xHwhoabhG1xiIdrG1wbgD424RjeX0/dldJpPIIh9mI4SWwQITCAsQ6AI59OfpZ4cG2oWTTkAZU+LPgDjNtgFgA7U+taiu1wBAG7tpD7wGwGhoBAB27LJ6MfbBy0CIfCDFN9sU3hCIb+9p5VmJyUASERXbApW1xc5AQAdZ6VK2xbWlSOgD0pAso9ZKekn6QCQRwPB8YSN+NNp4yeVZvmESeynnjV222ZQLB1ZAAZxUKJAsjogdWOdeResnsQ/jvMbphqRf6XqYyWsKUNqH3dkBCEH2081xu6pv5B3/rUhGMQAD5rDjMAAGXzhVIsjjPRu6BkV4ygxXjp8lfoQaV+MpD81Ad1zkNMm4bvKblu5VeUkQAEHPQAH5TQADVvFQbJfmX39V2C5pOl46fmDAYHi1GX0p4pelDWSVVyalf15ReBAVm+YMUNHQCSphqeRfZ2BAKyUAAIc21wWCRnXpU6FyfkABBP2sA9KKS8Ua42EwWjesnvPoFahEAskAAhwzBekWHgToJfQQAGxDS1lRT749J4Df+WmziSZtKQAFSjJgE8JAARcTuyJQRBq96TGWyedAfp4FDiyEIiFeMb6pv3qu3lWaWsFX+1+puVX417Xe0pK7UAAfmMAB2mOogOb+N/i0lsI978xZsdrBUyhtFgGX3As7hHCQjcQRSghorPhEsAqCanTjedNc98EL5gyN/pS0WMEj2RG4CgAOQBNgQCRDfEjgq4hdgoD6pAQP+OVOpDAbu6g+zhGD52DI3hE7Im9goBxaR28QMARDNg/992CETgCo7o8eKEVqJQoRLEWva/A5FpNAAKbjqPxWKDHrYJomohEMPzEY+WPsvCh5aPmWs5IOge5OZkeIHys0A/kej+IDeP2zmOLLgjlC+zEAT4KATTij4E+D7gqd1uY2yHQHfw/qxVBuJGnSgHpbgiXyfuBDPvaSSQuOkDA4+KAEz++JfiCpX4+aPyKi+QceWgDoBv0NZD/R6EeZ3uAaiNj7RYneIw3S1/tagHoB/0PTAEAnPgL9AJufJok8/Jq3z7crcMSRj5hpoMAfLsEjenDoBaATGGqRWP0AjyhJiPE58gmiUGEx9FG+nG7kulKwwBpeProRc/7UcUgS+vbCvvm7nPtj8gYPPxaqsxzqhmsK/bx8zAS/ev7gGWrDMDytQB68Ox90JFcR8kAAR701JJv6b5qVw4aCjWBr8IChpoQdICl0agKO1P91r8dL7AGcSJWP/p6ccpYkroaWgEG/biSWPnASvjL68gyv8L9AzLvj7DMRqvgQHe/GNKMM0/iBN+lkBOmU79zsDlVve++KlyStQJWYkH+n1QQGLE8wLvyH4sQMPJVBY9OSNhEpBXAVrna5wQKDZMgdAHqiiJSCOElsJ1nwiGRJLQQWhDZAAb2t3uW6hHoU+RdBXAEAUhGZkDuCgAHBLpLLlmx7wHt4ZWV6FYliyWXYUliQ8ncWAk6KJhj36Ft6XegoAXu9JAEB2kWlNGhfEJUJx7nAcEC3MRAQcGZ6lsaRy0AI2QWlsIjLkNGEeIAYaFMgTiWwisIC6Taj3pECaRD2BwhSIX9BT6AeVtZAAN71AAJwTf01ymtYhl9rCsITAce6LaEaKIlqhIwEAE50r6AiHyYQAB7We0CsZy8IBASDki5JtAEO92J/t7KRtTMKayHlpTLlP4IA0/kmB1BCgYtD+RPb1dsGttbtdvr+dAbahz7XXHY7AgiIYQVqFDyUB7PuuEFEzKVCH8d2e2CIav7XaBFvsh7/LCAohuAGxOn2DI6YayAWsOfM24asCICf/awnb12+z+mAD24b+12veiBkkLVsMGXddpZXvBZ5Fgj0o/MFJjk4O1TzhH+syIa3v/H/3f9XbvbvizQ6RbsxCGpShQZeLITAKwkqsO/wb+D/zr+wAJWANNDUg0uB9Y4ANAB9fzNIrTVgBwAOP8MdxjWTd2Feid220khxTuChzVYGdyXclBzP6udzCkBdyLutB1LuzUk6gtmUzIVd3FyNd14mbdwNWiwCu0//xweX/liAiALgBx/iCAREHawogHvQuiHQeQiFyiP9wVUmZCRQ+91muEAFG283gAA3H8ZfCNUh81OIQyOMf4R/jX97/EYsUHlmQjFrA8dVCOREHmYgLhLWxXLoAB32zOEKgPYB9/yKk0QA4Bh5BgBHEyWUHD3CAj1F9ANnGgBEAKf+tgNXarD3YelD2cBXD3OoPD09AfDxEAAj1s494AdEJrBMARECCAd/13+IAPv+MAIIemZBgBngLUBJDwLI7Ak7MgWRu6+b0AAxi4nUFUR3SbFQ9iPsSNcZthcYUXDoPAQCAA9IEfqAiCu2LjB7Mc6hiIbdBt1Of7TABf5yNF+p0OR7i1CUQCnAVCDn7UXDUnOFhiIVv5RCczpAA3f7WkS0BBHD4w0QFkwEQbNhPYJ6SQcHVjTAtdoJA+v6KoboBcQdQAaBP2BeASgAQ0JgC7UQADyOqXgvoD4BDgYaB/YJQBeCBcCg6B7BmPLcDPAMcC56E8DQSi8Do7NL8RKGBhQuqVdWeIABrP0DQl4E9g9SF54XgAJIgIPlAZiFZ4tFDooMRAhB4v0GEqYTyEUDDhBCIPCQlaFhg4xWxqmDDdQODEDQOEQ9yAIDjwCoHwgESSf2TOGJwQECyY1cEEoFCB4gzhlC6TIHnoElVWwncEBYlAAZYmIBXoQOAnwvwG5BKiACADLAFBKOyZBv8DwA22F2w7IPOwZeEM8ksAVikVG0k4cFZYt31h+/9C0AykFoA5S1u+PIIoAugBGAzRi+oNAAlBGEQKAJoHZBZwhOEU5D/w8j0oAOwGMAryBwincEmgA0BIAgcDESV2R8CQoBguPOAoA9uHOQ00E2waEHQgPhBxA6Qk5IiWCtqlTj2caICnmEODyAByjkSFSCjB5IEnClAEXCEOAX46xxeA7kQBOlAGCyh/H2oLiEziDwCnEbfALBaOwUA8cmRaQFAhAEIDIADYJCkKwDIATYJbBYwAzBeYKX4tYLQwQP2MgxYKXEpYPLBYEFb2/WkzA/pAr8C2AzBWXx+Aa+glYwSHDgY8B0YnIMrBWOVgmYEzGgFAUS6GYNAmsXWXktcEBIlAEjAloH/UK9Ae0AOGe0+4K3Bh4JMkLMnL+I6ES6rthQctpwcQMTXjB0ICWwzpAVgwEAIgKmRSY2+g3QQiDLIu3ixAYiEMYIuH7cXpExC3k1GcS2ES6noB0ygABMdNYBogRLpCIQwAoQgHBFzfbA4QtGK0AMrA/ENEBVYJEqoQwWZekDCElwQiE0AYiFkQJ6xmIO7qYgRLpIWeCzUQtGI9BVIrUnAyJiIFJj21MxDYQAHAXCDiFmAgnx48DiE5bNq5JQUxj24Io5VGRLq6qOmLJlZ2j4QgHADTCHAHg+CajSR5xYLbwCUAEiGogPcEbgrSEqhM5zrgIH5x4FGI8AYyGaQu8HaQ6OIUAWyHViVJo+ICgLxNUGKaQ1yHAYAGKUADyFJdFyERNHSF90GxgGQsiBogfyG3g+MBwTFUIZFbFiUAUuBcxPuJeQoKFxQs9DxNJKEZgzJSfAbETuPEcQUAVNpfg2HwZgtXqaDMBwj1OPBkPJtTyUJMFLgcsJf4dnDgEMkDtaekBMgNkBcgKzB8gUSIbg+qH34SgDp+IlSoDJEBtkPZZskQT6XIHAAQ4IUFPpSgCiAa7YE+cmjK9P0HZUOLg3EecFLEZYhrAfph0EdOSjQlaEdUUfy7gSTrDQaADgYTLjLEJbCSMFaiDgVnhmIQAD4cg2A9oeyRZKjXA2sP5B7gDFQUALJU9IET1ppETJKAGI5AALFRT0LCav9HWkdwOsE/60oA6GiFSIMKxyYMNBOdxCQgOZ074MMIzUvAAPYICGPYGWWWh7JAROEMKQgAY1FI0MLJoO8Thh+MLBO+ThjG1JFRhpMJbsmMKPYvoM+h8MPkYJ6W6qRMMGglAGYA5MIRh6NQ5hVAivE7WCwYQiiHon4NuqPMNZhdcGkiQ6D3glAAuMw1AlhCjFlEwwAGAisPBhF0F/YlAH/YuMNBhksNrgM6EsYyp2gqasPnAQGHuycv3/QopRNh+sP3QwyH/QAhR1hLMIUYeC3kA64GgAlAGTIxvGth09gQAFdFUANZRfylABXmPCDhhsXy+hqBD2UnHxtUHDC54/8A9BO4Gzi/iVXw0gG0AYiXNCTAGII2KSMgrnwEgQBHu+2gBsAogBys6cMzhSqGgEchDa0ScPzhFCj4s+jEtCpcOSysx3FAJoCEypcMzcycNuwpajWIaST98rqRYoEoHLAo03T+iWAiQU83F+eUKXA7lw8CWSABIWyBse3QBJ0FGXDgESAK+s8JIoE8KzORSAFuaoIiQ8TX7htxHkYtj0UYmvwoAgWAiQuILeQzgA72KEHSEXlTIwZdDmkdAEuIAgDCwmoCvhtxBc+m+AhwIVVzocVFoAYWAsQ0NEuIb8IVEuH3CaCijBIFmwSM7eCCO8TQEAgACW3erpo8EBFxYMaDi/OaTt4MLAsAGeEuAUBHxYcX7xyAoR6kFkwCAWqjLA/NjtYMLB8g+8ARIWe6AuXKpiOE9SUI56DUI2hHwqQAD0qhRABAIyxhcm6FS0OEh7OHRCtABEhFLoYhSIYxpGWGFg36O/C4Jq4Av4U6tKQq/DL4QqJZESt945PQ5AAFFGDojCwcsAPA1EGJQfK0uIfmD5BYWBuuxb0HcCTFuMxZH9AxCOsAjLDVwxKHvmgAAQEqiCMsaREKiMOHIBNRg0AGLYTfEsDOgawTt0MVhlgf5AsiQMCuSQcD3gf8Si4Hcq+gD25woAshuqfShIoQqDDibkHRYImTYoD27jgVyTDgRVBM/JQABI10B1iUViYAEJF/IAcBBgP0C5gWbCZgAcDrUOFCsofZIbJHvhaBHQJ6BJZh/IS0BesS05Wra1Z8ANfi1QJFDNIw5I98E5JnJCgCg0e5JvUSHRmBYJiVmJT4zIigDYoHqCNIv5CUAZZH0qQcDtYAcDEoQAAqfiwB6kQNhVFLx56uug9gilH0KIM498Eon0ytnQBCrG8QbLq5ILEPDhDEJaBOqNIIlsLaRToh2wnXjwIBwIn1r3hE9BsPeAjkaopqxi+E4uHeNcAHgBiQMQBPMB3MTgAhxcwMDMdgG0lZsNI52hNwjAqonxX0v4kU4BFQEGJcRzACwBdELijDob0Bu9PoBKAFjQ2EgaczAHhgSwUiASgPRsFeHiikAjjxUxlGM2URSiaSDlDEsNM4fMFnC79vij74aQAqMKIBSUZtAymPeADiN2QKCLohiCKhBfQKBl7gOwgRUUgEEGEl81gHpQbALQZ0ADKi5UQqjNoMQQ9KA7D1UZXCOUUSRz0N580xkwAdUb6A9UcoADUWVcjUYqizUYDlhUZajuuOKR+UUUBBUdhgHUU6ijQIaj9iPKj3UZhZPUWXD5ABXDeUVqiTMNzDo0W1wNUZSjQqqgANAnR0E0UwArImORdPm/gJCNeYY0SmibBFyi7CEmjY0bnC+USEiKAAGjE0fiClGIjBHMIHBOAMRZc4L6D60Q0Vu4IghA4Klku5G2icYR2i1UJvBN4KQgM4NnA84AOis0FKka4H/BA4FjD20VOjKatPQoLnHg0fFzZzAPbhthLsJ0XuVckvjvFiCKLoaGKgE/OMNAr8DGCigEgwbxieiTYC+kd8JQAUGCb1r0VfgvgF4iKAH4jH0X7Cb0SCQJ4ZQB2sOYAsQDjMUsLtoc5jShm0JlgRjNOkloR+jdQF+jUhBvCb2J3RAePJQr0Z+ikwHBjB4UfCKXnnEigK7ZLABf9fQChiYMamjFDD+iKAA+jj0ahizeqWp92lxgRYkYxRAMWRIEtlMS4MHI3Zk+jAYDhNfBBQBiJoRjT0feMigDmCKMURi3ANJ0cspxiMQZwBiJmsBeMV+ioHKWomQIAFacDcB7QcetEAOxiJPguDdQIoABMYyBpMapj2Md5UZSB7D+CHpjoMXxjXJlKFKAC5MhMXxipQtHMDQpQARnDJir8M84ocM9gkujZib0aZDwMKXBnMZuDooduDzyvdk8gCaA6Yn5jvMUoBJKI5C9KBuhPIZ5jKUT+whYO0wKcLGiqxHnR1EkeBfeuZhQPGZiv0QJ9+hDYw48IF19MZRiw4f0JdQCOg1cMlMSscJiysckd8seBhXbIngTbLlifUX+0DQCN1KANowN0MHIoMfFj0atNBAwcOA/McTZICBQA0iH5iO/KRj30f1iv4YwwmSJQAwsCpjWsfXhm/CCAHYmd9KALLEasXxixsOtjJ8MzIBMNuBOSJQBYCIpQ/MXtjJYCT0xaGBgfKoCBKAPARzsTtib0R34Pwl8gv4YtjnoCcIyIJNjnMG9jRPinCKAN9ilEStjXscBEzyA0RNsUDiyIPPRRwPdodAO7oJ4M9iOuH9jgIm0ZIcf9DocbDj4cR0YkcaDjUcSgAWjBjjAcd9jscToBVGnjjZsQTjkAAAAOYnH/0UnFw4nQA040LC/Yqb5vY6/AQ4gHEM4mHFM4znGs45HHIBK0HIAFRr04ygCM4+HEqNAXH44qb4aYsXEUAPSjmAJkBCIFaj0ze7ThONnGAwaC4+QsbCUAQACYvoLw4sQJh2MR35UYNrj/hBj9KABJAPMcbjKMabjn1LEgOsWB8YsSXAjceCQTcRvgHcZE1HLtSAKAHA43caQAPcVN8NwAvDNUJ9iNSoLiO/CHjqypLB+9BQBAAKI6aFypxweN9mMeIpwFAgtglAEdg1pEAAUvmJ4zXHR4twCx4nxB2uBzEUAECi54/PGR45zCF4ugLmwE0COwGpgF41PFqAbIDF4ygCAAIAy9GFXiZcQuAW8XQFS8SaBtOM3jDXPOAwSKzDsxNY4s8YYBqmCPiF4Sk0J8UXiKcJQBAAKl63eKTxtuOExUeJbx4+Mn2g+MoAIFBnxmuM8Q3QBmw3GJIm1eKm+J+IvgFL0oAaxGPx0SFPx84B+gZ6H4ID+PhRN+OJ6I6DcofmJBIU2IwxHjz8EA2D78SYP6xIJB+hCnj+hgOJCwcakHA3xzqy6IFAJm+L4xIaVwAbWERRv+J6AaBO5Yv4ykwk2NbiWPFh0lAH3aOMzJRguOOAuAFFYzWneStGFIJ0dBWxUMMOU4ynwJI8R2wScBWE4GH3aRwkwJrBOWEI0BKwNBJOA3BMvxedHvImuNZI2qHh+wHAOSLlDim95AHk+EFz2ZVW0oxwUk4bGLtxG+H+AkhLxSDBTzoKUXEJWhOdMHPyfGx+AQ4J1EzA/P0UwQrQsQKXD9amrxvBguKFBQSLKRMABeAEHGg4rZjDSvACRyfFnOyAqA5mG7D8xF6SOBRADmClAEAAVEasolbEhEkpBzXCgCREy/zegexDjCOXTnMMLD60JlH60C7TeyCJ5hpF8x+gdYgbEb3rBFRoGcYfPZMmNwR3ApHRzBfFJ14OHhnoSIn0EPIm60P0CFqf2CxE1z7XyeAAygTIwREngBwEobBkEmIk1EvgkY7Lok9EuPCREyYQW4bPBtE6okg4UYkX8Dn6bEDCCREkPB6Y4Ykg4Dn6RE2Vg1Ileh9I5b6uTeFJ0BeonEEzAI3AJonyYF8x6UOwBcocSLno+a6ZTe4AB0VAAeIxWLMyCgJ6gyH63E14nKhWMC64igDDkA8CuIeqo9RH/A/E0BFphbBomyCp5UQR1TemXn63aKtgstfjbimEPqcOS840gGGTSQ7SB8AUxzDUS4gwEKcgEQCrp9TFvr4QXyQpMXdggkjoRgkgqJsAGGTtYaiA9PEBjhgerovwGEzhsE87EQYkKg1bhCG4N6T1Qa0jv4NTh70FJi8iaygvEhUSNARABikPEB+or9ABoiElY5WUmvokLBKIqUkqk02H94YzC2IVnA6hJPhFAAdSAAOfiz5hVJ0jIAR70WYBEakFA2SIAQ1fh4iqXDsptADlZgEeRt7STlhVQRQAi2va1bSWRh7SUFtKAItsWtoaZIQZQAIkLVQLSeL8rPiaBoIMr92kBi9OQBGQ7uNWlOQHyRAAN56gAAnHMwCZkB6SAAB2VhUJmR40AshW0O2ghJrcAhROkhOTEkxrblow0QEthw2tkRciJrEMkOUhJRCTJjso5ULnJQBBwBiEQsEQ4oiGWQTnj0wjJoD4vwdodC7smg4wuBDMQEIgEMhsFRcBBDw/tMAvyGsAs5p+A2ARXNdrPLMfwDtprNGu4N3FGVw4K9h9aCM59aDi5huHhg7nNZRMxBSR68EATOABDQ+4uuBUwMoAEEBhgvMFhhAAO8msOE4ASiLpk4fF2kukNl+RQCWUe5VyRYPjAAv5gliqTVeAo2z9YDHEcej8wIwIanAplgDBULrCgpsWAcwigF1A8FODqEgAApO0ggAZzlZBXGO6ulgBogPxEIpGSOn0QFJ6EChHdhFACBkoMnBkkMgIgyZFEAgPXBkHCSqhC6icBRwBv6k6Q/A8QAIgHQK6B8FUwozwGhkjtAsO7QJmAZDG0Ci0C6BiemvG4gCIp0pBIpln3pxceEqST3gYiakHv6n3kLAJgBGBgAArjQABloW24DKTalPvIBd7tjRSX8uvp6KTCJucJQA//C5wgwK5JntKZ0UHLg4Z0gpTPMktAVKV/Fg4lKpnAModZgIoA6UPCANDgfE9csQJ9aF0REANDJmCDDI0OvmBAADIO0x3UptFMApWlN0hlInm2BynIIrkiopZEB6ojlL7KmlLOcRVNZelAEtOPpE2U1K19AawDlkgACTCEBidU/WQ6ATqkLSEXBLSFaS5Upyl0Ugql90QdiikR0EUAEynGAUXBVU5yljUjoCj4/R6UATnTpoGW4xkswzUYamBs6bYBEQf9DUZYcTXYM77A4Iz4UAD4gOfCEzLImQFAAA===","es": 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="};
+const PLUGIN_VERSION="2.20.5";function _interopNamespace(e){if(e&&e.__esModule)return e;var t=Object.create(null);return e&&Object.keys(e).forEach((function(i){if("default"!==i){var a=Object.getOwnPropertyDescriptor(e,i);Object.defineProperty(t,i,a.get?a:{enumerable:!0,get:function(){return e[i]}})}})),t.default=e,Object.freeze(t)}var obsidian_module__namespace=_interopNamespace(obsidian_module),React__namespace=_interopNamespace(React);let random$3=e=>crypto.getRandomValues(new Uint8Array(e)),customRandom=(e,t,i)=>{let a=(2<<Math.log(e.length-1)/Math.LN2)-1,n=-~(1.6*a*t/e.length);return(s=t)=>{let r="";for(;;){let t=i(n),o=n;for(;o--;)if(r+=e[t[o]&a]||"",r.length===s)return r}}},customAlphabet=(e,t=21)=>customRandom(e,t,random$3),nanoid$1=(e=21)=>crypto.getRandomValues(new Uint8Array(e)).reduce(((e,t)=>e+((t&=63)<36?t.toString(36):t<62?(t-26).toString(36).toUpperCase():t>62?"-":"_")),"");const durationTreshold=0;function setDebugging(e){DEBUGGING=!1}let DEBUGGING=!1;const log$2=console.log.bind(window.console),debug=(e,t,...i)=>{console.log(t,...i)};class CustomMutationObserver{originalCallback;observer;name;constructor(e,t){this.originalCallback=e,this.observer=null,this.name=t}observe(e,t){this.observer=new MutationObserver((async(e,t)=>{const i=performance.now();await this.originalCallback(e,t);const a=performance.now()-i;a>durationTreshold&&console.log(`Excalidraw ${this.name} MutationObserver callback took ${a}ms to execute`,t)})),this.observer.observe(e,t)}disconnect(){this.observer&&(this.observer.disconnect(),this.observer=null)}}class ErrorHandler{static instance;errorLog=[];errorNoticeTimeout=1e4;maxLogEntries=100;constructor(){}static getInstance(){return ErrorHandler.instance||(ErrorHandler.instance=new ErrorHandler),ErrorHandler.instance}handleError(e,t,i=!0,a){const n="string"==typeof e?new Error(e):e;if(console.error(`[Excalidraw Error] in ${t}:`,n),this.errorLog.push({error:n,context:t,timestamp:Date.now()}),this.errorLog.length>this.maxLogEntries&&(this.errorLog=this.errorLog.slice(this.errorLog.length-this.maxLogEntries)),i){const e=this.formatErrorForUser(n,t);new obsidian_module.Notice(e,a||this.errorNoticeTimeout)}}safeEval(e,t,i,a){try{return i.eval.call(i,e)}catch(e){if(this.handleError(e,`SafeEval in ${t}`),void 0!==a)return a;throw e}}wrapWithTryCatch(e,t,i){try{return e()}catch(e){if(this.handleError(e,t),void 0!==i)return i;throw e}}formatErrorForUser(e,t){let i=e.message;return i.includes("Cannot read properties of undefined")?i="A required object was not available. This might be due to a plugin loading issue.":i.includes("is not a function")?i="A required function was not available. This might be due to a plugin version mismatch.":i.length>100&&(i=i.substring(0,100)+"..."),`Excalidraw Error: ${i} (in ${t})`}getErrorLog(){return[...this.errorLog]}clearErrorLog(){this.errorLog=[]}}const errorHandler=ErrorHandler.getInstance();let EXCALIDRAW_PLUGIN=null;const setExcalidrawPlugin=e=>{EXCALIDRAW_PLUGIN=e},THEME={LIGHT:"light",DARK:"dark"},MD_EXCALIDRAW="# Excalidraw Data",MD_TEXTELEMENTS="## Text Elements",MD_ELEMENTLINKS="## Element Links",MD_EMBEDFILES="## Embedded Files",MD_DRAWING="## Drawing",MD_EX_SECTIONS=[MD_EXCALIDRAW,MD_TEXTELEMENTS,MD_ELEMENTLINKS,MD_EMBEDFILES,MD_DRAWING],ERROR_IFRAME_CONVERSION_CANCELED="iframe conversion canceled",LOCALE=localStorage.getItem("language")?.toLowerCase()||"en",CJK_FONTS="CJK 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-29.49)"/>',TAG_PDFEXPORT="PDFExport",TAG_MDREADINGMODE="MDReadingMode",TAG_AUTOEXPORT="Autoexport",modifierKeyTooltipMessages=()=>({WebBrowserDragAction:{"image-import":t$d("WEB_DRAG_IMPORT_IMAGE"),"image-url":t$d("WEB_DRAG_IMAGE_URL"),link:t$d("WEB_DRAG_LINK"),embeddable:t$d("WEB_DRAG_EMBEDDABLE")},LocalFileDragAction:{"image-import":t$d("LOCAL_DRAG_IMPORT"),"image-url":t$d("LOCAL_DRAG_IMAGE"),link:t$d("LOCAL_DRAG_LINK"),embeddable:t$d("LOCAL_DRAG_EMBEDDABLE")},InternalDragAction:{image:t$d("INTERNAL_DRAG_IMAGE"),"image-fullsize":t$d("INTERNAL_DRAG_IMAGE_FULL"),link:t$d("INTERNAL_DRAG_LINK"),embeddable:t$d("INTERNAL_DRAG_EMBEDDABLE")},LinkClickAction:{"active-pane":t$d("LINK_CLICK_ACTIVE"),"new-pane":t$d("LINK_CLICK_NEW_PANE"),"popout-window":t$d("LINK_CLICK_POPOUT"),"new-tab":t$d("LINK_CLICK_NEW_TAB"),"md-properties":t$d("LINK_CLICK_MD_PROPS")}}),processModifiers=(e,t)=>{const i=window.ExcalidrawAutomate.plugin.settings,a=(DEVICE.isMacOS||DEVICE.isIOS?i.modifierKeyConfig.Mac:i.modifierKeyConfig.Win)[t];for(const t of a.rules){const{shift:i,ctrl_cmd:a,alt_opt:n,meta_ctrl:s,result:r}=t;if(isSHIFT(e)===i&&isWinCTRLorMacCMD(e)===a&&isWinALTorMacOPT(e)===n&&isWinMETAorMacCTRL(e)===s)return r}return a.defaultAction},labelCTRL=()=>DEVICE.isIOS||DEVICE.isMacOS?"CMD":"CTRL",labelALT=()=>DEVICE.isIOS||DEVICE.isMacOS?"OPT":"ALT",labelMETA=()=>DEVICE.isIOS||DEVICE.isMacOS?"CTRL":DEVICE.isWindows?"WIN":"META",labelSHIFT=()=>"SHIFT",isWinCTRLorMacCMD=e=>DEVICE.isIOS||DEVICE.isMacOS?e.metaKey:e.ctrlKey,isWinALTorMacOPT=e=>e.altKey,isWinMETAorMacCTRL=e=>DEVICE.isIOS||DEVICE.isMacOS?e.ctrlKey:e.metaKey,isSHIFT=e=>e.shiftKey,setCTRL=(e,t)=>(DEVICE.isIOS||DEVICE.isMacOS?e.metaKey=t:e.ctrlKey=t,e),setALT=(e,t)=>(e.altKey=t,e),setMETA=(e,t)=>(DEVICE.isIOS||DEVICE.isMacOS?e.ctrlKey=t:e.metaKey=t,e),setSHIFT=(e,t)=>(e.shiftKey=t,e),scaleToFullsizeModifier=e=>{const t=window.ExcalidrawAutomate.plugin.settings,i=(DEVICE.isMacOS||DEVICE.isIOS?t.modifierKeyConfig.Mac:t.modifierKeyConfig.Win).InternalDragAction.rules.find((e=>"image-fullsize"===e.result));if(!i)return!1;const{shift:a,ctrl_cmd:n,alt_opt:s,meta_ctrl:r,result:o}=i;return isSHIFT(e)===a&&isWinCTRLorMacCMD(e)===n&&isWinALTorMacOPT(e)===s&&isWinMETAorMacCTRL(e)===r},linkClickModifierType=e=>{const t=processModifiers(e,"LinkClickAction");return DEVICE.isDesktop||"popout-window"!==t?t:"active-pane"},webbrowserDragModifierType=e=>processModifiers(e,"WebBrowserDragAction"),localFileDragModifierType=e=>processModifiers(e,"LocalFileDragAction"),internalDragModifierType=e=>processModifiers(e,"InternalDragAction"),emulateCTRLClickForLinks=e=>({shiftKey:e.shiftKey,ctrlKey:e.ctrlKey||!(DEVICE.isIOS||DEVICE.isMacOS),metaKey:e.metaKey||DEVICE.isIOS||DEVICE.isMacOS,altKey:e.altKey}),emulateKeysForLinkClick=e=>{const t={shiftKey:!1,ctrlKey:!1,metaKey:!1,altKey:!1};if(!e)return t;const i=DEVICE.isMacOS||DEVICE.isIOS?"Mac":"Win",a=window.ExcalidrawAutomate.plugin.settings.modifierKeyConfig,n=a[i]?.LinkClickAction;if(n){const i=n.rules.find((t=>t.result===e));if(!i){const e=n.defaultAction;return emulateKeysForLinkClick(e)}setCTRL(t,i.ctrl_cmd),setALT(t,i.alt_opt),setMETA(t,i.meta_ctrl),setSHIFT(t,i.shift)}return t},anyModifierKeysPressed=e=>e.shiftKey||e.ctrlKey||e.metaKey||e.altKey;function modifierLabel(e,t){const i="Mac"===t||void 0===t&&(DEVICE.isIOS||DEVICE.isMacOS);return e.map((e=>{switch(e){case"Mod":return i?"CMD":"CTRL";case"Ctrl":return"CTRL";case"Meta":return i?"CMD":"WIN";case"Shift":return"SHIFT";case"Alt":return i?"OPTION":"ALT";default:return e}})).join("+")}var en={SELECT_FILE_TO_INSERT:"Select a file to insert",CONVERT_URL_TO_FILE:"Save image from URL to local file",UNZIP_CURRENT_FILE:"Decompress current Excalidraw file",ZIP_CURRENT_FILE:"Compress current Excalidraw file",PUBLISH_SVG_CHECK:"Obsidian Publish: Find SVG and PNG exports that are out of date",EMBEDDABLE_PROPERTIES:"Embeddable Properties",EMBEDDABLE_RELATIVE_ZOOM:"Scale selected embeddable elements to 100% relative to the current canvas zoom",OPEN_IMAGE_SOURCE:"Open Excalidraw drawing",INSTALL_SCRIPT:"Install the script",UPDATE_SCRIPT:"Update available - Click to install",CHECKING_SCRIPT:"Checking for newer version - Click to reinstall",UNABLETOCHECK_SCRIPT:"Update check failed - Click to reinstall",UPTODATE_SCRIPT:"Script is up to date - Click to reinstall",OPEN_AS_EXCALIDRAW:"Open as Excalidraw Drawing",TOGGLE_MODE:"Toggle between Excalidraw and Markdown mode",DUPLICATE_IMAGE:"Duplicate selected image with a different image ID",CONVERT_NOTE_TO_EXCALIDRAW:"Convert markdown note to Excalidraw Drawing",CONVERT_EXCALIDRAW:"Convert *.excalidraw to *.md files",CREATE_NEW:"New drawing",CONVERT_FILE_KEEP_EXT:"*.excalidraw => *.excalidraw.md",CONVERT_FILE_REPLACE_EXT:"*.excalidraw => *.md (Logseq compatibility)",DOWNLOAD_LIBRARY:"Export stencil library as an *.excalidrawlib file",OPEN_SIDEPANEL:"Open Excalidraw Sidepanel",OPEN_EXISTING_NEW_PANE:"Open existing drawing - IN A NEW PANE",OPEN_EXISTING_ACTIVE_PANE:"Open existing drawing - IN THE CURRENT ACTIVE PANE",TRANSCLUDE:"Embed a drawing",TRANSCLUDE_MOST_RECENT:"Embed the most recently edited drawing",TOGGLE_LEFTHANDED_MODE:"Toggle left-handed mode",TOGGLE_SPLASHSCREEN:"Show splash screen in new drawings",FLIP_IMAGE:"Open the back-of-the-note for the selected image in a popout window (flip the card)",NEW_IN_NEW_PANE:"Create new drawing - IN AN ADJACENT WINDOW",NEW_IN_NEW_TAB:"Create new drawing - IN A NEW TAB",NEW_IN_ACTIVE_PANE:"Create new drawing - IN THE CURRENT ACTIVE WINDOW",NEW_IN_POPOUT_WINDOW:"Create new drawing - IN A POPOUT WINDOW",NEW_IN_NEW_PANE_EMBED:"Create new drawing - IN AN ADJACENT WINDOW - and embed into active document",NEW_IN_NEW_TAB_EMBED:"Create new drawing - IN A NEW TAB - and embed into active document",NEW_IN_ACTIVE_PANE_EMBED:"Create new drawing - IN THE CURRENT ACTIVE WINDOW - and embed into active document",NEW_IN_POPOUT_WINDOW_EMBED:"Create new drawing - IN A POPOUT WINDOW - and embed into active document",TOGGLE_LOCK:"Toggle Text Element between edit RAW and PREVIEW",DELETE_FILE:"Delete selected image or Markdown file from Obsidian Vault",MARKER_FRAME_SHOW:"Show Marker Frames",MARKER_FRAME_HIDE:"Hide Marker Frames",MARKER_FRAME_TITLE_SHOW:"Show Marker Frame Titles",MARKER_FRAME_TITLE_HIDE:"Hide Marker Frame Titles",COPY_ELEMENT_LINK:"Copy [[link]] for selected element(s)",FRAME_WITH_NAME:"Copy frame link by name",COPY_DRAWING_LINK:"Copy ![[embed link]] for this drawing",INSERT_LINK_TO_ELEMENT:`Copy [[link]] for selected element to clipboard. ${labelCTRL()}+CLICK to copy 'group=' link. ${labelSHIFT()}+CLICK to copy an 'area=' link.`,INSERT_LINK_TO_ELEMENT_GROUP:"Copy 'group=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_AREA:"Copy 'area=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_FRAME:"Copy 'frame=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_FRAME_CLIPPED:"Copy 'clippedframe=' ![[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_NORMAL:"Copy [[link]] for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_ERROR:"Select a single element in the scene",INSERT_LINK_TO_ELEMENT_READY:"Link is READY and available on the clipboard",INSERT_LINK:"Insert link to file",INSERT_COMMAND:"Insert Obsidian Command as a link",INSERT_IMAGE:"Insert image or Excalidraw drawing from your vault",IMPORT_SVG:"Import an SVG file as Excalidraw strokes (limited SVG support, TEXT currently not supported)",IMPORT_SVG_CONTEXTMENU:"Convert SVG to strokes - with limitations",INSERT_MD:"Insert markdown file from vault",INSERT_PDF:"Insert PDF file from vault",INSERT_LAST_ACTIVE_PDF_PAGE_AS_IMAGE:"Insert last active PDF page as image",UNIVERSAL_ADD_FILE:"Insert ANY file",INSERT_CARD:"Add back-of-note card",CONVERT_CARD_TO_FILE:"Move back-of-note card to File",ERROR_TRY_AGAIN:"Please try again.",PASTE_CODEBLOCK:"Paste code block",INVERT_IMAGES_IN_DARK_MODE:"Invert image(s) in dark mode",DO_NOT_INVERT_IMAGES_IN_DARK_MODE:"Do not invert image(s) in dark mode",INSERT_LATEX:"Insert LaTeX formula (e.g. \\binom{n}{k} = \\frac{n!}{k!(n-k)!}).",ENTER_LATEX:"Enter a valid LaTeX expression",READ_RELEASE_NOTES:"Read latest release notes",RUN_OCR:"OCR full drawing: Grab text from freedraw + images to clipboard and doc.props",RERUN_OCR:"OCR full drawing re-run: Grab text from freedraw + images to clipboard and doc.props",RUN_OCR_ELEMENTS:"OCR selected elements: Grab text from freedraw + images to clipboard",UI_MODE:"Toggle UI-mode",SEARCH:"Search for text in drawing",CROP_PAGE:"Crop and mask selected page",CROP_IMAGE:"Crop and mask image",ANNOTATE_IMAGE:"Annotate image in Excalidraw",INSERT_ACTIVE_PDF_PAGE_AS_IMAGE:"Insert active PDF page as image",RESET_IMG_TO_100:"Set selected image element size to 100% of original",RESET_IMG_ASPECT_RATIO:"Reset selected image element aspect ratio",TEMPORARY_DISABLE_AUTOSAVE:"Disable autosave until next time Obsidian starts (only set this if you know what you are doing)",TEMPORARY_ENABLE_AUTOSAVE:"Enable autosave",FONTS_LOADED:"Excalidraw: CJK Fonts loaded",FONTS_LOAD_ERROR:"Excalidraw: Could not find CJK Fonts in the assets folder\n",TOGGLE_ENABLE_CONTEXT_MENU:"Toggle enable context menu (helpful on Mobile devices)",SELECT_LINK_TO_OPEN:"Select a link to open",ABOUT_LIBRARIES:"How to load libraries",ERROR_CANT_READ_FILEPATH:"Error, can't read file path. Importing file instead",NO_SEARCH_RESULT:"Didn't find a matching element in the drawing",FORCE_SAVE_ABORTED:"Force Save aborted because saving is in progress",LINKLIST_SECOND_ORDER_LINK:"Second Order Link",MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT_TITLE:"Customize the Embedded File link",MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT:"Do not add [[square brackets]] around the filename!<br>For markdown-page images follow this format when editing your link: <mark>filename#^blockref|WIDTHxMAXHEIGHT</mark><br>You can anchor Excalidraw images to 100% of their size by adding <code>|100%</code> to the end of the link.<br>You can change the PDF page by changing <code>#page=1</code> to <code>#page=2</code> etc.<br>PDF rect crop values are: <code>left, bottom, right, top</code>. Eg.: <code>#rect=0,0,500,500</code><br>",FRAME_CLIPPING_ENABLED:"Frame Rendering: Enabled",FRAME_CLIPPING_DISABLED:"Frame Rendering: Disabled",ARROW_BINDING_INVERSE_MODE:"Inverted Mode: Default arrow binding is now disabled. Use CTRL/CMD to temporarily enable binding when needed.",ARROW_BINDING_NORMAL_MODE:"Normal Mode: Arrow binding is now enabled. Use CTRL/CMD to temporarily disable binding when needed.",EXPORT_FILENAME_PROMPT:"Please provide filename",EXPORT_FILENAME_PROMPT_PLACEHOLDER:"filename, leave blank to cancel action",WARNING_SERIOUS_ERROR:"WARNING: Excalidraw ran into an unknown problem!\n\nThere is a risk that your most recent changes cannot be saved.\n\nTo be on the safe side...\n1) Please select your drawing using CTRL/CMD+A and make a copy with CTRL/CMD+C.\n2) Then create an empty drawing in a new pane by CTRL/CMD+clicking the Excalidraw ribbon button,\n3) and paste your work to the new document with CTRL/CMD+V.",ARIA_LABEL_TRAY_MODE:"You can choose from 3 different desktop and tablet UI modes: Full, Compact, and Tray. On Phones only the Phone mode is available.",TRAY_TRAY_MODE:"Toggle UI-mode",TRAY_SCRIPT_LIBRARY:"Script Library",TRAY_SCRIPT_LIBRARY_ARIA:"Explore the Excalidraw Script Library",TRAY_EXPORT:"Export Image...",TRAY_EXPORT_ARIA:"Export image as PNG, SVG, or Excalidraw file",TRAY_SAVE:"Save",TRAY_SWITCH_TO_MD:"Open as Markdown",TRAY_SWITCH_TO_MD_ARIA:"Switch to markdown view",MASK_FILE_NOTICE:"This is a mask file. It is used to crop images and mask out parts of the image. Press and hold notice to open the help video.",INSTALL_SCRIPT_BUTTON:"Install or update Excalidraw Scripts",OPEN_AS_MD:"Open as Markdown",EXPORT_IMAGE:"Export Image",OPEN_LINK:"Open selected text as link\n(SHIFT+CLICK to open in a new pane)",EXCALIDRAW_SIDEPANEL:"Excalidraw Sidepanel",EXPORT_EXCALIDRAW:"Export to an .Excalidraw file",LINK_BUTTON_CLICK_NO_TEXT:"Select an element that contains an internal or external link.\n",LINEAR_ELEMENT_LINK_CLICK_ERROR:"Arrow- and Line-Element links cannot be navigated by "+labelCTRL()+" + CLICKing on the element because that also activates the line editor.\nUse the right-click context menu to open the link, or click the link indicator in the top right corner of the element.\n",FILENAME_INVALID_CHARS:'File name cannot contain any of the following characters: * " \\ < > : | ? #',FORCE_SAVE:"Save (will also update transclusions)",RAW:"Change to PREVIEW mode (only affects text-elements with links or transclusions)",PARSED:"Change to RAW mode (only affects text-elements with links or transclusions)",NOFILE:"Excalidraw (no file)",COMPATIBILITY_MODE:"*.excalidraw file opened in compatibility mode. Convert to new format for full plugin functionality.",CONVERT_FILE:"Convert to new format",BACKUP_AVAILABLE:"We encountered an error while loading your drawing. This might have occurred if Obsidian unexpectedly closed during a save operation. For example, if you accidentally closed Obsidian on your mobile device while saving.<br><br><b>GOOD NEWS:</b> Fortunately, a local backup is available. However, please note that if you last modified this drawing on a different device (e.g., tablet) and you are now on your desktop, that other device likely has a more recent backup.<br><br>I recommend trying to open the drawing on your other device first and restore the backup from its local storage.<br><br>Would you like to load the backup?",BACKUP_RESTORED:"Backup restored",BACKUP_SAVE_AS_FILE:"This drawing is empty. A non-empty backup is available. Would you like to restore it as a new file and open it in a new tab?",BACKUP_SAVE:"Restore",BACKUP_DELETE:"Delete Backup",BACKUP_CANCEL:"Cancel",CACHE_NOT_READY:"I apologize for the inconvenience, but an error occurred while loading your file.<br><br><mark>Having a little patience can save you a lot of time...</mark><br><br>The plugin has a backup cache, but it appears that you have just started Obsidian. Initializing the Backup Cache may take some time, usually up to a minute or more depending on your device's performance. You will receive a notification in the top right corner when the cache initialization is complete.<br><br>Please press OK to attempt loading the file again and check if the cache has finished initializing. If you see a completely empty file behind this message, I recommend waiting until the backup cache is ready before proceeding. Alternatively, you can choose Cancel to manually correct your file.<br>",OBSIDIAN_TOOLS_PANEL:"Obsidian Tools Panel",ERROR_SAVING_IMAGE:"Unknown error occurred while fetching the image. It could be that for some reason the image is not available or rejected the fetch request from Obsidian",WARNING_PASTING_ELEMENT_AS_TEXT:"PASTING EXCALIDRAW ELEMENTS AS A TEXT ELEMENT IS NOT ALLOWED",USE_INSERT_FILE_MODAL:"Use 'Insert Any File' to embed a markdown note",RECURSIVE_INSERT_ERROR:"You may not recursively insert part of an image into the same image as it would create an infinite loop",CONVERT_TO_MARKDOWN:"Convert to file...",SELECT_TEXTELEMENT_ONLY:"Select text element only (not container)",REMOVE_LINK:"Remove text element link",LASER_ON:"Enable laser pointer",LASER_OFF:"Disable laser pointer",WELCOME_RANK_NEXT:"more drawings until the next rank!",WELCOME_RANK_LEGENDARY:"You're at the top. Keep on being legendary!",WELCOME_COMMAND_PALETTE:'Type "Excalidraw" in the Command Palette',WELCOME_OBSIDIAN_MENU:"Explore the Obsidian Menu in the top right",WELCOME_SCRIPT_LIBRARY:"Visit the Script Library",WELCOME_HELP_MENU:"Find help in the hamburger-menu",WELCOME_YOUTUBE_ARIA:"Visual PKM YouTube Channel",WELCOME_YOUTUBE_LINK:"Check out the Visual PKM YouTube channel.",WELCOME_DISCORD_ARIA:"Join the Discord Server",WELCOME_DISCORD_LINK:"Join the Discord Server",WELCOME_TWITTER_ARIA:"Follow me on Twitter",WELCOME_TWITTER_LINK:"Follow me on Twitter",WELCOME_LEARN_ARIA:"Learn Visual PKM",WELCOME_LEARN_LINK:"Sign up for the Visual Thinking Workshop",WELCOME_DONATE_ARIA:"Donate to support Excalidraw-Obsidian",WELCOME_DONATE_LINK:'Say "Thank You" & support the plugin.',SAVE_IS_TAKING_LONG:"Saving your previous file is taking a long time. Please wait...",SAVE_IS_TAKING_VERY_LONG:"For better performance, consider splitting large drawings into several smaller files.",SEARCH_COPIED_TO_CLIPBOARD:"Markdown ready on clipboard",SEARCH_COPY_TO_CLIPBOARD_ARIA:"Copy the entire dialog to the clipboard as Markdown. Ideal for use with tools like ChatGPT to search and understand.",SEARCH_SHOWHIDE_ARIA:"Show/Hide search bar",SEARCH_NEXT:"Next",SEARCH_PREVIOUS:"Previous",DISABLE_CONTEXT_MENU_NAME:"Disable Excalidraw context menu",DISABLE_CONTEXT_MENU_DESC:"Disables the Excalidraw context menu. This can be useful on Mobile devices where the context menu pops up in unwanted moments.",NOTEBOOKLM_LINK_ARIA:"Ask NotebookLM for help about the plugin. This model is pre-loaded with all my video transcripts, release notes and other helpful content. Chat with NotebookLM to explore my 250+ videos and the Excalidraw documentation.",NOTEBOOKLM_LINK_TEXT:"Learn the Plugin. Access the NotebookLM knowledgebase.",LINKS_BUGS_ARIA:"Report bugs and raise feature requsts on the plugin's GitHub page",LINKS_BUGS:"Report Bugs",LINKS_YT_ARIA:"Check out my YouTube channel to learn about Visual Thinking and Excalidraw",LINKS_YT:"Learn on YouTube",LINKS_DISCORD_ARIA:"Join the Visual Thinking Workshop Discord Server",LINKS_DISCORD:"Join the Community",LINKS_TWITTER:"Follow me",LINKS_VTW_ARIA:"Learn about Visual PKM, Excalidraw, Obsidian, ExcaliBrain and more",LINKS_VTW:"Join a Workshop",LINKS_BOOK_ARIA:"Read Sketch Your Mind, my book on Visual Thinking",LINKS_BOOK:"Read the Book",LINKS_WIKI:"Plugin Wiki",LINKS_WIKI_ARIA:"Explore the Excalidraw Plugin Wiki",RELEASE_NOTES_NAME:"Display Release Notes after update",RELEASE_NOTES_DESC:"<b><u>Toggle ON:</u></b> Display release notes each time you update Excalidraw to a newer version.<br><b><u>Toggle OFF:</u></b> Silent mode. You can still read release notes on <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases'>GitHub</a>.",WARN_ON_MANIFEST_MISMATCH_NAME:"Warn about incomplete plugin updates",WARN_ON_MANIFEST_MISMATCH_DESC:"Checks that the installed Excalidraw executable matches the version shown in Obsidian's plugin list. If they don't match (often after partial sync), you'll see a warning and can update. Disable to stop checking.",NEWVERSION_NOTIFICATION_NAME:"Plugin update notification",NEWVERSION_NOTIFICATION_DESC:"<b><u>Toggle ON:</u></b> Show a notification when a new version of the plugin is available.<br><b><u>Toggle OFF:</u></b> Silent mode. You need to check for plugin updates in Community Plugins.",BASIC_HEAD:"Basic",BASIC_DESC:'In the "Basic" settings, you can configure options such as displaying release notes after updates, receiving plugin update notifications, setting the default location for new drawings, specifying the Excalidraw folder for embedding drawings into active documents, defining an Excalidraw template file, and designating an Excalidraw Automate script folder for managing automation scripts.',FOLDER_NAME:"Excalidraw folder (CAsE sEnsITive!)",FOLDER_DESC:"Default location for new drawings. If empty, drawings will be created in the Vault root.",CROP_SUFFIX_NAME:"Crop file suffix",CROP_SUFFIX_DESC:"The last part of the filename for new drawings created when cropping an image. Leave empty if you don't need a suffix.",CROP_PREFIX_NAME:"Crop file prefix",CROP_PREFIX_DESC:"The first part of the filename for new drawings created when cropping an image. Leave empty if you don't need a prefix.",ANNOTATE_SUFFIX_NAME:"Annotation file suffix",ANNOTATE_SUFFIX_DESC:"The last part of the filename for new drawings created when annotating an image. Leave empty if you don't need a suffix.",ANNOTATE_PREFIX_NAME:"Annotation file prefix",ANNOTATE_PREFIX_DESC:"The first part of the filename for new drawings created when annotating an image. Leave empty if you don't need a prefix.",ANNOTATE_PRESERVE_SIZE_NAME:"Preserve image size when annotating",ANNOTATE_PRESERVE_SIZE_DESC:"When annotating an image in markdown the replacement image link will include the width of the original image.",CROP_FOLDER_NAME:"Crop file folder (CaSE senSItive!)",CROP_FOLDER_DESC:"Default location for new drawings created when cropping an image. If empty, drawings will be created following the Vault attachments settings.",ANNOTATE_FOLDER_NAME:"Image annotation file folder (CaSe SeNSitIVe!)",ANNOTATE_FOLDER_DESC:"Default location for new drawings created when annotating an image. If empty, drawings will be created following the Vault attachments settings.",FOLDER_EMBED_NAME:"Use Excalidraw folder when embedding a drawing into the active document",FOLDER_EMBED_DESC:"Define which folder to place the newly inserted drawing into when using the command palette action: 'Create a new drawing and embed into active document'.<br><b><u>Toggle ON:</u></b> Use Excalidraw folder<br><b><u>Toggle OFF:</u></b> Use the attachments folder defined in Obsidian settings.",TEMPLATE_NAME:"Excalidraw template file or folder (caSe SenSiTive!)",TEMPLATE_DESC:"Full filepath or folderpath to the Excalidraw template.<br><b>Template File:</b>E.g.: If your template is in the default Excalidraw folder and its name is Template.md, the setting would be: Excalidraw/Template.md (or just Excalidraw/Template - you may omit the .md file extension). If you are using Excalidraw in compatibility mode, then your template must be a legacy Excalidraw file as well such as Excalidraw/Template.excalidraw. <br><b>Template Folder:</b> You can also set a folder as your template. In this case you will be prompted which template to use when creating a new drawing.<br><b>Pro Tip:</b> If you are using the Obsidian Templater plugin, you can add Templater code to your different Excalidraw templates to automate configuration of your drawings.",SCRIPT_FOLDER_NAME:"Excalidraw Automate script folder (CASE SeNSitiVE!)",SCRIPT_FOLDER_DESC:"The files you place in this folder will be treated as Excalidraw Automate scripts. You can access your scripts from Excalidraw via the Obsidian Command Palette. Assign hotkeys to your favorite scripts just like to any other Obsidian command. The folder may not be the root folder of your Vault. ",AI_HEAD:"AI Settings - Experimental",AI_DESC:'In the "AI" settings, you can configure options for using OpenAI\'s GPT API. While the OpenAI API is in beta, its use is strictly limited — as such we require you use your own API key. You can create an OpenAI account, add a small credit (5 USD minimum), and generate your own API key. Once API key is set, you can use the AI tools in Excalidraw.',AI_ENABLED_NAME:"Enable AI features",AI_ENABLED_DESC:"You need to reopen Excalidraw for the changes to take effect.",AI_OPENAI_TOKEN_NAME:"OpenAI API key",AI_OPENAI_TOKEN_DESC:"You can get your OpenAI API key from your <a href='https://platform.openai.com/api-keys'>OpenAI account</a>.",AI_OPENAI_TOKEN_PLACEHOLDER:"Enter your OpenAI API key here",AI_OPENAI_DEFAULT_MODEL_NAME:"Default AI model",AI_OPENAI_DEFAULT_MODEL_DESC:"The default AI model to use when generating text. This is a freetext field, so you can enter any valid OpenAI model name. Find out more about the available models on the <a href='https://platform.openai.com/docs/models'>OpenAI website</a>.",AI_OPENAI_DEFAULT_MODEL_PLACEHOLDER:"Enter your default AI model here. e.g.: gpt-5-mini",AI_OPENAI_DEFAULT_MAX_TOKENS_NAME:"Max tokens",AI_OPENAI_DEFAULT_MAX_TOKENS_DESC:"Maximum number of tokens to generate in the API response. Set to 0 to omit the max_tokens field (useful for models that don't support this parameter, such as GPT-5).",AI_OPENAI_DEFAULT_IMAGE_MODEL_NAME:"Default Image Generation AI model",AI_OPENAI_DEFAULT_IMAGE_MODEL_DESC:"The default AI model to use when generating images. Image editing and variations are only supported by dall-e-2 and gpt-image-1 at this time by OpenAI.<br>This is a freetext field, so you can enter any valid OpenAI model name. Find out more about the available models on the <a href='https://platform.openai.com/docs/models'>OpenAI website</a>.",AI_OPENAI_DEFAULT_IMAGE_MODEL_PLACEHOLDER:"Enter your default Image Generation AI model here e.g.: gpt-image-1",AI_OPENAI_DEFAULT_VISION_MODEL_NAME:"Default AI vision model",AI_OPENAI_DEFAULT_VISION_MODEL_DESC:"The default AI vision model to use when generating text from images. This is a freetext field, so you can enter any valid OpenAI model name. Find out more about the available models on the <a href='https://platform.openai.com/docs/models'>OpenAI website</a>.",AI_OPENAI_DEFAULT_API_URL_NAME:"OpenAI API URL",AI_OPENAI_DEFAULT_API_URL_DESC:"The default OpenAI API URL. This is a freetext field, so you can enter any valid OpenAI API compatible URL. Excalidraw will use this URL when posting API requests to OpenAI. I am not doing any error handling on this field, so make sure you enter a valid URL and only change this if you know what you are doing. ",AI_OPENAI_DEFAULT_IMAGE_API_URL_NAME:"OpenAI Image Generation API URL",AI_OPENAI_DEFAULT_VISION_MODEL_PLACEHOLDER:"Enter your default AI vision model here. e.g.: gpt-5-mini",SAVING_HEAD:"Saving",SAVING_DESC:"In the 'Saving' section of Excalidraw Settings, you can configure how your drawings are saved. This includes options for compressing Excalidraw JSON in Markdown, setting autosave intervals for both desktop and mobile, defining filename formats, and choosing whether to use the .excalidraw.md or .md file extension. ",COMPRESS_NAME:"Compress Excalidraw JSON in Markdown",COMPRESS_DESC:"By enabling this feature Excalidraw will store the drawing JSON in a Base64 compressed format using the <a href='https://pieroxy.net/blog/pages/lz-string/index.html'>LZ-String</a> algorithm. This will reduce the chance of Excalidraw JSON cluttering your search results in Obsidian. As a side effect, this will also reduce the filesize of Excalidraw drawings. When you switch an Excalidraw drawing to Markdown view, using the options menu in Excalidraw, the file will be saved without compression, so that you can read and edit the JSON string. The drawing will be compressed again once you switch back to Excalidraw view. The setting only has effect 'point forward', meaning, existing drawings will not be affected by the setting until you open them and save them.<br><b><u>Toggle ON:</u></b> Compress drawing JSON<br><b><u>Toggle OFF:</u></b> Leave drawing JSON uncompressed",DECOMPRESS_FOR_MD_NAME:"Decompress Excalidraw JSON in Markdown View",DECOMPRESS_FOR_MD_DESC:"By enabling this feature Excalidraw will automatically decompress the drawing JSON when you switch to Markdown view. This will allow you to easily read and edit the JSON string. The drawing will be compressed again once you switch back to Excalidraw view and save the drawing (CTRL+S).<br>I recommend switching this feature off as it will result in smaller file sizes and avoiding unnecessary results in Obsidian search. You can always use the 'Excalidraw: Decompress current Excalidraw file' command from the command palette to manually decompress the drawing JSON when you need to read or edit it.",AUTOSAVE_INTERVAL_DESKTOP_NAME:"Interval for autosave on Desktop",AUTOSAVE_INTERVAL_DESKTOP_DESC:"The time interval between saves. Autosave will skip if there are no changes in the drawing. Excalidraw will also save the file when closing a workspace tab or navigating within Obsidian, but away from the active Excalidraw tab (i.e. clicking on the Obsidian ribbon or checking backlinks, etc.). Excalidraw will not be able to save your work when terminating Obsidian directly either by killing the Obsidian process, or clicking to close Obsidian altogether.",AUTOSAVE_INTERVAL_MOBILE_NAME:"Interval for autosave on Mobile",AUTOSAVE_INTERVAL_MOBILE_DESC:"I recommend a more frequent interval for Mobiles. Excalidraw will also save the file when closing a workspace tab or navigating within Obsidian, but away from the active Excalidraw tab (i.e. tapping on the Obsidian ribbon or checking backlinks, etc.). Excalidraw will not be able to save your work when terminating Obsidian directly (i.e. swiping it away). Also note, that when you switch apps on a Mobile device, sometimes Android and iOS closes Obsidian in the background to save system resources. In such a case Excalidraw will not be able to save the latest changes.",FILENAME_HEAD:"Filename",FILENAME_DESC:"<p>Click this link for the <a href='https://momentjs.com/docs/#/displaying/format/'>date and time format reference</a>.</p>",FILENAME_SAMPLE:"Filename for a new drawing is: ",FILENAME_EMBED_SAMPLE:"Filename for a new embedded drawing is: ",FILENAME_PREFIX_NAME:"Filename prefix",FILENAME_PREFIX_DESC:"The first part of the filename",FILENAME_PREFIX_EMBED_NAME:"Filename prefix when embedding a new drawing into a markdown note",FILENAME_PREFIX_EMBED_DESC:"Should the filename of the newly inserted drawing start with the name of the active markdown note when using the command palette action: <code>Create a new drawing and embed into active document</code>?<br><b><u>Toggle ON:</u></b> Yes, the filename of a new drawing should start with filename of the active document<br><b><u>Toggle OFF:</u></b> No, filename of a new drawing should not include the filename of the active document",FILENAME_POSTFIX_NAME:"Custom text after markdown Note's name when embedding",FILENAME_POSTFIX_DESC:"Affects filename only when embedding into a markdown document. This text will be inserted after the note's name, but before the date.",FILENAME_DATE_NAME:"Filename Date",FILENAME_DATE_DESC:"The last part of the filename. Leave empty if you do not want a date.",FILENAME_EXCALIDRAW_EXTENSION_NAME:".excalidraw.md or .md",FILENAME_EXCALIDRAW_EXTENSION_DESC:"This setting does not apply if you use Excalidraw in compatibility mode, i.e. you are not using Excalidraw markdown files.<br><b><u>Toggle ON:</u></b> filename ends with .excalidraw.md<br><b><u>Toggle OFF:</u></b> filename ends with .md",DISPLAY_HEAD:"Excalidraw appearance and behavior",DISPLAY_DESC:"In the 'appearance and behavior' section of Excalidraw Settings, you can fine-tune how Excalidraw appears and behaves. This includes options for dynamic styling, left-handed mode, matching Excalidraw and Obsidian themes, default modes, and more.",OVERRIDE_OBSIDIAN_FONT_SIZE_NAME:"Limit Obsidian Font Size to Editor Text",OVERRIDE_OBSIDIAN_FONT_SIZE_DESC:"Obsidian's custom font size setting affects the entire interface, including Excalidraw and themes that depend on the default font size. Enabling this option restricts font size changes to editor text, which will improve the look of Excalidraw. If parts of the UI look incorrect after enabling, try turning this setting off.",DYNAMICSTYLE_NAME:"Dynamic styling",DYNAMICSTYLE_DESC:"Change Excalidraw UI colors to match the canvas color",LEFTHANDED_MODE_NAME:"Left-handed mode",LEFTHANDED_MODE_DESC:"Currently only has effect in tray-mode. If turned on, the tray will be on the right side.<br><b><u>Toggle ON:</u></b> Left-handed mode.<br><b><u>Toggle OFF:</u></b> Right-handed mode.",IFRAME_MATCH_THEME_NAME:"Markdown embeds to match Excalidraw theme",IFRAME_MATCH_THEME_DESC:"<b><u>Toggle ON:</u></b> Set this to true if for example you are using Obsidian in dark-mode but use excalidraw with a light background. With this setting the embedded Obsidian markdown document will match the Excalidraw theme (i.e. light colors if Excalidraw is in light mode).<br><b><u>Toggle OFF:</u></b> Set this to false if you want the embedded Obsidian markdown document to match the Obsidian theme (i.e. dark colors if Obsidian is in dark mode).",MATCH_THEME_NAME:"New drawing to match Obsidian theme",MATCH_THEME_DESC:"If theme is dark, new drawing will be created in dark mode. This does not apply when you use a template for new drawings. Also this will not affect when you open an existing drawing. Those will follow the theme of the template/drawing respectively.<br><b><u>Toggle ON:</u></b> Follow Obsidian Theme<br><b><u>Toggle OFF:</u></b> Follow theme defined in your template",MATCH_THEME_ALWAYS_NAME:"Existing drawings to match Obsidian theme",MATCH_THEME_ALWAYS_DESC:"If theme is dark, drawings will be opened in dark mode. If your theme is light, they will be opened in light mode. <br><b><u>Toggle ON:</u></b> Match Obsidian theme<br><b><u>Toggle OFF:</u></b> Open with the same theme as last saved",MATCH_THEME_TRIGGER_NAME:"Excalidraw to follow when Obsidian Theme changes",MATCH_THEME_TRIGGER_DESC:"If this option is enabled open Excalidraw pane will switch to light/dark mode when Obsidian theme changes. <br><b><u>Toggle ON:</u></b> Follow theme changes<br><b><u>Toggle OFF:</u></b> Drawings are not affected by Obsidian theme changes",DEFAULT_OPEN_MODE_NAME:"Default mode when opening Excalidraw",DEFAULT_OPEN_MODE_DESC:"Specifies the mode how Excalidraw opens: Normal, Zen, or View mode. You may also set this behavior on a file level by adding the excalidraw-default-mode frontmatter key with a value of: normal, view, or zen to your document.",DEFAULT_PEN_MODE_NAME:"Pen mode",DEFAULT_PEN_MODE_DESC:"Should pen mode be automatically enabled when opening Excalidraw?",ENABLE_DOUBLE_CLICK_TEXT_EDITING_NAME:"Enable double-click text create",DISABLE_DOUBLE_TAP_ERASER_NAME:"Enable double-tap eraser in pen mode",DISABLE_SINGLE_FINGER_PANNING_NAME:"Enable single-finger panning in pen mode",SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_NAME:"Show (+) crosshair in pen mode",SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_DESC:"Show crosshair in pen mode when using the freedraw tool. <b><u>Toggle ON:</u></b> SHOW <b><u>Toggle OFF:</u></b> HIDE<br>The effect depends on the device. Crosshair is typically visible on drawing tablets, MS Surface, but not on iOS.",SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_NAME:"Render Excalidraw file as an image in hover preview...",SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_DESC:"...even if the file has the <b>excalidraw-open-md: true</b> frontmatter key.<br>When this setting is off and the file is set to open in md by default, the hover preview will show the markdown side of the document.<br>Note: <b>excalidraw-open-md</b> is different from <b>excalidraw-embed-md</b>. If <b>excalidraw-embed-md</b> is set to true, the hover preview will always show the markdown side, regardless of this setting. To force image rendering when embedding, use <code>![[drawing#^as-image]]</code> in your markdown file.",SHOW_DRAWING_OR_MD_IN_READING_MODE_NAME:"Render as image when in markdown reading mode of an Excalidraw file",SHOW_DRAWING_OR_MD_IN_READING_MODE_DESC:"When you are in markdown reading mode (aka. reading the back side of the drawing) should the Excalidraw drawing be rendered as an image? This setting will not affect the display of the drawing when you are in Excalidraw mode or when you embed the drawing into a markdown document or when rendering hover preview.<br><ul><li>See other related setting for <a href='#"+TAG_PDFEXPORT+"'>PDF Export</a> under 'Embedding and Exporting' further below.</li></ul><br>You must close the active excalidraw/markdown file and reopen it for this change to take effect.",SHOW_DRAWING_OR_MD_IN_EXPORTPDF_NAME:"Render Excalidraw as Image in Obsidian PDF Export",SHOW_DRAWING_OR_MD_IN_EXPORTPDF_DESC:"This setting controls how Excalidraw files are exported to PDF using Obsidian's built-in <b>Export to PDF</b> feature.<br><ul><li><b>Enabled:</b> The PDF will include the Excalidraw drawing as an image.</li><li><b>Disabled:</b> The PDF will include the markdown content as text.</li></ul>Note: This setting does not affect the PDF export feature within Excalidraw itself.<br>See the other related setting for <a href='#"+TAG_MDREADINGMODE+"'>Markdown Reading Mode</a> under 'Appearance and Behavior' further above.<br>⚠️ You must close and reopen the Excalidraw/markdown file for changes to take effect. ⚠️",MODES_HEAD:"UI Modes",DESKTOP_UI_MODE_NAME:"Preferred Desktop Mode",DESKTOP_UI_MODE_DESC:"Select the default UI mode for desktop devices.",TABLET_UI_MODE_NAME:"Preferred Tablet Mode",TABLET_UI_MODE_DESC:"Select the default UI mode for tablet devices.",PHONE_UI_MODE_NAME:"Preferred Phone Mode",PHONE_UI_MODE_DESC:"Select the default UI mode for phone devices.",MODE_FULL:"Desktop-mode",MODE_COMPACT:"Compact-mode",MODE_TRAY:"Tray-mode",MODE_PHONE:"Phone-mode",REAPPLY_UI_MODE_BUTTON:"Reapply UI mode now",TRAY_MODE_NAME:"Enable tray-mode",PREFER_COMPACT_MODE_DESKTOP_NAME:"Prefer compact-mode on Desktop",PREFER_COMPACT_MODE_DESKTOP_DESC:"When toggling tray-mode on a desktop, if this option is enabled, Excalidraw will toggle between compact-mode and tray-mode. If this setting is off, it will toggle betweeen full-mode and tray-mode.",COMPACT_MODE_NAME:"Prefer compact-mode on Tablets",COMPACT_MODE_DESC:"This setting allows you to have a different default mode on tablets, then on desktops. You can default to compact mode on tablets, and to tray-mode on desktops with the help of this setting.",HOTKEY_OVERRIDE_HEAD:"Hotkey overrides",HOTKEY_OVERRIDE_DESC:`Some of the Excalidraw hotkeys such as <code>${labelCTRL()}+Enter</code> to edit text or <code>${labelCTRL()}+K</code> to create an element link conflict with Obsidian hotkey settings. The hotkey combinations you add below will override Obsidian's hotkey settings while using Excalidraw, thus you can add <code>${labelCTRL()}+G</code> if you want to default to Group Object in Excalidraw instead of opening Graph View.`,THEME_HEAD:"Theme and styling",ZOOM_AND_PAN_HEAD:"Zoom and Pan",PAN_WITH_RIGHT_MOUSE_BUTTON_NAME:"Right-click drag to pan",PAN_WITH_RIGHT_MOUSE_BUTTON_DESC:"Right-click and drag to pan the canvas (Miro-style). Press 'm' to open the context menu.",DEFAULT_PINCHZOOM_NAME:"Allow pinch zoom in pen mode",DEFAULT_PINCHZOOM_DESC:"Pinch zoom in pen mode when using the freedraw tool is disabled by default to prevent unwanted accidental zooming with your palm.<br><b><u>Toggle ON:</u></b> Enable pinch zoom in pen mode<br><b><u>Toggle OFF:</u></b>Disable pinch zoom in pen mode",DEFAULT_WHEELZOOM_NAME:"Mouse wheel to zoom by default",DEFAULT_WHEELZOOM_DESC:`<b><u>Toggle ON:</u></b> Mouse wheel to zoom; ${labelCTRL()} + mouse wheel to scroll</br><b><u>Toggle OFF:</u></b>${labelCTRL()} + mouse wheel to zoom; Mouse wheel to scroll`,ZOOM_TO_FIT_NAME:"Zoom to fit on view resize",ZOOM_TO_FIT_DESC:"Zoom to fit drawing when the pane is resized<br><b><u>Toggle ON:</u></b> Zoom to fit<br><b><u>Toggle OFF:</u></b> Auto zoom disabled",ZOOM_TO_FIT_ONOPEN_NAME:"Zoom to fit on file open",ZOOM_TO_FIT_ONOPEN_DESC:"Zoom to fit drawing when the drawing is first opened<br><b><u>Toggle ON:</u></b> Zoom to fit<br><b><u>Toggle OFF:</u></b> Auto zoom disabled",ZOOM_TO_FIT_MAX_LEVEL_NAME:"Zoom to fit max ZOOM level",ZOOM_TO_FIT_MAX_LEVEL_DESC:"Set the maximum level to which zoom to fit will enlarge the drawing. Minimum is 0.5 (50%) and maximum is 10 (1000%).",ZOOM_STEP_NAME:"Zoom increment",ZOOM_STEP_DESC:"Zoom increment (in percentage points) for actions like mouse wheel zoom. Smaller values give finer control but may require excessive scrolling. Default: 5%.",ZOOM_MIN_NAME:"Minimum zoom",ZOOM_MIN_DESC:"How far you can zoom out (fit more of the drawing on screen). Default: 10%. Values below 10% were historically unstable—lower with caution and reset to 10% if issues occur.",ZOOM_MAX_NAME:"Maximum zoom",ZOOM_MAX_DESC:"Upper zoom limit. Default: 3000%. Usually no need to change; included for completeness.",PEN_HEAD:"Pen",GRID_HEAD:"Grid",GRID_DYNAMIC_COLOR_NAME:"Dynamic grid color",GRID_DYNAMIC_COLOR_DESC:"<b><u>Toggle ON:</u></b>Change grid color to match the canvas color<br><b><u>Toggle OFF:</u></b>Use the color below as the grid color",GRID_COLOR_NAME:"Grid color",GRID_OPACITY_NAME:"Grid opacity",GRID_OPACITY_DESC:"Sets the opacity of the grid. 0 is transparent, 100 is opaque.",GRID_DIRECTION_NAME:"Grid direction",GRID_DIRECTION_DESC:"The first toggle shows/hides the horizontal grid, the second toggle shows/hides the vertical grid.",GRID_HORIZONTAL:"Render horizontal grid",GRID_VERTICAL:"Render vertical grid",LASER_HEAD:"Laser pointer",LASER_COLOR:"Laser pointer color",LASER_DECAY_TIME_NAME:"Laser pointer decay time",LASER_DECAY_TIME_DESC:"Laser pointer decay time in milliseconds. Default is 1000 (i.e. 1 second).",LASER_DECAY_LENGTH_NAME:"Laser pointer decay length.",LASER_DECAY_LENGTH_DESC:"Laser pointer decay length in line points. Default is 50.",LINKS_HEAD:"Links, transclusion and TODOs",LINKS_HEAD_DESC:"In the 'Links, transclusion and TODOs' section of Excalidraw Settings, you can configure how Excalidraw handles links, transclusions, and TODO items. This includes options for opening links, managing panes, displaying links with brackets, customizing link prefixes, handling TODO items, and more. ",LINKS_DESC:`${labelCTRL()}+CLICK on <code>[[Text Elements]]</code> to open them as links. If the selected text has more than one <code>[[valid Obsidian links]]</code>, only the first will be opened. If the text starts as a valid web link (i.e. <code>https://</code> or <code>http://</code>), then the plugin will open it in a browser. When Obsidian files change, the matching <code>[[link]]</code> in your drawings will also change. If you don't want text accidentally changing in your drawings use <code>[[links|with aliases]]</code>.`,DRAG_MODIFIER_NAME:"Link Click and Drag&Drop Modifier Keys",DRAG_MODIFIER_DESC:"Modifier key behavior when clicking links and dragging and dropping elements. Excalidraw will not validate your configuration... pay attention to avoid conflicting settings. These settings are different for Apple and non-Apple. If you use Obsidian on multiple platforms, you'll need to make the settings separately. The toggles follow the order of "+(DEVICE.isIOS||DEVICE.isMacOS?"SHIFT, CMD, OPT, CONTROL.":"SHIFT, CTRL, ALT, META (Windows key)."),LONG_PRESS_DESKTOP_NAME:"Long press to open desktop",LONG_PRESS_DESKTOP_DESC:"Long press delay in milliseconds to open an Excalidraw Drawing embedded in a Markdown file. ",LONG_PRESS_MOBILE_NAME:"Long press to open mobile",LONG_PRESS_MOBILE_DESC:"Long press delay in milliseconds to open an Excalidraw Drawing embedded in a Markdown file. ",DOUBLE_CLICK_LINK_OPEN_VIEW_MODE:"Allow double-click to open links in view mode",ELEMENT_LINK_SYNC_NAME:"Sync text-element link with text",ELEMENT_LINK_SYNC_DESC:"When enabled, Excalidraw matches pre-2.19.0 behavior: the first link in the text body is always copied to the element link field. SVG/PNG exports only keep links when the element link field holds a single link (not links inside the text body). Turn this ON if you rely on text-body links and want the element link to always mirror the first one. Turn it OFF if you manage the element link separately: for metadata like tags, inline link ontologies, or multiple links, e.g., dataview-style notes like '(reminds me of:: [[link]]) #noteToSelf'.",FOCUS_ON_EXISTING_TAB_NAME:"Focus on Existing Tab",FOCUS_ON_EXISTING_TAB_DESC:"When opening a link, Excalidraw will focus on the existing tab if the file is already open. Enabling this setting overrides 'Reuse Adjacent Pane' when the file is already open except for the 'Open the back-of-the-note of the selected excalidraw image' command palette action.",SECOND_ORDER_LINKS_NAME:"Show second-order links",SECOND_ORDER_LINKS_DESC:"Show links when clicking on a link in Excalidraw. Second-order link are backlinks pointing to the link being clicked. When using image icons to connect similar notes, second order links allow you to get to related notes in one click instead of two. See <a href='https://youtube.com/shorts/O_1ls9c6wBY?feature=share'>YT Short</a> to understand.",ADJACENT_PANE_NAME:"Reuse adjacent pane",ADJACENT_PANE_DESC:`When ${labelCTRL()}+${labelALT()} clicking a link in Excalidraw, by default the plugin will open the link in a new pane. Turning this setting on, Excalidraw will first look for an existing pane, and try to open the link there. Excalidraw will look for the other workspace pane based on your focus/navigation history, i.e. the workpane that was active before you activated Excalidraw.`,MAINWORKSPACE_PANE_NAME:"Open in main workspace",MAINWORKSPACE_PANE_DESC:`When ${labelCTRL()}+${labelALT()} clicking a link in Excalidraw, by default the plugin will open the link in a new pane in the current active window. Turning this setting on, Excalidraw will open the link in an existing or new pane in the main workspace. `,LINK_BRACKETS_NAME:"Show <code>[[brackets]]</code> around links",LINK_BRACKETS_DESC:`In PREVIEW mode, when parsing Text Elements, place brackets around links. You can override this setting for a specific drawing by adding <code>${FRONTMATTER_KEYS["link-brackets"].name}: true/false</code> to the file's frontmatter.`,LINK_PREFIX_NAME:"Link prefix",LINK_PREFIX_DESC:`In PREVIEW mode, if the Text Element contains a link, precede the text with these characters. You can override this setting for a specific drawing by adding <code>${FRONTMATTER_KEYS["link-prefix"].name}: "📍 "</code> to the file's frontmatter.`,URL_PREFIX_NAME:"URL prefix",URL_PREFIX_DESC:`In PREVIEW mode, if the Text Element contains a URL link, precede the text with these characters. You can override this setting for a specific drawing by adding <code>${FRONTMATTER_KEYS["url-prefix"].name}: "🌐 "</code> to the file's frontmatter.`,PARSE_TODO_NAME:"Parse todo",PARSE_TODO_DESC:"Convert '- [ ] ' and '- [x] ' to checkbox and tick in the box.",TODO_NAME:"Open TODO icon",TODO_DESC:"Icon to use for open TODO items",DONE_NAME:"Completed TODO icon",DONE_DESC:"Icon to use for completed TODO items",HOVERPREVIEW_NAME:`Hover preview without pressing the ${labelCTRL()} key`,HOVERPREVIEW_DESC:`<b><u>Toggle ON:</u></b> In Exalidraw <u>view mode</u> the hover preview for [[wiki links]] will be shown immediately, without the need to hold the ${labelCTRL()} key. In Excalidraw <u>normal mode</u>, the preview will be shown immediately only when hovering the blue link icon in the top right of the element.<br> <b><u>Toggle OFF:</u></b> Hover preview is shown only when you hold the ${labelCTRL()} key while hovering the link.`,LINKOPACITY_NAME:"Opacity of link icon",LINKOPACITY_DESC:"Opacity of the link indicator icon in the top right corner of an element. 1 is opaque, 0 is transparent.",LINK_CTRL_CLICK_NAME:`${labelCTRL()}+CLICK on text with [[links]] or [](links) to open them`,LINK_CTRL_CLICK_DESC:`You can turn this feature off if it interferes with default Excalidraw features you want to use. If this is turned off, you can either use ${labelCTRL()} + ${labelMETA()} or the link indicator in the top right of the element to open links.`,TRANSCLUSION_WRAP_NAME:"Overflow wrap behavior of transcluded text",TRANSCLUSION_WRAP_DESC:"Number specifies the character count where the text should be wrapped. Set the text wrapping behavior of transcluded text. Turn this ON to force-wrap text (i.e. no overflow), or OFF to soft-wrap text (at the nearest whitespace).",TRANSCLUSION_DEFAULT_WRAP_NAME:"Transclusion word wrap default",TRANSCLUSION_DEFAULT_WRAP_DESC:"You can manually set/override word wrapping length using the `![[page#^block]]{NUMBER}` format. Normally you will not want to set a default, because if you transclude text inside a sticky note, then Excalidraw will automatically take care of word wrapping. Set this value to `0` if you do not want to set a default. ",PAGE_TRANSCLUSION_CHARCOUNT_NAME:"Page transclusion max char count",PAGE_TRANSCLUSION_CHARCOUNT_DESC:"The maximum number of characters to display from the page when transcluding an entire page with the ![[markdown page]] format.",QUOTE_TRANSCLUSION_REMOVE_NAME:"Quote translusion: remove leading '> ' from each line",QUOTE_TRANSCLUSION_REMOVE_DESC:"Remove the leading '> ' from each line of the transclusion. This will improve readability of quotes in text only transclusions<br><b><u>Toggle ON:</u></b> Remove leading '> '<br><b><u>Toggle OFF:</u></b> Do not remove leading '> ' (note it will still be removed from the first row due to Obsidian API functionality)",GET_URL_TITLE_NAME:"Use iframely to resolve page title",GET_URL_TITLE_DESC:"Use the <code>http://iframely.server.crestify.com/iframely?url=</code> to get title of page when dropping a link into Excalidraw",PDF_TO_IMAGE:"PDF to Image",PDF_TO_IMAGE_SCALE_NAME:"PDF to Image conversion scale",PDF_TO_IMAGE_SCALE_DESC:"Sets the resolution of the image that is generated from the PDF page. Higher resolution will result in bigger images in memory and consequently a higher load on your system (slower performance), but sharper image. Additionally, if you want to copy PDF pages (as images) to Excalidraw.com, the bigger image size may result in exceeding the 2MB limit on Excalidraw.com.",EMBED_TOEXCALIDRAW_HEAD:"Embed files into Excalidraw",EMBED_TOEXCALIDRAW_DESC:"In the Embed Files section of Excalidraw Settings, you can configure how various files are embedded into Excalidraw. This includes options for embedding interactive markdown files, PDFs, and markdown files as images.",MD_HEAD:"Embed markdown into Excalidraw as image",MD_EMBED_CUSTOMDATA_HEAD_NAME:"Interactive Markdown Files",MD_EMBED_CUSTOMDATA_HEAD_DESC:'The below settings will only effect future embeds. Current embeds remain unchanged. The theme setting of embedded frames is under the "Excalidraw appearance and behavior" section.',MD_EMBED_SINGLECLICK_EDIT_NAME:"Single click to edit embedded markdown",MD_EMBED_SINGLECLICK_EDIT_DESC:"Single click on an embedded markdown file to edit it. When turned off, the markdown file will first open in preview mode, then switch to edit mode when you click on it again.",MD_TRANSCLUDE_WIDTH_NAME:"Default width of a transcluded markdown document",MD_TRANSCLUDE_WIDTH_DESC:"The width of the markdown page. This affects the word wrapping when transcluding longer paragraphs, and the width of the image element. You can override the default width of an embedded file using the <code>[[filename#heading|WIDTHxMAXHEIGHT]]</code> syntax in markdown view mode under embedded files.",MD_TRANSCLUDE_HEIGHT_NAME:"Default maximum height of a transcluded markdown document",MD_TRANSCLUDE_HEIGHT_DESC:"The embedded image will be as high as the markdown text requires, but not higher than this value. You can override this value by editing the embedded image link in markdown view mode with the following syntax <code>[[filename#^blockref|WIDTHxMAXHEIGHT]]</code>.",MD_DEFAULT_FONT_NAME:"The default font typeface to use for embedded markdown files.",MD_DEFAULT_FONT_DESC:'Set this value to "Virgil" or "Cascadia" or the filename of a valid <code>.ttf</code>, <code>.woff</code>, or <code>.woff2</code> font e.g. <code>MyFont.woff2</code> You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-font: font_or_filename</code>',MD_DEFAULT_COLOR_NAME:"The default font color to use for embedded markdown files.",MD_DEFAULT_COLOR_DESC:'Set this to any valid css color name e.g. "steelblue" (<a href="https://www.w3schools.com/colors/colors_names.asp">color names</a>), or a valid hexadecimal color e.g. "#e67700", or any other valid css color string. You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-font-color: steelblue</code>',MD_DEFAULT_BORDER_COLOR_NAME:"The default border color to use for embedded markdown files.",MD_DEFAULT_BORDER_COLOR_DESC:'Set this to any valid css color name e.g. "steelblue" (<a href="https://www.w3schools.com/colors/colors_names.asp">color names</a>), or a valid hexadecimal color e.g. "#e67700", or any other valid css color string. You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-border-color: gray</code>. Leave empty if you don\'t want a border. ',MD_CSS_NAME:"CSS file",MD_CSS_DESC:`The filename of the CSS to apply to markdown embeds. Provide the filename with extension (e.g. 'md-embed.css'). The css file may also be a plain markdown file (e.g. 'md-embed-css.md'), just make sure the content is written using valid css syntax. If you need to look at the HTML code you are applying the CSS to, then open Obsidian Developer Console (${DEVICE.isIOS||DEVICE.isMacOS?"CMD+OPT+i":"CTRL+SHIFT+i"}) and type in the following command: "ExcalidrawAutomate.mostRecentMarkdownSVG". This will display the most recent SVG generated by Excalidraw. Setting the font-family in the css is has limitations. By default only your operating system's standard fonts are available (see README for details). You can add one custom font beyond that using the setting above. You can override this css setting by adding the following frontmatter-key to the embedded markdown file: "excalidraw-css: css_file_in_vault|css-snippet".`,EMBED_HEAD:"Embedding Excalidraw into your Notes and Exporting",EMBED_DESC:'In the "Embed & Export" settings, you can configure how images and Excalidraw drawings are embedded and exported within your documents. Key settings include choosing the image type for markdown preview (such as Native SVG or PNG), specifying the type of file to insert into the document (original Excalidraw, PNG, or SVG), and managing image caching for embedding in markdown. You can also control image sizing, whether to embed drawings using wiki links or markdown links, and adjust settings related to image themes, background colors, and Obsidian integration. \n    Additionally, there are settings for auto-export, which automatically generates SVG and/or PNG files to match the title of your Excalidraw drawings, keeping them in sync with file renames and deletions.',EMBED_CANVAS:"Obsidian Canvas support",EMBED_CANVAS_NAME:"Immersive embedding",EMBED_CANVAS_DESC:"Hide canvas node border and background when embedding an Excalidraw drawing to Canvas. Note that for a full transparent background for your image, you will still need to configure Excalidraw to export images with transparent background.",EMBED_CACHING:"Image caching and rendering optimization",RENDERING_CONCURRENCY_NAME:"Image rendering concurrency",RENDERING_CONCURRENCY_DESC:"Number of parallel workers to use for image rendering. Increasing this number will speed up the rendering process, but may slow down the rest of the system. The default value is 3. You can increase this number if you have a powerful system.",EXPORT_SUBHEAD:"Export Settings",EMBED_SIZING:"Image sizing",EMBED_THEME_BACKGROUND:"Image theme and background color",EMBED_IMAGE_CACHE_NAME:"Cache images for embedding in markdown",EMBED_IMAGE_CACHE_DESC:"Cache images for embedding in markdown. This will speed up the embedding process, but in case you compose images of several sub-component drawings, the embedded image in Markdown won't update until you open the drawing and save it to trigger an update of the cache.",SCENE_IMAGE_CACHE_NAME:"Cache nested Excalidraws in Scene",SCENE_IMAGE_CACHE_DESC:"Cache nested Excalidraws in the Scene for faster scene rendering. This will speed up the rendering process, especially if you have deeply nested Excalidraws in your scene. Excalidraw will try to intelligently identify if any children of a nested Excalidraw have changed and will update the cache accordingly. You may want to turn this off, in case you are suspecting that the cache is not updating properly.",EMBED_IMAGE_CACHE_CLEAR:"Purge Cache",BACKUP_CACHE_CLEAR:"Purge Backups",BACKUP_CACHE_CLEAR_CONFIRMATION:"This action will delete all Excalidraw drawing backups. Backups are used as a safety measure in case your drawing file gets damaged. Each time you open Obsidian the plugin automatically deletes backups for files that no longer exist in your Vault. Are you sure you want to clear all backups?",EMBED_REUSE_EXPORTED_IMAGE_NAME:"If found, use the already exported image for preview",EMBED_REUSE_EXPORTED_IMAGE_DESC:"This setting works in conjunction with the <a href='#"+TAG_AUTOEXPORT+"'>Auto-export SVG/PNG</a> setting. If an exported image that matches the file name of the drawing is available, use that image instead of generating a preview image on the fly. This will result in faster previews especially when you have many embedded objects in the drawing, however, it may happen that your latest changes are not displayed and that the image will not automatically match your Obsidian theme in case you have changed the Obsidian theme since the export was created. This setting only applies to embedding images into markdown documents. For a number of reasons, the same approach cannot be used to expedite the loading of drawings with many embedded objects. See demonstration <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.23' target='_blank'>here</a>.",EMBED_PREVIEW_IMAGETYPE_NAME:"Image type in markdown preview",EMBED_PREVIEW_IMAGETYPE_DESC:"<b><u>Native SVG</u></b>: High Image Quality. Embedded Websites, YouTube videos, Obsidian Links, and external images embedded via a URL will all work. Embedded Obsidian pages will not<br><b><u>SVG Image</u></b>: High Image Quality. Embedded elements and images embedded via URL only have placeholders, links don't work<br><b><u>PNG Image</u></b>: Lower Image Quality, but in some cases better performance with large drawings. Embedded elements and images embedded via URL only have placeholders, links don't work. Also some of the <a href='https://www.youtube.com/watch?v=yZQoJg2RCKI&t=633s' target='_blank'>image block referencing features</a> do not work with PNG embeds.",PREVIEW_MATCH_OBSIDIAN_NAME:"Excalidraw preview to match Obsidian theme",PREVIEW_MATCH_OBSIDIAN_DESC:"Image preview in documents should match the Obsidian theme. If enabled, when Obsidian is in dark mode, Excalidraw images will render in dark mode. When Obsidian is in light mode, Excalidraw will render light mode as well. You may want to switch 'Export image with background' off for a more Obsidian-integrated look and feel.",EMBED_WIDTH_NAME:"Default width of embedded (transcluded) image",EMBED_WIDTH_DESC:"The default width of an embedded drawing. This applies to live preview edit and reading mode, as well as to hover previews. You can specify a custom width when embedding an image using the <code>![[drawing.excalidraw|100]]</code> or <code>[[drawing.excalidraw|100x100]]</code> format.",EMBED_HEIGHT_NAME:"Default height of embedded (transcluded) image",EMBED_HEIGHT_DESC:"The default height of an embedded drawing. This applies to live preview edit and reading mode, as well as to hover previews. You can specify a custom height when embedding an image using the <code>![[drawing.excalidraw|100]]</code> or <code>[[drawing.excalidraw|100x100]]</code> format.",EMBED_TYPE_NAME:"Type of file to insert into the document",EMBED_TYPE_DESC:"When you embed an image into a document using the command palette this setting will specify if Excalidraw should embed the original Excalidraw file or a PNG or an SVG copy. You need to enable <a href='#"+TAG_AUTOEXPORT+"'>auto-export PNG / SVG</a> (see below under Export Settings) for those image types to be available in the dropdown. For drawings that do not have a a corresponding PNG or SVG readily available the command palette action will insert a broken link. You need to open the original drawing and initiate export manually. This option will not autogenerate PNG/SVG files, but will simply reference the already existing files.",EMBED_MARKDOWN_COMMENT_NAME:"Embed link to drawing as comment",EMBED_MARKDOWN_COMMENT_DESC:"Embed the link to the original Excalidraw file as a markdown link under the image, e.g.:<code>%%[[drawing.excalidraw]]%%</code>.<br>Instead of adding a markdown comment you may also select the embedded SVG or PNG line and use the command palette action: '<code>Excalidraw: Open Excalidraw drawing</code>' to open the drawing.",EMBED_WIKILINK_NAME:"Embed Drawing using Wiki link",EMBED_WIKILINK_DESC:"<b><u>Toggle ON:</u></b> Excalidraw will embed a [[wiki link]].<br><b><u>Toggle OFF:</u></b> Excalidraw will embed a [markdown](link).",EXPORT_PNG_SCALE_NAME:"PNG export image scale",EXPORT_PNG_SCALE_DESC:"The size-scale of the exported PNG image",EXPORT_BACKGROUND_NAME:"Export image with background",EXPORT_BACKGROUND_DESC:"If turned off, the exported image will be transparent.",EXPORT_PADDING_NAME:"Image Padding",EXPORT_PADDING_DESC:"The padding (in pixels) around the exported SVG or PNG image. Padding is set to 0 for clippedFrame references.If you have curved lines close to the edge of the image they might get cropped during image export. You can increase this value to avoid cropping. You can also override this setting at a file level by adding the <code>excalidraw-export-padding: 5<code> frontmatter key.",EXPORT_THEME_NAME:"Export image with theme",EXPORT_THEME_DESC:"Export the image matching the dark/light theme of your drawing. If turned off, drawings created in dark mode will appear as they would in light mode.",EXPORT_EMBED_SCENE_NAME:"Embed scene in exported image",EXPORT_EMBED_SCENE_DESC:"Embed Excalidraw scene in exported image. Can be overridden at a file level by adding the <code>excalidraw-export-embed-scene: true/false<code> frontmatter key. The setting only takes effect the next time you (re)open drawings.",PDF_EXPORT_SETTINGS:"PDF Export Settings",EXPORT_HEAD:"Auto-export Settings",EXPORT_SYNC_NAME:"Keep the .SVG and/or .PNG filenames in sync with the drawing file",EXPORT_SYNC_DESC:"When turned on, the plugin will automatically update the filename of the .SVG and/or .PNG files when the drawing in the same folder (and same name) is renamed. The plugin will also automatically delete the .SVG and/or .PNG files when the drawing in the same folder (and same name) is deleted. ",EXPORT_SVG_NAME:"Auto-export SVG",EXPORT_SVG_DESC:"Automatically create an SVG export of your drawing matching the title of your file. The plugin will save the *.SVG file in the same folder as the drawing. Embed the .svg file into your documents instead of Excalidraw making you embeds platform independent. While the auto-export switch is on, this file will get updated every time you edit the Excalidraw drawing with the matching name. You can override this setting on a file level by adding the <code>excalidraw-autoexport</code> frontmatter key. Valid values for this key are <code>none</code>,<code>both</code>,<code>svg</code>, and <code>png</code>.",EXPORT_PNG_NAME:"Auto-export PNG",EXPORT_PNG_DESC:"Same as the auto-export SVG, but for *.PNG",EXPORT_BOTH_DARK_AND_LIGHT_NAME:"Export both dark- and light-themed image",EXPORT_BOTH_DARK_AND_LIGHT_DESC:"When enabled, Excalidraw will export two files instead of one: filename.dark.png, filename.light.png and/or filename.dark.svg and filename.light.svg<br>Double files will be exported both if auto-export SVG or PNG (or both) are enabled, as well as when clicking export on a single image.",COMPATIBILITY_HEAD:"Compatibility features",COMPATIBILITY_DESC:"You should only enable these features if you have a strong reason for wanting to work with excalidraw.com files instead of markdown files. Many of the plugin features are not supported on legacy files. Typical usecase would be if you use set your vault up on top of a Visual Studio Code project folder and you have .excalidraw drawings you want to access from Visual Studio Code as well. Another usecase might be using Excalidraw in Logseq and Obsidian in parallel.",DUMMY_TEXT_ELEMENT_LINT_SUPPORT_NAME:"Linter compatibility",DUMMY_TEXT_ELEMENT_LINT_SUPPORT_DESC:"Excalidraw is sensitive to the file structure below <code># Excalidraw Data</code>. Automatic linting of documents can create errors in Excalidraw Data. While I've made some effort to make the data loading resilient to lint changes, this solution is not foolproof.<br><mark>The best is to avoid linting or otherwise automatically changing Excalidraw documents using different plugins.</mark><br>Use this setting if for good reasons you have decided to ignore my recommendation and configured linting of Excalidraw files.<br> The <code>## Text Elements</code> section is sensitive to empty lines. A common linting approach is to add an empty line after section headings. In case of Excalidraw this will break/change the first text element in your drawing. To overcome this, you can enable this setting. When enabled, Excalidraw will add a dummy element to the beginning of <code>## Text Elements</code> that the linter can safely modify.",PRESERVE_TEXT_AFTER_DRAWING_NAME:"Zotero and Footnotes compatibility",PRESERVE_TEXT_AFTER_DRAWING_DESC:"Preserve text after the ## Drawing section of the markdown file. This may have a very slight performance impact when saving very large drawings.",DEBUGMODE_NAME:"Enable debug messages",DEBUGMODE_DESC:"I recommend restarting Obsidian after enabling/disabling this setting. This enable debug messages in the console. This is useful for troubleshooting issues. If you are experiencing problems with the plugin, please enable this setting, reproduce the issue, and include the console log in the issue you raise on <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/issues'>GitHub</a>",SLIDING_PANES_NAME:"Sliding panes plugin support",SLIDING_PANES_DESC:"Need to restart Obsidian for this change to take effect.<br>If you use the <a href='https://github.com/deathau/sliding-panes-obsidian' target='_blank'>Sliding Panes plugin</a> you can enable this setting to make Excalidraw drawings work with the Sliding Panes plugin.<br>Note, that Excalidraw Sliding Panes support causes compatibility issues with Obsidian Workspaces.<br>Note also, that the 'Stack Tabs' feature is now available in Obsidian, providing native support for most of the Sliding Panes functionality.",EXPORT_EXCALIDRAW_NAME:"Auto-export Excalidraw",EXPORT_EXCALIDRAW_DESC:"Same as the auto-export SVG, but for *.Excalidraw",SYNC_EXCALIDRAW_NAME:"Sync *.excalidraw with *.md version of the same drawing",SYNC_EXCALIDRAW_DESC:"If the modified date of the *.excalidraw file is more recent than the modified date of the *.md file then update the drawing in the .md file based on the .excalidraw file",COMPATIBILITY_MODE_NAME:"New drawings as legacy files",COMPATIBILITY_MODE_DESC:"⚠️ Enable this only if you know what you are doing. In 99.9% of the cases you DO NOT want this on. By enabling this feature drawings you create with the ribbon icon, the command palette actions, and the file explorer are going to be all legacy *.excalidraw files. This setting will also turn off the reminder message when you open a legacy file for editing.",MATHJAX_NAME:"MathJax (LaTeX) javascript library host",MATHJAX_DESC:"If you are using LaTeX equations in Excalidraw, then the plugin needs to load a javascript library for that. Some users are unable to access certain host servers. If you are experiencing issues, try changing the host here. You may need to restart Obsidian after closing settings, for this change to take effect.",LATEX_DEFAULT_NAME:"Default LaTeX formula for new equations",LATEX_DEFAULT_DESC:"Leave empty if you don't want a default formula. You can add default formatting here such as <code>\\color{white}</code>.",LATEX_PREAMBLE_NAME:"LaTeX preamble file (CasE SEnSiTivE!)",LATEX_PREAMBLE_DESC:"Full filepath to the preamble file, leave empty for default. If the file doesn't exist this option will be ignored.<br><strong>Important:</strong> Requires obsidian reload after change to take effect!",NONSTANDARD_HEAD:"Non-Excalidraw.com supported features",NONSTANDARD_DESC:'These settings in the "Non-Excalidraw.com Supported Features" section provide customization options beyond the default Excalidraw.com features. These features are not available on excalidraw.com. When exporting the drawing to Excalidraw.com these features will appear different.\n    You can configure the number of custom pens displayed next to the Obsidian Menu on the canvas, allowing you to choose from a range of options. Additionally, you can enable a local font option, which adds a local font to the list of fonts on the element properties panel for text elements. ',RENDER_TWEAK_HEAD:"Rendering tweaks",MAX_IMAGE_ZOOM_IN_NAME:"Maximum image zoom in resolution",MAX_IMAGE_ZOOM_IN_DESC:"To save on memory and because Apple Safari (Obsidian on iOS) has some hard-coded limitations, Excalidraw.com limits the max resolution of images and large objects when zooming in. You can override this limitation using a multiplicator. This means you are multiplying the limit set by default in Excalidraw, the larger the multiplier the better the image zoom in resolution will be, and the more memory it will consume. I recommend playing with multiple values for this setting. You know you've hit the wall, when zooming in to a larger PNG image suddenly the image disappears from view. The default value is 1. The setting has no effect on iOS.",CUSTOM_PEN_HEAD:"Custom pens",CUSTOM_PEN_NAME:"Number of custom pens",CUSTOM_PEN_DESC:"You will see these pens next to the Obsidian Menu on the canvas. You can customize the pens on the canvas by long-pressing the pen button.",EXPERIMENTAL_HEAD:"Miscellaneous features",EXPERIMENTAL_DESC:"These miscellaneous features in Excalidraw include options for setting default LaTeX formulas for new equations, enabling a Field Suggester for autocompletion, displaying type indicators for Excalidraw files, enabling immersive image embedding in live preview editing mode, and experimenting with Taskbone Optical Character Recognition for text extraction from images and drawings. Users can also enter a Taskbone API key for extended usage of the OCR service.",EA_HEAD:"Excalidraw Automate",EA_DESC:"ExcalidrawAutomate is a scripting and automation API for Excalidraw. Unfortunately, the documentation of the API is sparse. I recommend reading the <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/docs/API/ExcalidrawAutomate.d.ts'>ExcalidrawAutomate.d.ts</a> file, visiting the <a href='https://zsviczian.github.io/obsidian-excalidraw-plugin/'>ExcalidrawAutomate How-to</a> page - though the information here has not been updated for a long while -, and finally to enable the field suggester below. The field suggester will show you the available functions, their parameters and short description as you type. The field suggester is the most up-to-date documentation of the API.",FIELD_SUGGESTER_NAME:"Enable Field Suggester",FIELD_SUGGESTER_DESC:"Field Suggester borrowed from Breadcrumbs and Templater plugins. The Field Suggester will show an autocomplete menu when you type <code>excalidraw-</code> or <code>ea.</code> with function description as hints on the individual items in the list.",STARTUP_SCRIPT_NAME:"Startup script",STARTUP_SCRIPT_DESC:"If set, excalidraw will execute the script at plugin startup. This is useful if you want to set any of the Excalidraw Automate hooks. The startup script is a markdown file that should contain the javascript code you want to execute when Excalidraw starts.",STARTUP_SCRIPT_BUTTON_CREATE:"Create startup script",STARTUP_SCRIPT_BUTTON_OPEN:"Open startup script",STARTUP_SCRIPT_EXISTS:"Startup script file already exists",FILETYPE_NAME:"Display type (✏️) for excalidraw.md files in File Explorer",FILETYPE_DESC:"Excalidraw files will receive an indicator using the emoji or text defined in the next setting.",FILETAG_NAME:"Set the type indicator for excalidraw.md files",FILETAG_DESC:"The text or emoji to display as type indicator.",INSERT_EMOJI:"Insert an emoji",LIVEPREVIEW_NAME:"Immersive image embedding in live preview editing mode",LIVEPREVIEW_DESC:"Turn this on to support image embedding styles such as ![[drawing|width|style]] in live preview editing mode. The setting will not affect the currently open documents. You need close the open documents and re-open them for the change to take effect.",FADE_OUT_EXCALIDRAW_MARKUP_NAME:"Fade out Excalidraw markup",FADE_OUT_EXCALIDRAW_MARKUP_DESC:"In Markdown view mode, the section after the markdown comment %% fades out. The text is still there, but the visual clutter is reduced. Note, you can place the %% in the line right above # Text Elements, in this case the entire drawing markdown will fade out including # Text Elements. The side effect is you won't be able to block reference text in other markdown notes, that is after the %% comment section. This is seldom an issue. Should you want to edit the Excalidraw markdown script, simply switch to markdown view mode and temporarily remove the %% comment.",EXCALIDRAW_PROPERTIES_NAME:"Load Excalidraw Properties into Obsidian Suggester",EXCALIDRAW_PROPERTIES_DESC:"Toggle this setting to load Excalidraw document properties into Obsidian's property suggester at plugin startup. Enabling this feature simplifies the use of Excalidraw front matter properties, allowing you to leverage many powerful settings. If you prefer not to load these properties automatically, you can disable this feature, but you will need to manually remove any unwanted properties from the suggester. Note that turning on this setting requires restarting the plugin as properties are loaded at startup.",FONTS_HEAD:"Fonts",FONTS_DESC:"Configure local fontfaces and downloaded CJK fonts for Excalidraw.",CUSTOM_FONT_HEAD:"Local font",ENABLE_FOURTH_FONT_NAME:"Enable local font option",ENABLE_FOURTH_FONT_DESC:"Enabling this option will add a local font to the font list in the properties panel for text elements. Be aware that using this local font may compromise platform independence. Files using the custom font might render differently when opened in a different vault or at a later time, depending on the font settings. Additionally, the 4th font will default to the system font on excalidraw.com or other Excalidraw versions.",FOURTH_FONT_NAME:"Local font file",FOURTH_FONT_DESC:"Select a .otf, .ttf, .woff, or .woff2 font file from your vault to use as the local font. If no file is selected, Excalidraw will default to the Virgil font. For optimal performance, it is recommended to use a .woff2 file, as Excalidraw will encode only the necessary glyphs when exporting images to SVG. Other font formats will embed the entire font in the exported file, potentially resulting in significantly larger file sizes.",OFFLINE_CJK_NAME:"Offline CJK font support",OFFLINE_CJK_DESC:'<strong>Changes you make here will only take effect after restarting Obsidian.</strong><br>\n     Excalidraw.com offers handwritten CJK fonts. By default these fonts are not included in the plugin locally, but are served from the Internet. \n     If you prefer to keep Excalidraw fully local, allowing it to work without Internet access you can download the necessary <a href="https://github.com/zsviczian/obsidian-excalidraw-plugin/raw/refs/heads/master/assets/excalidraw-fonts.zip" target="_blank">font files from GitHub</a>.\n     After downloading, unzip the contents into a folder within your Vault.<br>\n     Pre-loading fonts will impact startup performance. For this reason you can select which fonts to load.',CJK_ASSETS_FOLDER_NAME:"CJK Font Folder (cAsE sENsiTIvE!)",CJK_ASSETS_FOLDER_DESC:'You can set the location of the CJK fonts folder here. For example, you may choose to place it under <code>Excalidraw/CJK Fonts</code>.<br><br>\n    <strong>Important:</strong> Do not set this folder to the Vault root! Do not put other fonts in this folder.<br><br>\n    <strong>Note:</strong> If you\'re using Obsidian Sync and want to synchronize these font files across your devices, ensure that Obsidian Sync is set to synchronize "All other file types".',LOAD_CHINESE_FONTS_NAME:"Load Chinese fonts from file at startup",LOAD_JAPANESE_FONTS_NAME:"Load Japanese fonts from file at startup",LOAD_KOREAN_FONTS_NAME:"Load Korean fonts from file at startup",SCRIPT_SETTINGS_HEAD:"Settings for installed Scripts",SCRIPT_SETTINGS_DESC:"Some of the Excalidraw Automate Scripts include settings. Settings are organized by script. Settings will only become visible in this list after you have executed the newly downloaded script once.",TASKBONE_HEAD:"Taskbone Optical Character Recognition",TASKBONE_DESC:"This is an experimental integration of optical character recognition into Excalidraw. Please note, that taskbone is an independent external service not provided by Excalidraw, nor the Excalidraw-Obsidian plugin project. The OCR service will grab legible text from freedraw lines and embedded pictures on your canvas and place the recognized text in the frontmatter of your drawing as well as onto clipboard. Having the text in the frontmatter will enable you to search in Obsidian for the text contents of these. Note, that the process of extracting the text from the image is not done locally, but via an online API. The taskbone service stores the image on its servers only as long as necessary for the text extraction. However, if this is a dealbreaker, then please don't use this feature.",TASKBONE_ENABLE_NAME:"Enable Taskbone",TASKBONE_ENABLE_DESC:"By enabling this service your agree to the Taskbone <a href='https://www.taskbone.com/legal/terms/' target='_blank'>Terms and Conditions</a> and the <a href='https://www.taskbone.com/legal/privacy/' target='_blank'>Privacy Policy</a>.",TASKBONE_APIKEY_NAME:"Taskbone API Key",TASKBONE_APIKEY_DESC:"Taskbone offers a free service with a reasonable number of scans per month. If you want to use this feature more frequently, or you want to support the developer of Taskbone (as you can imagine, there is no such thing as 'free', providing this awesome OCR service costs some money to the developer of Taskbone), you can purchase a paid API key from <a href='https://www.taskbone.com/' target='_blank'>taskbone.com</a>. In case you have purchased a key, simply overwrite this auto generated free-tier API-key with your paid key.",HOTKEY_PRESS_COMBO_NANE:"Press your hotkey combination",HOTKEY_PRESS_COMBO_DESC:"Please press the desired key combination",HOTKEY_BUTTON_ADD_OVERRIDE:"Add New Override",HOTKEY_BUTTON_REMOVE:"Remove",SELECT_FILE:"Select a file then press enter.",SELECT_COMMAND:"Select a command then press enter.",SELECT_FILE_WITH_OPTION_TO_SCALE:`Select a file then press ENTER, or ${labelSHIFT()}+${labelMETA()}+ENTER to insert at 100% scale.`,NO_MATCH:"No file matches your query.",NO_MATCHING_COMMAND:"No command matches your query.",SELECT_FILE_TO_LINK:"Select the file you want to insert the link for.",SELECT_COMMAND_PLACEHOLDER:"Select the command you want to insert the link for.",SELECT_DRAWING:"Select the image or drawing you want to insert",TYPE_FILENAME:"Type name of drawing to select.",SELECT_FILE_OR_TYPE_NEW:"Select existing drawing or type name of a new drawing then press Enter.",SELECT_TO_EMBED:"Select the drawing to insert into active document.",SELECT_MD:"Select the markdown document you want to insert",SELECT_PDF:"Select the PDF document you want to insert",PDF_PAGES_HEADER:"Pages to load?",PDF_PAGES_DESC:"Format: 1, 3-5, 7, 9-11",TYPE_SECTION:"Type section name to select.",SELECT_SECTION_OR_TYPE_NEW:"Select existing section or type name of a new section then press Enter.",INVALID_SECTION_NAME:"Invalid section name.",EMPTY_SECTION_MESSAGE:"Type the Section Name and hit enter to create a new Section",INFINITE_LOOP_WARNING:"EXCALIDRAW WARNING\nAborted loading embedded images due to infinite loop in file:\n",SCRIPT_EXECUTION_ERROR:"Script execution error. Please find error message on the developer console.",MARKER_FRAME_RENDERING_DISABLED_NOTICE:"There are hidden marker-frames in the scene.",LOAD_FROM_BACKUP:"Excalidraw file was corrupted. Loading from backup file.",FONT_LOAD_SLOW:"Loading Fonts...\n\n This is taking longer than expected. If this delay occurs regularly then you may download the fonts locally to your Vault. \n\n(click=dismiss, right-click=Info)",FONT_INFO_TITLE:"Starting v2.5.3 fonts load from the Internet",FONT_INFO_DETAILED:`\n      <p>\n        To improve Obsidian's startup time and manage the large <strong>CJK font family</strong>, \n        I've moved the CJK fonts out of the plugin's <code>main.js</code>. CJK fonts will be loaded from the internet by default.\n        This typically shouldn't cause issues as Obsidian caches these files after first use.\n      </p>\n      <p>\n        If you prefer to keep Obsidian 100% local or experience performance issues, you can download the font assets.\n      </p>\n      <h3>Instructions:</h3>\n      <ol>\n        <li>Download the fonts from <a href="https://github.com/zsviczian/obsidian-excalidraw-plugin/raw/refs/heads/master/assets/excalidraw-fonts.zip">GitHub</a>.</li>\n        <li>Unzip and copy files into a Vault folder (default: <code>Excalidraw/${CJK_FONTS}</code>; folder names are cAse-senSITive).</li>\n        <li><mark>DO NOT</mark> set this folder to the Vault root or mix with other local fonts.</li>\n      </ol>\n      <h3>For Obsidian Sync Users:</h3>\n      <p>\n        Ensure Obsidian Sync is set to synchronize "All other file types" or download and unzip the file on all devices.\n      </p>\n      <h3>Note:</h3>\n      <p>\n        If you find this process cumbersome, please submit a feature request to Obsidian.md for supporting assets in the plugin folder. \n        Currently, only a single <code>main.js</code> is supported, which leads to large files and slow startup times for complex plugins like Excalidraw. \n        I apologize for the inconvenience.\n      </p>\n    `,GOTO_FULLSCREEN:"Goto fullscreen mode",EXIT_FULLSCREEN:"Exit fullscreen mode",TOGGLE_FULLSCREEN:"Toggle fullscreen mode",TOGGLE_DISABLEBINDING:"Toggle to invert default binding behavior",TOGGLE_FRAME_RENDERING:"Toggle frame rendering",TOGGLE_FRAME_CLIPPING:"Toggle frame clipping",OPEN_LINK_CLICK:"Open Link",OPEN_LINK_PROPS:"Open the image-link or LaTeX-formula editor",NARROW_TO_HEADING:"Narrow to heading...",PIN_VIEW:"Pin view",DO_NOT_PIN_VIEW:"Do not pin view",NARROW_TO_BLOCK:"Narrow to block...",SHOW_ENTIRE_FILE:"Show entire file",SELECT_SECTION:"Select section from document",SELECT_VIEW:"Select view from base",ZOOM_TO_FIT:"Zoom to fit",RELOAD:"Reload original link",OPEN_IN_BROWSER:"Open current link in browser",PROPERTIES:"Properties",COPYCODE:"Copy source to clipboard",ES_TITLE:"Embeddable Element Settings",ES_RENAME:"Rename File",ES_ZOOM:"Embedded Content Scaling",ES_YOUTUBE_START:"YouTube Start Time",ES_YOUTUBE_START_DESC:"ss, mm:ss, hh:mm:ss",ES_YOUTUBE_START_INVALID:"The YouTube Start Time is invalid. Please check the format and try again",ES_FILENAME_VISIBLE:"Filename Visible",ES_BACKGROUND_HEAD:"Embedded note background color",ES_BACKGROUND_DESC_INFO:"Click here for more info on colors",ES_BACKGROUND_DESC_DETAIL:"Background color affects only the preview mode of the markdown embeddable. When editing, it follows the Obsidian light/dark theme as set for the scene (via document property) or in plugin settings. The background color has two layers: the element background color (lower layer) and a color on top (upper layer). Selecting 'Match Element Background' means both layers follow the element color. Selecting 'Match Canvas' or a specific background color keeps the element background layer. Setting opacity (e.g., 50%) mixes the canvas or selected color with the element background color. To remove the element background layer, set the element color to transparent in Excalidraw's element properties editor. This makes only the upper layer effective.",ES_BACKGROUND_MATCH_ELEMENT:"Match Element Background Color",ES_BACKGROUND_MATCH_CANVAS:"Match Canvas Background Color",ES_BACKGROUND_COLOR:"Background Color",ES_BORDER_HEAD:"Embedded note border color",ES_BORDER_COLOR:"Border Color",ES_BORDER_MATCH_ELEMENT:"Match Element Border Color",ES_BACKGROUND_OPACITY:"Background Opacity",ES_BORDER_OPACITY:"Border Opacity",ES_EMBEDDABLE_SETTINGS:"Embeddable Markdown Settings",ES_USE_OBSIDIAN_DEFAULTS:"Use Obsidian Defaults",ES_ZOOM_100_RELATIVE_DESC:"The button will adjust the element scale so it will show the content at 100% relative to the current zoom level of your canvas",ES_ZOOM_100:"Relative 100%",PROMPT_FILE_DOES_NOT_EXIST:"File does not exist. Do you want to create it?",PROMPT_ERROR_NO_FILENAME:"Error: Filename for new file may not be empty",PROMPT_ERROR_DRAWING_CLOSED:"Unknown error. It seems as if your drawing was closed or the drawing file is missing",PROMPT_TITLE_NEW_FILE:"New File",PROMPT_TITLE_CONFIRMATION:"Confirmation",PROMPT_BUTTON_CREATE_EXCALIDRAW:"Create EX",PROMPT_BUTTON_CREATE_EXCALIDRAW_ARIA:"Create Excalidraw drawing and open in new tab",PROMPT_BUTTON_CREATE_MARKDOWN:"Create MD",PROMPT_BUTTON_CREATE_MARKDOWN_ARIA:"Create markdown document and open in new tab",PROMPT_BUTTON_EMBED_MARKDOWN:"Embed MD",PROMPT_BUTTON_EMBED_MARKDOWN_ARIA:"Replace selected element with embedded markdown document",PROMPT_BUTTON_NEVERMIND:"Nevermind",PROMPT_BUTTON_OK:"OK",PROMPT_BUTTON_CANCEL:"Cancel",PROMPT_BUTTON_INSERT_LINE:"Insert new line",PROMPT_BUTTON_INSERT_SPACE:"Insert space",PROMPT_BUTTON_INSERT_LINK:"Insert markdown link to file",PROMPT_BUTTON_UPPERCASE:"Uppercase",PROMPT_BUTTON_SPECIAL_CHARS:"Special Characters",PROMPT_SELECT_TEMPLATE:"Select a template",WEB_BROWSER_DRAG_ACTION:"Web Browser Drag Action",LOCAL_FILE_DRAG_ACTION:"OS Local File Drag Action",INTERNAL_DRAG_ACTION:"Obsidian Internal Drag Action",PANE_TARGET:"Link click behavior",DEFAULT_ACTION_DESC:"In case none of the combinations apply the default action for this group is: ",FRAME_SETTINGS_TITLE:"Frame Settings",FRAME_SETTINGS_ENABLE:"Enable Frames",FRAME_SETTIGNS_NAME:"Display Frame Name",FRAME_SETTINGS_OUTLINE:"Display Frame Outline",FRAME_SETTINGS_CLIP:"Enable Frame Clipping",IPM_PAGES_TO_IMPORT_NAME:"Pages to import",IPM_SELECT_PAGES_TO_IMPORT:"Please select pages to import",IPM_ADD_BORDER_BOX_NAME:"Add border box",IPM_ADD_FRAME_NAME:"Add page to frame",IPM_ADD_FRAME_DESC:"For easier handling I recommend to lock the page inside the frame. If, however, you do lock the page inside the frame then the only way to unlock it is to right-click the frame, select remove elements from frame, then unlock the page.",IPM_GROUP_PAGES_NAME:"Group pages",IPM_GROUP_PAGES_DESC:"This will group all pages into a single group. This is recommended if you are locking the pages after import, because the group will be easier to unlock later rather than unlocking one by one.",IPM_SELECT_PDF:"Please select a PDF file",UPDATE_AVAILABLE:`A newer version of Excalidraw is available in Community Plugins.\n\nYou are using ${PLUGIN_VERSION}.\nThe latest is`,SCRIPT_UPDATES_AVAILABLE:`Script updates available - check the script store.\n\n${DEVICE.isDesktop?`This message is available in console.log (${DEVICE.isMacOS?"CMD+OPT+i":"CTRL+SHIFT+i"})\n\n`:""}If you have organized scripts into subfolders under the script store folder and have multiple copies of the same script, you may need to clean up unused versions to clear this alert. For private copies of scripts that should not be updated, store them outside the script store folder.`,ERROR_PNG_TOO_LARGE:"Error exporting PNG - PNG too large, try a smaller resolution",WEB_DRAG_IMPORT_IMAGE:"Import Image to Vault",WEB_DRAG_IMAGE_URL:"Insert Image or YouTube Thumbnail with URL",WEB_DRAG_LINK:"Insert Link",WEB_DRAG_EMBEDDABLE:"Insert Interactive-Frame",LOCAL_DRAG_IMPORT:"Import external file or reuse existing file if path is from the Vault",LOCAL_DRAG_IMAGE:"Insert Image: with local URI or internal-link if from Vault",LOCAL_DRAG_LINK:"Insert Link: local URI or internal-link if from Vault",LOCAL_DRAG_EMBEDDABLE:"Insert Interactive-Frame: local URI or internal-link if from Vault",INTERNAL_DRAG_IMAGE:"Insert Image",INTERNAL_DRAG_IMAGE_FULL:"Insert Image @100%",INTERNAL_DRAG_LINK:"Insert Link",INTERNAL_DRAG_EMBEDDABLE:"Insert Interactive-Frame",LINK_CLICK_ACTIVE:"Open in current active window",LINK_CLICK_NEW_PANE:"Open in a new adjacent window",LINK_CLICK_POPOUT:"Open in a popout window",LINK_CLICK_NEW_TAB:"Open in a new tab",LINK_CLICK_MD_PROPS:"Show the Markdown image-properties dialog (only relevant if you have embedded a markdown document as an image)",EXPORTDIALOG_TITLE:"Export Drawing",EXPORTDIALOG_TAB_IMAGE:"Image",EXPORTDIALOG_TAB_PDF:"PDF",EXPORTDIALOG_SAVE_SETTINGS:"Save image settings to file doc.properties?",EXPORTDIALOG_SAVE_SETTINGS_SAVE:"Save as preset",EXPORTDIALOG_SAVE_SETTINGS_ONETIME:"One-time use",EXPORTDIALOG_IMAGE_SETTINGS:"Image",EXPORTDIALOG_IMAGE_DESC:"PNG supports transparency. External files can include Excalidraw scene data.",EXPORTDIALOG_PADDING:"Padding",EXPORTDIALOG_SCALE:"Scale",EXPORTDIALOG_CURRENT_PADDING:"Current padding:",EXPORTDIALOG_SIZE_DESC:"Scale affects output size",EXPORTDIALOG_SCALE_VALUE:"Scale:",EXPORTDIALOG_IMAGE_SIZE:"Size:",EXPORTDIALOG_EXPORT_THEME:"Theme",EXPORTDIALOG_THEME_LIGHT:"Light",EXPORTDIALOG_THEME_DARK:"Dark",EXPORTDIALOG_BACKGROUND:"Background",EXPORTDIALOG_BACKGROUND_TRANSPARENT:"Transparent",EXPORTDIALOG_BACKGROUND_USE_COLOR:"Use scene color",EXPORTDIALOG_INCLUDE_INTERNAL_LINKS:"Export internal links to SVG/PDF?",EXPORTDIALOG_SELECTED_ELEMENTS:"Export",EXPORTDIALOG_SELECTED_ALL:"Entire scene",EXPORTDIALOG_SELECTED_SELECTED:"Selection only",EXPORTDIALOG_EMBED_SCENE:"Include scene data?",EXPORTDIALOG_EMBED_YES:"Yes",EXPORTDIALOG_EMBED_NO:"No",EXPORTDIALOG_PDF_SETTINGS:"PDF",EXPORTDIALOG_PAGE_SIZE:"Size",EXPORTDIALOG_PAGE_ORIENTATION:"Orientation",EXPORTDIALOG_ORIENTATION_PORTRAIT:"Portrait",EXPORTDIALOG_ORIENTATION_LANDSCAPE:"Landscape",EXPORTDIALOG_PDF_FIT_TO_PAGE:"Page Fitting",EXPORTDIALOG_PDF_FIT_OPTION:"Fit to page",EXPORTDIALOG_PDF_FIT_2_OPTION:"Fit to max 2-pages",EXPORTDIALOG_PDF_FIT_4_OPTION:"Fit to max 4-pages",EXPORTDIALOG_PDF_FIT_6_OPTION:"Fit to max 6-pages",EXPORTDIALOG_PDF_FIT_8_OPTION:"Fit to max 8-pages",EXPORTDIALOG_PDF_FIT_12_OPTION:"Fit to max 12-pages",EXPORTDIALOG_PDF_FIT_16_OPTION:"Fit to max 16-pages",EXPORTDIALOG_PDF_SCALE_OPTION:"Use image scale (may span multiple pages)",EXPORTDIALOG_PDF_PAPER_COLOR:"Paper Color",EXPORTDIALOG_PDF_PAPER_WHITE:"White",EXPORTDIALOG_PDF_PAPER_SCENE:"Use scene color",EXPORTDIALOG_PDF_PAPER_CUSTOM:"Custom color",EXPORTDIALOG_PDF_ALIGNMENT:"Position on Page",EXPORTDIALOG_PDF_ALIGN_CENTER:"Center",EXPORTDIALOG_PDF_ALIGN_CENTER_LEFT:"Center Left",EXPORTDIALOG_PDF_ALIGN_CENTER_RIGHT:"Center Right",EXPORTDIALOG_PDF_ALIGN_TOP_LEFT:"Top Left",EXPORTDIALOG_PDF_ALIGN_TOP_CENTER:"Top Center",EXPORTDIALOG_PDF_ALIGN_TOP_RIGHT:"Top Right",EXPORTDIALOG_PDF_ALIGN_BOTTOM_LEFT:"Bottom Left",EXPORTDIALOG_PDF_ALIGN_BOTTOM_CENTER:"Bottom Center",EXPORTDIALOG_PDF_ALIGN_BOTTOM_RIGHT:"Bottom Right",EXPORTDIALOG_PDF_MARGIN:"Margin",EXPORTDIALOG_PDF_MARGIN_NONE:"None",EXPORTDIALOG_PDF_MARGIN_TINY:"Small",EXPORTDIALOG_PDF_MARGIN_NORMAL:"Normal",EXPORTDIALOG_SAVE_PDF_SETTINGS:"Save PDF settings",EXPORTDIALOG_SAVE_CONFIRMATION:"PDF config saved to plugin settings as default",EXPORTDIALOG_PNGTOFILE:"Export PNG",EXPORTDIALOG_SVGTOFILE:"Export SVG",EXPORTDIALOG_PNGTOVAULT:"PNG to Vault",EXPORTDIALOG_SVGTOVAULT:"SVG to Vault",EXPORTDIALOG_EXCALIDRAW:"Excalidraw",EXPORTDIALOG_PNGTOCLIPBOARD:"PNG to Clipboard",EXPORTDIALOG_SVGTOCLIPBOARD:"SVG to Clipboard",EXPORTDIALOG_PDF:"Export PDF",EXPORTDIALOG_PDF_PROGRESS_NOTICE:"Exporting PDF. If this image is large, it may take a while.",EXPORTDIALOG_PDF_PROGRESS_DONE:"Export complete",EXPORTDIALOG_PDF_PROGRESS_ERROR:"Error exporting PDF, check developer console for details",EXPORTDIALOG_NOT_AVAILALBE:"Sorry, this feature is only available when the drawing is open in the main Obsidian workspace.",EXPORTDIALOG_TAB_SCREENSHOT:"Screenshot",EXPORTDIALOG_SCREENSHOT_DESC:"Screenshots will include embeddables such as markdown pages, YouTube, websites, etc. They are only available on desktop, cannot be automatically exported, and only support PNG format.",SCREENSHOT_DESKTOP_ONLY:"Screenshot feature is only available on desktop",SCREENSHOT_FILE_SUCCESS:"Screenshot saved to vault",SCREENSHOT_CLIPBOARD_SUCCESS:"Screenshot copied to clipboard",SCREENSHOT_CLIPBOARD_ERROR:"Failed to copy screenshot to clipboard: ",SCREENSHOT_ERROR:"Error capturing screenshot - see console log",PDF_EXPORT_DESKTOP_ONLY:"PDF export is only available on desktop",UIFM_TITLE:"Insert File From Vault",UIFM_SECTION_HEAD:"Select section heading",UIFM_ANCHOR:"Anchor to 100% of original size",UIFM_ANCHOR_DESC:"This is a pro feature, use it only if you understand how it works. If enabled even if you change the size of the imported image in Excalidraw, the next time you open the drawing this image will pop back to 100% size. This is useful when embedding an atomic Excalidraw idea into another note and preserving relative sizing of text and icons.",UIFM_BTN_EMBEDDABLE:"as Embeddable",UIFM_BTN_PDF:"PDF as Image",UIFM_BTN_IMAGE:"as Image",RN_WELCOME:"Welcome to Excalidraw",COMP_IMG:"Image & Files",COMP_IMG_FROM_SYSTEM:"Import from system",COMP_IMG_ANY_FILE:"ANY file from Vault",COMP_IMG_LaTeX:"LaTeX formula",COMP_FRAME:"Frame Actions",COMP_FRAME_HINT:"Toggle Marker Frame. Guide-only frames to define slides/print areas/image references. Hidden in image exports; doesn't contain elements. 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reinstall.",VERSION_MISMATCH_DISABLE_NAME:"Disable future mismatch warnings",VERSION_MISMATCH_DISABLE_DESC:"You can re-enable this under: Settings → Excalidraw → Basic → Warn about incomplete plugin updates.",VERSION_MISMATCH_REDOWNLOAD:"Re-download plugin",VERSION_MISMATCH_IGNORE:"Ignore",INLINE_HINT:"Type [[ to search and insert a link",SUGGESTION_NOMATCH:"No matches found"};let locale=null;function loadLocale(lang){if("zh"===lang&&(lang="zh-cn"),Object.keys(PLUGIN_LANGUAGES).includes(lang)){const decompressed=LZString.decompressFromBase64(PLUGIN_LANGUAGES[lang]);let x={};return eval(decompressed),x}return en}function t$d(e){return locale||(locale=loadLocale(LOCALE)),locale&&locale[e]||en[e]}var PreviewImageType;!function(e){e.PNG="PNG",e.SVGIMG="SVGIMG",e.SVG="SVG"}(PreviewImageType||(PreviewImageType={}));var t$c={d:(e,t)=>{for(var i in 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0!==e)).slice(1).map((e=>1===e.length?e.repeat(2):e));return[l$5({r:e,g:i,b:a,a:null!=n?n:"FF"}),"hex"]}}return[{r:0,g:0,b:0,a:1},"invalid"]},function(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{h:t,s:i,l:a}=e;return void 0!==t&&void 0!==i&&void 0!==a}(e))return d$2(e);if("string"==typeof e){f$3.lastIndex=0;const t=f$3.exec(e);if(t){const[e,i,a,n]=t.filter((e=>void 0!==e)).slice(1).map(((e,t)=>e.includes("%")?+e.slice(0,-1)*(0===t?3.59:t<3?1:.01):+e));return d$2({h:e,s:i,l:a,a:n})}}return[{r:0,g:0,b:0,a:1},"invalid"]}];const j$1=e=>new w$1(e);r$e.QA;var O$1=r$e.ZP,B=r$e.qt;r$e.MX;let tabCounter=0;class ExcalidrawSidepanelTab{host;containers;id;_scriptName;_title;containerEl;modalEl;contentEl;titleEl;isClosed=!1;isActive=!1;onFocus=()=>{};onWindowMigrated=()=>{};onExcalidrawViewClosed=()=>{};constructor(e,t,i,a){this.host=t,this.containers=i,this._scriptName=a,this._title=e,this.id="excalidraw-sidepanel-tab-"+ ++tabCounter,this.modalEl=this.containers.bodyEl.createDiv({cls:"excalidraw-sidepanel-tab"}),this.modalEl.id=this.id,this.containerEl=this.modalEl,this.titleEl=this.modalEl.createDiv({cls:"excalidraw-sidepanel-tab__label"}),this.contentEl=this.modalEl.createDiv({cls:"excalidraw-sidepanel-tab__content"}),this.setTitle(e)}get scriptName(){return this._scriptName}get title(){return this._title}setScriptName(e){this._scriptName=e}clear(){this.contentEl.empty()}reset(e){this.setTitle(e),this.clear()}setTitle(e){return this._title=e,this.titleEl.setText(e),this.host.updateTitle?.(this),this}setContent(e){return this.clear(),"string"==typeof e?this.contentEl.setText(e):this.contentEl.append(e),this}focus(){this.host.activate(this,!0)}open(e=!0){this.isClosed=!1,this.host.activate(this,e),this.onOpen()}close(){this.runCloseHandlers(),this.host.close(this)}onOpen(){}onClose(){}setActive(e){const t=e&&!this.isActive;if(this.isActive=e,this.modalEl.toggleClass("is-active",e),t){const e=this.getLastActiveView();this.onOpen(),this.runFocusHandlers(e)}}notifyWillClose(){this.runCloseHandlers()}handleFocus(e){this.runFocusHandlers(e)}handleWindowMigration(e){this.isClosed||this.onWindowMigrated(e)}destroy(){this.modalEl?.remove()}setDisabled(e){return this.contentEl.style.pointerEvents=e?"none":"",this.contentEl.style.opacity=e?"0.5":"",this}runCloseHandlers(){this.isClosed||(this.isClosed=!0,this.onClose())}runFocusHandlers(e){this.isClosed||this.onFocus(e??this.getLastActiveView())}getLastActiveView(){return getLastActiveExcalidrawView(this.host.plugin)??null}getHostEA(){return this.host.ea}isVisible(){return this.host.isVisible()}reveal(){this.isActive||this.open(),this.host.reveal()}}class ExcalidrawSidepanelView extends obsidian_module.ItemView{plugin;static singleton=null;static restoreSilent=!1;static getExisting(e=!0){const t=ExcalidrawSidepanelView.singleton;return t&&e&&!ExcalidrawSidepanelView.restoreSilent&&t.plugin.app.workspace.revealLeaf(t.leaf),t}static async getOrCreate(e,t=!0){const i=t&&!ExcalidrawSidepanelView.restoreSilent;let a=e.app.workspace.getLeavesOfType(VIEW_TYPE_SIDEPANEL)[0];if(!a){if(a=e.app.workspace.getRightLeaf(!1),!a)return null;await a.setViewState({type:VIEW_TYPE_SIDEPANEL,active:i})}let n=a.view;return n instanceof ExcalidrawSidepanelView||(await a.setViewState({type:VIEW_TYPE_SIDEPANEL,active:!0}),n=a.view,n instanceof ExcalidrawSidepanelView)?(i&&e.app.workspace.revealLeaf(a),await n.waitUntilReady(),n):null}static onPluginUnload(e){ExcalidrawSidepanelView.singleton=null,e.app.workspace.detachLeavesOfType(VIEW_TYPE_SIDEPANEL)}tabs=new Map;scriptTabs=new Map;tabHosts=new Map;tabOptions=new Map;persistedScripts=new Map;activeTabId=null;selectEl=null;closeButtonEl=null;bodyEl=null;emptyStateEl=null;readyPromise;resolveReady=null;restorePromise=null;leafChangeRef=null;windowMigrationCleanup=null;constructor(e,t){super(e),this.plugin=t,(t.settings.sidepanelTabs??[]).filter((e=>!!e)).forEach((e=>{let t="",i="";try{const a=JSON.parse(e);t=a?.script??a?.name??"",i=a?.title??t}catch(a){if(e.includes("::")){const[a,...n]=e.split("::");t=a,i=n.join("::")||a}else t=e,i=e}t&&this.persistedScripts.set(t,{title:i||t})})),this.readyPromise=new Promise((e=>{this.resolveReady=e}))}getViewType(){return VIEW_TYPE_SIDEPANEL}getDisplayText(){return t$d("EXCALIDRAW_SIDEPANEL")??"Excalidraw Sidepanel"}getIcon(){return ICON_NAME}async onOpen(){await super.onOpen(),"function"==typeof this.containerEl.onWindowMigrated&&(this.windowMigrationCleanup=this.containerEl.onWindowMigrated((e=>{this.notifyTabsWindowMigrated(e)}))),ExcalidrawSidepanelView.singleton=this,this.containerEl.empty(),this.containerEl.addClass("excalidraw-sidepanel-container");const e=this.containerEl.createDiv({cls:"excalidraw-sidepanel"}),t=e.createDiv({cls:"excalidraw-sidepanel__controls"});this.selectEl=t.createEl("select",{cls:"excalidraw-sidepanel__select"}),this.selectEl.addEventListener("change",(()=>{const e=this.selectEl?.value??null,t=e?this.tabs.get(e)??null:null;this.setActiveTab(t??null)})),this.closeButtonEl=t.createEl("button",{cls:"excalidraw-sidepanel__close-button",attr:{type:"button","aria-label":"Close sidepanel tab"}}),obsidian_module.setIcon(this.closeButtonEl,"x"),this.closeButtonEl.addEventListener("click",(()=>{if(!this.activeTabId)return;const e=this.tabs.get(this.activeTabId);e&&this.removeTab(e)})),this.bodyEl=e.createDiv({cls:"excalidraw-sidepanel__body"}),this.emptyStateEl=this.bodyEl.createDiv({cls:"excalidraw-sidepanel__empty"}),this.emptyStateEl.setText("Excalidraw sidepanel is empty. Run a panel-enabled Excalidraw script to add a panel."),this.selectEl.disabled=!0,this.closeButtonEl.disabled=!0,this.leafChangeRef=this.app.workspace.on("active-leaf-change",(e=>{e===this.leaf&&this.triggerActiveTabFocus()})),this.resolveReady?.(),this.resolveReady=null,this.app.workspace.layoutReady?await this.restorePersistedTabs():this.restorePersistedTabs(),this.updateEmptyStateVisibility()}async onClose(){await super.onClose(),this.windowMigrationCleanup&&(this.windowMigrationCleanup(),this.windowMigrationCleanup=null),this.leafChangeRef&&(this.app.workspace.offref(this.leafChangeRef),this.leafChangeRef=null),this.tabs.forEach((e=>{e.notifyWillClose();const t=this.tabHosts.get(e.id);t&&t.sidepanelTab===e&&(t.sidepanelTab=null),this.tabHosts.delete(e.id),e.destroy()})),this.tabs.clear(),this.scriptTabs.clear(),this.tabOptions.clear(),this.tabHosts.clear(),this.activeTabId=null,this.selectEl=null,this.closeButtonEl=null,this.bodyEl=null,this.emptyStateEl=null,this.containerEl.onWindowMigrated=null,ExcalidrawSidepanelView.singleton===this&&(ExcalidrawSidepanelView.singleton=null)}async waitUntilReady(){await this.readyPromise}async createTab(e={title:"unknown"}){await this.waitUntilReady();const t=e.scriptName,i=!1!==e.reuseExisting;if(t&&i){const i=this.scriptTabs.get(t);if(i)return i.reset(e.title),this.setActiveTab(i),e.hostEA&&this.tabHosts.set(i.id,e.hostEA),i}const a=this.createTabInternal(e.title,e.hostEA,t);return e.hostEA&&this.tabHosts.set(a.id,e.hostEA),a}markTabPersistent(e){const t=e.scriptName;if(!t)return;this.scriptTabs.set(t,e);const i=e.title,a=this.persistedScripts.get(t);a&&a.title===i||(this.persistedScripts.set(t,{title:i}),this.savePersistentScripts())}unmarkTabPersistent(e){e&&this.persistedScripts.delete(e)&&this.savePersistentScripts()}removeTab(e){e.notifyWillClose(),this.tabs.delete(e.id),this.removeTabOption(e);const t=e.scriptName;t&&this.scriptTabs.get(t)===e&&(this.scriptTabs.delete(t),this.unmarkTabPersistent(t));const i=this.tabHosts.get(e.id);if(i&&i.sidepanelTab===e&&(i.sidepanelTab=null),this.tabHosts.delete(e.id),e.destroy(),this.activeTabId===e.id){this.activeTabId=null;const e=this.tabs.values().next().value;this.setActiveTab(e??null)}this.updateEmptyStateVisibility()}setActiveTab(e){this.activeTabId=e?.id??null,this.tabs.forEach((t=>t.setActive(t===e))),this.selectEl&&(this.selectEl.value=e?.id??""),this.updateEmptyStateVisibility()}getTabByScript(e){return this.scriptTabs.get(e)??null}hasPersistentScript(e){return this.persistedScripts.has(e)}createTabInternal(e,t,i){if(!this.bodyEl)throw new Error("Sidepanel DOM is not ready");const a=new ExcalidrawSidepanelTab(e,{activate:(e,t)=>{this.setActiveTab(e),t&&this.reveal()},close:e=>this.removeTab(e),updateTitle:e=>this.updateTabOptionTitle(e),plugin:this.plugin,ea:t,isVisible:()=>this.leaf.isVisible?.(),reveal:()=>this.reveal()},{bodyEl:this.bodyEl},i);return i&&this.scriptTabs.set(i,a),this.tabs.set(a.id,a),this.addTabOption(a),this.setActiveTab(a),a}async restorePersistedTabs(){return this.restorePromise||(this.restorePromise=(async()=>{if(this.persistedScripts.size){ExcalidrawSidepanelView.restoreSilent=!0,await this.plugin.awaitInit();try{for(const[e,t]of Array.from(this.persistedScripts.entries()))e&&await this.runScriptByName(e,t.title)}finally{ExcalidrawSidepanelView.restoreSilent=!1}}})()),this.restorePromise}async restartTabForScript(e){if(await this.waitUntilReady(),!e)return;const t=this.getTabByScript(e);if(!t)return;const i=t.title,a=this.persistedScripts.has(e);this.removeTab(t);const n=ExcalidrawSidepanelView.restoreSilent;ExcalidrawSidepanelView.restoreSilent=!0;try{await this.runScriptByName(e,i);const t=this.getTabByScript(e);a&&t&&this.markTabPersistent(t)}finally{ExcalidrawSidepanelView.restoreSilent=n}}async runScriptByName(e,t){const i=this.plugin.scriptEngine;if(!i)return;const a=i.getScriptFileByName(e);if(!a)return console.warn(`Excalidraw: could not restore sidepanel script '${e}' because the file was not found.`),this.persistedScripts.delete(e),void this.savePersistentScripts();try{const n=await this.plugin.app.vault.read(a);await i.executeScript(void 0,n,e,a);const s=this.scriptTabs.get(e);s&&s.setTitle(t)}catch(t){console.error(`Excalidraw: error while restoring sidepanel script '${e}'`,t)}}savePersistentScripts(){this.plugin.settings.sidepanelTabs=Array.from(this.persistedScripts.entries()).map((([e,t])=>JSON.stringify({script:e,title:t.title??e}))),this.plugin.saveSettings()}triggerActiveTabFocus(e=getLastActiveExcalidrawView(this.plugin)){if(!this.activeTabId)return;const t=this.tabs.get(this.activeTabId);t&&t.handleFocus(e??null)}notifyTabsWindowMigrated(e){this.tabs.forEach((t=>t.handleWindowMigration(e)))}removeViewEAs(e){this.tabHosts.forEach(((t,i)=>{if(!t||t.targetView!==e)return;t.targetView=null;const a=this.tabs.get(i);a?.onExcalidrawViewClosed()}))}addTabOption(e){if(!this.selectEl)return;const t=this.selectEl.createEl("option",{value:e.id,text:e.title});this.tabOptions.set(e.id,t),this.selectEl.disabled=!1,this.closeButtonEl&&(this.closeButtonEl.disabled=!1)}removeTabOption(e){const t=this.tabOptions.get(e.id);t&&(t.remove(),this.tabOptions.delete(e.id)),!this.tabOptions.size&&this.selectEl&&(this.selectEl.disabled=!0,this.selectEl.value=""),!this.tabOptions.size&&this.closeButtonEl&&(this.closeButtonEl.disabled=!0)}updateTabOptionTitle(e){const t=this.tabOptions.get(e.id);t&&(t.text=e.title)}updateEmptyStateVisibility(){const e=this.tabs.size>0;this.emptyStateEl&&(this.emptyStateEl.style.display=e?"none":""),this.closeButtonEl&&(this.closeButtonEl.disabled=!e),this.selectEl&&(this.selectEl.disabled=!e,e||(this.selectEl.value=""))}reveal(){this.app.workspace.revealLeaf(this.leaf)}}class Random{constructor(e){this.seed=e}next(){return this.seed?(2**31-1&(this.seed=Math.imul(48271,this.seed)))/2**31:Math.random()}}function isNothing(e){return null==e}function isObject(e){return"object"==typeof e&&null!==e}function toArray(e){return Array.isArray(e)?e:isNothing(e)?[]:[e]}function extend(e,t){var i,a,n,s;if(t)for(i=0,a=(s=Object.keys(t)).length;i<a;i+=1)e[n=s[i]]=t[n];return e}function repeat(e,t){var i,a="";for(i=0;i<t;i+=1)a+=e;return a}function isNegativeZero(e){return 0===e&&Number.NEGATIVE_INFINITY===1/e}var isNothing_1=isNothing,isObject_1=isObject,toArray_1=toArray,repeat_1=repeat,isNegativeZero_1=isNegativeZero,extend_1=extend,common={isNothing:isNothing_1,isObject:isObject_1,toArray:toArray_1,repeat:repeat_1,isNegativeZero:isNegativeZero_1,extend:extend_1};function formatError(e,t){var i="",a=e.reason||"(unknown reason)";return e.mark?(e.mark.name&&(i+='in "'+e.mark.name+'" '),i+="("+(e.mark.line+1)+":"+(e.mark.column+1)+")",!t&&e.mark.snippet&&(i+="\n\n"+e.mark.snippet),a+" "+i):a}function YAMLException$1(e,t){Error.call(this),this.name="YAMLException",this.reason=e,this.mark=t,this.message=formatError(this,!1),Error.captureStackTrace?Error.captureStackTrace(this,this.constructor):this.stack=(new Error).stack||""}YAMLException$1.prototype=Object.create(Error.prototype),YAMLException$1.prototype.constructor=YAMLException$1,YAMLException$1.prototype.toString=function(e){return this.name+": "+formatError(this,e)};var exception=YAMLException$1;function getLine(e,t,i,a,n){var s="",r="",o=Math.floor(n/2)-1;return a-t>o&&(t=a-o+(s=" ... ").length),i-a>o&&(i=a+o-(r=" ...").length),{str:s+e.slice(t,i).replace(/\t/g,"→")+r,pos:a-t+s.length}}function padStart(e,t){return common.repeat(" ",t-e.length)+e}function makeSnippet(e,t){if(t=Object.create(t||null),!e.buffer)return null;t.maxLength||(t.maxLength=79),"number"!=typeof t.indent&&(t.indent=1),"number"!=typeof t.linesBefore&&(t.linesBefore=3),"number"!=typeof t.linesAfter&&(t.linesAfter=2);for(var i,a=/\r?\n|\r|\0/g,n=[0],s=[],r=-1;i=a.exec(e.buffer);)s.push(i.index),n.push(i.index+i[0].length),e.position<=i.index&&r<0&&(r=n.length-2);r<0&&(r=n.length-1);var o,l,c="",d=Math.min(e.line+t.linesAfter,s.length).toString().length,h=t.maxLength-(t.indent+d+3);for(o=1;o<=t.linesBefore&&!(r-o<0);o++)l=getLine(e.buffer,n[r-o],s[r-o],e.position-(n[r]-n[r-o]),h),c=common.repeat(" ",t.indent)+padStart((e.line-o+1).toString(),d)+" | "+l.str+"\n"+c;for(l=getLine(e.buffer,n[r],s[r],e.position,h),c+=common.repeat(" ",t.indent)+padStart((e.line+1).toString(),d)+" | "+l.str+"\n",c+=common.repeat("-",t.indent+d+3+l.pos)+"^\n",o=1;o<=t.linesAfter&&!(r+o>=s.length);o++)l=getLine(e.buffer,n[r+o],s[r+o],e.position-(n[r]-n[r+o]),h),c+=common.repeat(" ",t.indent)+padStart((e.line+o+1).toString(),d)+" | "+l.str+"\n";return c.replace(/\n$/,"")}var snippet=makeSnippet,TYPE_CONSTRUCTOR_OPTIONS=["kind","multi","resolve","construct","instanceOf","predicate","represent","representName","defaultStyle","styleAliases"],YAML_NODE_KINDS=["scalar","sequence","mapping"];function compileStyleAliases(e){var t={};return null!==e&&Object.keys(e).forEach((function(i){e[i].forEach((function(e){t[String(e)]=i}))})),t}function Type$1(e,t){if(t=t||{},Object.keys(t).forEach((function(t){if(-1===TYPE_CONSTRUCTOR_OPTIONS.indexOf(t))throw new exception('Unknown option "'+t+'" is met in definition of "'+e+'" YAML type.')})),this.options=t,this.tag=e,this.kind=t.kind||null,this.resolve=t.resolve||function(){return!0},this.construct=t.construct||function(e){return e},this.instanceOf=t.instanceOf||null,this.predicate=t.predicate||null,this.represent=t.represent||null,this.representName=t.representName||null,this.defaultStyle=t.defaultStyle||null,this.multi=t.multi||!1,this.styleAliases=compileStyleAliases(t.styleAliases||null),-1===YAML_NODE_KINDS.indexOf(this.kind))throw new exception('Unknown kind "'+this.kind+'" is specified for "'+e+'" YAML type.')}var type$1=Type$1;function compileList(e,t){var i=[];return e[t].forEach((function(e){var t=i.length;i.forEach((function(i,a){i.tag===e.tag&&i.kind===e.kind&&i.multi===e.multi&&(t=a)})),i[t]=e})),i}function compileMap(){var e,t,i={scalar:{},sequence:{},mapping:{},fallback:{},multi:{scalar:[],sequence:[],mapping:[],fallback:[]}};function a(e){e.multi?(i.multi[e.kind].push(e),i.multi.fallback.push(e)):i[e.kind][e.tag]=i.fallback[e.tag]=e}for(e=0,t=arguments.length;e<t;e+=1)arguments[e].forEach(a);return i}function Schema$1(e){return this.extend(e)}Schema$1.prototype.extend=function(e){var t=[],i=[];if(e instanceof type$1)i.push(e);else if(Array.isArray(e))i=i.concat(e);else{if(!e||!Array.isArray(e.implicit)&&!Array.isArray(e.explicit))throw new exception("Schema.extend argument should be a Type, [ Type ], or a schema definition ({ implicit: [...], explicit: [...] })");e.implicit&&(t=t.concat(e.implicit)),e.explicit&&(i=i.concat(e.explicit))}t.forEach((function(e){if(!(e instanceof type$1))throw new exception("Specified list of YAML types (or a single Type object) contains a non-Type object.");if(e.loadKind&&"scalar"!==e.loadKind)throw new exception("There is a non-scalar type in the implicit list of a schema. Implicit resolving of such types is not supported.");if(e.multi)throw new exception("There is a multi type in the implicit list of a schema. Multi tags can only be listed as explicit.")})),i.forEach((function(e){if(!(e instanceof type$1))throw new exception("Specified list of YAML types (or a single Type object) contains a non-Type object.")}));var a=Object.create(Schema$1.prototype);return a.implicit=(this.implicit||[]).concat(t),a.explicit=(this.explicit||[]).concat(i),a.compiledImplicit=compileList(a,"implicit"),a.compiledExplicit=compileList(a,"explicit"),a.compiledTypeMap=compileMap(a.compiledImplicit,a.compiledExplicit),a};var schema=Schema$1,str=new type$1("tag:yaml.org,2002:str",{kind:"scalar",construct:function(e){return null!==e?e:""}}),seq=new type$1("tag:yaml.org,2002:seq",{kind:"sequence",construct:function(e){return null!==e?e:[]}}),map=new type$1("tag:yaml.org,2002:map",{kind:"mapping",construct:function(e){return null!==e?e:{}}}),failsafe=new schema({explicit:[str,seq,map]});function resolveYamlNull(e){if(null===e)return!0;var t=e.length;return 1===t&&"~"===e||4===t&&("null"===e||"Null"===e||"NULL"===e)}function constructYamlNull(){return null}function isNull(e){return null===e}var _null=new type$1("tag:yaml.org,2002:null",{kind:"scalar",resolve:resolveYamlNull,construct:constructYamlNull,predicate:isNull,represent:{canonical:function(){return"~"},lowercase:function(){return"null"},uppercase:function(){return"NULL"},camelcase:function(){return"Null"},empty:function(){return""}},defaultStyle:"lowercase"});function resolveYamlBoolean(e){if(null===e)return!1;var t=e.length;return 4===t&&("true"===e||"True"===e||"TRUE"===e)||5===t&&("false"===e||"False"===e||"FALSE"===e)}function constructYamlBoolean(e){return"true"===e||"True"===e||"TRUE"===e}function isBoolean(e){return"[object Boolean]"===Object.prototype.toString.call(e)}var bool=new type$1("tag:yaml.org,2002:bool",{kind:"scalar",resolve:resolveYamlBoolean,construct:constructYamlBoolean,predicate:isBoolean,represent:{lowercase:function(e){return e?"true":"false"},uppercase:function(e){return e?"TRUE":"FALSE"},camelcase:function(e){return e?"True":"False"}},defaultStyle:"lowercase"});function isHexCode(e){return 48<=e&&e<=57||65<=e&&e<=70||97<=e&&e<=102}function isOctCode(e){return 48<=e&&e<=55}function isDecCode(e){return 48<=e&&e<=57}function resolveYamlInteger(e){if(null===e)return!1;var t,i=e.length,a=0,n=!1;if(!i)return!1;if("-"!==(t=e[a])&&"+"!==t||(t=e[++a]),"0"===t){if(a+1===i)return!0;if("b"===(t=e[++a])){for(a++;a<i;a++)if("_"!==(t=e[a])){if("0"!==t&&"1"!==t)return!1;n=!0}return n&&"_"!==t}if("x"===t){for(a++;a<i;a++)if("_"!==(t=e[a])){if(!isHexCode(e.charCodeAt(a)))return!1;n=!0}return n&&"_"!==t}if("o"===t){for(a++;a<i;a++)if("_"!==(t=e[a])){if(!isOctCode(e.charCodeAt(a)))return!1;n=!0}return n&&"_"!==t}}if("_"===t)return!1;for(;a<i;a++)if("_"!==(t=e[a])){if(!isDecCode(e.charCodeAt(a)))return!1;n=!0}return!(!n||"_"===t)}function constructYamlInteger(e){var t,i=e,a=1;if(-1!==i.indexOf("_")&&(i=i.replace(/_/g,"")),"-"!==(t=i[0])&&"+"!==t||("-"===t&&(a=-1),t=(i=i.slice(1))[0]),"0"===i)return 0;if("0"===t){if("b"===i[1])return a*parseInt(i.slice(2),2);if("x"===i[1])return a*parseInt(i.slice(2),16);if("o"===i[1])return a*parseInt(i.slice(2),8)}return a*parseInt(i,10)}function isInteger(e){return"[object Number]"===Object.prototype.toString.call(e)&&e%1==0&&!common.isNegativeZero(e)}var int=new type$1("tag:yaml.org,2002:int",{kind:"scalar",resolve:resolveYamlInteger,construct:constructYamlInteger,predicate:isInteger,represent:{binary:function(e){return e>=0?"0b"+e.toString(2):"-0b"+e.toString(2).slice(1)},octal:function(e){return e>=0?"0o"+e.toString(8):"-0o"+e.toString(8).slice(1)},decimal:function(e){return e.toString(10)},hexadecimal:function(e){return e>=0?"0x"+e.toString(16).toUpperCase():"-0x"+e.toString(16).toUpperCase().slice(1)}},defaultStyle:"decimal",styleAliases:{binary:[2,"bin"],octal:[8,"oct"],decimal:[10,"dec"],hexadecimal:[16,"hex"]}}),YAML_FLOAT_PATTERN=new RegExp("^(?:[-+]?(?:[0-9][0-9_]*)(?:\\.[0-9_]*)?(?:[eE][-+]?[0-9]+)?|\\.[0-9_]+(?:[eE][-+]?[0-9]+)?|[-+]?\\.(?:inf|Inf|INF)|\\.(?:nan|NaN|NAN))$");function resolveYamlFloat(e){return null!==e&&!(!YAML_FLOAT_PATTERN.test(e)||"_"===e[e.length-1])}function constructYamlFloat(e){var t,i;return i="-"===(t=e.replace(/_/g,"").toLowerCase())[0]?-1:1,"+-".indexOf(t[0])>=0&&(t=t.slice(1)),".inf"===t?1===i?Number.POSITIVE_INFINITY:Number.NEGATIVE_INFINITY:".nan"===t?NaN:i*parseFloat(t,10)}var SCIENTIFIC_WITHOUT_DOT=/^[-+]?[0-9]+e/;function representYamlFloat(e,t){var i;if(isNaN(e))switch(t){case"lowercase":return".nan";case"uppercase":return".NAN";case"camelcase":return".NaN"}else if(Number.POSITIVE_INFINITY===e)switch(t){case"lowercase":return".inf";case"uppercase":return".INF";case"camelcase":return".Inf"}else if(Number.NEGATIVE_INFINITY===e)switch(t){case"lowercase":return"-.inf";case"uppercase":return"-.INF";case"camelcase":return"-.Inf"}else if(common.isNegativeZero(e))return"-0.0";return i=e.toString(10),SCIENTIFIC_WITHOUT_DOT.test(i)?i.replace("e",".e"):i}function isFloat(e){return"[object Number]"===Object.prototype.toString.call(e)&&(e%1!=0||common.isNegativeZero(e))}var float=new type$1("tag:yaml.org,2002:float",{kind:"scalar",resolve:resolveYamlFloat,construct:constructYamlFloat,predicate:isFloat,represent:representYamlFloat,defaultStyle:"lowercase"}),json=failsafe.extend({implicit:[_null,bool,int,float]}),core=json,YAML_DATE_REGEXP=new RegExp("^([0-9][0-9][0-9][0-9])-([0-9][0-9])-([0-9][0-9])$"),YAML_TIMESTAMP_REGEXP=new RegExp("^([0-9][0-9][0-9][0-9])-([0-9][0-9]?)-([0-9][0-9]?)(?:[Tt]|[ \\t]+)([0-9][0-9]?):([0-9][0-9]):([0-9][0-9])(?:\\.([0-9]*))?(?:[ \\t]*(Z|([-+])([0-9][0-9]?)(?::([0-9][0-9]))?))?$");function resolveYamlTimestamp(e){return null!==e&&(null!==YAML_DATE_REGEXP.exec(e)||null!==YAML_TIMESTAMP_REGEXP.exec(e))}function constructYamlTimestamp(e){var t,i,a,n,s,r,o,l,c=0,d=null;if(null===(t=YAML_DATE_REGEXP.exec(e))&&(t=YAML_TIMESTAMP_REGEXP.exec(e)),null===t)throw new Error("Date resolve error");if(i=+t[1],a=+t[2]-1,n=+t[3],!t[4])return new Date(Date.UTC(i,a,n));if(s=+t[4],r=+t[5],o=+t[6],t[7]){for(c=t[7].slice(0,3);c.length<3;)c+="0";c=+c}return t[9]&&(d=6e4*(60*+t[10]+ +(t[11]||0)),"-"===t[9]&&(d=-d)),l=new Date(Date.UTC(i,a,n,s,r,o,c)),d&&l.setTime(l.getTime()-d),l}function representYamlTimestamp(e){return e.toISOString()}var timestamp=new type$1("tag:yaml.org,2002:timestamp",{kind:"scalar",resolve:resolveYamlTimestamp,construct:constructYamlTimestamp,instanceOf:Date,represent:representYamlTimestamp});function resolveYamlMerge(e){return"<<"===e||null===e}var merge=new type$1("tag:yaml.org,2002:merge",{kind:"scalar",resolve:resolveYamlMerge}),BASE64_MAP="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=\n\r";function resolveYamlBinary(e){if(null===e)return!1;var t,i,a=0,n=e.length,s=BASE64_MAP;for(i=0;i<n;i++)if(!((t=s.indexOf(e.charAt(i)))>64)){if(t<0)return!1;a+=6}return a%8==0}function constructYamlBinary(e){var t,i,a=e.replace(/[\r\n=]/g,""),n=a.length,s=BASE64_MAP,r=0,o=[];for(t=0;t<n;t++)t%4==0&&t&&(o.push(r>>16&255),o.push(r>>8&255),o.push(255&r)),r=r<<6|s.indexOf(a.charAt(t));return 0==(i=n%4*6)?(o.push(r>>16&255),o.push(r>>8&255),o.push(255&r)):18===i?(o.push(r>>10&255),o.push(r>>2&255)):12===i&&o.push(r>>4&255),new Uint8Array(o)}function representYamlBinary(e){var t,i,a="",n=0,s=e.length,r=BASE64_MAP;for(t=0;t<s;t++)t%3==0&&t&&(a+=r[n>>18&63],a+=r[n>>12&63],a+=r[n>>6&63],a+=r[63&n]),n=(n<<8)+e[t];return 0==(i=s%3)?(a+=r[n>>18&63],a+=r[n>>12&63],a+=r[n>>6&63],a+=r[63&n]):2===i?(a+=r[n>>10&63],a+=r[n>>4&63],a+=r[n<<2&63],a+=r[64]):1===i&&(a+=r[n>>2&63],a+=r[n<<4&63],a+=r[64],a+=r[64]),a}function isBinary(e){return"[object Uint8Array]"===Object.prototype.toString.call(e)}var binary=new type$1("tag:yaml.org,2002:binary",{kind:"scalar",resolve:resolveYamlBinary,construct:constructYamlBinary,predicate:isBinary,represent:representYamlBinary}),_hasOwnProperty$3=Object.prototype.hasOwnProperty,_toString$2=Object.prototype.toString;function resolveYamlOmap(e){if(null===e)return!0;var t,i,a,n,s,r=[],o=e;for(t=0,i=o.length;t<i;t+=1){if(a=o[t],s=!1,"[object Object]"!==_toString$2.call(a))return!1;for(n in a)if(_hasOwnProperty$3.call(a,n)){if(s)return!1;s=!0}if(!s)return!1;if(-1!==r.indexOf(n))return!1;r.push(n)}return!0}function constructYamlOmap(e){return null!==e?e:[]}var omap=new type$1("tag:yaml.org,2002:omap",{kind:"sequence",resolve:resolveYamlOmap,construct:constructYamlOmap}),_toString$1=Object.prototype.toString;function resolveYamlPairs(e){if(null===e)return!0;var t,i,a,n,s,r=e;for(s=new Array(r.length),t=0,i=r.length;t<i;t+=1){if(a=r[t],"[object Object]"!==_toString$1.call(a))return!1;if(1!==(n=Object.keys(a)).length)return!1;s[t]=[n[0],a[n[0]]]}return!0}function constructYamlPairs(e){if(null===e)return[];var t,i,a,n,s,r=e;for(s=new Array(r.length),t=0,i=r.length;t<i;t+=1)a=r[t],n=Object.keys(a),s[t]=[n[0],a[n[0]]];return s}var pairs=new type$1("tag:yaml.org,2002:pairs",{kind:"sequence",resolve:resolveYamlPairs,construct:constructYamlPairs}),_hasOwnProperty$2=Object.prototype.hasOwnProperty;function resolveYamlSet(e){if(null===e)return!0;var t,i=e;for(t in i)if(_hasOwnProperty$2.call(i,t)&&null!==i[t])return!1;return!0}function constructYamlSet(e){return null!==e?e:{}}var set=new type$1("tag:yaml.org,2002:set",{kind:"mapping",resolve:resolveYamlSet,construct:constructYamlSet}),_default=core.extend({implicit:[timestamp,merge],explicit:[binary,omap,pairs,set]}),_hasOwnProperty$1=Object.prototype.hasOwnProperty,CONTEXT_FLOW_IN=1,CONTEXT_FLOW_OUT=2,CONTEXT_BLOCK_IN=3,CONTEXT_BLOCK_OUT=4,CHOMPING_CLIP=1,CHOMPING_STRIP=2,CHOMPING_KEEP=3,PATTERN_NON_PRINTABLE=/[\x00-\x08\x0B\x0C\x0E-\x1F\x7F-\x84\x86-\x9F\uFFFE\uFFFF]|[\uD800-\uDBFF](?![\uDC00-\uDFFF])|(?:[^\uD800-\uDBFF]|^)[\uDC00-\uDFFF]/,PATTERN_NON_ASCII_LINE_BREAKS=/[\x85\u2028\u2029]/,PATTERN_FLOW_INDICATORS=/[,\[\]\{\}]/,PATTERN_TAG_HANDLE=/^(?:!|!!|![a-z\-]+!)$/i,PATTERN_TAG_URI=/^(?:!|[^,\[\]\{\}])(?:%[0-9a-f]{2}|[0-9a-z\-#;\/\?:@&=\+\$,_\.!~\*'\(\)\[\]])*$/i;function _class(e){return Object.prototype.toString.call(e)}function is_EOL(e){return 10===e||13===e}function is_WHITE_SPACE(e){return 9===e||32===e}function is_WS_OR_EOL(e){return 9===e||32===e||10===e||13===e}function is_FLOW_INDICATOR(e){return 44===e||91===e||93===e||123===e||125===e}function fromHexCode(e){var t;return 48<=e&&e<=57?e-48:97<=(t=32|e)&&t<=102?t-97+10:-1}function escapedHexLen(e){return 120===e?2:117===e?4:85===e?8:0}function fromDecimalCode(e){return 48<=e&&e<=57?e-48:-1}function simpleEscapeSequence(e){return 48===e?"\0":97===e?"":98===e?"\b":116===e||9===e?"\t":110===e?"\n":118===e?"\v":102===e?"\f":114===e?"\r":101===e?"":32===e?" ":34===e?'"':47===e?"/":92===e?"\\":78===e?"…":95===e?" ":76===e?"\u2028":80===e?"\u2029":""}function charFromCodepoint(e){return e<=65535?String.fromCharCode(e):String.fromCharCode(55296+(e-65536>>10),56320+(e-65536&1023))}for(var simpleEscapeCheck=new Array(256),simpleEscapeMap=new Array(256),i$a=0;i$a<256;i$a++)simpleEscapeCheck[i$a]=simpleEscapeSequence(i$a)?1:0,simpleEscapeMap[i$a]=simpleEscapeSequence(i$a);function State$1(e,t){this.input=e,this.filename=t.filename||null,this.schema=t.schema||_default,this.onWarning=t.onWarning||null,this.legacy=t.legacy||!1,this.json=t.json||!1,this.listener=t.listener||null,this.implicitTypes=this.schema.compiledImplicit,this.typeMap=this.schema.compiledTypeMap,this.length=e.length,this.position=0,this.line=0,this.lineStart=0,this.lineIndent=0,this.firstTabInLine=-1,this.documents=[]}function generateError(e,t){var i={name:e.filename,buffer:e.input.slice(0,-1),position:e.position,line:e.line,column:e.position-e.lineStart};return i.snippet=snippet(i),new exception(t,i)}function throwError(e,t){throw generateError(e,t)}function throwWarning(e,t){e.onWarning&&e.onWarning.call(null,generateError(e,t))}var directiveHandlers={YAML:function(e,t,i){var a,n,s;null!==e.version&&throwError(e,"duplication of %YAML directive"),1!==i.length&&throwError(e,"YAML directive accepts exactly one argument"),null===(a=/^([0-9]+)\.([0-9]+)$/.exec(i[0]))&&throwError(e,"ill-formed argument of the YAML directive"),n=parseInt(a[1],10),s=parseInt(a[2],10),1!==n&&throwError(e,"unacceptable YAML version of the document"),e.version=i[0],e.checkLineBreaks=s<2,1!==s&&2!==s&&throwWarning(e,"unsupported YAML version of the document")},TAG:function(e,t,i){var a,n;2!==i.length&&throwError(e,"TAG directive accepts exactly two arguments"),a=i[0],n=i[1],PATTERN_TAG_HANDLE.test(a)||throwError(e,"ill-formed tag handle (first argument) of the TAG directive"),_hasOwnProperty$1.call(e.tagMap,a)&&throwError(e,'there is a previously declared suffix for "'+a+'" tag handle'),PATTERN_TAG_URI.test(n)||throwError(e,"ill-formed tag prefix (second argument) of the TAG directive");try{n=decodeURIComponent(n)}catch(t){throwError(e,"tag prefix is malformed: "+n)}e.tagMap[a]=n}};function captureSegment(e,t,i,a){var n,s,r,o;if(t<i){if(o=e.input.slice(t,i),a)for(n=0,s=o.length;n<s;n+=1)9===(r=o.charCodeAt(n))||32<=r&&r<=1114111||throwError(e,"expected valid JSON character");else PATTERN_NON_PRINTABLE.test(o)&&throwError(e,"the stream contains non-printable characters");e.result+=o}}function mergeMappings(e,t,i,a){var n,s,r,o;for(common.isObject(i)||throwError(e,"cannot merge mappings; the provided source object is unacceptable"),r=0,o=(n=Object.keys(i)).length;r<o;r+=1)s=n[r],_hasOwnProperty$1.call(t,s)||(t[s]=i[s],a[s]=!0)}function storeMappingPair(e,t,i,a,n,s,r,o,l){var c,d;if(Array.isArray(n))for(c=0,d=(n=Array.prototype.slice.call(n)).length;c<d;c+=1)Array.isArray(n[c])&&throwError(e,"nested arrays are not supported inside keys"),"object"==typeof n&&"[object Object]"===_class(n[c])&&(n[c]="[object Object]");if("object"==typeof n&&"[object Object]"===_class(n)&&(n="[object Object]"),n=String(n),null===t&&(t={}),"tag:yaml.org,2002:merge"===a)if(Array.isArray(s))for(c=0,d=s.length;c<d;c+=1)mergeMappings(e,t,s[c],i);else mergeMappings(e,t,s,i);else e.json||_hasOwnProperty$1.call(i,n)||!_hasOwnProperty$1.call(t,n)||(e.line=r||e.line,e.lineStart=o||e.lineStart,e.position=l||e.position,throwError(e,"duplicated mapping key")),"__proto__"===n?Object.defineProperty(t,n,{configurable:!0,enumerable:!0,writable:!0,value:s}):t[n]=s,delete i[n];return t}function readLineBreak(e){var t;10===(t=e.input.charCodeAt(e.position))?e.position++:13===t?(e.position++,10===e.input.charCodeAt(e.position)&&e.position++):throwError(e,"a line break is expected"),e.line+=1,e.lineStart=e.position,e.firstTabInLine=-1}function skipSeparationSpace(e,t,i){for(var a=0,n=e.input.charCodeAt(e.position);0!==n;){for(;is_WHITE_SPACE(n);)9===n&&-1===e.firstTabInLine&&(e.firstTabInLine=e.position),n=e.input.charCodeAt(++e.position);if(t&&35===n)do{n=e.input.charCodeAt(++e.position)}while(10!==n&&13!==n&&0!==n);if(!is_EOL(n))break;for(readLineBreak(e),n=e.input.charCodeAt(e.position),a++,e.lineIndent=0;32===n;)e.lineIndent++,n=e.input.charCodeAt(++e.position)}return-1!==i&&0!==a&&e.lineIndent<i&&throwWarning(e,"deficient indentation"),a}function testDocumentSeparator(e){var t,i=e.position;return!(45!==(t=e.input.charCodeAt(i))&&46!==t||t!==e.input.charCodeAt(i+1)||t!==e.input.charCodeAt(i+2)||(i+=3,0!==(t=e.input.charCodeAt(i))&&!is_WS_OR_EOL(t)))}function writeFoldedLines(e,t){1===t?e.result+=" ":t>1&&(e.result+=common.repeat("\n",t-1))}function readPlainScalar(e,t,i){var a,n,s,r,o,l,c,d,h=e.kind,p=e.result;if(is_WS_OR_EOL(d=e.input.charCodeAt(e.position))||is_FLOW_INDICATOR(d)||35===d||38===d||42===d||33===d||124===d||62===d||39===d||34===d||37===d||64===d||96===d)return!1;if((63===d||45===d)&&(is_WS_OR_EOL(a=e.input.charCodeAt(e.position+1))||i&&is_FLOW_INDICATOR(a)))return!1;for(e.kind="scalar",e.result="",n=s=e.position,r=!1;0!==d;){if(58===d){if(is_WS_OR_EOL(a=e.input.charCodeAt(e.position+1))||i&&is_FLOW_INDICATOR(a))break}else if(35===d){if(is_WS_OR_EOL(e.input.charCodeAt(e.position-1)))break}else{if(e.position===e.lineStart&&testDocumentSeparator(e)||i&&is_FLOW_INDICATOR(d))break;if(is_EOL(d)){if(o=e.line,l=e.lineStart,c=e.lineIndent,skipSeparationSpace(e,!1,-1),e.lineIndent>=t){r=!0,d=e.input.charCodeAt(e.position);continue}e.position=s,e.line=o,e.lineStart=l,e.lineIndent=c;break}}r&&(captureSegment(e,n,s,!1),writeFoldedLines(e,e.line-o),n=s=e.position,r=!1),is_WHITE_SPACE(d)||(s=e.position+1),d=e.input.charCodeAt(++e.position)}return captureSegment(e,n,s,!1),!!e.result||(e.kind=h,e.result=p,!1)}function readSingleQuotedScalar(e,t){var i,a,n;if(39!==(i=e.input.charCodeAt(e.position)))return!1;for(e.kind="scalar",e.result="",e.position++,a=n=e.position;0!==(i=e.input.charCodeAt(e.position));)if(39===i){if(captureSegment(e,a,e.position,!0),39!==(i=e.input.charCodeAt(++e.position)))return!0;a=e.position,e.position++,n=e.position}else is_EOL(i)?(captureSegment(e,a,n,!0),writeFoldedLines(e,skipSeparationSpace(e,!1,t)),a=n=e.position):e.position===e.lineStart&&testDocumentSeparator(e)?throwError(e,"unexpected end of the document within a single quoted scalar"):(e.position++,n=e.position);throwError(e,"unexpected end of the stream within a single quoted scalar")}function readDoubleQuotedScalar(e,t){var i,a,n,s,r,o;if(34!==(o=e.input.charCodeAt(e.position)))return!1;for(e.kind="scalar",e.result="",e.position++,i=a=e.position;0!==(o=e.input.charCodeAt(e.position));){if(34===o)return captureSegment(e,i,e.position,!0),e.position++,!0;if(92===o){if(captureSegment(e,i,e.position,!0),is_EOL(o=e.input.charCodeAt(++e.position)))skipSeparationSpace(e,!1,t);else if(o<256&&simpleEscapeCheck[o])e.result+=simpleEscapeMap[o],e.position++;else if((r=escapedHexLen(o))>0){for(n=r,s=0;n>0;n--)(r=fromHexCode(o=e.input.charCodeAt(++e.position)))>=0?s=(s<<4)+r:throwError(e,"expected hexadecimal character");e.result+=charFromCodepoint(s),e.position++}else throwError(e,"unknown escape sequence");i=a=e.position}else is_EOL(o)?(captureSegment(e,i,a,!0),writeFoldedLines(e,skipSeparationSpace(e,!1,t)),i=a=e.position):e.position===e.lineStart&&testDocumentSeparator(e)?throwError(e,"unexpected end of the document within a double quoted scalar"):(e.position++,a=e.position)}throwError(e,"unexpected end of the stream within a double quoted scalar")}function readFlowCollection(e,t){var i,a,n,s,r,o,l,c,d,h,p,u,m=!0,g=e.tag,f=e.anchor,b=Object.create(null);if(91===(u=e.input.charCodeAt(e.position)))r=93,c=!1,s=[];else{if(123!==u)return!1;r=125,c=!0,s={}}for(null!==e.anchor&&(e.anchorMap[e.anchor]=s),u=e.input.charCodeAt(++e.position);0!==u;){if(skipSeparationSpace(e,!0,t),(u=e.input.charCodeAt(e.position))===r)return e.position++,e.tag=g,e.anchor=f,e.kind=c?"mapping":"sequence",e.result=s,!0;m?44===u&&throwError(e,"expected the node content, but found ','"):throwError(e,"missed comma between flow collection entries"),p=null,o=l=!1,63===u&&is_WS_OR_EOL(e.input.charCodeAt(e.position+1))&&(o=l=!0,e.position++,skipSeparationSpace(e,!0,t)),i=e.line,a=e.lineStart,n=e.position,composeNode(e,t,CONTEXT_FLOW_IN,!1,!0),h=e.tag,d=e.result,skipSeparationSpace(e,!0,t),u=e.input.charCodeAt(e.position),!l&&e.line!==i||58!==u||(o=!0,u=e.input.charCodeAt(++e.position),skipSeparationSpace(e,!0,t),composeNode(e,t,CONTEXT_FLOW_IN,!1,!0),p=e.result),c?storeMappingPair(e,s,b,h,d,p,i,a,n):o?s.push(storeMappingPair(e,null,b,h,d,p,i,a,n)):s.push(d),skipSeparationSpace(e,!0,t),44===(u=e.input.charCodeAt(e.position))?(m=!0,u=e.input.charCodeAt(++e.position)):m=!1}throwError(e,"unexpected end of the stream within a flow collection")}function readBlockScalar(e,t){var i,a,n,s,r=CHOMPING_CLIP,o=!1,l=!1,c=t,d=0,h=!1;if(124===(s=e.input.charCodeAt(e.position)))a=!1;else{if(62!==s)return!1;a=!0}for(e.kind="scalar",e.result="";0!==s;)if(43===(s=e.input.charCodeAt(++e.position))||45===s)CHOMPING_CLIP===r?r=43===s?CHOMPING_KEEP:CHOMPING_STRIP:throwError(e,"repeat of a chomping mode identifier");else{if(!((n=fromDecimalCode(s))>=0))break;0===n?throwError(e,"bad explicit indentation width of a block scalar; it cannot be less than one"):l?throwError(e,"repeat of an indentation width identifier"):(c=t+n-1,l=!0)}if(is_WHITE_SPACE(s)){do{s=e.input.charCodeAt(++e.position)}while(is_WHITE_SPACE(s));if(35===s)do{s=e.input.charCodeAt(++e.position)}while(!is_EOL(s)&&0!==s)}for(;0!==s;){for(readLineBreak(e),e.lineIndent=0,s=e.input.charCodeAt(e.position);(!l||e.lineIndent<c)&&32===s;)e.lineIndent++,s=e.input.charCodeAt(++e.position);if(!l&&e.lineIndent>c&&(c=e.lineIndent),is_EOL(s))d++;else{if(e.lineIndent<c){r===CHOMPING_KEEP?e.result+=common.repeat("\n",o?1+d:d):r===CHOMPING_CLIP&&o&&(e.result+="\n");break}for(a?is_WHITE_SPACE(s)?(h=!0,e.result+=common.repeat("\n",o?1+d:d)):h?(h=!1,e.result+=common.repeat("\n",d+1)):0===d?o&&(e.result+=" "):e.result+=common.repeat("\n",d):e.result+=common.repeat("\n",o?1+d:d),o=!0,l=!0,d=0,i=e.position;!is_EOL(s)&&0!==s;)s=e.input.charCodeAt(++e.position);captureSegment(e,i,e.position,!1)}}return!0}function readBlockSequence(e,t){var i,a,n=e.tag,s=e.anchor,r=[],o=!1;if(-1!==e.firstTabInLine)return!1;for(null!==e.anchor&&(e.anchorMap[e.anchor]=r),a=e.input.charCodeAt(e.position);0!==a&&(-1!==e.firstTabInLine&&(e.position=e.firstTabInLine,throwError(e,"tab characters must not be used in indentation")),45===a)&&is_WS_OR_EOL(e.input.charCodeAt(e.position+1));)if(o=!0,e.position++,skipSeparationSpace(e,!0,-1)&&e.lineIndent<=t)r.push(null),a=e.input.charCodeAt(e.position);else if(i=e.line,composeNode(e,t,CONTEXT_BLOCK_IN,!1,!0),r.push(e.result),skipSeparationSpace(e,!0,-1),a=e.input.charCodeAt(e.position),(e.line===i||e.lineIndent>t)&&0!==a)throwError(e,"bad indentation of a sequence entry");else if(e.lineIndent<t)break;return!!o&&(e.tag=n,e.anchor=s,e.kind="sequence",e.result=r,!0)}function readBlockMapping(e,t,i){var a,n,s,r,o,l,c,d=e.tag,h=e.anchor,p={},u=Object.create(null),m=null,g=null,f=null,b=!1,U=!1;if(-1!==e.firstTabInLine)return!1;for(null!==e.anchor&&(e.anchorMap[e.anchor]=p),c=e.input.charCodeAt(e.position);0!==c;){if(b||-1===e.firstTabInLine||(e.position=e.firstTabInLine,throwError(e,"tab characters must not be used in indentation")),a=e.input.charCodeAt(e.position+1),s=e.line,63!==c&&58!==c||!is_WS_OR_EOL(a)){if(r=e.line,o=e.lineStart,l=e.position,!composeNode(e,i,CONTEXT_FLOW_OUT,!1,!0))break;if(e.line===s){for(c=e.input.charCodeAt(e.position);is_WHITE_SPACE(c);)c=e.input.charCodeAt(++e.position);if(58===c)is_WS_OR_EOL(c=e.input.charCodeAt(++e.position))||throwError(e,"a whitespace character is expected after the key-value separator within a block mapping"),b&&(storeMappingPair(e,p,u,m,g,null,r,o,l),m=g=f=null),U=!0,b=!1,n=!1,m=e.tag,g=e.result;else{if(!U)return e.tag=d,e.anchor=h,!0;throwError(e,"can not read an implicit mapping pair; a colon is missed")}}else{if(!U)return e.tag=d,e.anchor=h,!0;throwError(e,"can not read a block mapping entry; a multiline key may not be an implicit key")}}else 63===c?(b&&(storeMappingPair(e,p,u,m,g,null,r,o,l),m=g=f=null),U=!0,b=!0,n=!0):b?(b=!1,n=!0):throwError(e,"incomplete explicit mapping pair; a key node is missed; or followed by a non-tabulated empty line"),e.position+=1,c=a;if((e.line===s||e.lineIndent>t)&&(b&&(r=e.line,o=e.lineStart,l=e.position),composeNode(e,t,CONTEXT_BLOCK_OUT,!0,n)&&(b?g=e.result:f=e.result),b||(storeMappingPair(e,p,u,m,g,f,r,o,l),m=g=f=null),skipSeparationSpace(e,!0,-1),c=e.input.charCodeAt(e.position)),(e.line===s||e.lineIndent>t)&&0!==c)throwError(e,"bad indentation of a mapping entry");else if(e.lineIndent<t)break}return b&&storeMappingPair(e,p,u,m,g,null,r,o,l),U&&(e.tag=d,e.anchor=h,e.kind="mapping",e.result=p),U}function readTagProperty(e){var t,i,a,n,s=!1,r=!1;if(33!==(n=e.input.charCodeAt(e.position)))return!1;if(null!==e.tag&&throwError(e,"duplication of a tag property"),60===(n=e.input.charCodeAt(++e.position))?(s=!0,n=e.input.charCodeAt(++e.position)):33===n?(r=!0,i="!!",n=e.input.charCodeAt(++e.position)):i="!",t=e.position,s){do{n=e.input.charCodeAt(++e.position)}while(0!==n&&62!==n);e.position<e.length?(a=e.input.slice(t,e.position),n=e.input.charCodeAt(++e.position)):throwError(e,"unexpected end of the stream within a verbatim tag")}else{for(;0!==n&&!is_WS_OR_EOL(n);)33===n&&(r?throwError(e,"tag suffix cannot contain exclamation marks"):(i=e.input.slice(t-1,e.position+1),PATTERN_TAG_HANDLE.test(i)||throwError(e,"named tag handle cannot contain such characters"),r=!0,t=e.position+1)),n=e.input.charCodeAt(++e.position);a=e.input.slice(t,e.position),PATTERN_FLOW_INDICATORS.test(a)&&throwError(e,"tag suffix cannot contain flow indicator characters")}a&&!PATTERN_TAG_URI.test(a)&&throwError(e,"tag name cannot contain such characters: "+a);try{a=decodeURIComponent(a)}catch(t){throwError(e,"tag name is malformed: "+a)}return s?e.tag=a:_hasOwnProperty$1.call(e.tagMap,i)?e.tag=e.tagMap[i]+a:"!"===i?e.tag="!"+a:"!!"===i?e.tag="tag:yaml.org,2002:"+a:throwError(e,'undeclared tag handle "'+i+'"'),!0}function readAnchorProperty(e){var t,i;if(38!==(i=e.input.charCodeAt(e.position)))return!1;for(null!==e.anchor&&throwError(e,"duplication of an anchor property"),i=e.input.charCodeAt(++e.position),t=e.position;0!==i&&!is_WS_OR_EOL(i)&&!is_FLOW_INDICATOR(i);)i=e.input.charCodeAt(++e.position);return e.position===t&&throwError(e,"name of an anchor node must contain at least one character"),e.anchor=e.input.slice(t,e.position),!0}function readAlias(e){var t,i,a;if(42!==(a=e.input.charCodeAt(e.position)))return!1;for(a=e.input.charCodeAt(++e.position),t=e.position;0!==a&&!is_WS_OR_EOL(a)&&!is_FLOW_INDICATOR(a);)a=e.input.charCodeAt(++e.position);return e.position===t&&throwError(e,"name of an alias node must contain at least one character"),i=e.input.slice(t,e.position),_hasOwnProperty$1.call(e.anchorMap,i)||throwError(e,'unidentified alias "'+i+'"'),e.result=e.anchorMap[i],skipSeparationSpace(e,!0,-1),!0}function composeNode(e,t,i,a,n){var s,r,o,l,c,d,h,p,u,m=1,g=!1,f=!1;if(null!==e.listener&&e.listener("open",e),e.tag=null,e.anchor=null,e.kind=null,e.result=null,s=r=o=CONTEXT_BLOCK_OUT===i||CONTEXT_BLOCK_IN===i,a&&skipSeparationSpace(e,!0,-1)&&(g=!0,e.lineIndent>t?m=1:e.lineIndent===t?m=0:e.lineIndent<t&&(m=-1)),1===m)for(;readTagProperty(e)||readAnchorProperty(e);)skipSeparationSpace(e,!0,-1)?(g=!0,o=s,e.lineIndent>t?m=1:e.lineIndent===t?m=0:e.lineIndent<t&&(m=-1)):o=!1;if(o&&(o=g||n),1!==m&&CONTEXT_BLOCK_OUT!==i||(p=CONTEXT_FLOW_IN===i||CONTEXT_FLOW_OUT===i?t:t+1,u=e.position-e.lineStart,1===m?o&&(readBlockSequence(e,u)||readBlockMapping(e,u,p))||readFlowCollection(e,p)?f=!0:(r&&readBlockScalar(e,p)||readSingleQuotedScalar(e,p)||readDoubleQuotedScalar(e,p)?f=!0:readAlias(e)?(f=!0,null===e.tag&&null===e.anchor||throwError(e,"alias node should not have any properties")):readPlainScalar(e,p,CONTEXT_FLOW_IN===i)&&(f=!0,null===e.tag&&(e.tag="?")),null!==e.anchor&&(e.anchorMap[e.anchor]=e.result)):0===m&&(f=o&&readBlockSequence(e,u))),null===e.tag)null!==e.anchor&&(e.anchorMap[e.anchor]=e.result);else if("?"===e.tag){for(null!==e.result&&"scalar"!==e.kind&&throwError(e,'unacceptable node kind for !<?> tag; it should be "scalar", not "'+e.kind+'"'),l=0,c=e.implicitTypes.length;l<c;l+=1)if((h=e.implicitTypes[l]).resolve(e.result)){e.result=h.construct(e.result),e.tag=h.tag,null!==e.anchor&&(e.anchorMap[e.anchor]=e.result);break}}else if("!"!==e.tag){if(_hasOwnProperty$1.call(e.typeMap[e.kind||"fallback"],e.tag))h=e.typeMap[e.kind||"fallback"][e.tag];else for(h=null,l=0,c=(d=e.typeMap.multi[e.kind||"fallback"]).length;l<c;l+=1)if(e.tag.slice(0,d[l].tag.length)===d[l].tag){h=d[l];break}h||throwError(e,"unknown tag !<"+e.tag+">"),null!==e.result&&h.kind!==e.kind&&throwError(e,"unacceptable node kind for !<"+e.tag+'> tag; it should be "'+h.kind+'", not "'+e.kind+'"'),h.resolve(e.result,e.tag)?(e.result=h.construct(e.result,e.tag),null!==e.anchor&&(e.anchorMap[e.anchor]=e.result)):throwError(e,"cannot resolve a node with !<"+e.tag+"> explicit tag")}return null!==e.listener&&e.listener("close",e),null!==e.tag||null!==e.anchor||f}function readDocument(e){var t,i,a,n,s=e.position,r=!1;for(e.version=null,e.checkLineBreaks=e.legacy,e.tagMap=Object.create(null),e.anchorMap=Object.create(null);0!==(n=e.input.charCodeAt(e.position))&&(skipSeparationSpace(e,!0,-1),n=e.input.charCodeAt(e.position),!(e.lineIndent>0||37!==n));){for(r=!0,n=e.input.charCodeAt(++e.position),t=e.position;0!==n&&!is_WS_OR_EOL(n);)n=e.input.charCodeAt(++e.position);for(a=[],(i=e.input.slice(t,e.position)).length<1&&throwError(e,"directive name must not be less than one character in length");0!==n;){for(;is_WHITE_SPACE(n);)n=e.input.charCodeAt(++e.position);if(35===n){do{n=e.input.charCodeAt(++e.position)}while(0!==n&&!is_EOL(n));break}if(is_EOL(n))break;for(t=e.position;0!==n&&!is_WS_OR_EOL(n);)n=e.input.charCodeAt(++e.position);a.push(e.input.slice(t,e.position))}0!==n&&readLineBreak(e),_hasOwnProperty$1.call(directiveHandlers,i)?directiveHandlers[i](e,i,a):throwWarning(e,'unknown document directive "'+i+'"')}skipSeparationSpace(e,!0,-1),0===e.lineIndent&&45===e.input.charCodeAt(e.position)&&45===e.input.charCodeAt(e.position+1)&&45===e.input.charCodeAt(e.position+2)?(e.position+=3,skipSeparationSpace(e,!0,-1)):r&&throwError(e,"directives end mark is expected"),composeNode(e,e.lineIndent-1,CONTEXT_BLOCK_OUT,!1,!0),skipSeparationSpace(e,!0,-1),e.checkLineBreaks&&PATTERN_NON_ASCII_LINE_BREAKS.test(e.input.slice(s,e.position))&&throwWarning(e,"non-ASCII line breaks are interpreted as content"),e.documents.push(e.result),e.position===e.lineStart&&testDocumentSeparator(e)?46===e.input.charCodeAt(e.position)&&(e.position+=3,skipSeparationSpace(e,!0,-1)):e.position<e.length-1&&throwError(e,"end of the stream or a document separator is expected")}function loadDocuments(e,t){t=t||{},0!==(e=String(e)).length&&(10!==e.charCodeAt(e.length-1)&&13!==e.charCodeAt(e.length-1)&&(e+="\n"),65279===e.charCodeAt(0)&&(e=e.slice(1)));var i=new State$1(e,t),a=e.indexOf("\0");for(-1!==a&&(i.position=a,throwError(i,"null byte is not allowed in input")),i.input+="\0";32===i.input.charCodeAt(i.position);)i.lineIndent+=1,i.position+=1;for(;i.position<i.length-1;)readDocument(i);return i.documents}function loadAll$1(e,t,i){null!==t&&"object"==typeof t&&void 0===i&&(i=t,t=null);var a=loadDocuments(e,i);if("function"!=typeof t)return a;for(var n=0,s=a.length;n<s;n+=1)t(a[n])}function load$1(e,t){var i=loadDocuments(e,t);if(0!==i.length){if(1===i.length)return i[0];throw new exception("expected a single document in the stream, but found more")}}var loadAll_1=loadAll$1,load_1=load$1,loader={loadAll:loadAll_1,load:load_1},_toString=Object.prototype.toString,_hasOwnProperty=Object.prototype.hasOwnProperty,CHAR_BOM=65279,CHAR_TAB=9,CHAR_LINE_FEED=10,CHAR_CARRIAGE_RETURN=13,CHAR_SPACE=32,CHAR_EXCLAMATION=33,CHAR_DOUBLE_QUOTE=34,CHAR_SHARP=35,CHAR_PERCENT=37,CHAR_AMPERSAND=38,CHAR_SINGLE_QUOTE=39,CHAR_ASTERISK=42,CHAR_COMMA=44,CHAR_MINUS=45,CHAR_COLON=58,CHAR_EQUALS=61,CHAR_GREATER_THAN=62,CHAR_QUESTION=63,CHAR_COMMERCIAL_AT=64,CHAR_LEFT_SQUARE_BRACKET=91,CHAR_RIGHT_SQUARE_BRACKET=93,CHAR_GRAVE_ACCENT=96,CHAR_LEFT_CURLY_BRACKET=123,CHAR_VERTICAL_LINE=124,CHAR_RIGHT_CURLY_BRACKET=125,ESCAPE_SEQUENCES={0:"\\0",7:"\\a",8:"\\b",9:"\\t",10:"\\n",11:"\\v",12:"\\f",13:"\\r",27:"\\e",34:'\\"',92:"\\\\",133:"\\N",160:"\\_",8232:"\\L",8233:"\\P"},DEPRECATED_BOOLEANS_SYNTAX=["y","Y","yes","Yes","YES","on","On","ON","n","N","no","No","NO","off","Off","OFF"],DEPRECATED_BASE60_SYNTAX=/^[-+]?[0-9_]+(?::[0-9_]+)+(?:\.[0-9_]*)?$/;function compileStyleMap(e,t){var i,a,n,s,r,o,l;if(null===t)return{};for(i={},n=0,s=(a=Object.keys(t)).length;n<s;n+=1)r=a[n],o=String(t[r]),"!!"===r.slice(0,2)&&(r="tag:yaml.org,2002:"+r.slice(2)),(l=e.compiledTypeMap.fallback[r])&&_hasOwnProperty.call(l.styleAliases,o)&&(o=l.styleAliases[o]),i[r]=o;return i}function encodeHex(e){var t,i,a;if(t=e.toString(16).toUpperCase(),e<=255)i="x",a=2;else if(e<=65535)i="u",a=4;else{if(!(e<=4294967295))throw new exception("code point within a string may not be greater than 0xFFFFFFFF");i="U",a=8}return"\\"+i+common.repeat("0",a-t.length)+t}var QUOTING_TYPE_SINGLE=1,QUOTING_TYPE_DOUBLE=2;function State$2(e){this.schema=e.schema||_default,this.indent=Math.max(1,e.indent||2),this.noArrayIndent=e.noArrayIndent||!1,this.skipInvalid=e.skipInvalid||!1,this.flowLevel=common.isNothing(e.flowLevel)?-1:e.flowLevel,this.styleMap=compileStyleMap(this.schema,e.styles||null),this.sortKeys=e.sortKeys||!1,this.lineWidth=e.lineWidth||80,this.noRefs=e.noRefs||!1,this.noCompatMode=e.noCompatMode||!1,this.condenseFlow=e.condenseFlow||!1,this.quotingType='"'===e.quotingType?QUOTING_TYPE_DOUBLE:QUOTING_TYPE_SINGLE,this.forceQuotes=e.forceQuotes||!1,this.replacer="function"==typeof e.replacer?e.replacer:null,this.implicitTypes=this.schema.compiledImplicit,this.explicitTypes=this.schema.compiledExplicit,this.tag=null,this.result="",this.duplicates=[],this.usedDuplicates=null}function indentString(e,t){for(var i,a=common.repeat(" ",t),n=0,s=-1,r="",o=e.length;n<o;)-1===(s=e.indexOf("\n",n))?(i=e.slice(n),n=o):(i=e.slice(n,s+1),n=s+1),i.length&&"\n"!==i&&(r+=a),r+=i;return r}function generateNextLine(e,t){return"\n"+common.repeat(" ",e.indent*t)}function testImplicitResolving(e,t){var i,a;for(i=0,a=e.implicitTypes.length;i<a;i+=1)if(e.implicitTypes[i].resolve(t))return!0;return!1}function isWhitespace(e){return e===CHAR_SPACE||e===CHAR_TAB}function isPrintable(e){return 32<=e&&e<=126||161<=e&&e<=55295&&8232!==e&&8233!==e||57344<=e&&e<=65533&&e!==CHAR_BOM||65536<=e&&e<=1114111}function isNsCharOrWhitespace(e){return isPrintable(e)&&e!==CHAR_BOM&&e!==CHAR_CARRIAGE_RETURN&&e!==CHAR_LINE_FEED}function isPlainSafe(e,t,i){var a=isNsCharOrWhitespace(e),n=a&&!isWhitespace(e);return(i?a:a&&e!==CHAR_COMMA&&e!==CHAR_LEFT_SQUARE_BRACKET&&e!==CHAR_RIGHT_SQUARE_BRACKET&&e!==CHAR_LEFT_CURLY_BRACKET&&e!==CHAR_RIGHT_CURLY_BRACKET)&&e!==CHAR_SHARP&&!(t===CHAR_COLON&&!n)||isNsCharOrWhitespace(t)&&!isWhitespace(t)&&e===CHAR_SHARP||t===CHAR_COLON&&n}function isPlainSafeFirst(e){return isPrintable(e)&&e!==CHAR_BOM&&!isWhitespace(e)&&e!==CHAR_MINUS&&e!==CHAR_QUESTION&&e!==CHAR_COLON&&e!==CHAR_COMMA&&e!==CHAR_LEFT_SQUARE_BRACKET&&e!==CHAR_RIGHT_SQUARE_BRACKET&&e!==CHAR_LEFT_CURLY_BRACKET&&e!==CHAR_RIGHT_CURLY_BRACKET&&e!==CHAR_SHARP&&e!==CHAR_AMPERSAND&&e!==CHAR_ASTERISK&&e!==CHAR_EXCLAMATION&&e!==CHAR_VERTICAL_LINE&&e!==CHAR_EQUALS&&e!==CHAR_GREATER_THAN&&e!==CHAR_SINGLE_QUOTE&&e!==CHAR_DOUBLE_QUOTE&&e!==CHAR_PERCENT&&e!==CHAR_COMMERCIAL_AT&&e!==CHAR_GRAVE_ACCENT}function isPlainSafeLast(e){return!isWhitespace(e)&&e!==CHAR_COLON}function codePointAt(e,t){var i,a=e.charCodeAt(t);return a>=55296&&a<=56319&&t+1<e.length&&(i=e.charCodeAt(t+1))>=56320&&i<=57343?1024*(a-55296)+i-56320+65536:a}function needIndentIndicator(e){return/^\n* /.test(e)}var STYLE_PLAIN=1,STYLE_SINGLE=2,STYLE_LITERAL=3,STYLE_FOLDED=4,STYLE_DOUBLE=5;function chooseScalarStyle(e,t,i,a,n,s,r,o){var l,c=0,d=null,h=!1,p=!1,u=-1!==a,m=-1,g=isPlainSafeFirst(codePointAt(e,0))&&isPlainSafeLast(codePointAt(e,e.length-1));if(t||r)for(l=0;l<e.length;c>=65536?l+=2:l++){if(!isPrintable(c=codePointAt(e,l)))return STYLE_DOUBLE;g=g&&isPlainSafe(c,d,o),d=c}else{for(l=0;l<e.length;c>=65536?l+=2:l++){if((c=codePointAt(e,l))===CHAR_LINE_FEED)h=!0,u&&(p=p||l-m-1>a&&" "!==e[m+1],m=l);else if(!isPrintable(c))return STYLE_DOUBLE;g=g&&isPlainSafe(c,d,o),d=c}p=p||u&&l-m-1>a&&" "!==e[m+1]}return h||p?i>9&&needIndentIndicator(e)?STYLE_DOUBLE:r?s===QUOTING_TYPE_DOUBLE?STYLE_DOUBLE:STYLE_SINGLE:p?STYLE_FOLDED:STYLE_LITERAL:!g||r||n(e)?s===QUOTING_TYPE_DOUBLE?STYLE_DOUBLE:STYLE_SINGLE:STYLE_PLAIN}function writeScalar(e,t,i,a,n){e.dump=function(){if(0===t.length)return e.quotingType===QUOTING_TYPE_DOUBLE?'""':"''";if(!e.noCompatMode&&(-1!==DEPRECATED_BOOLEANS_SYNTAX.indexOf(t)||DEPRECATED_BASE60_SYNTAX.test(t)))return e.quotingType===QUOTING_TYPE_DOUBLE?'"'+t+'"':"'"+t+"'";var s=e.indent*Math.max(1,i),r=-1===e.lineWidth?-1:Math.max(Math.min(e.lineWidth,40),e.lineWidth-s),o=a||e.flowLevel>-1&&i>=e.flowLevel;switch(chooseScalarStyle(t,o,e.indent,r,(function(t){return testImplicitResolving(e,t)}),e.quotingType,e.forceQuotes&&!a,n)){case STYLE_PLAIN:return t;case STYLE_SINGLE:return"'"+t.replace(/'/g,"''")+"'";case STYLE_LITERAL:return"|"+blockHeader(t,e.indent)+dropEndingNewline(indentString(t,s));case STYLE_FOLDED:return">"+blockHeader(t,e.indent)+dropEndingNewline(indentString(foldString(t,r),s));case STYLE_DOUBLE:return'"'+escapeString(t)+'"';default:throw new exception("impossible error: invalid scalar style")}}()}function blockHeader(e,t){var i=needIndentIndicator(e)?String(t):"",a="\n"===e[e.length-1];return i+(!a||"\n"!==e[e.length-2]&&"\n"!==e?a?"":"-":"+")+"\n"}function dropEndingNewline(e){return"\n"===e[e.length-1]?e.slice(0,-1):e}function foldString(e,t){for(var i,a,n,s=/(\n+)([^\n]*)/g,r=(i=-1!==(i=e.indexOf("\n"))?i:e.length,s.lastIndex=i,foldLine(e.slice(0,i),t)),o="\n"===e[0]||" "===e[0];n=s.exec(e);){var l=n[1],c=n[2];a=" "===c[0],r+=l+(o||a||""===c?"":"\n")+foldLine(c,t),o=a}return r}function foldLine(e,t){if(""===e||" "===e[0])return e;for(var i,a,n=/ [^ ]/g,s=0,r=0,o=0,l="";i=n.exec(e);)(o=i.index)-s>t&&(a=r>s?r:o,l+="\n"+e.slice(s,a),s=a+1),r=o;return l+="\n",e.length-s>t&&r>s?l+=e.slice(s,r)+"\n"+e.slice(r+1):l+=e.slice(s),l.slice(1)}function escapeString(e){for(var t,i="",a=0,n=0;n<e.length;a>=65536?n+=2:n++)a=codePointAt(e,n),!(t=ESCAPE_SEQUENCES[a])&&isPrintable(a)?(i+=e[n],a>=65536&&(i+=e[n+1])):i+=t||encodeHex(a);return i}function writeFlowSequence(e,t,i){var a,n,s,r="",o=e.tag;for(a=0,n=i.length;a<n;a+=1)s=i[a],e.replacer&&(s=e.replacer.call(i,String(a),s)),(writeNode(e,t,s,!1,!1)||void 0===s&&writeNode(e,t,null,!1,!1))&&(""!==r&&(r+=","+(e.condenseFlow?"":" ")),r+=e.dump);e.tag=o,e.dump="["+r+"]"}function writeBlockSequence(e,t,i,a){var n,s,r,o="",l=e.tag;for(n=0,s=i.length;n<s;n+=1)r=i[n],e.replacer&&(r=e.replacer.call(i,String(n),r)),(writeNode(e,t+1,r,!0,!0,!1,!0)||void 0===r&&writeNode(e,t+1,null,!0,!0,!1,!0))&&(a&&""===o||(o+=generateNextLine(e,t)),e.dump&&CHAR_LINE_FEED===e.dump.charCodeAt(0)?o+="-":o+="- ",o+=e.dump);e.tag=l,e.dump=o||"[]"}function writeFlowMapping(e,t,i){var a,n,s,r,o,l="",c=e.tag,d=Object.keys(i);for(a=0,n=d.length;a<n;a+=1)o="",""!==l&&(o+=", "),e.condenseFlow&&(o+='"'),r=i[s=d[a]],e.replacer&&(r=e.replacer.call(i,s,r)),writeNode(e,t,s,!1,!1)&&(e.dump.length>1024&&(o+="? 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"),c+=e.dump,l&&(c+=generateNextLine(e,t)),writeNode(e,t+1,o,!0,l)&&(e.dump&&CHAR_LINE_FEED===e.dump.charCodeAt(0)?c+=":":c+=": ",d+=c+=e.dump));e.tag=h,e.dump=d||"{}"}function detectType(e,t,i){var a,n,s,r,o,l;for(s=0,r=(n=i?e.explicitTypes:e.implicitTypes).length;s<r;s+=1)if(((o=n[s]).instanceOf||o.predicate)&&(!o.instanceOf||"object"==typeof t&&t instanceof o.instanceOf)&&(!o.predicate||o.predicate(t))){if(i?o.multi&&o.representName?e.tag=o.representName(t):e.tag=o.tag:e.tag="?",o.represent){if(l=e.styleMap[o.tag]||o.defaultStyle,"[object Function]"===_toString.call(o.represent))a=o.represent(t,l);else{if(!_hasOwnProperty.call(o.represent,l))throw new exception("!<"+o.tag+'> tag resolver accepts not "'+l+'" style');a=o.represent[l](t,l)}e.dump=a}return!0}return!1}function writeNode(e,t,i,a,n,s,r){e.tag=null,e.dump=i,detectType(e,i,!1)||detectType(e,i,!0);var o,l=_toString.call(e.dump),c=a;a&&(a=e.flowLevel<0||e.flowLevel>t);var d,h,p="[object Object]"===l||"[object Array]"===l;if(p&&(h=-1!==(d=e.duplicates.indexOf(i))),(null!==e.tag&&"?"!==e.tag||h||2!==e.indent&&t>0)&&(n=!1),h&&e.usedDuplicates[d])e.dump="*ref_"+d;else{if(p&&h&&!e.usedDuplicates[d]&&(e.usedDuplicates[d]=!0),"[object Object]"===l)a&&0!==Object.keys(e.dump).length?(writeBlockMapping(e,t,e.dump,n),h&&(e.dump="&ref_"+d+e.dump)):(writeFlowMapping(e,t,e.dump),h&&(e.dump="&ref_"+d+" "+e.dump));else if("[object Array]"===l)a&&0!==e.dump.length?(e.noArrayIndent&&!r&&t>0?writeBlockSequence(e,t-1,e.dump,n):writeBlockSequence(e,t,e.dump,n),h&&(e.dump="&ref_"+d+e.dump)):(writeFlowSequence(e,t,e.dump),h&&(e.dump="&ref_"+d+" "+e.dump));else{if("[object String]"!==l){if("[object Undefined]"===l)return!1;if(e.skipInvalid)return!1;throw new exception("unacceptable kind of an object to dump "+l)}"?"!==e.tag&&writeScalar(e,e.dump,t,s,c)}null!==e.tag&&"?"!==e.tag&&(o=encodeURI("!"===e.tag[0]?e.tag.slice(1):e.tag).replace(/!/g,"%21"),o="!"===e.tag[0]?"!"+o:"tag:yaml.org,2002:"===o.slice(0,18)?"!!"+o.slice(18):"!<"+o+">",e.dump=o+" "+e.dump)}return!0}function getDuplicateReferences(e,t){var i,a,n=[],s=[];for(inspectNode(e,n,s),i=0,a=s.length;i<a;i+=1)t.duplicates.push(n[s[i]]);t.usedDuplicates=new Array(a)}function inspectNode(e,t,i){var a,n,s;if(null!==e&&"object"==typeof e)if(-1!==(n=t.indexOf(e)))-1===i.indexOf(n)&&i.push(n);else if(t.push(e),Array.isArray(e))for(n=0,s=e.length;n<s;n+=1)inspectNode(e[n],t,i);else for(n=0,s=(a=Object.keys(e)).length;n<s;n+=1)inspectNode(e[a[n]],t,i)}function dump$1(e,t){var i=new State$2(t=t||{});i.noRefs||getDuplicateReferences(e,i);var a=e;return i.replacer&&(a=i.replacer.call({"":a},"",a)),writeNode(i,0,a,!0,!0)?i.dump+"\n":""}var dump_1=dump$1,dumper={dump:dump_1};function renamed(e,t){return function(){throw new Error("Function yaml."+e+" is removed in js-yaml 4. Use yaml."+t+" instead, which is now safe by default.")}}var Type=type$1,Schema=schema,FAILSAFE_SCHEMA=failsafe,JSON_SCHEMA=json,CORE_SCHEMA=core,DEFAULT_SCHEMA=_default,load$2=loader.load,loadAll=loader.loadAll,dump=dumper.dump,YAMLException=exception,types={binary:binary,float:float,map:map,null:_null,pairs:pairs,set:set,timestamp:timestamp,bool:bool,int:int,merge:merge,omap:omap,seq:seq,str:str},safeLoad=renamed("safeLoad","load"),safeLoadAll=renamed("safeLoadAll","loadAll"),safeDump=renamed("safeDump","dump"),jsYaml={Type:Type,Schema:Schema,FAILSAFE_SCHEMA:FAILSAFE_SCHEMA,JSON_SCHEMA:JSON_SCHEMA,CORE_SCHEMA:CORE_SCHEMA,DEFAULT_SCHEMA:DEFAULT_SCHEMA,load:load$2,loadAll:loadAll,dump:dump,YAMLException:YAMLException,types:types,safeLoad:safeLoad,safeLoadAll:safeLoadAll,safeDump:safeDump};const getParentOfClass=(e,t)=>{let i=e.parentElement;for(;i&&!i.classList.contains(t)&&!(i instanceof window.HTMLBodyElement);)i=i.parentElement;return i?.classList?.contains(t)?i:null};function getExcalidrawViews(e){const t=e.workspace.getLeavesOfType(VIEW_TYPE_EXCALIDRAW).filter((e=>e.view instanceof ExcalidrawView));return t.map((e=>e.view))}function getExcalidraAndMarkdowViewsForFile(e,t){const i=[...e.workspace.getLeavesOfType(VIEW_TYPE_EXCALIDRAW).filter((e=>e.view instanceof ExcalidrawView)),...e.workspace.getLeavesOfType("markdown").filter((e=>e.view instanceof obsidian_module.MarkdownView))];return i.map((e=>e.view)).filter((e=>e.file===t))}const getLeaf=(e,t,i)=>{switch(linkClickModifierType(i)){case"active-pane":return t;case"new-tab":default:return(()=>{if(!e.settings.openInMainWorkspace)return e.app.workspace.getLeaf("tab");const[i,a]=getLeafLoc(t);return"main"===i?e.app.workspace.getLeaf("tab"):getNewOrAdjacentLeaf(e,t)})();case"new-pane":return getNewOrAdjacentLeaf(e,t);case"popout-window":return e.app.workspace.openPopoutLeaf()}},getLeafLoc=e=>{const t=e.id,i=EXCALIDRAW_PLUGIN.app.workspace.getLayout(),a=e=>e.children.filter((e=>"leaf"!==e.type)).map((e=>a(e))).flat().concat(e.children.filter((e=>"leaf"===e.type)).map((e=>e.id))),n=a(i.main);return[i.main&&n.contains(t)?"main":i.floating&&a(i.floating).contains(t)?"popout":i.left&&a(i.left).contains(t)?"left":i.right&&a(i.right).contains(t)?"right":"hover",n]},getNewOrAdjacentLeaf=(e,t)=>{const[i,a]=getLeafLoc(t),n=i=>{let n=e.app.workspace.getMostRecentLeaf();return n&&n!==t&&n.view?.containerEl.ownerDocument===document||(n=null,a.forEach((a=>{const s=e.app.workspace.getLeafById(a);n||!s.view?.navigation||t===s||i&&s?.parent===t?.parent||(n=s)}))),n};if(e.settings.openInMainWorkspace||["main","left","right"].contains(i)){if(!e.settings.openInAdjacentPane){if("main"===i)return e.app.workspace.createLeafBySplit(t);const a=n();return a?"empty"===a.view.getViewType()?a:e.app.workspace.createLeafBySplit(a):e.app.workspace.getLeaf(!0)}return n(!0)??e.app.workspace.createLeafBySplit(t)}if(!e.settings.openInAdjacentPane)return e.app.workspace.createLeafBySplit(t);if("hover"===i){const i=new Set;return e.app.workspace.iterateAllLeaves((e=>{e!==t&&t.containerEl.parentElement===e.containerEl.parentElement&&i.add(e)})),0===i.size?e.app.workspace.createLeafBySplit(t):Array.from(i)[0]}if("popout"===i){const i=new Set;return e.app.workspace.iterateAllLeaves((e=>{e!==t&&e.view.navigation&&e.view.containerEl.ownerDocument===t.view.containerEl.ownerDocument&&i.add(e)})),0===i.size?e.app.workspace.createLeafBySplit(t):Array.from(i)[0]}return e.app.workspace.createLeafBySplit(t)},getAttachmentsFolderAndFilePath=async(e,t,i)=>{const{basename:a,extension:n}=splitFolderAndFilename(i),s=e.vault.getFileByPath(t),r=await e.vault.getAvailablePathForAttachments(a,n,s),{folderpath:o}=splitFolderAndFilename(r);return{folder:o,filepath:r}},isObsidianThemeDark=()=>document.body.classList.contains("theme-dark"),getContainerForDocument=e=>{if(e!==document&&EXCALIDRAW_PLUGIN.app.workspace.floatingSplit)for(const t of EXCALIDRAW_PLUGIN.app.workspace.floatingSplit.children)if(t.doc===e)return t;return EXCALIDRAW_PLUGIN.app.workspace.rootSplit},cleanSectionHeading=e=>e?e.replace(REG_SECTION_REF_CLEAN,"").replace(/\s+/g," ").trim():e,cleanBlockRef=e=>e?e.replace(REG_BLOCK_REF_CLEAN,"").replace(/\s+/g," ").trim():e,getAllWindowDocuments=e=>{const t=new Set;return t.add(document),e.workspace.iterateAllLeaves((e=>{e.view.containerEl.ownerDocument!==document&&t.add(e.view.containerEl.ownerDocument)})),Array.from(t)},obsidianPDFQuoteWithRef=e=>{const t=/^> (.*)\n\n\[\[([^|\]]*)\|[^\]]*]]$/gm.exec(e);return t?{quote:t[1],link:t[2]}:null},extractSVGPNGFileName=e=>{const t=e.match(/\[\[([^\]|#^]+\.(?:svg|png))(?:[^\]]+)?\]\]|\[[^\]]+\]\(([^\)]+\.(?:svg|png))\)/);return t?t[1]||t[2]:null},getFileCSSClasses=e=>{if(e){const t=window?.ExcalidrawAutomate?.plugin;if(!t)return[];const i=t.app.metadataCache.getFileCache(e);if(!i?.frontmatter)return[];const a=obsidian_module.parseFrontMatterEntry(i.frontmatter,"cssclasses");return Array.isArray(a)?a:"string"==typeof a?Array.from(new Set(a.split(/[, ]+/).filter(Boolean))):[]}return[]},getActivePDFPageNumberFromPDFView=e=>e?.viewer?.child?.pdfViewer?.page,openLeaf=({plugin:e,fnGetLeaf:t,file:i,openState:a})=>{let n=null;if(e.settings.focusOnFileTab&&(e.app.workspace.iterateAllLeaves((t=>{n||t?.view?.file===i&&(e.app.workspace.setActiveLeaf(t,{focus:!0}),n=t)})),n)){if(a){const e=n.openFile(i,a);return{leaf:n,promise:e}}return{leaf:n,promise:Promise.resolve()}}n=t();const s=n.openFile(i,a);return{leaf:n,promise:s}};function mergeMarkdownFiles(e,t){const i=e.indexOf("---",4),a=e.substring(4,i).trim(),n=e.substring(i+3),s=jsYaml.load(a)||{};if(t.startsWith("---\n")&&t.indexOf("---\n",4)>0){const e=t.indexOf("---\n",4);let i=t.substring(4,e).replace(/\s+$/,"");const a=t.substring(e+3),r=jsYaml.load(i)||{},o=Object.keys(s).filter((e=>Array.isArray(s[e])&&Array.isArray(r[e])));if(o.length)for(const e of o){const t=r[e],a=s[e],n=[...t,...a.filter((e=>!t.includes(e)))];i=replaceYamlKeyBlock(i,e,jsYaml.dump({[e]:n}).trimEnd())??i}const l={};for(const e of Object.keys(s))e in r||(l[e]=s[e]);return`---\n${Object.keys(l).length?i+"\n"+jsYaml.dump(l).trimEnd():i}\n---\n${a}\n\n${n.trim()}\n`}{const e=t.trim();return`---\n${jsYaml.dump(s).trimEnd()}\n---\n${e}\n\n${n.trim()}\n`}}function replaceYamlKeyBlock(e,t,i){const a=e.split(/\r?\n/);let n=-1;for(let e=0;e<a.length;e++)if(new RegExp(`^${escapeRegex(t)}\\s*:`).test(a[e])){n=e;break}if(-1===n)return null;let s=n+1;for(;s<a.length;){const e=a[s];if(""===e.trim())break;if(/^[^\s].*?:/.test(e))break;if(!/^\s/.test(e))break;s++}return[...a.slice(0,n),i,...a.slice(s)].join("\n")}function escapeRegex(e){return e.replace(/[.*+?^${}()|[\]\\]/g,"\\$&")}const editorInsertText=(e,t)=>{const i=e.getCursor(),a=e.getLine(i.line),n=a.slice(0,i.ch)+t+a.slice(i.ch);e.setLine(i.line,n)},foldExcalidrawSection=e=>{if(!(e&&e instanceof obsidian_module.MarkdownView))return;const t={ed:-1,te:-1,el:-1,ef:-1,d:-1},i=e.currentMode.getFoldInfo()?.folds??[],a=e.editor.lineCount();for(let i=0;i<a;i++){const a=e.editor.getLine(i);switch(a){case"# Excalidraw Data":t.ed=i;break;case"## Text Elements":t.te=i;break;case"## Element Links":t.el=i;break;case"## Embedded Files":t.ef=i;break;case"## Drawing":t.d=i}if("## Drawing"===a)break}if(t.ed>-1&&t.d>-1){const n=[...i,...t.te>-1?[{from:t.te,to:(t.el>-1?t.el:t.ef>-1?t.ef:t.d)-1}]:[],...t.el>-1?[{from:t.el,to:(t.ef>-1?t.ef:t.d)-1}]:[],...t.ef>-1?[{from:t.ef,to:t.d-1}]:[],{from:t.d,to:a-1},{from:t.ed,to:a-1}];e.currentMode.applyFoldInfo({folds:n,lines:a})}};async function setExcalidrawView(e){await e.setViewState({type:VIEW_TYPE_EXCALIDRAW,state:e.view.getState(),popstate:!0})}async function closeLeafView(e){await e.setViewState({type:"empty",state:{}})}function isUnwantedLeaf(e){return!DEVICE.isDesktop&&"empty"===e.view?.getViewType()&&e.parent&&!e.parent.parent&&"split"===e.parent.type&&1===e.parent.children.length}function getAudioElementHeight(){const e=document.createElement("audio");e.controls=!0,e.src="data:audio/wav;base64,UklGRigAAABXQVZFZm10IBIAAAABAAEARKwAAIhYAQACABAAAABkYXRhAgAAAAEA";const t=document.createElement("div");t.style.position="absolute",t.style.left="-9999px",t.style.visibility="hidden",t.style.pointerEvents="none",t.appendChild(e),document.body.appendChild(t);let i=0;try{if(document.body.offsetHeight,i=e.getBoundingClientRect().height,0===i){const a=window.getComputedStyle(e);i=parseFloat(a.height)||0,0===i&&(i=t.getBoundingClientRect().height)}}finally{document.body.removeChild(t)}return Math.round(i)}function stripYamlFrontmatter(e){return e?e.replace(/^---\s*\r?\n[\s\S]*?\r?\n---\s*\r?\n?/,""):e}const IMAGE_MIME_TYPES={svg:"image/svg+xml",png:"image/png",jpg:"image/jpeg",jpeg:"image/jpeg",gif:"image/gif",webp:"image/webp",bmp:"image/bmp",ico:"image/x-icon",avif:"image/avif",jfif:"image/jfif"};function splitFolderAndFilename(e){const t=e.lastIndexOf("/"),i=-1==t?e:e.substring(t+1),a=i.lastIndexOf("."),n=e.substring(0,t);return{folderpath:n?obsidian_module.normalizePath(n):"",filename:i,basename:i.replace(/\.[^/.]+$/,""),extension:a>0?i.substring(a+1):""}}const download=(e,t,i)=>{const a=document.createElement("a");a.setAttribute("href",(e?`${e},`:"")+t),a.setAttribute("download",i),a.style.display="none",document.body.appendChild(a),a.click(),document.body.removeChild(a)};function getIMGFilename(e,t){return`${e.substring(0,e.lastIndexOf("."))}.${t}`}function getNewUniqueFilepath(e,t,i){let a=obsidian_module.normalizePath(`${i}/${t}`),n=e.getAbstractFileByPath(a),s=0;const r=t.endsWith(".excalidraw.md")?".excalidraw.md":t.slice(t.lastIndexOf("."));for(;n;)a=obsidian_module.normalizePath(`${i}/${t.slice(0,t.lastIndexOf(r))}_${s}${r}`),s++,n=e.getAbstractFileByPath(a);return a}function getDrawingFilename(e){return e.drawingFilenamePrefix+(""!==e.drawingFilenameDateTime?window.moment().format(e.drawingFilenameDateTime):"")+(e.compatibilityMode?".excalidraw":e.useExcalidrawExtension?".excalidraw.md":".md")}function getEmbedFilename(e,t){return((t.drawingEmbedPrefixWithFilename?e:"")+t.drawingFilnameEmbedPostfix+(""!==t.drawingFilenameDateTime?window.moment().format(t.drawingFilenameDateTime):"")+(t.compatibilityMode?".excalidraw":t.useExcalidrawExtension?".excalidraw.md":".md")).trim()}async function checkAndCreateFolder(e){const t=EXCALIDRAW_PLUGIN.app.vault;e=obsidian_module.normalizePath(e);const i=t.getAbstractFileByPathInsensitive(e);if(!(i&&i instanceof obsidian_module.TFolder))return i&&i instanceof obsidian_module.TFile&&new obsidian_module.Notice(`The folder cannot be created because it already exists as a file: ${e}.`),await t.createFolder(e)}const getURLImageExtension=e=>{const t=e.split("?")[0];return t.substring(t.lastIndexOf(".")+1)},getMimeType=e=>IMAGE_MIME_TYPES.hasOwnProperty(e)?IMAGE_MIME_TYPES[e]:"md"===e?"image/svg+xml":"application/octet-stream",getFileFromURL=async(e,t,i=URLFETCHTIMEOUT)=>{try{const t=new Promise((e=>setTimeout((()=>e(null)),i))),a=await Promise.race([fetch(e,{mode:"no-cors"}),t]);if(!a)return errorlog({where:getFileFromURL,message:`URL did not load within the timeout period of ${i}ms.\n\nTry force-saving again in a few seconds.\n\n${e}`,url:e}),null;const n=await a.arrayBuffer();return{status:a.status,headers:Object.fromEntries(a.headers.entries()),arrayBuffer:n,json:null,text:null}}catch(e){return null}},getFileFromURLFallback=async(e,t,i=URLFETCHTIMEOUT)=>{try{const t=new Promise((e=>setTimeout((()=>e(null)),i)));return await Promise.race([t,obsidian_module.requestUrl({url:e,throw:!1})])}catch(t){return errorlog({where:getFileFromURLFallback,message:`URL did not load within timeout period of ${i}ms`,url:e}),null}},getDataURLFromURL=async(e,t,i=URLFETCHTIMEOUT)=>{let a=await getFileFromURL(e,t,i);return a&&200===a?.status||(a=await getFileFromURLFallback(e,t,i)),a&&200===a.status?await getDataURL(a.arrayBuffer,t):e},blobToBase64=async e=>{const t=await e.arrayBuffer(),i=new Uint8Array(t);let a="",n=i.byteLength;for(let e=0;e<n;e++)a+=String.fromCharCode(i[e]);return btoa(a)},getPDFDoc=async e=>{void 0===window.pdfjsLib&&await obsidian_module.loadPdfJs();const t=window.pdfjsLib,i=EXCALIDRAW_PLUGIN.app.vault.getResourcePath(e),a=t.GlobalWorkerOptions.workerSrc,n=a?.replace(/pdf\.worker(\.min)?\.m?js$/,""),s=n?`${n}wasm/`:void 0;return await t.getDocument({url:i,wasmUrl:s,cMapUrl:"/lib/pdfjs/cmaps/",cMapPacked:!0,standardFontDataUrl:"/lib/pdfjs/standard_fonts/",iccUrl:"/lib/pdfjs/iccs/"}).promise},readLocalFileBinary=async e=>DEVICE.isDesktop?new Promise(((t,i)=>{const a=decodeURI(e);app.vault.adapter.fs.readFile(a,((e,a)=>{if(e)i(e);else{const e=a.buffer.slice(a.byteOffset,a.byteOffset+a.byteLength);t(e)}}))})):null,getPathWithoutExtension=e=>e?e.path.substring(0,e.path.lastIndexOf(".")):null;let _VAULT_BASE_URL=null;const VAULT_BASE_URL=()=>_VAULT_BASE_URL||(_VAULT_BASE_URL=DEVICE.isDesktop?EXCALIDRAW_PLUGIN.app.vault.adapter.url.pathToFileURL(EXCALIDRAW_PLUGIN.app.vault.adapter.basePath).toString():"",_VAULT_BASE_URL),getInternalLinkOrFileURLLink=(e,t,i,a)=>{if(!DEVICE.isDesktop)return{link:`[${i??""}](${e})`,isInternal:!1,url:e};const n=t.app.vault,s=n.adapter.url.pathToFileURL(e).toString();if(s.startsWith(VAULT_BASE_URL())){const e=obsidian_module.normalizePath(decodeURIComponent(s.substring(VAULT_BASE_URL().length))),r=n.getAbstractFileByPath(e);if(r&&r instanceof obsidian_module.TFile){const e=t.app.metadataCache.fileToLinktext(r,a?.path,!0);return{link:getLink(t,{embed:!1,path:e,alias:i}),isInternal:!0,file:r}}}return{link:`[${i??""}](${s})`,isInternal:!1,url:s}},getLink=(e,{embed:t=!0,path:i,alias:a},n)=>(void 0!==n?n:e.settings.embedWikiLink)?`${t?"!":""}[[${i}${a?`|${a}`:""}]]`:`${t?"!":""}[${a??""}](${encodeURI(i)})`,getAliasWithSize=(e,t)=>e&&""!==e?`${e}${t?`|${t}`:""}`:t,getCropFileNameAndFolder=async(e,t,i)=>{const a=(e.settings.cropPrefix||"")+i+(e.settings.cropSuffix||"")+".md";if(!e.settings.cropFolder||""===e.settings.cropFolder.trim())return{folderpath:(await getAttachmentsFolderAndFilePath(e.app,t,a)).folder,filename:a};const n=obsidian_module.normalizePath(e.settings.cropFolder);return await checkAndCreateFolder(n),{folderpath:n,filename:a}},getAnnotationFileNameAndFolder=async(e,t,i)=>{const a=(e.settings.annotatePrefix||"")+i+(e.settings.annotateSuffix||"")+".md";if(!e.settings.annotateFolder||""===e.settings.annotateFolder.trim())return{folderpath:(await getAttachmentsFolderAndFilePath(e.app,t,a)).folder,filename:a};const n=obsidian_module.normalizePath(e.settings.annotateFolder);return await checkAndCreateFolder(n),{folderpath:n,filename:a}},getListOfTemplateFiles=e=>{const t=obsidian_module.normalizePath(e.settings.templateFilePath),i=e.app.vault.getAbstractFileByPath(t);if(i&&i instanceof obsidian_module.TFolder)return e.app.vault.getFiles().filter((e=>e.path.startsWith(i.path))).filter((t=>e.isExcalidrawFile(t))).sort(((e,t)=>e.path.localeCompare(t.path)));if(i&&i instanceof obsidian_module.TFile)return[i];const a=e.app.metadataCache.getFirstLinkpathDest(t,"");return a?[a]:null},fileShouldDefaultAsExcalidraw=(e,t)=>{if(!e)return!1;const i=t.metadataCache.getCache(e);return i?.frontmatter&&i.frontmatter[FRONTMATTER_KEYS.plugin.name]&&!Boolean(i.frontmatter[FRONTMATTER_KEYS["open-as-markdown"].name])},getExcalidrawEmbeddedFilesFiletree=(e,t)=>{if(!e||!t.isExcalidrawFile(e))return[];const i=new Set,a=t.app,n=e=>Object.keys(a.metadataCache.resolvedLinks[e.path]).forEach((e=>{const s=a.vault.getAbstractFileByPath(e);if(!(s&&s instanceof obsidian_module.TFile))return;const r=t.isExcalidrawFile(s);"md"===s.extension&&!r||i.has(s)||(i.add(s),r&&n(s))}));return n(e),Array.from(i)},hasExcalidrawEmbeddedImagesTreeChanged=(e,t,i)=>getExcalidrawEmbeddedFilesFiletree(e,i).some((e=>e.stat.mtime>t));async function exportImageToFile(e,t,i,a){const n=e?.getHookServer();if(n?.onImageExportPathHook)try{t=n.onImageExportPathHook({exportFilepath:t,exportExtension:a,excalidrawFile:e.file,action:"export"})??t}catch(e){errorlog({where:"fileUtils.exportImageToFile",fn:n.onImageExportPathHook,error:e})}return await createOrOverwriteFile(e.app,t,i)}async function importFileToVault(e,t,i,a,n){let s;const r=n?.getHookServer();if(r?.onImageFilePathHook)try{s=r.onImageFilePathHook({currentImageName:t,drawingFilePath:a.path})}catch(e){errorlog({where:"fileUtils.importFileToVault",fn:r.onImageFilePathHook,error:e})}let o;if(s){const{folderpath:t,filename:i}=splitFolderAndFilename(s);await checkAndCreateFolder(t),o=getNewUniqueFilepath(e.vault,i,t)}else{const{folder:i}=await getAttachmentsFolderAndFilePath(e,a.path,t);o=getNewUniqueFilepath(e.vault,t,i)}return await createOrOverwriteFile(e,o,i)}async function createOrOverwriteFile(e,t,i){const{folderpath:a}=splitFolderAndFilename(t);a&&await checkAndCreateFolder(a);const n=e.vault.getAbstractFileByPath(obsidian_module.normalizePath(t));return i instanceof Blob&&(i=await i.arrayBuffer()),i instanceof ArrayBuffer?n&&n instanceof obsidian_module.TFile?(await e.vault.modifyBinary(n,i),n):await e.vault.createBinary(t,i):n&&n instanceof obsidian_module.TFile?(await e.vault.modify(n,i),n):await e.vault.create(t,i)}async function createFileAndAwaitMetacacheUpdate(e,t,i){t=obsidian_module.normalizePath(t);let a=!1;if("md"===t.substring(t.lastIndexOf(".")+1)){const n=e.metadataCache,s=e=>{e.path===t&&(n.off("changed",s),a=!0)};n.on("changed",s);const r=await createOrOverwriteFile(e,t,i);r||(a=!0,n.off("changed",s));let o=0;for(;!a&&o++<15;)await sleep(50);return a||n.off("changed",s),r}return await createOrOverwriteFile(e,t,i)}const createLeaf=e=>{const t=e.ownerDocument,i=new obsidian_module.WorkspaceSplit(e.app.workspace,"vertical");return i.getRoot=()=>e.app.workspace[t===document?"rootSplit":"floatingSplit"],i.getContainer=()=>getContainerForDocument(t),i.containerEl.style.width="100%",i.containerEl.style.height="100%",i.containerEl.style.borderRadius="var(--embeddable-radius)",e.plugin.setDebounceActiveLeafChangeHandler(),{leaf:e.app.workspace.createLeafInParent(i,0),rootSplit:i}},useDefaultExcalidrawFrame=e=>!(e.link.startsWith("[")||e.link.startsWith("file:")||e.link.startsWith("data:")),patchMobileView=(e,t)=>{if(!DEVICE.isPhone)return;console.log("patching mobile view");const i=getParentOfClass(e.containerEl,"mod-top");if(i){i.hasClass("mod-visible")||i.addClass("mod-visible");const e=new MutationObserver((()=>{t?.keepAlive&&t?.isActive&&!t.isActive()?e.disconnect():i.hasClass("mod-visible")||i.addClass("mod-visible")}));e.observe(i,{attributes:!0,attributeFilter:["class"]});const a=()=>e.disconnect();return t?.keepAlive||window.setTimeout(a,500),a}},processLinkText=(e,t)=>{let i=null;if(e.search("#")>-1){const a=getLinkParts(e,t.file);i=`#${a.isBlockRef?"^":""}${a.ref}`,e=a.path}return e.match(REG_LINKINDEX_INVALIDCHARS)?{subpath:i,file:null}:{subpath:i,file:t.app.metadataCache.getFirstLinkpathDest(e,t.file.path)}},generateEmbeddableLink=(e,t)=>e;function setFileToLocalGraph(e,t){let i;if(e.workspace.iterateAllLeaves((e=>{"localgraph"===e.view?.getViewType()&&(i=e.view)})),i)try{i.loadFile&&i.file!==t&&i.loadFile(t)}catch(e){console.error(e)}}function predictViewType(e,t){const i=t.extension?.toLowerCase?.()??"",a=e?.viewRegistry,n=["getViewTypeForFile","getViewTypeByFile","getTypeByFile"];for(const e of n)if(a?.[e])try{const i=a[e](t);if("string"==typeof i&&i)return i}catch{}const s=["getViewTypeByExtension","getTypeByExtension"];for(const e of s)if(a?.[e])try{const t=a[e](i);if("string"==typeof t&&t)return t}catch{}return"md"===i?"markdown":"pdf"===i?"pdf":"canvas"===i?"canvas":AUDIO_TYPES.contains(i)?"audio":VIDEO_TYPES.contains(i)?"video":"empty"}const getEA=e=>{try{return window.ExcalidrawAutomate.getAPI(e)}catch(e){return console.log({message:"Excalidraw not available",fn:getEA}),null}};class CropImage{elements;imageEA;maskEA;bbox;constructor(e,t){this.elements=e;const i=getEA();this.imageEA=i;const a=getEA();this.maskEA=a,this.bbox=i.getBoundingBox(e),this.setBoundingEl(i,"transparent"),this.setBoundingEl(a,"white"),e.forEach((e=>{const t=cloneElement(e);"image"!==e.type&&"frame"!==e.type&&(t.opacity=100,a.elementsDict[e.id]=t),"image"===e.type&&(i.elementsDict[e.id]=t)})),Object.values(t).forEach((e=>{i.imagesDict[e.id]=e}))}destroy(){this.imageEA.destroy(),this.maskEA.destroy(),this.imageEA=null,this.maskEA=null,this.elements=null,this.bbox=null}setBoundingEl(e,t){const{topX:i,topY:a,width:n,height:s}=this.bbox;e.style.backgroundColor=t,e.style.strokeColor="transparent",e.style.strokeWidth="0",e.style.strokeStyle="solid",e.style.fillStyle="solid",e.style.roughness=0,e.addRect(i,a,n,s)}getViewBoxAndSize(){const e=this.elements.filter((e=>"frame"===e.type));e.length>1&&new obsidian_module.Notice("Multiple frames are not supported for image cropping. Discarding frames from mask.");const t=this.imageEA.getElements().filter((e=>"image"===e.type)),{x:i,y:a,width:n,height:s}=1===e.length?e[0]:mapToXY(this.imageEA.getBoundingBox(t)),{topX:r,topY:o,width:l,height:c}=this.bbox;return{viewBox:`${i-r} ${a-o} ${n} ${s}`,vbWidth:n,vbHeight:s,width:l,height:c}}async getMaskSVG(){const e=await this.maskEA.createSVG(null,!0,{withBackground:!1,withTheme:!1,isMask:!1},null,null,0),t=e.querySelector("defs"),i=e.querySelector("style"),a=i?i.outerHTML:"";return t.parentElement.removeChild(t),{style:a,mask:e.innerHTML}}async getImage(){const e=this.imageEA.getElements().filter((e=>"image"===e.type&&!1===e.isDeleted)),t=e.some((e=>0!==e.angle)),i=Object.values(this.imageEA.imagesDict);if(!t&&1===e.length&&1===i.length){const{width:t,height:a}=this.bbox;if(e[0].width===t&&e[0].height===a)return i[0].dataURL}return await this.imageEA.createPNGBase64(null,1,{withBackground:!1,withTheme:!1,isMask:!1},null,null,0)}async buildSVG(){if(0===this.imageEA.getElements().filter((e=>"image"===e.type)).length)return void new obsidian_module.Notice("No image found. Cannot crop.");const e=nanoid(),t=nanoid(),{viewBox:i,vbWidth:a,vbHeight:n,width:s,height:r}=this.getViewBoxAndSize(),o=new DOMParser,{style:l,mask:c}=await this.getMaskSVG(),d=`<svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="${i}" width="${a}" height="${n}">\n<symbol id="${t}"><image width="100%" height="100%" href="${await this.getImage()}"/></symbol>\n<defs>${l}\n<mask id="${e}" x="0" y="0" width="${s}" height="${r}" maskUnits="userSpaceOnUse">\n${c}\n</mask>\n</defs>\n<use x="0" y="0" width="${s}" height="${r}" mask="url(#${e})" mask-type="alpha" href="#${t}"/>\n</svg>`;return o.parseFromString(d,"image/svg+xml").firstElementChild}async getCroppedPNG(){app.plugins.plugins["obsidian-excalidraw-plugin"];const e=await this.buildSVG();return new Promise(((t,i)=>{const a=e.outerHTML,n=document.createElement("canvas"),s=n.getContext("2d");if(!s)return void i("Unable to get 2D context");n.width=e.width.baseVal.value,n.height=e.height.baseVal.value;const r=new Image;r.onload=()=>{s.clearRect(0,0,n.width,n.height),s.drawImage(r,0,0),n.toBlob((e=>{e?t(e):i(new Error("Failed to convert to PNG"))}),"image/png",1)},r.src=svgToBase64(a)}))}async getCroppedSVG(){return await this.buildSVG()}}const mapToXY=({topX:e,topY:t,width:i,height:a})=>({x:e,y:t,width:i,height:a});String.prototype.codePointAt||function(){var e=function(){try{var e={},t=Object.defineProperty,i=t(e,e,e)&&t}catch(e){}return i}(),t=function(e){if(null==this)throw TypeError();var t=String(this),i=t.length,a=e?Number(e):0;if(a!=a&&(a=0),!(a<0||a>=i)){var n,s=t.charCodeAt(a);return s>=55296&&s<=56319&&i>a+1&&(n=t.charCodeAt(a+1))>=56320&&n<=57343?1024*(s-55296)+n-56320+65536:s}};e?e(String.prototype,"codePointAt",{value:t,configurable:!0,writable:!0}):String.prototype.codePointAt=t}();var TINF_OK=0,TINF_DATA_ERROR=-3;function Tree(){this.table=new Uint16Array(16),this.trans=new Uint16Array(288)}function Data(e,t){this.source=e,this.sourceIndex=0,this.tag=0,this.bitcount=0,this.dest=t,this.destLen=0,this.ltree=new Tree,this.dtree=new Tree}var sltree=new Tree,sdtree=new Tree,length_bits=new Uint8Array(30),length_base=new Uint16Array(30),dist_bits=new Uint8Array(30),dist_base=new Uint16Array(30),clcidx=new Uint8Array([16,17,18,0,8,7,9,6,10,5,11,4,12,3,13,2,14,1,15]),code_tree=new Tree,lengths=new Uint8Array(320);function tinf_build_bits_base(e,t,i,a){var n,s;for(n=0;n<i;++n)e[n]=0;for(n=0;n<30-i;++n)e[n+i]=n/i|0;for(s=a,n=0;n<30;++n)t[n]=s,s+=1<<e[n]}function tinf_build_fixed_trees(e,t){var i;for(i=0;i<7;++i)e.table[i]=0;for(e.table[7]=24,e.table[8]=152,e.table[9]=112,i=0;i<24;++i)e.trans[i]=256+i;for(i=0;i<144;++i)e.trans[24+i]=i;for(i=0;i<8;++i)e.trans[168+i]=280+i;for(i=0;i<112;++i)e.trans[176+i]=144+i;for(i=0;i<5;++i)t.table[i]=0;for(t.table[5]=32,i=0;i<32;++i)t.trans[i]=i}var offs=new Uint16Array(16);function tinf_build_tree(e,t,i,a){var n,s;for(n=0;n<16;++n)e.table[n]=0;for(n=0;n<a;++n)e.table[t[i+n]]++;for(e.table[0]=0,s=0,n=0;n<16;++n)offs[n]=s,s+=e.table[n];for(n=0;n<a;++n)t[i+n]&&(e.trans[offs[t[i+n]]++]=n)}function tinf_getbit(e){e.bitcount--||(e.tag=e.source[e.sourceIndex++],e.bitcount=7);var t=1&e.tag;return e.tag>>>=1,t}function tinf_read_bits(e,t,i){if(!t)return i;for(;e.bitcount<24;)e.tag|=e.source[e.sourceIndex++]<<e.bitcount,e.bitcount+=8;var a=e.tag&65535>>>16-t;return e.tag>>>=t,e.bitcount-=t,a+i}function tinf_decode_symbol(e,t){for(;e.bitcount<24;)e.tag|=e.source[e.sourceIndex++]<<e.bitcount,e.bitcount+=8;var i=0,a=0,n=0,s=e.tag;do{a=2*a+(1&s),s>>>=1,++n,i+=t.table[n],a-=t.table[n]}while(a>=0);return e.tag=s,e.bitcount-=n,t.trans[i+a]}function tinf_decode_trees(e,t,i){var a,n,s,r,o,l;for(a=tinf_read_bits(e,5,257),n=tinf_read_bits(e,5,1),s=tinf_read_bits(e,4,4),r=0;r<19;++r)lengths[r]=0;for(r=0;r<s;++r){var c=tinf_read_bits(e,3,0);lengths[clcidx[r]]=c}for(tinf_build_tree(code_tree,lengths,0,19),o=0;o<a+n;){var d=tinf_decode_symbol(e,code_tree);switch(d){case 16:var h=lengths[o-1];for(l=tinf_read_bits(e,2,3);l;--l)lengths[o++]=h;break;case 17:for(l=tinf_read_bits(e,3,3);l;--l)lengths[o++]=0;break;case 18:for(l=tinf_read_bits(e,7,11);l;--l)lengths[o++]=0;break;default:lengths[o++]=d}}tinf_build_tree(t,lengths,0,a),tinf_build_tree(i,lengths,a,n)}function tinf_inflate_block_data(e,t,i){for(;;){var a,n,s,r,o=tinf_decode_symbol(e,t);if(256===o)return TINF_OK;if(o<256)e.dest[e.destLen++]=o;else for(a=tinf_read_bits(e,length_bits[o-=257],length_base[o]),n=tinf_decode_symbol(e,i),r=s=e.destLen-tinf_read_bits(e,dist_bits[n],dist_base[n]);r<s+a;++r)e.dest[e.destLen++]=e.dest[r]}}function tinf_inflate_uncompressed_block(e){for(var t,i;e.bitcount>8;)e.sourceIndex--,e.bitcount-=8;if((t=256*(t=e.source[e.sourceIndex+1])+e.source[e.sourceIndex])!==(65535&~(256*e.source[e.sourceIndex+3]+e.source[e.sourceIndex+2])))return TINF_DATA_ERROR;for(e.sourceIndex+=4,i=t;i;--i)e.dest[e.destLen++]=e.source[e.sourceIndex++];return e.bitcount=0,TINF_OK}function tinf_uncompress(e,t){var i,a,n=new Data(e,t);do{switch(i=tinf_getbit(n),tinf_read_bits(n,2,0)){case 0:a=tinf_inflate_uncompressed_block(n);break;case 1:a=tinf_inflate_block_data(n,sltree,sdtree);break;case 2:tinf_decode_trees(n,n.ltree,n.dtree),a=tinf_inflate_block_data(n,n.ltree,n.dtree);break;default:a=TINF_DATA_ERROR}if(a!==TINF_OK)throw new Error("Data error")}while(!i);return n.destLen<n.dest.length?"function"==typeof n.dest.slice?n.dest.slice(0,n.destLen):n.dest.subarray(0,n.destLen):n.dest}tinf_build_fixed_trees(sltree,sdtree),tinf_build_bits_base(length_bits,length_base,4,3),tinf_build_bits_base(dist_bits,dist_base,2,1),length_bits[28]=0,length_base[28]=258;var tinyInflate=tinf_uncompress;function derive(e,t,i,a,n){return Math.pow(1-n,3)*e+3*Math.pow(1-n,2)*n*t+3*(1-n)*Math.pow(n,2)*i+Math.pow(n,3)*a}function BoundingBox(){this.x1=Number.NaN,this.y1=Number.NaN,this.x2=Number.NaN,this.y2=Number.NaN}function Path(){this.commands=[],this.fill="black",this.stroke=null,this.strokeWidth=1}function fail(e){throw new Error(e)}function argument(e,t){e||fail(t)}BoundingBox.prototype.isEmpty=function(){return isNaN(this.x1)||isNaN(this.y1)||isNaN(this.x2)||isNaN(this.y2)},BoundingBox.prototype.addPoint=function(e,t){"number"==typeof e&&((isNaN(this.x1)||isNaN(this.x2))&&(this.x1=e,this.x2=e),e<this.x1&&(this.x1=e),e>this.x2&&(this.x2=e)),"number"==typeof t&&((isNaN(this.y1)||isNaN(this.y2))&&(this.y1=t,this.y2=t),t<this.y1&&(this.y1=t),t>this.y2&&(this.y2=t))},BoundingBox.prototype.addX=function(e){this.addPoint(e,null)},BoundingBox.prototype.addY=function(e){this.addPoint(null,e)},BoundingBox.prototype.addBezier=function(e,t,i,a,n,s,r,o){var l=[e,t],c=[i,a],d=[n,s],h=[r,o];this.addPoint(e,t),this.addPoint(r,o);for(var p=0;p<=1;p++){var u=6*l[p]-12*c[p]+6*d[p],m=-3*l[p]+9*c[p]-9*d[p]+3*h[p],g=3*c[p]-3*l[p];if(0!==m){var f=Math.pow(u,2)-4*g*m;if(!(f<0)){var b=(-u+Math.sqrt(f))/(2*m);0<b&&b<1&&(0===p&&this.addX(derive(l[p],c[p],d[p],h[p],b)),1===p&&this.addY(derive(l[p],c[p],d[p],h[p],b)));var U=(-u-Math.sqrt(f))/(2*m);0<U&&U<1&&(0===p&&this.addX(derive(l[p],c[p],d[p],h[p],U)),1===p&&this.addY(derive(l[p],c[p],d[p],h[p],U)))}}else{if(0===u)continue;var E=-g/u;0<E&&E<1&&(0===p&&this.addX(derive(l[p],c[p],d[p],h[p],E)),1===p&&this.addY(derive(l[p],c[p],d[p],h[p],E)))}}},BoundingBox.prototype.addQuad=function(e,t,i,a,n,s){var r=e+2/3*(i-e),o=t+2/3*(a-t),l=r+1/3*(n-e),c=o+1/3*(s-t);this.addBezier(e,t,r,o,l,c,n,s)},Path.prototype.moveTo=function(e,t){this.commands.push({type:"M",x:e,y:t})},Path.prototype.lineTo=function(e,t){this.commands.push({type:"L",x:e,y:t})},Path.prototype.curveTo=Path.prototype.bezierCurveTo=function(e,t,i,a,n,s){this.commands.push({type:"C",x1:e,y1:t,x2:i,y2:a,x:n,y:s})},Path.prototype.quadTo=Path.prototype.quadraticCurveTo=function(e,t,i,a){this.commands.push({type:"Q",x1:e,y1:t,x:i,y:a})},Path.prototype.close=Path.prototype.closePath=function(){this.commands.push({type:"Z"})},Path.prototype.extend=function(e){if(e.commands)e=e.commands;else if(e instanceof BoundingBox){var t=e;return this.moveTo(t.x1,t.y1),this.lineTo(t.x2,t.y1),this.lineTo(t.x2,t.y2),this.lineTo(t.x1,t.y2),void this.close()}Array.prototype.push.apply(this.commands,e)},Path.prototype.getBoundingBox=function(){for(var e=new BoundingBox,t=0,i=0,a=0,n=0,s=0;s<this.commands.length;s++){var r=this.commands[s];switch(r.type){case"M":e.addPoint(r.x,r.y),t=a=r.x,i=n=r.y;break;case"L":e.addPoint(r.x,r.y),a=r.x,n=r.y;break;case"Q":e.addQuad(a,n,r.x1,r.y1,r.x,r.y),a=r.x,n=r.y;break;case"C":e.addBezier(a,n,r.x1,r.y1,r.x2,r.y2,r.x,r.y),a=r.x,n=r.y;break;case"Z":a=t,n=i;break;default:throw new Error("Unexpected path command "+r.type)}}return e.isEmpty()&&e.addPoint(0,0),e},Path.prototype.draw=function(e){e.beginPath();for(var t=0;t<this.commands.length;t+=1){var i=this.commands[t];"M"===i.type?e.moveTo(i.x,i.y):"L"===i.type?e.lineTo(i.x,i.y):"C"===i.type?e.bezierCurveTo(i.x1,i.y1,i.x2,i.y2,i.x,i.y):"Q"===i.type?e.quadraticCurveTo(i.x1,i.y1,i.x,i.y):"Z"===i.type&&e.closePath()}this.fill&&(e.fillStyle=this.fill,e.fill()),this.stroke&&(e.strokeStyle=this.stroke,e.lineWidth=this.strokeWidth,e.stroke())},Path.prototype.toPathData=function(e){function t(t){return Math.round(t)===t?""+Math.round(t):t.toFixed(e)}function i(){for(var e=arguments,i="",a=0;a<arguments.length;a+=1){var n=e[a];n>=0&&a>0&&(i+=" "),i+=t(n)}return i}e=void 0!==e?e:2;for(var a="",n=0;n<this.commands.length;n+=1){var s=this.commands[n];"M"===s.type?a+="M"+i(s.x,s.y):"L"===s.type?a+="L"+i(s.x,s.y):"C"===s.type?a+="C"+i(s.x1,s.y1,s.x2,s.y2,s.x,s.y):"Q"===s.type?a+="Q"+i(s.x1,s.y1,s.x,s.y):"Z"===s.type&&(a+="Z")}return a},Path.prototype.toSVG=function(e){var t='<path d="';return t+=this.toPathData(e),t+='"',this.fill&&"black"!==this.fill&&(null===this.fill?t+=' fill="none"':t+=' fill="'+this.fill+'"'),this.stroke&&(t+=' stroke="'+this.stroke+'" stroke-width="'+this.strokeWidth+'"'),t+"/>"},Path.prototype.toDOMElement=function(e){var t=this.toPathData(e),i=document.createElementNS("http://www.w3.org/2000/svg","path");return i.setAttribute("d",t),i};var check={fail:fail,argument:argument,assert:argument},LIMIT16=32768,LIMIT32=2147483648,decode={},encode={},sizeOf={};function constant(e){return function(){return e}}encode.BYTE=function(e){return check.argument(e>=0&&e<=255,"Byte value should be between 0 and 255."),[e]},sizeOf.BYTE=constant(1),encode.CHAR=function(e){return[e.charCodeAt(0)]},sizeOf.CHAR=constant(1),encode.CHARARRAY=function(e){void 0===e&&(e="",console.warn("Undefined CHARARRAY encountered and treated as an empty string. This is probably caused by a missing glyph name."));for(var t=[],i=0;i<e.length;i+=1)t[i]=e.charCodeAt(i);return t},sizeOf.CHARARRAY=function(e){return void 0===e?0:e.length},encode.USHORT=function(e){return[e>>8&255,255&e]},sizeOf.USHORT=constant(2),encode.SHORT=function(e){return e>=LIMIT16&&(e=-(2*LIMIT16-e)),[e>>8&255,255&e]},sizeOf.SHORT=constant(2),encode.UINT24=function(e){return[e>>16&255,e>>8&255,255&e]},sizeOf.UINT24=constant(3),encode.ULONG=function(e){return[e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.ULONG=constant(4),encode.LONG=function(e){return e>=LIMIT32&&(e=-(2*LIMIT32-e)),[e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.LONG=constant(4),encode.FIXED=encode.ULONG,sizeOf.FIXED=sizeOf.ULONG,encode.FWORD=encode.SHORT,sizeOf.FWORD=sizeOf.SHORT,encode.UFWORD=encode.USHORT,sizeOf.UFWORD=sizeOf.USHORT,encode.LONGDATETIME=function(e){return[0,0,0,0,e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.LONGDATETIME=constant(8),encode.TAG=function(e){return check.argument(4===e.length,"Tag should be exactly 4 ASCII characters."),[e.charCodeAt(0),e.charCodeAt(1),e.charCodeAt(2),e.charCodeAt(3)]},sizeOf.TAG=constant(4),encode.Card8=encode.BYTE,sizeOf.Card8=sizeOf.BYTE,encode.Card16=encode.USHORT,sizeOf.Card16=sizeOf.USHORT,encode.OffSize=encode.BYTE,sizeOf.OffSize=sizeOf.BYTE,encode.SID=encode.USHORT,sizeOf.SID=sizeOf.USHORT,encode.NUMBER=function(e){return e>=-107&&e<=107?[e+139]:e>=108&&e<=1131?[247+((e-=108)>>8),255&e]:e>=-1131&&e<=-108?[251+((e=-e-108)>>8),255&e]:e>=-32768&&e<=32767?encode.NUMBER16(e):encode.NUMBER32(e)},sizeOf.NUMBER=function(e){return encode.NUMBER(e).length},encode.NUMBER16=function(e){return[28,e>>8&255,255&e]},sizeOf.NUMBER16=constant(3),encode.NUMBER32=function(e){return[29,e>>24&255,e>>16&255,e>>8&255,255&e]},sizeOf.NUMBER32=constant(5),encode.REAL=function(e){var t=e.toString(),i=/\.(\d*?)(?:9{5,20}|0{5,20})\d{0,2}(?:e(.+)|$)/.exec(t);if(i){var a=parseFloat("1e"+((i[2]?+i[2]:0)+i[1].length));t=(Math.round(e*a)/a).toString()}for(var n="",s=0,r=t.length;s<r;s+=1){var o=t[s];n+="e"===o?"-"===t[++s]?"c":"b":"."===o?"a":"-"===o?"e":o}for(var l=[30],c=0,d=(n+=1&n.length?"f":"ff").length;c<d;c+=2)l.push(parseInt(n.substr(c,2),16));return l},sizeOf.REAL=function(e){return encode.REAL(e).length},encode.NAME=encode.CHARARRAY,sizeOf.NAME=sizeOf.CHARARRAY,encode.STRING=encode.CHARARRAY,sizeOf.STRING=sizeOf.CHARARRAY,decode.UTF8=function(e,t,i){for(var a=[],n=i,s=0;s<n;s++,t+=1)a[s]=e.getUint8(t);return String.fromCharCode.apply(null,a)},decode.UTF16=function(e,t,i){for(var a=[],n=i/2,s=0;s<n;s++,t+=2)a[s]=e.getUint16(t);return String.fromCharCode.apply(null,a)},encode.UTF16=function(e){for(var t=[],i=0;i<e.length;i+=1){var a=e.charCodeAt(i);t[t.length]=a>>8&255,t[t.length]=255&a}return t},sizeOf.UTF16=function(e){return 2*e.length};var eightBitMacEncodings={"x-mac-croatian":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®Š™´¨≠ŽØ∞±≤≥∆µ∂∑∏š∫ªºΩžø¿¡¬√ƒ≈Ć«Č… ÀÃÕŒœĐ—“”‘’÷◊©⁄€‹›Æ»–·‚„‰ÂćÁčÈÍÎÏÌÓÔđÒÚÛÙıˆ˜¯πË˚¸Êæˇ","x-mac-cyrillic":"АБВГДЕЖЗИЙКЛМНОПРСТУФХЦЧШЩЪЫЬЭЮЯ†°Ґ£§•¶І®©™Ђђ≠Ѓѓ∞±≤≥іµґЈЄєЇїЉљЊњјЅ¬√ƒ≈∆«»… ЋћЌќѕ–—“”‘’÷„ЎўЏџ№Ёёяабвгдежзийклмнопрстуфхцчшщъыьэю","x-mac-gaelic":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ÆØḂ±≤≥ḃĊċḊḋḞḟĠġṀæøṁṖṗɼƒſṠ«»… ÀÃÕŒœ–—“”‘’ṡẛÿŸṪ€‹›Ŷŷṫ·Ỳỳ⁊ÂÊÁËÈÍÎÏÌÓÔ♣ÒÚÛÙıÝýŴŵẄẅẀẁẂẃ","x-mac-greek":"Ĺ²É³ÖÜ΅àâä΄¨çéèê룙î‰ôö¦€ùûü†ΓΔΘΛΞΠß®©ΣΪ§≠°·Α±≤≥¥ΒΕΖΗΙΚΜΦΫΨΩάΝ¬ΟΡ≈Τ«»… ΥΧΆΈœ–―“”‘’÷ΉΊΌΎέήίόΏύαβψδεφγηιξκλμνοπώρστθωςχυζϊϋΐΰ­","x-mac-icelandic":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûüÝ°¢£§•¶ß®©™´¨≠ÆØ∞±≤≥¥µ∂∑∏π∫ªºΩæø¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸ⁄€ÐðÞþý·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙıˆ˜¯˘˙˚¸˝˛ˇ","x-mac-inuit":"ᐃᐄᐅᐆᐊᐋᐱᐲᐳᐴᐸᐹᑉᑎᑏᑐᑑᑕᑖᑦᑭᑮᑯᑰᑲᑳᒃᒋᒌᒍᒎᒐᒑ°ᒡᒥᒦ•¶ᒧ®©™ᒨᒪᒫᒻᓂᓃᓄᓅᓇᓈᓐᓯᓰᓱᓲᓴᓵᔅᓕᓖᓗᓘᓚᓛᓪᔨᔩᔪᔫᔭ… ᔮᔾᕕᕖᕗ–—“”‘’ᕘᕙᕚᕝᕆᕇᕈᕉᕋᕌᕐᕿᖀᖁᖂᖃᖄᖅᖏᖐᖑᖒᖓᖔᖕᙱᙲᙳᙴᙵᙶᖖᖠᖡᖢᖣᖤᖥᖦᕼŁł","x-mac-ce":"ÄĀāÉĄÖÜáąČäčĆć鏟ĎíďĒēĖóėôöõúĚěü†°Ę£§•¶ß®©™ę¨≠ģĮįĪ≤≥īĶ∂∑łĻļĽľĹĺŅņѬ√ńŇ∆«»… ňŐÕőŌ–—“”‘’÷◊ōŔŕŘ‹›řŖŗŠ‚„šŚśÁŤťÍŽžŪÓÔūŮÚůŰűŲųÝýķŻŁżĢˇ",macintosh:"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ÆØ∞±≤≥¥µ∂∑∏π∫ªºΩæø¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸ⁄€‹›fifl‡·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙıˆ˜¯˘˙˚¸˝˛ˇ","x-mac-romanian":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ĂȘ∞±≤≥¥µ∂∑∏π∫ªºΩăș¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸ⁄€‹›Țț‡·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙıˆ˜¯˘˙˚¸˝˛ˇ","x-mac-turkish":"ÄÅÇÉÑÖÜáàâäãåçéèêëíìîïñóòôöõúùûü†°¢£§•¶ß®©™´¨≠ÆØ∞±≤≥¥µ∂∑∏π∫ªºΩæø¿¡¬√ƒ≈∆«»… ÀÃÕŒœ–—“”‘’÷◊ÿŸĞğİıŞş‡·‚„‰ÂÊÁËÈÍÎÏÌÓÔÒÚÛÙˆ˜¯˘˙˚¸˝˛ˇ"};decode.MACSTRING=function(e,t,i,a){var n=eightBitMacEncodings[a];if(void 0!==n){for(var s="",r=0;r<i;r++){var o=e.getUint8(t+r);s+=o<=127?String.fromCharCode(o):n[127&o]}return s}};var macEncodingTableCache="function"==typeof WeakMap&&new WeakMap,macEncodingCacheKeys,getMacEncodingTable=function(e){if(!macEncodingCacheKeys)for(var t in macEncodingCacheKeys={},eightBitMacEncodings)macEncodingCacheKeys[t]=new String(t);var i=macEncodingCacheKeys[e];if(void 0!==i){if(macEncodingTableCache){var a=macEncodingTableCache.get(i);if(void 0!==a)return a}var n=eightBitMacEncodings[e];if(void 0!==n){for(var s={},r=0;r<n.length;r++)s[n.charCodeAt(r)]=r+128;return macEncodingTableCache&&macEncodingTableCache.set(i,s),s}}};function isByteEncodable(e){return e>=-128&&e<=127}function encodeVarDeltaRunAsZeroes(e,t,i){for(var a=0,n=e.length;t<n&&a<64&&0===e[t];)++t,++a;return i.push(128|a-1),t}function encodeVarDeltaRunAsBytes(e,t,i){for(var a=0,n=e.length,s=t;s<n&&a<64;){var r=e[s];if(!isByteEncodable(r))break;if(0===r&&s+1<n&&0===e[s+1])break;++s,++a}i.push(a-1);for(var o=t;o<s;++o)i.push(e[o]+256&255);return s}function encodeVarDeltaRunAsWords(e,t,i){for(var a=0,n=e.length,s=t;s<n&&a<64;){var r=e[s];if(0===r)break;if(isByteEncodable(r)&&s+1<n&&isByteEncodable(e[s+1]))break;++s,++a}i.push(64|a-1);for(var o=t;o<s;++o){var l=e[o];i.push(l+65536>>8&255,l+256&255)}return s}encode.MACSTRING=function(e,t){var i=getMacEncodingTable(t);if(void 0!==i){for(var a=[],n=0;n<e.length;n++){var s=e.charCodeAt(n);if(s>=128&&void 0===(s=i[s]))return;a[n]=s}return a}},sizeOf.MACSTRING=function(e,t){var i=encode.MACSTRING(e,t);return void 0!==i?i.length:0},encode.VARDELTAS=function(e){for(var t=0,i=[];t<e.length;){var a=e[t];t=0===a?encodeVarDeltaRunAsZeroes(e,t,i):a>=-128&&a<=127?encodeVarDeltaRunAsBytes(e,t,i):encodeVarDeltaRunAsWords(e,t,i)}return i},encode.INDEX=function(e){for(var t=1,i=[t],a=[],n=0;n<e.length;n+=1){var s=encode.OBJECT(e[n]);Array.prototype.push.apply(a,s),t+=s.length,i.push(t)}if(0===a.length)return[0,0];for(var r=[],o=1+Math.floor(Math.log(t)/Math.log(2))/8|0,l=[void 0,encode.BYTE,encode.USHORT,encode.UINT24,encode.ULONG][o],c=0;c<i.length;c+=1){var d=l(i[c]);Array.prototype.push.apply(r,d)}return Array.prototype.concat(encode.Card16(e.length),encode.OffSize(o),r,a)},sizeOf.INDEX=function(e){return encode.INDEX(e).length},encode.DICT=function(e){for(var t=[],i=Object.keys(e),a=i.length,n=0;n<a;n+=1){var s=parseInt(i[n],0),r=e[s];t=(t=t.concat(encode.OPERAND(r.value,r.type))).concat(encode.OPERATOR(s))}return t},sizeOf.DICT=function(e){return encode.DICT(e).length},encode.OPERATOR=function(e){return e<1200?[e]:[12,e-1200]},encode.OPERAND=function(e,t){var i=[];if(Array.isArray(t))for(var a=0;a<t.length;a+=1)check.argument(e.length===t.length,"Not enough arguments given for type"+t),i=i.concat(encode.OPERAND(e[a],t[a]));else if("SID"===t)i=i.concat(encode.NUMBER(e));else if("offset"===t)i=i.concat(encode.NUMBER32(e));else if("number"===t)i=i.concat(encode.NUMBER(e));else{if("real"!==t)throw new Error("Unknown operand type "+t);i=i.concat(encode.REAL(e))}return i},encode.OP=encode.BYTE,sizeOf.OP=sizeOf.BYTE;var wmm="function"==typeof WeakMap&&new WeakMap;function Table(e,t,i){if(t.length&&("coverageFormat"!==t[0].name||1===t[0].value))for(var a=0;a<t.length;a+=1){var n=t[a];this[n.name]=n.value}if(this.tableName=e,this.fields=t,i)for(var s=Object.keys(i),r=0;r<s.length;r+=1){var o=s[r],l=i[o];void 0!==this[o]&&(this[o]=l)}}function ushortList(e,t,i){void 0===i&&(i=t.length);var a=new Array(t.length+1);a[0]={name:e+"Count",type:"USHORT",value:i};for(var n=0;n<t.length;n++)a[n+1]={name:e+n,type:"USHORT",value:t[n]};return a}function tableList(e,t,i){var a=t.length,n=new Array(a+1);n[0]={name:e+"Count",type:"USHORT",value:a};for(var s=0;s<a;s++)n[s+1]={name:e+s,type:"TABLE",value:i(t[s],s)};return n}function recordList(e,t,i){var a=t.length,n=[];n[0]={name:e+"Count",type:"USHORT",value:a};for(var s=0;s<a;s++)n=n.concat(i(t[s],s));return n}function Coverage(e){1===e.format?Table.call(this,"coverageTable",[{name:"coverageFormat",type:"USHORT",value:1}].concat(ushortList("glyph",e.glyphs))):2===e.format?Table.call(this,"coverageTable",[{name:"coverageFormat",type:"USHORT",value:2}].concat(recordList("rangeRecord",e.ranges,(function(e){return[{name:"startGlyphID",type:"USHORT",value:e.start},{name:"endGlyphID",type:"USHORT",value:e.end},{name:"startCoverageIndex",type:"USHORT",value:e.index}]})))):check.assert(!1,"Coverage format must be 1 or 2.")}function ScriptList(e){Table.call(this,"scriptListTable",recordList("scriptRecord",e,(function(e,t){var i=e.script,a=i.defaultLangSys;return check.assert(!!a,"Unable to write GSUB: script "+e.tag+" has no default language system."),[{name:"scriptTag"+t,type:"TAG",value:e.tag},{name:"script"+t,type:"TABLE",value:new Table("scriptTable",[{name:"defaultLangSys",type:"TABLE",value:new Table("defaultLangSys",[{name:"lookupOrder",type:"USHORT",value:0},{name:"reqFeatureIndex",type:"USHORT",value:a.reqFeatureIndex}].concat(ushortList("featureIndex",a.featureIndexes)))}].concat(recordList("langSys",i.langSysRecords,(function(e,t){var i=e.langSys;return[{name:"langSysTag"+t,type:"TAG",value:e.tag},{name:"langSys"+t,type:"TABLE",value:new Table("langSys",[{name:"lookupOrder",type:"USHORT",value:0},{name:"reqFeatureIndex",type:"USHORT",value:i.reqFeatureIndex}].concat(ushortList("featureIndex",i.featureIndexes)))}]}))))}]})))}function FeatureList(e){Table.call(this,"featureListTable",recordList("featureRecord",e,(function(e,t){var i=e.feature;return[{name:"featureTag"+t,type:"TAG",value:e.tag},{name:"feature"+t,type:"TABLE",value:new Table("featureTable",[{name:"featureParams",type:"USHORT",value:i.featureParams}].concat(ushortList("lookupListIndex",i.lookupListIndexes)))}]})))}function LookupList(e,t){Table.call(this,"lookupListTable",tableList("lookup",e,(function(e){var i=t[e.lookupType];return check.assert(!!i,"Unable to write GSUB lookup type "+e.lookupType+" tables."),new Table("lookupTable",[{name:"lookupType",type:"USHORT",value:e.lookupType},{name:"lookupFlag",type:"USHORT",value:e.lookupFlag}].concat(tableList("subtable",e.subtables,i)))})))}encode.CHARSTRING=function(e){if(wmm){var t=wmm.get(e);if(void 0!==t)return t}for(var i=[],a=e.length,n=0;n<a;n+=1){var s=e[n];i=i.concat(encode[s.type](s.value))}return wmm&&wmm.set(e,i),i},sizeOf.CHARSTRING=function(e){return encode.CHARSTRING(e).length},encode.OBJECT=function(e){var t=encode[e.type];return check.argument(void 0!==t,"No encoding function for type "+e.type),t(e.value)},sizeOf.OBJECT=function(e){var t=sizeOf[e.type];return check.argument(void 0!==t,"No sizeOf function for type "+e.type),t(e.value)},encode.TABLE=function(e){for(var t=[],i=e.fields.length,a=[],n=[],s=0;s<i;s+=1){var r=e.fields[s],o=encode[r.type];check.argument(void 0!==o,"No encoding function for field type "+r.type+" ("+r.name+")");var l=e[r.name];void 0===l&&(l=r.value);var c=o(l);"TABLE"===r.type?(n.push(t.length),t=t.concat([0,0]),a.push(c)):t=t.concat(c)}for(var d=0;d<a.length;d+=1){var h=n[d],p=t.length;check.argument(p<65536,"Table "+e.tableName+" too big."),t[h]=p>>8,t[h+1]=255&p,t=t.concat(a[d])}return t},sizeOf.TABLE=function(e){for(var t=0,i=e.fields.length,a=0;a<i;a+=1){var n=e.fields[a],s=sizeOf[n.type];check.argument(void 0!==s,"No sizeOf function for field type "+n.type+" ("+n.name+")");var r=e[n.name];void 0===r&&(r=n.value),t+=s(r),"TABLE"===n.type&&(t+=2)}return t},encode.RECORD=encode.TABLE,sizeOf.RECORD=sizeOf.TABLE,encode.LITERAL=function(e){return e},sizeOf.LITERAL=function(e){return e.length},Table.prototype.encode=function(){return encode.TABLE(this)},Table.prototype.sizeOf=function(){return sizeOf.TABLE(this)},Coverage.prototype=Object.create(Table.prototype),Coverage.prototype.constructor=Coverage,ScriptList.prototype=Object.create(Table.prototype),ScriptList.prototype.constructor=ScriptList,FeatureList.prototype=Object.create(Table.prototype),FeatureList.prototype.constructor=FeatureList,LookupList.prototype=Object.create(Table.prototype),LookupList.prototype.constructor=LookupList;var table={Table:Table,Record:Table,Coverage:Coverage,ScriptList:ScriptList,FeatureList:FeatureList,LookupList:LookupList,ushortList:ushortList,tableList:tableList,recordList:recordList};function getByte(e,t){return e.getUint8(t)}function getUShort(e,t){return e.getUint16(t,!1)}function getShort(e,t){return e.getInt16(t,!1)}function getULong(e,t){return e.getUint32(t,!1)}function getFixed(e,t){return e.getInt16(t,!1)+e.getUint16(t+2,!1)/65535}function getTag(e,t){for(var i="",a=t;a<t+4;a+=1)i+=String.fromCharCode(e.getInt8(a));return i}function getOffset(e,t,i){for(var a=0,n=0;n<i;n+=1)a<<=8,a+=e.getUint8(t+n);return a}function getBytes(e,t,i){for(var a=[],n=t;n<i;n+=1)a.push(e.getUint8(n));return a}function bytesToString(e){for(var t="",i=0;i<e.length;i+=1)t+=String.fromCharCode(e[i]);return t}var typeOffsets={byte:1,uShort:2,short:2,uLong:4,fixed:4,longDateTime:8,tag:4};function Parser(e,t){this.data=e,this.offset=t,this.relativeOffset=0}Parser.prototype.parseByte=function(){var e=this.data.getUint8(this.offset+this.relativeOffset);return this.relativeOffset+=1,e},Parser.prototype.parseChar=function(){var e=this.data.getInt8(this.offset+this.relativeOffset);return this.relativeOffset+=1,e},Parser.prototype.parseCard8=Parser.prototype.parseByte,Parser.prototype.parseUShort=function(){var e=this.data.getUint16(this.offset+this.relativeOffset);return this.relativeOffset+=2,e},Parser.prototype.parseCard16=Parser.prototype.parseUShort,Parser.prototype.parseSID=Parser.prototype.parseUShort,Parser.prototype.parseOffset16=Parser.prototype.parseUShort,Parser.prototype.parseShort=function(){var e=this.data.getInt16(this.offset+this.relativeOffset);return this.relativeOffset+=2,e},Parser.prototype.parseF2Dot14=function(){var e=this.data.getInt16(this.offset+this.relativeOffset)/16384;return this.relativeOffset+=2,e},Parser.prototype.parseULong=function(){var e=getULong(this.data,this.offset+this.relativeOffset);return this.relativeOffset+=4,e},Parser.prototype.parseOffset32=Parser.prototype.parseULong,Parser.prototype.parseFixed=function(){var e=getFixed(this.data,this.offset+this.relativeOffset);return this.relativeOffset+=4,e},Parser.prototype.parseString=function(e){var t=this.data,i=this.offset+this.relativeOffset,a="";this.relativeOffset+=e;for(var n=0;n<e;n++)a+=String.fromCharCode(t.getUint8(i+n));return a},Parser.prototype.parseTag=function(){return this.parseString(4)},Parser.prototype.parseLongDateTime=function(){var e=getULong(this.data,this.offset+this.relativeOffset+4);return e-=2082844800,this.relativeOffset+=8,e},Parser.prototype.parseVersion=function(e){var t=getUShort(this.data,this.offset+this.relativeOffset),i=getUShort(this.data,this.offset+this.relativeOffset+2);return this.relativeOffset+=4,void 0===e&&(e=4096),t+i/e/10},Parser.prototype.skip=function(e,t){void 0===t&&(t=1),this.relativeOffset+=typeOffsets[e]*t},Parser.prototype.parseULongList=function(e){void 0===e&&(e=this.parseULong());for(var t=new Array(e),i=this.data,a=this.offset+this.relativeOffset,n=0;n<e;n++)t[n]=i.getUint32(a),a+=4;return this.relativeOffset+=4*e,t},Parser.prototype.parseOffset16List=Parser.prototype.parseUShortList=function(e){void 0===e&&(e=this.parseUShort());for(var t=new Array(e),i=this.data,a=this.offset+this.relativeOffset,n=0;n<e;n++)t[n]=i.getUint16(a),a+=2;return this.relativeOffset+=2*e,t},Parser.prototype.parseShortList=function(e){for(var t=new Array(e),i=this.data,a=this.offset+this.relativeOffset,n=0;n<e;n++)t[n]=i.getInt16(a),a+=2;return this.relativeOffset+=2*e,t},Parser.prototype.parseByteList=function(e){for(var t=new Array(e),i=this.data,a=this.offset+this.relativeOffset,n=0;n<e;n++)t[n]=i.getUint8(a++);return this.relativeOffset+=e,t},Parser.prototype.parseList=function(e,t){t||(t=e,e=this.parseUShort());for(var i=new Array(e),a=0;a<e;a++)i[a]=t.call(this);return i},Parser.prototype.parseList32=function(e,t){t||(t=e,e=this.parseULong());for(var i=new Array(e),a=0;a<e;a++)i[a]=t.call(this);return i},Parser.prototype.parseRecordList=function(e,t){t||(t=e,e=this.parseUShort());for(var i=new Array(e),a=Object.keys(t),n=0;n<e;n++){for(var s={},r=0;r<a.length;r++){var o=a[r],l=t[o];s[o]=l.call(this)}i[n]=s}return i},Parser.prototype.parseRecordList32=function(e,t){t||(t=e,e=this.parseULong());for(var i=new Array(e),a=Object.keys(t),n=0;n<e;n++){for(var s={},r=0;r<a.length;r++){var o=a[r],l=t[o];s[o]=l.call(this)}i[n]=s}return i},Parser.prototype.parseStruct=function(e){if("function"==typeof e)return e.call(this);for(var t=Object.keys(e),i={},a=0;a<t.length;a++){var n=t[a],s=e[n];i[n]=s.call(this)}return i},Parser.prototype.parseValueRecord=function(e){if(void 0===e&&(e=this.parseUShort()),0!==e){var t={};return 1&e&&(t.xPlacement=this.parseShort()),2&e&&(t.yPlacement=this.parseShort()),4&e&&(t.xAdvance=this.parseShort()),8&e&&(t.yAdvance=this.parseShort()),16&e&&(t.xPlaDevice=void 0,this.parseShort()),32&e&&(t.yPlaDevice=void 0,this.parseShort()),64&e&&(t.xAdvDevice=void 0,this.parseShort()),128&e&&(t.yAdvDevice=void 0,this.parseShort()),t}},Parser.prototype.parseValueRecordList=function(){for(var e=this.parseUShort(),t=this.parseUShort(),i=new Array(t),a=0;a<t;a++)i[a]=this.parseValueRecord(e);return i},Parser.prototype.parsePointer=function(e){var t=this.parseOffset16();if(t>0)return new Parser(this.data,this.offset+t).parseStruct(e)},Parser.prototype.parsePointer32=function(e){var t=this.parseOffset32();if(t>0)return new Parser(this.data,this.offset+t).parseStruct(e)},Parser.prototype.parseListOfLists=function(e){for(var t=this.parseOffset16List(),i=t.length,a=this.relativeOffset,n=new Array(i),s=0;s<i;s++){var r=t[s];if(0!==r)if(this.relativeOffset=r,e){for(var o=this.parseOffset16List(),l=new Array(o.length),c=0;c<o.length;c++)this.relativeOffset=r+o[c],l[c]=e.call(this);n[s]=l}else n[s]=this.parseUShortList();else n[s]=void 0}return this.relativeOffset=a,n},Parser.prototype.parseCoverage=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort(),i=this.parseUShort();if(1===t)return{format:1,glyphs:this.parseUShortList(i)};if(2===t){for(var a=new Array(i),n=0;n<i;n++)a[n]={start:this.parseUShort(),end:this.parseUShort(),index:this.parseUShort()};return{format:2,ranges:a}}throw new Error("0x"+e.toString(16)+": Coverage format must be 1 or 2.")},Parser.prototype.parseClassDef=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();if(1===t)return{format:1,startGlyph:this.parseUShort(),classes:this.parseUShortList()};if(2===t)return{format:2,ranges:this.parseRecordList({start:Parser.uShort,end:Parser.uShort,classId:Parser.uShort})};throw new Error("0x"+e.toString(16)+": ClassDef format must be 1 or 2.")},Parser.list=function(e,t){return function(){return this.parseList(e,t)}},Parser.list32=function(e,t){return function(){return this.parseList32(e,t)}},Parser.recordList=function(e,t){return function(){return this.parseRecordList(e,t)}},Parser.recordList32=function(e,t){return function(){return this.parseRecordList32(e,t)}},Parser.pointer=function(e){return function(){return this.parsePointer(e)}},Parser.pointer32=function(e){return function(){return this.parsePointer32(e)}},Parser.tag=Parser.prototype.parseTag,Parser.byte=Parser.prototype.parseByte,Parser.uShort=Parser.offset16=Parser.prototype.parseUShort,Parser.uShortList=Parser.prototype.parseUShortList,Parser.uLong=Parser.offset32=Parser.prototype.parseULong,Parser.uLongList=Parser.prototype.parseULongList,Parser.struct=Parser.prototype.parseStruct,Parser.coverage=Parser.prototype.parseCoverage,Parser.classDef=Parser.prototype.parseClassDef;var langSysTable={reserved:Parser.uShort,reqFeatureIndex:Parser.uShort,featureIndexes:Parser.uShortList};Parser.prototype.parseScriptList=function(){return this.parsePointer(Parser.recordList({tag:Parser.tag,script:Parser.pointer({defaultLangSys:Parser.pointer(langSysTable),langSysRecords:Parser.recordList({tag:Parser.tag,langSys:Parser.pointer(langSysTable)})})}))||[]},Parser.prototype.parseFeatureList=function(){return this.parsePointer(Parser.recordList({tag:Parser.tag,feature:Parser.pointer({featureParams:Parser.offset16,lookupListIndexes:Parser.uShortList})}))||[]},Parser.prototype.parseLookupList=function(e){return this.parsePointer(Parser.list(Parser.pointer((function(){var t=this.parseUShort();check.argument(1<=t&&t<=9,"GPOS/GSUB lookup type "+t+" unknown.");var i=this.parseUShort(),a=16&i;return{lookupType:t,lookupFlag:i,subtables:this.parseList(Parser.pointer(e[t])),markFilteringSet:a?this.parseUShort():void 0}}))))||[]},Parser.prototype.parseFeatureVariationsList=function(){return this.parsePointer32((function(){var e=this.parseUShort(),t=this.parseUShort();return check.argument(1===e&&t<1,"GPOS/GSUB feature variations table unknown."),this.parseRecordList32({conditionSetOffset:Parser.offset32,featureTableSubstitutionOffset:Parser.offset32})}))||[]};var parse={getByte:getByte,getCard8:getByte,getUShort:getUShort,getCard16:getUShort,getShort:getShort,getULong:getULong,getFixed:getFixed,getTag:getTag,getOffset:getOffset,getBytes:getBytes,bytesToString:bytesToString,Parser:Parser};function parseCmapTableFormat12(e,t){var i;t.parseUShort(),e.length=t.parseULong(),e.language=t.parseULong(),e.groupCount=i=t.parseULong(),e.glyphIndexMap={};for(var a=0;a<i;a+=1)for(var n=t.parseULong(),s=t.parseULong(),r=t.parseULong(),o=n;o<=s;o+=1)e.glyphIndexMap[o]=r,r++}function parseCmapTableFormat4(e,t,i,a,n){var s;e.length=t.parseUShort(),e.language=t.parseUShort(),e.segCount=s=t.parseUShort()>>1,t.skip("uShort",3),e.glyphIndexMap={};for(var r=new parse.Parser(i,a+n+14),o=new parse.Parser(i,a+n+16+2*s),l=new parse.Parser(i,a+n+16+4*s),c=new parse.Parser(i,a+n+16+6*s),d=a+n+16+8*s,h=0;h<s-1;h+=1)for(var p=void 0,u=r.parseUShort(),m=o.parseUShort(),g=l.parseShort(),f=c.parseUShort(),b=m;b<=u;b+=1)0!==f?(d=c.offset+c.relativeOffset-2,d+=f,d+=2*(b-m),0!==(p=parse.getUShort(i,d))&&(p=p+g&65535)):p=b+g&65535,e.glyphIndexMap[b]=p}function parseCmapTable(e,t){var i={};i.version=parse.getUShort(e,t),check.argument(0===i.version,"cmap table version should be 0."),i.numTables=parse.getUShort(e,t+2);for(var a=-1,n=i.numTables-1;n>=0;n-=1){var s=parse.getUShort(e,t+4+8*n),r=parse.getUShort(e,t+4+8*n+2);if(3===s&&(0===r||1===r||10===r)||0===s&&(0===r||1===r||2===r||3===r||4===r)){a=parse.getULong(e,t+4+8*n+4);break}}if(-1===a)throw new Error("No valid cmap sub-tables found.");var o=new parse.Parser(e,t+a);if(i.format=o.parseUShort(),12===i.format)parseCmapTableFormat12(i,o);else{if(4!==i.format)throw new Error("Only format 4 and 12 cmap tables are supported (found format "+i.format+").");parseCmapTableFormat4(i,o,e,t,a)}return i}function addSegment(e,t,i){e.segments.push({end:t,start:t,delta:-(t-i),offset:0,glyphIndex:i})}function addTerminatorSegment(e){e.segments.push({end:65535,start:65535,delta:1,offset:0})}function makeCmapTable(e){var t,i=!0;for(t=e.length-1;t>0;t-=1)if(e.get(t).unicode>65535){console.log("Adding CMAP format 12 (needed!)"),i=!1;break}var a=[{name:"version",type:"USHORT",value:0},{name:"numTables",type:"USHORT",value:i?1:2},{name:"platformID",type:"USHORT",value:3},{name:"encodingID",type:"USHORT",value:1},{name:"offset",type:"ULONG",value:i?12:20}];i||(a=a.concat([{name:"cmap12PlatformID",type:"USHORT",value:3},{name:"cmap12EncodingID",type:"USHORT",value:10},{name:"cmap12Offset",type:"ULONG",value:0}])),a=a.concat([{name:"format",type:"USHORT",value:4},{name:"cmap4Length",type:"USHORT",value:0},{name:"language",type:"USHORT",value:0},{name:"segCountX2",type:"USHORT",value:0},{name:"searchRange",type:"USHORT",value:0},{name:"entrySelector",type:"USHORT",value:0},{name:"rangeShift",type:"USHORT",value:0}]);var n=new table.Table("cmap",a);for(n.segments=[],t=0;t<e.length;t+=1){for(var s=e.get(t),r=0;r<s.unicodes.length;r+=1)addSegment(n,s.unicodes[r],t);n.segments=n.segments.sort((function(e,t){return e.start-t.start}))}addTerminatorSegment(n);var o=n.segments.length,l=0,c=[],d=[],h=[],p=[],u=[],m=[];for(t=0;t<o;t+=1){var g=n.segments[t];g.end<=65535&&g.start<=65535?(c=c.concat({name:"end_"+t,type:"USHORT",value:g.end}),d=d.concat({name:"start_"+t,type:"USHORT",value:g.start}),h=h.concat({name:"idDelta_"+t,type:"SHORT",value:g.delta}),p=p.concat({name:"idRangeOffset_"+t,type:"USHORT",value:g.offset}),void 0!==g.glyphId&&(u=u.concat({name:"glyph_"+t,type:"USHORT",value:g.glyphId}))):l+=1,i||void 0===g.glyphIndex||(m=(m=(m=m.concat({name:"cmap12Start_"+t,type:"ULONG",value:g.start})).concat({name:"cmap12End_"+t,type:"ULONG",value:g.end})).concat({name:"cmap12Glyph_"+t,type:"ULONG",value:g.glyphIndex}))}if(n.segCountX2=2*(o-l),n.searchRange=2*Math.pow(2,Math.floor(Math.log(o-l)/Math.log(2))),n.entrySelector=Math.log(n.searchRange/2)/Math.log(2),n.rangeShift=n.segCountX2-n.searchRange,n.fields=n.fields.concat(c),n.fields.push({name:"reservedPad",type:"USHORT",value:0}),n.fields=n.fields.concat(d),n.fields=n.fields.concat(h),n.fields=n.fields.concat(p),n.fields=n.fields.concat(u),n.cmap4Length=14+2*c.length+2+2*d.length+2*h.length+2*p.length+2*u.length,!i){var f=16+4*m.length;n.cmap12Offset=20+n.cmap4Length,n.fields=n.fields.concat([{name:"cmap12Format",type:"USHORT",value:12},{name:"cmap12Reserved",type:"USHORT",value:0},{name:"cmap12Length",type:"ULONG",value:f},{name:"cmap12Language",type:"ULONG",value:0},{name:"cmap12nGroups",type:"ULONG",value:m.length/3}]),n.fields=n.fields.concat(m)}return n}var cmap={parse:parseCmapTable,make:makeCmapTable},cffStandardStrings=[".notdef","space","exclam","quotedbl","numbersign","dollar","percent","ampersand","quoteright","parenleft","parenright","asterisk","plus","comma","hyphen","period","slash","zero","one","two","three","four","five","six","seven","eight","nine","colon","semicolon","less","equal","greater","question","at","A","B","C","D","E","F","G","H","I","J","K","L","M","N","O","P","Q","R","S","T","U","V","W","X","Y","Z","bracketleft","backslash","bracketright","asciicircum","underscore","quoteleft","a","b","c","d","e","f","g","h","i","j","k","l","m","n","o","p","q","r","s","t","u","v","w","x","y","z","braceleft","bar","braceright","asciitilde","exclamdown","cent","sterling","fraction","yen","florin","section","currency","quotesingle","quotedblleft","guillemotleft","guilsinglleft","guilsinglright","fi","fl","endash","dagger","daggerdbl","periodcentered","paragraph","bullet","quotesinglbase","quotedblbase","quotedblright","guillemotright","ellipsis","perthousand","questiondown","grave","acute","circumflex","tilde","macron","breve","dotaccent","dieresis","ring","cedilla","hungarumlaut","ogonek","caron","emdash","AE","ordfeminine","Lslash","Oslash","OE","ordmasculine","ae","dotlessi","lslash","oslash","oe","germandbls","onesuperior","logicalnot","mu","trademark","Eth","onehalf","plusminus","Thorn","onequarter","divide","brokenbar","degree","thorn","threequarters","twosuperior","registered","minus","eth","multiply","threesuperior","copyright","Aacute","Acircumflex","Adieresis","Agrave","Aring","Atilde","Ccedilla","Eacute","Ecircumflex","Edieresis","Egrave","Iacute","Icircumflex","Idieresis","Igrave","Ntilde","Oacute","Ocircumflex","Odieresis","Ograve","Otilde","Scaron","Uacute","Ucircumflex","Udieresis","Ugrave","Yacute","Ydieresis","Zcaron","aacute","acircumflex","adieresis","agrave","aring","atilde","ccedilla","eacute","ecircumflex","edieresis","egrave","iacute","icircumflex","idieresis","igrave","ntilde","oacute","ocircumflex","odieresis","ograve","otilde","scaron","uacute","ucircumflex","udieresis","ugrave","yacute","ydieresis","zcaron","exclamsmall","Hungarumlautsmall","dollaroldstyle","dollarsuperior","ampersandsmall","Acutesmall","parenleftsuperior","parenrightsuperior","266 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e.length<1240?107:e.length<33900?1131:32768}function parseCFFIndex(e,t,i){var a,n,s=[],r=[],o=parse.getCard16(e,t);if(0!==o){var l=parse.getByte(e,t+2);a=t+(o+1)*l+2;for(var c=t+3,d=0;d<o+1;d+=1)s.push(parse.getOffset(e,c,l)),c+=l;n=a+s[o]}else n=t+2;for(var h=0;h<s.length-1;h+=1){var p=parse.getBytes(e,a+s[h],a+s[h+1]);i&&(p=i(p)),r.push(p)}return{objects:r,startOffset:t,endOffset:n}}function parseCFFIndexLowMemory(e,t){var i,a,n=[],s=parse.getCard16(e,t);if(0!==s){var r=parse.getByte(e,t+2);i=t+(s+1)*r+2;for(var o=t+3,l=0;l<s+1;l+=1)n.push(parse.getOffset(e,o,r)),o+=r;a=i+n[s]}else a=t+2;return{offsets:n,startOffset:t,endOffset:a}}function getCffIndexObject(e,t,i,a,n){var s=parse.getCard16(i,a),r=0;0!==s&&(r=a+(s+1)*parse.getByte(i,a+2)+2);var o=parse.getBytes(i,r+t[e],r+t[e+1]);return n&&(o=n(o)),o}function parseFloatOperand(e){for(var t="",i=["0","1","2","3","4","5","6","7","8","9",".","E","E-",null,"-"];;){var a=e.parseByte(),n=a>>4,s=15&a;if(15===n)break;if(t+=i[n],15===s)break;t+=i[s]}return parseFloat(t)}function parseOperand(e,t){if(28===t)return e.parseByte()<<8|e.parseByte();if(29===t)return e.parseByte()<<24|e.parseByte()<<16|e.parseByte()<<8|e.parseByte();if(30===t)return parseFloatOperand(e);if(t>=32&&t<=246)return t-139;if(t>=247&&t<=250)return 256*(t-247)+e.parseByte()+108;if(t>=251&&t<=254)return 256*-(t-251)-e.parseByte()-108;throw new Error("Invalid b0 "+t)}function entriesToObject(e){for(var t={},i=0;i<e.length;i+=1){var a,n=e[i][0],s=e[i][1];if(a=1===s.length?s[0]:s,t.hasOwnProperty(n)&&!isNaN(t[n]))throw new Error("Object "+t+" already has key "+n);t[n]=a}return t}function parseCFFDict(e,t,i){t=void 0!==t?t:0;var a=new parse.Parser(e,t),n=[],s=[];for(i=void 0!==i?i:e.length;a.relativeOffset<i;){var r=a.parseByte();r<=21?(12===r&&(r=1200+a.parseByte()),n.push([r,s]),s=[]):s.push(parseOperand(a,r))}return entriesToObject(n)}function getCFFString(e,t){return t<=390?cffStandardStrings[t]:e[t-391]}function interpretDict(e,t,i){for(var a,n={},s=0;s<t.length;s+=1){var r=t[s];if(Array.isArray(r.type)){var o=[];o.length=r.type.length;for(var l=0;l<r.type.length;l++)void 0===(a=void 0!==e[r.op]?e[r.op][l]:void 0)&&(a=void 0!==r.value&&void 0!==r.value[l]?r.value[l]:null),"SID"===r.type[l]&&(a=getCFFString(i,a)),o[l]=a;n[r.name]=o}else void 0===(a=e[r.op])&&(a=void 0!==r.value?r.value:null),"SID"===r.type&&(a=getCFFString(i,a)),n[r.name]=a}return n}function parseCFFHeader(e,t){var i={};return i.formatMajor=parse.getCard8(e,t),i.formatMinor=parse.getCard8(e,t+1),i.size=parse.getCard8(e,t+2),i.offsetSize=parse.getCard8(e,t+3),i.startOffset=t,i.endOffset=t+4,i}var TOP_DICT_META=[{name:"version",op:0,type:"SID"},{name:"notice",op:1,type:"SID"},{name:"copyright",op:1200,type:"SID"},{name:"fullName",op:2,type:"SID"},{name:"familyName",op:3,type:"SID"},{name:"weight",op:4,type:"SID"},{name:"isFixedPitch",op:1201,type:"number",value:0},{name:"italicAngle",op:1202,type:"number",value:0},{name:"underlinePosition",op:1203,type:"number",value:-100},{name:"underlineThickness",op:1204,type:"number",value:50},{name:"paintType",op:1205,type:"number",value:0},{name:"charstringType",op:1206,type:"number",value:2},{name:"fontMatrix",op:1207,type:["real","real","real","real","real","real"],value:[.001,0,0,.001,0,0]},{name:"uniqueId",op:13,type:"number"},{name:"fontBBox",op:5,type:["number","number","number","number"],value:[0,0,0,0]},{name:"strokeWidth",op:1208,type:"number",value:0},{name:"xuid",op:14,type:[],value:null},{name:"charset",op:15,type:"offset",value:0},{name:"encoding",op:16,type:"offset",value:0},{name:"charStrings",op:17,type:"offset",value:0},{name:"private",op:18,type:["number","offset"],value:[0,0]},{name:"ros",op:1230,type:["SID","SID","number"]},{name:"cidFontVersion",op:1231,type:"number",value:0},{name:"cidFontRevision",op:1232,type:"number",value:0},{name:"cidFontType",op:1233,type:"number",value:0},{name:"cidCount",op:1234,type:"number",value:8720},{name:"uidBase",op:1235,type:"number"},{name:"fdArray",op:1236,type:"offset"},{name:"fdSelect",op:1237,type:"offset"},{name:"fontName",op:1238,type:"SID"}],PRIVATE_DICT_META=[{name:"subrs",op:19,type:"offset",value:0},{name:"defaultWidthX",op:20,type:"number",value:0},{name:"nominalWidthX",op:21,type:"number",value:0}];function parseCFFTopDict(e,t){return interpretDict(parseCFFDict(e,0,e.byteLength),TOP_DICT_META,t)}function parseCFFPrivateDict(e,t,i,a){return interpretDict(parseCFFDict(e,t,i),PRIVATE_DICT_META,a)}function gatherCFFTopDicts(e,t,i,a){for(var n=[],s=0;s<i.length;s+=1){var r=parseCFFTopDict(new DataView(new Uint8Array(i[s]).buffer),a);r._subrs=[],r._subrsBias=0,r._defaultWidthX=0,r._nominalWidthX=0;var o=r.private[0],l=r.private[1];if(0!==o&&0!==l){var c=parseCFFPrivateDict(e,l+t,o,a);if(r._defaultWidthX=c.defaultWidthX,r._nominalWidthX=c.nominalWidthX,0!==c.subrs){var d=parseCFFIndex(e,l+c.subrs+t);r._subrs=d.objects,r._subrsBias=calcCFFSubroutineBias(r._subrs)}r._privateDict=c}n.push(r)}return n}function parseCFFCharset(e,t,i,a){var n,s,r=new parse.Parser(e,t);i-=1;var o=[".notdef"],l=r.parseCard8();if(0===l)for(var c=0;c<i;c+=1)n=r.parseSID(),o.push(getCFFString(a,n));else if(1===l)for(;o.length<=i;){n=r.parseSID(),s=r.parseCard8();for(var d=0;d<=s;d+=1)o.push(getCFFString(a,n)),n+=1}else{if(2!==l)throw new Error("Unknown charset format "+l);for(;o.length<=i;){n=r.parseSID(),s=r.parseCard16();for(var h=0;h<=s;h+=1)o.push(getCFFString(a,n)),n+=1}}return o}function parseCFFEncoding(e,t,i){var a,n={},s=new parse.Parser(e,t),r=s.parseCard8();if(0===r)for(var o=s.parseCard8(),l=0;l<o;l+=1)n[a=s.parseCard8()]=l;else{if(1!==r)throw new Error("Unknown encoding format "+r);var c=s.parseCard8();a=1;for(var d=0;d<c;d+=1)for(var h=s.parseCard8(),p=s.parseCard8(),u=h;u<=h+p;u+=1)n[u]=a,a+=1}return new CffEncoding(n,i)}function parseCFFCharstring(e,t,i){var a,n,s,r,o,l,c,d,h=new Path,p=[],u=0,m=!1,g=!1,f=0,b=0;if(e.isCIDFont){var U=e.tables.cff.topDict._fdSelect[t.index],E=e.tables.cff.topDict._fdArray[U];o=E._subrs,l=E._subrsBias,c=E._defaultWidthX,d=E._nominalWidthX}else o=e.tables.cff.topDict._subrs,l=e.tables.cff.topDict._subrsBias,c=e.tables.cff.topDict._defaultWidthX,d=e.tables.cff.topDict._nominalWidthX;var w=c;function y(e,t){g&&h.closePath(),h.moveTo(e,t),g=!0}function v(){p.length%2!=0&&!m&&(w=p.shift()+d),u+=p.length>>1,p.length=0,m=!0}return function i(c){for(var U,E,T,S,_,x,I,C,A,k,O,R,M=0;M<c.length;){var L=c[M];switch(M+=1,L){case 1:case 3:case 18:case 23:v();break;case 4:p.length>1&&!m&&(w=p.shift()+d,m=!0),b+=p.pop(),y(f,b);break;case 5:for(;p.length>0;)f+=p.shift(),b+=p.shift(),h.lineTo(f,b);break;case 6:for(;p.length>0&&(f+=p.shift(),h.lineTo(f,b),0!==p.length);)b+=p.shift(),h.lineTo(f,b);break;case 7:for(;p.length>0&&(b+=p.shift(),h.lineTo(f,b),0!==p.length);)f+=p.shift(),h.lineTo(f,b);break;case 8:for(;p.length>0;)a=f+p.shift(),n=b+p.shift(),s=a+p.shift(),r=n+p.shift(),f=s+p.shift(),b=r+p.shift(),h.curveTo(a,n,s,r,f,b);break;case 10:_=p.pop()+l,(x=o[_])&&i(x);break;case 11:return;case 12:switch(L=c[M],M+=1,L){case 35:a=f+p.shift(),n=b+p.shift(),s=a+p.shift(),r=n+p.shift(),I=s+p.shift(),C=r+p.shift(),A=I+p.shift(),k=C+p.shift(),O=A+p.shift(),R=k+p.shift(),f=O+p.shift(),b=R+p.shift(),p.shift(),h.curveTo(a,n,s,r,I,C),h.curveTo(A,k,O,R,f,b);break;case 34:a=f+p.shift(),n=b,s=a+p.shift(),r=n+p.shift(),I=s+p.shift(),C=r,A=I+p.shift(),k=r,O=A+p.shift(),R=b,f=O+p.shift(),h.curveTo(a,n,s,r,I,C),h.curveTo(A,k,O,R,f,b);break;case 36:a=f+p.shift(),n=b+p.shift(),s=a+p.shift(),r=n+p.shift(),I=s+p.shift(),C=r,A=I+p.shift(),k=r,O=A+p.shift(),R=k+p.shift(),f=O+p.shift(),h.curveTo(a,n,s,r,I,C),h.curveTo(A,k,O,R,f,b);break;case 37:a=f+p.shift(),n=b+p.shift(),s=a+p.shift(),r=n+p.shift(),I=s+p.shift(),C=r+p.shift(),A=I+p.shift(),k=C+p.shift(),O=A+p.shift(),R=k+p.shift(),Math.abs(O-f)>Math.abs(R-b)?f=O+p.shift():b=R+p.shift(),h.curveTo(a,n,s,r,I,C),h.curveTo(A,k,O,R,f,b);break;default:console.log("Glyph "+t.index+": unknown operator 1200"+L),p.length=0}break;case 14:p.length>0&&!m&&(w=p.shift()+d,m=!0),g&&(h.closePath(),g=!1);break;case 19:case 20:v(),M+=u+7>>3;break;case 21:p.length>2&&!m&&(w=p.shift()+d,m=!0),b+=p.pop(),y(f+=p.pop(),b);break;case 22:p.length>1&&!m&&(w=p.shift()+d,m=!0),y(f+=p.pop(),b);break;case 24:for(;p.length>2;)a=f+p.shift(),n=b+p.shift(),s=a+p.shift(),r=n+p.shift(),f=s+p.shift(),b=r+p.shift(),h.curveTo(a,n,s,r,f,b);f+=p.shift(),b+=p.shift(),h.lineTo(f,b);break;case 25:for(;p.length>6;)f+=p.shift(),b+=p.shift(),h.lineTo(f,b);a=f+p.shift(),n=b+p.shift(),s=a+p.shift(),r=n+p.shift(),f=s+p.shift(),b=r+p.shift(),h.curveTo(a,n,s,r,f,b);break;case 26:for(p.length%2&&(f+=p.shift());p.length>0;)a=f,n=b+p.shift(),s=a+p.shift(),r=n+p.shift(),f=s,b=r+p.shift(),h.curveTo(a,n,s,r,f,b);break;case 27:for(p.length%2&&(b+=p.shift());p.length>0;)a=f+p.shift(),n=b,s=a+p.shift(),r=n+p.shift(),f=s+p.shift(),b=r,h.curveTo(a,n,s,r,f,b);break;case 28:U=c[M],E=c[M+1],p.push((U<<24|E<<16)>>16),M+=2;break;case 29:_=p.pop()+e.gsubrsBias,(x=e.gsubrs[_])&&i(x);break;case 30:for(;p.length>0&&(a=f,n=b+p.shift(),s=a+p.shift(),r=n+p.shift(),f=s+p.shift(),b=r+(1===p.length?p.shift():0),h.curveTo(a,n,s,r,f,b),0!==p.length);)a=f+p.shift(),n=b,s=a+p.shift(),r=n+p.shift(),b=r+p.shift(),f=s+(1===p.length?p.shift():0),h.curveTo(a,n,s,r,f,b);break;case 31:for(;p.length>0&&(a=f+p.shift(),n=b,s=a+p.shift(),r=n+p.shift(),b=r+p.shift(),f=s+(1===p.length?p.shift():0),h.curveTo(a,n,s,r,f,b),0!==p.length);)a=f,n=b+p.shift(),s=a+p.shift(),r=n+p.shift(),f=s+p.shift(),b=r+(1===p.length?p.shift():0),h.curveTo(a,n,s,r,f,b);break;default:L<32?console.log("Glyph "+t.index+": unknown operator "+L):L<247?p.push(L-139):L<251?(U=c[M],M+=1,p.push(256*(L-247)+U+108)):L<255?(U=c[M],M+=1,p.push(256*-(L-251)-U-108)):(U=c[M],E=c[M+1],T=c[M+2],S=c[M+3],M+=4,p.push((U<<24|E<<16|T<<8|S)/65536))}}}(i),t.advanceWidth=w,h}function parseCFFFDSelect(e,t,i,a){var n,s=[],r=new parse.Parser(e,t),o=r.parseCard8();if(0===o)for(var l=0;l<i;l++){if((n=r.parseCard8())>=a)throw new Error("CFF table CID Font FDSelect has bad FD index value "+n+" (FD count "+a+")");s.push(n)}else{if(3!==o)throw new Error("CFF Table CID Font FDSelect table has unsupported format "+o);var c,d=r.parseCard16(),h=r.parseCard16();if(0!==h)throw new Error("CFF Table CID Font FDSelect format 3 range has bad initial GID "+h);for(var p=0;p<d;p++){if(n=r.parseCard8(),c=r.parseCard16(),n>=a)throw new Error("CFF table CID Font FDSelect has bad FD index value "+n+" (FD count "+a+")");if(c>i)throw new Error("CFF Table CID Font FDSelect format 3 range has bad GID "+c);for(;h<c;h++)s.push(n);h=c}if(c!==i)throw new Error("CFF Table CID Font FDSelect format 3 range has bad final GID "+c)}return s}function parseCFFTable(e,t,i,a){i.tables.cff={};var n=parseCFFHeader(e,t),s=parseCFFIndex(e,n.endOffset,parse.bytesToString),r=parseCFFIndex(e,s.endOffset),o=parseCFFIndex(e,r.endOffset,parse.bytesToString),l=parseCFFIndex(e,o.endOffset);i.gsubrs=l.objects,i.gsubrsBias=calcCFFSubroutineBias(i.gsubrs);var c=gatherCFFTopDicts(e,t,r.objects,o.objects);if(1!==c.length)throw new Error("CFF table has too many fonts in 'FontSet' - count of fonts NameIndex.length = "+c.length);var d=c[0];if(i.tables.cff.topDict=d,d._privateDict&&(i.defaultWidthX=d._privateDict.defaultWidthX,i.nominalWidthX=d._privateDict.nominalWidthX),void 0!==d.ros[0]&&void 0!==d.ros[1]&&(i.isCIDFont=!0),i.isCIDFont){var h=d.fdArray,p=d.fdSelect;if(0===h||0===p)throw new Error("Font is marked as a CID font, but FDArray and/or FDSelect information is missing");var u=parseCFFIndex(e,h+=t),m=gatherCFFTopDicts(e,t,u.objects,o.objects);d._fdArray=m,p+=t,d._fdSelect=parseCFFFDSelect(e,p,i.numGlyphs,m.length)}var g,f=t+d.private[1],b=parseCFFPrivateDict(e,f,d.private[0],o.objects);if(i.defaultWidthX=b.defaultWidthX,i.nominalWidthX=b.nominalWidthX,0!==b.subrs){var U=f+b.subrs,E=parseCFFIndex(e,U);i.subrs=E.objects,i.subrsBias=calcCFFSubroutineBias(i.subrs)}else i.subrs=[],i.subrsBias=0;a.lowMemory?(g=parseCFFIndexLowMemory(e,t+d.charStrings),i.nGlyphs=g.offsets.length):(g=parseCFFIndex(e,t+d.charStrings),i.nGlyphs=g.objects.length);var w=parseCFFCharset(e,t+d.charset,i.nGlyphs,o.objects);if(0===d.encoding?i.cffEncoding=new CffEncoding(cffStandardEncoding,w):1===d.encoding?i.cffEncoding=new CffEncoding(cffExpertEncoding,w):i.cffEncoding=parseCFFEncoding(e,t+d.encoding,w),i.encoding=i.encoding||i.cffEncoding,i.glyphs=new glyphset.GlyphSet(i),a.lowMemory)i._push=function(a){var n=getCffIndexObject(a,g.offsets,e,t+d.charStrings);i.glyphs.push(a,glyphset.cffGlyphLoader(i,a,parseCFFCharstring,n))};else for(var y=0;y<i.nGlyphs;y+=1){var v=g.objects[y];i.glyphs.push(y,glyphset.cffGlyphLoader(i,y,parseCFFCharstring,v))}}function encodeString(e,t){var i,a=cffStandardStrings.indexOf(e);return a>=0&&(i=a),(a=t.indexOf(e))>=0?i=a+cffStandardStrings.length:(i=cffStandardStrings.length+t.length,t.push(e)),i}function makeHeader(){return new table.Record("Header",[{name:"major",type:"Card8",value:1},{name:"minor",type:"Card8",value:0},{name:"hdrSize",type:"Card8",value:4},{name:"major",type:"Card8",value:1}])}function makeNameIndex(e){var t=new table.Record("Name INDEX",[{name:"names",type:"INDEX",value:[]}]);t.names=[];for(var i=0;i<e.length;i+=1)t.names.push({name:"name_"+i,type:"NAME",value:e[i]});return t}function makeDict(e,t,i){for(var a={},n=0;n<e.length;n+=1){var s=e[n],r=t[s.name];void 0===r||equals(r,s.value)||("SID"===s.type&&(r=encodeString(r,i)),a[s.op]={name:s.name,type:s.type,value:r})}return a}function makeTopDict(e,t){var i=new table.Record("Top DICT",[{name:"dict",type:"DICT",value:{}}]);return i.dict=makeDict(TOP_DICT_META,e,t),i}function makeTopDictIndex(e){var t=new table.Record("Top DICT INDEX",[{name:"topDicts",type:"INDEX",value:[]}]);return t.topDicts=[{name:"topDict_0",type:"TABLE",value:e}],t}function makeStringIndex(e){var t=new table.Record("String INDEX",[{name:"strings",type:"INDEX",value:[]}]);t.strings=[];for(var i=0;i<e.length;i+=1)t.strings.push({name:"string_"+i,type:"STRING",value:e[i]});return t}function makeGlobalSubrIndex(){return new table.Record("Global Subr INDEX",[{name:"subrs",type:"INDEX",value:[]}])}function makeCharsets(e,t){for(var i=new table.Record("Charsets",[{name:"format",type:"Card8",value:0}]),a=0;a<e.length;a+=1){var n=encodeString(e[a],t);i.fields.push({name:"glyph_"+a,type:"SID",value:n})}return i}function glyphToOps(e){var t=[],i=e.path;t.push({name:"width",type:"NUMBER",value:e.advanceWidth});for(var a=0,n=0,s=0;s<i.commands.length;s+=1){var r=void 0,o=void 0,l=i.commands[s];if("Q"===l.type){var c=1/3,d=2/3;l={type:"C",x:l.x,y:l.y,x1:Math.round(c*a+d*l.x1),y1:Math.round(c*n+d*l.y1),x2:Math.round(c*l.x+d*l.x1),y2:Math.round(c*l.y+d*l.y1)}}if("M"===l.type)r=Math.round(l.x-a),o=Math.round(l.y-n),t.push({name:"dx",type:"NUMBER",value:r}),t.push({name:"dy",type:"NUMBER",value:o}),t.push({name:"rmoveto",type:"OP",value:21}),a=Math.round(l.x),n=Math.round(l.y);else if("L"===l.type)r=Math.round(l.x-a),o=Math.round(l.y-n),t.push({name:"dx",type:"NUMBER",value:r}),t.push({name:"dy",type:"NUMBER",value:o}),t.push({name:"rlineto",type:"OP",value:5}),a=Math.round(l.x),n=Math.round(l.y);else if("C"===l.type){var h=Math.round(l.x1-a),p=Math.round(l.y1-n),u=Math.round(l.x2-l.x1),m=Math.round(l.y2-l.y1);r=Math.round(l.x-l.x2),o=Math.round(l.y-l.y2),t.push({name:"dx1",type:"NUMBER",value:h}),t.push({name:"dy1",type:"NUMBER",value:p}),t.push({name:"dx2",type:"NUMBER",value:u}),t.push({name:"dy2",type:"NUMBER",value:m}),t.push({name:"dx",type:"NUMBER",value:r}),t.push({name:"dy",type:"NUMBER",value:o}),t.push({name:"rrcurveto",type:"OP",value:8}),a=Math.round(l.x),n=Math.round(l.y)}}return t.push({name:"endchar",type:"OP",value:14}),t}function makeCharStringsIndex(e){for(var t=new table.Record("CharStrings INDEX",[{name:"charStrings",type:"INDEX",value:[]}]),i=0;i<e.length;i+=1){var a=e.get(i),n=glyphToOps(a);t.charStrings.push({name:a.name,type:"CHARSTRING",value:n})}return t}function makePrivateDict(e,t){var i=new table.Record("Private DICT",[{name:"dict",type:"DICT",value:{}}]);return i.dict=makeDict(PRIVATE_DICT_META,e,t),i}function makeCFFTable(e,t){for(var i,a=new table.Table("CFF ",[{name:"header",type:"RECORD"},{name:"nameIndex",type:"RECORD"},{name:"topDictIndex",type:"RECORD"},{name:"stringIndex",type:"RECORD"},{name:"globalSubrIndex",type:"RECORD"},{name:"charsets",type:"RECORD"},{name:"charStringsIndex",type:"RECORD"},{name:"privateDict",type:"RECORD"}]),n=1/t.unitsPerEm,s={version:t.version,fullName:t.fullName,familyName:t.familyName,weight:t.weightName,fontBBox:t.fontBBox||[0,0,0,0],fontMatrix:[n,0,0,n,0,0],charset:999,encoding:0,charStrings:999,private:[0,999]},r=[],o=1;o<e.length;o+=1)i=e.get(o),r.push(i.name);var l=[];a.header=makeHeader(),a.nameIndex=makeNameIndex([t.postScriptName]);var c=makeTopDict(s,l);a.topDictIndex=makeTopDictIndex(c),a.globalSubrIndex=makeGlobalSubrIndex(),a.charsets=makeCharsets(r,l),a.charStringsIndex=makeCharStringsIndex(e),a.privateDict=makePrivateDict({},l),a.stringIndex=makeStringIndex(l);var d=a.header.sizeOf()+a.nameIndex.sizeOf()+a.topDictIndex.sizeOf()+a.stringIndex.sizeOf()+a.globalSubrIndex.sizeOf();return s.charset=d,s.encoding=0,s.charStrings=s.charset+a.charsets.sizeOf(),s.private[1]=s.charStrings+a.charStringsIndex.sizeOf(),c=makeTopDict(s,l),a.topDictIndex=makeTopDictIndex(c),a}var cff={parse:parseCFFTable,make:makeCFFTable};function parseHeadTable(e,t){var i={},a=new parse.Parser(e,t);return i.version=a.parseVersion(),i.fontRevision=Math.round(1e3*a.parseFixed())/1e3,i.checkSumAdjustment=a.parseULong(),i.magicNumber=a.parseULong(),check.argument(1594834165===i.magicNumber,"Font header has wrong magic number."),i.flags=a.parseUShort(),i.unitsPerEm=a.parseUShort(),i.created=a.parseLongDateTime(),i.modified=a.parseLongDateTime(),i.xMin=a.parseShort(),i.yMin=a.parseShort(),i.xMax=a.parseShort(),i.yMax=a.parseShort(),i.macStyle=a.parseUShort(),i.lowestRecPPEM=a.parseUShort(),i.fontDirectionHint=a.parseShort(),i.indexToLocFormat=a.parseShort(),i.glyphDataFormat=a.parseShort(),i}function makeHeadTable(e){var t=Math.round((new Date).getTime()/1e3)+2082844800,i=t;return e.createdTimestamp&&(i=e.createdTimestamp+2082844800),new table.Table("head",[{name:"version",type:"FIXED",value:65536},{name:"fontRevision",type:"FIXED",value:65536},{name:"checkSumAdjustment",type:"ULONG",value:0},{name:"magicNumber",type:"ULONG",value:1594834165},{name:"flags",type:"USHORT",value:0},{name:"unitsPerEm",type:"USHORT",value:1e3},{name:"created",type:"LONGDATETIME",value:i},{name:"modified",type:"LONGDATETIME",value:t},{name:"xMin",type:"SHORT",value:0},{name:"yMin",type:"SHORT",value:0},{name:"xMax",type:"SHORT",value:0},{name:"yMax",type:"SHORT",value:0},{name:"macStyle",type:"USHORT",value:0},{name:"lowestRecPPEM",type:"USHORT",value:0},{name:"fontDirectionHint",type:"SHORT",value:2},{name:"indexToLocFormat",type:"SHORT",value:0},{name:"glyphDataFormat",type:"SHORT",value:0}],e)}var head={parse:parseHeadTable,make:makeHeadTable};function parseHheaTable(e,t){var i={},a=new parse.Parser(e,t);return i.version=a.parseVersion(),i.ascender=a.parseShort(),i.descender=a.parseShort(),i.lineGap=a.parseShort(),i.advanceWidthMax=a.parseUShort(),i.minLeftSideBearing=a.parseShort(),i.minRightSideBearing=a.parseShort(),i.xMaxExtent=a.parseShort(),i.caretSlopeRise=a.parseShort(),i.caretSlopeRun=a.parseShort(),i.caretOffset=a.parseShort(),a.relativeOffset+=8,i.metricDataFormat=a.parseShort(),i.numberOfHMetrics=a.parseUShort(),i}function makeHheaTable(e){return new table.Table("hhea",[{name:"version",type:"FIXED",value:65536},{name:"ascender",type:"FWORD",value:0},{name:"descender",type:"FWORD",value:0},{name:"lineGap",type:"FWORD",value:0},{name:"advanceWidthMax",type:"UFWORD",value:0},{name:"minLeftSideBearing",type:"FWORD",value:0},{name:"minRightSideBearing",type:"FWORD",value:0},{name:"xMaxExtent",type:"FWORD",value:0},{name:"caretSlopeRise",type:"SHORT",value:1},{name:"caretSlopeRun",type:"SHORT",value:0},{name:"caretOffset",type:"SHORT",value:0},{name:"reserved1",type:"SHORT",value:0},{name:"reserved2",type:"SHORT",value:0},{name:"reserved3",type:"SHORT",value:0},{name:"reserved4",type:"SHORT",value:0},{name:"metricDataFormat",type:"SHORT",value:0},{name:"numberOfHMetrics",type:"USHORT",value:0}],e)}var hhea={parse:parseHheaTable,make:makeHheaTable};function parseHmtxTableAll(e,t,i,a,n){for(var s,r,o=new parse.Parser(e,t),l=0;l<a;l+=1){l<i&&(s=o.parseUShort(),r=o.parseShort());var c=n.get(l);c.advanceWidth=s,c.leftSideBearing=r}}function parseHmtxTableOnLowMemory(e,t,i,a,n){var s,r;e._hmtxTableData={};for(var o=new parse.Parser(t,i),l=0;l<n;l+=1)l<a&&(s=o.parseUShort(),r=o.parseShort()),e._hmtxTableData[l]={advanceWidth:s,leftSideBearing:r}}function parseHmtxTable(e,t,i,a,n,s,r){r.lowMemory?parseHmtxTableOnLowMemory(e,t,i,a,n):parseHmtxTableAll(t,i,a,n,s)}function makeHmtxTable(e){for(var t=new table.Table("hmtx",[]),i=0;i<e.length;i+=1){var a=e.get(i),n=a.advanceWidth||0,s=a.leftSideBearing||0;t.fields.push({name:"advanceWidth_"+i,type:"USHORT",value:n}),t.fields.push({name:"leftSideBearing_"+i,type:"SHORT",value:s})}return t}var hmtx={parse:parseHmtxTable,make:makeHmtxTable};function makeLtagTable(e){for(var t=new table.Table("ltag",[{name:"version",type:"ULONG",value:1},{name:"flags",type:"ULONG",value:0},{name:"numTags",type:"ULONG",value:e.length}]),i="",a=12+4*e.length,n=0;n<e.length;++n){var s=i.indexOf(e[n]);s<0&&(s=i.length,i+=e[n]),t.fields.push({name:"offset "+n,type:"USHORT",value:a+s}),t.fields.push({name:"length "+n,type:"USHORT",value:e[n].length})}return t.fields.push({name:"stringPool",type:"CHARARRAY",value:i}),t}function parseLtagTable(e,t){var i=new parse.Parser(e,t),a=i.parseULong();check.argument(1===a,"Unsupported ltag table version."),i.skip("uLong",1);for(var n=i.parseULong(),s=[],r=0;r<n;r++){for(var o="",l=t+i.parseUShort(),c=i.parseUShort(),d=l;d<l+c;++d)o+=String.fromCharCode(e.getInt8(d));s.push(o)}return s}var ltag={make:makeLtagTable,parse:parseLtagTable};function parseMaxpTable(e,t){var i={},a=new parse.Parser(e,t);return i.version=a.parseVersion(),i.numGlyphs=a.parseUShort(),1===i.version&&(i.maxPoints=a.parseUShort(),i.maxContours=a.parseUShort(),i.maxCompositePoints=a.parseUShort(),i.maxCompositeContours=a.parseUShort(),i.maxZones=a.parseUShort(),i.maxTwilightPoints=a.parseUShort(),i.maxStorage=a.parseUShort(),i.maxFunctionDefs=a.parseUShort(),i.maxInstructionDefs=a.parseUShort(),i.maxStackElements=a.parseUShort(),i.maxSizeOfInstructions=a.parseUShort(),i.maxComponentElements=a.parseUShort(),i.maxComponentDepth=a.parseUShort()),i}function makeMaxpTable(e){return new table.Table("maxp",[{name:"version",type:"FIXED",value:20480},{name:"numGlyphs",type:"USHORT",value:e}])}var maxp={parse:parseMaxpTable,make:makeMaxpTable},nameTableNames=["copyright","fontFamily","fontSubfamily","uniqueID","fullName","version","postScriptName","trademark","manufacturer","designer","description","manufacturerURL","designerURL","license","licenseURL","reserved","preferredFamily","preferredSubfamily","compatibleFullName","sampleText","postScriptFindFontName","wwsFamily","wwsSubfamily"],macLanguages={0:"en",1:"fr",2:"de",3:"it",4:"nl",5:"sv",6:"es",7:"da",8:"pt",9:"no",10:"he",11:"ja",12:"ar",13:"fi",14:"el",15:"is",16:"mt",17:"tr",18:"hr",19:"zh-Hant",20:"ur",21:"hi",22:"th",23:"ko",24:"lt",25:"pl",26:"hu",27:"es",28:"lv",29:"se",30:"fo",31:"fa",32:"ru",33:"zh",34:"nl-BE",35:"ga",36:"sq",37:"ro",38:"cz",39:"sk",40:"si",41:"yi",42:"sr",43:"mk",44:"bg",45:"uk",46:"be",47:"uz",48:"kk",49:"az-Cyrl",50:"az-Arab",51:"hy",52:"ka",53:"mo",54:"ky",55:"tg",56:"tk",57:"mn-CN",58:"mn",59:"ps",60:"ks",61:"ku",62:"sd",63:"bo",64:"ne",65:"sa",66:"mr",67:"bn",68:"as",69:"gu",70:"pa",71:"or",72:"ml",73:"kn",74:"ta",75:"te",76:"si",77:"my",78:"km",79:"lo",80:"vi",81:"id",82:"tl",83:"ms",84:"ms-Arab",85:"am",86:"ti",87:"om",88:"so",89:"sw",90:"rw",91:"rn",92:"ny",93:"mg",94:"eo",128:"cy",129:"eu",130:"ca",131:"la",132:"qu",133:"gn",134:"ay",135:"tt",136:"ug",137:"dz",138:"jv",139:"su",140:"gl",141:"af",142:"br",143:"iu",144:"gd",145:"gv",146:"ga",147:"to",148:"el-polyton",149:"kl",150:"az",151:"nn"},macLanguageToScript={0:0,1:0,2:0,3:0,4:0,5:0,6:0,7:0,8:0,9:0,10:5,11:1,12:4,13:0,14:6,15:0,16:0,17:0,18:0,19:2,20:4,21:9,22:21,23:3,24:29,25:29,26:29,27:29,28:29,29:0,30:0,31:4,32:7,33:25,34:0,35:0,36:0,37:0,38:29,39:29,40:0,41:5,42:7,43:7,44:7,45:7,46:7,47:7,48:7,49:7,50:4,51:24,52:23,53:7,54:7,55:7,56:7,57:27,58:7,59:4,60:4,61:4,62:4,63:26,64:9,65:9,66:9,67:13,68:13,69:11,70:10,71:12,72:17,73:16,74:14,75:15,76:18,77:19,78:20,79:22,80:30,81:0,82:0,83:0,84:4,85:28,86:28,87:28,88:0,89:0,90:0,91:0,92:0,93:0,94:0,128:0,129:0,130:0,131:0,132:0,133:0,134:0,135:7,136:4,137:26,138:0,139:0,140:0,141:0,142:0,143:28,144:0,145:0,146:0,147:0,148:6,149:0,150:0,151:0},windowsLanguages={1078:"af",1052:"sq",1156:"gsw",1118:"am",5121:"ar-DZ",15361:"ar-BH",3073:"ar",2049:"ar-IQ",11265:"ar-JO",13313:"ar-KW",12289:"ar-LB",4097:"ar-LY",6145:"ary",8193:"ar-OM",16385:"ar-QA",1025:"ar-SA",10241:"ar-SY",7169:"aeb",14337:"ar-AE",9217:"ar-YE",1067:"hy",1101:"as",2092:"az-Cyrl",1068:"az",1133:"ba",1069:"eu",1059:"be",2117:"bn",1093:"bn-IN",8218:"bs-Cyrl",5146:"bs",1150:"br",1026:"bg",1027:"ca",3076:"zh-HK",5124:"zh-MO",2052:"zh",4100:"zh-SG",1028:"zh-TW",1155:"co",1050:"hr",4122:"hr-BA",1029:"cs",1030:"da",1164:"prs",1125:"dv",2067:"nl-BE",1043:"nl",3081:"en-AU",10249:"en-BZ",4105:"en-CA",9225:"en-029",16393:"en-IN",6153:"en-IE",8201:"en-JM",17417:"en-MY",5129:"en-NZ",13321:"en-PH",18441:"en-SG",7177:"en-ZA",11273:"en-TT",2057:"en-GB",1033:"en",12297:"en-ZW",1061:"et",1080:"fo",1124:"fil",1035:"fi",2060:"fr-BE",3084:"fr-CA",1036:"fr",5132:"fr-LU",6156:"fr-MC",4108:"fr-CH",1122:"fy",1110:"gl",1079:"ka",3079:"de-AT",1031:"de",5127:"de-LI",4103:"de-LU",2055:"de-CH",1032:"el",1135:"kl",1095:"gu",1128:"ha",1037:"he",1081:"hi",1038:"hu",1039:"is",1136:"ig",1057:"id",1117:"iu",2141:"iu-Latn",2108:"ga",1076:"xh",1077:"zu",1040:"it",2064:"it-CH",1041:"ja",1099:"kn",1087:"kk",1107:"km",1158:"quc",1159:"rw",1089:"sw",1111:"kok",1042:"ko",1088:"ky",1108:"lo",1062:"lv",1063:"lt",2094:"dsb",1134:"lb",1071:"mk",2110:"ms-BN",1086:"ms",1100:"ml",1082:"mt",1153:"mi",1146:"arn",1102:"mr",1148:"moh",1104:"mn",2128:"mn-CN",1121:"ne",1044:"nb",2068:"nn",1154:"oc",1096:"or",1123:"ps",1045:"pl",1046:"pt",2070:"pt-PT",1094:"pa",1131:"qu-BO",2155:"qu-EC",3179:"qu",1048:"ro",1047:"rm",1049:"ru",9275:"smn",4155:"smj-NO",5179:"smj",3131:"se-FI",1083:"se",2107:"se-SE",8251:"sms",6203:"sma-NO",7227:"sms",1103:"sa",7194:"sr-Cyrl-BA",3098:"sr",6170:"sr-Latn-BA",2074:"sr-Latn",1132:"nso",1074:"tn",1115:"si",1051:"sk",1060:"sl",11274:"es-AR",16394:"es-BO",13322:"es-CL",9226:"es-CO",5130:"es-CR",7178:"es-DO",12298:"es-EC",17418:"es-SV",4106:"es-GT",18442:"es-HN",2058:"es-MX",19466:"es-NI",6154:"es-PA",15370:"es-PY",10250:"es-PE",20490:"es-PR",3082:"es",1034:"es",21514:"es-US",14346:"es-UY",8202:"es-VE",2077:"sv-FI",1053:"sv",1114:"syr",1064:"tg",2143:"tzm",1097:"ta",1092:"tt",1098:"te",1054:"th",1105:"bo",1055:"tr",1090:"tk",1152:"ug",1058:"uk",1070:"hsb",1056:"ur",2115:"uz-Cyrl",1091:"uz",1066:"vi",1106:"cy",1160:"wo",1157:"sah",1144:"ii",1130:"yo"};function getLanguageCode(e,t,i){switch(e){case 0:if(65535===t)return"und";if(i)return i[t];break;case 1:return macLanguages[t];case 3:return windowsLanguages[t]}}var utf16="utf-16",macScriptEncodings={0:"macintosh",1:"x-mac-japanese",2:"x-mac-chinesetrad",3:"x-mac-korean",6:"x-mac-greek",7:"x-mac-cyrillic",9:"x-mac-devanagai",10:"x-mac-gurmukhi",11:"x-mac-gujarati",12:"x-mac-oriya",13:"x-mac-bengali",14:"x-mac-tamil",15:"x-mac-telugu",16:"x-mac-kannada",17:"x-mac-malayalam",18:"x-mac-sinhalese",19:"x-mac-burmese",20:"x-mac-khmer",21:"x-mac-thai",22:"x-mac-lao",23:"x-mac-georgian",24:"x-mac-armenian",25:"x-mac-chinesesimp",26:"x-mac-tibetan",27:"x-mac-mongolian",28:"x-mac-ethiopic",29:"x-mac-ce",30:"x-mac-vietnamese",31:"x-mac-extarabic"},macLanguageEncodings={15:"x-mac-icelandic",17:"x-mac-turkish",18:"x-mac-croatian",24:"x-mac-ce",25:"x-mac-ce",26:"x-mac-ce",27:"x-mac-ce",28:"x-mac-ce",30:"x-mac-icelandic",37:"x-mac-romanian",38:"x-mac-ce",39:"x-mac-ce",40:"x-mac-ce",143:"x-mac-inuit",146:"x-mac-gaelic"};function getEncoding(e,t,i){switch(e){case 0:return utf16;case 1:return macLanguageEncodings[i]||macScriptEncodings[t];case 3:if(1===t||10===t)return utf16}}function parseNameTable(e,t,i){for(var a={},n=new parse.Parser(e,t),s=n.parseUShort(),r=n.parseUShort(),o=n.offset+n.parseUShort(),l=0;l<r;l++){var c=n.parseUShort(),d=n.parseUShort(),h=n.parseUShort(),p=n.parseUShort(),u=nameTableNames[p]||p,m=n.parseUShort(),g=n.parseUShort(),f=getLanguageCode(c,h,i),b=getEncoding(c,d,h);if(void 0!==b&&void 0!==f){var U;if(U=b===utf16?decode.UTF16(e,o+g,m):decode.MACSTRING(e,o+g,m,b)){var E=a[u];void 0===E&&(E=a[u]={}),E[f]=U}}}return 1===s&&n.parseUShort(),a}function reverseDict(e){var t={};for(var i in e)t[e[i]]=parseInt(i);return t}function makeNameRecord(e,t,i,a,n,s){return new table.Record("NameRecord",[{name:"platformID",type:"USHORT",value:e},{name:"encodingID",type:"USHORT",value:t},{name:"languageID",type:"USHORT",value:i},{name:"nameID",type:"USHORT",value:a},{name:"length",type:"USHORT",value:n},{name:"offset",type:"USHORT",value:s}])}function findSubArray(e,t){var i=e.length,a=t.length-i+1;e:for(var n=0;n<a;n++)for(;n<a;n++){for(var s=0;s<i;s++)if(t[n+s]!==e[s])continue e;return n}return-1}function addStringToPool(e,t){var i=findSubArray(e,t);if(i<0){i=t.length;for(var a=0,n=e.length;a<n;++a)t.push(e[a])}return i}function makeNameTable(e,t){var i,a=[],n={},s=reverseDict(nameTableNames);for(var r in e){var o=s[r];if(void 0===o&&(o=r),i=parseInt(o),isNaN(i))throw new Error('Name table entry "'+r+'" does not exist, see nameTableNames for complete list.');n[i]=e[r],a.push(i)}for(var l=reverseDict(macLanguages),c=reverseDict(windowsLanguages),d=[],h=[],p=0;p<a.length;p++){var u=n[i=a[p]];for(var m in u){var g=u[m],f=1,b=l[m],U=macLanguageToScript[b],E=getEncoding(f,U,b),w=encode.MACSTRING(g,E);void 0===w&&(f=0,(b=t.indexOf(m))<0&&(b=t.length,t.push(m)),U=4,w=encode.UTF16(g));var y=addStringToPool(w,h);d.push(makeNameRecord(f,U,b,i,w.length,y));var v=c[m];if(void 0!==v){var T=encode.UTF16(g),S=addStringToPool(T,h);d.push(makeNameRecord(3,1,v,i,T.length,S))}}}d.sort((function(e,t){return e.platformID-t.platformID||e.encodingID-t.encodingID||e.languageID-t.languageID||e.nameID-t.nameID}));for(var _=new table.Table("name",[{name:"format",type:"USHORT",value:0},{name:"count",type:"USHORT",value:d.length},{name:"stringOffset",type:"USHORT",value:6+12*d.length}]),x=0;x<d.length;x++)_.fields.push({name:"record_"+x,type:"RECORD",value:d[x]});return _.fields.push({name:"strings",type:"LITERAL",value:h}),_}var _name={parse:parseNameTable,make:makeNameTable},unicodeRanges=[{begin:0,end:127},{begin:128,end:255},{begin:256,end:383},{begin:384,end:591},{begin:592,end:687},{begin:688,end:767},{begin:768,end:879},{begin:880,end:1023},{begin:11392,end:11519},{begin:1024,end:1279},{begin:1328,end:1423},{begin:1424,end:1535},{begin:42240,end:42559},{begin:1536,end:1791},{begin:1984,end:2047},{begin:2304,end:2431},{begin:2432,end:2559},{begin:2560,end:2687},{begin:2688,end:2815},{begin:2816,end:2943},{begin:2944,end:3071},{begin:3072,end:3199},{begin:3200,end:3327},{begin:3328,end:3455},{begin:3584,end:3711},{begin:3712,end:3839},{begin:4256,end:4351},{begin:6912,end:7039},{begin:4352,end:4607},{begin:7680,end:7935},{begin:7936,end:8191},{begin:8192,end:8303},{begin:8304,end:8351},{begin:8352,end:8399},{begin:8400,end:8447},{begin:8448,end:8527},{begin:8528,end:8591},{begin:8592,end:8703},{begin:8704,end:8959},{begin:8960,end:9215},{begin:9216,end:9279},{begin:9280,end:9311},{begin:9312,end:9471},{begin:9472,end:9599},{begin:9600,end:9631},{begin:9632,end:9727},{begin:9728,end:9983},{begin:9984,end:10175},{begin:12288,end:12351},{begin:12352,end:12447},{begin:12448,end:12543},{begin:12544,end:12591},{begin:12592,end:12687},{begin:43072,end:43135},{begin:12800,end:13055},{begin:13056,end:13311},{begin:44032,end:55215},{begin:55296,end:57343},{begin:67840,end:67871},{begin:19968,end:40959},{begin:57344,end:63743},{begin:12736,end:12783},{begin:64256,end:64335},{begin:64336,end:65023},{begin:65056,end:65071},{begin:65040,end:65055},{begin:65104,end:65135},{begin:65136,end:65279},{begin:65280,end:65519},{begin:65520,end:65535},{begin:3840,end:4095},{begin:1792,end:1871},{begin:1920,end:1983},{begin:3456,end:3583},{begin:4096,end:4255},{begin:4608,end:4991},{begin:5024,end:5119},{begin:5120,end:5759},{begin:5760,end:5791},{begin:5792,end:5887},{begin:6016,end:6143},{begin:6144,end:6319},{begin:10240,end:10495},{begin:40960,end:42127},{begin:5888,end:5919},{begin:66304,end:66351},{begin:66352,end:66383},{begin:66560,end:66639},{begin:118784,end:119039},{begin:119808,end:120831},{begin:1044480,end:1048573},{begin:65024,end:65039},{begin:917504,end:917631},{begin:6400,end:6479},{begin:6480,end:6527},{begin:6528,end:6623},{begin:6656,end:6687},{begin:11264,end:11359},{begin:11568,end:11647},{begin:19904,end:19967},{begin:43008,end:43055},{begin:65536,end:65663},{begin:65856,end:65935},{begin:66432,end:66463},{begin:66464,end:66527},{begin:66640,end:66687},{begin:66688,end:66735},{begin:67584,end:67647},{begin:68096,end:68191},{begin:119552,end:119647},{begin:73728,end:74751},{begin:119648,end:119679},{begin:7040,end:7103},{begin:7168,end:7247},{begin:7248,end:7295},{begin:43136,end:43231},{begin:43264,end:43311},{begin:43312,end:43359},{begin:43520,end:43615},{begin:65936,end:65999},{begin:66e3,end:66047},{begin:66208,end:66271},{begin:127024,end:127135}];function getUnicodeRange(e){for(var t=0;t<unicodeRanges.length;t+=1){var i=unicodeRanges[t];if(e>=i.begin&&e<i.end)return t}return-1}function parseOS2Table(e,t){var i={},a=new parse.Parser(e,t);i.version=a.parseUShort(),i.xAvgCharWidth=a.parseShort(),i.usWeightClass=a.parseUShort(),i.usWidthClass=a.parseUShort(),i.fsType=a.parseUShort(),i.ySubscriptXSize=a.parseShort(),i.ySubscriptYSize=a.parseShort(),i.ySubscriptXOffset=a.parseShort(),i.ySubscriptYOffset=a.parseShort(),i.ySuperscriptXSize=a.parseShort(),i.ySuperscriptYSize=a.parseShort(),i.ySuperscriptXOffset=a.parseShort(),i.ySuperscriptYOffset=a.parseShort(),i.yStrikeoutSize=a.parseShort(),i.yStrikeoutPosition=a.parseShort(),i.sFamilyClass=a.parseShort(),i.panose=[];for(var n=0;n<10;n++)i.panose[n]=a.parseByte();return i.ulUnicodeRange1=a.parseULong(),i.ulUnicodeRange2=a.parseULong(),i.ulUnicodeRange3=a.parseULong(),i.ulUnicodeRange4=a.parseULong(),i.achVendID=String.fromCharCode(a.parseByte(),a.parseByte(),a.parseByte(),a.parseByte()),i.fsSelection=a.parseUShort(),i.usFirstCharIndex=a.parseUShort(),i.usLastCharIndex=a.parseUShort(),i.sTypoAscender=a.parseShort(),i.sTypoDescender=a.parseShort(),i.sTypoLineGap=a.parseShort(),i.usWinAscent=a.parseUShort(),i.usWinDescent=a.parseUShort(),i.version>=1&&(i.ulCodePageRange1=a.parseULong(),i.ulCodePageRange2=a.parseULong()),i.version>=2&&(i.sxHeight=a.parseShort(),i.sCapHeight=a.parseShort(),i.usDefaultChar=a.parseUShort(),i.usBreakChar=a.parseUShort(),i.usMaxContent=a.parseUShort()),i}function makeOS2Table(e){return new table.Table("OS/2",[{name:"version",type:"USHORT",value:3},{name:"xAvgCharWidth",type:"SHORT",value:0},{name:"usWeightClass",type:"USHORT",value:0},{name:"usWidthClass",type:"USHORT",value:0},{name:"fsType",type:"USHORT",value:0},{name:"ySubscriptXSize",type:"SHORT",value:650},{name:"ySubscriptYSize",type:"SHORT",value:699},{name:"ySubscriptXOffset",type:"SHORT",value:0},{name:"ySubscriptYOffset",type:"SHORT",value:140},{name:"ySuperscriptXSize",type:"SHORT",value:650},{name:"ySuperscriptYSize",type:"SHORT",value:699},{name:"ySuperscriptXOffset",type:"SHORT",value:0},{name:"ySuperscriptYOffset",type:"SHORT",value:479},{name:"yStrikeoutSize",type:"SHORT",value:49},{name:"yStrikeoutPosition",type:"SHORT",value:258},{name:"sFamilyClass",type:"SHORT",value:0},{name:"bFamilyType",type:"BYTE",value:0},{name:"bSerifStyle",type:"BYTE",value:0},{name:"bWeight",type:"BYTE",value:0},{name:"bProportion",type:"BYTE",value:0},{name:"bContrast",type:"BYTE",value:0},{name:"bStrokeVariation",type:"BYTE",value:0},{name:"bArmStyle",type:"BYTE",value:0},{name:"bLetterform",type:"BYTE",value:0},{name:"bMidline",type:"BYTE",value:0},{name:"bXHeight",type:"BYTE",value:0},{name:"ulUnicodeRange1",type:"ULONG",value:0},{name:"ulUnicodeRange2",type:"ULONG",value:0},{name:"ulUnicodeRange3",type:"ULONG",value:0},{name:"ulUnicodeRange4",type:"ULONG",value:0},{name:"achVendID",type:"CHARARRAY",value:"XXXX"},{name:"fsSelection",type:"USHORT",value:0},{name:"usFirstCharIndex",type:"USHORT",value:0},{name:"usLastCharIndex",type:"USHORT",value:0},{name:"sTypoAscender",type:"SHORT",value:0},{name:"sTypoDescender",type:"SHORT",value:0},{name:"sTypoLineGap",type:"SHORT",value:0},{name:"usWinAscent",type:"USHORT",value:0},{name:"usWinDescent",type:"USHORT",value:0},{name:"ulCodePageRange1",type:"ULONG",value:0},{name:"ulCodePageRange2",type:"ULONG",value:0},{name:"sxHeight",type:"SHORT",value:0},{name:"sCapHeight",type:"SHORT",value:0},{name:"usDefaultChar",type:"USHORT",value:0},{name:"usBreakChar",type:"USHORT",value:0},{name:"usMaxContext",type:"USHORT",value:0}],e)}var os2={parse:parseOS2Table,make:makeOS2Table,unicodeRanges:unicodeRanges,getUnicodeRange:getUnicodeRange};function parsePostTable(e,t){var i={},a=new parse.Parser(e,t);switch(i.version=a.parseVersion(),i.italicAngle=a.parseFixed(),i.underlinePosition=a.parseShort(),i.underlineThickness=a.parseShort(),i.isFixedPitch=a.parseULong(),i.minMemType42=a.parseULong(),i.maxMemType42=a.parseULong(),i.minMemType1=a.parseULong(),i.maxMemType1=a.parseULong(),i.version){case 1:i.names=standardNames.slice();break;case 2:i.numberOfGlyphs=a.parseUShort(),i.glyphNameIndex=new Array(i.numberOfGlyphs);for(var n=0;n<i.numberOfGlyphs;n++)i.glyphNameIndex[n]=a.parseUShort();i.names=[];for(var s=0;s<i.numberOfGlyphs;s++)if(i.glyphNameIndex[s]>=standardNames.length){var r=a.parseChar();i.names.push(a.parseString(r))}break;case 2.5:i.numberOfGlyphs=a.parseUShort(),i.offset=new Array(i.numberOfGlyphs);for(var o=0;o<i.numberOfGlyphs;o++)i.offset[o]=a.parseChar()}return i}function makePostTable(){return new table.Table("post",[{name:"version",type:"FIXED",value:196608},{name:"italicAngle",type:"FIXED",value:0},{name:"underlinePosition",type:"FWORD",value:0},{name:"underlineThickness",type:"FWORD",value:0},{name:"isFixedPitch",type:"ULONG",value:0},{name:"minMemType42",type:"ULONG",value:0},{name:"maxMemType42",type:"ULONG",value:0},{name:"minMemType1",type:"ULONG",value:0},{name:"maxMemType1",type:"ULONG",value:0}])}var post={parse:parsePostTable,make:makePostTable},subtableParsers=new Array(9);subtableParsers[1]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();return 1===t?{substFormat:1,coverage:this.parsePointer(Parser.coverage),deltaGlyphId:this.parseUShort()}:2===t?{substFormat:2,coverage:this.parsePointer(Parser.coverage),substitute:this.parseOffset16List()}:void check.assert(!1,"0x"+e.toString(16)+": lookup type 1 format must be 1 or 2.")},subtableParsers[2]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB Multiple Substitution Subtable identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),sequences:this.parseListOfLists()}},subtableParsers[3]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB Alternate Substitution Subtable identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),alternateSets:this.parseListOfLists()}},subtableParsers[4]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB ligature table identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),ligatureSets:this.parseListOfLists((function(){return{ligGlyph:this.parseUShort(),components:this.parseUShortList(this.parseUShort()-1)}}))}};var lookupRecordDesc={sequenceIndex:Parser.uShort,lookupListIndex:Parser.uShort};function parseGsubTable(e,t){var i=new Parser(e,t=t||0),a=i.parseVersion(1);return check.argument(1===a||1.1===a,"Unsupported GSUB table version."),1===a?{version:a,scripts:i.parseScriptList(),features:i.parseFeatureList(),lookups:i.parseLookupList(subtableParsers)}:{version:a,scripts:i.parseScriptList(),features:i.parseFeatureList(),lookups:i.parseLookupList(subtableParsers),variations:i.parseFeatureVariationsList()}}subtableParsers[5]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();if(1===t)return{substFormat:t,coverage:this.parsePointer(Parser.coverage),ruleSets:this.parseListOfLists((function(){var e=this.parseUShort(),t=this.parseUShort();return{input:this.parseUShortList(e-1),lookupRecords:this.parseRecordList(t,lookupRecordDesc)}}))};if(2===t)return{substFormat:t,coverage:this.parsePointer(Parser.coverage),classDef:this.parsePointer(Parser.classDef),classSets:this.parseListOfLists((function(){var e=this.parseUShort(),t=this.parseUShort();return{classes:this.parseUShortList(e-1),lookupRecords:this.parseRecordList(t,lookupRecordDesc)}}))};if(3===t){var i=this.parseUShort(),a=this.parseUShort();return{substFormat:t,coverages:this.parseList(i,Parser.pointer(Parser.coverage)),lookupRecords:this.parseRecordList(a,lookupRecordDesc)}}check.assert(!1,"0x"+e.toString(16)+": lookup type 5 format must be 1, 2 or 3.")},subtableParsers[6]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();return 1===t?{substFormat:1,coverage:this.parsePointer(Parser.coverage),chainRuleSets:this.parseListOfLists((function(){return{backtrack:this.parseUShortList(),input:this.parseUShortList(this.parseShort()-1),lookahead:this.parseUShortList(),lookupRecords:this.parseRecordList(lookupRecordDesc)}}))}:2===t?{substFormat:2,coverage:this.parsePointer(Parser.coverage),backtrackClassDef:this.parsePointer(Parser.classDef),inputClassDef:this.parsePointer(Parser.classDef),lookaheadClassDef:this.parsePointer(Parser.classDef),chainClassSet:this.parseListOfLists((function(){return{backtrack:this.parseUShortList(),input:this.parseUShortList(this.parseShort()-1),lookahead:this.parseUShortList(),lookupRecords:this.parseRecordList(lookupRecordDesc)}}))}:3===t?{substFormat:3,backtrackCoverage:this.parseList(Parser.pointer(Parser.coverage)),inputCoverage:this.parseList(Parser.pointer(Parser.coverage)),lookaheadCoverage:this.parseList(Parser.pointer(Parser.coverage)),lookupRecords:this.parseRecordList(lookupRecordDesc)}:void check.assert(!1,"0x"+e.toString(16)+": lookup type 6 format must be 1, 2 or 3.")},subtableParsers[7]=function(){var e=this.parseUShort();check.argument(1===e,"GSUB Extension Substitution subtable identifier-format must be 1");var t=this.parseUShort(),i=new Parser(this.data,this.offset+this.parseULong());return{substFormat:1,lookupType:t,extension:subtableParsers[t].call(i)}},subtableParsers[8]=function(){var e=this.parseUShort();return check.argument(1===e,"GSUB Reverse Chaining Contextual Single Substitution Subtable identifier-format must be 1"),{substFormat:e,coverage:this.parsePointer(Parser.coverage),backtrackCoverage:this.parseList(Parser.pointer(Parser.coverage)),lookaheadCoverage:this.parseList(Parser.pointer(Parser.coverage)),substitutes:this.parseUShortList()}};var subtableMakers=new Array(9);function makeGsubTable(e){return new table.Table("GSUB",[{name:"version",type:"ULONG",value:65536},{name:"scripts",type:"TABLE",value:new table.ScriptList(e.scripts)},{name:"features",type:"TABLE",value:new table.FeatureList(e.features)},{name:"lookups",type:"TABLE",value:new table.LookupList(e.lookups,subtableMakers)}])}subtableMakers[1]=function(e){return 1===e.substFormat?new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)},{name:"deltaGlyphID",type:"USHORT",value:e.deltaGlyphId}]):new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:2},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.ushortList("substitute",e.substitute)))},subtableMakers[2]=function(e){return check.assert(1===e.substFormat,"Lookup type 2 substFormat must be 1."),new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("seqSet",e.sequences,(function(e){return new table.Table("sequenceSetTable",table.ushortList("sequence",e))}))))},subtableMakers[3]=function(e){return check.assert(1===e.substFormat,"Lookup type 3 substFormat must be 1."),new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("altSet",e.alternateSets,(function(e){return new table.Table("alternateSetTable",table.ushortList("alternate",e))}))))},subtableMakers[4]=function(e){return check.assert(1===e.substFormat,"Lookup type 4 substFormat must be 1."),new table.Table("substitutionTable",[{name:"substFormat",type:"USHORT",value:1},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("ligSet",e.ligatureSets,(function(e){return new table.Table("ligatureSetTable",table.tableList("ligature",e,(function(e){return new table.Table("ligatureTable",[{name:"ligGlyph",type:"USHORT",value:e.ligGlyph}].concat(table.ushortList("component",e.components,e.components.length+1)))})))}))))},subtableMakers[6]=function(e){if(1===e.substFormat){var t=new table.Table("chainContextTable",[{name:"substFormat",type:"USHORT",value:e.substFormat},{name:"coverage",type:"TABLE",value:new table.Coverage(e.coverage)}].concat(table.tableList("chainRuleSet",e.chainRuleSets,(function(e){return new table.Table("chainRuleSetTable",table.tableList("chainRule",e,(function(e){var t=table.ushortList("backtrackGlyph",e.backtrack,e.backtrack.length).concat(table.ushortList("inputGlyph",e.input,e.input.length+1)).concat(table.ushortList("lookaheadGlyph",e.lookahead,e.lookahead.length)).concat(table.ushortList("substitution",[],e.lookupRecords.length));return e.lookupRecords.forEach((function(e,i){t=t.concat({name:"sequenceIndex"+i,type:"USHORT",value:e.sequenceIndex}).concat({name:"lookupListIndex"+i,type:"USHORT",value:e.lookupListIndex})})),new table.Table("chainRuleTable",t)})))}))));return t}if(2===e.substFormat)check.assert(!1,"lookup type 6 format 2 is not yet supported.");else if(3===e.substFormat){var i=[{name:"substFormat",type:"USHORT",value:e.substFormat}];return i.push({name:"backtrackGlyphCount",type:"USHORT",value:e.backtrackCoverage.length}),e.backtrackCoverage.forEach((function(e,t){i.push({name:"backtrackCoverage"+t,type:"TABLE",value:new table.Coverage(e)})})),i.push({name:"inputGlyphCount",type:"USHORT",value:e.inputCoverage.length}),e.inputCoverage.forEach((function(e,t){i.push({name:"inputCoverage"+t,type:"TABLE",value:new table.Coverage(e)})})),i.push({name:"lookaheadGlyphCount",type:"USHORT",value:e.lookaheadCoverage.length}),e.lookaheadCoverage.forEach((function(e,t){i.push({name:"lookaheadCoverage"+t,type:"TABLE",value:new table.Coverage(e)})})),i.push({name:"substitutionCount",type:"USHORT",value:e.lookupRecords.length}),e.lookupRecords.forEach((function(e,t){i=i.concat({name:"sequenceIndex"+t,type:"USHORT",value:e.sequenceIndex}).concat({name:"lookupListIndex"+t,type:"USHORT",value:e.lookupListIndex})})),new table.Table("chainContextTable",i)}check.assert(!1,"lookup type 6 format must be 1, 2 or 3.")};var gsub={parse:parseGsubTable,make:makeGsubTable};function parseMetaTable(e,t){var i=new parse.Parser(e,t),a=i.parseULong();check.argument(1===a,"Unsupported META table version."),i.parseULong(),i.parseULong();for(var n=i.parseULong(),s={},r=0;r<n;r++){var o=i.parseTag(),l=i.parseULong(),c=i.parseULong(),d=decode.UTF8(e,t+l,c);s[o]=d}return s}function makeMetaTable(e){var t=Object.keys(e).length,i="",a=16+12*t,n=new table.Table("meta",[{name:"version",type:"ULONG",value:1},{name:"flags",type:"ULONG",value:0},{name:"offset",type:"ULONG",value:a},{name:"numTags",type:"ULONG",value:t}]);for(var s in e){var r=i.length;i+=e[s],n.fields.push({name:"tag "+s,type:"TAG",value:s}),n.fields.push({name:"offset "+s,type:"ULONG",value:a+r}),n.fields.push({name:"length "+s,type:"ULONG",value:e[s].length})}return n.fields.push({name:"stringPool",type:"CHARARRAY",value:i}),n}var meta={parse:parseMetaTable,make:makeMetaTable};function log2(e){return Math.log(e)/Math.log(2)|0}function computeCheckSum(e){for(;e.length%4!=0;)e.push(0);for(var t=0,i=0;i<e.length;i+=4)t+=(e[i]<<24)+(e[i+1]<<16)+(e[i+2]<<8)+e[i+3];return t%Math.pow(2,32)}function makeTableRecord(e,t,i,a){return new table.Record("Table Record",[{name:"tag",type:"TAG",value:void 0!==e?e:""},{name:"checkSum",type:"ULONG",value:void 0!==t?t:0},{name:"offset",type:"ULONG",value:void 0!==i?i:0},{name:"length",type:"ULONG",value:void 0!==a?a:0}])}function makeSfntTable(e){var t=new table.Table("sfnt",[{name:"version",type:"TAG",value:"OTTO"},{name:"numTables",type:"USHORT",value:0},{name:"searchRange",type:"USHORT",value:0},{name:"entrySelector",type:"USHORT",value:0},{name:"rangeShift",type:"USHORT",value:0}]);t.tables=e,t.numTables=e.length;var i=Math.pow(2,log2(t.numTables));t.searchRange=16*i,t.entrySelector=log2(i),t.rangeShift=16*t.numTables-t.searchRange;for(var a=[],n=[],s=t.sizeOf()+makeTableRecord().sizeOf()*t.numTables;s%4!=0;)s+=1,n.push({name:"padding",type:"BYTE",value:0});for(var r=0;r<e.length;r+=1){var o=e[r];check.argument(4===o.tableName.length,"Table name"+o.tableName+" is invalid.");var l=o.sizeOf(),c=makeTableRecord(o.tableName,computeCheckSum(o.encode()),s,l);for(a.push({name:c.tag+" Table Record",type:"RECORD",value:c}),n.push({name:o.tableName+" table",type:"RECORD",value:o}),s+=l,check.argument(!isNaN(s),"Something went wrong calculating the offset.");s%4!=0;)s+=1,n.push({name:"padding",type:"BYTE",value:0})}return a.sort((function(e,t){return e.value.tag>t.value.tag?1:-1})),t.fields=t.fields.concat(a),t.fields=t.fields.concat(n),t}function metricsForChar(e,t,i){for(var a=0;a<t.length;a+=1){var n=e.charToGlyphIndex(t[a]);if(n>0)return e.glyphs.get(n).getMetrics()}return i}function average$1(e){for(var t=0,i=0;i<e.length;i+=1)t+=e[i];return t/e.length}function fontToSfntTable(e){for(var t,i=[],a=[],n=[],s=[],r=[],o=[],l=[],c=0,d=0,h=0,p=0,u=0,m=0;m<e.glyphs.length;m+=1){var g=e.glyphs.get(m),f=0|g.unicode;if(isNaN(g.advanceWidth))throw new Error("Glyph "+g.name+" ("+m+"): advanceWidth is not a number.");(t>f||void 0===t)&&f>0&&(t=f),c<f&&(c=f);var b=os2.getUnicodeRange(f);if(b<32)d|=1<<b;else if(b<64)h|=1<<b-32;else if(b<96)p|=1<<b-64;else{if(!(b<123))throw new Error("Unicode ranges bits > 123 are reserved for internal usage");u|=1<<b-96}if(".notdef"!==g.name){var U=g.getMetrics();i.push(U.xMin),a.push(U.yMin),n.push(U.xMax),s.push(U.yMax),o.push(U.leftSideBearing),l.push(U.rightSideBearing),r.push(g.advanceWidth)}}var E={xMin:Math.min.apply(null,i),yMin:Math.min.apply(null,a),xMax:Math.max.apply(null,n),yMax:Math.max.apply(null,s),advanceWidthMax:Math.max.apply(null,r),advanceWidthAvg:average$1(r),minLeftSideBearing:Math.min.apply(null,o),maxLeftSideBearing:Math.max.apply(null,o),minRightSideBearing:Math.min.apply(null,l)};E.ascender=e.ascender,E.descender=e.descender;var w=head.make({flags:3,unitsPerEm:e.unitsPerEm,xMin:E.xMin,yMin:E.yMin,xMax:E.xMax,yMax:E.yMax,lowestRecPPEM:3,createdTimestamp:e.createdTimestamp}),y=hhea.make({ascender:E.ascender,descender:E.descender,advanceWidthMax:E.advanceWidthMax,minLeftSideBearing:E.minLeftSideBearing,minRightSideBearing:E.minRightSideBearing,xMaxExtent:E.maxLeftSideBearing+(E.xMax-E.xMin),numberOfHMetrics:e.glyphs.length}),v=maxp.make(e.glyphs.length),T=os2.make(Object.assign({xAvgCharWidth:Math.round(E.advanceWidthAvg),usFirstCharIndex:t,usLastCharIndex:c,ulUnicodeRange1:d,ulUnicodeRange2:h,ulUnicodeRange3:p,ulUnicodeRange4:u,sTypoAscender:E.ascender,sTypoDescender:E.descender,sTypoLineGap:0,usWinAscent:E.yMax,usWinDescent:Math.abs(E.yMin),ulCodePageRange1:1,sxHeight:metricsForChar(e,"xyvw",{yMax:Math.round(E.ascender/2)}).yMax,sCapHeight:metricsForChar(e,"HIKLEFJMNTZBDPRAGOQSUVWXY",E).yMax,usDefaultChar:e.hasChar(" ")?32:0,usBreakChar:e.hasChar(" ")?32:0},e.tables.os2)),S=hmtx.make(e.glyphs),_=cmap.make(e.glyphs),x=e.getEnglishName("fontFamily"),I=e.getEnglishName("fontSubfamily"),C=x+" "+I,A=e.getEnglishName("postScriptName");A||(A=x.replace(/\s/g,"")+"-"+I);var k={};for(var O in e.names)k[O]=e.names[O];k.uniqueID||(k.uniqueID={en:e.getEnglishName("manufacturer")+":"+C}),k.postScriptName||(k.postScriptName={en:A}),k.preferredFamily||(k.preferredFamily=e.names.fontFamily),k.preferredSubfamily||(k.preferredSubfamily=e.names.fontSubfamily);var R=[],M=_name.make(k,R),L=R.length>0?ltag.make(R):void 0,D=post.make(),P=cff.make(e.glyphs,{version:e.getEnglishName("version"),fullName:C,familyName:x,weightName:I,postScriptName:A,unitsPerEm:e.unitsPerEm,fontBBox:[0,E.yMin,E.ascender,E.advanceWidthMax]}),N=e.metas&&Object.keys(e.metas).length>0?meta.make(e.metas):void 0,F=[w,y,v,T,M,_,D,P,S];L&&F.push(L),e.tables.gsub&&F.push(gsub.make(e.tables.gsub)),N&&F.push(N);for(var V=makeSfntTable(F),B=computeCheckSum(V.encode()),G=V.fields,$=!1,W=0;W<G.length;W+=1)if("head table"===G[W].name){G[W].value.checkSumAdjustment=2981146554-B,$=!0;break}if(!$)throw new Error("Could not find head table with checkSum to adjust.");return V}var sfnt={make:makeSfntTable,fontToTable:fontToSfntTable,computeCheckSum:computeCheckSum};function searchTag(e,t){for(var i=0,a=e.length-1;i<=a;){var n=i+a>>>1,s=e[n].tag;if(s===t)return n;s<t?i=n+1:a=n-1}return-i-1}function binSearch(e,t){for(var i=0,a=e.length-1;i<=a;){var n=i+a>>>1,s=e[n];if(s===t)return n;s<t?i=n+1:a=n-1}return-i-1}function searchRange(e,t){for(var i,a=0,n=e.length-1;a<=n;){var s=a+n>>>1,r=(i=e[s]).start;if(r===t)return i;r<t?a=s+1:n=s-1}if(a>0)return t>(i=e[a-1]).end?0:i}function Layout(e,t){this.font=e,this.tableName=t}function Position(e){Layout.call(this,e,"gpos")}function Substitution(e){Layout.call(this,e,"gsub")}function arraysEqual(e,t){var i=e.length;if(i!==t.length)return!1;for(var a=0;a<i;a++)if(e[a]!==t[a])return!1;return!0}function getSubstFormat(e,t,i){for(var a=e.subtables,n=0;n<a.length;n++){var s=a[n];if(s.substFormat===t)return s}if(i)return a.push(i),i}function isBrowser(){return"undefined"!=typeof window}function nodeBufferToArrayBuffer(e){for(var t=new ArrayBuffer(e.length),i=new Uint8Array(t),a=0;a<e.length;++a)i[a]=e[a];return t}function arrayBufferToNodeBuffer(e){for(var t=new Buffer(e.byteLength),i=new Uint8Array(e),a=0;a<t.length;++a)t[a]=i[a];return t}function checkArgument(e,t){if(!e)throw t}function parseGlyphCoordinate(e,t,i,a,n){var s;return(t&a)>0?(s=e.parseByte(),0===(t&n)&&(s=-s),s=i+s):s=(t&n)>0?i:i+e.parseShort(),s}function parseGlyph(e,t,i){var a,n,s=new parse.Parser(t,i);if(e.numberOfContours=s.parseShort(),e._xMin=s.parseShort(),e._yMin=s.parseShort(),e._xMax=s.parseShort(),e._yMax=s.parseShort(),e.numberOfContours>0){for(var r=e.endPointIndices=[],o=0;o<e.numberOfContours;o+=1)r.push(s.parseUShort());e.instructionLength=s.parseUShort(),e.instructions=[];for(var l=0;l<e.instructionLength;l+=1)e.instructions.push(s.parseByte());var c=r[r.length-1]+1;a=[];for(var d=0;d<c;d+=1)if(n=s.parseByte(),a.push(n),(8&n)>0)for(var h=s.parseByte(),p=0;p<h;p+=1)a.push(n),d+=1;if(check.argument(a.length===c,"Bad flags."),r.length>0){var u,m=[];if(c>0){for(var g=0;g<c;g+=1)n=a[g],(u={}).onCurve=!!(1&n),u.lastPointOfContour=r.indexOf(g)>=0,m.push(u);for(var f=0,b=0;b<c;b+=1)n=a[b],(u=m[b]).x=parseGlyphCoordinate(s,n,f,2,16),f=u.x;for(var U=0,E=0;E<c;E+=1)n=a[E],(u=m[E]).y=parseGlyphCoordinate(s,n,U,4,32),U=u.y}e.points=m}else e.points=[]}else if(0===e.numberOfContours)e.points=[];else{e.isComposite=!0,e.points=[],e.components=[];for(var w=!0;w;){a=s.parseUShort();var y={glyphIndex:s.parseUShort(),xScale:1,scale01:0,scale10:0,yScale:1,dx:0,dy:0};(1&a)>0?(2&a)>0?(y.dx=s.parseShort(),y.dy=s.parseShort()):y.matchedPoints=[s.parseUShort(),s.parseUShort()]:(2&a)>0?(y.dx=s.parseChar(),y.dy=s.parseChar()):y.matchedPoints=[s.parseByte(),s.parseByte()],(8&a)>0?y.xScale=y.yScale=s.parseF2Dot14():(64&a)>0?(y.xScale=s.parseF2Dot14(),y.yScale=s.parseF2Dot14()):(128&a)>0&&(y.xScale=s.parseF2Dot14(),y.scale01=s.parseF2Dot14(),y.scale10=s.parseF2Dot14(),y.yScale=s.parseF2Dot14()),e.components.push(y),w=!!(32&a)}if(256&a){e.instructionLength=s.parseUShort(),e.instructions=[];for(var v=0;v<e.instructionLength;v+=1)e.instructions.push(s.parseByte())}}}function transformPoints$1(e,t){for(var i=[],a=0;a<e.length;a+=1){var n=e[a],s={x:t.xScale*n.x+t.scale01*n.y+t.dx,y:t.scale10*n.x+t.yScale*n.y+t.dy,onCurve:n.onCurve,lastPointOfContour:n.lastPointOfContour};i.push(s)}return i}function getContours(e){for(var t=[],i=[],a=0;a<e.length;a+=1){var n=e[a];i.push(n),n.lastPointOfContour&&(t.push(i),i=[])}return check.argument(0===i.length,"There are still points left in the current contour."),t}function getPath(e){var t=new Path;if(!e)return t;for(var i=getContours(e),a=0;a<i.length;++a){var n=i[a],s=null,r=n[n.length-1],o=n[0];if(r.onCurve)t.moveTo(r.x,r.y);else if(o.onCurve)t.moveTo(o.x,o.y);else{var l={x:.5*(r.x+o.x),y:.5*(r.y+o.y)};t.moveTo(l.x,l.y)}for(var c=0;c<n.length;++c)if(s=r,r=o,o=n[(c+1)%n.length],r.onCurve)t.lineTo(r.x,r.y);else{var d=o;s.onCurve||(r.x,s.x,r.y,s.y),o.onCurve||(d={x:.5*(r.x+o.x),y:.5*(r.y+o.y)}),t.quadraticCurveTo(r.x,r.y,d.x,d.y)}t.closePath()}return t}function buildPath(e,t){if(t.isComposite)for(var i=0;i<t.components.length;i+=1){var a=t.components[i],n=e.get(a.glyphIndex);if(n.getPath(),n.points){var s=void 0;if(void 0===a.matchedPoints)s=transformPoints$1(n.points,a);else{if(a.matchedPoints[0]>t.points.length-1||a.matchedPoints[1]>n.points.length-1)throw Error("Matched points out of range in "+t.name);var r=t.points[a.matchedPoints[0]],o=n.points[a.matchedPoints[1]],l={xScale:a.xScale,scale01:a.scale01,scale10:a.scale10,yScale:a.yScale,dx:0,dy:0};o=transformPoints$1([o],l)[0],l.dx=r.x-o.x,l.dy=r.y-o.y,s=transformPoints$1(n.points,l)}t.points=t.points.concat(s)}}return getPath(t.points)}function parseGlyfTableAll(e,t,i,a){for(var n=new glyphset.GlyphSet(a),s=0;s<i.length-1;s+=1){var r=i[s];r!==i[s+1]?n.push(s,glyphset.ttfGlyphLoader(a,s,parseGlyph,e,t+r,buildPath)):n.push(s,glyphset.glyphLoader(a,s))}return n}function parseGlyfTableOnLowMemory(e,t,i,a){var n=new glyphset.GlyphSet(a);return a._push=function(s){var r=i[s];r!==i[s+1]?n.push(s,glyphset.ttfGlyphLoader(a,s,parseGlyph,e,t+r,buildPath)):n.push(s,glyphset.glyphLoader(a,s))},n}function parseGlyfTable(e,t,i,a,n){return n.lowMemory?parseGlyfTableOnLowMemory(e,t,i,a):parseGlyfTableAll(e,t,i,a)}Layout.prototype={searchTag:searchTag,binSearch:binSearch,getTable:function(e){var t=this.font.tables[this.tableName];return!t&&e&&(t=this.font.tables[this.tableName]=this.createDefaultTable()),t},getScriptNames:function(){var e=this.getTable();return e?e.scripts.map((function(e){return e.tag})):[]},getDefaultScriptName:function(){var e=this.getTable();if(e){for(var t=!1,i=0;i<e.scripts.length;i++){var a=e.scripts[i].tag;if("DFLT"===a)return a;"latn"===a&&(t=!0)}return t?"latn":void 0}},getScriptTable:function(e,t){var i=this.getTable(t);if(i){e=e||"DFLT";var a=i.scripts,n=searchTag(i.scripts,e);if(n>=0)return a[n].script;if(t){var s={tag:e,script:{defaultLangSys:{reserved:0,reqFeatureIndex:65535,featureIndexes:[]},langSysRecords:[]}};return a.splice(-1-n,0,s),s.script}}},getLangSysTable:function(e,t,i){var a=this.getScriptTable(e,i);if(a){if(!t||"dflt"===t||"DFLT"===t)return a.defaultLangSys;var n=searchTag(a.langSysRecords,t);if(n>=0)return a.langSysRecords[n].langSys;if(i){var s={tag:t,langSys:{reserved:0,reqFeatureIndex:65535,featureIndexes:[]}};return a.langSysRecords.splice(-1-n,0,s),s.langSys}}},getFeatureTable:function(e,t,i,a){var n=this.getLangSysTable(e,t,a);if(n){for(var s,r=n.featureIndexes,o=this.font.tables[this.tableName].features,l=0;l<r.length;l++)if((s=o[r[l]]).tag===i)return s.feature;if(a){var c=o.length;return check.assert(0===c||i>=o[c-1].tag,"Features must be added in alphabetical order."),s={tag:i,feature:{params:0,lookupListIndexes:[]}},o.push(s),r.push(c),s.feature}}},getLookupTables:function(e,t,i,a,n){var s=this.getFeatureTable(e,t,i,n),r=[];if(s){for(var o,l=s.lookupListIndexes,c=this.font.tables[this.tableName].lookups,d=0;d<l.length;d++)(o=c[l[d]]).lookupType===a&&r.push(o);if(0===r.length&&n){o={lookupType:a,lookupFlag:0,subtables:[],markFilteringSet:void 0};var h=c.length;return c.push(o),l.push(h),[o]}}return r},getGlyphClass:function(e,t){switch(e.format){case 1:return e.startGlyph<=t&&t<e.startGlyph+e.classes.length?e.classes[t-e.startGlyph]:0;case 2:var i=searchRange(e.ranges,t);return i?i.classId:0}},getCoverageIndex:function(e,t){switch(e.format){case 1:var i=binSearch(e.glyphs,t);return i>=0?i:-1;case 2:var a=searchRange(e.ranges,t);return a?a.index+t-a.start:-1}},expandCoverage:function(e){if(1===e.format)return e.glyphs;for(var t=[],i=e.ranges,a=0;a<i.length;a++)for(var n=i[a],s=n.start,r=n.end,o=s;o<=r;o++)t.push(o);return t}},Position.prototype=Layout.prototype,Position.prototype.init=function(){var e=this.getDefaultScriptName();this.defaultKerningTables=this.getKerningTables(e)},Position.prototype.getKerningValue=function(e,t,i){for(var a=0;a<e.length;a++)for(var n=e[a].subtables,s=0;s<n.length;s++){var r=n[s],o=this.getCoverageIndex(r.coverage,t);if(!(o<0))switch(r.posFormat){case 1:for(var l=r.pairSets[o],c=0;c<l.length;c++){var d=l[c];if(d.secondGlyph===i)return d.value1&&d.value1.xAdvance||0}break;case 2:var h=this.getGlyphClass(r.classDef1,t),p=this.getGlyphClass(r.classDef2,i),u=r.classRecords[h][p];return u.value1&&u.value1.xAdvance||0}}return 0},Position.prototype.getKerningTables=function(e,t){if(this.font.tables.gpos)return this.getLookupTables(e,t,"kern",2)},Substitution.prototype=Layout.prototype,Substitution.prototype.createDefaultTable=function(){return{version:1,scripts:[{tag:"DFLT",script:{defaultLangSys:{reserved:0,reqFeatureIndex:65535,featureIndexes:[]},langSysRecords:[]}}],features:[],lookups:[]}},Substitution.prototype.getSingle=function(e,t,i){for(var a=[],n=this.getLookupTables(t,i,e,1),s=0;s<n.length;s++)for(var r=n[s].subtables,o=0;o<r.length;o++){var l=r[o],c=this.expandCoverage(l.coverage),d=void 0;if(1===l.substFormat){var h=l.deltaGlyphId;for(d=0;d<c.length;d++){var p=c[d];a.push({sub:p,by:p+h})}}else{var u=l.substitute;for(d=0;d<c.length;d++)a.push({sub:c[d],by:u[d]})}}return a},Substitution.prototype.getMultiple=function(e,t,i){for(var a=[],n=this.getLookupTables(t,i,e,2),s=0;s<n.length;s++)for(var r=n[s].subtables,o=0;o<r.length;o++){var l=r[o],c=this.expandCoverage(l.coverage),d=void 0;for(d=0;d<c.length;d++){var h=c[d],p=l.sequences[d];a.push({sub:h,by:p})}}return a},Substitution.prototype.getAlternates=function(e,t,i){for(var a=[],n=this.getLookupTables(t,i,e,3),s=0;s<n.length;s++)for(var r=n[s].subtables,o=0;o<r.length;o++)for(var l=r[o],c=this.expandCoverage(l.coverage),d=l.alternateSets,h=0;h<c.length;h++)a.push({sub:c[h],by:d[h]});return a},Substitution.prototype.getLigatures=function(e,t,i){for(var a=[],n=this.getLookupTables(t,i,e,4),s=0;s<n.length;s++)for(var r=n[s].subtables,o=0;o<r.length;o++)for(var l=r[o],c=this.expandCoverage(l.coverage),d=l.ligatureSets,h=0;h<c.length;h++)for(var p=c[h],u=d[h],m=0;m<u.length;m++){var g=u[m];a.push({sub:[p].concat(g.components),by:g.ligGlyph})}return a},Substitution.prototype.addSingle=function(e,t,i,a){var n=getSubstFormat(this.getLookupTables(i,a,e,1,!0)[0],2,{substFormat:2,coverage:{format:1,glyphs:[]},substitute:[]});check.assert(1===n.coverage.format,"Single: unable to modify coverage table format "+n.coverage.format);var s=t.sub,r=this.binSearch(n.coverage.glyphs,s);r<0&&(r=-1-r,n.coverage.glyphs.splice(r,0,s),n.substitute.splice(r,0,0)),n.substitute[r]=t.by},Substitution.prototype.addMultiple=function(e,t,i,a){check.assert(t.by instanceof Array&&t.by.length>1,'Multiple: "by" must be an array of two or more ids');var n=getSubstFormat(this.getLookupTables(i,a,e,2,!0)[0],1,{substFormat:1,coverage:{format:1,glyphs:[]},sequences:[]});check.assert(1===n.coverage.format,"Multiple: unable to modify coverage table format "+n.coverage.format);var s=t.sub,r=this.binSearch(n.coverage.glyphs,s);r<0&&(r=-1-r,n.coverage.glyphs.splice(r,0,s),n.sequences.splice(r,0,0)),n.sequences[r]=t.by},Substitution.prototype.addAlternate=function(e,t,i,a){var n=getSubstFormat(this.getLookupTables(i,a,e,3,!0)[0],1,{substFormat:1,coverage:{format:1,glyphs:[]},alternateSets:[]});check.assert(1===n.coverage.format,"Alternate: unable to modify coverage table format "+n.coverage.format);var s=t.sub,r=this.binSearch(n.coverage.glyphs,s);r<0&&(r=-1-r,n.coverage.glyphs.splice(r,0,s),n.alternateSets.splice(r,0,0)),n.alternateSets[r]=t.by},Substitution.prototype.addLigature=function(e,t,i,a){var n=this.getLookupTables(i,a,e,4,!0)[0],s=n.subtables[0];s||(s={substFormat:1,coverage:{format:1,glyphs:[]},ligatureSets:[]},n.subtables[0]=s),check.assert(1===s.coverage.format,"Ligature: unable to modify coverage table format "+s.coverage.format);var r=t.sub[0],o=t.sub.slice(1),l={ligGlyph:t.by,components:o},c=this.binSearch(s.coverage.glyphs,r);if(c>=0){for(var d=s.ligatureSets[c],h=0;h<d.length;h++)if(arraysEqual(d[h].components,o))return;d.push(l)}else c=-1-c,s.coverage.glyphs.splice(c,0,r),s.ligatureSets.splice(c,0,[l])},Substitution.prototype.getFeature=function(e,t,i){if(/ss\d\d/.test(e))return this.getSingle(e,t,i);switch(e){case"aalt":case"salt":return this.getSingle(e,t,i).concat(this.getAlternates(e,t,i));case"dlig":case"liga":case"rlig":return this.getLigatures(e,t,i);case"ccmp":return this.getMultiple(e,t,i).concat(this.getLigatures(e,t,i));case"stch":return this.getMultiple(e,t,i)}},Substitution.prototype.add=function(e,t,i,a){if(/ss\d\d/.test(e))return this.addSingle(e,t,i,a);switch(e){case"aalt":case"salt":return"number"==typeof t.by?this.addSingle(e,t,i,a):this.addAlternate(e,t,i,a);case"dlig":case"liga":case"rlig":return this.addLigature(e,t,i,a);case"ccmp":return t.by instanceof Array?this.addMultiple(e,t,i,a):this.addLigature(e,t,i,a)}};var glyf={getPath:getPath,parse:parseGlyfTable},instructionTable,exec,execGlyph,execComponent;function Hinting(e){this.font=e,this.getCommands=function(e){return glyf.getPath(e).commands},this._fpgmState=this._prepState=void 0,this._errorState=0}function roundOff(e){return e}function roundToGrid(e){return Math.sign(e)*Math.round(Math.abs(e))}function roundToDoubleGrid(e){return Math.sign(e)*Math.round(Math.abs(2*e))/2}function roundToHalfGrid(e){return Math.sign(e)*(Math.round(Math.abs(e)+.5)-.5)}function roundUpToGrid(e){return Math.sign(e)*Math.ceil(Math.abs(e))}function roundDownToGrid(e){return Math.sign(e)*Math.floor(Math.abs(e))}var roundSuper=function(e){var t=this.srPeriod,i=this.srPhase,a=1;return e<0&&(e=-e,a=-1),e+=this.srThreshold-i,e=Math.trunc(e/t)*t,(e+=i)<0?i*a:e*a},xUnitVector={x:1,y:0,axis:"x",distance:function(e,t,i,a){return(i?e.xo:e.x)-(a?t.xo:t.x)},interpolate:function(e,t,i,a){var n,s,r,o,l,c,d;if(!a||a===this)return n=e.xo-t.xo,s=e.xo-i.xo,l=t.x-t.xo,c=i.x-i.xo,0===(d=(r=Math.abs(n))+(o=Math.abs(s)))?void(e.x=e.xo+(l+c)/2):void(e.x=e.xo+(l*o+c*r)/d);n=a.distance(e,t,!0,!0),s=a.distance(e,i,!0,!0),l=a.distance(t,t,!1,!0),c=a.distance(i,i,!1,!0),0!==(d=(r=Math.abs(n))+(o=Math.abs(s)))?xUnitVector.setRelative(e,e,(l*o+c*r)/d,a,!0):xUnitVector.setRelative(e,e,(l+c)/2,a,!0)},normalSlope:Number.NEGATIVE_INFINITY,setRelative:function(e,t,i,a,n){if(a&&a!==this){var s=n?t.xo:t.x,r=n?t.yo:t.y,o=s+i*a.x,l=r+i*a.y;e.x=o+(e.y-l)/a.normalSlope}else e.x=(n?t.xo:t.x)+i},slope:0,touch:function(e){e.xTouched=!0},touched:function(e){return e.xTouched},untouch:function(e){e.xTouched=!1}},yUnitVector={x:0,y:1,axis:"y",distance:function(e,t,i,a){return(i?e.yo:e.y)-(a?t.yo:t.y)},interpolate:function(e,t,i,a){var n,s,r,o,l,c,d;if(!a||a===this)return n=e.yo-t.yo,s=e.yo-i.yo,l=t.y-t.yo,c=i.y-i.yo,0===(d=(r=Math.abs(n))+(o=Math.abs(s)))?void(e.y=e.yo+(l+c)/2):void(e.y=e.yo+(l*o+c*r)/d);n=a.distance(e,t,!0,!0),s=a.distance(e,i,!0,!0),l=a.distance(t,t,!1,!0),c=a.distance(i,i,!1,!0),0!==(d=(r=Math.abs(n))+(o=Math.abs(s)))?yUnitVector.setRelative(e,e,(l*o+c*r)/d,a,!0):yUnitVector.setRelative(e,e,(l+c)/2,a,!0)},normalSlope:0,setRelative:function(e,t,i,a,n){if(a&&a!==this){var s=n?t.xo:t.x,r=n?t.yo:t.y,o=s+i*a.x,l=r+i*a.y;e.y=l+a.normalSlope*(e.x-o)}else e.y=(n?t.yo:t.y)+i},slope:Number.POSITIVE_INFINITY,touch:function(e){e.yTouched=!0},touched:function(e){return e.yTouched},untouch:function(e){e.yTouched=!1}};function UnitVector(e,t){this.x=e,this.y=t,this.axis=void 0,this.slope=t/e,this.normalSlope=-e/t,Object.freeze(this)}function getUnitVector(e,t){var i=Math.sqrt(e*e+t*t);return t/=i,1===(e/=i)&&0===t?xUnitVector:0===e&&1===t?yUnitVector:new UnitVector(e,t)}function HPoint(e,t,i,a){this.x=this.xo=Math.round(64*e)/64,this.y=this.yo=Math.round(64*t)/64,this.lastPointOfContour=i,this.onCurve=a,this.prevPointOnContour=void 0,this.nextPointOnContour=void 0,this.xTouched=!1,this.yTouched=!1,Object.preventExtensions(this)}Object.freeze(xUnitVector),Object.freeze(yUnitVector),UnitVector.prototype.distance=function(e,t,i,a){return this.x*xUnitVector.distance(e,t,i,a)+this.y*yUnitVector.distance(e,t,i,a)},UnitVector.prototype.interpolate=function(e,t,i,a){var n,s,r,o,l,c,d;r=a.distance(e,t,!0,!0),o=a.distance(e,i,!0,!0),n=a.distance(t,t,!1,!0),s=a.distance(i,i,!1,!0),0!==(d=(l=Math.abs(r))+(c=Math.abs(o)))?this.setRelative(e,e,(n*c+s*l)/d,a,!0):this.setRelative(e,e,(n+s)/2,a,!0)},UnitVector.prototype.setRelative=function(e,t,i,a,n){a=a||this;var s=n?t.xo:t.x,r=n?t.yo:t.y,o=s+i*a.x,l=r+i*a.y,c=a.normalSlope,d=this.slope,h=e.x,p=e.y;e.x=(d*h-c*o+l-p)/(d-c),e.y=d*(e.x-h)+p},UnitVector.prototype.touch=function(e){e.xTouched=!0,e.yTouched=!0},HPoint.prototype.nextTouched=function(e){for(var t=this.nextPointOnContour;!e.touched(t)&&t!==this;)t=t.nextPointOnContour;return t},HPoint.prototype.prevTouched=function(e){for(var t=this.prevPointOnContour;!e.touched(t)&&t!==this;)t=t.prevPointOnContour;return t};var HPZero=Object.freeze(new HPoint(0,0)),defaultState={cvCutIn:17/16,deltaBase:9,deltaShift:.125,loop:1,minDis:1,autoFlip:!0};function State(e,t){switch(this.env=e,this.stack=[],this.prog=t,e){case"glyf":this.zp0=this.zp1=this.zp2=1,this.rp0=this.rp1=this.rp2=0;case"prep":this.fv=this.pv=this.dpv=xUnitVector,this.round=roundToGrid}}function initTZone(e){for(var t=e.tZone=new Array(e.gZone.length),i=0;i<t.length;i++)t[i]=new HPoint(0,0)}function skip(e,t){var i,a=e.prog,n=e.ip,s=1;do{if(88===(i=a[++n]))s++;else if(89===i)s--;else if(64===i)n+=a[n+1]+1;else if(65===i)n+=2*a[n+1]+1;else if(i>=176&&i<=183)n+=i-176+1;else if(i>=184&&i<=191)n+=2*(i-184+1);else if(t&&1===s&&27===i)break}while(s>0);e.ip=n}function SVTCA(e,t){exports.DEBUG&&console.log(t.step,"SVTCA["+e.axis+"]"),t.fv=t.pv=t.dpv=e}function SPVTCA(e,t){exports.DEBUG&&console.log(t.step,"SPVTCA["+e.axis+"]"),t.pv=t.dpv=e}function SFVTCA(e,t){exports.DEBUG&&console.log(t.step,"SFVTCA["+e.axis+"]"),t.fv=e}function SPVTL(e,t){var i,a,n=t.stack,s=n.pop(),r=n.pop(),o=t.z2[s],l=t.z1[r];exports.DEBUG&&console.log("SPVTL["+e+"]",s,r),e?(i=o.y-l.y,a=l.x-o.x):(i=l.x-o.x,a=l.y-o.y),t.pv=t.dpv=getUnitVector(i,a)}function SFVTL(e,t){var i,a,n=t.stack,s=n.pop(),r=n.pop(),o=t.z2[s],l=t.z1[r];exports.DEBUG&&console.log("SFVTL["+e+"]",s,r),e?(i=o.y-l.y,a=l.x-o.x):(i=l.x-o.x,a=l.y-o.y),t.fv=getUnitVector(i,a)}function SPVFS(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"SPVFS[]",i,a),e.pv=e.dpv=getUnitVector(a,i)}function SFVFS(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"SPVFS[]",i,a),e.fv=getUnitVector(a,i)}function GPV(e){var t=e.stack,i=e.pv;exports.DEBUG&&console.log(e.step,"GPV[]"),t.push(16384*i.x),t.push(16384*i.y)}function GFV(e){var t=e.stack,i=e.fv;exports.DEBUG&&console.log(e.step,"GFV[]"),t.push(16384*i.x),t.push(16384*i.y)}function SFVTPV(e){e.fv=e.pv,exports.DEBUG&&console.log(e.step,"SFVTPV[]")}function ISECT(e){var t=e.stack,i=t.pop(),a=t.pop(),n=t.pop(),s=t.pop(),r=t.pop(),o=e.z0,l=e.z1,c=o[i],d=o[a],h=l[n],p=l[s],u=e.z2[r];exports.DEBUG&&console.log("ISECT[], ",i,a,n,s,r);var m=c.x,g=c.y,f=d.x,b=d.y,U=h.x,E=h.y,w=p.x,y=p.y,v=(m-f)*(E-y)-(g-b)*(U-w),T=m*b-g*f,S=U*y-E*w;u.x=(T*(U-w)-S*(m-f))/v,u.y=(T*(E-y)-S*(g-b))/v}function SRP0(e){e.rp0=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SRP0[]",e.rp0)}function SRP1(e){e.rp1=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SRP1[]",e.rp1)}function SRP2(e){e.rp2=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SRP2[]",e.rp2)}function SZP0(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZP0[]",t),e.zp0=t,t){case 0:e.tZone||initTZone(e),e.z0=e.tZone;break;case 1:e.z0=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SZP1(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZP1[]",t),e.zp1=t,t){case 0:e.tZone||initTZone(e),e.z1=e.tZone;break;case 1:e.z1=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SZP2(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZP2[]",t),e.zp2=t,t){case 0:e.tZone||initTZone(e),e.z2=e.tZone;break;case 1:e.z2=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SZPS(e){var t=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SZPS[]",t),e.zp0=e.zp1=e.zp2=t,t){case 0:e.tZone||initTZone(e),e.z0=e.z1=e.z2=e.tZone;break;case 1:e.z0=e.z1=e.z2=e.gZone;break;default:throw new Error("Invalid zone pointer")}}function SLOOP(e){e.loop=e.stack.pop(),exports.DEBUG&&console.log(e.step,"SLOOP[]",e.loop)}function RTG(e){exports.DEBUG&&console.log(e.step,"RTG[]"),e.round=roundToGrid}function RTHG(e){exports.DEBUG&&console.log(e.step,"RTHG[]"),e.round=roundToHalfGrid}function SMD(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SMD[]",t),e.minDis=t/64}function ELSE(e){exports.DEBUG&&console.log(e.step,"ELSE[]"),skip(e,!1)}function JMPR(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"JMPR[]",t),e.ip+=t-1}function SCVTCI(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SCVTCI[]",t),e.cvCutIn=t/64}function DUP(e){var t=e.stack;exports.DEBUG&&console.log(e.step,"DUP[]"),t.push(t[t.length-1])}function POP(e){exports.DEBUG&&console.log(e.step,"POP[]"),e.stack.pop()}function CLEAR(e){exports.DEBUG&&console.log(e.step,"CLEAR[]"),e.stack.length=0}function SWAP(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"SWAP[]"),t.push(i),t.push(a)}function DEPTH(e){var t=e.stack;exports.DEBUG&&console.log(e.step,"DEPTH[]"),t.push(t.length)}function LOOPCALL(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"LOOPCALL[]",i,a);var n=e.ip,s=e.prog;e.prog=e.funcs[i];for(var r=0;r<a;r++)exec(e),exports.DEBUG&&console.log(++e.step,r+1<a?"next loopcall":"done loopcall",r);e.ip=n,e.prog=s}function CALL(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"CALL[]",t);var i=e.ip,a=e.prog;e.prog=e.funcs[t],exec(e),e.ip=i,e.prog=a,exports.DEBUG&&console.log(++e.step,"returning from",t)}function CINDEX(e){var t=e.stack,i=t.pop();exports.DEBUG&&console.log(e.step,"CINDEX[]",i),t.push(t[t.length-i])}function MINDEX(e){var t=e.stack,i=t.pop();exports.DEBUG&&console.log(e.step,"MINDEX[]",i),t.push(t.splice(t.length-i,1)[0])}function FDEF(e){if("fpgm"!==e.env)throw new Error("FDEF not allowed here");var t=e.stack,i=e.prog,a=e.ip,n=t.pop(),s=a;for(exports.DEBUG&&console.log(e.step,"FDEF[]",n);45!==i[++a];);e.ip=a,e.funcs[n]=i.slice(s+1,a)}function MDAP(e,t){var i=t.stack.pop(),a=t.z0[i],n=t.fv,s=t.pv;exports.DEBUG&&console.log(t.step,"MDAP["+e+"]",i);var r=s.distance(a,HPZero);e&&(r=t.round(r)),n.setRelative(a,HPZero,r,s),n.touch(a),t.rp0=t.rp1=i}function IUP(e,t){var i,a,n,s=t.z2,r=s.length-2;exports.DEBUG&&console.log(t.step,"IUP["+e.axis+"]");for(var o=0;o<r;o++)i=s[o],e.touched(i)||(a=i.prevTouched(e))!==i&&(a===(n=i.nextTouched(e))&&e.setRelative(i,i,e.distance(a,a,!1,!0),e,!0),e.interpolate(i,a,n,e))}function SHP(e,t){for(var i=t.stack,a=e?t.rp1:t.rp2,n=(e?t.z0:t.z1)[a],s=t.fv,r=t.pv,o=t.loop,l=t.z2;o--;){var c=i.pop(),d=l[c],h=r.distance(n,n,!1,!0);s.setRelative(d,d,h,r),s.touch(d),exports.DEBUG&&console.log(t.step,(t.loop>1?"loop "+(t.loop-o)+": ":"")+"SHP["+(e?"rp1":"rp2")+"]",c)}t.loop=1}function SHC(e,t){var i=t.stack,a=e?t.rp1:t.rp2,n=(e?t.z0:t.z1)[a],s=t.fv,r=t.pv,o=i.pop(),l=t.z2[t.contours[o]],c=l;exports.DEBUG&&console.log(t.step,"SHC["+e+"]",o);var d=r.distance(n,n,!1,!0);do{c!==n&&s.setRelative(c,c,d,r),c=c.nextPointOnContour}while(c!==l)}function SHZ(e,t){var i,a,n=t.stack,s=e?t.rp1:t.rp2,r=(e?t.z0:t.z1)[s],o=t.fv,l=t.pv,c=n.pop();switch(exports.DEBUG&&console.log(t.step,"SHZ["+e+"]",c),c){case 0:i=t.tZone;break;case 1:i=t.gZone;break;default:throw new Error("Invalid zone")}for(var d=l.distance(r,r,!1,!0),h=i.length-2,p=0;p<h;p++)a=i[p],o.setRelative(a,a,d,l)}function SHPIX(e){for(var t=e.stack,i=e.loop,a=e.fv,n=t.pop()/64,s=e.z2;i--;){var r=t.pop(),o=s[r];exports.DEBUG&&console.log(e.step,(e.loop>1?"loop "+(e.loop-i)+": ":"")+"SHPIX[]",r,n),a.setRelative(o,o,n),a.touch(o)}e.loop=1}function IP(e){for(var t=e.stack,i=e.rp1,a=e.rp2,n=e.loop,s=e.z0[i],r=e.z1[a],o=e.fv,l=e.dpv,c=e.z2;n--;){var d=t.pop(),h=c[d];exports.DEBUG&&console.log(e.step,(e.loop>1?"loop "+(e.loop-n)+": ":"")+"IP[]",d,i,"<->",a),o.interpolate(h,s,r,l),o.touch(h)}e.loop=1}function MSIRP(e,t){var i=t.stack,a=i.pop()/64,n=i.pop(),s=t.z1[n],r=t.z0[t.rp0],o=t.fv,l=t.pv;o.setRelative(s,r,a,l),o.touch(s),exports.DEBUG&&console.log(t.step,"MSIRP["+e+"]",a,n),t.rp1=t.rp0,t.rp2=n,e&&(t.rp0=n)}function ALIGNRP(e){for(var t=e.stack,i=e.rp0,a=e.z0[i],n=e.loop,s=e.fv,r=e.pv,o=e.z1;n--;){var l=t.pop(),c=o[l];exports.DEBUG&&console.log(e.step,(e.loop>1?"loop "+(e.loop-n)+": ":"")+"ALIGNRP[]",l),s.setRelative(c,a,0,r),s.touch(c)}e.loop=1}function RTDG(e){exports.DEBUG&&console.log(e.step,"RTDG[]"),e.round=roundToDoubleGrid}function MIAP(e,t){var i=t.stack,a=i.pop(),n=i.pop(),s=t.z0[n],r=t.fv,o=t.pv,l=t.cvt[a];exports.DEBUG&&console.log(t.step,"MIAP["+e+"]",a,"(",l,")",n);var c=o.distance(s,HPZero);e&&(Math.abs(c-l)<t.cvCutIn&&(c=l),c=t.round(c)),r.setRelative(s,HPZero,c,o),0===t.zp0&&(s.xo=s.x,s.yo=s.y),r.touch(s),t.rp0=t.rp1=n}function NPUSHB(e){var t=e.prog,i=e.ip,a=e.stack,n=t[++i];exports.DEBUG&&console.log(e.step,"NPUSHB[]",n);for(var s=0;s<n;s++)a.push(t[++i]);e.ip=i}function NPUSHW(e){var t=e.ip,i=e.prog,a=e.stack,n=i[++t];exports.DEBUG&&console.log(e.step,"NPUSHW[]",n);for(var s=0;s<n;s++){var r=i[++t]<<8|i[++t];32768&r&&(r=-(1+(65535^r))),a.push(r)}e.ip=t}function WS(e){var t=e.stack,i=e.store;i||(i=e.store=[]);var a=t.pop(),n=t.pop();exports.DEBUG&&console.log(e.step,"WS",a,n),i[n]=a}function RS(e){var t=e.stack,i=e.store,a=t.pop();exports.DEBUG&&console.log(e.step,"RS",a);var n=i&&i[a]||0;t.push(n)}function WCVTP(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"WCVTP",i,a),e.cvt[a]=i/64}function RCVT(e){var t=e.stack,i=t.pop();exports.DEBUG&&console.log(e.step,"RCVT",i),t.push(64*e.cvt[i])}function GC(e,t){var i=t.stack,a=i.pop(),n=t.z2[a];exports.DEBUG&&console.log(t.step,"GC["+e+"]",a),i.push(64*t.dpv.distance(n,HPZero,e,!1))}function MD(e,t){var i=t.stack,a=i.pop(),n=i.pop(),s=t.z1[a],r=t.z0[n],o=t.dpv.distance(r,s,e,e);exports.DEBUG&&console.log(t.step,"MD["+e+"]",a,n,"->",o),t.stack.push(Math.round(64*o))}function MPPEM(e){exports.DEBUG&&console.log(e.step,"MPPEM[]"),e.stack.push(e.ppem)}function FLIPON(e){exports.DEBUG&&console.log(e.step,"FLIPON[]"),e.autoFlip=!0}function LT(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"LT[]",i,a),t.push(a<i?1:0)}function LTEQ(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"LTEQ[]",i,a),t.push(a<=i?1:0)}function GT(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"GT[]",i,a),t.push(a>i?1:0)}function GTEQ(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"GTEQ[]",i,a),t.push(a>=i?1:0)}function EQ(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"EQ[]",i,a),t.push(i===a?1:0)}function NEQ(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"NEQ[]",i,a),t.push(i!==a?1:0)}function ODD(e){var t=e.stack,i=t.pop();exports.DEBUG&&console.log(e.step,"ODD[]",i),t.push(Math.trunc(i)%2?1:0)}function EVEN(e){var t=e.stack,i=t.pop();exports.DEBUG&&console.log(e.step,"EVEN[]",i),t.push(Math.trunc(i)%2?0:1)}function IF(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"IF[]",t),t||(skip(e,!0),exports.DEBUG&&console.log(e.step,"EIF[]"))}function EIF(e){exports.DEBUG&&console.log(e.step,"EIF[]")}function AND(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"AND[]",i,a),t.push(i&&a?1:0)}function OR(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"OR[]",i,a),t.push(i||a?1:0)}function NOT(e){var t=e.stack,i=t.pop();exports.DEBUG&&console.log(e.step,"NOT[]",i),t.push(i?0:1)}function DELTAP123(e,t){var i=t.stack,a=i.pop(),n=t.fv,s=t.pv,r=t.ppem,o=t.deltaBase+16*(e-1),l=t.deltaShift,c=t.z0;exports.DEBUG&&console.log(t.step,"DELTAP["+e+"]",a,i);for(var d=0;d<a;d++){var h=i.pop(),p=i.pop();if(o+((240&p)>>4)===r){var u=(15&p)-8;u>=0&&u++,exports.DEBUG&&console.log(t.step,"DELTAPFIX",h,"by",u*l);var m=c[h];n.setRelative(m,m,u*l,s)}}}function SDB(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SDB[]",t),e.deltaBase=t}function SDS(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SDS[]",t),e.deltaShift=Math.pow(.5,t)}function ADD(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"ADD[]",i,a),t.push(a+i)}function SUB(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"SUB[]",i,a),t.push(a-i)}function DIV(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"DIV[]",i,a),t.push(64*a/i)}function MUL(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"MUL[]",i,a),t.push(a*i/64)}function ABS(e){var t=e.stack,i=t.pop();exports.DEBUG&&console.log(e.step,"ABS[]",i),t.push(Math.abs(i))}function NEG(e){var t=e.stack,i=t.pop();exports.DEBUG&&console.log(e.step,"NEG[]",i),t.push(-i)}function FLOOR(e){var t=e.stack,i=t.pop();exports.DEBUG&&console.log(e.step,"FLOOR[]",i),t.push(64*Math.floor(i/64))}function CEILING(e){var t=e.stack,i=t.pop();exports.DEBUG&&console.log(e.step,"CEILING[]",i),t.push(64*Math.ceil(i/64))}function ROUND(e,t){var i=t.stack,a=i.pop();exports.DEBUG&&console.log(t.step,"ROUND[]"),i.push(64*t.round(a/64))}function WCVTF(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"WCVTF[]",i,a),e.cvt[a]=i*e.ppem/e.font.unitsPerEm}function DELTAC123(e,t){var i=t.stack,a=i.pop(),n=t.ppem,s=t.deltaBase+16*(e-1),r=t.deltaShift;exports.DEBUG&&console.log(t.step,"DELTAC["+e+"]",a,i);for(var o=0;o<a;o++){var l=i.pop(),c=i.pop();if(s+((240&c)>>4)===n){var d=(15&c)-8;d>=0&&d++;var h=d*r;exports.DEBUG&&console.log(t.step,"DELTACFIX",l,"by",h),t.cvt[l]+=h}}}function SROUND(e){var t,i=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"SROUND[]",i),e.round=roundSuper,192&i){case 0:t=.5;break;case 64:t=1;break;case 128:t=2;break;default:throw new Error("invalid SROUND value")}switch(e.srPeriod=t,48&i){case 0:e.srPhase=0;break;case 16:e.srPhase=.25*t;break;case 32:e.srPhase=.5*t;break;case 48:e.srPhase=.75*t;break;default:throw new Error("invalid SROUND value")}i&=15,e.srThreshold=0===i?0:(i/8-.5)*t}function S45ROUND(e){var t,i=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"S45ROUND[]",i),e.round=roundSuper,192&i){case 0:t=Math.sqrt(2)/2;break;case 64:t=Math.sqrt(2);break;case 128:t=2*Math.sqrt(2);break;default:throw new Error("invalid S45ROUND value")}switch(e.srPeriod=t,48&i){case 0:e.srPhase=0;break;case 16:e.srPhase=.25*t;break;case 32:e.srPhase=.5*t;break;case 48:e.srPhase=.75*t;break;default:throw new Error("invalid S45ROUND value")}i&=15,e.srThreshold=0===i?0:(i/8-.5)*t}function ROFF(e){exports.DEBUG&&console.log(e.step,"ROFF[]"),e.round=roundOff}function RUTG(e){exports.DEBUG&&console.log(e.step,"RUTG[]"),e.round=roundUpToGrid}function RDTG(e){exports.DEBUG&&console.log(e.step,"RDTG[]"),e.round=roundDownToGrid}function SCANCTRL(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SCANCTRL[]",t)}function SDPVTL(e,t){var i,a,n=t.stack,s=n.pop(),r=n.pop(),o=t.z2[s],l=t.z1[r];exports.DEBUG&&console.log(t.step,"SDPVTL["+e+"]",s,r),e?(i=o.y-l.y,a=l.x-o.x):(i=l.x-o.x,a=l.y-o.y),t.dpv=getUnitVector(i,a)}function GETINFO(e){var t=e.stack,i=t.pop(),a=0;exports.DEBUG&&console.log(e.step,"GETINFO[]",i),1&i&&(a=35),32&i&&(a|=4096),t.push(a)}function ROLL(e){var t=e.stack,i=t.pop(),a=t.pop(),n=t.pop();exports.DEBUG&&console.log(e.step,"ROLL[]"),t.push(a),t.push(i),t.push(n)}function MAX(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"MAX[]",i,a),t.push(Math.max(a,i))}function MIN(e){var t=e.stack,i=t.pop(),a=t.pop();exports.DEBUG&&console.log(e.step,"MIN[]",i,a),t.push(Math.min(a,i))}function SCANTYPE(e){var t=e.stack.pop();exports.DEBUG&&console.log(e.step,"SCANTYPE[]",t)}function INSTCTRL(e){var t=e.stack.pop(),i=e.stack.pop();switch(exports.DEBUG&&console.log(e.step,"INSTCTRL[]",t,i),t){case 1:return void(e.inhibitGridFit=!!i);case 2:return void(e.ignoreCvt=!!i);default:throw new Error("invalid INSTCTRL[] selector")}}function PUSHB(e,t){var i=t.stack,a=t.prog,n=t.ip;exports.DEBUG&&console.log(t.step,"PUSHB["+e+"]");for(var s=0;s<e;s++)i.push(a[++n]);t.ip=n}function PUSHW(e,t){var i=t.ip,a=t.prog,n=t.stack;exports.DEBUG&&console.log(t.ip,"PUSHW["+e+"]");for(var s=0;s<e;s++){var r=a[++i]<<8|a[++i];32768&r&&(r=-(1+(65535^r))),n.push(r)}t.ip=i}function MDRP_MIRP(e,t,i,a,n,s){var r,o,l,c,d=s.stack,h=e&&d.pop(),p=d.pop(),u=s.rp0,m=s.z0[u],g=s.z1[p],f=s.minDis,b=s.fv,U=s.dpv;l=(o=r=U.distance(g,m,!0,!0))>=0?1:-1,o=Math.abs(o),e&&(c=s.cvt[h],a&&Math.abs(o-c)<s.cvCutIn&&(o=c)),i&&o<f&&(o=f),a&&(o=s.round(o)),b.setRelative(g,m,l*o,U),b.touch(g),exports.DEBUG&&console.log(s.step,(e?"MIRP[":"MDRP[")+(t?"M":"m")+(i?">":"_")+(a?"R":"_")+(0===n?"Gr":1===n?"Bl":2===n?"Wh":"")+"]",e?h+"("+s.cvt[h]+","+c+")":"",p,"(d =",r,"->",l*o,")"),s.rp1=s.rp0,s.rp2=p,t&&(s.rp0=p)}function Token(e){this.char=e,this.state={},this.activeState=null}function ContextRange(e,t,i){this.contextName=i,this.startIndex=e,this.endOffset=t}function ContextChecker(e,t,i){this.contextName=e,this.openRange=null,this.ranges=[],this.checkStart=t,this.checkEnd=i}function ContextParams(e,t){this.context=e,this.index=t,this.length=e.length,this.current=e[t],this.backtrack=e.slice(0,t),this.lookahead=e.slice(t+1)}function Event$1(e){this.eventId=e,this.subscribers=[]}function initializeCoreEvents(e){var t=this,i=["start","end","next","newToken","contextStart","contextEnd","insertToken","removeToken","removeRange","replaceToken","replaceRange","composeRUD","updateContextsRanges"];i.forEach((function(e){Object.defineProperty(t.events,e,{value:new Event$1(e)})})),e&&i.forEach((function(i){var a=e[i];"function"==typeof a&&t.events[i].subscribe(a)})),["insertToken","removeToken","removeRange","replaceToken","replaceRange","composeRUD"].forEach((function(e){t.events[e].subscribe(t.updateContextsRanges)}))}function Tokenizer(e){this.tokens=[],this.registeredContexts={},this.contextCheckers=[],this.events={},this.registeredModifiers=[],initializeCoreEvents.call(this,e)}function isArabicChar(e){return/[\u0600-\u065F\u066A-\u06D2\u06FA-\u06FF]/.test(e)}function isIsolatedArabicChar(e){return/[\u0630\u0690\u0621\u0631\u0661\u0671\u0622\u0632\u0672\u0692\u06C2\u0623\u0673\u0693\u06C3\u0624\u0694\u06C4\u0625\u0675\u0695\u06C5\u06E5\u0676\u0696\u06C6\u0627\u0677\u0697\u06C7\u0648\u0688\u0698\u06C8\u0689\u0699\u06C9\u068A\u06CA\u066B\u068B\u06CB\u068C\u068D\u06CD\u06FD\u068E\u06EE\u06FE\u062F\u068F\u06CF\u06EF]/.test(e)}function isTashkeelArabicChar(e){return/[\u0600-\u0605\u060C-\u060E\u0610-\u061B\u061E\u064B-\u065F\u0670\u06D6-\u06DC\u06DF-\u06E4\u06E7\u06E8\u06EA-\u06ED]/.test(e)}function isLatinChar(e){return/[A-z]/.test(e)}function isWhiteSpace(e){return/\s/.test(e)}function FeatureQuery(e){this.font=e,this.features={}}function SubstitutionAction(e){this.id=e.id,this.tag=e.tag,this.substitution=e.substitution}function lookupCoverage(e,t){if(!e)return-1;switch(t.format){case 1:return t.glyphs.indexOf(e);case 2:for(var i=t.ranges,a=0;a<i.length;a++){var n=i[a];if(e>=n.start&&e<=n.end){var s=e-n.start;return n.index+s}}break;default:return-1}return-1}function singleSubstitutionFormat1(e,t){return-1===lookupCoverage(e,t.coverage)?null:e+t.deltaGlyphId}function singleSubstitutionFormat2(e,t){var i=lookupCoverage(e,t.coverage);return-1===i?null:t.substitute[i]}function lookupCoverageList(e,t){for(var i=[],a=0;a<e.length;a++){var n=e[a],s=t.current,r=lookupCoverage(s=Array.isArray(s)?s[0]:s,n);-1!==r&&i.push(r)}return i.length!==e.length?-1:i}function chainingSubstitutionFormat3(e,t){var i=t.inputCoverage.length+t.lookaheadCoverage.length+t.backtrackCoverage.length;if(e.context.length<i)return[];var a=lookupCoverageList(t.inputCoverage,e);if(-1===a)return[];var n=t.inputCoverage.length-1;if(e.lookahead.length<t.lookaheadCoverage.length)return[];for(var s=e.lookahead.slice(n);s.length&&isTashkeelArabicChar(s[0].char);)s.shift();var r=new ContextParams(s,0),o=lookupCoverageList(t.lookaheadCoverage,r),l=[].concat(e.backtrack);for(l.reverse();l.length&&isTashkeelArabicChar(l[0].char);)l.shift();if(l.length<t.backtrackCoverage.length)return[];var c=new ContextParams(l,0),d=lookupCoverageList(t.backtrackCoverage,c),h=[];if(a.length===t.inputCoverage.length&&o.length===t.lookaheadCoverage.length&&d.length===t.backtrackCoverage.length)for(var p=0;p<t.lookupRecords.length;p++)for(var u=t.lookupRecords[p].lookupListIndex,m=this.getLookupByIndex(u),g=0;g<m.subtables.length;g++){var f=m.subtables[g],b=this.getLookupMethod(m,f);if("12"===this.getSubstitutionType(m,f))for(var U=0;U<a.length;U++){var E=b(e.get(U));E&&h.push(E)}}return h}function ligatureSubstitutionFormat1(e,t){var i,a=lookupCoverage(e.current,t.coverage);if(-1===a)return null;for(var n=t.ligatureSets[a],s=0;s<n.length;s++){i=n[s];for(var r=0;r<i.components.length&&e.lookahead[r]===i.components[r];r++)if(r===i.components.length-1)return i}return null}function decompositionSubstitutionFormat1(e,t){var i=lookupCoverage(e,t.coverage);return-1===i?null:t.sequences[i]}function arabicWordStartCheck(e){var t=e.current,i=e.get(-1);return null===i&&isArabicChar(t)||!isArabicChar(i)&&isArabicChar(t)}function arabicWordEndCheck(e){var t=e.get(1);return null===t||!isArabicChar(t)}Hinting.prototype.exec=function(e,t){if("number"!=typeof t)throw new Error("Point size is not a number!");if(!(this._errorState>2)){var i=this.font,a=this._prepState;if(!a||a.ppem!==t){var n=this._fpgmState;if(!n){State.prototype=defaultState,(n=this._fpgmState=new State("fpgm",i.tables.fpgm)).funcs=[],n.font=i,exports.DEBUG&&(console.log("---EXEC FPGM---"),n.step=-1);try{exec(n)}catch(e){return console.log("Hinting error in FPGM:"+e),void(this._errorState=3)}}State.prototype=n,(a=this._prepState=new State("prep",i.tables.prep)).ppem=t;var s=i.tables.cvt;if(s)for(var r=a.cvt=new Array(s.length),o=t/i.unitsPerEm,l=0;l<s.length;l++)r[l]=s[l]*o;else a.cvt=[];exports.DEBUG&&(console.log("---EXEC PREP---"),a.step=-1);try{exec(a)}catch(e){this._errorState<2&&console.log("Hinting error in PREP:"+e),this._errorState=2}}if(!(this._errorState>1))try{return execGlyph(e,a)}catch(e){return this._errorState<1&&(console.log("Hinting error:"+e),console.log("Note: further hinting errors are silenced")),void(this._errorState=1)}}},execGlyph=function(e,t){var i,a,n,s=t.ppem/t.font.unitsPerEm,r=s,o=e.components;if(State.prototype=t,o){var l=t.font;a=[],i=[];for(var c=0;c<o.length;c++){var d=o[c],h=l.glyphs.get(d.glyphIndex);n=new State("glyf",h.instructions),exports.DEBUG&&(console.log("---EXEC COMP "+c+"---"),n.step=-1),execComponent(h,n,s,r);for(var p=Math.round(d.dx*s),u=Math.round(d.dy*r),m=n.gZone,g=n.contours,f=0;f<m.length;f++){var b=m[f];b.xTouched=b.yTouched=!1,b.xo=b.x=b.x+p,b.yo=b.y=b.y+u}var U=a.length;a.push.apply(a,m);for(var E=0;E<g.length;E++)i.push(g[E]+U)}e.instructions&&!n.inhibitGridFit&&((n=new State("glyf",e.instructions)).gZone=n.z0=n.z1=n.z2=a,n.contours=i,a.push(new HPoint(0,0),new HPoint(Math.round(e.advanceWidth*s),0)),exports.DEBUG&&(console.log("---EXEC COMPOSITE---"),n.step=-1),exec(n),a.length-=2)}else n=new State("glyf",e.instructions),exports.DEBUG&&(console.log("---EXEC GLYPH---"),n.step=-1),execComponent(e,n,s,r),a=n.gZone;return a},execComponent=function(e,t,i,a){for(var n,s,r,o=e.points||[],l=o.length,c=t.gZone=t.z0=t.z1=t.z2=[],d=t.contours=[],h=0;h<l;h++)n=o[h],c[h]=new HPoint(n.x*i,n.y*a,n.lastPointOfContour,n.onCurve);for(var p=0;p<l;p++)n=c[p],s||(s=n,d.push(p)),n.lastPointOfContour?(n.nextPointOnContour=s,s.prevPointOnContour=n,s=void 0):(r=c[p+1],n.nextPointOnContour=r,r.prevPointOnContour=n);if(!t.inhibitGridFit){if(exports.DEBUG){console.log("PROCESSING GLYPH",t.stack);for(var u=0;u<l;u++)console.log(u,c[u].x,c[u].y)}if(c.push(new HPoint(0,0),new HPoint(Math.round(e.advanceWidth*i),0)),exec(t),c.length-=2,exports.DEBUG){console.log("FINISHED GLYPH",t.stack);for(var m=0;m<l;m++)console.log(m,c[m].x,c[m].y)}}},exec=function(e){var t=e.prog;if(t){var i,a=t.length;for(e.ip=0;e.ip<a;e.ip++){if(exports.DEBUG&&e.step++,!(i=instructionTable[t[e.ip]]))throw new Error("unknown instruction: 0x"+Number(t[e.ip]).toString(16));i(e)}}},instructionTable=[SVTCA.bind(void 0,yUnitVector),SVTCA.bind(void 0,xUnitVector),SPVTCA.bind(void 0,yUnitVector),SPVTCA.bind(void 0,xUnitVector),SFVTCA.bind(void 0,yUnitVector),SFVTCA.bind(void 0,xUnitVector),SPVTL.bind(void 0,0),SPVTL.bind(void 0,1),SFVTL.bind(void 0,0),SFVTL.bind(void 0,1),SPVFS,SFVFS,GPV,GFV,SFVTPV,ISECT,SRP0,SRP1,SRP2,SZP0,SZP1,SZP2,SZPS,SLOOP,RTG,RTHG,SMD,ELSE,JMPR,SCVTCI,void 0,void 0,DUP,POP,CLEAR,SWAP,DEPTH,CINDEX,MINDEX,void 0,void 0,void 0,LOOPCALL,CALL,FDEF,void 0,MDAP.bind(void 0,0),MDAP.bind(void 0,1),IUP.bind(void 0,yUnitVector),IUP.bind(void 0,xUnitVector),SHP.bind(void 0,0),SHP.bind(void 0,1),SHC.bind(void 0,0),SHC.bind(void 0,1),SHZ.bind(void 0,0),SHZ.bind(void 0,1),SHPIX,IP,MSIRP.bind(void 0,0),MSIRP.bind(void 0,1),ALIGNRP,RTDG,MIAP.bind(void 0,0),MIAP.bind(void 0,1),NPUSHB,NPUSHW,WS,RS,WCVTP,RCVT,GC.bind(void 0,0),GC.bind(void 0,1),void 0,MD.bind(void 0,0),MD.bind(void 0,1),MPPEM,void 0,FLIPON,void 0,void 0,LT,LTEQ,GT,GTEQ,EQ,NEQ,ODD,EVEN,IF,EIF,AND,OR,NOT,DELTAP123.bind(void 0,1),SDB,SDS,ADD,SUB,DIV,MUL,ABS,NEG,FLOOR,CEILING,ROUND.bind(void 0,0),ROUND.bind(void 0,1),ROUND.bind(void 0,2),ROUND.bind(void 0,3),void 0,void 0,void 0,void 0,WCVTF,DELTAP123.bind(void 0,2),DELTAP123.bind(void 0,3),DELTAC123.bind(void 0,1),DELTAC123.bind(void 0,2),DELTAC123.bind(void 0,3),SROUND,S45ROUND,void 0,void 0,ROFF,void 0,RUTG,RDTG,POP,POP,void 0,void 0,void 0,void 0,void 0,SCANCTRL,SDPVTL.bind(void 0,0),SDPVTL.bind(void 0,1),GETINFO,void 0,ROLL,MAX,MIN,SCANTYPE,INSTCTRL,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,void 0,PUSHB.bind(void 0,1),PUSHB.bind(void 0,2),PUSHB.bind(void 0,3),PUSHB.bind(void 0,4),PUSHB.bind(void 0,5),PUSHB.bind(void 0,6),PUSHB.bind(void 0,7),PUSHB.bind(void 0,8),PUSHW.bind(void 0,1),PUSHW.bind(void 0,2),PUSHW.bind(void 0,3),PUSHW.bind(void 0,4),PUSHW.bind(void 0,5),PUSHW.bind(void 0,6),PUSHW.bind(void 0,7),PUSHW.bind(void 0,8),MDRP_MIRP.bind(void 0,0,0,0,0,0),MDRP_MIRP.bind(void 0,0,0,0,0,1),MDRP_MIRP.bind(void 0,0,0,0,0,2),MDRP_MIRP.bind(void 0,0,0,0,0,3),MDRP_MIRP.bind(void 0,0,0,0,1,0),MDRP_MIRP.bind(void 0,0,0,0,1,1),MDRP_MIRP.bind(void 0,0,0,0,1,2),MDRP_MIRP.bind(void 0,0,0,0,1,3),MDRP_MIRP.bind(void 0,0,0,1,0,0),MDRP_MIRP.bind(void 0,0,0,1,0,1),MDRP_MIRP.bind(void 0,0,0,1,0,2),MDRP_MIRP.bind(void 0,0,0,1,0,3),MDRP_MIRP.bind(void 0,0,0,1,1,0),MDRP_MIRP.bind(void 0,0,0,1,1,1),MDRP_MIRP.bind(void 0,0,0,1,1,2),MDRP_MIRP.bind(void 0,0,0,1,1,3),MDRP_MIRP.bind(void 0,0,1,0,0,0),MDRP_MIRP.bind(void 0,0,1,0,0,1),MDRP_MIRP.bind(void 0,0,1,0,0,2),MDRP_MIRP.bind(void 0,0,1,0,0,3),MDRP_MIRP.bind(void 0,0,1,0,1,0),MDRP_MIRP.bind(void 0,0,1,0,1,1),MDRP_MIRP.bind(void 0,0,1,0,1,2),MDRP_MIRP.bind(void 0,0,1,0,1,3),MDRP_MIRP.bind(void 0,0,1,1,0,0),MDRP_MIRP.bind(void 0,0,1,1,0,1),MDRP_MIRP.bind(void 0,0,1,1,0,2),MDRP_MIRP.bind(void 0,0,1,1,0,3),MDRP_MIRP.bind(void 0,0,1,1,1,0),MDRP_MIRP.bind(void 0,0,1,1,1,1),MDRP_MIRP.bind(void 0,0,1,1,1,2),MDRP_MIRP.bind(void 0,0,1,1,1,3),MDRP_MIRP.bind(void 0,1,0,0,0,0),MDRP_MIRP.bind(void 0,1,0,0,0,1),MDRP_MIRP.bind(void 0,1,0,0,0,2),MDRP_MIRP.bind(void 0,1,0,0,0,3),MDRP_MIRP.bind(void 0,1,0,0,1,0),MDRP_MIRP.bind(void 0,1,0,0,1,1),MDRP_MIRP.bind(void 0,1,0,0,1,2),MDRP_MIRP.bind(void 0,1,0,0,1,3),MDRP_MIRP.bind(void 0,1,0,1,0,0),MDRP_MIRP.bind(void 0,1,0,1,0,1),MDRP_MIRP.bind(void 0,1,0,1,0,2),MDRP_MIRP.bind(void 0,1,0,1,0,3),MDRP_MIRP.bind(void 0,1,0,1,1,0),MDRP_MIRP.bind(void 0,1,0,1,1,1),MDRP_MIRP.bind(void 0,1,0,1,1,2),MDRP_MIRP.bind(void 0,1,0,1,1,3),MDRP_MIRP.bind(void 0,1,1,0,0,0),MDRP_MIRP.bind(void 0,1,1,0,0,1),MDRP_MIRP.bind(void 0,1,1,0,0,2),MDRP_MIRP.bind(void 0,1,1,0,0,3),MDRP_MIRP.bind(void 0,1,1,0,1,0),MDRP_MIRP.bind(void 0,1,1,0,1,1),MDRP_MIRP.bind(void 0,1,1,0,1,2),MDRP_MIRP.bind(void 0,1,1,0,1,3),MDRP_MIRP.bind(void 0,1,1,1,0,0),MDRP_MIRP.bind(void 0,1,1,1,0,1),MDRP_MIRP.bind(void 0,1,1,1,0,2),MDRP_MIRP.bind(void 0,1,1,1,0,3),MDRP_MIRP.bind(void 0,1,1,1,1,0),MDRP_MIRP.bind(void 0,1,1,1,1,1),MDRP_MIRP.bind(void 0,1,1,1,1,2),MDRP_MIRP.bind(void 0,1,1,1,1,3)],Token.prototype.setState=function(e,t){return this.state[e]=t,this.activeState={key:e,value:this.state[e]},this.activeState},Token.prototype.getState=function(e){return this.state[e]||null},Tokenizer.prototype.inboundIndex=function(e){return e>=0&&e<this.tokens.length},Tokenizer.prototype.composeRUD=function(e){var t=this,i=e.map((function(e){return t[e[0]].apply(t,e.slice(1).concat(!0))})),a=function(e){return"object"==typeof e&&e.hasOwnProperty("FAIL")};if(i.every(a))return{FAIL:"composeRUD: one or more operations hasn't completed successfully",report:i.filter(a)};this.dispatch("composeRUD",[i.filter((function(e){return!a(e)}))])},Tokenizer.prototype.replaceRange=function(e,t,i,a){t=null!==t?t:this.tokens.length;var n=i.every((function(e){return e instanceof Token}));if(!isNaN(e)&&this.inboundIndex(e)&&n){var s=this.tokens.splice.apply(this.tokens,[e,t].concat(i));return a||this.dispatch("replaceToken",[e,t,i]),[s,i]}return{FAIL:"replaceRange: invalid tokens or startIndex."}},Tokenizer.prototype.replaceToken=function(e,t,i){if(!isNaN(e)&&this.inboundIndex(e)&&t instanceof Token){var a=this.tokens.splice(e,1,t);return i||this.dispatch("replaceToken",[e,t]),[a[0],t]}return{FAIL:"replaceToken: invalid token or index."}},Tokenizer.prototype.removeRange=function(e,t,i){t=isNaN(t)?this.tokens.length:t;var a=this.tokens.splice(e,t);return i||this.dispatch("removeRange",[a,e,t]),a},Tokenizer.prototype.removeToken=function(e,t){if(!isNaN(e)&&this.inboundIndex(e)){var i=this.tokens.splice(e,1);return t||this.dispatch("removeToken",[i,e]),i}return{FAIL:"removeToken: invalid token index."}},Tokenizer.prototype.insertToken=function(e,t,i){return e.every((function(e){return e instanceof Token}))?(this.tokens.splice.apply(this.tokens,[t,0].concat(e)),i||this.dispatch("insertToken",[e,t]),e):{FAIL:"insertToken: invalid token(s)."}},Tokenizer.prototype.registerModifier=function(e,t,i){this.events.newToken.subscribe((function(a,n){var s=[a,n],r=[a,n];if(null===t||!0===t.apply(this,s)){var o=i.apply(this,r);a.setState(e,o)}})),this.registeredModifiers.push(e)},Event$1.prototype.subscribe=function(e){return"function"==typeof e?this.subscribers.push(e)-1:{FAIL:"invalid '"+this.eventId+"' event handler"}},Event$1.prototype.unsubscribe=function(e){this.subscribers.splice(e,1)},ContextParams.prototype.setCurrentIndex=function(e){this.index=e,this.current=this.context[e],this.backtrack=this.context.slice(0,e),this.lookahead=this.context.slice(e+1)},ContextParams.prototype.get=function(e){switch(!0){case 0===e:return this.current;case e<0&&Math.abs(e)<=this.backtrack.length:return this.backtrack.slice(e)[0];case e>0&&e<=this.lookahead.length:return this.lookahead[e-1];default:return null}},Tokenizer.prototype.rangeToText=function(e){if(e instanceof ContextRange)return this.getRangeTokens(e).map((function(e){return e.char})).join("")},Tokenizer.prototype.getText=function(){return this.tokens.map((function(e){return e.char})).join("")},Tokenizer.prototype.getContext=function(e){return this.registeredContexts[e]||null},Tokenizer.prototype.on=function(e,t){var i=this.events[e];return i?i.subscribe(t):null},Tokenizer.prototype.dispatch=function(e,t){var i=this,a=this.events[e];a instanceof Event$1&&a.subscribers.forEach((function(e){e.apply(i,t||[])}))},Tokenizer.prototype.registerContextChecker=function(e,t,i){if(this.getContext(e))return{FAIL:"context name '"+e+"' is already registered."};if("function"!=typeof t)return{FAIL:"missing context start check."};if("function"!=typeof i)return{FAIL:"missing context end check."};var a=new ContextChecker(e,t,i);return this.registeredContexts[e]=a,this.contextCheckers.push(a),a},Tokenizer.prototype.getRangeTokens=function(e){var t=e.startIndex+e.endOffset;return[].concat(this.tokens.slice(e.startIndex,t))},Tokenizer.prototype.getContextRanges=function(e){var t=this.getContext(e);return t?t.ranges:{FAIL:"context checker '"+e+"' is not registered."}},Tokenizer.prototype.resetContextsRanges=function(){var e=this.registeredContexts;for(var t in e)e.hasOwnProperty(t)&&(e[t].ranges=[])},Tokenizer.prototype.updateContextsRanges=function(){this.resetContextsRanges();for(var e=this.tokens.map((function(e){return e.char})),t=0;t<e.length;t++){var i=new ContextParams(e,t);this.runContextCheck(i)}this.dispatch("updateContextsRanges",[this.registeredContexts])},Tokenizer.prototype.setEndOffset=function(e,t){var i=new ContextRange(this.getContext(t).openRange.startIndex,e,t),a=this.getContext(t).ranges;return i.rangeId=t+"."+a.length,a.push(i),this.getContext(t).openRange=null,i},Tokenizer.prototype.runContextCheck=function(e){var t=this,i=e.index;this.contextCheckers.forEach((function(a){var n=a.contextName,s=t.getContext(n).openRange;if(!s&&a.checkStart(e)&&(s=new ContextRange(i,null,n),t.getContext(n).openRange=s,t.dispatch("contextStart",[n,i])),s&&a.checkEnd(e)){var r=i-s.startIndex+1,o=t.setEndOffset(r,n);t.dispatch("contextEnd",[n,o])}}))},Tokenizer.prototype.tokenize=function(e){this.tokens=[],this.resetContextsRanges();var t=Array.from(e);this.dispatch("start");for(var i=0;i<t.length;i++){var a=t[i],n=new ContextParams(t,i);this.dispatch("next",[n]),this.runContextCheck(n);var s=new Token(a);this.tokens.push(s),this.dispatch("newToken",[s,n])}return this.dispatch("end",[this.tokens]),this.tokens},FeatureQuery.prototype.getDefaultScriptFeaturesIndexes=function(){for(var e=this.font.tables.gsub.scripts,t=0;t<e.length;t++){var i=e[t];if("DFLT"===i.tag)return i.script.defaultLangSys.featureIndexes}return[]},FeatureQuery.prototype.getScriptFeaturesIndexes=function(e){if(!this.font.tables.gsub)return[];if(!e)return this.getDefaultScriptFeaturesIndexes();for(var t=this.font.tables.gsub.scripts,i=0;i<t.length;i++){var a=t[i];if(a.tag===e&&a.script.defaultLangSys)return a.script.defaultLangSys.featureIndexes;var n=a.langSysRecords;if(n)for(var s=0;s<n.length;s++){var r=n[s];if(r.tag===e)return r.langSys.featureIndexes}}return this.getDefaultScriptFeaturesIndexes()},FeatureQuery.prototype.mapTagsToFeatures=function(e,t){for(var i={},a=0;a<e.length;a++){var n=e[a].tag,s=e[a].feature;i[n]=s}this.features[t].tags=i},FeatureQuery.prototype.getScriptFeatures=function(e){var t=this.features[e];if(this.features.hasOwnProperty(e))return t;var i=this.getScriptFeaturesIndexes(e);if(!i)return null;var a=this.font.tables.gsub;return t=i.map((function(e){return a.features[e]})),this.features[e]=t,this.mapTagsToFeatures(t,e),t},FeatureQuery.prototype.getSubstitutionType=function(e,t){return e.lookupType.toString()+t.substFormat.toString()},FeatureQuery.prototype.getLookupMethod=function(e,t){var i=this;switch(this.getSubstitutionType(e,t)){case"11":return function(e){return singleSubstitutionFormat1.apply(i,[e,t])};case"12":return function(e){return singleSubstitutionFormat2.apply(i,[e,t])};case"63":return function(e){return chainingSubstitutionFormat3.apply(i,[e,t])};case"41":return function(e){return ligatureSubstitutionFormat1.apply(i,[e,t])};case"21":return function(e){return decompositionSubstitutionFormat1.apply(i,[e,t])};default:throw new Error("lookupType: "+e.lookupType+" - substFormat: "+t.substFormat+" is not yet supported")}},FeatureQuery.prototype.lookupFeature=function(e){var t=e.contextParams,i=t.index,a=this.getFeature({tag:e.tag,script:e.script});if(!a)return new Error("font '"+this.font.names.fullName.en+"' doesn't support feature '"+e.tag+"' for script '"+e.script+"'.");for(var n=this.getFeatureLookups(a),s=[].concat(t.context),r=0;r<n.length;r++)for(var o=n[r],l=this.getLookupSubtables(o),c=0;c<l.length;c++){var d=l[c],h=this.getSubstitutionType(o,d),p=this.getLookupMethod(o,d),u=void 0;switch(h){case"11":(u=p(t.current))&&s.splice(i,1,new SubstitutionAction({id:11,tag:e.tag,substitution:u}));break;case"12":(u=p(t.current))&&s.splice(i,1,new SubstitutionAction({id:12,tag:e.tag,substitution:u}));break;case"63":u=p(t),Array.isArray(u)&&u.length&&s.splice(i,1,new SubstitutionAction({id:63,tag:e.tag,substitution:u}));break;case"41":(u=p(t))&&s.splice(i,1,new SubstitutionAction({id:41,tag:e.tag,substitution:u}));break;case"21":(u=p(t.current))&&s.splice(i,1,new SubstitutionAction({id:21,tag:e.tag,substitution:u}))}t=new ContextParams(s,i),Array.isArray(u)&&!u.length||(u=null)}return s.length?s:null},FeatureQuery.prototype.supports=function(e){if(!e.script)return!1;this.getScriptFeatures(e.script);var t=this.features.hasOwnProperty(e.script);if(!e.tag)return t;var i=this.features[e.script].some((function(t){return t.tag===e.tag}));return t&&i},FeatureQuery.prototype.getLookupSubtables=function(e){return e.subtables||null},FeatureQuery.prototype.getLookupByIndex=function(e){return this.font.tables.gsub.lookups[e]||null},FeatureQuery.prototype.getFeatureLookups=function(e){return e.lookupListIndexes.map(this.getLookupByIndex.bind(this))},FeatureQuery.prototype.getFeature=function(e){if(!this.font)return{FAIL:"No font was found"};this.features.hasOwnProperty(e.script)||this.getScriptFeatures(e.script);var t=this.features[e.script];return t?t.tags[e.tag]?this.features[e.script].tags[e.tag]:null:{FAIL:"No feature for script "+e.script}};var arabicWordCheck={startCheck:arabicWordStartCheck,endCheck:arabicWordEndCheck};function arabicSentenceStartCheck(e){var t=e.current,i=e.get(-1);return(isArabicChar(t)||isTashkeelArabicChar(t))&&!isArabicChar(i)}function arabicSentenceEndCheck(e){var t=e.get(1);switch(!0){case null===t:return!0;case!isArabicChar(t)&&!isTashkeelArabicChar(t):var i,a=isWhiteSpace(t);if(!a)return!0;if(a)if(i=e.lookahead.some((function(e){return isArabicChar(e)||isTashkeelArabicChar(e)})),!i)return!0;break;default:return!1}}var arabicSentenceCheck={startCheck:arabicSentenceStartCheck,endCheck:arabicSentenceEndCheck};function singleSubstitutionFormat1$1(e,t,i){t[i].setState(e.tag,e.substitution)}function singleSubstitutionFormat2$1(e,t,i){t[i].setState(e.tag,e.substitution)}function chainingSubstitutionFormat3$1(e,t,i){e.substitution.forEach((function(a,n){t[i+n].setState(e.tag,a)}))}function ligatureSubstitutionFormat1$1(e,t,i){var a=t[i];a.setState(e.tag,e.substitution.ligGlyph);for(var n=e.substitution.components.length,s=0;s<n;s++)(a=t[i+s+1]).setState("deleted",!0)}var SUBSTITUTIONS={11:singleSubstitutionFormat1$1,12:singleSubstitutionFormat2$1,63:chainingSubstitutionFormat3$1,41:ligatureSubstitutionFormat1$1};function applySubstitution(e,t,i){e instanceof SubstitutionAction&&SUBSTITUTIONS[e.id]&&SUBSTITUTIONS[e.id](e,t,i)}function willConnectPrev(e){for(var t=[].concat(e.backtrack),i=t.length-1;i>=0;i--){var a=t[i],n=isIsolatedArabicChar(a),s=isTashkeelArabicChar(a);if(!n&&!s)return!0;if(n)return!1}return!1}function willConnectNext(e){if(isIsolatedArabicChar(e.current))return!1;for(var t=0;t<e.lookahead.length;t++)if(!isTashkeelArabicChar(e.lookahead[t]))return!0;return!1}function arabicPresentationForms(e){var t=this,i="arab",a=this.featuresTags[i],n=this.tokenizer.getRangeTokens(e);if(1!==n.length){var s=new ContextParams(n.map((function(e){return e.getState("glyphIndex")})),0),r=new ContextParams(n.map((function(e){return e.char})),0);n.forEach((function(e,o){if(!isTashkeelArabicChar(e.char)){s.setCurrentIndex(o),r.setCurrentIndex(o);var l,c=0;switch(willConnectPrev(r)&&(c|=1),willConnectNext(r)&&(c|=2),c){case 1:l="fina";break;case 2:l="init";break;case 3:l="medi"}if(-1!==a.indexOf(l)){var d=t.query.lookupFeature({tag:l,script:i,contextParams:s});if(d instanceof Error)return console.info(d.message);d.forEach((function(e,t){e instanceof SubstitutionAction&&(applySubstitution(e,n,t),s.context[t]=e.substitution)}))}}}))}}function getContextParams(e,t){return new ContextParams(e.map((function(e){return e.activeState.value})),t||0)}function arabicRequiredLigatures(e){var t=this,i=this.tokenizer.getRangeTokens(e),a=getContextParams(i);a.context.forEach((function(e,n){a.setCurrentIndex(n);var s=t.query.lookupFeature({tag:"rlig",script:"arab",contextParams:a});s.length&&(s.forEach((function(e){return applySubstitution(e,i,n)})),a=getContextParams(i))}))}function latinWordStartCheck(e){var t=e.current,i=e.get(-1);return null===i&&isLatinChar(t)||!isLatinChar(i)&&isLatinChar(t)}function latinWordEndCheck(e){var t=e.get(1);return null===t||!isLatinChar(t)}var latinWordCheck={startCheck:latinWordStartCheck,endCheck:latinWordEndCheck};function getContextParams$1(e,t){return new ContextParams(e.map((function(e){return e.activeState.value})),t||0)}function latinLigature(e){var t=this,i=this.tokenizer.getRangeTokens(e),a=getContextParams$1(i);a.context.forEach((function(e,n){a.setCurrentIndex(n);var s=t.query.lookupFeature({tag:"liga",script:"latn",contextParams:a});s.length&&(s.forEach((function(e){return applySubstitution(e,i,n)})),a=getContextParams$1(i))}))}function Bidi(e){this.baseDir=e||"ltr",this.tokenizer=new Tokenizer,this.featuresTags={}}function registerContextChecker(e){var t=this.contextChecks[e+"Check"];return this.tokenizer.registerContextChecker(e,t.startCheck,t.endCheck)}function tokenizeText(){return registerContextChecker.call(this,"latinWord"),registerContextChecker.call(this,"arabicWord"),registerContextChecker.call(this,"arabicSentence"),this.tokenizer.tokenize(this.text)}function reverseArabicSentences(){var e=this;this.tokenizer.getContextRanges("arabicSentence").forEach((function(t){var i=e.tokenizer.getRangeTokens(t);e.tokenizer.replaceRange(t.startIndex,t.endOffset,i.reverse())}))}function checkGlyphIndexStatus(){if(-1===this.tokenizer.registeredModifiers.indexOf("glyphIndex"))throw new Error("glyphIndex modifier is required to apply arabic presentation features.")}function applyArabicPresentationForms(){var e=this;this.featuresTags.hasOwnProperty("arab")&&(checkGlyphIndexStatus.call(this),this.tokenizer.getContextRanges("arabicWord").forEach((function(t){arabicPresentationForms.call(e,t)})))}function applyArabicRequireLigatures(){var e=this,t="arab";this.featuresTags.hasOwnProperty(t)&&-1!==this.featuresTags[t].indexOf("rlig")&&(checkGlyphIndexStatus.call(this),this.tokenizer.getContextRanges("arabicWord").forEach((function(t){arabicRequiredLigatures.call(e,t)})))}function applyLatinLigatures(){var e=this,t="latn";this.featuresTags.hasOwnProperty(t)&&-1!==this.featuresTags[t].indexOf("liga")&&(checkGlyphIndexStatus.call(this),this.tokenizer.getContextRanges("latinWord").forEach((function(t){latinLigature.call(e,t)})))}function Font(e){(e=e||{}).tables=e.tables||{},e.empty||(checkArgument(e.familyName,"When creating a new Font object, familyName is required."),checkArgument(e.styleName,"When creating a new Font object, styleName is required."),checkArgument(e.unitsPerEm,"When creating a new Font object, unitsPerEm is required."),checkArgument(e.ascender,"When creating a new Font object, ascender is required."),checkArgument(e.descender<=0,"When creating a new Font object, negative descender value is required."),this.names={fontFamily:{en:e.familyName||" "},fontSubfamily:{en:e.styleName||" "},fullName:{en:e.fullName||e.familyName+" "+e.styleName},postScriptName:{en:e.postScriptName||(e.familyName+e.styleName).replace(/\s/g,"")},designer:{en:e.designer||" "},designerURL:{en:e.designerURL||" "},manufacturer:{en:e.manufacturer||" "},manufacturerURL:{en:e.manufacturerURL||" "},license:{en:e.license||" "},licenseURL:{en:e.licenseURL||" "},version:{en:e.version||"Version 0.1"},description:{en:e.description||" "},copyright:{en:e.copyright||" "},trademark:{en:e.trademark||" "}},this.unitsPerEm=e.unitsPerEm||1e3,this.ascender=e.ascender,this.descender=e.descender,this.createdTimestamp=e.createdTimestamp,this.tables=Object.assign(e.tables,{os2:Object.assign({usWeightClass:e.weightClass||this.usWeightClasses.MEDIUM,usWidthClass:e.widthClass||this.usWidthClasses.MEDIUM,fsSelection:e.fsSelection||this.fsSelectionValues.REGULAR},e.tables.os2)})),this.supported=!0,this.glyphs=new glyphset.GlyphSet(this,e.glyphs||[]),this.encoding=new DefaultEncoding(this),this.position=new Position(this),this.substitution=new Substitution(this),this.tables=this.tables||{},this._push=null,this._hmtxTableData={},Object.defineProperty(this,"hinting",{get:function(){return this._hinting?this._hinting:"truetype"===this.outlinesFormat?this._hinting=new Hinting(this):void 0}})}function addName(e,t){var i=JSON.stringify(e),a=256;for(var n in t){var s=parseInt(n);if(s&&!(s<256)){if(JSON.stringify(t[n])===i)return s;a<=s&&(a=s+1)}}return t[a]=e,a}function makeFvarAxis(e,t,i){var a=addName(t.name,i);return[{name:"tag_"+e,type:"TAG",value:t.tag},{name:"minValue_"+e,type:"FIXED",value:t.minValue<<16},{name:"defaultValue_"+e,type:"FIXED",value:t.defaultValue<<16},{name:"maxValue_"+e,type:"FIXED",value:t.maxValue<<16},{name:"flags_"+e,type:"USHORT",value:0},{name:"nameID_"+e,type:"USHORT",value:a}]}function parseFvarAxis(e,t,i){var a={},n=new parse.Parser(e,t);return a.tag=n.parseTag(),a.minValue=n.parseFixed(),a.defaultValue=n.parseFixed(),a.maxValue=n.parseFixed(),n.skip("uShort",1),a.name=i[n.parseUShort()]||{},a}function makeFvarInstance(e,t,i,a){for(var n=[{name:"nameID_"+e,type:"USHORT",value:addName(t.name,a)},{name:"flags_"+e,type:"USHORT",value:0}],s=0;s<i.length;++s){var r=i[s].tag;n.push({name:"axis_"+e+" "+r,type:"FIXED",value:t.coordinates[r]<<16})}return n}function parseFvarInstance(e,t,i,a){var n={},s=new parse.Parser(e,t);n.name=a[s.parseUShort()]||{},s.skip("uShort",1),n.coordinates={};for(var r=0;r<i.length;++r)n.coordinates[i[r].tag]=s.parseFixed();return n}function makeFvarTable(e,t){var i=new table.Table("fvar",[{name:"version",type:"ULONG",value:65536},{name:"offsetToData",type:"USHORT",value:0},{name:"countSizePairs",type:"USHORT",value:2},{name:"axisCount",type:"USHORT",value:e.axes.length},{name:"axisSize",type:"USHORT",value:20},{name:"instanceCount",type:"USHORT",value:e.instances.length},{name:"instanceSize",type:"USHORT",value:4+4*e.axes.length}]);i.offsetToData=i.sizeOf();for(var a=0;a<e.axes.length;a++)i.fields=i.fields.concat(makeFvarAxis(a,e.axes[a],t));for(var n=0;n<e.instances.length;n++)i.fields=i.fields.concat(makeFvarInstance(n,e.instances[n],e.axes,t));return i}function parseFvarTable(e,t,i){var a=new parse.Parser(e,t),n=a.parseULong();check.argument(65536===n,"Unsupported fvar table version.");var s=a.parseOffset16();a.skip("uShort",1);for(var r=a.parseUShort(),o=a.parseUShort(),l=a.parseUShort(),c=a.parseUShort(),d=[],h=0;h<r;h++)d.push(parseFvarAxis(e,t+s+h*o,i));for(var p=[],u=t+s+r*o,m=0;m<l;m++)p.push(parseFvarInstance(e,u+m*c,d,i));return{axes:d,instances:p}}Bidi.prototype.setText=function(e){this.text=e},Bidi.prototype.contextChecks={latinWordCheck:latinWordCheck,arabicWordCheck:arabicWordCheck,arabicSentenceCheck:arabicSentenceCheck},Bidi.prototype.registerFeatures=function(e,t){var i=this,a=t.filter((function(t){return i.query.supports({script:e,tag:t})}));this.featuresTags.hasOwnProperty(e)?this.featuresTags[e]=this.featuresTags[e].concat(a):this.featuresTags[e]=a},Bidi.prototype.applyFeatures=function(e,t){if(!e)throw new Error("No valid font was provided to apply features");this.query||(this.query=new FeatureQuery(e));for(var i=0;i<t.length;i++){var a=t[i];this.query.supports({script:a.script})&&this.registerFeatures(a.script,a.tags)}},Bidi.prototype.registerModifier=function(e,t,i){this.tokenizer.registerModifier(e,t,i)},Bidi.prototype.checkContextReady=function(e){return!!this.tokenizer.getContext(e)},Bidi.prototype.applyFeaturesToContexts=function(){this.checkContextReady("arabicWord")&&(applyArabicPresentationForms.call(this),applyArabicRequireLigatures.call(this)),this.checkContextReady("latinWord")&&applyLatinLigatures.call(this),this.checkContextReady("arabicSentence")&&reverseArabicSentences.call(this)},Bidi.prototype.processText=function(e){this.text&&this.text===e||(this.setText(e),tokenizeText.call(this),this.applyFeaturesToContexts())},Bidi.prototype.getBidiText=function(e){return this.processText(e),this.tokenizer.getText()},Bidi.prototype.getTextGlyphs=function(e){this.processText(e);for(var t=[],i=0;i<this.tokenizer.tokens.length;i++){var a=this.tokenizer.tokens[i];if(!a.state.deleted){var n=a.activeState.value;t.push(Array.isArray(n)?n[0]:n)}}return t},Font.prototype.hasChar=function(e){return null!==this.encoding.charToGlyphIndex(e)},Font.prototype.charToGlyphIndex=function(e){return this.encoding.charToGlyphIndex(e)},Font.prototype.charToGlyph=function(e){var t=this.charToGlyphIndex(e),i=this.glyphs.get(t);return i||(i=this.glyphs.get(0)),i},Font.prototype.updateFeatures=function(e){return this.defaultRenderOptions.features.map((function(t){return"latn"===t.script?{script:"latn",tags:t.tags.filter((function(t){return e[t]}))}:t}))},Font.prototype.stringToGlyphs=function(e,t){var i=this,a=new Bidi;a.registerModifier("glyphIndex",null,(function(e){return i.charToGlyphIndex(e.char)}));var n=t?this.updateFeatures(t.features):this.defaultRenderOptions.features;a.applyFeatures(this,n);for(var s=a.getTextGlyphs(e),r=s.length,o=new Array(r),l=this.glyphs.get(0),c=0;c<r;c+=1)o[c]=this.glyphs.get(s[c])||l;return o},Font.prototype.nameToGlyphIndex=function(e){return this.glyphNames.nameToGlyphIndex(e)},Font.prototype.nameToGlyph=function(e){var t=this.nameToGlyphIndex(e),i=this.glyphs.get(t);return i||(i=this.glyphs.get(0)),i},Font.prototype.glyphIndexToName=function(e){return this.glyphNames.glyphIndexToName?this.glyphNames.glyphIndexToName(e):""},Font.prototype.getKerningValue=function(e,t){e=e.index||e,t=t.index||t;var i=this.position.defaultKerningTables;return i?this.position.getKerningValue(i,e,t):this.kerningPairs[e+","+t]||0},Font.prototype.defaultRenderOptions={kerning:!0,features:[{script:"arab",tags:["init","medi","fina","rlig"]},{script:"latn",tags:["liga","rlig"]}]},Font.prototype.forEachGlyph=function(e,t,i,a,n,s){t=void 0!==t?t:0,i=void 0!==i?i:0,a=void 0!==a?a:72,n=Object.assign({},this.defaultRenderOptions,n);var r,o=1/this.unitsPerEm*a,l=this.stringToGlyphs(e,n);if(n.kerning){var c=n.script||this.position.getDefaultScriptName();r=this.position.getKerningTables(c,n.language)}for(var d=0;d<l.length;d+=1){var h=l[d];s.call(this,h,t,i,a,n),h.advanceWidth&&(t+=h.advanceWidth*o),n.kerning&&d<l.length-1&&(t+=(r?this.position.getKerningValue(r,h.index,l[d+1].index):this.getKerningValue(h,l[d+1]))*o),n.letterSpacing?t+=n.letterSpacing*a:n.tracking&&(t+=n.tracking/1e3*a)}return t},Font.prototype.getPath=function(e,t,i,a,n){var s=new Path;return this.forEachGlyph(e,t,i,a,n,(function(e,t,i,a){var r=e.getPath(t,i,a,n,this);s.extend(r)})),s},Font.prototype.getPaths=function(e,t,i,a,n){var s=[];return this.forEachGlyph(e,t,i,a,n,(function(e,t,i,a){var r=e.getPath(t,i,a,n,this);s.push(r)})),s},Font.prototype.getAdvanceWidth=function(e,t,i){return this.forEachGlyph(e,0,0,t,i,(function(){}))},Font.prototype.draw=function(e,t,i,a,n,s){this.getPath(t,i,a,n,s).draw(e)},Font.prototype.drawPoints=function(e,t,i,a,n,s){this.forEachGlyph(t,i,a,n,s,(function(t,i,a,n){t.drawPoints(e,i,a,n)}))},Font.prototype.drawMetrics=function(e,t,i,a,n,s){this.forEachGlyph(t,i,a,n,s,(function(t,i,a,n){t.drawMetrics(e,i,a,n)}))},Font.prototype.getEnglishName=function(e){var t=this.names[e];if(t)return t.en},Font.prototype.validate=function(){var e=this;function t(t){var i=e.getEnglishName(t);i&&i.trim().length}t("fontFamily"),t("weightName"),t("manufacturer"),t("copyright"),t("version"),this.unitsPerEm},Font.prototype.toTables=function(){return sfnt.fontToTable(this)},Font.prototype.toBuffer=function(){return console.warn("Font.toBuffer is deprecated. Use Font.toArrayBuffer instead."),this.toArrayBuffer()},Font.prototype.toArrayBuffer=function(){for(var e=this.toTables().encode(),t=new ArrayBuffer(e.length),i=new Uint8Array(t),a=0;a<e.length;a++)i[a]=e[a];return t},Font.prototype.download=function(e){var t=this.getEnglishName("fontFamily"),i=this.getEnglishName("fontSubfamily");e=e||t.replace(/\s/g,"")+"-"+i+".otf";var a=this.toArrayBuffer();if(isBrowser())if(window.URL=window.URL||window.webkitURL,window.URL){var n=new DataView(a),s=new Blob([n],{type:"font/opentype"}),r=document.createElement("a");r.href=window.URL.createObjectURL(s),r.download=e;var o=document.createEvent("MouseEvents");o.initEvent("click",!0,!1),r.dispatchEvent(o)}else console.warn("Font file could not be downloaded. Try using a different browser.");else{var l=require("fs"),c=arrayBufferToNodeBuffer(a);l.writeFileSync(e,c)}},Font.prototype.fsSelectionValues={ITALIC:1,UNDERSCORE:2,NEGATIVE:4,OUTLINED:8,STRIKEOUT:16,BOLD:32,REGULAR:64,USER_TYPO_METRICS:128,WWS:256,OBLIQUE:512},Font.prototype.usWidthClasses={ULTRA_CONDENSED:1,EXTRA_CONDENSED:2,CONDENSED:3,SEMI_CONDENSED:4,MEDIUM:5,SEMI_EXPANDED:6,EXPANDED:7,EXTRA_EXPANDED:8,ULTRA_EXPANDED:9},Font.prototype.usWeightClasses={THIN:100,EXTRA_LIGHT:200,LIGHT:300,NORMAL:400,MEDIUM:500,SEMI_BOLD:600,BOLD:700,EXTRA_BOLD:800,BLACK:900};var fvar={make:makeFvarTable,parse:parseFvarTable},attachList=function(){return{coverage:this.parsePointer(Parser.coverage),attachPoints:this.parseList(Parser.pointer(Parser.uShortList))}},caretValue=function(){var e=this.parseUShort();return check.argument(1===e||2===e||3===e,"Unsupported CaretValue table version."),1===e?{coordinate:this.parseShort()}:2===e?{pointindex:this.parseShort()}:3===e?{coordinate:this.parseShort()}:void 0},ligGlyph=function(){return this.parseList(Parser.pointer(caretValue))},ligCaretList=function(){return{coverage:this.parsePointer(Parser.coverage),ligGlyphs:this.parseList(Parser.pointer(ligGlyph))}},markGlyphSets=function(){return this.parseUShort(),this.parseList(Parser.pointer(Parser.coverage))};function parseGDEFTable(e,t){var i=new Parser(e,t=t||0),a=i.parseVersion(1);check.argument(1===a||1.2===a||1.3===a,"Unsupported GDEF table version.");var n={version:a,classDef:i.parsePointer(Parser.classDef),attachList:i.parsePointer(attachList),ligCaretList:i.parsePointer(ligCaretList),markAttachClassDef:i.parsePointer(Parser.classDef)};return a>=1.2&&(n.markGlyphSets=i.parsePointer(markGlyphSets)),n}var gdef={parse:parseGDEFTable},subtableParsers$1=new Array(10);function parseGposTable(e,t){var i=new Parser(e,t=t||0),a=i.parseVersion(1);return check.argument(1===a||1.1===a,"Unsupported GPOS table version "+a),1===a?{version:a,scripts:i.parseScriptList(),features:i.parseFeatureList(),lookups:i.parseLookupList(subtableParsers$1)}:{version:a,scripts:i.parseScriptList(),features:i.parseFeatureList(),lookups:i.parseLookupList(subtableParsers$1),variations:i.parseFeatureVariationsList()}}subtableParsers$1[1]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();return 1===t?{posFormat:1,coverage:this.parsePointer(Parser.coverage),value:this.parseValueRecord()}:2===t?{posFormat:2,coverage:this.parsePointer(Parser.coverage),values:this.parseValueRecordList()}:void check.assert(!1,"0x"+e.toString(16)+": GPOS lookup type 1 format must be 1 or 2.")},subtableParsers$1[2]=function(){var e=this.offset+this.relativeOffset,t=this.parseUShort();check.assert(1===t||2===t,"0x"+e.toString(16)+": GPOS lookup type 2 format must be 1 or 2.");var i=this.parsePointer(Parser.coverage),a=this.parseUShort(),n=this.parseUShort();if(1===t)return{posFormat:t,coverage:i,valueFormat1:a,valueFormat2:n,pairSets:this.parseList(Parser.pointer(Parser.list((function(){return{secondGlyph:this.parseUShort(),value1:this.parseValueRecord(a),value2:this.parseValueRecord(n)}}))))};if(2===t){var s=this.parsePointer(Parser.classDef),r=this.parsePointer(Parser.classDef),o=this.parseUShort(),l=this.parseUShort();return{posFormat:t,coverage:i,valueFormat1:a,valueFormat2:n,classDef1:s,classDef2:r,class1Count:o,class2Count:l,classRecords:this.parseList(o,Parser.list(l,(function(){return{value1:this.parseValueRecord(a),value2:this.parseValueRecord(n)}})))}}},subtableParsers$1[3]=function(){return{error:"GPOS Lookup 3 not supported"}},subtableParsers$1[4]=function(){return{error:"GPOS Lookup 4 not supported"}},subtableParsers$1[5]=function(){return{error:"GPOS Lookup 5 not supported"}},subtableParsers$1[6]=function(){return{error:"GPOS Lookup 6 not supported"}},subtableParsers$1[7]=function(){return{error:"GPOS Lookup 7 not supported"}},subtableParsers$1[8]=function(){return{error:"GPOS Lookup 8 not supported"}},subtableParsers$1[9]=function(){return{error:"GPOS Lookup 9 not supported"}};var subtableMakers$1=new Array(10);function makeGposTable(e){return new table.Table("GPOS",[{name:"version",type:"ULONG",value:65536},{name:"scripts",type:"TABLE",value:new table.ScriptList(e.scripts)},{name:"features",type:"TABLE",value:new table.FeatureList(e.features)},{name:"lookups",type:"TABLE",value:new table.LookupList(e.lookups,subtableMakers$1)}])}var gpos={parse:parseGposTable,make:makeGposTable};function parseWindowsKernTable(e){var t={};e.skip("uShort");var i=e.parseUShort();check.argument(0===i,"Unsupported kern sub-table version."),e.skip("uShort",2);var a=e.parseUShort();e.skip("uShort",3);for(var n=0;n<a;n+=1){var s=e.parseUShort(),r=e.parseUShort(),o=e.parseShort();t[s+","+r]=o}return t}function parseMacKernTable(e){var t={};e.skip("uShort"),e.parseULong()>1&&console.warn("Only the first kern subtable is supported."),e.skip("uLong");var i=255&e.parseUShort();if(e.skip("uShort"),0===i){var a=e.parseUShort();e.skip("uShort",3);for(var n=0;n<a;n+=1){var s=e.parseUShort(),r=e.parseUShort(),o=e.parseShort();t[s+","+r]=o}}return t}function parseKernTable(e,t){var i=new parse.Parser(e,t),a=i.parseUShort();if(0===a)return parseWindowsKernTable(i);if(1===a)return parseMacKernTable(i);throw new Error("Unsupported kern table version ("+a+").")}var kern={parse:parseKernTable};function parseLocaTable(e,t,i,a){for(var n=new parse.Parser(e,t),s=a?n.parseUShort:n.parseULong,r=[],o=0;o<i+1;o+=1){var l=s.call(n);a&&(l*=2),r.push(l)}return r}var loca={parse:parseLocaTable};function loadFromFile(e,t){require("fs").readFile(e,(function(e,i){if(e)return t(e.message);t(null,nodeBufferToArrayBuffer(i))}))}function loadFromUrl(e,t){var i=new XMLHttpRequest;i.open("get",e,!0),i.responseType="arraybuffer",i.onload=function(){return i.response?t(null,i.response):t("Font could not be loaded: "+i.statusText)},i.onerror=function(){t("Font could not be loaded")},i.send()}function parseOpenTypeTableEntries(e,t){for(var i=[],a=12,n=0;n<t;n+=1){var s=parse.getTag(e,a),r=parse.getULong(e,a+4),o=parse.getULong(e,a+8),l=parse.getULong(e,a+12);i.push({tag:s,checksum:r,offset:o,length:l,compression:!1}),a+=16}return i}function parseWOFFTableEntries(e,t){for(var i=[],a=44,n=0;n<t;n+=1){var s,r=parse.getTag(e,a),o=parse.getULong(e,a+4),l=parse.getULong(e,a+8),c=parse.getULong(e,a+12);s=l<c&&"WOFF",i.push({tag:r,offset:o,compression:s,compressedLength:l,length:c}),a+=20}return i}function uncompressTable(e,t){if("WOFF"===t.compression){var i=new Uint8Array(e.buffer,t.offset+2,t.compressedLength-2),a=new Uint8Array(t.length);if(tinyInflate(i,a),a.byteLength!==t.length)throw new Error("Decompression error: "+t.tag+" decompressed length doesn't match recorded length");return{data:new DataView(a.buffer,0),offset:0}}return{data:e,offset:t.offset}}function parseBuffer(e,t){var i,a;t=null==t?{}:t;var n,s,r,o,l,c,d,h,p,u,m,g,f,b=new Font({empty:!0}),U=new DataView(e,0),E=[],w=parse.getTag(U,0);if(w===String.fromCharCode(0,1,0,0)||"true"===w||"typ1"===w)b.outlinesFormat="truetype",E=parseOpenTypeTableEntries(U,n=parse.getUShort(U,4));else if("OTTO"===w)b.outlinesFormat="cff",E=parseOpenTypeTableEntries(U,n=parse.getUShort(U,4));else{if("wOFF"!==w)throw new Error("Unsupported OpenType signature "+w);var y=parse.getTag(U,4);if(y===String.fromCharCode(0,1,0,0))b.outlinesFormat="truetype";else{if("OTTO"!==y)throw new Error("Unsupported OpenType flavor "+w);b.outlinesFormat="cff"}E=parseWOFFTableEntries(U,n=parse.getUShort(U,12))}for(var v=0;v<n;v+=1){var T=E[v],S=void 0;switch(T.tag){case"cmap":S=uncompressTable(U,T),b.tables.cmap=cmap.parse(S.data,S.offset),b.encoding=new CmapEncoding(b.tables.cmap);break;case"cvt ":S=uncompressTable(U,T),f=new parse.Parser(S.data,S.offset),b.tables.cvt=f.parseShortList(T.length/2);break;case"fvar":r=T;break;case"fpgm":S=uncompressTable(U,T),f=new parse.Parser(S.data,S.offset),b.tables.fpgm=f.parseByteList(T.length);break;case"head":S=uncompressTable(U,T),b.tables.head=head.parse(S.data,S.offset),b.unitsPerEm=b.tables.head.unitsPerEm,i=b.tables.head.indexToLocFormat;break;case"hhea":S=uncompressTable(U,T),b.tables.hhea=hhea.parse(S.data,S.offset),b.ascender=b.tables.hhea.ascender,b.descender=b.tables.hhea.descender,b.numberOfHMetrics=b.tables.hhea.numberOfHMetrics;break;case"hmtx":h=T;break;case"ltag":S=uncompressTable(U,T),a=ltag.parse(S.data,S.offset);break;case"maxp":S=uncompressTable(U,T),b.tables.maxp=maxp.parse(S.data,S.offset),b.numGlyphs=b.tables.maxp.numGlyphs;break;case"name":m=T;break;case"OS/2":S=uncompressTable(U,T),b.tables.os2=os2.parse(S.data,S.offset);break;case"post":S=uncompressTable(U,T),b.tables.post=post.parse(S.data,S.offset),b.glyphNames=new GlyphNames(b.tables.post);break;case"prep":S=uncompressTable(U,T),f=new parse.Parser(S.data,S.offset),b.tables.prep=f.parseByteList(T.length);break;case"glyf":o=T;break;case"loca":u=T;break;case"CFF ":s=T;break;case"kern":p=T;break;case"GDEF":l=T;break;case"GPOS":c=T;break;case"GSUB":d=T;break;case"meta":g=T}}var _=uncompressTable(U,m);if(b.tables.name=_name.parse(_.data,_.offset,a),b.names=b.tables.name,o&&u){var x=0===i,I=uncompressTable(U,u),C=loca.parse(I.data,I.offset,b.numGlyphs,x),A=uncompressTable(U,o);b.glyphs=glyf.parse(A.data,A.offset,C,b,t)}else{if(!s)throw new Error("Font doesn't contain TrueType or CFF outlines.");var k=uncompressTable(U,s);cff.parse(k.data,k.offset,b,t)}var O=uncompressTable(U,h);if(hmtx.parse(b,O.data,O.offset,b.numberOfHMetrics,b.numGlyphs,b.glyphs,t),addGlyphNames(b,t),p){var R=uncompressTable(U,p);b.kerningPairs=kern.parse(R.data,R.offset)}else b.kerningPairs={};if(l){var M=uncompressTable(U,l);b.tables.gdef=gdef.parse(M.data,M.offset)}if(c){var 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commonjsGlobal="undefined"!=typeof globalThis?globalThis:"undefined"!=typeof window?window:"undefined"!=typeof global?global:"undefined"!=typeof self?self:{};function getDefaultExportFromCjs(e){return e&&e.__esModule&&Object.prototype.hasOwnProperty.call(e,"default")?e.default:e}var es6PromisePool={exports:{}};es6PromisePool.exports,function(e,t){e.exports=function(){var e=function(){this._listeners={}};e.prototype.addEventListener=function(e,t){this._listeners[e]=this._listeners[e]||[],this._listeners[e].indexOf(t)<0&&this._listeners[e].push(t)},e.prototype.removeEventListener=function(e,t){if(this._listeners[e]){var i=this._listeners[e].indexOf(t);i>=0&&this._listeners[e].splice(i,1)}},e.prototype.dispatchEvent=function(e){if(this._listeners[e.type]&&this._listeners[e.type].length)for(var t=this._listeners[e.type].slice(),i=0,a=t.length;i<a;++i)t[i].call(this,e)};var t=function(e){var t=!1;return{next:function(){return 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this._size},a.prototype.active=function(){return!!this._promise},a.prototype.promise=function(){return this._promise},a.prototype.start=function(){var e=this,t=this._options.promise;return this._promise=new t((function(t,i){e._callbacks={reject:i,resolve:t},e._proceed()})),this._promise},a.prototype._fireEvent=function(e,t){this.dispatchEvent(new i(this,e,t))},a.prototype._settle=function(e){e?this._callbacks.reject(e):this._callbacks.resolve(),this._promise=null,this._callbacks=null},a.prototype._onPooledPromiseFulfilled=function(e,t){this._size--,this.active()&&(this._fireEvent("fulfilled",{promise:e,result:t}),this._proceed())},a.prototype._onPooledPromiseRejected=function(e,t){this._size--,this.active()&&(this._fireEvent("rejected",{promise:e,error:t}),this._settle(t||new Error("Unknown error")))},a.prototype._trackPromise=function(e){var t=this;e.then((function(i){t._onPooledPromiseFulfilled(e,i)}),(function(i){t._onPooledPromiseRejected(e,i)})).catch((function(e){t._settle(new Error("Promise processing failed: "+e))}))},a.prototype._proceed=function(){if(!this._done){for(var e={done:!1};this._size<this._concurrency&&!(e=this._iterator.next()).done;)this._size++,this._trackPromise(e.value);this._done=null===e||!!e.done}this._done&&0===this._size&&this._settle()},a.PromisePoolEvent=i,a.PromisePool=a,a}()}(es6PromisePool,es6PromisePool.exports);var es6PromisePoolExports=es6PromisePool.exports,Pool=getDefaultExportFromCjs(es6PromisePoolExports);class VersionMismatchPrompt extends obsidian_module.Modal{plugin;resolvePromise;promise;resolved;isDirty=!1;constructor(e){super(e.app),this.plugin=e}async start(){return this.promise=new Promise((e=>{this.resolvePromise=e})),await this.plugin.loadSettings(),this.buildUI(),this.open(),this.promise}buildUI(){const{contentEl:e}=this;e.empty();const 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a=e.createDiv({cls:"ex-version-mismatch-buttons"}),n=a.createEl("button",{text:t$d("VERSION_MISMATCH_REDOWNLOAD")});n.addEventListener("click",(()=>{this.resolved=!0,this.close()})),a.createEl("button",{text:t$d("VERSION_MISMATCH_IGNORE")}).addEventListener("click",(()=>{this.resolved=!1,this.close()})),a.style.display="flex",a.style.gap="0.5rem",a.style.marginTop="1rem",n.style.backgroundColor="var(--interactive-accent)",n.style.color="var(--text-on-accent)"}async onClose(){super.onClose(),this.isDirty&&await this.plugin.saveSettings(),this.resolved?this.resolvePromise&&this.resolvePromise(!0):this.resolvePromise&&this.resolvePromise(!1)}}let versionMismatchChecked=!1;async function checkVersionMismatch(e){if(!versionMismatchChecked&&e.manifest.version!==PLUGIN_VERSION){versionMismatchChecked=!0;const t=new VersionMismatchPrompt(e);await t.start()&&(e.manifest.version=PLUGIN_VERSION,await e.app.setting.open(),e.app.setting.openTabById("community-plugins"))}}let versionUpdateCheckTimer=null,versionUpdateChecked=!1;async function checkExcalidrawVersion(){if(!versionUpdateChecked){versionUpdateChecked=!0;try{const e=async()=>JSON.parse(await obsidian_module.request({url:"https://api.github.com/repos/zsviczian/obsidian-excalidraw-plugin/releases?per_page=15&page=1"})),t=(await e()).filter((e=>!e.draft&&!e.prerelease)).map((e=>({version:e.tag_name,published:new Date(e.published_at)}))).filter((e=>e.version.match(/^\d+\.\d+\.\d+$/))).sort(((e,t)=>t.published-e.published))[0].version;isVersionNewerThanOther(t,PLUGIN_VERSION)&&new obsidian_module.Notice(t$d("UPDATE_AVAILABLE")+` ${t}`),await checkScriptUpdates()}catch(e){console.log({where:"Utils/checkExcalidrawVersion",error:e})}versionUpdateCheckTimer=window.setTimeout((()=>{versionUpdateChecked=!1,versionUpdateCheckTimer=null}),288e5)}}async function checkScriptUpdates(){try{if(!EXCALIDRAW_PLUGIN?.settings?.scriptFolderPath)return;const 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RegExp(`(.{1,${t}})(\\s+|$\\n?)|([^\\s]{1,${t+a}})(\\s+|$\\n?)?`,"gm"),r=e.matchAll(s);let o;for(;!(o=r.next()).done;){n+=o.value[1]?o.value[1].trimEnd():o.value[3].trimEnd();const e=(o.value[2]?o.value[2].split("\n").length-1:0)+(o.value[4]?o.value[4].split("\n").length-1:0);n+="\n".repeat(e),0===e&&(n+="\n")}return n.replace(/\n$/,"")}function rotatedDimensions(e){const t=getCommonBoundingBox([e]);return[t.minX,t.minY,t.maxX-t.minX,t.maxY-t.minY]}async function getDataURL(e,t){return new Promise(((i,a)=>{const n=new FileReader;n.onload=()=>{const e=n.result;i(e)},n.onerror=e=>a(e),n.readAsDataURL(new Blob([new Uint8Array(e)],{type:t}))}))}async function getFontDataURL(e,t,i,a){let n="",s="",r="";const o=e.metadataCache.getFirstLinkpathDest(t,i);if(o){const t=await e.vault.readBinary(o);let i="",l="";switch(o.extension){case"woff":i="application/font-woff",l="woff";break;case"woff2":i="font/woff2",l="woff2";break;case"ttf":i="font/ttf",l="truetype";break;case"otf":i="font/otf",l="opentype";break;default:i="application/octet-stream"}s=a??o.basename,r=await getDataURL(t,i);const c=r.split(";base64,",2);r=`${c[0]};charset=utf-8;base64,${c[1]}`,n=` @font-face {font-family: "${s}";src: url("${r}") format("${l}")}`}return{fontDef:n,fontName:s,dataURL:r}}function svgToBase64(e){const t=e.replaceAll("&nbsp;"," "),i=encodeURIComponent(t).replace(/%([0-9A-F]{2})/g,((e,t)=>String.fromCharCode(parseInt(t,16))));return`data:image/svg+xml;base64,${btoa(i)}`}async function getBinaryFileFromDataURL(e){if(!e)return null;if(e.match(/^(https?|ftp):\/\/[^\s/$.?#].[^\s]*$/i)){const t=e,i=getURLImageExtension(t),a=getMimeType(i);e=await getDataURLFromURL(t,a)}const t=e.matchAll(/base64,(.*)/g).next();if(!t.value)return null;const i=window.atob(t.value[1]),a=i.length,n=new Uint8Array(a);for(let e=0;e<a;e++)n[e]=i.charCodeAt(e);return n.buffer}async function getSVG(e,t,i,a,n){let s=e.elements;s.some((e=>"embeddable"===e.type))&&(s=JSON.parse(JSON.stringify(s)),s.filter((e=>"embeddable"===e.type)).forEach((t=>{t.link=generateEmbeddableLink(t.link,e.appState?.theme??"light")}))),s=a?updateElementLinksToObsidianLinks({elements:s,hostFile:a}):s;const r=e.files??{},o=n?{...r,...n}:r;try{let n;if(t.isMask){const e=new CropImage(s,o);n=await e.getCroppedSVG(),e.destroy()}else n=await exportToSvg({elements:s.filter((e=>!0!==e.isDeleted)),appState:{...e.appState,exportBackground:t.withBackground,exportWithDarkMode:!!t.withTheme&&"light"!==e.appState?.theme,...t.frameRendering?{frameRendering:t.frameRendering}:{}},files:o,exportPadding:t.frameRendering?.enabled?0:i,exportingFrame:null,renderEmbeddables:!0,skipInliningFonts:t.skipInliningFonts});return n&&(n.addClass("excalidraw-svg"),a instanceof obsidian_module.TFile)&&getFileCSSClasses(a).forEach((e=>n.addClass(e))),n}catch(e){return null}}function filterFiles(e){let t={};return Object.entries(e).forEach((([e,i])=>{i.dataURL.startsWith("http")||(t[e]=i)})),t}async function getPNG(e,t,i,a=1,n){try{const s=e.files??{},r=n?{...s,...n}:s;if(t.isMask){const t=new CropImage(e.elements,r),i=await t.getCroppedPNG();return t.destroy(),i}return await exportToBlob({elements:e.elements.filter((e=>!0!==e.isDeleted)),appState:{...e.appState,exportBackground:t.withBackground,exportWithDarkMode:!!t.withTheme&&"light"!==e.appState?.theme,...t.frameRendering?{frameRendering:t.frameRendering}:{}},files:filterFiles(r),exportPadding:t.frameRendering?.enabled?0:i,mimeType:"image/png",getDimensions:(e,t)=>({width:e*a,height:t*a,scale:a})})}catch(e){return new obsidian_module.Notice(t$d("ERROR_PNG_TOO_LARGE")),errorlog({where:"Utils.getPNG",error:e}),null}}async function getQuickImagePreview(e,t,i){if(!e.settings.displayExportedImageIfAvailable)return null;const a=getIMGFilename(t,i),n=e.app.vault.getAbstractFileByPath(a);return n&&n instanceof obsidian_module.TFile?"png"===i?await e.app.vault.readBinary(n):await e.app.vault.read(n):null}async function getImageSize(e){return new Promise(((t,i)=>{const a=new Image;a.onload=()=>{t({height:a.naturalHeight,width:a.naturalWidth})},a.onerror=i,a.src=e}))}function addAppendUpdateCustomData(e,t){if(!t)return e;e.customData||(e.customData={});for(const i in t)void 0!==t[i]?e.customData[i]=t[i]:delete e.customData[i];return e}function scaleLoadedImage(e,t){let i=!1;if(!t||!e)return{dirty:i,scene:e};for(const a of t.filter((e=>{if(!Boolean(EXCALIDRAW_PLUGIN))return!0;const t=EXCALIDRAW_PLUGIN.filesMaster.get(e.id);if(!t)return!0;const i=EXCALIDRAW_PLUGIN.app.vault.getAbstractFileByPath(t.path.replace(/#.*$/,"").replace(/\|.*$/,""));return!(!i||i instanceof obsidian_module.TFolder)&&("md"===i.extension||EXCALIDRAW_PLUGIN.isExcalidrawFile(i))}))){const[t,n]=[a.size.width,a.size.height],s=t/n;e.elements.filter((e=>"image"===e.type&&e.fileId===a.id)).forEach((e=>{const[r,o]=[e.width,e.height],l=a.shouldScale,c=e.crop,d=Boolean(c);if((e.customData?.isAnchored&&a.shouldScale||!e.customData?.isAnchored&&!a.shouldScale)&&(addAppendUpdateCustomData(e,a.shouldScale?{isAnchored:!1}:{isAnchored:!0}),i=!0),d){if(c.naturalWidth!==t||c.naturalHeight!==n){if(i=!0,e.crop.y+=(n-c.naturalHeight)/2,t<c.width){const i=e.width/c.width;e.crop.x=0,e.crop.width=t,e.width=t*i}else{const i=c.x/(c.naturalWidth-c.x-c.width),a=t-c.width;e.crop.x=i*a/(1+i),e.crop.x+c.width>t&&(e.crop.x=(t-c.width)/2)}if(n<c.height){const t=e.height/c.height;e.crop.y=0,e.crop.height=n,e.height=n*t}else{const t=c.y/(c.naturalHeight-c.y-c.height),i=n-c.height;e.crop.y=t*i/(1+t),e.crop.y+c.height>n&&(e.crop.y=(n-c.height)/2)}e.crop.naturalWidth=t,e.crop.naturalHeight=n,e.crop.width===t&&e.crop.height===n&&(e.crop=null)}}else if(e?.customData?.latexscale){const a=e?.customData?.latexscale;i=!0;const s=n*a.scaleY,r=t*a.scaleX;e.height=s,e.width=r,addAppendUpdateCustomData(e,{latexscale:void 0})}else if(l){if(s!==r/o){i=!0;const a=Math.sqrt(r*o*n/t),s=Math.sqrt(r*o*t/n);e.height=a,e.width=s,e.y+=(o-a)/2,e.x+=(r-s)/2}}else r===t&&o===n||(i=!0,e.height=n,e.width=t,e.y+=(o-n)/2,e.x+=(r-t)/2)}))}return{dirty:i,scene:e}}function setDocLeftHandedMode(e,t){const i=t.createElement("style");i.id="excalidraw-left-handed",i.textContent=".excalidraw .App-bottom-bar {\n    justify-content:flex-end !important;\n    left: auto !important;\n    right: 0 !important;\n    transform: none !important;\n  }";const a=t.getElementById(i.id);a&&t.head.removeChild(a),e&&t.head.appendChild(i)}function setLeftHandedMode(e){if(DEVICE.isPhone)return;const t=new Set;EXCALIDRAW_PLUGIN.app.workspace.iterateAllLeaves((i=>{const a=DEVICE.isMobile?document:i.view.containerEl.ownerDocument;a&&(t.has(a)||(t.add(a),setDocLeftHandedMode(e,a)))}))}function calculateUIModeValue(e){const t=e.phoneUIMode??"mobile",i=e.tabletUIMode??"compact",a=e.desktopUIMode??"tray";return DEVICE.isPhone?t:DEVICE.isTablet?i:DEVICE.isDesktop?a:"tray"}function setUIMode(e,t){const i=calculateUIModeValue(t);getExcalidrawViews(e).forEach((e=>e.setUIMode(i)))}function getLinkParts(e,t){const i=e.match(/(^[^#\|]*)#?(\^)?([^\|]*)?\|?(\d*)x?(\d*)/),a="^"===i[2];let n=parseInt(i[3]?.match(/page=(\d*)/)?.[1]);return n=isNaN(n)?null:n,{original:e,path:t&&""===i[1]?t.path:i[1],isBlockRef:a,ref:i[3]?.match(/^page=\d*$/i)?i[3]:a?cleanBlockRef(i[3]):cleanSectionHeading(i[3]),width:i[4]?parseInt(i[4]):void 0,height:i[5]?parseInt(i[5]):void 0,page:n}}async function compressAsync(e){return await runCompressionWorker(e,"compress")}function compress(e){const t=LZString.compressToBase64(e);let i="";for(let e=0;e<t.length;e+=256)i+=t.slice(e,e+256)+"\n\n";return i.trim()}function decompress(e,t=!1){let i="";const a=e.length;for(let t=0;t<a;t++){const a=e[t];"\n"!==a&&"\r"!==a&&(i+=a)}return LZString.decompressFromBase64(i)}function isMaskFile(e,t){if(t){const i=e.app.metadataCache.getFileCache(t);if(i?.frontmatter&&null!==i.frontmatter[FRONTMATTER_KEYS.mask.name]&&void 0!==i.frontmatter[FRONTMATTER_KEYS.mask.name])return Boolean(i.frontmatter[FRONTMATTER_KEYS.mask.name])}return!1}function hasExportTheme(e,t){if(t){const i=e.app.metadataCache.getFileCache(t);if(i?.frontmatter&&null!==i.frontmatter[FRONTMATTER_KEYS["export-dark"].name]&&void 0!==i.frontmatter[FRONTMATTER_KEYS["export-dark"].name])return!0}return!1}function getExportTheme(e,t,i){if(t){const i=e.app.metadataCache.getFileCache(t);if(i?.frontmatter&&null!==i.frontmatter[FRONTMATTER_KEYS["export-dark"].name]&&void 0!==i.frontmatter[FRONTMATTER_KEYS["export-dark"].name])return i.frontmatter[FRONTMATTER_KEYS["export-dark"].name]?"dark":"light"}return e.settings.exportWithTheme?i:"light"}function shouldEmbedScene(e,t){if(t){const i=e.app.metadataCache.getFileCache(t);if(i?.frontmatter&&null!==i.frontmatter[FRONTMATTER_KEYS["export-embed-scene"].name]&&void 0!==i.frontmatter[FRONTMATTER_KEYS["export-embed-scene"].name])return i.frontmatter[FRONTMATTER_KEYS["export-embed-scene"].name]}return e.settings.exportEmbedScene}function hasExportBackground(e,t){if(t){const i=e.app.metadataCache.getFileCache(t);if(i?.frontmatter&&null!==i.frontmatter[FRONTMATTER_KEYS["export-transparent"].name]&&void 0!==i.frontmatter[FRONTMATTER_KEYS["export-transparent"].name])return!0}return!1}function getWithBackground(e,t){if(t){const i=e.app.metadataCache.getFileCache(t);if(i?.frontmatter&&null!==i.frontmatter[FRONTMATTER_KEYS["export-transparent"].name]&&void 0!==i.frontmatter[FRONTMATTER_KEYS["export-transparent"].name])return!i.frontmatter[FRONTMATTER_KEYS["export-transparent"].name]}return e.settings.exportWithBackground}function getExportInternalLinks(e,t){if(t){const i=e.app.metadataCache.getFileCache(t);if(i?.frontmatter&&null!==i.frontmatter[FRONTMATTER_KEYS["export-internal-links"].name]&&void 0!==i.frontmatter[FRONTMATTER_KEYS["export-internal-links"].name])return i.frontmatter[FRONTMATTER_KEYS["export-internal-links"].name]}return!0}function getExportPadding(e,t){if(t){const i=e.app.metadataCache.getFileCache(t);if(!i?.frontmatter)return e.settings.exportPaddingSVG;if(null!==i.frontmatter[FRONTMATTER_KEYS["export-padding"].name]&&void 0!==i.frontmatter[FRONTMATTER_KEYS["export-padding"].name]){const e=parseInt(i.frontmatter[FRONTMATTER_KEYS["export-padding"].name]);if(!isNaN(e))return e}if(null!==i.frontmatter[FRONTMATTER_KEYS["export-svgpadding"].name]&&void 0!==i.frontmatter[FRONTMATTER_KEYS["export-svgpadding"].name]){const e=parseInt(i.frontmatter[FRONTMATTER_KEYS["export-svgpadding"].name]);if(!isNaN(e))return e}}return e.settings.exportPaddingSVG}function getPNGScale(e,t){if(t){const i=e.app.metadataCache.getFileCache(t);if(i?.frontmatter&&null!==i.frontmatter[FRONTMATTER_KEYS["export-pngscale"].name]&&void 0!==i.frontmatter[FRONTMATTER_KEYS["export-pngscale"].name]){const e=parseFloat(i.frontmatter[FRONTMATTER_KEYS["export-pngscale"].name]);if(!isNaN(e)&&e>0)return e}}return e.settings.pngExportScale}function isVersionNewerThanOther(e,t){if(!e||!t)return!0;const i=e.match(/(\d*)\.(\d*)\.(\d*)/),a=t.match(/(\d*)\.(\d*)\.(\d*)/);return Boolean(i&&4===i.length&&a&&4===a.length&&!(isNaN(parseInt(i[1]))||isNaN(parseInt(i[2]))||isNaN(parseInt(i[3])))&&!(isNaN(parseInt(a[1]))||isNaN(parseInt(a[2]))||isNaN(parseInt(a[3])))&&(parseInt(i[1])>parseInt(a[1])||parseInt(i[1])>=parseInt(a[1])&&parseInt(i[2])>parseInt(a[2])||parseInt(i[1])>=parseInt(a[1])&&parseInt(i[2])>=parseInt(a[2])&&parseInt(i[3])>parseInt(a[3])))}function getEmbeddedFilenameParts(e){const t=e?.match(/([^#\^]*)((#\^)(group=|area=|frame=|clippedframe=|taskbone)?([^\|]*)|(#)(group=|area=|frame=|clippedframe=|taskbone)?([^\^\|]*))(.*)/);return t?{filepath:t[1],hasBlockref:Boolean(t[3]),hasGroupref:"group="===t[4]||"group="===t[7],hasTaskbone:"taskbone"===t[4]||"taskbone"===t[7],hasArearef:"area="===t[4]||"area="===t[7],hasFrameref:"frame="===t[4]||"frame="===t[7],hasClippedFrameref:"clippedframe="===t[4]||"clippedframe="===t[7],blockref:t[5],hasSectionref:Boolean(t[6]),sectionref:t[8],linkpartReference:t[2],linkpartAlias:t[9]}:{filepath:e,hasBlockref:!1,hasGroupref:!1,hasTaskbone:!1,hasArearef:!1,hasFrameref:!1,hasClippedFrameref:!1,blockref:"",hasSectionref:!1,sectionref:"",linkpartReference:"",linkpartAlias:""}}function isImagePartRef(e){return e.hasGroupref||e.hasArearef||e.hasFrameref||e.hasClippedFrameref}function fragWithHTML(e){return createFragment((t=>t.createDiv().innerHTML=e))}function errorlog(e){console.error({plugin:"Excalidraw",...e})}async function sleep$1(e){return new Promise((t=>setTimeout(t,e)))}function _getContainerElement(e,t){return e&&t?.elements&&"text"===e.type&&e.containerId?getContainerElement(e,arrayToMap(t.elements)):null}function arrayToMap(e){return e instanceof Map?e:e.reduce(((e,t)=>(e.set("string"==typeof t?t:t.id,t),e)),new Map)}function updateFrontmatterInString(e,t){if(!e||!t)return e;for(const i of t){const t=new RegExp(`${i[0]}:\\s.*\\n`,"g");e=e.match(t)?e.replaceAll(t,`${i[0]}: ${i[1]}\n`):e.replace(/^---\n/,`---\n${i[0]}: ${i[1]}\n`)}return e}function isHyperLink(e){return e&&!e.includes("\n")&&!e.includes("\r")&&e.match(/^https?:(\d*)?\/\/[^\s]*$/)}function isContainer(e){return"arrow"!==e.type&&e.boundElements?.map((e=>e.type)).includes("text")}function hyperlinkIsImage(e){isHyperLink(e);const t=e.split("?")[0];return IMAGE_TYPES.contains(t.substring(t.lastIndexOf(".")+1))}function getFilePathFromObsidianURL(e){if(!e)return null;if(!e.startsWith("obsidian://"))return null;try{const t=new URL(e).searchParams.get("file");return t?decodeURIComponent(t):null}catch{return null}}function hyperlinkIsYouTubeLink(e){return isHyperLink(e)&&(e.startsWith("https://youtu.be")||e.startsWith("https://www.youtube.com")||e.startsWith("https://youtube.com")||e.startsWith("https//www.youtu.be"))&&null!==e.match(/(youtu.be\/|v=)([^?\/\&]*)/)}async function getYouTubeThumbnailLink(e){const t=e.match(/(youtu.be\/|v=)([^?\/\&]*)/);if(!t||!t[2])return null;const i=t[2];let a=`https://i.ytimg.com/vi/${i}/maxresdefault.jpg`,n=await obsidian_module.requestUrl({url:a,method:"get",contentType:"image/jpeg",throw:!1});return n&&200===n.status?a:(a=`https://i.ytimg.com/vi/${i}/hq720.jpg`,n=await obsidian_module.requestUrl({url:a,method:"get",contentType:"image/jpeg",throw:!1}),n&&200===n.status?a:(a=`https://i.ytimg.com/vi/${i}/mqdefault.jpg`,n=await obsidian_module.requestUrl({url:a,method:"get",contentType:"image/jpeg",throw:!1}),n&&200===n.status?a:`https://i.ytimg.com/vi/${i}/default.jpg`))}function isCallerFromTemplaterPlugin(e){const t=e.split("\n");for(const e of t)if(e.trim().startsWith("at Templater."))return!0;return!1}function convertSVGStringToElement(e){const t=document.createElement("div");t.innerHTML=e;const i=t.firstChild;if(i instanceof SVGSVGElement)return i}function escapeRegExp(e){return e.replace(/[.*+?^${}()|[\]\\]/g,"\\$&")}function addYouTubeThumbnail(e,t,i,a="settings"){const n=`https://i.ytimg.com/vi/${t}/maxresdefault.jpg`;e.createDiv({cls:`excalidraw-videoWrapper ${a}`}).createEl("a",{attr:{href:"https://www.youtube.com/watch?v="+t+(i?"&t="+i:""),target:"_blank",rel:"noopener noreferrer"}}).createEl("img",{attr:{src:n||`https://i.ytimg.com/vi/${t}/default.jpg`,alt:"YouTube video thumbnail",style:"width: 100%; height: auto; cursor: pointer;"}})}async function getFontMetrics(e,t){try{const i=await opentype.load(e),a=i.unitsPerEm,n=i.ascender,s=i.descender;return{unitsPerEm:a,ascender:n,descender:s,lineHeight:(n-s)/a,fontName:i.names.fontFamily.en??t}}catch(e){return console.error("Error loading font:",e),null}}function cropCanvas(e,t,i={width:t.width,height:t.height}){const a=createEl("canvas");return a.width=i.width,a.height=i.height,a.getContext("2d").drawImage(e,t.left,t.top,t.width,t.height,0,0,i.width,i.height),a}async function promiseTry(e,...t){return new Promise((i=>{i(e(...t))}))}new Random(Date.now());class PromisePool{pool;entries={};constructor(e,t){this.pool=new Pool(e,t)}all(){try{if(!this.pool)return Promise.resolve(Object.values(this.entries));const e=e=>{if(e.data.result){const[t,i]=e.data.result;this.entries[t]=i}};return this.pool.addEventListener("fulfilled",e),Promise.resolve(this.pool.start()).then((()=>(setTimeout((()=>{this.pool?.removeEventListener("fulfilled",e)})),Object.values(this.entries))),(()=>(this.pool?.removeEventListener("fulfilled",e),Object.values(this.entries))))}catch(e){return Promise.resolve(Object.values(this.entries))}}}let mathjaxLoaded=!1,tex2dataURLExternal,clearVariables,loadMathJaxPromise=null;const loadMathJax=async()=>(loadMathJaxPromise||(loadMathJaxPromise=(async()=>{if(!mathjaxLoaded){const e=await loadMathjaxToSVG();tex2dataURLExternal=e.tex2dataURL,clearVariables=e.clearMathJaxVariables,mathjaxLoaded=!0}})()),loadMathJaxPromise),updateEquation=async(e,t,i,a)=>{await loadMathJax();const n=await tex2dataURLExternal(e,4,i.app);if(n){const e=[];e.push({mimeType:n.mimeType,id:t,dataURL:n.dataURL,created:n.created,size:n.size,hasSVGwithBitmap:!1,shouldScale:!0}),a(e,i)}};async function tex2dataURL(e,t=4,i){return await loadMathJax(),tex2dataURLExternal(e,t,i)}const clearMathJaxVariables=()=>{clearVariables&&clearVariables()};function getMermaidImageElements(e){return e?e.filter((e=>"image"===e.type&&e.customData?.mermaidText)):[]}function getMermaidText(e){return e.customData?.mermaidText}function shouldRenderMermaid(){return obsidian_module.requireApiVersion("1.4.14")}const DB_NAME="Excalidraw "+app.appId,CACHE_STORE="imageCache",BACKUP_STORE="drawingBAK",getKey=e=>`${e.filepath}#${e.blockref??""}#${e.sectionref??""}#${e.isDark?1:0}#${e.hasGroupref}#${e.hasArearef}#${e.hasFrameref}#${e.hasClippedFrameref}#${e.hasSectionref}#${e.inlineFonts}#${e.previewImageType===PreviewImageType.SVGIMG?1:e.previewImageType===PreviewImageType.PNG?0:2}#${e.scale}${e.isTransparent?"#t":""}`;class ImageCache{dbName;cacheStoreName;backupStoreName;db;isInitializing;plugin;app;initializationNotice=!1;obsidanURLCache=new Map;purgeInvalidCacheTimer=null;purgeInvalidBackupTimer=null;destroy(){this.isInitializing=!0,this.purgeInvalidCacheTimer&&clearTimeout(this.purgeInvalidCacheTimer),this.purgeInvalidBackupTimer&&clearTimeout(this.purgeInvalidBackupTimer),this.db=null,this.plugin=null,this.app=null,this.obsidanURLCache.forEach((e=>URL.revokeObjectURL(e))),this.obsidanURLCache.clear(),this.obsidanURLCache=null}constructor(e,t,i){this.dbName=e,this.cacheStoreName=t,this.backupStoreName=i,this.db=null,this.isInitializing=!1,this.plugin=null}async initializeDB(e){if(this.plugin=e,this.app=e.app,!this.isInitializing&&null===this.db){this.isInitializing=!0;try{const e=indexedDB.open(this.dbName);if(e.onupgradeneeded=e=>{const t=e.target.result;t.objectStoreNames.contains(this.cacheStoreName)||t.createObjectStore(this.cacheStoreName),t.objectStoreNames.contains(this.backupStoreName)||t.createObjectStore(this.backupStoreName)},this.db=await new Promise(((t,i)=>{e.onsuccess=e=>{const i=e.target.result;t(i)},e.onerror=()=>{i(new Error(`Failed to open or create IndexedDB database: ${this.dbName}`))}})),!this.db.objectStoreNames.contains(this.cacheStoreName)||!this.db.objectStoreNames.contains(this.backupStoreName)){const e=this.db.version+1;this.db.close();const t=indexedDB.open(this.dbName,e);t.onupgradeneeded=e=>{const t=e.target.result;t.objectStoreNames.contains(this.cacheStoreName)||t.createObjectStore(this.cacheStoreName),t.objectStoreNames.contains(this.backupStoreName)||t.createObjectStore(this.backupStoreName)},await new Promise(((e,i)=>{t.onsuccess=()=>{t.result.close(),e()},t.onerror=()=>{i(new Error(`Failed to upgrade IndexedDB database: ${this.dbName}`))}})),this.db=await new Promise(((e,t)=>{const i=indexedDB.open(this.dbName);i.onsuccess=()=>{const t=i.result;e(t)},i.onerror=()=>{t(new Error(`Failed to open IndexedDB database: ${this.dbName}`))}}))}this.purgeInvalidCacheTimer=window.setTimeout((async()=>{this.purgeInvalidCacheTimer=null,this.purgeInvalidCacheFiles()}),6e4),this.purgeInvalidBackupTimer=window.setTimeout((async()=>{this.purgeInvalidBackupTimer=null,this.purgeInvalidBackupFiles()}),12e4)}finally{this.isInitializing=!1,this.initializationNotice&&(new obsidian_module.Notice("Excalidraw Image Cache is Initialized - You may now retry opening your damaged drawing."),this.initializationNotice=!1),console.log("Initialized Excalidraw Image Cache")}}}async purgeInvalidCacheFiles(){return new Promise(((e,t)=>{const i=this.db.transaction(this.cacheStoreName,"readwrite"),a=i.objectStore(this.cacheStoreName),n=this.app.vault.getFiles(),s=[],r=a.openCursor();r.onsuccess=r=>{const o=r.target.result;if(o){const e=o.key,t=e.split("#").length-1<12,i=e.split("#")[0],r=n.some((e=>e.path===i)),l=r?n.find((e=>e.path===i)):null;(t||!l||l&&l.stat.mtime>o.value.mtime||!o.value.blob&&!o.value.svg)&&(this.obsidanURLCache.has(e)&&(URL.revokeObjectURL(this.obsidanURLCache.get(e)),this.obsidanURLCache.delete(e)),s.push(new Promise(((t,i)=>{const n=a.delete(o.primaryKey);n.onsuccess=()=>t(),n.onerror=t=>{const a=n.error,s=`Failed to delete file with key: ${e}. Error: ${a.message}`;i(new Error(s))}})))),o.continue()}else Promise.all(s).then((()=>{i.commit(),e()})).catch((e=>t(e)))},r.onerror=()=>{const e=r.error;console.log(e);const i=`Failed to purge invalid files from IndexedDB. Error: ${e.message}`;t(new Error(i))}}))}async purgeInvalidBackupFiles(){const e=this.db.transaction(this.backupStoreName,"readwrite"),t=e.objectStore(this.backupStoreName),i=this.app.vault.getFiles(),a=[],n=t.openCursor();return await new Promise(((s,r)=>{n.onsuccess=n=>{const o=n.target.result;if(o){const e=o.key,n=i.some((t=>t.path===e));n||a.push(new Promise(((i,a)=>{const n=t.delete(o.primaryKey);n.onsuccess=()=>i(),n.onerror=()=>a(new Error(`Failed to delete backup file with key: ${e}`))}))),o.continue()}else Promise.all(a).then((()=>{e.commit(),s()})).catch((e=>r(e)))},n.onerror=()=>{const e=n.error,t=`Failed to purge invalid backup files from IndexedDB. Error: ${e.message}`;console.log(e),r(new Error(t))}}))}getObjectStore(e,t){return this.db.transaction(t,e).objectStore(t)}async getCacheData(e){const t=this.getObjectStore("readonly",this.cacheStoreName).get(e);return await new Promise(((e,i)=>{t.onsuccess=()=>{const i=t.result;e(i||null)},t.onerror=()=>{i(new Error("Failed to retrieve data from IndexedDB."))}}))}async getBackupData(e){const t=this.getObjectStore("readonly",this.backupStoreName).get(e);return new Promise(((e,i)=>{t.onsuccess=()=>{const i=t.result;e(i||null)},t.onerror=()=>{i(new Error("Failed to retrieve backup data from IndexedDB."))}}))}isReady(){return!!this.db&&!this.isInitializing&&!!this.plugin&&this.plugin.settings.allowImageCache}fullyInitialized=!1;async getImageFromCache(e){if(!this.isReady())return null;const t=getKey(e);try{const i=this.fullyInitialized?await this.getCacheData(t):await Promise.race([this.getCacheData(t),new Promise(((e,t)=>setTimeout((()=>{t(void 0)}),100)))]);if(this.fullyInitialized=!0,!i)return;const a=this.app.vault.getAbstractFileByPath(e.filepath.split("#")[0]);if(!(a&&a instanceof obsidian_module.TFile))return;if(i&&i.mtime>=a.stat.mtime){if(hasExcalidrawEmbeddedImagesTreeChanged(a,i.mtime,this.plugin))return;if(i.svg)return convertSVGStringToElement(i.svg);if(this.obsidanURLCache.has(t))return this.obsidanURLCache.get(t);const e=URL.createObjectURL(i.blob);return this.obsidanURLCache.set(t,e),e}return}catch(e){return}}async getBAKFromCache(e){return this.isReady()?this.getBackupData(e):null}addImageToCache(e,t,i){if(!this.isReady())return;const a=this.app.vault.getAbstractFileByPath(e.filepath.split("#")[0]);if(!(a&&a instanceof obsidian_module.TFile))return;let n=null,s=null;i instanceof SVGSVGElement?n=i.outerHTML:s=i;const r={mtime:Date.now(),blob:s,svg:n},o=this.db.transaction(this.cacheStoreName,"readwrite").objectStore(this.cacheStoreName),l=getKey(e);o.put(r,l),Boolean(n)||(this.obsidanURLCache.has(l)&&this.obsidanURLCache.get(l)!==t&&URL.revokeObjectURL(this.obsidanURLCache.get(l)),this.obsidanURLCache.set(l,t))}async addBAKToCache(e,t){this.isReady()&&this.db.transaction(this.backupStoreName,"readwrite").objectStore(this.backupStoreName).put(t,e)}async removeBAKFromCache(e){if(!this.isReady())return;const t=this.db.transaction(this.backupStoreName,"readwrite").objectStore(this.backupStoreName);return new Promise(((i,a)=>{const n=t.delete(e);n.onsuccess=()=>{i()},n.onerror=()=>{a(new Error(`Failed to remove backup file with key: ${e}`))}}))}async clearImageCache(){if(this.isReady())return this.obsidanURLCache.forEach((e=>URL.revokeObjectURL(e))),this.obsidanURLCache.clear(),this.clear(this.cacheStoreName,"Image cache was cleared")}async clearBackupCache(){if(this.isReady())return this.clear(this.backupStoreName,"All backups were cleared")}async clear(e,t){if(!this.isReady())return;const i=this.db.transaction([e],"readwrite").objectStore(e);return new Promise(((a,n)=>{const s=i.clear();s.onsuccess=()=>{new obsidian_module.Notice(t),a()},s.onerror=()=>n(new Error(`Failed to clear ${e}.`))}))}}const imageCache=new ImageCache(DB_NAME,CACHE_STORE,BACKUP_STORE),markdownRendererRecursionWatcthdog=new Set,replaceSVGColors=(e,t)=>{if(!t)return e;if("string"==typeof e){for(const[i,a]of Object.entries(t)){if("stroke"===i||"fill"===i){const[t,n,s]=e.match(/(<svg[^>]*)(>)/i)||[];if(!t)continue;e=e.replace(t,t.match(new RegExp(`${i}=["'][^"']*["']`))?n.replace(new RegExp(`${i}=["'][^"']*["']`,"i"),`${i}="${a}"`)+s:`${n} ${i}="${a}"${s}`);continue}const t=new RegExp(`fill="${i}"`,"gi");e=e.replaceAll(t,`fill="${a}"`);const n=new RegExp(`fill:${i}`,"gi");e=e.replaceAll(n,`fill:${a}`);const s=new RegExp(`stroke="${i}"`,"gi");e=e.replaceAll(s,`stroke="${a}"`);const r=new RegExp(`stroke:${i}`,"gi");e=e.replaceAll(r,`stroke:${a}`)}return e}const i=e=>{if(e instanceof SVGElement){const i=e.getAttribute("fill")?.toLocaleLowerCase(),a=e.getAttribute("stroke")?.toLocaleLowerCase();i&&t[i]&&e.setAttribute("fill",t[i]),a&&t[a]&&e.setAttribute("stroke",t[a])}for(const t of e.childNodes)i(t)};"fill"in t&&e.setAttribute("fill",t.fill),"stroke"in t&&e.setAttribute("stroke",t.stroke);for(const t of e.childNodes)i(t);return e};class EmbeddedFile{file=null;isSVGwithBitmap=!1;img="";imgInverted="";mtime=0;plugin;mimeType="application/octet-stream";size={height:0,width:0};linkParts;filenameparts;hostPath;attemptCounter=0;isHyperLink=!1;isLocalLink=!1;hyperlink;colorMap=null;pdfPageViewProps;constructor(e,t,i,a){if(this.plugin=e,this.resetImage(t,i),this.file&&(this.plugin.isExcalidrawFile(this.file)||"svg"===this.file.extension.toLowerCase()))try{this.colorMap=a?JSON.parse(a.toLocaleLowerCase()):null}catch(e){this.colorMap=null}}get hasSeparateDarkAndLightVersion(){return this.isSVGwithBitmap}resetImage(e,t){return this.imgInverted=this.img="",this.mtime=0,t.startsWith("https://")||t.startsWith("http://")||t.startsWith("ftp://")||t.startsWith("ftps://")?(this.isHyperLink=!0,void(this.hyperlink=t)):t.startsWith("file://")?(this.isLocalLink=!0,void(this.hyperlink=t)):(this.linkParts=getLinkParts(t),this.hostPath=e,void(this.linkParts.path?(this.linkParts.width||(this.linkParts.width=this.plugin.settings.mdSVGwidth),this.linkParts.height||(this.linkParts.height=this.plugin.settings.mdSVGmaxHeight),this.file=this.plugin.app.metadataCache.getFirstLinkpathDest(this.linkParts.path,e),this.file?(this.filenameparts=getEmbeddedFilenameParts(t),this.filenameparts.filepath=this.file.path):0===this.attemptCounter++&&new obsidian_module.Notice(`Excalidraw Warning: could not find image file: ${t}`,5e3)):new obsidian_module.Notice(`Excalidraw Error\nIncorrect embedded filename: ${t}`)))}fileChanged(){return!this.isHyperLink&&!this.isLocalLink&&(this.file||(this.file=this.plugin.app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),this.file)?this.mtime!==this.file.stat.mtime:(this.attemptCounter++,!1))}setImage({imgBase64:e,mimeType:t,size:i,isDark:a,isSVGwithBitmap:n,pdfPageViewProps:s}){if(this.file||this.isHyperLink||this.isLocalLink)switch(this.fileChanged()&&(this.imgInverted=this.img=""),this.isSVGwithBitmap=n,this.mtime=this.isHyperLink||this.isLocalLink?0:this.file.stat.mtime,this.pdfPageViewProps=s,this.size=i,this.mimeType=t,a&&this.hasSeparateDarkAndLightVersion){case!0:this.imgInverted=e;break;case!1:this.img=e}}isLoaded(e){if(!this.isHyperLink&&!this.isLocalLink){if(!this.file&&(this.file=this.plugin.app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),!this.file))return this.attemptCounter++,!0;if(this.fileChanged())return!1}return this.hasSeparateDarkAndLightVersion&&e?""!==this.imgInverted:""!==this.img}getImage(e){return this.file||this.isHyperLink||this.isLocalLink?this.hasSeparateDarkAndLightVersion&&e?this.imgInverted:this.img:""}shouldScale(){return this.isHyperLink||this.isLocalLink||!Boolean(this.linkParts&&this.linkParts.original&&this.linkParts.original.endsWith("|100%"))}}class EmbeddedFilesLoader{pdfDocsMap=new Map;plugin;isDark;terminate=!1;uid;constructor(e,t){this.plugin=e,this.isDark=t,this.uid=nanoid()}emptyPDFDocsMap(){this.pdfDocsMap.forEach((e=>e.destroy())),this.pdfDocsMap.clear()}async getObsidianImage(e,t){const i=await this._getObsidianImage(e,t);return this.emptyPDFDocsMap(),i}async getExcalidrawSVG({isDark:e,file:t,depth:i,inFile:a,hasSVGwithBitmap:n,elements:s=[]}){const r=isMaskFile(this.plugin,t),o=hasExportTheme(this.plugin,t)?getExportTheme(this.plugin,t,"light"):void 0,l={withBackground:!!hasExportBackground(this.plugin,t)&&getWithBackground(this.plugin,t),withTheme:!!o,isMask:r,skipInliningFonts:!1},c=!Boolean(a instanceof EmbeddedFile?a.colorMap:null)&&this.plugin.settings.allowImageCacheInScene&&t&&imageCache.isReady(),d=Boolean(a instanceof EmbeddedFile&&a.filenameparts),h=d?a.filenameparts:null,p={...d?{...h,inlineFonts:!l.skipInliningFonts}:{filepath:t.path,hasBlockref:!1,hasGroupref:!1,hasTaskbone:!1,hasArearef:!1,hasFrameref:!1,hasClippedFrameref:!1,hasSectionref:!1,inlineFonts:!l.skipInliningFonts,blockref:null,sectionref:null,linkpartReference:null,linkpartAlias:null},isDark:e,previewImageType:PreviewImageType.SVG,scale:1,isTransparent:!l.withBackground},u=c?await imageCache.getImageFromCache(p):void 0,m=u&&u instanceof SVGSVGElement?u:replaceSVGColors(await createSVG(d?h.hasGroupref||h.hasBlockref||h.hasSectionref||h.hasFrameref||h.hasClippedFrameref?h.filepath+h.linkpartReference:t.path:t?.path,!1,d&&h.hasClippedFrameref?{...l,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:l,this,o,null,null,s,this.plugin,i+1,getExportPadding(this.plugin,t)),a instanceof EmbeddedFile?a.colorMap:null),g=m.querySelectorAll("image:not([href^='data:image/svg'])");g.length>0&&(n=!0),n&&e&&!Boolean(u)&&g.forEach((e=>{const t=e.parentElement?.id;t.endsWith("-invert-bitmap")||m.querySelectorAll(`use[href='#${t}']`).forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))}));const f=m.querySelectorAll("symbol[id$='-no-invert-svg']");if(f.length>0&&(n=!0),f.length>0&&e&&!Boolean(u)&&f.forEach((e=>{const t=e.id;m.querySelectorAll(`use[href='#${t}']`).forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))})),!n&&m.getAttribute("hasbitmap")&&(n=!0),c&&!Boolean(u)&&imageCache.addImageToCache(p,"",m),!m.hasAttribute("width")&&m.hasAttribute("viewBox")){const e=m.getAttr("viewBox").split(" ");Boolean(e[2])&&m.setAttribute("width",e[2]),Boolean(e[3])&&m.setAttribute("height",e[3])}return{dataURL:svgToBase64(m.outerHTML),hasSVGwithBitmap:n}}getLocalPath(e){const t=e.split("file://")[1];return t.startsWith("/")?t.substring(1):t}async _getObsidianImage(e,t){if(!this.plugin||!e)return null;const i=this.plugin.app,a=e instanceof EmbeddedFile&&e.isHyperLink,n=e instanceof EmbeddedFile&&e.isLocalLink,s=e instanceof EmbeddedFile?e.hyperlink:"",r=e instanceof EmbeddedFile?e.file:e;if(r&&markdownRendererRecursionWatcthdog.has(r))return new obsidian_module.Notice(`Loading of ${r.path}. Please check if there is an inifinite loop of one file embedded in the other.`),null;const o=a?null:e instanceof EmbeddedFile?e.linkParts:{original:r.path,path:r.path,isBlockRef:!1,ref:null,width:this.plugin.settings.mdSVGwidth,height:this.plugin.settings.mdSVGmaxHeight,page:null};let l=!1;const c=!a&&!n&&this.plugin.isExcalidrawFile(r),d=!a&&!n&&"pdf"===r.extension.toLowerCase();if(!(a||d||n||IMAGE_TYPES.contains(r.extension)||c||"md"===r.extension))return null;const h=a||d||c?null:n?await readLocalFileBinary(this.getLocalPath(e.hyperlink)):await i.vault.readBinary(r);let p=null;if(c){const i=await this.getExcalidrawSVG({isDark:this.isDark,file:r,depth:t,inFile:e,hasSVGwithBitmap:l});p=i.dataURL,l=i.hasSVGwithBitmap}const u=c?p:null,[m,g,f]=d?await this.pdfToDataURL(r,o):[null,null,null];let b=d?"image/png":"image/svg+xml";const U=a||n?getURLImageExtension(s):r.extension;c||d||(b=getMimeType(U));let E=a?e instanceof EmbeddedFile?await getDataURLFromURL(e.hyperlink,b):null:u??m??("svg"===r?.extension?await getSVGData(i,r,e instanceof EmbeddedFile?e.colorMap:null):"md"===r?.extension?null:await getDataURL(h,b));if(!a&&!E&&!n){markdownRendererRecursionWatcthdog.add(r);const e=await this.convertMarkdownToSVG(this.plugin,r,o,t);markdownRendererRecursionWatcthdog.delete(r),E=e.dataURL,l=e.hasSVGwithBitmap}try{const t=d?g:await getImageSize(E);return{mimeType:b,fileId:await generateIdFromFile(a||d||c?(new TextEncoder).encode(E).buffer:h,e instanceof EmbeddedFile?e.filenameparts?.linkpartReference:void 0),dataURL:E,created:a||n?0:r.stat.mtime,hasSVGwithBitmap:l,size:t,pdfPageViewProps:f}}catch(e){return null}}async loadSceneFiles({excalidrawData:e,addFiles:t,depth:i,isThemeChange:a=!1,fileIDWhiteList:n}){if(i>7)return void new obsidian_module.Notice(t$d("INFINITE_LOOP_WARNING")+i.toString(),6e3);const s=e.getFileEntries();let r;void 0===this.isDark&&(this.isDark="dark"===e?.scene?.appState?.theme);const o=[];o.push([]);let l=0;const c=setInterval((()=>{if(this.terminate)clearInterval(c);else if(0!==o[l].length){try{t(o[l],this.isDark,!1)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}o.push([]),l++}}),1200),d=function*(){for(;!(r=s.next()).done;){if(n&&!n.has(r.value[0]))continue;const e=r.value[1],t=r.value[0];yield promiseTry((async()=>{if(!this.terminate)if(e.isLoaded(this.isDark)){if(e.hasSeparateDarkAndLightVersion&&(0!==i||a)){const i={mimeType:e.mimeType,id:t,dataURL:e.getImage(this.isDark),created:e.mtime,size:e.size,hasSVGwithBitmap:e.isSVGwithBitmap,shouldScale:e.shouldScale(),pdfPageViewProps:e.pdfPageViewProps};o[l].push(i)}}else{const a=await this._getObsidianImage(e,i);if(a){const i={mimeType:a.mimeType,id:t,dataURL:a.dataURL,created:a.created,size:a.size,hasSVGwithBitmap:a.hasSVGwithBitmap,shouldScale:e.shouldScale(),pdfPageViewProps:a.pdfPageViewProps};o[l].push(i)}}}))}let t;const c=e.getEquationEntries();for(;!(t=c.next()).done;){if(n&&!n.has(t.value[0]))continue;const i=t.value[1],a=t.value[0];yield promiseTry((async()=>{if(!this.terminate&&!e.getEquation(a).isLoaded){const e=i.latex,t=await tex2dataURL(e,4,this.plugin);if(t){const e={mimeType:t.mimeType,id:a,dataURL:t.dataURL,created:t.created,size:t.size,hasSVGwithBitmap:!1,shouldScale:!0};o[l].push(e)}}}))}if(shouldRenderMermaid()){const t=getMermaidImageElements(e.scene.elements);for(const e of t)yield promiseTry((async()=>{if(this.terminate)return;const t=getMermaidText(e),a=await mermaidToExcalidraw(t,{themeVariables:{fontSize:"20"}});if(a)if(a?.files)for(const t in a.files){const i={...a.files[t],id:e.fileId,created:Date.now(),hasSVGwithBitmap:!1,shouldScale:!0,size:await getImageSize(a.files[t].dataURL)};o[l].push(i)}else if(a?.elements){if(this.terminate)return;const t=await this.getExcalidrawSVG({isDark:this.isDark,file:null,depth:i,inFile:null,hasSVGwithBitmap:!1,elements:a.elements});if(t?.dataURL){const i=await getImageSize(t.dataURL),a={mimeType:"image/svg+xml",id:e.fileId,dataURL:t.dataURL,created:Date.now(),hasSVGwithBitmap:t.hasSVGwithBitmap,size:i,shouldScale:!0};o[l].push(a)}}}))}}.bind(this)(),h=this.plugin.settings.renderingConcurrency;if(this.terminate||await new PromisePool(d,h).all(),clearInterval(c),this.emptyPDFDocsMap(),this.terminate)t(void 0,this.isDark,!0);else try{t(o[l],this.isDark,!0)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}async pdfToDataURL(e,t){try{let i=0,a=0;const n=this.pdfDocsMap.get(e.path)??await getPDFDoc(e);this.pdfDocsMap.has(e.path)||this.pdfDocsMap.set(e.path,n);const s=isNaN(t.page)?1:t.page??1,r=this.plugin.settings.pdfScale,o=t.ref.split("rect=")[1]?.split(",").map((e=>parseInt(e))),l=o&&4===o.length&&o.every((e=>!isNaN(e)));let c;const d=async e=>{const t=createEl("canvas"),s=t.getContext("2d"),d=await n.getPage(e),h=d.getViewport({scale:r});a=t.height=Math.round(h.height),i=t.width=Math.round(h.width);const p={canvasContext:s,background:"rgba(0,0,0,0)",viewport:h};for(let e=0;e<4;e++)try{await d.render(p).promise;break}catch(t){if(3===e)throw t;await sleep(50*(e+1));continue}const[u,m,g,f]=d.view;if(c={left:u,bottom:m,right:g,top:f},c.rotate=d.rotate,l){const e=f-m,n=g-u;if(!d.rotate||0===d.rotate)return i=(o[2]-o[0])*r,a=(o[3]-o[1])*r,cropCanvas(t,{left:(o[0]-u)*r,top:(m+e-o[3])*r,width:i,height:a});if(90===d.rotate)return i=(o[3]-o[1])*r,a=(o[2]-o[0])*r,cropCanvas(t,{left:o[1]*r,top:(e-o[2])*r,width:i,height:a});if(180===d.rotate)return i=(o[2]-o[0])*r,a=(o[3]-o[1])*r,cropCanvas(t,{left:(n-o[2])*r,top:o[1]*r,width:i,height:a});if(270===d.rotate)return i=(o[3]-o[1])*r,a=(o[2]-o[0])*r,cropCanvas(t,{left:(n-o[3])*r,top:o[0]*r,width:i,height:a})}return t},h=await d(s);if(h){const e=[`data:image/png;base64,${await new Promise(((e,t)=>{h.toBlob((async t=>{const i=await blobToBase64(t);e(i)}))}))}`,{width:i,height:a},c];return h.width=0,h.height=0,e}}catch(e){return console.log(e),[null,null,null]}}async convertMarkdownToSVG(e,t,i,a){let n=!1;const s=await getTransclusion(i,e.app,t);let r=(s.leadingHashes??"")+s.contents;""===r&&(r="# Empty markdown file\nCTRL+Click here to open the file for editing in the current active pane, or CTRL+SHIFT+Click to open it in an adjacent pane.");const o=e.app.metadataCache.getFileCache(t);let l,c=e.settings.mdFont;switch(o?.frontmatter&&Boolean(o.frontmatter[FRONTMATTER_KEYS.font.name])&&(c=o.frontmatter[FRONTMATTER_KEYS.font.name]),c){case"Virgil":l=await getCSSFontDefinition(1);break;case"Cascadia":l=await getCSSFontDefinition(3);break;case"Assistant":case"Helvetica":l=await getCSSFontDefinition(2);break;case"Excalifont":l=await getCSSFontDefinition(5);break;case"Nunito":l=await getCSSFontDefinition(6);break;case"Lilita One":l=await getCSSFontDefinition(7);break;case"Comic Shanns":l=await getCSSFontDefinition(8);break;case"Liberation Sans":l=await getCSSFontDefinition(9);break;case"":l="";break;default:const i=await getFontDataURL(e.app,c,t.path);l=i.fontDef,c=i.fontName}o?.frontmatter&&null!==o.frontmatter.banner&&(r=r.replace(/banner:\s*.*/,""));const d=o?.frontmatter?o.frontmatter[FRONTMATTER_KEYS["font-color"].name]??e.settings.mdFontColor:e.settings.mdFontColor;let h=o?.frontmatter?o.frontmatter[FRONTMATTER_KEYS["md-css"].name]??"":"",p=!1;if(h&&""!==h){const i=e.app.metadataCache.getFirstLinkpathDest(h,t.path);i&&(h=await e.app.vault.read(i),p=!0)}if(!p)if(e.settings.mdCSS&&""!==e.settings.mdCSS){const i=e.app.metadataCache.getFirstLinkpathDest(e.settings.mdCSS,t.path);h+=i?`\n${await e.app.vault.read(i)}`:DEFAULT_MD_EMBED_CSS}else h+=DEFAULT_MD_EMBED_CSS;const u=o?.frontmatter?o.frontmatter[FRONTMATTER_KEYS["border-color"].name]??e.settings.mdBorderColor:e.settings.mdBorderColor;u&&""!==u&&!h.match(/svg/i)&&(h+=`svg{border:2px solid;color:${u};transform:scale(.95)}`);let m=` width="${i.width}px" height="100000"`,g=` width="${i.width}px" height="100%"`;const f=(e,t,i)=>`<svg xmlns="http://www.w3.org/2000/svg"${m}>${i?`<style>${i}</style>`:""}<foreignObject x="0" y="0"${g}>${e}${t}</foreignObject>${""!==l?`<defs><style>${l}</style></defs>`:""}</svg>`,b=createDiv();b.setAttribute("xmlns","http://www.w3.org/1999/xhtml"),b.setAttribute("class","excalidraw-md-host"),""!==c&&(b.style.fontFamily=c),b.style.overflow="auto",b.style.display="block",b.style.color=d&&""!==d?d:"initial",await obsidian_module.MarkdownRenderer.render(this.plugin.app,r,b,t.path,this.plugin),b.querySelectorAll(":scope > *[class^='frontmatter']").forEach((e=>b.removeChild(e))),await replaceBlobWithBase64(b);const U=Array.from(b.querySelectorAll("span[class='internal-embed']"));for(let i=0;i<U.length;i++){const a=U[i],n=a.getAttribute("src");if(!n)continue;const s=a.getAttribute("width"),r=a.getAttribute("height"),o=new EmbeddedFile(e,t.path,n);if(!o.file)continue;const l=await this._getObsidianImage(o,1),c=createEl("img");s&&c.setAttribute("width",s),r&&c.setAttribute("height",r),c.src=l.dataURL,a.replaceWith(c)}const E=document.body.createDiv();E.style.display="none";const w=E.createEl("iframe").contentWindow.document;if(h){const e=w.createElement("style");e.type="text/css",e.innerHTML=h,w.head.appendChild(e)}const y=w.importNode(b,!0);w.body.appendChild(y);const v=createDiv();v.setAttribute("class","excalidraw-md-footer"),w.body.appendChild(v),w.body.querySelectorAll("*").forEach((e=>{const t=e.style,i=window.getComputedStyle(e);let a="";for(const e in t)t.hasOwnProperty(e)&&(a+=`${e}: ${i[e]};`);e.setAttribute("style",a)}));const T=(new XMLSerializer).serializeToString(y),S=(new XMLSerializer).serializeToString(v);document.body.removeChild(E);const _=new DOMParser,x=_.parseFromString(f(T,S),"image/svg+xml").firstElementChild,I=createDiv();I.appendChild(x),document.body.appendChild(I);const C=x.querySelector(".excalidraw-md-footer").scrollHeight,A=x.querySelector(".excalidraw-md-host").scrollHeight+C,k=A<=i.height?A:i.height;document.body.removeChild(I),m=` width="${i.width}px" height="${k}px"`,g=` width="${i.width}px" height="${k}px"`,b.style.height=k-C+"px",b.style.overflow="hidden";const O=b.querySelectorAll("img:not([src^='data:image/svg+xml'])");O.length>0&&(n=!0),n&&this.isDark&&O.forEach((e=>{e instanceof HTMLImageElement&&(e.style.filter=THEME_FILTER)}));const R=f((new XMLSerializer).serializeToString(b),'<div class="excalidraw-md-footer"></div>',h);return e.ea.mostRecentMarkdownSVG=_.parseFromString(R,"image/svg+xml").firstElementChild,{dataURL:svgToBase64(R),hasSVGwithBitmap:n}}}const getSVGData=async(e,t,i)=>svgToBase64(replaceSVGColors(await e.vault.read(t),i)),generateIdFromFile=async(e,t)=>{let i;try{const a=new Uint8Array(e);let n;if(t){const e=(new TextEncoder).encode(t);n=new Uint8Array(a.length+e.length),n.set(a),n.set(e,a.length)}else n=a;const s=n.buffer.slice(n.byteOffset,n.byteOffset+n.byteLength),r=await window.crypto.subtle.digest("SHA-1",s);i=Array.from(new Uint8Array(r)).map((e=>e.toString(16).padStart(2,"0"))).join("")}catch(e){errorlog({where:"EmbeddedFileLoader.generateIdFromFile",error:e}),i=fileid()}return i},replaceBlobWithBase64=async e=>{const t=e.querySelectorAll('img[src^="blob:app://obsidian.md"]');for(let e of t){const t=e.src;try{const i=await fetch(t),a=await i.blob(),n=await blobToBase64(a);e.src=`data:${a.type};base64,${n}`}catch(e){console.error(`Failed to fetch or convert blob: ${t}`,e)}}};class WeakArray{weakArray=[];constructor(){}push(e){this.weakArray.push(new WeakRef(e))}forEach(e){this.weakArray.forEach(((t,i)=>{const a=t.deref();a&&e(a,i)}))}removeObjects(e){this.weakArray=this.weakArray.filter((t=>{const i=t.deref();return i&&!e.has(i)}))}clear(){this.weakArray=[]}}class ScriptEngine{plugin;app;scriptPath;scriptIconMap;eaInstances=new WeakArray;constructor(e){this.plugin=e,this.app=e.app,this.scriptIconMap={},this.loadScripts(),this.registerEventHandlers()}removeViewEAs(e){const t=new Set;this.eaInstances.forEach((i=>{i.targetView===e&&(t.add(i),i.sidepanelTab?(i.targetView=null,i.sidepanelTab.onExcalidrawViewClosed()):i.destroy())})),this.eaInstances.removeObjects(t)}destroy(){this.eaInstances.forEach((e=>e.destroy())),this.eaInstances.clear(),this.eaInstances=null,this.scriptIconMap=null,this.plugin=null,this.scriptPath=null}handleSvgFileChange(e){if(!e.endsWith(".svg"))return;const t=this.app.vault.getAbstractFileByPath(getIMGFilename(e,"md"));t&&t instanceof obsidian_module.TFile&&(this.unloadScript(this.getScriptName(t),t.path),this.loadScript(t))}async deleteEventHandler(e){e instanceof obsidian_module.TFile&&e.path.startsWith(this.scriptPath)&&(this.unloadScript(this.getScriptName(e),e.path),this.handleSvgFileChange(e.path))}async createEventHandler(e){e instanceof obsidian_module.TFile&&e.path.startsWith(this.scriptPath)&&(this.loadScript(e),this.handleSvgFileChange(e.path))}async renameEventHandler(e,t){if(!(e instanceof obsidian_module.TFile))return;const i=t.startsWith(this.scriptPath),a=e.path.startsWith(this.scriptPath);i&&(this.unloadScript(this.getScriptName(t),t),this.handleSvgFileChange(t)),a&&(this.loadScript(e),this.handleSvgFileChange(e.path))}registerEventHandlers(){this.plugin.registerEvent(this.app.vault.on("delete",(e=>this.deleteEventHandler(e)))),this.plugin.registerEvent(this.app.vault.on("create",(e=>this.createEventHandler(e)))),this.plugin.registerEvent(this.app.vault.on("rename",((e,t)=>this.renameEventHandler(e,t))))}updateScriptPath(){this.scriptPath!==this.plugin.settings.scriptFolderPath&&(this.scriptPath&&this.unloadScripts(),this.loadScripts())}getListofScripts(){if(this.scriptPath=this.plugin.settings.scriptFolderPath,this.scriptPath&&(this.scriptPath=obsidian_module.normalizePath(this.scriptPath),this.app.vault.getAbstractFileByPath(this.scriptPath)))return this.app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath+"/")&&"md"===e.extension))}loadScripts(){this.getListofScripts()?.forEach((e=>this.loadScript(e)))}getScriptName(e){let t="",i="";e instanceof obsidian_module.TFile?(t=e.basename,i=e.path):(t=splitFolderAndFilename(e).basename,i=e);const a=i.split(`${this.scriptPath}/`)[1];a||console.warn(`ScriptEngine.getScriptName unexpected basename: ${t}; path: ${i}`);const n=a?.lastIndexOf("/");return n>-1?a.substring(0,n+1)+t:t}getScriptFileByName(e){return this.getListofScripts()?.find((t=>this.getScriptName(t)===e))??null}async addScriptIconToMap(e,t){const i=getIMGFilename(e,"svg"),a=this.app.vault.getAbstractFileByPath(i),n=a&&a instanceof obsidian_module.TFile?await this.app.vault.read(a):null;this.scriptIconMap={...this.scriptIconMap};const s=splitFolderAndFilename(t);this.scriptIconMap[e]={name:s.filename,group:s.folderpath,svgString:n},this.updateToolPannels()}loadScript(e){if("md"!==e.extension)return;const t=this.getScriptName(e);this.addScriptIconToMap(e.path,t),this.plugin.addCommand({id:t,name:`(Script) ${t}`,checkCallback:i=>{if(i)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const a=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!a&&((async()=>{const i=stripYamlFrontmatter(await this.app.vault.read(e));i&&this.executeScript(a,i,t,e)})(),!0)}})}unloadScripts(){const e=this.app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath)));e.forEach((e=>{this.unloadScript(this.getScriptName(e),e.path)}))}unloadScript(e,t){if(!t.endsWith(".md"))return;delete this.scriptIconMap[t],this.scriptIconMap={...this.scriptIconMap},this.updateToolPannels();const i=`${PLUGIN_ID}:${e}`;this.app.commands.commands[i]&&delete this.app.commands.commands[i]}async executeScript(e=void 0,t,i,a){if(!t||!i)return;e&&e.getScene().elements.some((e=>!e.isDeleted&&"text"===e.type&&e.id.length>8))&&await e.save(!1,!0),t=stripYamlFrontmatter(t);const n=getEA(e);this.eaInstances.push(n),n.activeScript=i;const s=Object.getPrototypeOf((async()=>{})).constructor;let r=null;return r=await new s("ea","utils",t)(n,{inputPrompt:(t,i,a,n,s,r,o,l,c,d)=>{if("object"==typeof t){const e=t;t=e.header,i=e.placeholder,a=e.value,n=e.buttons,s=e.lines,r=e.displayEditorButtons,o=e.customComponents,l=e.blockPointerInputOutsideModal,c=e.controlsOnTop,d=e.draggable}return ScriptEngine.inputPrompt(e,this.plugin,this.app,t,i,a,n,s,r,o,l,c,d)},suggester:(e,t,i,a)=>ScriptEngine.suggester(this.app,e,t,i,a),scriptFile:a}),r}updateToolPannels(){getExcalidrawViews(this.app).forEach((e=>{e.toolsPanelRef?.current?.updateScriptIconMap(this.scriptIconMap)}))}static async inputPrompt(e,t,i,a,n,s,r,o,l,c,d,h,p=!1){try{return await GenericInputPrompt.Prompt(e,t,i,a,n,s,r,o,l,c,d,h,p)}catch{return}}static async suggester(e,t,i,a,n){try{return await GenericSuggester.Suggest(e,t,i,a,n)}catch(e){return}}}async function insertImageToView(e,t,i,a,n=!0,s=!1){n&&e.clear(),e.style.strokeColor="transparent",e.style.backgroundColor="transparent";const r=e.getExcalidrawAPI();e.canvas.theme=r.getAppState().theme;const o=await e.addImage(t.x,t.y,i,a);return n&&await e.addElementsToView(s,!0,!0),o}function deleteAppStateKeys(e,[...t]){return t.forEach((t=>{delete e[t]})),e}async function insertEmbeddableToView(e,t,i,a,n=!0){n&&e.clear();const s=e.getExcalidrawAPI().getAppState();if(e.plugin.settings.embeddableMarkdownDefaults.backgroundMatchElement?e.style.backgroundColor=s.currentItemBackgroundColor:e.style.backgroundColor="transparent",e.plugin.settings.embeddableMarkdownDefaults.borderMatchElement?e.style.strokeColor=s.currentItemStrokeColor:e.style.strokeColor="transparent",i&&(IMAGE_TYPES.contains(i.extension)||e.isExcalidrawFile(i))&&!ANIMATED_IMAGE_TYPES.contains(i.extension))return await insertImageToView(e,t,a??i,void 0,n);{let s=MAX_IMAGE_SIZE;(i&&AUDIO_TYPES.contains(i.extension.toLowerCase())||a&&AUDIO_TYPES.contains(a.match(/\[\[[^\]]+?\.([^\.\]]+)]]/)?.[1]?.toLocaleLowerCase()))&&(e.style.strokeColor="transparent",e.style.backgroundColor="transparent",s=getAudioElementHeight());const r=e.addEmbeddable(t.x,t.y,MAX_IMAGE_SIZE,s,a,i);return n&&await e.addElementsToView(!1,!0,!0),r}}function getLinkTextFromLink(e){if(!e)return;if(e.match(REG_LINKINDEX_HYPERLINK))return;const t=REGEX_LINK.getRes(e).next();if(!t.value)return;const i=REGEX_LINK.getLink(t);return i.match(REG_LINKINDEX_HYPERLINK)?void 0:i}function openTagSearch(e,t,i){const a=REGEX_TAGS.getResList(e);if(!a.length||!a[0].value||a[0].value.length<2)return;const n=`tag:${a[0].value[1]}`,s=t.internalPlugins.getPluginById("global-search");if(s){const e=s.instance;e&&e.openGlobalSearch(n)}i&&i.isFullscreen()&&i.exitFullscreen()}function getLinkFromMarkdownLink(e){const t=/^\[[^\]]*]\(([^\)]*)\)/.exec(e);return t?t[1]:e}function isInternalLink(e){return!!(e=getLinkFromMarkdownLink(e)).startsWith("cmd://")||!!e.startsWith("obsidian://")||!e.match(REG_LINKINDEX_HYPERLINK)}function sceneRemoveInternalLinks(e){const t=JSON.parse(JSON.stringify(e.elements));return t.forEach((e=>{e.link&&isInternalLink(e.link)&&(e.link=null)})),t}function openExternalLink(e,t,i){if((e=getLinkFromMarkdownLink(e)).match(/^cmd:\/\/.*/)){const i=e.replace("cmd://","");return t.commands.executeCommandById(i),!0}return!(e.startsWith("obsidian://")||!e.match(REG_LINKINDEX_HYPERLINK)||(window.open(e,"_blank"),0))}function parseObsidianLink(e,t,i=!0,a=!0){if(!e)return!1;if(e=getLinkFromMarkdownLink(e),!e?.startsWith("obsidian://"))return!1;const n=new URL(e),s=n.pathname.slice(2),r={};if(n.searchParams.forEach(((e,t)=>{r[t]=decodeURIComponent(e)})),"open"===s&&r.vault===t.vault.getName()){const e=r.file,a=t.metadataCache.getFirstLinkpathDest(e,"");if(a&&a instanceof obsidian_module.TFile)return i?`[[${a.path}]]`:a.path}return a&&window.open(e,"_blank"),!0}function getExcalidrawFileForwardLinks(e,t,i){let a="";const n=e.metadataCache.getLinks()[t.path];if(n&&n.length>0){const s=new Set;n.forEach((a=>{const n=getLinkParts(a.link),r=e.metadataCache.getFirstLinkpathDest(n.path,t.path);if(r&&r.path!==t.path){if(i.has(r.path))return;i.add(r.path),s.add(`[[${r.path}${n.ref?"#"+n.ref:""}|Second Order Link: ${r.basename}]]`)}})),a=[...s].join(" ")}return a}function getFrameBasedOnFrameNameOrId(e,t){const i=t.filter((e=>"frame"===e.type)).map((e=>({el:e,id:e.id,name:e.name??"Frame"}))).filter((t=>t.id===e||t.name===e)).map((e=>e.el));return 1===i.length?i[0]:null}async function addBackOfTheNoteCard(e,t,i=!0,a,n,s=!1,r){const o=e.data,l=getExcalidrawMarkdownHeaderSection(o),c=o.split(l)[1],d=c&&c.startsWith("%%"),h=l.match(/#\n+$/m),p=Boolean(h);e.data=o.replace(l,(()=>(p?l.substring(0,l.length-h[0].length):l)+`\n# ${t}\n\n${a?a+"\n\n":""}${d||p?"#\n":""}`)),await e.forceSave(!0);let u,m=0;for(await sleep(200);m++<10&&!(u=(await e.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e.file)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!MD_EX_SECTIONS.includes(e.display))).map((e=>cleanSectionHeading(e.display))).find((e=>e===t)));)await sleep(200);const g=getEA(e);let{x:f,y:b}=r??g.targetView.currentPosition;if(s){const e=g.getViewCenterPosition();e&&(f=e.x-CARD_WIDTH/2,b=e.y-CARD_HEIGHT/2)}const U=g.addEmbeddable(f,b,CARD_WIDTH,CARD_HEIGHT,`[[${e.file.path}#${t}]]`,void 0,n);await g.addElementsToView(!s,!1,!0);const E=e.excalidrawAPI,w=g.getViewElements().find((e=>e.id===U));return E.selectElements([w]),i&&window.setTimeout((()=>{E.updateScene({appState:{activeEmbeddable:{element:w,state:"active"}},captureUpdate:CaptureUpdateAction.NEVER}),u&&e.getEmbeddableLeafElementById(w.id)?.editNode?.()}),200),g.destroy(),w.id}function renderContextMenuAction(e,t,i,a){return e.createElement("li",{key:nanoid$1(),onClick:()=>{a((()=>i()))}},e.createElement("button",{className:"context-menu-item"},e.createElement("div",{className:"context-menu-item__label"},t),e.createElement("kbd",{className:"context-menu-item__shortcut"},"")))}function tmpBruteForceCleanup(e){window.setTimeout((()=>{e&&Object.keys(e).forEach((t=>{delete e[t]}))}),500)}function isTextImageTransclusion(e,t,i){const a=e.trim().matchAll(/^!\[\[([^|\]]*)?.*?]]$|^!\[[^\]]*?]\((.*?)\)$/g).next();if(a?.value?.[0]){const e=a.value[1]??a.value[2],n=t.app.metadataCache.getFirstLinkpathDest(e?.split("#")[0],t.file.path);if(t.file===n)return e?.split("#")[1]&&!isImagePartRef(getEmbeddedFilenameParts(e))||new obsidian_module.Notice(t$d("RECURSIVE_INSERT_ERROR")),!1;if(n&&n instanceof obsidian_module.TFile){if(t.plugin.isExcalidrawFile(n)&&e?.split("#")[1]&&!isImagePartRef(getEmbeddedFilenameParts(e)))return!1;if("md"!==n.extension||t.plugin.isExcalidrawFile(n))return i(e,n),!0;new obsidian_module.Notice(t$d("USE_INSERT_FILE_MODAL"),5e3)}}return!1}function displayFontMessage(e){const t=new obsidian_module.Modal(e);t.onOpen=()=>{const e=t.contentEl;e.createEl("h2",{text:t$d("FONT_INFO_TITLE")});const i=t$d("FONT_INFO_DETAILED");e.createDiv({cls:"release-notes"}).innerHTML=i},t.open()}async function toggleImageAnchoring(e,t,i,a){const n=getEA(t);let s=t.getViewElements().find((t=>t.id===e.id));if(s){if(n.copyViewElementsToEAforEditing([s]),s=n.getElements()[0],s.customData||(s.customData={}),s.customData.isAnchored=i,i){const{height:e,width:t}=a.size,i=t-s.width,n=e-s.height;s.height=e,s.width=t,s.x-=i/2,s.y-=n/2}await n.addElementsToView(!1,!1),n.destroy()}else n.destroy()}function onLoadMessages(e,t,i){setTimeout((()=>{!(t.appState.frameRendering?.markerEnabled??1)&&t.elements.some((e=>"frame"===e.type&&"marker"===e.frameRole))&&new obsidian_module.Notice(t$d("MARKER_FRAME_RENDERING_DISABLED_NOTICE"))}))}function getViewColorPalette(e,t,i=!1){if(!t)return getDefaultColorPalette();const a=t.excalidrawAPI,{colorPalette:n}=a.getAppState();if(!n||!n.hasOwnProperty(e))return getDefaultColorPalette();const s=n[e];if(!Array.isArray(s))return[s];const r=t.hookServer?.getCM?.bind(t.hookServer)??t.plugin.ea.getCM.bind(t.plugin.ea),o=e=>{const t=r?.(e),i=t?.lightness;return"number"==typeof i?i:Number.POSITIVE_INFINITY},l=e=>{if(!e)return e;if("transparent"===e.toLowerCase())return"transparent";const t=r?.(e);if(t&&"function"==typeof t.stringHEX)try{const e=t.alpha,i="number"!=typeof e||1!==e;return t.stringHEX({alpha:i}).toLowerCase()}catch{}return t&&"function"==typeof t.toString?t.toString().toLowerCase():e.toLowerCase()},c=s.filter((e=>Array.isArray(e))).map((e=>e.slice().sort(((e,t)=>o(t)-o(e))))),d=s.filter((e=>"string"==typeof e)),h=c.flatMap((e=>e)).filter(Boolean).map((e=>l(e))),p=new Set(h),u=new Set,m=d.filter((e=>{const t=l(e);return!(!t||p.has(t)||u.has(t)||(u.add(t),0))}));if(!i||!["elementBackground","elementStroke"].includes(e))return[...c,...m];const g=(f=s,f.flatMap((e=>Array.isArray(e)?e:[e])).filter((e=>"string"==typeof e&&Boolean(e)))).map((e=>l(e)));var f;const b=new Set(m.filter((e=>"transparent"!==e.toLowerCase())));if(t.getViewElements().forEach((t=>{const i="elementStroke"===e?t.strokeColor:t.backgroundColor;i&&"transparent"!==l(i)&&(g.includes(l(i))||b.add(i))})),!b.size)return[...c];const U=r?Array.from(b).sort(((e,t)=>o(t)-o(e))):Array.from(b);return[...c,...U]}const setMobileNavbarPosition=e=>{if(DEVICE.isMobile){const t=document.querySelector("body>.app-container>.mobile-navbar");t&&t instanceof HTMLDivElement&&(e?t.addClass("excalidraw-mobile-navbar-docked"):t.removeClass("excalidraw-mobile-navbar-docked"))}},parser=lr.LRParser.deserialize({version:14,states:"zOOOO?MrOOQOPOOOOOO'#Ca'#CaOYOPO'#C_OOOO?MtOOOOO-E6_-E6_QOOOOO",stateData:"b~OVQOURP~OVQOURX~O",goto:"fUPPVY]`RPORSPRUSQRPRTR",nodeNames:"⚠ Document formatting_formatting-math_formatting-math-begin_keyword_math_math-block math formatting_formatting-math_formatting-math-end_keyword_math_math-",maxTerm:7,skippedNodes:[0],repeatNodeCount:1,tokenData:"i~RRO;'S[;'S;=`a;=`O[~aOV~~fPV~;=`<%l[",tokenizers:[0],topRules:{Document:[0,1]},tokenPrec:0});class Prompt extends obsidian_module.Modal{prompt_text;default_value;placeholder;prompt_desc;promptEl;resolve;constructor(e,t,i,a,n){super(e),this.prompt_text=t,this.default_value=i,this.placeholder=a,this.prompt_desc=n}onOpen(){this.titleEl.setText(this.prompt_text),this.createForm()}onClose(){this.contentEl.empty()}createForm(){let e=this.contentEl.createDiv();e.addClass("excalidraw-prompt-div"),this.prompt_desc&&(e=e.createDiv(),e.style.width="100%",e.createEl("p").innerHTML=this.prompt_desc);const t=e.createEl("form");t.addClass("excalidraw-prompt-form"),t.type="submit",t.onsubmit=e=>{e.preventDefault(),this.resolve(this.promptEl.value),this.close()},this.promptEl=t.createEl("input"),this.promptEl.type="text",this.promptEl.placeholder=this.placeholder,this.promptEl.value=this.default_value??"",this.promptEl.addClass("excalidraw-prompt-input"),this.promptEl.select()}async openAndGetValue(e){this.resolve=e,this.open()}}class LaTexPrompt extends obsidian_module.Modal{prompt_text;default_value;waitForClose;promptEl;resolvePromise;rejectPromise;editorView;latexsSuitePlugin;constructor(e,t,i){super(e),this.prompt_text=t,this.default_value=i,this.titleEl.setText(this.prompt_text),this.contentEl.addClass("excalidraw-LatexPrompt"),this.latexsSuitePlugin=e.plugins.plugins["obsidian-latex-suite"];const a=this.contentEl.createDiv();this.display(i,a),this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.editorView.focus()}static Prompt(e,t,i){return new LaTexPrompt(e,t,i).waitForClose}display(e,t){const i=[commands.history(),view.keymap.of([...commands.defaultKeymap,...commands.historyKeymap])],a=[view.keymap.of([{key:"Mod-Enter",run:()=>(this.submitCallback(),!0)}]),i];if(this.latexsSuitePlugin){const e=language.LRLanguage.define({parser:parser});a.push([e,obsidian_module.editorLivePreviewField.init((()=>!1)),this.latexsSuitePlugin.editorExtensions])}this.editorView=new view.EditorView({doc:e,extensions:a,parent:t});const n=t.createDiv();n.addClass("excalidraw-prompt-buttonbar-bottom");const s=n.createDiv();this.createButton(s,"",this.submitCallback.bind(this),t$d("PROMPT_BUTTON_OK")??"",void 0,"check").setCta().buttonEl.style.marginRight="0",this.createButton(s,"",this.cancelCallback.bind(this),t$d("PROMPT_BUTTON_CANCEL"),void 0,"x"),this.open()}createButton(e,t,i,a="",n="5px",s){const r=new obsidian_module.ButtonComponent(e);return r.buttonEl.style.padding="0.5em",r.buttonEl.style.marginLeft=n,r.setTooltip(a),s?r.setIcon(s):r.setButtonText(t),r.onClick(i),r}submitCallback(){const e=this.editorView.state.doc.toString();0==e.trim().length?this.rejectPromise("empty latex"):this.resolvePromise(e),this.close()}cancelCallback(){this.rejectPromise("Canceled input"),this.close()}onOpen(){super.onOpen(),this.editorView.focus()}onClose(){this.contentEl.empty(),this.editorView.destroy()}}class GenericInputPrompt extends obsidian_module.Modal{header;waitForClose;view;plugin;resolvePromise;rejectPromise;didSubmit=!1;inputComponent;input;buttons;lines=1;displayEditorButtons=!1;placeholder;selectionStart=0;selectionEnd=0;selectionUpdateTimer=0;customComponents;blockPointerInputOutsideModal=!1;controlsOnTop=!1;draggable=!1;cleanupDragListeners=null;handleKeyDown=e=>{("Enter"===e.key&&1===this.lines||isWinCTRLorMacCMD(e)&&"Enter"===e.key)&&(e.preventDefault(),this.submit()),this.displayEditorButtons&&"k"===e.key&&isWinCTRLorMacCMD(e)&&(e.preventDefault(),this.linkBtnClickCallback())};handleCheckCaret=()=>{this.selectionUpdateTimer=this.view.ownerWindow.setTimeout((()=>{this.selectionStart=this.inputComponent.inputEl.selectionStart,this.selectionEnd=this.inputComponent.inputEl.selectionEnd}),30)};static Prompt(e,t,i,a,n,s,r,o,l,c,d,h,p){return new GenericInputPrompt(e,t,i,a,n,s,r,o,l,c,d,h,p).waitForClose}constructor(e,t,i,a,n,s,r,o,l,c,d,h,p){super(i),this.header=a,this.view=e,this.plugin=t,this.placeholder=n,this.input=s,this.buttons=r,this.lines=o??1,this.displayEditorButtons=this.lines>1&&(l??!1),this.customComponents=c,this.blockPointerInputOutsideModal=d??!1,this.controlsOnTop=h??!1,this.draggable=p??!1,this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.display(),this.inputComponent.inputEl.focus(),this.open()}display(){this.contentEl.empty(),this.blockPointerInputOutsideModal&&(this.bgEl.style.pointerEvents=this.blockPointerInputOutsideModal?"none":"auto"),this.titleEl.textContent=this.header;const e=this.contentEl.createDiv();this.controlsOnTop?(this.customComponents?.(e),this.createButtonBar(e),this.inputComponent=this.createInputField(e,this.placeholder,this.input)):(this.inputComponent=this.createInputField(e,this.placeholder,this.input),this.customComponents?.(e),this.createButtonBar(e))}createInputField(e,t,i){const a=new obsidian_module.TextAreaComponent(e);return a.inputEl.style.width="100%",a.inputEl.style.height=2*this.lines+"em",1===this.lines&&(a.inputEl.style.resize="none",a.inputEl.style.overflow="hidden"),a.setPlaceholder(t??"").setValue(i??"").onChange((e=>this.input=e)),a.inputEl.addEventListener("keydown",this.handleKeyDown),a.inputEl.addEventListener("keyup",this.handleCheckCaret),a.inputEl.addEventListener("pointerup",this.handleCheckCaret),a.inputEl.addEventListener("touchend",this.handleCheckCaret),a.inputEl.addEventListener("input",this.handleCheckCaret),a.inputEl.addEventListener("paste",this.handleCheckCaret),a.inputEl.addEventListener("cut",this.handleCheckCaret),a.inputEl.addEventListener("select",this.handleCheckCaret),a.inputEl.addEventListener("selectionchange",this.handleCheckCaret),a}createButton(e,t,i,a="",n="5px",s){const r=new obsidian_module.ButtonComponent(e);return r.buttonEl.style.padding="0.5em",r.buttonEl.style.marginLeft=n,r.setTooltip(a),s?r.setIcon(s):r.setButtonText(t),r.onClick(i),r}createButtonBar(e){const t=e.createDiv();t.addClass("excalidraw-prompt-buttonbar-"+(this.controlsOnTop?"top":"bottom"));const i=t.createDiv(),a=t.createDiv();if(this.buttons&&this.buttons.length>0){let e=null;for(const t of this.buttons){const i=new obsidian_module.ButtonComponent(a);i.buttonEl.style.marginLeft="5px",t.tooltip&&i.setTooltip(t.tooltip),t.iconId?i.setIcon(t.iconId):i.setButtonText(t.caption),t.tooltip&&i.setTooltip(t.tooltip),i.onClick((e=>{const i=t.action(this.input);i&&(this.input=i),this.submit()})),e=e??i}e&&(e.setCta(),e.buttonEl.style.marginRight="0")}else this.createButton(a,"",this.submitClickCallback.bind(this),t$d("PROMPT_BUTTON_OK")??"","5px","check").setCta().buttonEl.style.marginRight="0";this.createButton(a,"",this.cancelClickCallback.bind(this),t$d("PROMPT_BUTTON_CANCEL"),"5px","x"),this.displayEditorButtons&&(this.createButton(i,"",(()=>this.insertStringBtnClickCallback("\n")),t$d("PROMPT_BUTTON_INSERT_LINE"),"0","corner-down-left"),this.createButton(i,"",this.delBtnClickCallback.bind(this),"Delete","5px","delete"),this.createButton(i,"",(()=>this.insertStringBtnClickCallback(" ")),t$d("PROMPT_BUTTON_INSERT_SPACE"),"5px","space"),this.createButton(i,"",this.specialCharsBtnClickCallback.bind(this),t$d("PROMPT_BUTTON_SPECIAL_CHARS"),"5px","at-sign"),this.view&&this.createButton(i,"",this.linkBtnClickCallback.bind(this),t$d("PROMPT_BUTTON_INSERT_LINK"),"5px","link"),this.createButton(i,"",this.uppercaseBtnClickCallback.bind(this),t$d("PROMPT_BUTTON_UPPERCASE"),"5px","arrow-big-up"))}linkBtnClickCallback=()=>{this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),this.plugin.insertLinkDialog.start(this.view.file.path,(e=>{const t=this.inputComponent.inputEl.value;this.selectionStart>0&&" "!==t.slice(this.selectionStart-1,this.selectionStart)&&(e=" "+e),this.selectionStart<t.length&&" "!==t.slice(this.selectionStart,this.selectionStart+1)&&(e+=" ");const i=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+e+this.inputComponent.inputEl.value.slice(this.selectionStart);this.inputComponent.inputEl.value=i,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=this.selectionStart+e.length,this.selectionEnd=this.selectionStart+e.length,this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionStart)}))};insertStringBtnClickCallback=e=>{this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer);const t=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+e+this.inputComponent.inputEl.value.slice(this.selectionStart);this.inputComponent.inputEl.value=t,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=this.selectionStart+1,this.selectionEnd=this.selectionStart,this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionEnd)};delBtnClickCallback=()=>{if(this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),0===this.input.length)return;const e=this.selectionEnd>this.selectionStart?this.selectionStart:this.selectionStart>0?this.selectionStart-1:0,t=this.selectionEnd,i=this.inputComponent.inputEl.value.slice(0,e)+this.inputComponent.inputEl.value.slice(t);this.inputComponent.inputEl.value=i,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=e,this.selectionEnd=e,this.inputComponent.inputEl.setSelectionRange(e,e)};uppercaseBtnClickCallback=()=>{if(this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),this.selectionEnd===this.selectionStart)return;const e=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+this.inputComponent.inputEl.value.slice(this.selectionStart,this.selectionEnd).toUpperCase()+this.inputComponent.inputEl.value.slice(this.selectionEnd);this.inputComponent.inputEl.value=e,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionEnd)};submitClickCallback(){this.submit()}cancelClickCallback(){this.cancel()}submit(){this.didSubmit=!0,this.close()}cancel(){this.close()}resolveInput(){this.didSubmit?this.resolvePromise(this.input):this.rejectPromise("No input given.")}removeInputListener(){if(!this.inputComponent?.inputEl)return;const e=this.inputComponent.inputEl;e.removeEventListener("keydown",this.handleKeyDown),e.removeEventListener("keyup",this.handleCheckCaret),e.removeEventListener("pointerup",this.handleCheckCaret),e.removeEventListener("touchend",this.handleCheckCaret),e.removeEventListener("input",this.handleCheckCaret),e.removeEventListener("paste",this.handleCheckCaret),e.removeEventListener("cut",this.handleCheckCaret),e.removeEventListener("select",this.handleCheckCaret),e.removeEventListener("selectionchange",this.handleCheckCaret)}specialCharsBtnClickCallback=e=>{this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer);const t=document.querySelector(".excalidraw-special-chars-popup");if(t)return void t.remove();const i=document.createElement("div");i.className="excalidraw-special-chars-popup",i.style.position="absolute",i.style.zIndex="1000",i.style.background="var(--background-primary)",i.style.border="1px solid var(--background-modifier-border)",i.style.borderRadius="4px",i.style.padding="4px",i.style.boxShadow="0 2px 8px var(--background-modifier-box-shadow)",i.style.display="flex",i.style.flexWrap="wrap",i.style.maxWidth="200px";const a=e.target.getBoundingClientRect();i.style.top=`${a.bottom+5}px`,i.style.left=`${a.left}px`,[",",".",":",";","!","?",'"',"{","}","[","]","(",")"].forEach((e=>{const t=document.createElement("button");t.textContent=e,t.style.margin="2px",t.style.width="28px",t.style.height="28px",t.style.cursor="pointer",t.style.background="var(--interactive-normal)",t.style.border="none",t.style.borderRadius="4px",t.addEventListener("click",(()=>{this.insertStringBtnClickCallback(e),i.remove()})),i.appendChild(t)}));const n=t=>{i.contains(t.target)||e.target===t.target||(i.remove(),document.removeEventListener("click",n))};document.body.appendChild(i),setTimeout((()=>{document.addEventListener("click",n)}),10)};onOpen(){super.onOpen(),this.modalEl.classList.add("excalidraw-modal"),this.containerEl.classList.add("excalidraw-modal"),this.inputComponent.inputEl.focus(),this.inputComponent.inputEl.select(),this.draggable&&this.makeModalDraggable()}makeModalDraggable(){let e,t,i,a,n=!1,s=null,r=null;const o=this.modalEl,l=o.querySelector(".modal-titlebar")||o.querySelector(".modal-title")||o;l.style.cursor="move";const c=e=>{const t=e.target;if(t&&("SELECT"===t.tagName||"INPUT"===t.tagName||"TEXTAREA"===t.tagName||"BUTTON"===t.tagName))if(s=t,"TEXTAREA"===t.tagName||"INPUT"===t.tagName&&"number"!==t.type){const e=t;r={start:e.selectionStart||0,end:e.selectionEnd||0}}else r=null},d=s=>{const r=s.target;if("INPUT"===r.tagName||"TEXTAREA"===r.tagName||"BUTTON"===r.tagName||"SELECT"===r.tagName||r.closest("button")||r.closest("input")||r.closest("textarea")||r.closest("select"))return;if(!l.contains(r)&&!o.querySelector(".modal-content")?.contains(r))return;n=!0,e=s.clientX,t=s.clientY;const c=o.getBoundingClientRect();i=c.left,a=c.top,o.style.position="absolute",o.style.margin="0",o.style.left=`${i}px`,o.style.top=`${a}px`},h=s=>{if(!n)return;const r=s.clientX-e,l=s.clientY-t;o.style.left=`${i+r}px`,o.style.top=`${a+l}px`},p=()=>{n&&(n=!1,s&&s.isConnected&&setTimeout((()=>{s.focus(),r&&("TEXTAREA"===s.tagName||"INPUT"===s.tagName&&"number"!==s.type)&&s.setSelectionRange(r.start,r.end)}),0))};s=this.inputComponent.inputEl,r={start:this.inputComponent.inputEl.selectionStart||0,end:this.inputComponent.inputEl.selectionEnd||0},o.addEventListener("focusin",c),o.addEventListener("pointerdown",d),document.addEventListener("pointermove",h),document.addEventListener("pointerup",p),this.cleanupDragListeners=()=>{o.removeEventListener("focusin",c),o.removeEventListener("pointerdown",d),document.removeEventListener("pointermove",h),document.removeEventListener("pointerup",p)}}onClose(){super.onClose(),this.resolveInput(),this.removeInputListener(),this.cleanupDragListeners&&(this.cleanupDragListeners(),this.cleanupDragListeners=null)}}class GenericSuggester extends obsidian_module.FuzzySuggestModal{displayItems;items;hint;instructions;resolvePromise;rejectPromise;promise;resolved;static Suggest(e,t,i,a,n){return new GenericSuggester(e,t,i,a,n).promise}constructor(e,t,i,a,n){super(e),this.displayItems=t,this.items=i,this.hint=a,this.instructions=n,this.limit=20,this.setPlaceholder(this.hint??""),n&&this.setInstructions(this.instructions),this.promise=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.open()}getItemText(e){return this.displayItems[this.items.indexOf(e)]}getItems(){return this.items}selectSuggestion(e,t){this.resolved=!0,super.selectSuggestion(e,t)}onChooseItem(e){this.resolved=!0,this.resolvePromise(e)}onClose(){super.onClose(),this.resolved||this.rejectPromise(this.inputEl.value)}}class NewFileActions extends obsidian_module.Modal{waitForClose;resolvePromise;rejectPromise;newFile=null;plugin;path;keys;view;openNewFile;parentFile;sourceElement;constructor({plugin:e,path:t,keys:i,view:a,openNewFile:n=!0,parentFile:s,sourceElement:r}){super(e.app),this.plugin=e,this.path=t,this.keys=i,this.view=a,this.openNewFile=n,this.sourceElement=r,this.parentFile=s??a.file,this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t}))}onOpen(){this.createForm()}openFile(e){this.newFile=e,e&&this.openNewFile&&openLeaf({plugin:this.plugin,fnGetLeaf:()=>getLeaf(this.plugin,this.view.leaf,this.keys),file:e,openState:{active:!0}})}onClose(){super.onClose(),this.resolvePromise(this.newFile),this.app=null,this.plugin=null,this.view=null,this.parentFile=null,this.sourceElement=null}createForm(){this.titleEl.setText(t$d("PROMPT_TITLE_NEW_FILE")),this.contentEl.createDiv({cls:"excalidraw-prompt-center",text:t$d("PROMPT_FILE_DOES_NOT_EXIST")}),this.contentEl.createDiv({cls:"excalidraw-prompt-center filepath",text:this.path}),this.contentEl.createDiv({cls:"excalidraw-prompt-center"},(e=>{e.style.textAlign="right";const t=()=>this.path&&""!==this.path?!!this.parentFile||(new obsidian_module.Notice(t$d("PROMPT_ERROR_DRAWING_CLOSED")),!1):(new obsidian_module.Notice(t$d("PROMPT_ERROR_NO_FILENAME")),!1),i=async e=>{if(!this.path.includes("/")){const e=new RegExp(`${escapeRegExp(this.parentFile.name)}$`,"g");this.path=this.parentFile.path.replace(e,this.path)}return this.path.match(/\.md$/)||(this.path=`${this.path}.md`),await createOrOverwriteFile(this.app,this.path,e)};this.sourceElement&&(e.createEl("button",{text:t$d("PROMPT_BUTTON_EMBED_MARKDOWN"),attr:{"aria-label":t$d("PROMPT_BUTTON_EMBED_MARKDOWN_ARIA")}}).onclick=async()=>{if(!t)return;const e=await i("");if(e){const t=getEA(this.view);t.copyViewElementsToEAforEditing([this.sourceElement]),t.getElement(this.sourceElement.id).isDeleted=!0,t.addEmbeddable(this.sourceElement.x,this.sourceElement.y,MAX_IMAGE_SIZE,MAX_IMAGE_SIZE,void 0,e),await t.addElementsToView(),t.destroy()}this.close()}),e.createEl("button",{text:t$d("PROMPT_BUTTON_CREATE_MARKDOWN"),attr:{"aria-label":t$d("PROMPT_BUTTON_CREATE_MARKDOWN_ARIA")}}).onclick=async()=>{if(!t)return;const e=await i("");this.openFile(e),this.close()},e.createEl("button",{text:t$d("PROMPT_BUTTON_CREATE_EXCALIDRAW"),attr:{"aria-label":t$d("PROMPT_BUTTON_CREATE_EXCALIDRAW_ARIA")}}).onclick=async()=>{if(!t)return;const e=await i(await this.plugin.getBlankDrawing());await sleep$1(200),this.openFile(e),this.close()},e.createEl("button",{text:t$d("PROMPT_BUTTON_NEVERMIND")}).onclick=()=>{this.close()}}))}}class MultiOptionConfirmationPrompt extends obsidian_module.Modal{plugin;waitForClose;resolvePromise;rejectPromise;selectedValue=null;message;buttons;ctaButtonLabel=null;constructor(e,t,i,a){super(e.app),this.plugin=e,this.message=t,i&&0!==i.size||(i=new Map([[t$d("PROMPT_BUTTON_CANCEL"),null],[t$d("PROMPT_BUTTON_OK"),!0]]),a||(a=t$d("PROMPT_BUTTON_OK"))),this.ctaButtonLabel=a,this.buttons=i,this.waitForClose=new Promise(((e,t)=>{this.resolvePromise=e,this.rejectPromise=t})),this.display(),this.open()}display(){this.contentEl.empty(),this.titleEl.textContent=t$d("PROMPT_TITLE_CONFIRMATION");const e=this.contentEl.createDiv();e.style.marginBottom="1rem",e.innerHTML=this.message;const t=this.contentEl.createDiv();t.style.display="flex",t.style.justifyContent="flex-end",t.style.flexWrap="wrap";const i=Array.from(this.buttons.entries());let a=null;i.reverse().forEach((([e,n],s)=>{const r=this.createButton(t,e,(()=>{this.selectedValue=n,this.close()}));e===this.ctaButtonLabel&&(a=r.buttonEl,r.setCta()),s<i.length-1&&(r.buttonEl.style.marginRight="0.5rem")})),this.ctaButtonLabel&&a&&a.focus()}createButton(e,t,i){const a=new obsidian_module.ButtonComponent(e);return a.setButtonText(t).onClick(i),a}onOpen(){super.onOpen(),this.contentEl.querySelector("button")?.focus()}onClose(){super.onClose(),this.resolvePromise(this.selectedValue)}}async function linkPrompt(e,t,i,a=t$d("SELECT_LINK_TO_OPEN")){const n=REGEX_LINK.getResList(e).filter((e=>Boolean(e.value))),s=n.map((e=>REGEX_LINK.getLink(e))),r=new Map;s.forEach(((e,t)=>{const i=e.split("&rect=")[0];r.has(i)||r.set(i,[]),r.get(i).push(t)}));const o=new Set;r.forEach((e=>{if(1===e.length)o.add(e[0]);else{const t=e.find((e=>s[e].includes("&rect=")));void 0!==t?o.add(t):o.add(e[0])}})),r.forEach((e=>{const t=e.some((e=>o.has(e)));t||o.add(e[0])}));const l=n.filter(((e,t)=>o.has(t))),c=REGEX_TAGS.getResList(e.replaceAll(/([^\s])#/g,"$1 ")).filter((e=>Boolean(e.value)));let d=null,h=null,p=l[0]??c[0];const u=[...l.map((e=>{const t=REGEX_LINK.getAliasOrLink(e);return"100%"===t?REGEX_LINK.getLink(e):t})),...c.map((e=>REGEX_TAGS.getTag(e)))],m=[...l,...c];if(await sleep$1(10),m.length>1&&(p=await ScriptEngine.suggester(t,u,m,a),!p))return;if(!p)return;if(REGEX_TAGS.isTag(p))return void openTagSearch(REGEX_TAGS.getTag(p),t);if(openExternalLink(e=REGEX_LINK.getLink(p),t))return;const g=parseObsidianLink(e,t,!1);if("boolean"!=typeof g||!g){if("string"==typeof g&&(e=g),e.search("#")>-1){const t=getLinkParts(e,i?i.file:void 0);d=`#${t.isBlockRef?"^":""}${t.ref}`,e=t.path}if(!e.match(REG_LINKINDEX_INVALIDCHARS))return h=t.metadataCache.getFirstLinkpathDest(e,i?i.file.path:""),[h,e,d];new obsidian_module.Notice(t$d("FILENAME_INVALID_CHARS"),4e3)}}const templatePromt=async(e,t)=>1===e.length?e[0]:(await linkPrompt(e.map((e=>`[[${e.path}|${e.name}]]`)).join(" "),t,void 0,t$d("PROMPT_SELECT_TEMPLATE"))??[null,null,null])[0];function updateElementIdsInScene({elements:e},t,i){if("text"===t.type){const a=t;if(a.containerId){const t=e.find((e=>e.id===a.containerId));t.boundElements?.filter((e=>e.id===a.id)).forEach((e=>{e.id=i}))}}t.boundElements?.length>0&&t.boundElements.forEach((a=>{const n=e.find((e=>e.id===a.id));if(n&&(n.boundElements?.filter((e=>e.id===t.id)).forEach((e=>{e.id=i})),"text"===n.type&&(n.containerId=i),"arrow"===n.type)){const e=n;e.startBinding?.elementId===t.id&&(e.startBinding.elementId=i),e.endBinding?.elementId===t.id&&(e.endBinding.elementId=i)}})),"frame"===t.type&&e.filter((e=>e.frameId===t.id)).forEach((e=>{e.frameId=i})),t.id=i}function getPDFCropRect(e){const t=e.link.match(/&rect=(\d*),(\d*),(\d*),(\d*)/);if(!t||5!==t.length)return null;const i=e.pdfPageViewProps.rotate??0,{left:a,bottom:n}=e.pdfPageViewProps,s=parseInt(t[1]),r=parseInt(t[2]),o=parseInt(t[3]),l=parseInt(t[4]);if(90===i){const t=s,i=o,a=l,n=r*e.scale,c=t*e.scale;return{x:n,y:c,width:a*e.scale-n,height:i*e.scale-c,naturalWidth:e.naturalWidth,naturalHeight:e.naturalHeight}}if(180===i){const t=s,i=o,a=l,n=r*e.scale,c=e.naturalWidth-i*e.scale;return{x:c,y:n,width:e.naturalWidth-c-t*e.scale,height:a*e.scale-n,naturalWidth:e.naturalWidth,naturalHeight:e.naturalHeight}}if(270===i){const t=s,i=r,a=o,n=l,c=e.naturalWidth-n*e.scale,d=e.naturalHeight-a*e.scale;return{x:c,y:d,width:e.naturalWidth-c-i*e.scale,height:e.naturalHeight-d-t*e.scale,naturalWidth:e.naturalWidth,naturalHeight:e.naturalHeight}}const c=s,d=r,h=o,p=l;return{x:(c-a)*e.scale,y:e.naturalHeight-(p-n)*e.scale,width:(h-c)*e.scale,height:(p-d)*e.scale,naturalWidth:e.naturalWidth,naturalHeight:e.naturalHeight}}function getPDFRect({elCrop:e,scale:t,customData:i}){const a=i.pdfPageViewProps?.rotate??0,{left:n,bottom:s}=i&&i.pdfPageViewProps?i.pdfPageViewProps:{left:0,bottom:0};if(90===a){const i=e.y/t,a=e.x/t,n=(e.height+e.y)/t,s=(e.width+e.x)/t;return`&rect=${Math.round(i)},${Math.round(a)},${Math.round(n)},${Math.round(s)}`}if(180===a){const i=(e.naturalWidth-e.x-e.width)/t,a=e.y/t,n=(e.naturalWidth-e.x)/t,s=(e.height+e.y)/t;return`&rect=${Math.round(i)},${Math.round(a)},${Math.round(n)},${Math.round(s)}`}if(270===a){const i=(e.naturalHeight-e.height-e.y)/t,a=(e.naturalWidth-e.width-e.x)/t,n=(e.naturalHeight-e.y)/t,s=(e.naturalWidth-e.x)/t;return`&rect=${Math.round(i)},${Math.round(a)},${Math.round(n)},${Math.round(s)}`}const r=e.x/t+n,o=e.width/t+r,l=s+(e.naturalHeight-e.y)/t,c=l-e.height/t;return`&rect=${Math.round(r)},${Math.round(c)},${Math.round(o)},${Math.round(l)}`}var AutoexportPreference;!function(e){e[e.none=0]="none",e[e.both=1]="both",e[e.png=2]="png",e[e.svg=3]="svg",e[e.inherit=4]="inherit"}(AutoexportPreference||(AutoexportPreference={}));const REGEX_TAGS={EXPR:/(#[\p{Letter}\p{Emoji_Presentation}\p{Number}\/_-]+)/gu,getResList:e=>{const t=e.matchAll(REGEX_TAGS.EXPR);let i;const a=[];for(;!(i=t.next()).done;)a.push(i);return a},getTag:e=>e.value[1],isTag:e=>e.value[1]?.startsWith("#")},REGEX_LINK={EXPR:/(!)?(\[\[([^|\]]+)\|?([^\]]+)?]]|\[([^\]]*)]\(((?:[^\(\)]|\([^\(\)]*\))*)\))(\{(\d+)\})?/g,getResList:e=>{const t=e.matchAll(REGEX_LINK.EXPR);let i;const a=[];for(;!(i=t.next()).done;)a.push(i);return a},getRes:e=>e.matchAll(REGEX_LINK.EXPR),isTransclusion:e=>!!e.value[1],getLink:e=>e.value[3]?e.value[3]:e.value[6],isWikiLink:e=>!!e.value[3],getAliasOrLink:e=>REGEX_LINK.isWikiLink(e)?e.value[4]?e.value[4]:e.value[3]:e.value[5]?e.value[5]:e.value[6],getWrapLength:(e,t)=>{const i=parseInt(e.value[8]);return isNaN(i)?t>0?t:null:i}},DRAWING_REG=/\n##? Drawing\n[^`]*(```json\n)([\s\S]*?)```\n/gm,DRAWING_REG_FALLBACK=/\n##? Drawing\n(```json\n)?(.*)(```)?(%%)?/gm,DRAWING_COMPRESSED_REG=/(\n##? Drawing\n[^`]*(?:```compressed\-json\n))([\s\S]*?)(```\n)/gm,DRAWING_COMPRESSED_REG_FALLBACK=/(\n##? Drawing\n(?:```compressed\-json\n)?)(.*)((```)?(%%)?)/gm,REG_LINKINDEX_HYPERLINK=/^\w+:\/\//,isCompressedMD=e=>null!==e.match(/```compressed\-json\n/gm),getDecompressedScene=e=>{let t,i=e.matchAll(DRAWING_COMPRESSED_REG);return t=i.next(),t.done&&(i=e.matchAll(DRAWING_COMPRESSED_REG_FALLBACK),t=i.next()),t.value&&t.value.length>1?[decompress(t.value[2]),t]:[null,t]},changeThemeOfExcalidrawMD=e=>{const t=isCompressedMD(e);let i=t?getDecompressedScene(e)[0]:e;return i?(isObsidianThemeDark?1===(i.match(/"theme"\s*:\s*"light"\s*,/g)||[]).length&&(i=i.replace(/"theme"\s*:\s*"light"\s*,/,'"theme": "dark",')):1===(i.match(/"theme"\s*:\s*"dark"\s*,/g)||[]).length&&(i=i.replace(/"theme"\s*:\s*"dark"\s*,/,'"theme": "light",')),t?e.replace(DRAWING_COMPRESSED_REG,`$1${compress(i)}$3`):i):e};function getJSON(e){let t,i;if(isCompressedMD(e)){const[t,i]=getDecompressedScene(e);return t?{scene:t.substring(0,t.lastIndexOf("}")+1),pos:i.value.index}:{scene:e,pos:i.value?i.value.index:0}}if(t=e.matchAll(DRAWING_REG),i=t.next(),i.done&&(t=e.matchAll(DRAWING_REG_FALLBACK),i=t.next()),i.value&&i.value.length>1){const e=i.value[2];return{scene:e.substr(0,e.lastIndexOf("}")+1),pos:i.value.index}}return{scene:e,pos:i.value?i.value.index:0}}async function getMarkdownDrawingSectionAsync(e,t){return t?`## Drawing\n\`\`\`compressed-json\n${await compressAsync(e)}\n\`\`\`\n%%`:`## Drawing\n\`\`\`json\n${e}\n\`\`\`\n%%`}function getMarkdownDrawingSection(e,t){return t?`## Drawing\n\`\`\`compressed-json\n${compress(e)}\n\`\`\`\n%%`:`## Drawing\n\`\`\`json\n${e}\n\`\`\`\n%%`}const RE_EXCALIDRAWDATA_WITHSECTION_OK=/^(#\n+)%%\n+# Excalidraw Data(?:\n|$)/m,RE_EXCALIDRAWDATA_WITHSECTION_NOTOK=/#\n+%%\n+# Excalidraw Data(?:\n|$)/m,RE_EXCALIDRAWDATA_NOSECTION_OK=/^(%%\n+)?# Excalidraw Data(?:\n|$)/m,RE_TEXTELEMENTS_WITHSECTION_OK=/^#\n+%%\n+##? Text Elements(?:\n|$)/m,RE_TEXTELEMENTS_WITHSECTION_NOTOK=/#\n+%%\n+##? Text Elements(?:\n|$)/m,RE_TEXTELEMENTS_NOSECTION_OK=/^(%%\n+)?##? Text Elements(?:\n|$)/m,RE_EXCALIDRAWDATA_FALLBACK_1=/(.*)%%\n+# Excalidraw Data(?:\n|$)/m,RE_EXCALIDRAWDATA_FALLBACK_2=/(.*)# Excalidraw Data(?:\n|$)/m,RE_TEXTELEMENTS_FALLBACK_1=/(.*)%%\n+##? Text Elements(?:\n|$)/m,RE_TEXTELEMENTS_FALLBACK_2=/(.*)##? Text Elements(?:\n|$)/m,RE_DRAWING=/^(%%\n+)?##? Drawing\n/m;function getExcalidrawMarkdownHeader(e){const t=e.search(RE_DRAWING);t>0&&(e=e.substring(0,t));const i=e.match(RE_EXCALIDRAWDATA_WITHSECTION_OK);let a=i?.index??-1,n=!1;if(a>0&&(a+=i[1].length),-1===a&&(a=e.search(RE_EXCALIDRAWDATA_WITHSECTION_NOTOK),a>0&&(n=!0)),-1===a&&(a=e.search(RE_EXCALIDRAWDATA_NOSECTION_OK)),-1===a){const t=e.match(RE_EXCALIDRAWDATA_FALLBACK_1);t&&Boolean(t[1])&&(a=t.index+t[1].length)}if(-1===a){const t=e.match(RE_EXCALIDRAWDATA_FALLBACK_2);t&&Boolean(t[1])&&(a=t.index+t[1].length)}if(-1===a&&(a=e.search(RE_TEXTELEMENTS_WITHSECTION_OK),a>0&&(a+=2)),-1===a&&(a=e.search(RE_TEXTELEMENTS_WITHSECTION_NOTOK),a>0&&(n=!0)),-1===a&&(a=e.search(RE_TEXTELEMENTS_NOSECTION_OK)),-1===a){const t=e.match(RE_TEXTELEMENTS_FALLBACK_1);t&&Boolean(t[1])&&(a=t.index+t[1].length)}if(-1===a){const t=e.match(RE_TEXTELEMENTS_FALLBACK_2);t&&Boolean(t[1])&&(a=t.index+t[1].length)}return-1===a&&t>0&&(a=t),-1===a?{header:e.endsWith("\n")?e:e+"\n",shouldFixTrailingHashtag:n,processingOk:!1}:{header:e.substring(0,a),shouldFixTrailingHashtag:n,processingOk:!0}}const getExcalidrawMarkdownHeaderSection=(e,t)=>{const{header:i,shouldFixTrailingHashtag:a,processingOk:n}=getExcalidrawMarkdownHeader(e);if(!n)return i;const s=updateFrontmatterInString(i,t);return a?s+"\n#\n":s.endsWith("\n")?i:i+"\n"};class ExcalidrawData{plugin;view;textElements=null;scene=null;deletedElements=[];file=null;app;showLinkBrackets;linkPrefix;embeddableTheme="auto";urlPrefix;autoexportPreference=AutoexportPreference.inherit;textMode=TextMode.raw;loaded=!1;elementLinks=null;files=null;equations=null;mermaids=null;compatibilityMode=!1;textElementCommentedOut=!1;selectedElementIds={};constructor(e,t){this.plugin=e,this.view=t,this.app=this.plugin.app,this.files=new Map,this.equations=new Map,this.mermaids=new Map}destroy(){this.textElements=null,this.scene=null,this.deletedElements=[],this.file=null,this.app=null,this.showLinkBrackets=null,this.linkPrefix=null,this.embeddableTheme=null,this.urlPrefix=null,this.autoexportPreference=null,this.textMode=null,this.loaded=!1,this.elementLinks=null,this.files=null,this.equations=null,this.mermaids=null,this.compatibilityMode=null,this.textElementCommentedOut=null,this.selectedElementIds=null}initializeNonInitializedFields(){if(!this.scene||!this.scene.elements)return;const e=this.scene.source?.split("https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/")[1]??"1.8.16",t=this.scene.elements;for(const e of t){if("iframe"!==e.type||e.customData||(e.type="embeddable"),e.boundElements){const i=new Map;let a=!1;e.boundElements.forEach((e=>{if("text"===e.type)if(a){const i=t.find((t=>t.id===e.id));i&&(i.containerId=null)}else i.set(e.id,e.type),a=!0;else i.set(e.id,e.type)}));const n=Array.from(i,(([e,t])=>({id:e,type:t})));n.length!==e.boundElements.length&&(e.boundElements=n)}e.boundElementIds&&(e.boundElements||(e.boundElements=[]),e.boundElements=e.boundElements.concat(e.boundElementIds.map((e=>({type:"arrow",id:e})))),delete e.boundElementIds),"text"!==e.type||e.containerId||(e.containerId=null),"text"!==e.type||e.originalText||(e.originalText=e.rawText??e.text??""),null===e.x&&(e.x=0),null===e.y&&(e.y=0),null===e.startBinding?.focus&&(e.startBinding.focus=0),null===e.endBinding?.focus&&(e.endBinding.focus=0),null===e.fontSize&&(e.fontSize=20),"text"!==e.type||e.hasOwnProperty("autoResize")||(e.autoResize=!0),"text"!==e.type||e.hasOwnProperty("lineHeight")||(e.lineHeight=getLineHeight(e.fontFamily)),"image"!==e.type||e.hasOwnProperty("roundness")||(e.roundness=null)}try{t.filter((e=>"text"===e.type&&e.containerId&&t.some((t=>t.id===e.containerId&&t.boundElements.length>0&&t.boundElements.some((t=>"text"===t.type&&t.id!==e.id&&t.id.length>8)))))).forEach((e=>{try{const i=t.filter((t=>t.id===e.containerId))[0],a=i.boundElements.filter((e=>!("text"===e.type&&!t.some((t=>t.id===e.id)))));i.boundElements=[{id:e.id,type:"text"}].concat(a)}catch(e){}}));const i=!isVersionNewerThanOther(e,"1.8.16");t.filter((e=>e.boundElements&&e.boundElements.length>0)).forEach((e=>{i&&!e.customData?.legacyTextWrap&&addAppendUpdateCustomData(e,{legacyTextWrap:!0});const a=e.boundElements.filter((e=>t.some((t=>t.id===e.id))));a.length!==e.boundElements.length&&(e.boundElements=a)})),t.filter((e=>"text"===e.type&&e.containerId&&!t.some((t=>t.id===e.containerId)))).forEach((e=>{e.containerId=null}))}catch{}}async loadData(e,t,i){if(!t)return!1;if(this.loaded=!1,this.selectedElementIds={},this.textElements=new Map,this.elementLinks=new Map,this.file!==t&&(this.files.clear(),this.equations.clear(),this.mermaids.clear()),this.file=t,this.compatibilityMode=!1,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.setAutoexportPreferences(),this.setembeddableThemePreference(),this.scene=null,this.plugin.settings.syncExcalidraw){const e=`${t.path.substring(0,t.path.lastIndexOf(".md"))}.excalidraw`,i=this.app.vault.getAbstractFileByPath(e);if(i&&i instanceof obsidian_module.TFile&&i.stat.mtime>t.stat.mtime){const e=await this.app.vault.read(i);this.scene=JSON.parse(e)}}let a=null;if(a=(()=>{const t=getJSON(e);if(-1===t.pos)throw new Error("Excalidraw JSON not found in the file");return this.scene||(this.scene=JSON_parse(t.scene)),t})(),this.deletedElements=this.scene.elements.filter((e=>e.isDeleted)),this.scene.elements=this.scene.elements.filter((e=>!e.isDeleted)),this.scene?.elements?.some((e=>"iframe"===e.type&&!e.customData))){const e=new MultiOptionConfirmationPrompt(this.plugin,"This file contains embedded frames which will be migrated to a newer version for compatibility with <a href='https://excalidraw.com'>excalidraw.com</a>.<br>🔄 If you're using Obsidian on multiple devices, you may proceed now, but please, before opening this file on your other devices, update Excalidraw on those as well.<br>🔍 More info is available <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.9.9'>here</a>.<br>🌐 <a href='https://translate.google.com/?sl=en&tl=zh-CN&text=This%20file%20contains%20embedded%20frames%20which%20will%20be%20migrated%20to%20a%20newer%20version%20for%20compatibility%20with%20excalidraw.com.%0A%0AIf%20you%27re%20using%20Obsidian%20on%20multiple%20devices%2C%20you%20may%20proceed%20now%2C%20but%20please%2C%20before%20opening%20this%20file%20on%20your%20other%20devices%2C%20update%20Excalidraw%20on%20those%20as%20well.%0A%0AMore%20info%20is%20available%20here%3A%20https%3A%2F%2Fgithub.com%2Fzsviczian%2Fobsidian-excalidraw-plugin%2Freleases%2Ftag%2F1.9.9%27%3Ehere%3C%2Fa%3E.&op=translate'>Translate</a>.");if(e.contentEl.focus(),!await e.waitForClose)throw new Error(ERROR_IFRAME_CONVERSION_CANCELED)}this.initializeNonInitializedFields();const n=window.setTimeout((()=>{new obsidian_module.Notice(t$d("FONT_LOAD_SLOW"),15e3).noticeEl.oncontextmenu=()=>{displayFontMessage(this.app)}}),5e3);await loadSceneFonts(this.scene.elements),clearTimeout(n),this.scene.files||(this.scene.files={}),hasExportTheme(this.plugin,this.file)?this.scene.appState.theme=getExportTheme(this.plugin,this.file,"light"):this.plugin.settings.matchThemeAlways&&(this.scene.appState.theme=isObsidianThemeDark()?"dark":"light"),this.scene.appState.hasOwnProperty("previousGridSize")&&(null===this.scene.appState.gridSize?(this.scene.appState.gridSize=this.scene.appState.previousGridSize,this.scene.appState.gridModeEnabled=!1):this.scene.appState.gridModeEnabled=!0,delete this.scene.appState.previousGridSize),this.scene.appState?.gridColor?.hasOwnProperty("MajorGridFrequency")&&(this.scene.appState.gridColor.MajorGridFrequency>1&&(this.scene.gridStep=this.scene.appState.gridColor.MajorGridFrequency),delete this.scene.appState.gridColor.MajorGridFrequency);let s=(e=e.substring(0,a.pos)).search(RE_EXCALIDRAWDATA_NOSECTION_OK);if(-1===s&&(s=e.search(RE_EXCALIDRAWDATA_FALLBACK_2)),-1===s&&(s=e.search(RE_TEXTELEMENTS_NOSECTION_OK)),-1===s&&(s=e.search(RE_TEXTELEMENTS_FALLBACK_2)),-1===s)return await this.setTextMode(i,!1),this.loaded=!0,!0;const r=(e=e.slice(s)).match(/^((%%\n*)?# Excalidraw Data\n\n?## Text Elements(?:\n|$))/m)??e.match(/^((%%\n*)?##? Text Elements(?:\n|$))/m),o=r?r[0]:e.match(/(.*##? Text Elements(?:\n|$))/m)[0];let l;e=e.slice(o.length),this.textElementCommentedOut=o.startsWith("%%\n"),s=0;const c=new Map,d=e.indexOf("## Element Links\n"),h=e.indexOf("# Element Links\n"),p=(d>-1?e.substring(d+17):e.substring(h+16)).matchAll(/^(.{8}):\s*(.*)$/gm);for(;!(l=p.next()).done;)c.set(l.value[1],l.value[2]);const u=/^%%\*\*\*>>>text element-link:(\[\[[^<*\]]*]])<<<\*\*\*%%/gm;let m=e.matchAll(/\s\^(.{8})[\n]+/g);for(;!(l=m.next()).done;){let t=e.substring(s,l.value.index);const i=l.value[1],a=this.scene.elements.filter((e=>e.id===i))[0];if(a)if("text"!==a.type)a.link!==t&&(a.link=t,a.version++,a.versionNonce++),this.elementLinks.set(i,t);else{const e=t.matchAll(u).next();e.done||(t=t.replace(u,""),a.link=e.value[1]),c.has(i)&&(a.link=c.get(i),c.delete(i));const n=await this.parse(t);a.rawText=t,this.textElements.set(i,{raw:t,parsed:n.parsed,hasTextLink:!!n.link}),n.link&&this.plugin.settings.syncElementLinkWithText&&(a.link=n.link),a.hasTextLink=!!n.link,!a||a.rawText&&""!==a.rawText||(a.rawText=t)}s=l.value.index+12}for(const[e,t]of c){const i=this.scene.elements.filter((t=>t.id===e))[0];i&&(i.link=t,i.version++,i.versionNonce++,this.elementLinks.set(e,t))}const g=e.indexOf("## Embedded Files\n"),f=e.indexOf("# Embedded files\n");if(g>-1||f>-1){const t=/([\w\d]*):\s*\!?\[\[([^\]]*)]]\s*(\{[^}]*})?\n/gm;for(m=(e=g>-1?e.substring(g+18):e.substring(f+17)).matchAll(t);!(l=m.next()).done;){const e=new EmbeddedFile(this.plugin,this.file.path,l.value[2],l.value[3]);this.setFile(l.value[1],e)}const i=/([\w\d]*):\s*((?:https?|file|ftps?):\/\/[^\s]*)\n/gm;for(m=e.matchAll(i);!(l=m.next()).done;){const e=new EmbeddedFile(this.plugin,null,l.value[2]);this.setFile(l.value[1],e)}const a=/([\w\d]*):\s*\$\$([\s\S]*?)(\$\$\s*\n)/gm;for(m=e.matchAll(a);!(l=m.next()).done;)this.setEquation(l.value[1],{latex:l.value[2],isLoaded:!1});const n=getMermaidImageElements(this.scene.elements);n.length>0&&!shouldRenderMermaid()?new obsidian_module.Notice("Mermaid images are only supported in Obsidian 1.4.14 and above. Please update Obsidian to see the mermaid images in this drawing. Obsidian mobile 1.4.14 currently only avaiable to Obsidian insiders",5e3):n.forEach((e=>this.setMermaid(e.fileId,{mermaid:getMermaidText(e),isLoaded:!1})))}return this.findNewTextElementsInScene(),this.findNewElementLinksInScene(),await this.setTextMode(i,!0),this.loaded=!0,!0}async loadLegacyData(e,t){return!!t&&(this.loaded=!1,this.selectedElementIds={},this.compatibilityMode=!0,this.file=t,this.textElements=new Map,this.elementLinks=new Map,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.setembeddableThemePreference(),this.scene=JSON.parse(e),this.scene.files||(this.scene.files={}),this.initializeNonInitializedFields(),this.plugin.settings.matchThemeAlways&&(this.scene.appState.theme=isObsidianThemeDark()?"dark":"light"),this.files.clear(),this.equations.clear(),this.mermaids.clear(),this.findNewTextElementsInScene(),this.findNewElementLinksInScene(),await this.setTextMode(TextMode.raw,!0),this.loaded=!0,!0)}async setTextMode(e,t=!1){this.scene&&(this.textMode=e,await this.updateSceneTextElements(t))}async updateSceneTextElements(e=!1){const t=arrayToMap(this.scene.elements),i=this.scene.elements?.filter((e=>"text"===e.type&&!e.isDeleted));for(const e of i){const i=getContainerElement(e,t),a=await this.getText(e.id)??e.originalText??e.text,{text:n,x:s,y:r,width:o,height:l}=refreshTextDimensions(e,i,t,a);try{e.originalText=a,e.text=n,e.x=s,e.y=r,e.width=o,e.height=l}catch(e){}}}async getText(e){const t=this.textElements.get(e);if(!t)return null;if(this.textMode===TextMode.parsed){if(!t.parsed){const i=await this.parse(t.raw);this.textElements.set(e,{raw:t.raw,parsed:i.parsed,hasTextLink:!!i.link})}return t.parsed}return t.raw}findNewElementLinksInScene(){let e=!1;const t=this.scene.elements?.filter((e=>"text"!==e.type&&e.link&&!this.elementLinks.has(e.id)));if(0===t.length)return e;let i;for(const a of t)i=a.id,a.id.length>8&&(e=!0,i=nanoid(),updateElementIdsInScene(this.scene,a,i)),this.elementLinks.set(i,a.link);return e}findNewTextElementsInScene(e={}){this.selectedElementIds=e;const t=this.scene.elements?.filter((e=>"text"===e.type));let i,a=!1;for(const e of t)if(i=e.id,e.id.length>8){if(a=!0,i=nanoid(),this.selectedElementIds[e.id]&&(delete this.selectedElementIds[e.id],this.selectedElementIds[i]=!0),updateElementIdsInScene(this.scene,e,i),this.textElements.has(e.id)){const t=this.textElements.get(e.id);this.textElements.set(i,{raw:t.raw,parsed:t.parsed,hasTextLink:t.hasTextLink}),this.textElements.delete(e.id)}if(!this.textElements.has(i)){const t=e.rawText&&""!==e.rawText?e.rawText:e.text;this.textElements.set(i,{raw:t,parsed:null,hasTextLink:!1}),this.parseasync(i,t)}}else if(!this.textElements.has(e.id)){const t=e.rawText&&""!==e.rawText?e.rawText:e.text;this.textElements.set(i,{raw:t,parsed:null,hasTextLink:!1}),this.parseasync(i,t)}return a}updateElementLinksFromScene(){for(const e of this.elementLinks.keys()){const t=this.scene.elements?.filter((t=>"text"!==t.type&&t.id===e&&t.link));0===t.length?this.elementLinks.delete(e):this.elementLinks.set(e,t[0].link)}}async updateTextElementsFromScene(){for(const e of this.textElements.keys()){const t=this.scene.elements?.filter((t=>"text"===t.type&&t.id===e));if(0===t.length)this.textElements.delete(e);else{const i=await this.getText(e),a=this.scene.prevTextMode===TextMode.parsed?t[0].rawText:t[0].originalText??t[0].text;if(i!==(t[0].originalText??t[0].text)){const t=await this.parse(i);this.textElements.set(e,{raw:a,parsed:t.parsed,hasTextLink:!!t.link})}}}}async parseasync(e,t){const i=await this.parse(t);this.textElements.set(e,{raw:t,parsed:i.parsed,hasTextLink:!!i.link})}parseLinks(e,t,i){return e.substring(t,i.value.index)+(this.showLinkBrackets?"[[":"")+REGEX_LINK.getAliasOrLink(i)+(this.showLinkBrackets?"]]":"")}async getTransclusion(e){const t=getLinkParts(e,this.file),i=this.app.metadataCache.getFirstLinkpathDest(t.path,this.file.path);return await getTransclusion(t,this.app,i,this.plugin.settings.pageTransclusionCharLimit)}async parse(e){e=this.parseCheckbox(e);let t="",i=null,a=0;const n=REGEX_LINK.getRes(e);let s,r=!1,o=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(i=e,o=!0);!(s=n.next()).done;){if(!i){const e=REGEX_LINK.getLink(s);i=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}if(REGEX_LINK.isTransclusion(s)){let i=this.parseCheckbox((await this.getTransclusion(REGEX_LINK.getLink(s))).contents).replaceAll(/%%[^%]*%%/gm,"");this.plugin.settings.removeTransclusionQuoteSigns&&(i=i.replaceAll(/\n\s*>\s?/gm,"\n")),t+=e.substring(a,s.value.index)+wrapTextAtCharLength(i,REGEX_LINK.getWrapLength(s,this.plugin.settings.wordWrappingDefault),this.plugin.settings.forceWrap)}else{const i=this.parseLinks(e,a,s);if(i&&(t+=i,!o&&!r)){const e=REGEX_LINK.getLink(s);e.match(REG_LINKINDEX_HYPERLINK)?o=!e.startsWith("cmd://"):r=!0}}a=s.value.index+s.value[0].length}return t+=e.substring(a,e.length),t=this.unescapeSquareBrackets(t),r&&(t=this.linkPrefix+t),o&&(t=this.urlPrefix+t),{parsed:t,link:i}}parseCheckbox(e){return this.plugin.settings.parseTODO?e.replaceAll(/^- \[\s] /g,`${this.plugin.settings.todo} `).replaceAll(/\n- \[\s] /g,`\n${this.plugin.settings.todo} `).replaceAll(/^- \[[^\s]] /g,`${this.plugin.settings.done} `).replaceAll(/\n- \[[^\s]] /g,`\n${this.plugin.settings.done} `):e}unescapeSquareBrackets(e){return e?.replaceAll(/\\\[/g,"[")??e}quickParse(e){if((e=>{const t=REGEX_LINK.getRes(e);let i;for(;!(i=t.next()).done;)if(REGEX_LINK.isTransclusion(i))return!0;return!1})(e))return[null,null];e=this.parseCheckbox(e);let t="",i=null,a=0;const n=REGEX_LINK.getRes(e);let s,r=!1,o=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(i=e,o=!0);!(s=n.next()).done;){if(!i){const e=REGEX_LINK.getLink(s);i=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}const n=this.parseLinks(e,a,s);if(n&&(t+=n,!o&&!r)){const e=REGEX_LINK.getLink(s);e.match(REG_LINKINDEX_HYPERLINK)?o=!e.startsWith("cmd://"):r=!0}a=s.value.index+s.value[0].length}return t+=e.substring(a,e.length),t=this.unescapeSquareBrackets(t),r&&(t=this.linkPrefix+t),o&&(t=this.urlPrefix+t),[t,i]}disableCompression=!1;generateMDBase(e=[]){const t=this.plugin.settings.syncElementLinkWithText;let i=this.textElementCommentedOut?"%%\n":"";i+="# Excalidraw Data\n\n## Text Elements\n",this.plugin.settings.addDummyTextElement&&(i+="\n^_dummy!_\n\n");const a=new Map;for(const e of this.textElements.keys()){const n=this.scene.elements.filter((t=>t.id===e));let s=this.textElements.get(e).raw;!n||1!==n.length||!n[0].link||t&&n[0].rawText!==n[0].originalText||a.set(e,n[0].link),i+=`${s} ^${e}\n\n`}if(this.elementLinks.size>0||a.size>0){i+="## Element Links\n";for(const e of this.elementLinks.keys())i+=`${e}: ${this.elementLinks.get(e)}\n\n`;for(const e of a.keys())i+=`${e}: ${a.get(e)}\n\n`}if(i+=this.equations.size>0||this.files.size>0?"## Embedded Files\n":"",this.equations.size>0)for(const e of this.equations.keys())i+=`${e}: $$${this.equations.get(e).latex.trim()}$$\n\n`;if(this.files.size>0)for(const e of this.files.keys()){const t=/(^[^#\|]*)/,a=this.files.get(e);a.isHyperLink||a.isLocalLink?i+=`${e}: ${a.hyperlink}\n\n`:i+=`${e}: [[${a.file?a.linkParts.original.replace(t,this.app.metadataCache.fileToLinktext(a.file,this.file.path)):a.linkParts.original}]]${a.colorMap?" "+JSON.stringify(a.colorMap):""}\n\n`}return{outString:i,sceneJSONstring:JSON.stringify({type:this.scene.type,version:this.scene.version,source:this.scene.source,elements:this.scene.elements.concat(e),appState:this.scene.appState,files:this.scene.files},null,"\t")}}async generateMDAsync(e=[]){const{outString:t,sceneJSONstring:i}=this.generateMDBase(e);return t+(this.textElementCommentedOut?"":"%%\n")+await getMarkdownDrawingSectionAsync(i,!this.disableCompression&&this.plugin.settings.compress)}generateMDSync(e=[]){const{outString:t,sceneJSONstring:i}=this.generateMDBase(e);return t+(this.textElementCommentedOut?"":"%%\n")+getMarkdownDrawingSection(i,!this.disableCompression&&this.plugin.settings.compress)}async saveDataURLtoVault(e,t,i,a){const n=this.scene;let s=a;if(!s)switch(s=`Pasted Image ${window.moment().format("YYYYMMDDHHmmss_SSS")}`,t){case"image/png":default:s+=".png";break;case"image/jpeg":s+=".jpg";break;case"image/svg+xml":s+=".svg";break;case"image/gif":s+=".gif"}const r=await getBinaryFileFromDataURL(e);if(!r)return null;const o=await importFileToVault(this.app,s,r,this.file,this.view),l=new EmbeddedFile(this.plugin,this.file.path,o.path);return l.setImage({imgBase64:e,mimeType:t,size:{height:0,width:0},isDark:"dark"===n.appState?.theme,isSVGwithBitmap:"image/svg+xml"===t}),this.setFile(i,l),o}syncCroppedPDFs(){const e=this.scene,t=this.plugin.settings.pdfScale;e.elements.filter((e=>"image"===e.type&&e.crop&&!e.isDeleted)).forEach((e=>{const i=this.getFile(e.fileId);if(!i.file)return;if("pdf"!==i.file.extension)return;const a=i.linkParts.original.split("#")?.[1];if(!a||!a.startsWith("page=")||a.includes("rect"))return;const n=e.link?e.link.match(/&rect=\d*,\d*,\d*,\d*(.*)/)?.[1]:"",s=i.linkParts.original+getPDFRect({elCrop:e.crop,scale:t,customData:e.customData})+(n||"]]");e.link=`[[${s}`,this.elementLinks.set(e.id,e.link)}))}async syncFiles(){let e=!1;const t=this.scene,i=t.elements.filter((e=>"image"===e.type)),a=i.map((e=>e.fileId));if(this.files.forEach(((t,i)=>{a.contains(i)||(this.files.delete(i),e=!0)})),this.equations.forEach(((t,i)=>{a.contains(i)||(this.equations.delete(i),e=!0)})),this.mermaids.forEach(((t,i)=>{a.contains(i)||(this.mermaids.delete(i),e=!0)})),!t.files||0===Object.keys(t.files).length)return!1;const n=new Set;a.forEach(((a,s)=>{if(n.has(a)){const r=this.getFile(a),o=this.getEquation(a),l=this.getMermaid(a);if(r&&(r.isHyperLink||r.isLocalLink||r.file&&("md"!==r.file.extension||this.plugin.isExcalidrawFile(r.file))))return;if(l)return;if(getMermaidText(i[s]))return void this.setMermaid(a,{mermaid:getMermaidText(i[s]),isLoaded:!0});if(!r&&!o&&!l)return;const c=fileid();t.elements.filter((e=>e.fileId===a)).sort(((e,t)=>e.updated<t.updated?1:-1))[0].fileId=c,e=!0,n.add(c),r&&this.setFile(c,new EmbeddedFile(this.plugin,this.file.path,r.linkParts.original)),o&&this.setEquation(c,{latex:o.latex,isLoaded:!1})}n.add(a)}));for(const i of Object.keys(t.files)){const a=getMermaidImageElements(t.elements.filter((e=>e.fileId===i)));this.hasFile(i)||this.hasEquation(i)||this.hasMermaid(i)||a.length>0||(e=!0,await this.saveDataURLtoVault(t.files[i].dataURL,t.files[i].mimeType,i,t.files[i].name))}return e}async syncElements(e,t){this.scene=e;let i=!1;return this.compatibilityMode||(i=await this.syncFiles(),this.scene.files={}),this.updateElementLinksFromScene(),i=i||this.syncCroppedPDFs()||this.setLinkPrefix()||this.setUrlPrefix()||this.setShowLinkBrackets()||this.findNewElementLinksInScene(),await this.updateTextElementsFromScene(),i||this.findNewTextElementsInScene(t)}async updateScene(e){this.scene=JSON_parse(e),this.updateElementLinksFromScene();const t=this.setLinkPrefix()||this.setUrlPrefix()||this.setShowLinkBrackets()||this.setembeddableThemePreference()||this.findNewElementLinksInScene();return await this.updateTextElementsFromScene(),!(!t&&!this.findNewTextElementsInScene()||(await this.updateSceneTextElements(),0))}getRawText(e){return this.textElements.get(e)?.raw}getParsedText(e){const t=this.textElements.get(e);return t?t.parsed:null}getParsedResult(e){return this.textElements.get(e)||null}setTextElement(e,t,i){const[a,n]=this.quickParse(t);return a?(this.textElements.set(e,{raw:t,parsed:a,hasTextLink:!!n}),[a,n]):(this.parse(t).then((a=>{const n=a.parsed;this.textElements.set(e,{raw:t,parsed:n,hasTextLink:!!a.link}),n&&i(n)})),[null,null])}async addTextElement(e,t,i){const a=await this.parse(i);return this.textElements.set(e,{raw:i,parsed:a.parsed,hasTextLink:!!a.link}),{parseResult:a.parsed,link:a.link}}deleteTextElement(e){this.textElements.delete(e)}getOpenMode(){const e=this.app.metadataCache.getFileCache(this.file);let t="view-mobile"===this.plugin.settings.defaultMode?DEVICE.isPhone?"view":"normal":this.plugin.settings.defaultMode;switch(e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS["default-mode"].name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS["default-mode"].name]&&(t=e.frontmatter[FRONTMATTER_KEYS["default-mode"].name]),t){case"zen":return{viewModeEnabled:!1,zenModeEnabled:!0};case"view":return{viewModeEnabled:!0,zenModeEnabled:!1};default:return{viewModeEnabled:!1,zenModeEnabled:!1}}}getLinkOpacity(){const e=this.app.metadataCache.getFileCache(this.file);let t=this.plugin.settings.linkOpacity;return e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS["linkbutton-opacity"].name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS["linkbutton-opacity"].name]&&(t=e.frontmatter[FRONTMATTER_KEYS["linkbutton-opacity"].name]),t}getOnLoadScript(){const e=this.app.metadataCache.getFileCache(this.file);return e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS["onload-script"].name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS["onload-script"].name]?e.frontmatter[FRONTMATTER_KEYS["onload-script"].name]:null}setLinkPrefix(){const e=this.linkPrefix,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&void 0!==t.frontmatter[FRONTMATTER_KEYS["link-prefix"].name]?this.linkPrefix=t.frontmatter[FRONTMATTER_KEYS["link-prefix"].name]??"":this.linkPrefix=this.plugin.settings.linkPrefix,e!==this.linkPrefix}setUrlPrefix(){const e=this.urlPrefix,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&void 0!==t.frontmatter[FRONTMATTER_KEYS["url-prefix"].name]?this.urlPrefix=t.frontmatter[FRONTMATTER_KEYS["url-prefix"].name]??"":this.urlPrefix=this.plugin.settings.urlPrefix,e!==this.urlPrefix}setAutoexportPreferences(){const e=this.app.metadataCache.getFileCache(this.file);if(e?.frontmatter&&null!==e.frontmatter[FRONTMATTER_KEYS.autoexport.name]&&void 0!==e.frontmatter[FRONTMATTER_KEYS.autoexport.name])switch(e.frontmatter[FRONTMATTER_KEYS.autoexport.name].toLowerCase()){case"none":this.autoexportPreference=AutoexportPreference.none;break;case"both":this.autoexportPreference=AutoexportPreference.both;break;case"png":this.autoexportPreference=AutoexportPreference.png;break;case"svg":this.autoexportPreference=AutoexportPreference.svg;break;default:this.autoexportPreference=AutoexportPreference.inherit}else this.autoexportPreference=AutoexportPreference.inherit}setembeddableThemePreference(){const e=this.embeddableTheme,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&null!==t.frontmatter[FRONTMATTER_KEYS["embeddable-theme"].name]&&void 0!==t.frontmatter[FRONTMATTER_KEYS["embeddable-theme"].name]?(this.embeddableTheme=t.frontmatter[FRONTMATTER_KEYS["embeddable-theme"].name].toLowerCase(),EMBEDDABLE_THEME_FRONTMATTER_VALUES.includes(this.embeddableTheme)||(this.embeddableTheme="default")):t?.frontmatter&&null!==t.frontmatter[FRONTMATTER_KEYS["iframe-theme"].name]&&void 0!==t.frontmatter[FRONTMATTER_KEYS["iframe-theme"].name]?(this.embeddableTheme=t.frontmatter[FRONTMATTER_KEYS["iframe-theme"].name].toLowerCase(),EMBEDDABLE_THEME_FRONTMATTER_VALUES.includes(this.embeddableTheme)||(this.embeddableTheme="default")):this.embeddableTheme=this.plugin.settings.iframeMatchExcalidrawTheme?"auto":"default",e!==this.embeddableTheme}setShowLinkBrackets(){const e=this.showLinkBrackets,t=this.app.metadataCache.getFileCache(this.file);return t?.frontmatter&&null!==t.frontmatter[FRONTMATTER_KEYS["link-brackets"].name]&&void 0!==t.frontmatter[FRONTMATTER_KEYS["link-brackets"].name]?this.showLinkBrackets=!1!==t.frontmatter[FRONTMATTER_KEYS["link-brackets"].name]:this.showLinkBrackets=this.plugin.settings.showLinkBrackets,e!==this.showLinkBrackets}setFile(e,t){if(!t)return;if(this.files.set(e,t),t.isHyperLink||t.isLocalLink)return void this.plugin.filesMaster.set(e,{isHyperLink:t.isHyperLink,isLocalLink:t.isLocalLink,path:t.hyperlink,blockrefData:null,hasSVGwithBitmap:t.isSVGwithBitmap});if(!t.file)return;const i=t.linkParts.original.split("#");this.plugin.filesMaster.set(e,{isHyperLink:!1,isLocalLink:!1,path:t.file.path+(t.shouldScale()?"":"|100%"),blockrefData:1===i.length?null:i[1],hasSVGwithBitmap:t.isSVGwithBitmap,colorMapJSON:t.colorMap?JSON.stringify(t.colorMap):null})}getFiles(){return Object.values(this.files)}getFile(e){let t=this.files.get(e);if(t)return t;const i=this.plugin.filesMaster.get(e);return i?(t=new EmbeddedFile(this.plugin,this.file.path,i.blockrefData?i.path+"#"+i.blockrefData:i.path,i.colorMapJSON),this.files.set(e,t),t):t}getFileEntries(){return this.files.entries()}deleteFile(e){this.files.delete(e)}hasFile(e){if(this.files.has(e))return!0;if(this.plugin.filesMaster.has(e)){const t=this.plugin.filesMaster.get(e);if(t.isHyperLink||t.isLocalLink)return this.files.set(e,new EmbeddedFile(this.plugin,this.file.path,t.path)),!0;const i=t.path.split("|")[0].split("#")[0];if(!this.app.vault.getAbstractFileByPath(i))return this.plugin.filesMaster.delete(e),!0;const a=t.path.endsWith("100%"),n=new EmbeddedFile(this.plugin,this.file.path,(t.blockrefData?i+"#"+t.blockrefData:i)+(a?"|100%":""),t.colorMapJSON);return this.files.set(e,n),!0}return!1}setEquation(e,t){this.equations.set(e,{latex:t.latex,isLoaded:t.isLoaded}),this.plugin.equationsMaster.set(e,t.latex)}getEquation(e){let t=this.equations.get(e);if(t)return t;const i=this.plugin.equationsMaster.get(e);return i?(this.equations.set(e,{latex:i,isLoaded:!1}),{latex:i,isLoaded:!1}):t}getEquationEntries(){return this.equations?.entries()}deleteEquation(e){this.equations.delete(e)}hasEquation(e){return!!this.equations.has(e)||!!this.plugin.equationsMaster.has(e)&&(this.equations.set(e,{latex:this.plugin.equationsMaster.get(e),isLoaded:!1}),!0)}setMermaid(e,t){this.mermaids.set(e,{mermaid:t.mermaid,isLoaded:t.isLoaded}),this.plugin.mermaidsMaster.set(e,t.mermaid)}getMermaid(e){let t=this.mermaids.get(e);if(t)return t;const i=this.plugin.mermaidsMaster.get(e);return i?(this.mermaids.set(e,{mermaid:i,isLoaded:!1}),{mermaid:i,isLoaded:!1}):t}getMermaidEntries(){return this.mermaids.entries()}deleteMermaid(e){this.mermaids.delete(e)}hasMermaid(e){return!!this.mermaids.has(e)||!!this.plugin.mermaidsMaster.has(e)&&(this.mermaids.set(e,{mermaid:this.plugin.mermaidsMaster.get(e),isLoaded:!1}),!0)}}const getTransclusion=async(e,t,i,a)=>{if(!e.path)return{contents:e.original.trim(),lineNum:0};if(!(i&&i instanceof obsidian_module.TFile))return{contents:e.original.trim(),lineNum:0};const n=await t.vault.read(i);if(!e.ref)return a?{contents:n.substring(0,a).trim(),lineNum:0}:{contents:n.trim(),lineNum:0};const s=(await t.metadataCache.blockCache.getForFile({isCancelled:()=>!1},i)).blocks.filter((e=>"comment"!==e.node.type));if(!s)return{contents:e.original.trim(),lineNum:0};if(e.isBlockRef){let t=s.filter((t=>t.node.id==e.ref))[0]?.node;if(!t)return{contents:e.original.trim(),lineNum:0};["blockquote"].includes(t.type)&&(t=t.children[0]);const i=t.position.start.offset,a=t.position.start.line,r=t.position.end.offset;return{contents:n.substring(i,r).replaceAll(/ \^\S*$|^\^\S*$/gm,"").trim(),lineNum:a}}const r=s.filter((e=>0===e.display.search(/^#+\s/)));let o=null,l=0,c=null,d=1;for(let t=0;t<r.length;t++){if(o&&!c){let e=t;for(;e<r.length&&r[e].node.depth>d;)e++;return e===r.length&&r[e-1].node.depth>d?{leadingHashes:"#".repeat(d)+" ",contents:n.substring(o).trim(),lineNum:l}:(c=r[e].node.position.start.offset-1,{leadingHashes:"#".repeat(d)+" ",contents:n.substring(o,c).trim(),lineNum:l})}const i=r[t].node.children[0],a=r[t].node.data?.hProperties?.dataHeading,s=i?.children;!o&&(cleanBlockRef(i?.value)===e.ref||cleanBlockRef(i?.title)===e.ref||cleanBlockRef(a)===e.ref||s&&cleanBlockRef(s[0]?.value)===e.ref||cleanSectionHeading(i?.value)===e.ref||cleanSectionHeading(i?.title)===e.ref||cleanSectionHeading(a)===e.ref||s&&cleanSectionHeading(s[0]?.value)===e.ref)&&(o=r[t].node.children[0]?.position.start.offset,d=r[t].node.depth,l=r[t].node.children[0]?.position.start.line)}return o?{leadingHashes:"#".repeat(d)+" ",contents:n.substring(o).trim(),lineNum:l}:{contents:e.original.trim(),lineNum:0}};class ContentSearcher{contentDiv;searchBar;prevButton;nextButton;exportMarkdown;showHideButton;customElemenentContainer;inputContainer;customElement;hitCount;searchBarWrapper;constructor(e,t){this.contentDiv=e,this.customElement=t,this.createSearchElements(),this.setupEventListeners(),e.prepend(this.getSearchBarWrapper())}createSearchElements(){this.searchBarWrapper=createDiv("excalidraw-search document-search-container");const e=createDiv("document-search");this.inputContainer=createDiv("search-input-container document-search-input"),this.searchBar=createEl("input",{type:"text",placeholder:"Find..."}),this.hitCount=createDiv("document-search-count"),this.inputContainer.appendChild(this.searchBar),this.inputContainer.appendChild(this.hitCount);const t=createDiv("document-search-buttons");this.prevButton=createEl("button",{cls:["clickable-icon","document-search-button"],attr:{"aria-label":t$d("SEARCH_PREVIOUS"),"data-tooltip-position":"top"},type:"button"}),this.prevButton.innerHTML=obsidian_module.getIcon("arrow-up").outerHTML,this.nextButton=createEl("button",{cls:["clickable-icon","document-search-button"],attr:{"aria-label":t$d("SEARCH_NEXT"),"data-tooltip-position":"top"},type:"button"}),this.nextButton.innerHTML=obsidian_module.getIcon("arrow-down").outerHTML,this.exportMarkdown=createEl("button",{cls:["clickable-icon","document-search-button"],attr:{"aria-label":t$d("SEARCH_COPY_TO_CLIPBOARD_ARIA"),"data-tooltip-position":"top"},type:"button"}),this.exportMarkdown.innerHTML=obsidian_module.getIcon("clipboard-copy").outerHTML,this.showHideButton=createEl("button",{cls:["clickable-icon","document-search-button","search-visible"],attr:{"aria-label":t$d("SEARCH_SHOWHIDE_ARIA"),"data-tooltip-position":"top"},type:"button"}),this.showHideButton.innerHTML=obsidian_module.getIcon("minimize-2").outerHTML,t.appendChild(this.prevButton),t.appendChild(this.nextButton),t.appendChild(this.exportMarkdown),t.appendChild(this.showHideButton),e.appendChild(this.inputContainer),e.appendChild(t),this.searchBarWrapper.appendChild(e),this.customElemenentContainer=createDiv(),this.customElement&&(this.customElemenentContainer.appendChild(this.customElement),this.searchBarWrapper.appendChild(this.customElemenentContainer))}setupEventListeners(){this.nextButton.onclick=()=>this.navigateSearchResults("next"),this.prevButton.onclick=()=>this.navigateSearchResults("previous"),this.exportMarkdown.onclick=()=>{const e=this.contentDiv.outerHTML,t=e.indexOf("<hr");function i(e,t){const i=new RegExp(`<summary class="excalidraw-setting-h${t}">([^<]+)</summary>`,"g");return e.replaceAll(i,`<summary class="excalidraw-setting-h${t}"><h${t}>$1</h${t}></summary>`)}let a=i(t>-1?e.substring(t):e,1);a=i(a,2),a=i(a,3),a=i(a,4),a=a.replaceAll(/<div class="setting-item-name">([^<]+)<\/div>/g,"<h5>$1</h5>");const n=obsidian_module.htmlToMarkdown(a);window.navigator.clipboard.writeText(n),new obsidian_module.Notice(t$d("SEARCH_COPIED_TO_CLIPBOARD"))},this.showHideButton.onclick=()=>{const e=e=>{this.inputContainer.style.opacity=e,this.prevButton.style.opacity=e,this.nextButton.style.opacity=e,this.exportMarkdown.style.opacity=e,this.customElemenentContainer.style.opacity=e};this.showHideButton.hasClass("search-visible")?(this.showHideButton.removeClass("search-visible"),this.showHideButton.addClass("search-hidden"),this.searchBarWrapper.style.backgroundColor="transparent",e("0"),this.showHideButton.innerHTML=obsidian_module.getIcon("maximize-2").outerHTML):(this.showHideButton.removeClass("search-hidden"),this.showHideButton.addClass("search-visible"),this.searchBarWrapper.style.backgroundColor=null,e(null),this.showHideButton.innerHTML=obsidian_module.getIcon("minimize-2").outerHTML)},this.searchBar.addEventListener("input",(e=>{this.clearHighlights();const t=e.target.value;if(t&&t.length>0){this.highlightSearchTerm(t);const e=this.contentDiv.querySelectorAll("mark.search-highlight").length;this.hitCount.textContent=e>0?`1 / ${e}`:"",setTimeout((()=>this.navigateSearchResults("next")))}else this.hitCount.textContent=""})),this.searchBar.addEventListener("keydown",(e=>{(e.ctrlKey||e.metaKey)&&"f"===e.key?(e.preventDefault(),this.searchBar.focus()):"Enter"===e.key&&(e.preventDefault(),this.navigateSearchResults(e.shiftKey?"previous":"next"))}))}getSearchBarWrapper(){return this.searchBarWrapper}highlightSearchTerm(e){const t=document.createTreeWalker(this.contentDiv,NodeFilter.SHOW_TEXT,{acceptNode:t=>t.nodeValue.toLowerCase().includes(e.toLowerCase())?NodeFilter.FILTER_ACCEPT:NodeFilter.FILTER_REJECT}),i=[];for(;t.nextNode();)i.push(t.currentNode);i.forEach((t=>{const i=t.nodeValue,a=document.createDocumentFragment();let n,s=0;const r=new RegExp(escapeRegExp(e),"gi");for(;null!==(n=r.exec(i));){const e=document.createTextNode(i.slice(s,n.index)),t=document.createElement("mark");t.className="search-highlight",t.textContent=n[0],t.classList.add("search-result"),a.appendChild(e),a.appendChild(t),s=r.lastIndex}a.appendChild(document.createTextNode(i.slice(s))),t.replaceWith(a)}))}clearHighlights(){this.contentDiv.querySelectorAll("mark.search-highlight").forEach((e=>{e.outerHTML=e.innerHTML}))}navigateSearchResults(e){const t=Array.from(this.contentDiv.querySelectorAll("mark.search-highlight"));if(0===t.length)return;const i=t.findIndex((e=>e.classList.contains("active-highlight")));-1!==i&&(t[i].classList.remove("active-highlight"),t[i].style.border="none");let a=0;"next"===e?a=i===t.length-1?0:i+1:"previous"===e&&(a=0===i?t.length-1:i-1);const n=t[a];n.classList.add("active-highlight"),this.expandParentDetails(n),setTimeout((()=>{n.scrollIntoView({behavior:"smooth",block:"nearest"})}),100),this.hitCount.textContent=`${a+1} / ${t.length}`}expandParentDetails(e){let t=e.parentElement;for(;t;)"DETAILS"===t.tagName&&t.setAttribute("open",""),t=t.parentElement}}const URL$1="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/index-new.md";class ScriptInstallPrompt extends obsidian_module.Modal{plugin;contentDiv;constructor(e){super(e.app),this.plugin=e}async onOpen(){this.contentEl.classList.add("excalidraw-scriptengine-install"),this.contentDiv=document.createElement("div"),this.contentEl.appendChild(this.contentDiv),new ContentSearcher(this.contentDiv),this.containerEl.classList.add("excalidraw-scriptengine-install");try{const e=await obsidian_module.request({url:URL$1});if(!e)return new obsidian_module.Notice("Error opening the Excalidraw Script Store page. Please double check that you can access the website. I've logged the link in developer console (press CTRL+SHIFT+i)",5e3),log$2(URL$1),void this.close();await obsidian_module.MarkdownRenderer.render(this.plugin.app,e,this.contentDiv,"",this.plugin),this.contentDiv.querySelectorAll("h1[data-heading],h2[data-heading],h3[data-heading]").forEach((e=>{e.setAttribute("id",e.getAttribute("data-heading"))})),this.contentDiv.querySelectorAll("a.internal-link").forEach((e=>{e.removeAttribute("target")}))}catch(e){errorlog({where:"ScriptInstallPrompt.onOpen",error:e}),new obsidian_module.Notice("Could not open ScriptEngine repository"),this.close()}}onClose(){this.contentEl.empty()}}function r$d(e){var t,i,a="";if("string"==typeof e||"number"==typeof e)a+=e;else if("object"==typeof e)if(Array.isArray(e)){var n=e.length;for(t=0;t<n;t++)e[t]&&(i=r$d(e[t]))&&(a&&(a+=" "),a+=i)}else for(i in e)e[i]&&(a&&(a+=" "),a+=i);return a}function clsx(){for(var e,t,i=0,a="",n=arguments.length;i<n;i++)(e=arguments[i])&&(t=r$d(e))&&(a&&(a+=" "),a+=t);return a}const PENS={default:{type:"default",freedrawOnly:!1,strokeColor:"#000000",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:0,penOptions:{highlighter:!1,constantPressure:!1,hasOutline:!1,outlineWidth:1,options:{thinning:.6,smoothing:.5,streamline:.5,easing:"easeOutSine",start:{cap:!0,taper:0,easing:"linear"},end:{cap:!0,taper:0,easing:"linear"}}}},highlighter:{type:"highlighter",freedrawOnly:!0,strokeColor:"#FFC47C",backgroundColor:"#FFC47C",fillStyle:"solid",strokeWidth:2,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!0,outlineWidth:4,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{taper:0,cap:!0,easing:"linear"}}}},finetip:{type:"finetip",freedrawOnly:!1,strokeColor:"#3E6F8D",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:.5,roughness:0,penOptions:{highlighter:!1,hasOutline:!1,outlineWidth:1,constantPressure:!0,options:{smoothing:.4,thinning:-.5,streamline:.4,easing:"linear",start:{taper:5,cap:!1,easing:"linear"},end:{taper:5,cap:!1,easing:"linear"}}}},fountain:{type:"fountain",freedrawOnly:!1,strokeColor:"#000000",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:2,roughness:0,penOptions:{highlighter:!1,constantPressure:!1,hasOutline:!1,outlineWidth:1,options:{smoothing:.2,thinning:.6,streamline:.2,easing:"easeInOutSine",start:{taper:150,cap:!0,easing:"linear"},end:{taper:1,cap:!0,easing:"linear"}}}},marker:{type:"marker",freedrawOnly:!0,strokeColor:"#B83E3E",backgroundColor:"#FF7C7C",fillStyle:"dashed",strokeWidth:2,roughness:3,penOptions:{highlighter:!1,constantPressure:!0,hasOutline:!0,outlineWidth:4,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{taper:0,cap:!0,easing:"linear"}}}},"thick-thin":{type:"thick-thin",freedrawOnly:!0,strokeColor:"#CECDCC",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!1,outlineWidth:1,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{cap:!0,taper:!0,easing:"linear"}}}},"thin-thick-thin":{type:"thin-thick-thin",freedrawOnly:!0,strokeColor:"#CECDCC",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!1,outlineWidth:1,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{cap:!0,taper:!0,easing:"linear"},end:{cap:!0,taper:!0,easing:"linear"}}}}},GRID_COLUMNS=5,CELL_SIZE=32,CELL_GAP=8,POPUP_PADDING=12,MAX_HEIGHT=260,getColors=(e,t,i=!1)=>{const a=getViewColorPalette(e,t,i)??[],n=[];return a.forEach((e=>{Array.isArray(e)?e.forEach((e=>{"string"==typeof e&&e&&n.push(e)})):"string"==typeof e&&e&&n.push(e)})),n},positionPopup=(e,t)=>{const i=t.getBoundingClientRect(),{innerWidth:a,innerHeight:n}=window,s=e.offsetWidth||GRID_COLUMNS*(CELL_SIZE+CELL_GAP)+2*POPUP_PADDING,r=e.offsetHeight||MAX_HEIGHT+2*POPUP_PADDING;let o=i.left,l=i.bottom+8;o+s>a-8&&(o=Math.max(8,a-s-8)),l+r>n-8&&(l=Math.max(8,i.top-r-8)),e.style.left=`${o}px`,e.style.top=`${l}px`},attachOutsideHandlers=(e,t,i)=>{const a=e=>e.stopPropagation();let n;const s=e=>{"Escape"===e.key&&(e.stopPropagation(),n(null))},r=()=>n(null);return n=n=>{document.removeEventListener("keydown",s,!0),e.removeEventListener("click",r),t.removeEventListener("click",a),e.remove(),i(n)},document.addEventListener("keydown",s,!0),e.addEventListener("click",r),t.addEventListener("click",a),n},showColorPicker=async(e,t,i,a=!1)=>{const n=getColors(e,i,a);return n.length?new Promise((e=>{const i=document.createElement("div");i.classList.add("excalidraw-colorpicker-overlay");const a=document.createElement("div");a.classList.add("excalidraw-colorpicker-popup");const s=document.createElement("div");s.classList.add("excalidraw-colorpicker-grid"),s.style.gridTemplateColumns=`repeat(${GRID_COLUMNS}, ${CELL_SIZE}px)`,s.style.gap=`${CELL_GAP}px`,s.style.maxHeight=`${MAX_HEIGHT}px`,n.forEach((e=>{const t=document.createElement("button");t.type="button",t.ariaLabel=e,t.classList.add("excalidraw-colorpicker-swatch"),t.style.backgroundColor=e,t.addEventListener("click",(()=>r(e))),s.appendChild(t)})),a.appendChild(s),i.appendChild(a),document.body.appendChild(i),positionPopup(a,t);const r=attachOutsideHandlers(i,a,e)})):null},EASINGFUNCTIONS={linear:"linear",easeInQuad:"easeInQuad",easeOutQuad:"easeOutQuad",easeInOutQuad:"easeInOutQuad",easeInCubic:"easeInCubic",easeOutCubic:"easeOutCubic",easeInOutCubic:"easeInOutCubic",easeInQuart:"easeInQuart",easeOutQuart:"easeOutQuart",easeInOutQuart:"easeInOutQuart",easeInQuint:"easeInQuint",easeOutQuint:"easeOutQuint",easeInOutQuint:"easeInOutQuint",easeInSine:"easeInSine",easeOutSine:"easeOutSine",easeInOutSine:"easeInOutSine",easeInExpo:"easeInExpo",easeOutExpo:"easeOutExpo",easeInOutExpo:"easeInOutExpo",easeInCirc:"easeInCirc",easeOutCirc:"easeOutCirc",easeInOutCirc:"easeInOutCirc",easeInBack:"easeInBack",easeOutBack:"easeOutBack",easeInOutBack:"easeInOutBack",easeInElastic:"easeInElastic",easeOutElastic:"easeOutElastic",easeInOutElastic:"easeInOutElastic",easeInBounce:"easeInBounce",easeOutBounce:"easeOutBounce",easeInOutBounce:"easeInOutBounce"};class PenSettingsModal extends obsidian_module.Modal{plugin;view;pen;api;dirty=!1;constructor(e,t,i){super(e.app),this.plugin=e,this.view=t,this.pen=i,this.api=t.excalidrawAPI}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Pen Settings"),this.createForm()}async onClose(){if(this.dirty){await this.plugin.saveSettings(),getExcalidrawViews(this.app).forEach((e=>e.updatePinnedCustomPens()));const e=this.plugin.settings.customPens[this.pen],t=this.view.excalidrawAPI;setPen(e,t),t.setActiveTool({type:"freedraw"})}}async createForm(){const e=e=>{let t="";if(COLOR_NAMES.has(e))return[COLOR_NAMES.get(e),t];const i=(new Option).style;if(i.color=e,i.color){const e=i.color.match(/^[^\d]*(\d*)[^\d]*(\d*)[^\d]*(\d*)[^\d]*([\d\.]*)?/);return e?(t=e[4]?(0|Math.round(255*parseFloat(e[4]))).toString(16).padStart(2,"0"):"",[`#${(0|parseInt(e[1])).toString(16).padStart(2,"0")}${(0|parseInt(e[2])).toString(16).padStart(2,"0")}${(0|parseInt(e[3])).toString(16).padStart(2,"0")}`,t]):[null,t]}return[null,t]},t=this.plugin.settings.customPens[this.pen],i=this.contentEl;let a,n,s,r,o,l;i.createEl("h1",{text:"Pen settings"}),new obsidian_module.Setting(i).setName("Pen type").setDesc("Select type of pen").addDropdown((e=>{e.addOption("default","Excalidraw Default").addOption("highlighter","Highlighter").addOption("finetip","Fine tip pen").addOption("fountain","Fountain pen").addOption("marker","Marker with Outline").addOption("thick-thin","Mindmap Thick-Thin").addOption("thin-thick-thin","Mindmap Thin-Thick-Thin").setValue(t.type).onChange((e=>{this.dirty=!0,t.type=e}))})).addButton((e=>e.setButtonText("Apply").onClick((()=>{this.dirty=!0,t.strokeColor=PENS[t.type].strokeColor,t.backgroundColor=PENS[t.type].backgroundColor,t.fillStyle=PENS[t.type].fillStyle,t.strokeWidth=PENS[t.type].strokeWidth,t.roughness=PENS[t.type].roughness,t.penOptions={...PENS[t.type].penOptions},i.empty(),this.createForm()})))),a=new obsidian_module.Setting(i).setName(fragWithHTML(t.freedrawOnly?"Stroke & fill applies to: <b>Freedraw only</b>":"Stroke & fill applies to: <b>All shapes</b>")).setDesc(fragWithHTML('<b>"All shapes"</b> means that if for example, you select a blue pen with dashed fill and then switch to a different tool (e.g. to a line, a circle, an arrow - i.e. not the freedraw tool), those will all have the same blue line and dashed fill.<br><b>"Only applies to the freedraw line"</b> means that if for example you are writing black text, and you select a custom pen (e.g. a yellow highlighter), then after using the highlighter you switch to another tool, the previous settings (e.g. black stroke color) will apply to the new shape.')).addToggle((e=>e.setValue(t.freedrawOnly).onChange((e=>{this.dirty=!0,a.setName(fragWithHTML(e?"Stroke & fill applies to: <b>Freedraw only</b>":"Stroke & fill applies to: <b>All shapes</b>")),t.freedrawOnly=e}))));let c,d,h,p,u,m,g,f,[b,U]=e(t.strokeColor),E=!1;l=new obsidian_module.Setting(i).setName(fragWithHTML(Boolean(t.strokeColor)?"Stroke color: <b>Preset color</b>":"Stroke color: <b>Current</b>")).setDesc(fragWithHTML("Use <b>current</b> stroke color of the canvas, or set a specific <b>preset color</b> for the pen")).addToggle((i=>{o=i,i.setValue(!Boolean(t.strokeColor)).onChange((i=>{this.dirty=!0,n.settingEl.style.display=i?"none":"",l.setName(fragWithHTML(i?"Stroke color: <b>Current</b>":"Stroke color: <b>Preset color</b>")),i?delete t.strokeColor:(r.getValue()||([b,U]=e("black"),s.setValue(b),r.setValue("black")),t.strokeColor=r.getValue())}))})),n=new obsidian_module.Setting(i).setName("Select stroke color").addButton((i=>i.setButtonText("Use Canvas Current").onClick((()=>{const i=this.api.getAppState(),a=i.resetCustomPen?.currentItemStrokeColor??i.currentItemStrokeColor;[b,U]=e(a),t.strokeColor=a,this.dirty=!0,r.setValue(a),E=!0,s.setValue(b)})))).addText((i=>{r=i,i.setValue(t.strokeColor).onChange((i=>{E=!0,this.dirty=!0,t.strokeColor=i,[b,U]=e(i),b&&s.setValue(b)}))})).addColorPicker((e=>{s=e,e.setValue(b??"#000000").onChange((e=>{E?E=!1:(this.dirty=!0,t.strokeColor=e+U,r.setValue(e+U))}))})).addButton((i=>{i.setIcon("swatch-book").onClick((async()=>{const a=await showColorPicker("elementStroke",i.buttonEl,this.view,!0);a&&(o?.setValue(!1),E=!0,[b,U]=e(a),t.strokeColor=a,r.setValue(a),b&&s.setValue(b))}))})),n.settingEl.style.display=Boolean(t.strokeColor)?"":"none";let[w,y]=e(t.backgroundColor);c=new obsidian_module.Setting(i).setName(fragWithHTML(Boolean(t.backgroundColor)?"Background color: <b>Preset color</b>":"Background color: <b>Current</b>")).setDesc(fragWithHTML("Toggle to use the <b>current background color</b> of the canvas; or a <b>preset color</b>")).addToggle((i=>{g=i,i.setValue(!Boolean(t.backgroundColor)).onChange((i=>{this.dirty=!0,c.setName(fragWithHTML(i?"Background color: <b>Current</b>":"Background color: <b>Preset color</b>")),h.settingEl.style.display=i?"none":"",d.settingEl.style.display=i||"transparent"===t.backgroundColor?"none":"",i?delete t.backgroundColor:(u.getValue()||([w,y]=e("black"),p.setValue(w),u.setValue("black")),m.setValue(!1))}))})),h=new obsidian_module.Setting(i).setName(fragWithHTML("transparent"===t.backgroundColor?"Background: <b>Transparent</b>":"Color: <b>Preset color</b>")).setDesc("Background has color or is transparent").addToggle((e=>{m=e,e.setValue("transparent"===t.backgroundColor).onChange((e=>{this.dirty=!0,d.settingEl.style.display=e?"none":"",f.settingEl.style.display=e?"none":"",h.setName(fragWithHTML(e?"Background: <b>Transparent</b>":"Color: <b>Preset color</b>")),t.backgroundColor=e?"transparent":p.getValue()}))})),h.settingEl.style.display=Boolean(t.backgroundColor)?"":"none";let v,T,S,_,x,I,C,A,k,O=!1;d=new obsidian_module.Setting(i).setName("Background color").addButton((i=>i.setButtonText("Use Canvas Current").onClick((()=>{const i=this.api.getAppState(),a=i.resetCustomPen?.currentItemBackgroundColor??i.currentItemBackgroundColor;[w,y]=e(a),t.backgroundColor=a,this.dirty=!0,u.setValue(a),O=!0,p.setValue(w)})))).addText((i=>{u=i,i.setValue(t.backgroundColor).onChange((i=>{O=!0,this.dirty=!0,t.backgroundColor=i,[w,y]=e(i),w&&p.setValue(w)}))})).addColorPicker((e=>{p=e,e.setValue(w??"#000000").onChange((e=>{O?O=!1:(this.dirty=!0,t.backgroundColor=e+y,u.setValue(e+y))}))})).addButton((i=>{i.setIcon("swatch-book").onClick((async()=>{const a=await showColorPicker("elementBackground",i.buttonEl,this.view,!0);a&&(g?.setValue(!1),m?.setValue(!1),O=!0,[w,y]=e(a),t.backgroundColor=a,u.setValue(a),w&&p.setValue(w))}))})),d.settingEl.style.display=Boolean(t.backgroundColor)&&"transparent"!==t.backgroundColor?"":"none",f=new obsidian_module.Setting(i).setName("Fill Style").addDropdown((e=>e.addOption("","Unset").addOption("dots","Dots (⚠ VERY SLOW performance on large objects!)").addOption("zigzag","Zigzag").addOption("zigzag-line","Zigzag-line").addOption("dashed","Dashed").addOption("hachure","Hachure").addOption("cross-hatch","Cross-hatch").addOption("solid","Solid").setValue(t.fillStyle).onChange((e=>{this.dirty=!0,t.fillStyle=e})))),f.settingEl.style.display=Boolean(t.backgroundColor)&&"transparent"!==t.backgroundColor?"":"none",v=new obsidian_module.Setting(i).setName(fragWithHTML(`Sloppiness: <b>${null===t.roughness?"Not Set":t.roughness<=.5?"Architect (":t.roughness<=1.5?"Artist (":"Cartoonist ("}${null===t.roughness?"":`${t.roughness})`}</b>`)).setDesc("Line sloppiness of the shape fill pattern").addSlider((e=>e.setLimits(-.5,3,.5).setValue(null===t.roughness?-.5:t.roughness).onChange((e=>{this.dirty=!0,t.roughness=-.5===e?null:e,v.setName(fragWithHTML(`Sloppiness: <b>${null===t.roughness?"Not Set":t.roughness<=.5?"Architect (":t.roughness<=1.5?"Artist (":"Cartoonist ("}${null===t.roughness?"":`${t.roughness})`}</b>`))})))),T=new obsidian_module.Setting(i).setName(fragWithHTML(`Stroke Width <b>${0===t.strokeWidth?"Not Set":t.strokeWidth}</b>`)).addSlider((e=>e.setLimits(.1,8,.1).setValue(t.strokeWidth).onChange((e=>{this.dirty=!0,t.strokeWidth=e,T.setName(fragWithHTML(`Stroke Width <b>${0===t.strokeWidth?"Not Set":t.strokeWidth}</b>`))})))),new obsidian_module.Setting(i).setName("Highlighter pen?").addToggle((e=>e.setValue(t.penOptions.highlighter).onChange((e=>{this.dirty=!0,t.penOptions.highlighter=e})))),new obsidian_module.Setting(i).setName("Pressure sensitive pen?").setDesc(fragWithHTML("<b>toggle on</b>: pressure sensitive<br><b>toggle off</b>: constant 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114.9z"}))}},stringToSVG=e=>(e.match(/class=("|')[^"']*(lucide|skip)[^"']*("|')/)||(e=e.replace(/stroke\s*=\s*['"][^"']*['"]/g,"").replace(/[^-]width\s*=\s*['"][^"']*['"]/g,"").replace(/[^-]height\s*=\s*['"][^"']*['"]/g,"").replace("<svg ",'<svg style="stroke:var(--icon-fill-color);color:var(--icon-fill-color);fill:var(--icon-fill-color);stroke-width:6;" ')),React__namespace.createElement("div",{dangerouslySetInnerHTML:{__html:e}})),LogoWrapper=({children:e})=>React__namespace.createElement("div",{className:"welcome-screen-center__logo virgil welcome-screen-decor"},e," "),getTrayIcon=()=>{const e=obsidian_module.getIcon("monitor-check");return stringToSVG(e.outerHTML)};var top="top",bottom="bottom",right="right",left="left",auto="auto",basePlacements=[top,bottom,right,left],start="start",end="end",clippingParents="clippingParents",viewport="viewport",popper="popper",reference="reference",variationPlacements=basePlacements.reduce((function(e,t){return e.concat([t+"-"+start,t+"-"+end])}),[]),placements=[].concat(basePlacements,[auto]).reduce((function(e,t){return e.concat([t,t+"-"+start,t+"-"+end])}),[]),beforeRead="beforeRead",read="read",afterRead="afterRead",beforeMain="beforeMain",main="main",afterMain="afterMain",beforeWrite="beforeWrite",write="write",afterWrite="afterWrite",modifierPhases=[beforeRead,read,afterRead,beforeMain,main,afterMain,beforeWrite,write,afterWrite];function getNodeName(e){return e?(e.nodeName||"").toLowerCase():null}function getWindow(e){if(null==e)return window;if("[object Window]"!==e.toString()){var t=e.ownerDocument;return t&&t.defaultView||window}return e}function isElement(e){return e instanceof getWindow(e).Element||e instanceof Element}function isHTMLElement$1(e){return e instanceof getWindow(e).HTMLElement||e instanceof HTMLElement}function isShadowRoot(e){return"undefined"!=typeof ShadowRoot&&(e instanceof getWindow(e).ShadowRoot||e instanceof ShadowRoot)}function applyStyles(e){var t=e.state;Object.keys(t.elements).forEach((function(e){var i=t.styles[e]||{},a=t.attributes[e]||{},n=t.elements[e];isHTMLElement$1(n)&&getNodeName(n)&&(Object.assign(n.style,i),Object.keys(a).forEach((function(e){var t=a[e];!1===t?n.removeAttribute(e):n.setAttribute(e,!0===t?"":t)})))}))}function effect$2(e){var t=e.state,i={popper:{position:t.options.strategy,left:"0",top:"0",margin:"0"},arrow:{position:"absolute"},reference:{}};return Object.assign(t.elements.popper.style,i.popper),t.styles=i,t.elements.arrow&&Object.assign(t.elements.arrow.style,i.arrow),function(){Object.keys(t.elements).forEach((function(e){var a=t.elements[e],n=t.attributes[e]||{},s=Object.keys(t.styles.hasOwnProperty(e)?t.styles[e]:i[e]).reduce((function(e,t){return e[t]="",e}),{});isHTMLElement$1(a)&&getNodeName(a)&&(Object.assign(a.style,s),Object.keys(n).forEach((function(e){a.removeAttribute(e)})))}))}}var applyStyles$1={name:"applyStyles",enabled:!0,phase:"write",fn:applyStyles,effect:effect$2,requires:["computeStyles"]};function getBasePlacement(e){return e.split("-")[0]}var max$5=Math.max,min$5=Math.min,round$6=Math.round;function getUAString(){var e=navigator.userAgentData;return null!=e&&e.brands&&Array.isArray(e.brands)?e.brands.map((function(e){return e.brand+"/"+e.version})).join(" "):navigator.userAgent}function isLayoutViewport(){return!/^((?!chrome|android).)*safari/i.test(getUAString())}function getBoundingClientRect(e,t,i){void 0===t&&(t=!1),void 0===i&&(i=!1);var a=e.getBoundingClientRect(),n=1,s=1;t&&isHTMLElement$1(e)&&(n=e.offsetWidth>0&&round$6(a.width)/e.offsetWidth||1,s=e.offsetHeight>0&&round$6(a.height)/e.offsetHeight||1);var r=(isElement(e)?getWindow(e):window).visualViewport,o=!isLayoutViewport()&&i,l=(a.left+(o&&r?r.offsetLeft:0))/n,c=(a.top+(o&&r?r.offsetTop:0))/s,d=a.width/n,h=a.height/s;return{width:d,height:h,top:c,right:l+d,bottom:c+h,left:l,x:l,y:c}}function getLayoutRect(e){var t=getBoundingClientRect(e),i=e.offsetWidth,a=e.offsetHeight;return Math.abs(t.width-i)<=1&&(i=t.width),Math.abs(t.height-a)<=1&&(a=t.height),{x:e.offsetLeft,y:e.offsetTop,width:i,height:a}}function contains(e,t){var i=t.getRootNode&&t.getRootNode();if(e.contains(t))return!0;if(i&&isShadowRoot(i)){var a=t;do{if(a&&e.isSameNode(a))return!0;a=a.parentNode||a.host}while(a)}return!1}function getComputedStyle$1(e){return getWindow(e).getComputedStyle(e)}function isTableElement(e){return["table","td","th"].indexOf(getNodeName(e))>=0}function getDocumentElement(e){return((isElement(e)?e.ownerDocument:e.document)||window.document).documentElement}function getParentNode(e){return"html"===getNodeName(e)?e:e.assignedSlot||e.parentNode||(isShadowRoot(e)?e.host:null)||getDocumentElement(e)}function getTrueOffsetParent(e){return isHTMLElement$1(e)&&"fixed"!==getComputedStyle$1(e).position?e.offsetParent:null}function getContainingBlock(e){var t=/firefox/i.test(getUAString());if(/Trident/i.test(getUAString())&&isHTMLElement$1(e)&&"fixed"===getComputedStyle$1(e).position)return null;var i=getParentNode(e);for(isShadowRoot(i)&&(i=i.host);isHTMLElement$1(i)&&["html","body"].indexOf(getNodeName(i))<0;){var a=getComputedStyle$1(i);if("none"!==a.transform||"none"!==a.perspective||"paint"===a.contain||-1!==["transform","perspective"].indexOf(a.willChange)||t&&"filter"===a.willChange||t&&a.filter&&"none"!==a.filter)return i;i=i.parentNode}return null}function getOffsetParent(e){for(var t=getWindow(e),i=getTrueOffsetParent(e);i&&isTableElement(i)&&"static"===getComputedStyle$1(i).position;)i=getTrueOffsetParent(i);return i&&("html"===getNodeName(i)||"body"===getNodeName(i)&&"static"===getComputedStyle$1(i).position)?t:i||getContainingBlock(e)||t}function getMainAxisFromPlacement(e){return["top","bottom"].indexOf(e)>=0?"x":"y"}function within(e,t,i){return max$5(e,min$5(t,i))}function withinMaxClamp(e,t,i){var a=within(e,t,i);return a>i?i:a}function getFreshSideObject(){return{top:0,right:0,bottom:0,left:0}}function mergePaddingObject(e){return Object.assign({},getFreshSideObject(),e)}function expandToHashMap(e,t){return t.reduce((function(t,i){return t[i]=e,t}),{})}var toPaddingObject=function(e,t){return mergePaddingObject("number"!=typeof(e="function"==typeof e?e(Object.assign({},t.rects,{placement:t.placement})):e)?e:expandToHashMap(e,basePlacements))};function arrow(e){var t,i=e.state,a=e.name,n=e.options,s=i.elements.arrow,r=i.modifiersData.popperOffsets,o=getBasePlacement(i.placement),l=getMainAxisFromPlacement(o),c=[left,right].indexOf(o)>=0?"height":"width";if(s&&r){var d=toPaddingObject(n.padding,i),h=getLayoutRect(s),p="y"===l?top:left,u="y"===l?bottom:right,m=i.rects.reference[c]+i.rects.reference[l]-r[l]-i.rects.popper[c],g=r[l]-i.rects.reference[l],f=getOffsetParent(s),b=f?"y"===l?f.clientHeight||0:f.clientWidth||0:0,U=m/2-g/2,E=d[p],w=b-h[c]-d[u],y=b/2-h[c]/2+U,v=within(E,y,w),T=l;i.modifiersData[a]=((t={})[T]=v,t.centerOffset=v-y,t)}}function effect$1(e){var t=e.state,i=e.options.element,a=void 0===i?"[data-popper-arrow]":i;null!=a&&("string"!=typeof a||(a=t.elements.popper.querySelector(a)))&&contains(t.elements.popper,a)&&(t.elements.arrow=a)}var arrow$1={name:"arrow",enabled:!0,phase:"main",fn:arrow,effect:effect$1,requires:["popperOffsets"],requiresIfExists:["preventOverflow"]};function getVariation(e){return e.split("-")[1]}var unsetSides={top:"auto",right:"auto",bottom:"auto",left:"auto"};function roundOffsetsByDPR(e,t){var i=e.x,a=e.y,n=t.devicePixelRatio||1;return{x:round$6(i*n)/n||0,y:round$6(a*n)/n||0}}function mapToStyles(e){var t,i=e.popper,a=e.popperRect,n=e.placement,s=e.variation,r=e.offsets,o=e.position,l=e.gpuAcceleration,c=e.adaptive,d=e.roundOffsets,h=e.isFixed,p=r.x,u=void 0===p?0:p,m=r.y,g=void 0===m?0:m,f="function"==typeof d?d({x:u,y:g}):{x:u,y:g};u=f.x,g=f.y;var b=r.hasOwnProperty("x"),U=r.hasOwnProperty("y"),E=left,w=top,y=window;if(c){var v=getOffsetParent(i),T="clientHeight",S="clientWidth";v===getWindow(i)&&"static"!==getComputedStyle$1(v=getDocumentElement(i)).position&&"absolute"===o&&(T="scrollHeight",S="scrollWidth"),(n===top||(n===left||n===right)&&s===end)&&(w=bottom,g-=(h&&v===y&&y.visualViewport?y.visualViewport.height:v[T])-a.height,g*=l?1:-1),n!==left&&(n!==top&&n!==bottom||s!==end)||(E=right,u-=(h&&v===y&&y.visualViewport?y.visualViewport.width:v[S])-a.width,u*=l?1:-1)}var _,x=Object.assign({position:o},c&&unsetSides),I=!0===d?roundOffsetsByDPR({x:u,y:g},getWindow(i)):{x:u,y:g};return u=I.x,g=I.y,l?Object.assign({},x,((_={})[w]=U?"0":"",_[E]=b?"0":"",_.transform=(y.devicePixelRatio||1)<=1?"translate("+u+"px, "+g+"px)":"translate3d("+u+"px, "+g+"px, 0)",_)):Object.assign({},x,((t={})[w]=U?g+"px":"",t[E]=b?u+"px":"",t.transform="",t))}function computeStyles(e){var t=e.state,i=e.options,a=i.gpuAcceleration,n=void 0===a||a,s=i.adaptive,r=void 0===s||s,o=i.roundOffsets,l=void 0===o||o,c={placement:getBasePlacement(t.placement),variation:getVariation(t.placement),popper:t.elements.popper,popperRect:t.rects.popper,gpuAcceleration:n,isFixed:"fixed"===t.options.strategy};null!=t.modifiersData.popperOffsets&&(t.styles.popper=Object.assign({},t.styles.popper,mapToStyles(Object.assign({},c,{offsets:t.modifiersData.popperOffsets,position:t.options.strategy,adaptive:r,roundOffsets:l})))),null!=t.modifiersData.arrow&&(t.styles.arrow=Object.assign({},t.styles.arrow,mapToStyles(Object.assign({},c,{offsets:t.modifiersData.arrow,position:"absolute",adaptive:!1,roundOffsets:l})))),t.attributes.popper=Object.assign({},t.attributes.popper,{"data-popper-placement":t.placement})}var computeStyles$1={name:"computeStyles",enabled:!0,phase:"beforeWrite",fn:computeStyles,data:{}},passive={passive:!0};function effect(e){var t=e.state,i=e.instance,a=e.options,n=a.scroll,s=void 0===n||n,r=a.resize,o=void 0===r||r,l=getWindow(t.elements.popper),c=[].concat(t.scrollParents.reference,t.scrollParents.popper);return s&&c.forEach((function(e){e.addEventListener("scroll",i.update,passive)})),o&&l.addEventListener("resize",i.update,passive),function(){s&&c.forEach((function(e){e.removeEventListener("scroll",i.update,passive)})),o&&l.removeEventListener("resize",i.update,passive)}}var eventListeners={name:"eventListeners",enabled:!0,phase:"write",fn:function(){},effect:effect,data:{}},hash$1={left:"right",right:"left",bottom:"top",top:"bottom"};function getOppositePlacement(e){return e.replace(/left|right|bottom|top/g,(function(e){return hash$1[e]}))}var hash={start:"end",end:"start"};function getOppositeVariationPlacement(e){return e.replace(/start|end/g,(function(e){return hash[e]}))}function getWindowScroll(e){var t=getWindow(e);return{scrollLeft:t.pageXOffset,scrollTop:t.pageYOffset}}function getWindowScrollBarX(e){return getBoundingClientRect(getDocumentElement(e)).left+getWindowScroll(e).scrollLeft}function getViewportRect(e,t){var i=getWindow(e),a=getDocumentElement(e),n=i.visualViewport,s=a.clientWidth,r=a.clientHeight,o=0,l=0;if(n){s=n.width,r=n.height;var c=isLayoutViewport();(c||!c&&"fixed"===t)&&(o=n.offsetLeft,l=n.offsetTop)}return{width:s,height:r,x:o+getWindowScrollBarX(e),y:l}}function getDocumentRect(e){var t,i=getDocumentElement(e),a=getWindowScroll(e),n=null==(t=e.ownerDocument)?void 0:t.body,s=max$5(i.scrollWidth,i.clientWidth,n?n.scrollWidth:0,n?n.clientWidth:0),r=max$5(i.scrollHeight,i.clientHeight,n?n.scrollHeight:0,n?n.clientHeight:0),o=-a.scrollLeft+getWindowScrollBarX(e),l=-a.scrollTop;return"rtl"===getComputedStyle$1(n||i).direction&&(o+=max$5(i.clientWidth,n?n.clientWidth:0)-s),{width:s,height:r,x:o,y:l}}function isScrollParent(e){var t=getComputedStyle$1(e),i=t.overflow,a=t.overflowX,n=t.overflowY;return/auto|scroll|overlay|hidden/.test(i+n+a)}function getScrollParent(e){return["html","body","#document"].indexOf(getNodeName(e))>=0?e.ownerDocument.body:isHTMLElement$1(e)&&isScrollParent(e)?e:getScrollParent(getParentNode(e))}function listScrollParents(e,t){var i;void 0===t&&(t=[]);var a=getScrollParent(e),n=a===(null==(i=e.ownerDocument)?void 0:i.body),s=getWindow(a),r=n?[s].concat(s.visualViewport||[],isScrollParent(a)?a:[]):a,o=t.concat(r);return n?o:o.concat(listScrollParents(getParentNode(r)))}function rectToClientRect(e){return Object.assign({},e,{left:e.x,top:e.y,right:e.x+e.width,bottom:e.y+e.height})}function getInnerBoundingClientRect(e,t){var i=getBoundingClientRect(e,!1,"fixed"===t);return i.top=i.top+e.clientTop,i.left=i.left+e.clientLeft,i.bottom=i.top+e.clientHeight,i.right=i.left+e.clientWidth,i.width=e.clientWidth,i.height=e.clientHeight,i.x=i.left,i.y=i.top,i}function getClientRectFromMixedType(e,t,i){return t===viewport?rectToClientRect(getViewportRect(e,i)):isElement(t)?getInnerBoundingClientRect(t,i):rectToClientRect(getDocumentRect(getDocumentElement(e)))}function getClippingParents(e){var t=listScrollParents(getParentNode(e)),i=["absolute","fixed"].indexOf(getComputedStyle$1(e).position)>=0&&isHTMLElement$1(e)?getOffsetParent(e):e;return isElement(i)?t.filter((function(e){return isElement(e)&&contains(e,i)&&"body"!==getNodeName(e)})):[]}function getClippingRect(e,t,i,a){var n="clippingParents"===t?getClippingParents(e):[].concat(t),s=[].concat(n,[i]),r=s[0],o=s.reduce((function(t,i){var n=getClientRectFromMixedType(e,i,a);return t.top=max$5(n.top,t.top),t.right=min$5(n.right,t.right),t.bottom=min$5(n.bottom,t.bottom),t.left=max$5(n.left,t.left),t}),getClientRectFromMixedType(e,r,a));return o.width=o.right-o.left,o.height=o.bottom-o.top,o.x=o.left,o.y=o.top,o}function computeOffsets(e){var t,i=e.reference,a=e.element,n=e.placement,s=n?getBasePlacement(n):null,r=n?getVariation(n):null,o=i.x+i.width/2-a.width/2,l=i.y+i.height/2-a.height/2;switch(s){case top:t={x:o,y:i.y-a.height};break;case bottom:t={x:o,y:i.y+i.height};break;case right:t={x:i.x+i.width,y:l};break;case left:t={x:i.x-a.width,y:l};break;default:t={x:i.x,y:i.y}}var c=s?getMainAxisFromPlacement(s):null;if(null!=c){var d="y"===c?"height":"width";switch(r){case start:t[c]=t[c]-(i[d]/2-a[d]/2);break;case end:t[c]=t[c]+(i[d]/2-a[d]/2)}}return t}function detectOverflow(e,t){void 0===t&&(t={});var i=t,a=i.placement,n=void 0===a?e.placement:a,s=i.strategy,r=void 0===s?e.strategy:s,o=i.boundary,l=void 0===o?clippingParents:o,c=i.rootBoundary,d=void 0===c?viewport:c,h=i.elementContext,p=void 0===h?popper:h,u=i.altBoundary,m=void 0!==u&&u,g=i.padding,f=void 0===g?0:g,b=mergePaddingObject("number"!=typeof f?f:expandToHashMap(f,basePlacements)),U=p===popper?reference:popper,E=e.rects.popper,w=e.elements[m?U:p],y=getClippingRect(isElement(w)?w:w.contextElement||getDocumentElement(e.elements.popper),l,d,r),v=getBoundingClientRect(e.elements.reference),T=computeOffsets({reference:v,element:E,strategy:"absolute",placement:n}),S=rectToClientRect(Object.assign({},E,T)),_=p===popper?S:v,x={top:y.top-_.top+b.top,bottom:_.bottom-y.bottom+b.bottom,left:y.left-_.left+b.left,right:_.right-y.right+b.right},I=e.modifiersData.offset;if(p===popper&&I){var C=I[n];Object.keys(x).forEach((function(e){var t=[right,bottom].indexOf(e)>=0?1:-1,i=[top,bottom].indexOf(e)>=0?"y":"x";x[e]+=C[i]*t}))}return x}function computeAutoPlacement(e,t){void 0===t&&(t={});var i=t,a=i.placement,n=i.boundary,s=i.rootBoundary,r=i.padding,o=i.flipVariations,l=i.allowedAutoPlacements,c=void 0===l?placements:l,d=getVariation(a),h=d?o?variationPlacements:variationPlacements.filter((function(e){return getVariation(e)===d})):basePlacements,p=h.filter((function(e){return c.indexOf(e)>=0}));0===p.length&&(p=h);var u=p.reduce((function(t,i){return t[i]=detectOverflow(e,{placement:i,boundary:n,rootBoundary:s,padding:r})[getBasePlacement(i)],t}),{});return Object.keys(u).sort((function(e,t){return u[e]-u[t]}))}function getExpandedFallbackPlacements(e){if(getBasePlacement(e)===auto)return[];var t=getOppositePlacement(e);return[getOppositeVariationPlacement(e),t,getOppositeVariationPlacement(t)]}function flip(e){var t=e.state,i=e.options,a=e.name;if(!t.modifiersData[a]._skip){for(var n=i.mainAxis,s=void 0===n||n,r=i.altAxis,o=void 0===r||r,l=i.fallbackPlacements,c=i.padding,d=i.boundary,h=i.rootBoundary,p=i.altBoundary,u=i.flipVariations,m=void 0===u||u,g=i.allowedAutoPlacements,f=t.options.placement,b=getBasePlacement(f),U=l||(b!==f&&m?getExpandedFallbackPlacements(f):[getOppositePlacement(f)]),E=[f].concat(U).reduce((function(e,i){return e.concat(getBasePlacement(i)===auto?computeAutoPlacement(t,{placement:i,boundary:d,rootBoundary:h,padding:c,flipVariations:m,allowedAutoPlacements:g}):i)}),[]),w=t.rects.reference,y=t.rects.popper,v=new Map,T=!0,S=E[0],_=0;_<E.length;_++){var x=E[_],I=getBasePlacement(x),C=getVariation(x)===start,A=[top,bottom].indexOf(I)>=0,k=A?"width":"height",O=detectOverflow(t,{placement:x,boundary:d,rootBoundary:h,altBoundary:p,padding:c}),R=A?C?right:left:C?bottom:top;w[k]>y[k]&&(R=getOppositePlacement(R));var M=getOppositePlacement(R),L=[];if(s&&L.push(O[I]<=0),o&&L.push(O[R]<=0,O[M]<=0),L.every((function(e){return e}))){S=x,T=!1;break}v.set(x,L)}if(T)for(var D=function(e){var t=E.find((function(t){var i=v.get(t);if(i)return i.slice(0,e).every((function(e){return e}))}));if(t)return S=t,"break"},P=m?3:1;P>0&&"break"!==D(P);P--);t.placement!==S&&(t.modifiersData[a]._skip=!0,t.placement=S,t.reset=!0)}}var flip$1={name:"flip",enabled:!0,phase:"main",fn:flip,requiresIfExists:["offset"],data:{_skip:!1}};function getSideOffsets(e,t,i){return void 0===i&&(i={x:0,y:0}),{top:e.top-t.height-i.y,right:e.right-t.width+i.x,bottom:e.bottom-t.height+i.y,left:e.left-t.width-i.x}}function isAnySideFullyClipped(e){return[top,right,bottom,left].some((function(t){return e[t]>=0}))}function hide(e){var t=e.state,i=e.name,a=t.rects.reference,n=t.rects.popper,s=t.modifiersData.preventOverflow,r=detectOverflow(t,{elementContext:"reference"}),o=detectOverflow(t,{altBoundary:!0}),l=getSideOffsets(r,a),c=getSideOffsets(o,n,s),d=isAnySideFullyClipped(l),h=isAnySideFullyClipped(c);t.modifiersData[i]={referenceClippingOffsets:l,popperEscapeOffsets:c,isReferenceHidden:d,hasPopperEscaped:h},t.attributes.popper=Object.assign({},t.attributes.popper,{"data-popper-reference-hidden":d,"data-popper-escaped":h})}var hide$1={name:"hide",enabled:!0,phase:"main",requiresIfExists:["preventOverflow"],fn:hide};function distanceAndSkiddingToXY(e,t,i){var a=getBasePlacement(e),n=[left,top].indexOf(a)>=0?-1:1,s="function"==typeof i?i(Object.assign({},t,{placement:e})):i,r=s[0],o=s[1];return r=r||0,o=(o||0)*n,[left,right].indexOf(a)>=0?{x:o,y:r}:{x:r,y:o}}function offset(e){var t=e.state,i=e.options,a=e.name,n=i.offset,s=void 0===n?[0,0]:n,r=placements.reduce((function(e,i){return e[i]=distanceAndSkiddingToXY(i,t.rects,s),e}),{}),o=r[t.placement],l=o.x,c=o.y;null!=t.modifiersData.popperOffsets&&(t.modifiersData.popperOffsets.x+=l,t.modifiersData.popperOffsets.y+=c),t.modifiersData[a]=r}var offset$1={name:"offset",enabled:!0,phase:"main",requires:["popperOffsets"],fn:offset};function popperOffsets(e){var t=e.state,i=e.name;t.modifiersData[i]=computeOffsets({reference:t.rects.reference,element:t.rects.popper,strategy:"absolute",placement:t.placement})}var popperOffsets$1={name:"popperOffsets",enabled:!0,phase:"read",fn:popperOffsets,data:{}};function getAltAxis(e){return"x"===e?"y":"x"}function preventOverflow(e){var t=e.state,i=e.options,a=e.name,n=i.mainAxis,s=void 0===n||n,r=i.altAxis,o=void 0!==r&&r,l=i.boundary,c=i.rootBoundary,d=i.altBoundary,h=i.padding,p=i.tether,u=void 0===p||p,m=i.tetherOffset,g=void 0===m?0:m,f=detectOverflow(t,{boundary:l,rootBoundary:c,padding:h,altBoundary:d}),b=getBasePlacement(t.placement),U=getVariation(t.placement),E=!U,w=getMainAxisFromPlacement(b),y=getAltAxis(w),v=t.modifiersData.popperOffsets,T=t.rects.reference,S=t.rects.popper,_="function"==typeof g?g(Object.assign({},t.rects,{placement:t.placement})):g,x="number"==typeof _?{mainAxis:_,altAxis:_}:Object.assign({mainAxis:0,altAxis:0},_),I=t.modifiersData.offset?t.modifiersData.offset[t.placement]:null,C={x:0,y:0};if(v){if(s){var A,k="y"===w?top:left,O="y"===w?bottom:right,R="y"===w?"height":"width",M=v[w],L=M+f[k],D=M-f[O],P=u?-S[R]/2:0,N=U===start?T[R]:S[R],F=U===start?-S[R]:-T[R],V=t.elements.arrow,B=u&&V?getLayoutRect(V):{width:0,height:0},G=t.modifiersData["arrow#persistent"]?t.modifiersData["arrow#persistent"].padding:getFreshSideObject(),$=G[k],W=G[O],H=within(0,T[R],B[R]),X=E?T[R]/2-P-H-$-x.mainAxis:N-H-$-x.mainAxis,z=E?-T[R]/2+P+H+W+x.mainAxis:F+H+W+x.mainAxis,Y=t.elements.arrow&&getOffsetParent(t.elements.arrow),K=Y?"y"===w?Y.clientTop||0:Y.clientLeft||0:0,Z=null!=(A=null==I?void 0:I[w])?A:0,j=M+z-Z,q=within(u?min$5(L,M+X-Z-K):L,M,u?max$5(D,j):D);v[w]=q,C[w]=q-M}if(o){var J,Q="x"===w?top:left,ee="x"===w?bottom:right,te=v[y],ie="y"===y?"height":"width",ae=te+f[Q],ne=te-f[ee],se=-1!==[top,left].indexOf(b),re=null!=(J=null==I?void 0:I[y])?J:0,oe=se?ae:te-T[ie]-S[ie]-re+x.altAxis,le=se?te+T[ie]+S[ie]-re-x.altAxis:ne,ce=u&&se?withinMaxClamp(oe,te,le):within(u?oe:ae,te,u?le:ne);v[y]=ce,C[y]=ce-te}t.modifiersData[a]=C}}var preventOverflow$1={name:"preventOverflow",enabled:!0,phase:"main",fn:preventOverflow,requiresIfExists:["offset"]};function getHTMLElementScroll(e){return{scrollLeft:e.scrollLeft,scrollTop:e.scrollTop}}function getNodeScroll(e){return e!==getWindow(e)&&isHTMLElement$1(e)?getHTMLElementScroll(e):getWindowScroll(e)}function isElementScaled(e){var t=e.getBoundingClientRect(),i=round$6(t.width)/e.offsetWidth||1,a=round$6(t.height)/e.offsetHeight||1;return 1!==i||1!==a}function getCompositeRect(e,t,i){void 0===i&&(i=!1);var a=isHTMLElement$1(t),n=isHTMLElement$1(t)&&isElementScaled(t),s=getDocumentElement(t),r=getBoundingClientRect(e,n,i),o={scrollLeft:0,scrollTop:0},l={x:0,y:0};return(a||!a&&!i)&&(("body"!==getNodeName(t)||isScrollParent(s))&&(o=getNodeScroll(t)),isHTMLElement$1(t)?((l=getBoundingClientRect(t,!0)).x+=t.clientLeft,l.y+=t.clientTop):s&&(l.x=getWindowScrollBarX(s))),{x:r.left+o.scrollLeft-l.x,y:r.top+o.scrollTop-l.y,width:r.width,height:r.height}}function order(e){var t=new Map,i=new Set,a=[];function n(e){i.add(e.name),[].concat(e.requires||[],e.requiresIfExists||[]).forEach((function(e){if(!i.has(e)){var a=t.get(e);a&&n(a)}})),a.push(e)}return e.forEach((function(e){t.set(e.name,e)})),e.forEach((function(e){i.has(e.name)||n(e)})),a}function orderModifiers(e){var t=order(e);return modifierPhases.reduce((function(e,i){return e.concat(t.filter((function(e){return e.phase===i})))}),[])}function debounce(e){var t;return function(){return t||(t=new Promise((function(i){Promise.resolve().then((function(){t=void 0,i(e())}))}))),t}}function mergeByName(e){var t=e.reduce((function(e,t){var i=e[t.name];return e[t.name]=i?Object.assign({},i,t,{options:Object.assign({},i.options,t.options),data:Object.assign({},i.data,t.data)}):t,e}),{});return Object.keys(t).map((function(e){return t[e]}))}var DEFAULT_OPTIONS={placement:"bottom",modifiers:[],strategy:"absolute"};function areValidElements(){for(var e=arguments.length,t=new Array(e),i=0;i<e;i++)t[i]=arguments[i];return!t.some((function(e){return!(e&&"function"==typeof e.getBoundingClientRect)}))}function popperGenerator(e){void 0===e&&(e={});var t=e,i=t.defaultModifiers,a=void 0===i?[]:i,n=t.defaultOptions,s=void 0===n?DEFAULT_OPTIONS:n;return function(e,t,i){void 0===i&&(i=s);var n={placement:"bottom",orderedModifiers:[],options:Object.assign({},DEFAULT_OPTIONS,s),modifiersData:{},elements:{reference:e,popper:t},attributes:{},styles:{}},r=[],o=!1,l={state:n,setOptions:function(i){var o="function"==typeof i?i(n.options):i;c(),n.options=Object.assign({},s,n.options,o),n.scrollParents={reference:isElement(e)?listScrollParents(e):e.contextElement?listScrollParents(e.contextElement):[],popper:listScrollParents(t)};var d=orderModifiers(mergeByName([].concat(a,n.options.modifiers)));return n.orderedModifiers=d.filter((function(e){return e.enabled})),n.orderedModifiers.forEach((function(e){var t=e.name,i=e.options,a=void 0===i?{}:i,s=e.effect;if("function"==typeof s){var o=s({state:n,name:t,instance:l,options:a});r.push(o||function(){})}})),l.update()},forceUpdate:function(){if(!o){var e=n.elements,t=e.reference,i=e.popper;if(areValidElements(t,i)){n.rects={reference:getCompositeRect(t,getOffsetParent(i),"fixed"===n.options.strategy),popper:getLayoutRect(i)},n.reset=!1,n.placement=n.options.placement,n.orderedModifiers.forEach((function(e){return n.modifiersData[e.name]=Object.assign({},e.data)}));for(var a=0;a<n.orderedModifiers.length;a++)if(!0!==n.reset){var s=n.orderedModifiers[a],r=s.fn,c=s.options,d=void 0===c?{}:c,h=s.name;"function"==typeof r&&(n=r({state:n,options:d,name:h,instance:l})||n)}else n.reset=!1,a=-1}}},update:debounce((function(){return new Promise((function(e){l.forceUpdate(),e(n)}))})),destroy:function(){c(),o=!0}};if(!areValidElements(e,t))return l;function c(){r.forEach((function(e){return e()})),r=[]}return l.setOptions(i).then((function(e){!o&&i.onFirstUpdate&&i.onFirstUpdate(e)})),l}}var defaultModifiers=[eventListeners,popperOffsets$1,computeStyles$1,applyStyles$1,offset$1,flip$1,preventOverflow$1,arrow$1,hide$1],createPopper=popperGenerator({defaultModifiers:defaultModifiers});class Suggester{owner;items;suggestions;selectedItem;containerEl;constructor(e,t,i){this.containerEl=t,this.owner=e,t.on("click",".suggestion-item",this.onSuggestionClick.bind(this)),t.on("mousemove",".suggestion-item",this.onSuggestionMouseover.bind(this)),i.register([],"ArrowUp",(()=>(this.setSelectedItem(this.selectedItem-1,!0),!1))),i.register([],"ArrowDown",(()=>(this.setSelectedItem(this.selectedItem+1,!0),!1))),i.register([],"Enter",(e=>(this.useSelectedItem(e),!1))),i.register([],"Tab",(e=>(this.chooseSuggestion(e),!1)))}chooseSuggestion(e){if(!this.items||!this.items.length)return;const t=this.items[this.selectedItem];t&&this.owner.onChooseSuggestion(t,e)}onSuggestionClick(e,t){if(e.preventDefault(),!this.suggestions||!this.suggestions.length)return;const i=this.suggestions.indexOf(t);this.setSelectedItem(i,!1),this.useSelectedItem(e)}onSuggestionMouseover(e,t){if(!this.suggestions||!this.suggestions.length)return;const i=this.suggestions.indexOf(t);this.setSelectedItem(i,!1)}empty(){this.containerEl.empty()}setSuggestions(e){this.containerEl.empty();const t=[];e.forEach((e=>{const i=this.containerEl.createDiv("suggestion-item");this.owner.renderSuggestion(e,i),t.push(i)})),this.items=e,this.suggestions=t,this.setSelectedItem(0,!1)}useSelectedItem(e){if(!this.items||!this.items.length)return;const t=this.items[this.selectedItem];t&&this.owner.selectSuggestion(t,e)}wrap(e,t){return(e%t+t)%t}setSelectedItem(e,t){const i=this.wrap(e,this.suggestions.length),a=this.suggestions[this.selectedItem],n=this.suggestions[i];a&&a.removeClass("is-selected"),n&&n.addClass("is-selected"),this.selectedItem=i,t&&n.scrollIntoView(!1)}}class SuggestionModal extends obsidian_module.FuzzySuggestModal{items=[];suggestions;popper;scope=new obsidian_module.Scope(this.app.scope);suggester;suggestEl;promptEl;emptyStateText=t$d("SUGGESTION_NOMATCH");limit=100;shouldNotOpen;handleInput;handleFocus;handleBlur;handleMouseDown;collisionBoundary;constructor(e,t,i,a){super(e),this.inputEl=t,this.items=i,this.collisionBoundary=a,this.handleInput=this.onInputChanged.bind(this),this.handleFocus=this.onFocus.bind(this),this.handleBlur=this.close.bind(this),this.handleMouseDown=e=>{e.preventDefault()},this.suggestEl=createDiv("suggestion-container"),this.contentEl=this.suggestEl.createDiv("suggestion"),this.suggester=new Suggester(this,this.contentEl,this.scope),this.scope.register([],"Escape",this.onEscape.bind(this)),this.inputEl.addEventListener("input",this.handleInput),this.inputEl.addEventListener("focus",this.handleFocus),this.inputEl.addEventListener("blur",this.handleBlur),this.suggestEl.on("mousedown",".suggestion-container",this.handleMouseDown)}empty(){this.suggester.empty()}onInputChanged(){if(this.shouldNotOpen)return;const e=this.modifyInput(this.inputEl.value),t=this.getSuggestions(e);t.length>0?this.suggester.setSuggestions(t.slice(0,this.limit)):this.onNoSuggestion(),this.open()}onFocus(){this.shouldNotOpen=!1,this.onInputChanged()}modifyInput(e){return e}onNoSuggestion(){this.empty(),this.renderSuggestion(null,this.contentEl.createDiv("suggestion-item"))}open(){this.app.keymap.pushScope(this.scope);const e=this.inputEl.closest(".modal"),t=this.inputEl.closest(".modal-container")??(e?.parentElement?.matches(".modal-container")?e.parentElement:null)??this.inputEl.ownerDocument.body;t.appendChild(this.suggestEl);const i=this.collisionBoundary??t;this.popper=new WeakRef(createPopper(this.inputEl,this.suggestEl,{placement:"bottom-start",strategy:t.matches(".modal-container")?"absolute":"fixed",modifiers:[{name:"offset",options:{offset:[0,10]}},{name:"flip",options:{fallbackPlacements:["top"]}},{name:"preventOverflow",options:{boundary:i,altBoundary:!0,padding:{left:8,right:8}}}]}))}onEscape(){this.close(),this.shouldNotOpen=!0}close(){this.app.keymap.popScope(this.scope),this.suggester.setSuggestions([]),this.popper?.deref()&&this.popper.deref().destroy(),this.inputEl.removeEventListener("input",this.handleInput),this.inputEl.removeEventListener("focus",this.handleFocus),this.inputEl.removeEventListener("blur",this.handleBlur),this.suggestEl.detach()}createPrompt(e){this.promptEl||(this.promptEl=this.suggestEl.createDiv("prompt-instructions"));const t=this.promptEl.createDiv("prompt-instruction");for(const i of e)t.appendChild(i)}}class FileSuggestionModal extends SuggestionModal{plugin;text;cache;filesAndAliases;file;handleGetFile;constructor(e,t,i,a){const n=[];for(const t of i){const i=t.path;n.push({file:t,path:i,alias:""});const a=e.metadataCache.getFileCache(t),s=a?.frontmatter?.aliases||[];for(const e of s)e&&n.push({file:t,path:i,alias:e})}super(e,t.inputEl,n),this.plugin=a,this.limit=20,this.filesAndAliases=n,this.text=t,this.suggestEl.style.maxWidth="100%",this.suggestEl.style.width=`${t.inputEl.clientWidth}px`,this.handleGetFile=this.getFile.bind(this),this.inputEl.addEventListener("input",this.handleGetFile),this.setPlaceholder(t$d("SELECT_FILE_TO_INSERT")),this.emptyStateText=t$d("NO_MATCH")}getFile(){const e=this.inputEl.value,t=this.app.vault.getAbstractFileByPath(e);t!==this.file&&t instanceof obsidian_module.TFile&&(this.file=t,this.onInputChanged())}getSelectedItem(){return this.file}getItemText(e){return`${e.file.path}${e.alias?`|${e.alias}`:""}`}onChooseItem(e){this.file=e.file,this.text.setValue(this.getItemText(e)),this.text.onChanged()}selectSuggestion({item:e}){this.file=e.file,this.text.setValue(this.getItemText(e)),this.onClose(),this.text.onChanged(),this.close()}renderSuggestion(e,t){const{item:i,match:a}=e||{};t.addClass("mod-complex");const n=t.createDiv("suggestion-content"),s=t.createDiv("suggestion-aux"),r=n.createDiv("suggestion-title"),o=n.createDiv("suggestion-note");if(!i)return r.setText(this.emptyStateText),void t.addClass("is-selected");const l=i.file?.path??i.path,c=l.length-i.file.name.length,d=a.matches.map((e=>createSpan("suggestion-highlight"))),h=this.getItemText(i);for(let e=c;e<h.length;e++){const t=a.matches.find((t=>t[0]===e));if(t){const i=d[a.matches.indexOf(t)];r.appendChild(i),i.appendText(h.substring(t[0],t[1])),e+=t[1]-t[0]-1}else r.appendText(h[e])}o.setText(l),this.plugin.isExcalidrawFile(i.file)?obsidian_module.setIcon(s,ICON_NAME):"md"===i.file.extension?obsidian_module.setIcon(s,"square-pen"):IMAGE_TYPES.includes(i.file.extension)?obsidian_module.setIcon(s,"image"):VIDEO_TYPES.includes(i.file.extension)?obsidian_module.setIcon(s,"monitor-play"):AUDIO_TYPES.includes(i.file.extension)?obsidian_module.setIcon(s,"file-audio"):CODE_TYPES.includes(i.file.extension)?obsidian_module.setIcon(s,"file-code"):"canvas"===i.file.extension?obsidian_module.setIcon(s,"layout-dashboard"):"pdf"===i.file.extension?obsidian_module.setIcon(s,"book-open-text"):s.setText(i.file.extension)}getItems(){return this.filesAndAliases}close(){this.inputEl.removeEventListener("input",this.handleGetFile),super.close()}}class InsertPDFModal extends obsidian_module.Modal{plugin;view;borderBox=!0;frame=!1;gapSize=20;groupPages=!1;direction="right";numColumns=1;numRows=1;lockAfterImport=!0;pagesToImport=[];pageDimensions={width:0,height:0};pageDimensionsByPage=new Map;importScale=.3;imageSizeMessage;pdfDoc;pdfFile;dirty=!1;constructor(e,t){super(e.app),this.plugin=e,this.view=t}open(e){e&&"pdf"===e.extension.toLowerCase()&&(this.pdfFile=e),super.open()}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Import PDF"),this.createForm()}async onClose(){this.dirty&&(this.plugin.settings.pdfImportScale=this.importScale,this.plugin.settings.pdfBorderBox=this.borderBox,this.plugin.settings.pdfFrame=this.frame,this.plugin.settings.pdfGapSize=this.gapSize,this.plugin.settings.pdfGroupPages=this.groupPages,this.plugin.settings.pdfNumColumns=this.numColumns,this.plugin.settings.pdfNumRows=this.numRows,this.plugin.settings.pdfDirection=this.direction,this.plugin.settings.pdfLockAfterImport=this.lockAfterImport,await this.plugin.saveSettings()),this.pdfDoc&&(this.pdfDoc.destroy(),this.pdfDoc=null),this.pageDimensionsByPage.clear(),this.plugin=null,this.view=null,this.app=null,this.imageSizeMessage.remove(),this.setImageSizeMessage=null}async loadPageDimensions(e){if(!this.pdfDoc)return;const t=this.plugin.settings.pdfScale,i=e&&e.length>0?[...new Set(e)]:[1];for(const e of i)if(!this.pageDimensionsByPage.has(e))try{const i=(await this.pdfDoc.getPage(e)).getViewport({scale:t});this.pageDimensionsByPage.set(e,{width:i.width,height:i.height})}catch(e){console.log(e)}this.pageDimensions=this.getMaxSelectedPageDimensions(),this.setImageSizeMessage()}getMaxSelectedPageDimensions(){let e=0,t=0;if((this.pagesToImport.length>0?this.pagesToImport:Array.from(this.pageDimensionsByPage.keys())).forEach((i=>{const a=this.pageDimensionsByPage.get(i);a&&(e=Math.max(e,a.width),t=Math.max(t,a.height))})),0===e||0===t){const i=this.pageDimensionsByPage.values().next().value;i&&(e=i.width,t=i.height)}return{width:e,height:t}}createPageListFromString(e){const t=e=>e.replace(/\D/g,"");return this.pagesToImport=[],e.split(",").forEach((e=>{const i=e.split("-");if(1===i.length){const e=parseInt(t(i[0]));!isNaN(e)&&this.pagesToImport.push(e)}else if(2===i.length){const e=parseInt(t(i[0])),a=parseInt(t(i[1]));if(isNaN(e)||isNaN(a))return;for(let t=e;t<=a;t++)this.pagesToImport.push(t)}})),this.pagesToImport}setImageSizeMessage=()=>{if(!this.imageSizeMessage)return;const e=this.getMaxSelectedPageDimensions();this.imageSizeMessage.innerText=`${Math.round(e.width*this.importScale)} x ${Math.round(e.height*this.importScale)}`};async createForm(){await this.plugin.loadSettings(),this.borderBox=this.plugin.settings.pdfBorderBox,this.frame=this.plugin.settings.pdfFrame,this.gapSize=this.plugin.settings.pdfGapSize,this.groupPages=this.plugin.settings.pdfGroupPages,this.numColumns=this.plugin.settings.pdfNumColumns,this.numRows=this.plugin.settings.pdfNumRows,this.direction=this.plugin.settings.pdfDirection,this.lockAfterImport=this.plugin.settings.pdfLockAfterImport,this.importScale=this.plugin.settings.pdfImportScale;const e=this.contentEl;let t,i,a,n=0;const s=()=>this.pdfDoc?0===this.pagesToImport.length?(i.buttonEl.style.display="none",void(a.innerText=t$d("IPM_SELECT_PAGES_TO_IMPORT"))):Math.max(...this.pagesToImport)<=this.pdfDoc.numPages?(i.buttonEl.style.display="block",void(a.innerText="")):(i.buttonEl.style.display="none",void(a.innerText=`The selected document has ${this.pdfDoc.numPages} pages. Please select pages between 1 and ${this.pdfDoc.numPages}`)):(a.innerText=t$d("IPM_SELECT_PDF"),void(i.buttonEl.style.display="none")),r=()=>{0!==n?t.innerHTML=`There are <b>${n}</b> pages in the selected document.`:t.innerText=t$d("IPM_SELECT_PDF")};let o,l;const c=async e=>{const t=this.createPageListFromString(e);this.pdfDoc&&t.length>0?await this.loadPageDimensions(t):(this.pageDimensionsByPage.clear(),this.pageDimensions={width:0,height:0},this.setImageSizeMessage()),t.length>15?l.innerHTML=`You are importing <b>${t.length}</b> pages. ⚠️ This may take a while. ⚠️`:l.innerHTML=`You are importing <b>${t.length}</b> pages.`,s()},d=async e=>{this.pdfDoc&&await this.pdfDoc.destroy(),this.pdfDoc=null,this.pageDimensionsByPage.clear(),this.pageDimensions={width:0,height:0},n=0,this.setImageSizeMessage(),e?(this.pdfDoc=await getPDFDoc(e),this.pdfFile=e,this.pdfDoc?(n=this.pdfDoc.numPages,o.setValue(`1-${n}`),await c(`1-${n}`),s(),r()):i.setDisabled(!0)):(s(),r())},h=new obsidian_module.TextComponent(e);h.inputEl.style.width="100%";const p=new FileSuggestionModal(this.app,h,this.app.vault.getFiles().filter((e=>"pdf"===e.extension.toLowerCase())),this.plugin);let u,m,g,f,b;h.onChange((async()=>{const e=p.getSelectedItem();await d(e)})),t=e.createEl("p",{text:""}),r(),new obsidian_module.Setting(e).setName(t$d("IPM_PAGES_TO_IMPORT_NAME")).setDesc("e.g.: 1,3-5,7,9-10").addText((e=>{o=e,e.setValue("").onChange((async e=>{await c(e)})),e.inputEl.style.width="100%"})),l=e.createEl("p",{text:""}),this.frame=!this.borderBox&&this.frame,new obsidian_module.Setting(e).setName(t$d("IPM_ADD_BORDER_BOX_NAME")).addToggle((e=>{u=e,e.setValue(this.borderBox).onChange((e=>{this.borderBox=e,e&&(this.frame=!1,m.setValue(!1)),this.dirty=!0}))})),new obsidian_module.Setting(e).setName(t$d("IPM_ADD_FRAME_NAME")).setDesc(t$d("IPM_ADD_FRAME_DESC")).addToggle((e=>{m=e,e.setValue(this.frame).onChange((e=>{this.frame=e,e&&(this.borderBox=!1,u.setValue(!1),this.lockAfterImport||(this.lockAfterImport=!0,g.setValue(!0))),this.dirty=!0}))})),new obsidian_module.Setting(e).setName(t$d("IPM_GROUP_PAGES_NAME")).setDesc(t$d("IPM_GROUP_PAGES_DESC")).addToggle((e=>e.setValue(this.groupPages).onChange((e=>{this.groupPages=e,this.dirty=!0})))),new obsidian_module.Setting(e).setName("Lock pages on canvas after import").addToggle((e=>{g=e,e.setValue(this.lockAfterImport).onChange((e=>{this.lockAfterImport=e,this.dirty=!0}))}));const U=()=>{switch(this.direction){case"down":f.settingEl.style.display="none",b.settingEl.style.display="";break;case"right":f.settingEl.style.display="",b.settingEl.style.display="none"}};let E,w,y;new obsidian_module.Setting(e).setName("Import direction").addDropdown((e=>e.addOptions({down:"Top > Down",right:"Left > Right"}).setValue(this.direction).onChange((e=>{this.direction=e,U(),this.dirty=!0})))),f=new obsidian_module.Setting(e),f.setName("Number of columns").addSlider((e=>e.setLimits(1,100,1).setValue(this.numColumns).onChange((e=>{this.numColumns=e,E.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{E=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.numColumns.toString()}`})),b=new obsidian_module.Setting(e),b.setName("Number of rows").addSlider((e=>e.setLimits(1,100,1).setValue(this.numRows).onChange((e=>{this.numRows=e,w.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{w=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.numRows.toString()}`})),U(),new obsidian_module.Setting(e).setName("Size of gap between pages").addSlider((e=>e.setLimits(10,200,10).setValue(this.gapSize).onChange((e=>{this.gapSize=e,y.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{y=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.gapSize.toString()}`}));const v=this.getMaxSelectedPageDimensions(),T=new obsidian_module.Setting(e).setName("Imported page size").setDesc(`${Math.round(v.width*this.importScale)} x ${Math.round(v.height*this.importScale)}`).addSlider((e=>e.setLimits(.1,1.5,.1).setValue(this.importScale).onChange((e=>{this.importScale=e,this.dirty=!0,this.setImageSizeMessage()}))));this.imageSizeMessage=T.descEl,this.setImageSizeMessage();const S=new obsidian_module.Setting(e).setDesc("Select a document first").addButton((e=>{e.setButtonText("Import PDF").setCta().onClick((async()=>{const e=getEA(this.view);let t=0,i=0;await this.loadPageDimensions(this.pagesToImport);const n=this.getMaxSelectedPageDimensions(),s=Math.round(n.width*this.importScale),r=Math.round(n.height*this.importScale);if(0===s||0===r)return void(a.innerText=t$d("IPM_SELECT_PAGES_TO_IMPORT"));for(let o=0;o<this.pagesToImport.length;o++){const l=this.pagesToImport[o];a.innerText=`Importing page ${l} (${o+1} of ${this.pagesToImport.length})`;const c=this.pageDimensionsByPage.get(l)??n,d=Math.round(c.width*this.importScale),h=Math.round(c.height*this.importScale),p=Math.round(s*t+this.gapSize*t),u=Math.round(r*i+this.gapSize*i);e.style.strokeColor=this.borderBox?"#000000":"transparent";const m=e.addRect(p,u,d,h),g=e.getElement(m);this.lockAfterImport&&(g.locked=!0);const f=await e.addImage(p,u,this.pdfFile.path+`#page=${l}`,!1,!1),b=e.getElement(f);if(b.width=d,b.height=h,this.lockAfterImport&&(b.locked=!0),e.addToGroup([m,f]),this.frame){const t=e.addFrame(p,u,d,h,`${l}`);e.getElement(t).frameRole="marker",e.addToGroup([t,m,f]),e.getElement(t).link=this.pdfFile.path+`#page=${l}`}switch(this.direction){case"right":t=(t+1)%this.numColumns,0===t&&i++;break;case"down":i=(i+1)%this.numRows,0===i&&t++}}if(this.groupPages){const t=e.getElements().filter((e=>!this.frame||"frame"===e.type)).map((e=>e.id));e.addToGroup(t)}await e.addElementsToView(!0,!0,!1);const o=e.getExcalidrawAPI(),l=e.getElements().map((e=>e.id)),c=e.getViewElements().filter((e=>l.includes(e.id)));o.selectElements(c),o.zoomToFit(c),e.destroy(),this.close()})),i=e,i.buttonEl.style.display="none"}));a=S.descEl,a.addClass("mod-warning"),this.pdfFile?(h.setValue(this.pdfFile.path),await d(this.pdfFile),p.close(),o.inputEl.focus()):h.inputEl.focus(),s()}}class UniversalInsertFileModal extends obsidian_module.Modal{plugin;view;center={x:0,y:0};file;constructor(e,t){super(e.app),this.plugin=e,this.view=t;const i=t.excalidrawAPI.getAppState(),a=t.containerEl.getBoundingClientRect(),n=window.innerWidth||document.documentElement.clientWidth,s=window.innerHeight||document.documentElement.clientHeight,r=sceneCoordsToViewportCoords({sceneX:t.currentPosition.x,sceneY:t.currentPosition.y},i);if(r.x>=a.left+150&&r.y<=a.right-150&&r.y>=a.top+150&&r.y<=a.bottom-150){const e=t.currentPosition.x-MAX_IMAGE_SIZE/2,i=t.currentPosition.y-MAX_IMAGE_SIZE/2;this.center={x:e,y:i}}else{const e=a.left+a.width/2,t=a.top+a.height/2,r=Math.max(0,Math.min(n,e)),o=Math.max(0,Math.min(s,t));this.center=viewportCoordsToSceneCoords({clientX:r,clientY:o},i),this.center={x:this.center.x-MAX_IMAGE_SIZE/2,y:this.center.y-MAX_IMAGE_SIZE/2}}}onKeyDown;open(e,t){this.file=e,this.center=t??this.center,super.open()}onOpen(){this.modalEl.classList.add("excalidraw-modal"),this.containerEl.classList.add("excalidraw-release"),this.containerEl.classList.add("excalidraw-modal"),this.titleEl.setText(t$d("UIFM_TITLE")),this.createForm()}async createForm(){const e=this.contentEl;let t,i,a,n,s,r,o=!1,l=this.file;const c=async()=>{const e=this.plugin.ea,o=l===this.view.file,c=l&&"md"===l.extension&&!e.isExcalidrawFile(l),d=l&&(IMAGE_TYPES.contains(l.extension)||e.isExcalidrawFile(l)),h=l&&ANIMATED_IMAGE_TYPES.contains(l.extension),p=l&&!d,u=l&&"pdf"===l.extension,m=l&&e.isExcalidrawFile(l),g=l&&"md"===l.extension?(await this.plugin.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},l)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!m||!MD_EX_SECTIONS.includes(e.display))):null;if(c||m&&g?.length>0){for(i.settingEl.style.display="",t.selectEl.style.display="block";t.selectEl.options.length>0;)t.selectEl.remove(0);m||t.addOption("",""),g.forEach((e=>{t.addOption(`#${cleanSectionHeading(e.display)}`,e.display)}))}else i.settingEl.style.display="none",t.selectEl.style.display="none";r.settingEl.style.display=m&&!o?"":"none",n.buttonEl.style.display=o||!d&&"md"!==l?.extension?"none":"block",a.buttonEl.style.display=p||h||m&&g?.length>0?"block":"none",s.buttonEl.style.display=u?"block":"none"},d=(await this.plugin.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},this.view.file)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!MD_EX_SECTIONS.includes(e.display))),h=new obsidian_module.TextComponent(e);h.inputEl.style.width="100%";const p=new FileSuggestionModal(this.app,h,this.app.vault.getFiles().filter((e=>d?.length>0||e!==this.view.file)),this.plugin);h.onChange((()=>{l=p.getSelectedItem(),c()})),i=new obsidian_module.Setting(e).setName(t$d("UIFM_SECTION_HEAD")).addDropdown((e=>{t=e,t.selectEl.style.width="100%"})),r=new obsidian_module.Setting(e).setName(t$d("UIFM_ANCHOR")).setDesc(t$d("UIFM_ANCHOR_DESC")).addToggle((e=>{e.setValue(o).onChange((e=>{o=e}))})),new obsidian_module.Setting(e).addButton((e=>{e.setButtonText(t$d("UIFM_BTN_EMBEDDABLE")).onClick((async()=>{const e=this.app.metadataCache.fileToLinktext(l,this.view.file.path,"md"===l.extension),i=getEA(this.view);i.selectElementsInView([await insertEmbeddableToView(i,this.center,void 0,`[[${e}${t.selectEl.value}]]`)]),i.destroy(),this.close()})),a=e})).addButton((e=>{e.setButtonText(t$d("UIFM_BTN_PDF")).onClick((()=>{new InsertPDFModal(this.plugin,this.view).open(l),this.close()})),s=e})).addButton((e=>{e.setButtonText(t$d("UIFM_BTN_IMAGE")).onClick((async()=>{const e=getEA(this.view),i=l&&"md"===l.extension&&!e.isExcalidrawFile(l);e.selectElementsInView([await insertImageToView(e,this.center,i&&t.selectEl.value&&""!==t.selectEl.value?`${l.path}${t.selectEl.value}`:l,e.isExcalidrawFile(l)?!o:void 0)]),e.destroy(),this.close()})),n=e})),this.view.ownerWindow.addEventListener("keydown",this.onKeyDown=e=>{const t=e=>"none"!==e.buttonEl.style.display;switch(e.key){case"Escape":return void this.close();case"Enter":return!t(a)||t(n)||t(s)?!t(n)||t(a)||t(s)?!t(s)||t(a)||t(n)?void 0:void s.buttonEl.click():void n.buttonEl.click():void a.buttonEl.click();case"i":return void(t(n)&&n.buttonEl.click());case"p":return void(t(s)&&s.buttonEl.click());case"f":return void(t(a)&&a.buttonEl.click())}}),h.inputEl.focus(),l&&(h.setValue(l.path),p.close()),c()}onClose(){this.view.ownerWindow.removeEventListener("keydown",this.onKeyDown),this.view=null,this.file=null,this.plugin=null}}function setPen(e,t){const i=t.getAppState();t.updateScene({appState:{currentStrokeOptions:e.penOptions,...e.strokeWidth&&0!==e.strokeWidth?{currentItemStrokeWidth:e.strokeWidth}:null,...e.backgroundColor?{currentItemBackgroundColor:e.backgroundColor}:null,...e.strokeColor?{currentItemStrokeColor:e.strokeColor}:null,...""===e.fillStyle?null:{currentItemFillStyle:e.fillStyle},...e.roughness?null:{currentItemRoughness:e.roughness},...e.freedrawOnly&&!i.resetCustomPen?{resetCustomPen:{currentItemStrokeWidth:i.currentItemStrokeWidth,currentItemBackgroundColor:i.currentItemBackgroundColor,currentItemStrokeColor:i.currentItemStrokeColor,currentItemFillStyle:i.currentItemFillStyle,currentItemRoughness:i.currentItemRoughness}}:null},captureUpdate:CaptureUpdateAction.NEVER})}function resetStrokeOptions(e,t,i){t.updateScene({appState:{...e?{currentItemStrokeWidth:e.currentItemStrokeWidth,currentItemBackgroundColor:e.currentItemBackgroundColor,currentItemStrokeColor:e.currentItemStrokeColor,currentItemFillStyle:e.currentItemFillStyle,currentItemRoughness:e.currentItemRoughness}:null,resetCustomPen:null,...i?{currentStrokeOptions:null}:null},captureUpdate:CaptureUpdateAction.NEVER})}class ObsidianMenu{plugin;toolsRef;view;clickTimestamp;activePen;longpressTimeout={};prevClickTimestamp=0;constructor(e,t,i){this.plugin=e,this.toolsRef=t,this.view=i,this.clickTimestamp=Array.from({length:Object.keys(PENS).length},(()=>0))}actionCustomPenLabelClick(e,t){const i=Date.now();if(i-this.clickTimestamp[e]<500){const t=new PenSettingsModal(this.plugin,this.view,e);return void(async()=>{await this.plugin.loadSettings(),t.open()})()}this.clickTimestamp[e]=i;const a=this.view.excalidrawAPI,n=a.getAppState();n.currentStrokeOptions!==t.penOptions||"freedraw"!==n.activeTool.type?(this.activePen={...t},setPen(t,a),a.setActiveTool({type:"freedraw"})):resetStrokeOptions(n.resetCustomPen,a,!0)}actionScriptButtonPonterUp(e,t){this.longpressTimeout[e]&&(this.view.ownerWindow.clearTimeout(this.longpressTimeout[e]),this.longpressTimeout[e]=0,(async()=>{const e=this.view.app.vault.getAbstractFileByPath(t);e&&e instanceof obsidian_module.TFile&&this.plugin.scriptEngine.executeScript(this.view,await this.view.app.vault.read(e),this.plugin.scriptEngine.getScriptName(e),e)})())}actionScriptButtonPointerDown(e,t){const i=Date.now();this.longpressTimeout[e]>0&&(this.view.ownerWindow.clearTimeout(this.longpressTimeout[e]),this.longpressTimeout[e]=0),i-this.prevClickTimestamp>=500&&(this.longpressTimeout[e]=this.view.ownerWindow.setTimeout((()=>{this.longpressTimeout[e]=0,(async()=>{await this.plugin.loadSettings();const e=this.plugin.settings.pinnedScripts.indexOf(t);e>-1&&(this.plugin.settings.pinnedScripts.splice(e,1),this.view.excalidrawAPI?.setToast({message:`Pin removed: ${name}`,duration:3e3,closable:!0})),await this.plugin.saveSettings(),getExcalidrawViews(this.plugin.app).forEach((e=>e.updatePinnedScripts()))})()}),1500)),this.prevClickTimestamp=i}actionShowHideMenu(e,t){this.toolsRef.current.setTheme(t.theme),this.toolsRef.current.toggleVisibility(t.zenModeEnabled||e)}actionInsertAnyFile(){this.view.setCurrentPositionToCenter(),new UniversalInsertFileModal(this.plugin,this.view).open()}actionToggleFullscreen(){this.view.isFullscreen()?this.view.exitFullscreen():this.view.gotoFullscreen(),this.view.excalidrawAPI?.updateScene({appState:{},captureUpdate:CaptureUpdateAction.NEVER})}renderCustomPens(e,t){return t.customPens?.map(((i,a)=>{const n=this.plugin.settings.customPens[a];return t.resetCustomPen&&"freedraw"!==t.activeTool.type&&t.currentStrokeOptions===n.penOptions&&setTimeout((()=>resetStrokeOptions(t.resetCustomPen,this.view.excalidrawAPI,!1))),!t.resetCustomPen&&"freedraw"===t.activeTool.type&&t.currentStrokeOptions===n.penOptions&&n.freedrawOnly&&setTimeout((()=>setPen(this.activePen,this.view.excalidrawAPI))),this.activePen&&t.resetCustomPen&&"freedraw"===t.activeTool.type&&t.currentStrokeOptions===n.penOptions&&n.freedrawOnly&&(this.activePen.strokeWidth=t.currentItemStrokeWidth,this.activePen.backgroundColor=t.currentItemBackgroundColor,this.activePen.strokeColor=t.currentItemStrokeColor,this.activePen.fillStyle=t.currentItemFillStyle,this.activePen.roughness=t.currentItemRoughness),React__namespace.createElement("label",{key:a,className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionCustomPenLabelClick.bind(this,a,n)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":DEVICE.isDesktop?n.type:void 0,style:{..."freedraw"===t.activeTool.type&&t.currentStrokeOptions===n.penOptions?{background:"var(--color-primary)"}:{}}},penIcon(n)))}))}renderPinnedScriptButtons(e,t){return t?.pinnedScripts?.map(((t,i)=>{const a=this.plugin.scriptEngine.scriptIconMap[t],n=a?.name??"",s=a?.svgString?stringToSVG(a.svgString):ICONS.cog;return this.longpressTimeout[i]||(this.longpressTimeout[i]=0),React__namespace.createElement("label",{key:i,className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onPointerUp:this.actionScriptButtonPonterUp.bind(this,i,t),onPointerDown:this.actionScriptButtonPointerDown.bind(this,i,t)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":DEVICE.isDesktop?n:void 0},s))}))}renderButton(e,t){const i=this.view.isFullscreen();return React__namespace.createElement("div",{className:clsx({"ExcalidrawObsidianMenu--mobile":e,ExcalidrawObsidianMenu:!e})},React__namespace.createElement("label",{className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionShowHideMenu.bind(this,e,t)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":t$d("OBSIDIAN_TOOLS_PANEL")},ICONS.obsidian)),React__namespace.createElement("label",{className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionInsertAnyFile.bind(this)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":t$d("UNIVERSAL_ADD_FILE")},ICONS["add-file"])),React__namespace.createElement("label",{className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:this.actionToggleFullscreen.bind(this)},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":t$d(i?"EXIT_FULLSCREEN":"GOTO_FULLSCREEN")},i?ICONS.exitFullScreen:ICONS.gotoFullScreen)),this.renderCustomPens(e,t),this.renderPinnedScriptButtons(e,t))}destroy(){Object.values(this.longpressTimeout).forEach((e=>this.view.ownerWindow.clearTimeout(e))),this.longpressTimeout={},this.activePen=null,this.plugin=null,this.toolsRef=null,this.view=null,this.clickTimestamp=null,this.renderButton=null,this.renderCustomPens=null,this.renderPinnedScriptButtons=null}}class ActionButton extends React__namespace.Component{toastMessageTimeout=0;longpressTimeout=0;constructor(e){super(e),this.state={visible:!0}}componentWillUnmount(){this.render=()=>null}render(){return React__namespace.createElement("button",{style:{},className:"ToolIcon_type_button ToolIcon_size_small ToolIcon_type_button--show ToolIcon",title:this.props.title,onClick:e=>{this.toastMessageTimeout&&(window.clearTimeout(this.toastMessageTimeout),this.toastMessageTimeout=0,this.props.action(e)),this.longpressTimeout&&(window.clearTimeout(this.longpressTimeout),this.longpressTimeout=0)},onPointerDown:e=>{this.toastMessageTimeout=window.setTimeout((()=>{new obsidian_module.Notice(this.props.title,3e3),this.toastMessageTimeout=0}),400),this.longpressTimeout=window.setTimeout((()=>{this.props.longpress?this.props.longpress(e):new obsidian_module.Notice("Cannot pin this action",3e3),this.longpressTimeout=0}),1500)}},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-hidden":"true"},this.props.icon))}}const FIRST_RUN='\nThe Excalidraw Obsidian plugin is much more than "just" a drawing tool. To help you get started here\'s a showcase of the key Excalidraw plugin features.\n\nIf you\'d like to learn more, please subscribe to my YouTube channel: [Visual PKM](https://www.youtube.com/channel/UCC0gns4a9fhVkGkngvSumAQ) where I regularly share videos about Obsidian-Excalidraw and about tools and techniques for Visual Personal Knowledge Management.\n\nThank you & Enjoy!\n\n<div class="excalidraw-videoWrapper">\n<a href="https://www.youtube.com/watch?v=P_Q6avJGoWI" target="_blank"><img src ="https://i.ytimg.com/vi/P_Q6avJGoWI/maxresdefault.jpg" style="width:100%;"></a>\n</div>\n',RELEASE_NOTES={Intro:'After each update, you\'ll see these release notes (you can turn this off in the plugin settings).\n\nI build this plugin in my free time, as a labor of love. Curious about the philosophy behind it? Check out [📕 Sketch Your Mind](https://sketch-your-mind.com). If you find it valuable, say THANK YOU or…\n\n<div class="ex-coffee-div"><a href="https://ko-fi.com/zsolt"><img src="https://storage.ko-fi.com/cdn/kofi6.png?v=6" border="0" alt="Buy Me a Coffee at ko-fi.com"  height=45></a></div>\n',"2.20.5":'\n## Fixed\n- Obsidian Mobile: The floating navigation bar got stuck at the bottom after closing Excalidraw or switching to a markdown note. [#2673](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2673)\n- "Toggle UI Mode" now includes a preference setting for Obsidian Phone as well. You can now set different default layouts for phone, tablet, and desktop. [#2670](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2670)\n\n## New\n- Added "Toggle Full Screen" button to toolbar right next to the "Obsidian menu", and the "Insert Any File" button.\n',"2.20.4":"\n## Fixed\n- Fix NativeSVG embed mode into Markdown documents, ahead of the Obsidian 1.12.1 release. [#2665](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2665)\n- Color picker once again supports 8-digit hex codes (Hex color string with an opacity). [#10772](https://github.com/excalidraw/excalidraw/issues/10772)\n- Fixed regression that removed LaTeX scaling. [#2668](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/2668) 🙏[@TravisLEBLANC1](https://github.com/TravisLEBLANC1)\n- Corrected malformed frame embeds when using marker frames.\n- Context menu options **“Do not invert image(s) in dark mode”** and **“Invert image(s) in dark mode”** now properly cascade when drawings are nested as images inside other drawings.\n- Improved performance of the [MindMap Builder script](https://visual-thinking-workshop.com/mindmap).\n\n## New\n- [Deconstruct Selected Elements script](https://youtu.be/HRtaaD34Zzg) now includes a folder selection option, allowing you to choose the destination folder for the generated image.\n- Arrow binding midpoints. When the projected point is close to center, snap it to the exact center. This way it's easier to create neat(er) simple arrow connections. [#10611](https://github.com/excalidraw/excalidraw/pull/10611)\n\n","2.20.3":"\n## Fixed\n- Hover preview when hovering an element with a link in the scene was unreliable\n- If a text element had a link in the text body, in some situations, the link became unresponsive to clicks. [#2660](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2660)\n\n## New\n- Added default keymap to latex editor [#2655](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/2655) 🙏[superle3](https://github.com/superle3)\n","2.20.2":'\n## New from Excalidraw.com\n- Arrow focus indicator [#10613](https://github.com/excalidraw/excalidraw/pull/10613)\n\n## Fixed\n- Experimental file type display now also works in Obsidian Mobile. (Reported on Discord)\n- Text to Mermaid stores chat history locally (i.e. not synchronized between devices).\n- Image positioning in crop editor [#2589](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2589), [#10726](https://github.com/excalidraw/excalidraw/pull/10726)\n\n## MindMap Builder\n- Implemented better undo support (effective only for the very last MindMap Builder action). Additionally, CMD/CTRL+Z and CTRL+Y, CMD+SHIFT+Z now work when the MindMap input window is focused.\n- Fixed: Double character input issue (IME Composition Error) when creating nodes [#2647](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2647)\n- Fixed: More robust error handling when the MindMap is corrupted or invalid.\n- Updated Excalidraw Writing Machine to support document generation from MindMaps. Writing Machine will honor the branch order. Requires update of the Writing Machine Script.\n\n## New in ExcalidrawAutomate\n- `getBoundTextElement()` now also accepts an `ExcalidrawElement[]` (2-element selection: container + text) in addition to a single element.\n- `addElementsToView()` extended with `captureUpdate` parameter (default: "IMMEDIATELY"). When set to false, the addition of elements will not be recorded in the view\'s history.\n\n```ts\n  async addElementsToView(\n    repositionToCursor: boolean = false,\n    save: boolean = true,\n    newElementsOnTop: boolean = false,\n    shouldRestoreElements: boolean = false,\n    captureUpdate: CaptureUpdateActionType = CaptureUpdateAction.IMMEDIATELY,\n  ): Promise<boolean>\n```\n',"2.20.1":'\n## Fixed\n- Fixed Experimental file type display, available under miscellaneous settings. (Reported on Discord)\n- Fixed image inversion in dark mode on iOS devices. [#2636](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2636)\n- Fixed UI Mode switching on tablets was unreliable.\n\n## New/Fixed in MindMap Builder\n- **Connector Ontology**: Added support for labeling connection lines. A secondary input field (accessible via Shift+Tab) is now available in both docked and floating modes. Labels are preserved during copy/paste operations using inline Dataview syntax (e.g., link ontology:: node content).\n- **Connector Styling**: Introduced configuration settings for branch thickness and scaling strategies, allowing a choice between Hierarchical (tapering width by depth) or Uniform connector widths.\n- **Smart Resume**: The Focus and Zoom actions now target the most recently active node if no current selection is made. This automatically focuses the input field, allowing you to quickly resume mapping from where you left off.\n- **Radial Fill Sweep**: Added a "Fill Sweep Angle" option for Radial layouts. When enabled, nodes are distributed evenly across the full configured arc range, even when there are only a few nodes. (Visible only when Growth Strategy is set to "Radial").\n- **Radial Navigation**: Updated Level 1 node navigation in Radial maps to follow visual vertical alignment instead of rotational order. Up/Down keys now consistently move the selection visually up or down on both sides of the circle, matching the behavior of Right-Left layouts.\n- **Fixed**:\n  - Sidepanel opens on activation of MindMap Builder even in floating mode. Requires update of both Excalidraw and the MindMap Builder script.\n  - **Node Reordering**: Overhauled the logic for moving nodes via CMD/CTRL+Arrow to resolve unpredictability; nodes now move consistently to the intended locations.\n  - **iOS Navigation**: Resolved an issue where using the Tab key to cycle focus between components in the floating input window did not work reliably on iOS.\n  - **Boundary Layering**: Fixed an issue where sub-branch boundaries were placed above text elements when pasting a map; they now correctly render on the layer below the text.\n  - **Layout Stability**: Fixed an issue where the viewport would shift unexpectedly when pasting multiple elements onto an existing node in large scenes.\n\n> [!Tip]- Learn MindMap Builder\n> Learn it fast with the low-cost [MindMap Builder course](https://visual-thinking-workshop.com/mindmap). Register before **31 Jan** to join a live Q&A:\n> - Sat Jan 31 @ 18:00 CET ([local time](https://www.timeanddate.com/worldclock/fixedtime.html?msg=MindMap+Builder+Launch+Party&iso=20260131T17&p1=%3A&ah=1))\n> - Sun Feb 1 @ 09:00 CET ([local time](https://www.timeanddate.com/worldclock/fixedtime.html?msg=MindMap+Builder+Launch+Party&iso=20260201T08&p1=%3A&ah=1))\n\n',"2.20.0":'\n<div class="excalidraw-videoWrapper">\n<a href="https://www.youtube.com/watch?v=5G9QF-u9w0Q" target="_blank"><img src ="https://i.ytimg.com/vi/5G9QF-u9w0Q/maxresdefault.jpg" style="width:100%;"></a>\n</div>\n\n> [!Tip]- Learn MindMap Builder\n> Learn it fast with the low-cost [MindMap Builder course](https://visual-thinking-workshop.com/mindmap). Register before **31 Jan** to join a live Q&A:\n> - Sat Jan 31 @ 18:00 CET ([local time](https://www.timeanddate.com/worldclock/fixedtime.html?msg=MindMap+Builder+Launch+Party&iso=20260131T17&p1=%3A&ah=1))\n> - Sun Feb 1 @ 09:00 CET ([local time](https://www.timeanddate.com/worldclock/fixedtime.html?msg=MindMap+Builder+Launch+Party&iso=20260201T08&p1=%3A&ah=1))\n\n## Scripts\n- Moved [Shade Master](https://youtu.be/ISuORbVKyhQ) to use the new Excalidraw Sidepanel API (just like MindMap Builder).\n\n## New\n- Dark theme from Excalidraw.com [#10578](https://github.com/excalidraw/excalidraw/pull/10578) (including correct emoji rendering in dark mode 😍).\n- New image context-menu option (right-click an image) to control whether that image inverts in dark mode\n  - Default behavior: SVG-based images (including LaTeX, Mermaid, and nested Excalidraw images) invert in dark mode; bitmap images (PNG/JPG) do not.\n- New from Excalidraw.com: chat-style interface for Mermaid TextToDiagrams (requires an OpenAI API key configured in Excalidraw plugin settings). [#10530](https://github.com/excalidraw/excalidraw/pull/10530)\n  - Breaking change: the legacy “force SVG” option for Mermaid diagrams is no longer supported. If a diagram can be rendered as Excalidraw, it will be; otherwise, an SVG will be used.\n- Moved the Shade Master script to use the new Sidepanel (just like MindMap Builder).\n\n## Fixed\n- In full-screen mode on phones, a large area at the top of the screen was left unused. Also fixed an issue where the Obsidian Mobile navigation bar could overlap the Excalidraw toolbar.\n- The link indicator in the top-right corner would remain visible even when an element was set to transparent [#2625](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2625)\n- Importing PDFs with mixed page sizes could produce distorted pages [#2578](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2578)\n- Some PDFs failed to load when importing PDFs as images (notably documents using JPEG2000-compressed images). Also improved handling of certain color profiles and cases where text rendered with missing/incorrect glyphs.\n- A long-standing export issue: when exporting in a theme different from the current view (e.g., viewing in dark mode but exporting in light mode), nested Excalidraw images containing bitmap images could export with inverted colors.\n',"2.19.2":'\n## Fixed\n- Minor fixes to the link autocomplete functionality:\n  - Link suggester "eats up text" [#2603](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2603)\n  - "!" triggers the link suggester prematurely\n  - "[[" will now be auto-completed to "[[]]". Note, this is not available in MindMap Builder currently.\n\n## New\n- When a persistent Excalidraw script is updated via the script store, it will now automatically reload so the new script takes effect immediately.\n\n',"2.19.1":'\n## Fixed\n- Excalidraw pointer offset issue on Obsidian Mobile 1.11.4 [#2607](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2607)\n\n## New\n- Inline autocomplete link suggester now supports Heading sections and block references.\n- Escaped "\\\\["  will now be rendered as "[" in text elements.\n- Scaling the LaTeX element when the formula is updated. [#2604](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/2604) 🙏[@TravisLEBLANC1](https://github.com/TravisLEBLANC1)\n\n## New in ExcalidrawAutomate\n- Added PDF++ image link support to the `addImage()` function.\n\n',"2.19.0":'\n<div class="excalidraw-videoWrapper">\n<a href="https://www.youtube.com/watch?v=qY66yoobaX4" target="_blank"><img src ="https://i.ytimg.com/vi/qY66yoobaX4/maxresdefault.jpg" style="width:100%;"></a>\n</div>\n\n## New\n- 🚀🎉🍾 Added **inline link autocomplete** to text element editing and element link editing. Simply start typing "[[" as you would in a normal markdown document.\n  - ‼️ removed add link button element-link editor on desktop\n  - ‼️ removed add link from context menu on desktop\n  - ‼️ added new setting under "Links, transclusion and TODOs" **Sync text-element link with text**\n    - The default behavior is OFF, because it feels more natural to manage the element link separately.\n    - When enabled (ON), Excalidraw matches pre-2.19.0 behavior: the first link in the text body is always copied to the element link field. SVG/PNG exports only keep links when the element link field holds a single link (not links inside the text body). Turn this ON if you rely on text-body links and want the element link to always mirror the first one. Turn it OFF if you manage the element link separately: for metadata like tags, inline link ontologies, or multiple links, e.g., dataview-style notes like \'(reminds me of:: [[link]]) #noteToSelf\'.\n- LaTeX formula is saved to `element.customData.latex`. This can be helpful for various automation use cases.\n- Implemented Color Picker in Custom Pen Settings to pick from the current view\'s color palette.\n- Updated the **Scribble Helper** script with the new Color Picker to select the text color.\n- Updated the **Shade Maser** script with the new Color Picker to select the shading color.\n- **Mindmap Builder**\n  - Uses new sidepanel, persistent across different drawings and autostarts with Obsidian.\n  - You can now configure hotkeys\n  - Allows editing node text in place\n  - You can define your own color palette for branches\n  - Improved auto-layout algorithm to work better with larger subtrees\n  - Includes inline link suggester\n  - Image and Embeddable nodes\n\n## Fixed\n- Floating modal used by Excalidraw scripts did not work correctly in Obisidian popout windows.\n- In onPaste if `imageElement.customData.latex` is present, it will treat the pasted images as a LaTeX formula, even if copied from Excalidraw.com or another Obsidian Vault.\n\n## New & fixed in ExcalidrawAutomate\n- `ea.toClipboard()` will now include the DataURL for included images from `ea.imagesDict`\n- Implemented Excalidraw Sidepanel API for ExcalidrawAutomate. Scripts can now create custom Obsidian sidepanel tabs in the Excalidraw Sidepanel.\n  - New Command Palette action: "Open Excalidraw Sidepanel" will toggle the sidepanel visibility.\n  - The demo script making full use of the new sidepanel API is [Mindmap Builder](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Mindmap%20Builder.md).\n  - [ExcalidrawAutomate full library for LLM training.md](https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/refs/heads/master/docs/AITrainingData/ExcalidrawAutomate%20full%20library%20for%20LLM%20training.md) includes all necessary training information to use sidepanels.\n- Added palette popover helper `showColorPicker()` (also used in Pen Settings and Mindmap Builder) to pick from the current view\'s canvas/element palettes.\n- Added inline link suggester helper `attachInlineLinkSuggester()` returning a KeyBlocker interface so host scripts can suppress their own keydown handlers while the suggester is active.\n\nNew functions in ExcalidrawAutomate. See also [SidepanelTab](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/src/types/sidepanelTabTypes.ts) type definition.\n\n```ts\nsidepanelTab: ExcalidrawSidepanelTab | null;\ncheckForActiveSidepanelTabForScript(scriptName?: string): ExcalidrawSidepanelTab | null;\ncreateSidepanelTab(title: string, persist?: boolean, reveal?: boolean): Promise<ExcalidrawSidepanelTab | null>;\ngetSidepanelLeaf(): WorkspaceLeaf | null;\ntoggleSidepanelView(): void;\npersistSidepanelTab(): ExcalidrawSidepanelTab | null;\nattachInlineLinkSuggester(inputEl: HTMLInputElement, widthWrapper?: HTMLElement): KeyBlocker;\ngetViewColorPalette(palette: "canvasBackground"|"elementBackground"|"elementStroke"): (string[] | string)[];\nshowColorPicker(anchorElement: HTMLElement, palette: "canvasBackground"|"elementBackground"|"elementStroke", includeSceneColors: boolean = true): Promise<string | null>;\n```\n\n- **setView() improvements**\n  - Calling `setView()` now picks a sensible target automatically:\n    - It prefers the **currently active Excalidraw view**.\n    - If no active Excalidraw view is found (e.g., the user is focused on a different tab like the File Explorer/sidebar), it will fall back to the **last active Excalidraw view (as long as it is still available)** — typically the drawing the user came from.\n  - **New selector**: `"auto"` (equivalent to calling `setView()`).\n    - Useful when you also want to reveal/focus the view: `setView("auto", true)`.\n  - **Deprecated selectors**: `"active"` and `"first"` are deprecated and kept only for backward compatibility.\n    - Recommended usage is either `setView()`, `setView("auto")`, or `setView(excalidrawView)` (explicitly target a specific view).\n\n```ts\nsetView(view?: ExcalidrawView | "auto" | "first" | "active" | null, show: boolean = false)\n```\n',"2.18.3":'\n<div class="excalidraw-videoWrapper">\n<a href="https://www.youtube.com/watch?v=dZguonMP2KU" target="_blank"><img src ="https://i.ytimg.com/vi/dZguonMP2KU/maxresdefault.jpg" style="width:100%;"></a>\n</div>\n\n## New\n- Added Mindmap Builder script to the store.\n- LaTeX Suit Integration by [@TravisLEBLANC1](https://github.com/TravisLEBLANC1)\n- Added Linear Calendar Generator script to the store. 🙏 [@iwanhoogendoorn](https://github.com/iwanhoogendoorn)\n\n## Fixed\n- YouTube video embeds working on iOS  [#2569](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2569)\n- Stroke color setting for Embeddedables (markdown notes, websites) is missing after 2.17.0 update [#2580](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2580)\n- Context menu paste pastes in image twice [#10542](https://github.com/excalidraw/excalidraw/issues/10542)\n\n## New in ExcalidrawAutomate\n- Added 3 new helper functions for working with Script Engine settings (safe during initialization when `scriptEngineSettings[activeScript]` is `undefined` / `null`):\n  - `setScriptSettingValue(key: string, value: ScriptSettingValue): void`\n  - `getScriptSettingValue(key: string, defaultValue: ScriptSettingValue): ScriptSettingValue`\n  - `saveScriptSettings(): Promise<void>`\n\n- Updated `addArrow()` to support the new Excalidraw binding options:\n  - `startBindMode?: "inside" | "orbit"`\n  - `endBindMode?: "inside" | "orbit"`\n  - `startFixedPoint?: [number, number]`\n  - `endFixedPoint?: [number, number]`\n  - `elbowed?: boolean`\n\n```ts\n  /**\n   * Returns an object describing the bound text element.\n   * If a text element is provided:\n   *  - returns { eaElement } if the element is in ea.elementsDict\n   *  - else (if searchInView is true) returns { sceneElement } if found in the targetView scene\n   * If a container element is provided, searches for the bound text element:\n   *  - returns { eaElement } if found in ea.elementsDict\n   *  - else (if searchInView is true) returns { sceneElement } if found in the targetView scene\n   * If not found, returns {}.\n   * Does not add the text element to elementsDict.\n   * @param element \n   * @param searchInView - If true, searches in the targetView elements if not found in elementsDict.\n   * @returns Object containing either eaElement or sceneElement or empty if not found.\n   */\n  getBoundTextElement(element: ExcalidrawElement, searchInView: boolean = false): {\n    eaElement?: Mutable<ExcalidrawTextElement>,\n    sceneElement?: ExcalidrawTextElement\n    };\n```\n',"2.18.2":"\n## Fixed\n- Stroke palette menu for embedded notes is gone after 2.17 update [#2580](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2580)\n- Cannot link to group [#2579](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2579)\n\n","2.18.1":"\n## New\n- Improved the **Copy [[link]] for selected elements** context-menu action:\n  - Added an optional checkbox to append the `|100%` anchor to the copied link.\n  - Added an option to copy by **frame name** (instead of frame ID) when the frame is named.\n\n## Fixed\n- Prevented unnecessary `data.json` saves each time a drawing is opened. [#2562](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2562)\n- Fixed angle snapping when a line passes over an object.\n- Fixed hover preview when referencing a frame by name in an image reference.\n- Fixed “Back of note” card insertion breaking LaTeX equations in existing cards. [#2296](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2296) 🙏[@TravisLEBLANC1](https://github.com/TravisLEBLANC1)\n- Adjusted hover-preview sizing to more closely match embeds. [#2525](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/2575) 🙏[parkero](https://github.com/parkero)\n","2.18.0":"\n## New from Excalidraw.com\n- 🔥🔥🔥 New arrow behavior allows binding arrows to the inside of shapes and image! 🙏[mtolmacs](https://github.com/mtolmacs), [dwelle](https://github.com/dwelle) [#9670](https://github.com/excalidraw/excalidraw/pull/9670)\n\n## New\n- New option in the Export Dialog to **include/exclude internal links** when exporting to SVG or PDF.\n  - Useful when sharing an SVG or PDF with others.\n  - Internal links are links that point to files in your Obsidian vault.\n  - By default, internal links are included in exports.\n  - Use the new document property: `export-internal-links: false` to disable exporting internal links on a per-drawing basis.\n\n## Fixed\n- Memory leak issues\n- Potential fix to Backspace and CTRL+V stopping working in text elements after extended use of Excalidraw.\n- Improved detection of on-screen keyboard on mobile devices. (issue reported on [Discord](https://discord.com/channels/1026825302900494357/1444652800360316959))\n- Insert any file, insert LaTeX and some other dialogs got hidden behind the on-screen keyboard on mobile devices. Dialogs appear at the top of the screen now on mobile devices.\n\n## New in ExcalidrawAutomate\n- **createSVG()** now exposes convertMarkdownLinksToObsidianURLs and includeInternalLinks parameters.\n```ts\nasync createSVG(\n    templatePath?: string,\n    embedFont: boolean = false,\n    exportSettings?: ExportSettings, \n    loader?: EmbeddedFilesLoader,\n    theme?: string,\n    padding?: number,\n    convertMarkdownLinksToObsidianURLs: boolean = false,\n    includeInternalLinks: boolean = true,\n  ): Promise<SVGSVGElement>\n```\n","2.17.2":'\n## Fixed\n- Lasso selection tool is back in the more tools menu in tray-mode and desktop mode.\n- "Toggle enable context menu" command palette action is available on mobile devices.\n- FloatingModal window top-right close button did not work on mobile devices.\n- Hover preview flashed for larger PDF hover previews, in some cases would not even show.\n- Fixed: opanAI API URL in settings will be honored when creating code from diagram [#2540](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/2540) 🙏[@threeq](https://github.com/threeq)\n- Fixed export to PDF. Rounded images cropped from the left and the top were transformed incorrectly. [#2544](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2544)\n\n## New\n- Added configurable max tokens setting for OpenAI API [#2543](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/2543) 🙏[@dddrop](https://github.com/dddrop)\n',"2.17.1":"\n## Fixed\n- Excalibrain stopped working after the 2.17.0 update. Fixed. [#2532](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2532)\n- Pinned scripts are not hidden in view mode when in phone UI mode.\n","2.17.0":'\n## New\n- Phone UI from Excalidraw.com [#9996](https://github.com/excalidraw/excalidraw/pull/9996)\n- Custom pen settings now allow pen width to be set at 0.1 increments from 0.1 to 8.0\n- Updated the "Palm Guard" script to support the change UI configurations.\n- Restructured UI-Mode settings in plugin settings. You can now set the preference for UI mode for desktop and tablets.\n  The old "prefer tray-mode" toggle has been removed. "Toggle Tray-Mode" changes to "Toggle UI-Mode".\n- New command palette action: "Toggle enable context menu". This setting is helpful on Mobile devices, where the context menu may interfere with touch interactions. The setting is saved with the drawing, thus you can add it to your templates (then press CTRL+S to force save) if you want the context menu to be disabled by default.\n\n## Fixed\n- side panel does not attach correctly when library is pinned [#2510](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2510)\n- Fixed print area when using marker frames and printing Slideshow to PDF\n- The "Invert Colors" script and ExcalidrawAutomate bugs that resulted in broken colors and Excalidraw crashes in some cases after color inversion.\n- Fixed duplicated PDF elements after copy-pasting from scene to scene.\n- Resolved the large gap at the top on iOS devices. As it turns out, Apple adds additional padding automatically to avoid collision with the notch.\n- Fixed the positioning of the "Canvas and Shape Properties" window.\n- Attempt to fix the mobile keyboard pop-up, distorting the view.\n- Added finalize multipoint-line button to compact layout\n',"2.16.1":"\n## Fixed\n- Based on a request from [Kevin](https://github.com/Kovah) referencing GDPR, I removed YouTube iframes from settings, scripts, etc., and replaced them with thumbnail images + links to YouTube. [#2234](https://github.com/zsviczian/obsidian-excalidraw-plugin/discussions/2234)","2.16.0":'\n<div class="excalidraw-videoWrapper">\n<a href="https://www.youtube.com/watch?v=51EgDgtiZgQ" target="_blank"><img src ="https://i.ytimg.com/vi/51EgDgtiZgQ/maxresdefault.jpg" style="width:100%;"></a>\n</div>\n\n## New from Excalidraw.com\n- New library search feature [#9903](https://github.com/excalidraw/excalidraw/pull/9903)\n  - You can rename library items by selecting them, then choosing "Rename or publish" from the ... menu.\n- New compact mode for tablets [#9910](https://github.com/excalidraw/excalidraw/pull/9910)\n  - New setting in plugin setting `Compact-mode on Tablets` to override tray-mode on tablets in favor of the new compact mode.\n\n## New\n- Embedding PDF as images, frames are now marker frames instead of regular frames. You can reference pages, including their markup in markdown notes, using this syntax: `![[drawing#^frame=12]]` (page 12)\n- Pinned scripts toolbar is now on the right side in all modes: tray-, normal-, and compact. The toolbar moves into view when the side panel is opened for the stencil library or for search.\n- Better RTL support, pinned scripts are rendered on the left side in RTL mode.\n\n## Fixed\n- Critical fix: When clicking to follow a link in a markdown embeddable in preview mode to open an Excalidraw drawing in the same tab, the back of the newly opened drawing was overwritten with the content of the source drawing.\n- PDF++ Links from document to Excalidraw select everything in the scene instead of the linked element. [#2503](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2503)\n\n',"2.15.3":"\n## Fixed\n- New back of the note cards are not visible until the drawing is saved. When adding a back-of-the-note card using the context menu, the card got placed at the absolute 0,0 position in the scene instead of the current pointer position. [#9949](https://github.com/excalidraw/excalidraw/issues/9949)\n- Drawings created 4 years ago don't open [#2479](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2479)\n- On Obsidian Mobile, when an element has multiple links, clicking the link icon, the link selector pops up and immediately closes\n- Improved handling of importing external images and drag and drop of images from inside Obsidian. Features like (Convert SVG to Strokes) and (Flip the card) now work immediately, you don't need to force save, or wait for autosave to kick in.\n\n## New\n- Added startup check that detects when Obsidian's recorded plugin version differs from the installed Excalidraw code (e.g. after partial sync of large files) and offers to update or ignore, with a setting to disable the check.\n- When Excalidraw is open in two or more tabs—either as Markdown or Excalidraw—auto-zoom is disabled. This allows you to work in multiple tabs on the same drawing at once: focusing on different areas of the same drawing, or editing the Markdown and Excalidraw views in parallel.\n","2.15.2":"\n## Fixed:\n- Pressing enter on a text element erroneously activated all markdown embeddables in the scene. [discord](https://discord.com/channels/1026825302900494357/1412683408424833045)\n- After updating to PDF++ 0.40.31, touch scrolling of embedded PDF documents stopped working on mobile devices, and the PDF document appeared with the wrong themes in some cases.\n- Issue with the Kanban board as an active embeddable on mobile phones is fixed.\n\n## Fixed in ExcalidrawAutomate\n- `getActiveEmbeddableViewOrEditor (view?:ExcalidrawView): {view:any}|{file:TFile, editor:Editor}|{node: ObsidianCanvasNode}|null;` no returns the node, instead of the empty view from the leaf.\n","2.15.1":'\n## Fixed\n- PDF improvements\n  - It was not possible to scroll the embedded PDF. [#9891](https://github.com/excalidraw/excalidraw/pull/9891)\n  - Embedded PDF pages were blurred (pixelated).\n  - Embedded PDF now accurately follows `excalidraw-embeddable-theme` document property.\n    - auto: follows Excalidraw theme (regardless of Obsidian theme)\n    - default: follows Obsidian theme (regardless of Excalidraw theme)\n    - dark: always displays the PDF in dark mode (regardless of Excalidraw and Obsidian themes)\n    - light: always displays the PDF in light mode (regardless of Excalidraw and Obsidian themes)\n  - New embeddable-menu buttons:\n    - Snapshot: inserts an image of the current active page to the scene\n    - Bookmark: updates the embed link to the current page\n- Pasting an oversized image triggered an error and caused Excalidraw to discard the scene. [#2453](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2453), [#9878](https://github.com/excalidraw/excalidraw/issues/9878)\n- Video with local URI will no longer autoplay when the scene loads\n- Error creating link to element when element is a sticky note\n- Area link embeds hide the content of the objects within the area [#2461](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2461)\n- On Obsidian Mobile 1.9.10, embeddables could cause a black/white screen (no active view) until reselecting the Excalidraw page; [#2460](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2460)\n- Scrolling of embedded web pages on mobile devices is working again.\n\n## New\n- Insert Any File now supports adding Audio files.\n- New option in settings under "Zoom and Pan". Pan with right mouse button (Miro-style): right-click and drag to pan the canvas. Press \'m\' for the context menu (disabled while editing text). 🙏 [@mfuria](https://github.com/mfuria) for making this happen! [#2450](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/2450), [#329](https://github.com/zsviczian/excalidraw/pull/329)\n- Insert image in the main toolbar now opens a dropdown menu of options: Insert from system, insert from Vault, insert Card, and insert LaTeX. [#2448](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/2448)\n\n## Deprecated\n- Removed "Toggle RAW mode" from the Command Palette and the Obsidian Tools menu due to low usage. RAW mode remains available by adding `excalidraw-plugin: raw` to the note\'s YAML frontmatter/document properties.\n\n## New in ExcalidrawAutomate\n```ts\n/**\n * Returns the center position of the current view in Excalidraw coordinates.\n * @returns {{x:number, y:number}} The center position of the view.\n */\npublic getViewCenterPosition(): {x:number, y:number};\n```\n',"2.15.0":'\n<div class="excalidraw-videoWrapper">\n<a href="https://www.youtube.com/watch?v=DqDnzCOoYMc" target="_blank"><img src ="https://i.ytimg.com/vi/DqDnzCOoYMc/maxresdefault.jpg" style="width:100%;"></a>\n</div>\n\n## New\n- Introducing **Marker Frames**. These are special frames that can be used to mark slides, pages areas for PDF printouts, image references, etc.\n  To create a marker frame, create a frame and toggle the marker frame in the elements properties panel.\n    - Markers are not included in exports such as images or PDFs.\n    - Markers do not contain elements\n    - Markers can be hidden/shown from the canvas context menu\n- Updated the "Printable Layout Wizard" script\n  - Now works with marker frames\n  - Supports different page sizes and orientations within a single PDF document\n  - The printout may include non-marker frames (e.g., PDF image embeds in frames)\n- Pro-tip: You can also use marker frames... \n    - with the Slideshow plugin\n    - to create image-area references such that the frames do not get rendered in exported images, and you can reference areas by frame name\n- Performance improvement of Image-area references\n\n# New in ExcalidrawAutomate\n- `createPDF()` now supports `SVG[]` array of SVGs with different sizes.\n- New function:\n```ts\n  /**\n   * Gets the elements within a specific area.\n   * @param elements - The elements to check.\n   * @param param1 - The area to check against.\n   * @returns The elements within the area.\n   */\n  elementsInArea(\n    elements: NonDeletedExcalidrawElement[], \n    {x, y, width, height}:{\n      x:number; y:number; width:number; height:number;\n    }\n  ):ExcalidrawElement[] \n```\n'};class ReleaseNotes extends obsidian_module.Modal{plugin;version;constructor(e,t,i){super(e),this.plugin=t,this.version=i}onOpen(){const{containerEl:e,contentEl:t,titleEl:i,headerEl:a}=this;e.classList.add("excalidraw-release"),i.setText(`${t$d("RN_WELCOME")} ${this.version??""}`),this.createForm(),a&&(a.style.pointerEvents="none")}async onClose(){this.contentEl.empty(),await this.plugin.loadSettings(),this.plugin.settings.previousRelease!==PLUGIN_VERSION&&(this.plugin.settings.previousRelease=PLUGIN_VERSION,await this.plugin.saveSettings())}async createForm(){let e=this.plugin.settings.previousRelease;e=this.version===e?"0.0.0":e;const t=this.version?Object.keys(RELEASE_NOTES).filter((t=>"Intro"===t||isVersionNewerThanOther(t,e))).map((e=>`${"Intro"===e?"":`# ${e}\n`}${RELEASE_NOTES[e]}`)).slice(0,10).join("\n\n---\n"):FIRST_RUN;await obsidian_module.MarkdownRenderer.render(this.app,t,this.contentEl,"",this.plugin),this.contentEl.createEl("p",{text:""},(e=>{e.style.textAlign="right",e.createEl("button",{text:"Close"}).onclick=()=>this.close()}))}}const STANDARD_PAGE_SIZES={A0:{width:3179.52,height:4494.96},A1:{width:2245.76,height:3179.52},A2:{width:1587.76,height:2245.76},A3:{width:1122.56,height:1587.76},A4:{width:794.56,height:1122.56},A5:{width:559.37,height:794.56},A6:{width:397.28,height:559.37},Legal:{width:816,height:1344},Letter:{width:816,height:1056},Tabloid:{width:1056,height:1632},Ledger:{width:1632,height:1056},"HD Screen":{width:1920,height:1080},"MATCH IMAGE":{width:0,height:0}},DPI=96;function getMarginValue(e){switch(e){case"none":return{left:0,right:0,top:0,bottom:0};case"tiny":return{left:10,right:10,top:10,bottom:10};default:return{left:60,right:60,top:60,bottom:60}}}function getPageDimensions(e,t,i){let a;return a=STANDARD_PAGE_SIZES[e],i&&0===a.width&&0===a.height&&(a={width:i.width,height:i.height}),"portrait"===t||"MATCH IMAGE"===e||"HD Screen"===e?{width:a.width,height:a.height}:{width:a.height,height:a.width}}function getPageSizePixels(e,t=!1){if("object"==typeof e)return e;const i=STANDARD_PAGE_SIZES[e];if(!i)throw new Error(`Unsupported page size: ${e}`);return t?{width:i.height,height:i.width}:{width:i.width,height:i.height}}function getPageSize(e){if("string"==typeof e)return e;if(!e||"object"!=typeof e||"number"!=typeof e.width||"number"!=typeof e.height)throw new Error("Invalid page dimensions");return{width:e.width/DPI,height:e.height/DPI}}async function getSavePath(e){return(await window.electron.remote.dialog.showSaveDialog({defaultPath:e,filters:[{name:"PDF Files",extensions:["pdf"]},{name:"All Files",extensions:["*"]}],properties:["showOverwriteConfirmation"]})).filePath}async function printPdf(e,t,i,a,n,s,r=!0,o="",l){const c=document.createElement("style");c.textContent=`\n    @media print {\n      /* Ensure the print root expands to the widest page and is not constrained by app layout */\n      .print {\n        background-color: ${i} !important;\n        display: block !important;\n        width: max-content !important;\n        max-width: none !important;\n        overflow: visible !important;\n        -webkit-print-color-adjust: exact !important;\n        print-color-adjust: exact !important;\n        margin: 0 !important;\n        padding: 0 !important;\n        position: static !important;\n        transform: none !important;\n        box-sizing: content-box !important;\n      }\n      .print > * {\n        width: max-content !important;\n        max-width: none !important;\n      }\n      .print-page {\n        display: block !important;\n        break-after: page !important;\n        page-break-after: always !important;\n        break-inside: avoid-page !important;\n        overflow: visible !important;\n        margin: 0 !important;\n        position: relative !important;\n      }\n      /* Keep spacer tiny; it still establishes the initial page box */\n      .print-page.dummy-first {\n        width: 1px !important;\n        height: 1px !important;\n      }\n      .print svg,\n      .print img,\n      .print canvas {\n        max-width: none !important;\n        max-height: none !important;\n      }\n      ${o}\n    }\n  `,document.head.appendChild(c);const d=document.body.createDiv("print");d.style.top="0",d.style.left="0",d.style.display="flex",d.innerHTML=e.outerHTML;const h={includeName:!1,pageSize:getPageSize(a),landscape:n,margins:s,scaleFactor:100,scale:1,open:r,filepath:t,preferCSSPageSize:!0,...l?{pageRanges:l}:{}};try{await new Promise((e=>{window.electron.ipcRenderer.once("print-to-pdf",e),window.electron.ipcRenderer.send("print-to-pdf",h)}))}finally{d.remove(),c.remove()}}function calculateDimensions(e,t,i,a,n,s,r){const o=e.getAttribute("viewBox")?.split(" ").map(Number)||[0,0,t,i],[l,c]=o,d=a.width-n.left-n.right,h=a.height-n.top-n.bottom;if(s.fitToPage>0){let e=0,a=100,n=1;const r=1e-6;for(;a-e>r;){const r=(e+a)/2,o=t*r,l=i*r;Math.ceil(o/d)*Math.ceil(l/h)>s.fitToPage?a=r:(n=r,e=r)}s.zoom=Math.round(.99999*n*1e6)/1e6}const p=t*(s.zoom||1),u=i*(s.zoom||1);if(p<=d&&u<=h){const e=calculatePosition(p,u,a.width,a.height,n,r);return{tiles:[{viewBox:`${l} ${c} ${t} ${i}`,width:p,height:u,x:e.x,y:e.y}],pages:1}}const m=Math.ceil(p/d),g=Math.ceil(u/h),f=calculatePosition(p,u,m*d,g*h,{left:0,right:0,top:0,bottom:0},r),b=[];for(let e=0;e<g;e++)for(let t=0;t<m;t++){const i=t*d,o=e*h,m=Math.max(i,f.x),g=Math.max(o,f.y),U=Math.min(i+d,f.x+p),E=Math.min(o+h,f.y+u),w=Math.max(0,U-m),y=Math.max(0,E-g);if(w<=0||y<=0)continue;const v=(m-f.x)/(s.zoom||1),T=(g-f.y)/(s.zoom||1),S=w/(s.zoom||1),_=y/(s.zoom||1);let x=n.left,I=n.top;const C=w/d;x=C>=.99&&C<=1.01?n.left:"center"===r||"top-center"===r||"bottom-center"===r?0===t?n.left+(d-w):n.left:r.endsWith("right")?a.width-n.right-w:n.left;const A=y/h;I=A>=.99&&A<=1.01?n.top:"center"===r||"center-left"===r||"center-right"===r?0===e?n.top+(h-y):n.top:r.startsWith("bottom")?a.height-n.bottom-y:n.top,b.push({viewBox:`${v+l} ${T+c} ${S} ${_}`,width:w,height:y,x:x,y:I})}return{tiles:b,pages:b.length}}function calculatePosition(e,t,i,a,n,s){const r=i-n.left-n.right,o=a-n.top-n.bottom;let l=n.left,c=n.top;return"center"===s||"top-center"===s||"bottom-center"===s?l=n.left+(r-e)/2:s.endsWith("right")&&(l=n.left+r-e),"center"===s||"center-left"===s||"center-right"===s?c=n.top+(o-t)/2:s.startsWith("bottom")&&(c=n.top+o-t),{x:l,y:c}}async function exportToPDF({SVG:e,scale:t={fitToPage:1,zoom:1},pageProps:i,filename:a}){if(!DEVICE.isDesktop)return void new obsidian_module.Notice(t$d("PDF_EXPORT_DESKTOP_ONLY"));const n=await getSavePath(a);if(!n)return;const s=i?.dimensions;if(!s||"number"!=typeof s.width||"number"!=typeof s.height||s.width<=0||s.height<=0){new obsidian_module.Notice(t$d("EXPORTDIALOG_PDF_PROGRESS_NOTICE"));try{const a=createDiv();a.style.width="100%",a.style.height="fit-content";const s=new Map,r=(e,t)=>`${e.toFixed(2)}x${t.toFixed(2)}`,o=e=>e/DPI,l=e=>`p_${e.replace(/[^\w-]/g,"_")}`;for(const n of e){const e=parseFloat(n.getAttribute("width")||"0"),o=parseFloat(n.getAttribute("height")||"0"),c={width:e,height:o},d=r(c.width,c.height);s.has(d)||s.set(d,{name:l(d),w:c.width,h:c.height});const{tiles:h}=calculateDimensions(n,e,o,c,i.margin,t,i.alignment),{width:p,height:u}=getPageSizePixels(c,!1),m=s.get(d).name;for(const e of h){const t=createDiv();t.addClass("print-page"),t.addClass(m),t.style.setProperty("page",m),t.style.width=`${p}px`,t.style.height=`${u}px`,t.style.display="flex",t.style.justifyContent="start",t.style.alignItems="left",t.style.left=`${i.margin.left}px`,t.style.top=`${i.margin.top}px`,t.style.position="relative";const s=n.cloneNode(!0);s.setAttribute("viewBox",e.viewBox),s.style.width=`${e.width}px`,s.style.height=`${e.height}px`,s.style.position="absolute",s.style.left=e.x-i.margin.left+"px",s.style.top=e.y-i.margin.top+"px",t.appendChild(s),a.appendChild(t)}}let c="";for(const{name:e,w:t,h:i}of s.values())c+=`\n        @page ${e} {\n          size: ${o(t)}in ${o(i)}in;\n          margin: 0;\n        }\n        .print-page.${e} { page: ${e}; }\n      `;let d=0,h=0;for(const{w:e,h:t}of s.values())d=Math.max(d,e),h=Math.max(h,t);const p={width:d||800,height:h||600},u=r(p.width,p.height);s.has(u)||(s.set(u,{name:l(u),w:p.width,h:p.height}),c+=`\n        @page ${s.get(u).name} {\n          size: ${o(p.width)}in ${o(p.height)}in;\n          margin: 0;\n        }\n        .print-page.${s.get(u).name} { page: ${s.get(u).name}; }\n      `);const m=s.get(u).name,g=createDiv();g.addClass("print-page"),g.addClass("dummy-first"),g.addClass(m),a.prepend(g),await printPdf(a,n,i.backgroundColor||"#ffffff",p,!1,{top:0,right:0,bottom:0,left:0},!0,c,"2-")}catch(e){console.error("Failed to export to PDF: ",e),new obsidian_module.Notice(t$d("EXPORTDIALOG_PDF_PROGRESS_ERROR"))}new obsidian_module.Notice(t$d("EXPORTDIALOG_PDF_PROGRESS_DONE"))}else{const a=createDiv();a.style.width="100%",a.style.height="fit-content";for(const n of e){const e=parseFloat(n.getAttribute("width")||"0"),s=parseFloat(n.getAttribute("height")||"0"),r=i.dimensions,{tiles:o}=calculateDimensions(n,e,s,r,i.margin,t,i.alignment),{width:l,height:c}=getPageSizePixels(r,!1);for(const e of o){const t=createDiv();t.addClass("print-page"),t.style.width=`${l}px`,t.style.height=`${c}px`,t.style.display="flex",t.style.justifyContent="start",t.style.alignItems="left",t.style.left=`${i.margin.left}px`,t.style.top=`${i.margin.top}px`,t.style.position="relative";const s=n.cloneNode(!0);s.setAttribute("viewBox",e.viewBox),s.style.width=`${e.width}px`,s.style.height=`${e.height}px`,s.style.position="absolute",s.style.left=e.x-i.margin.left+"px",s.style.top=e.y-i.margin.top+"px",t.appendChild(s),a.appendChild(t)}}new obsidian_module.Notice(t$d("EXPORTDIALOG_PDF_PROGRESS_NOTICE"));try{await printPdf(a,n,i.backgroundColor||"#ffffff",i.dimensions,!1,{top:0,right:0,bottom:0,left:0},!0)}catch(e){console.error("Failed to export to PDF: ",e),new obsidian_module.Notice(t$d("EXPORTDIALOG_PDF_PROGRESS_ERROR"))}new obsidian_module.Notice(t$d("EXPORTDIALOG_PDF_PROGRESS_DONE"))}}async function exportSVGToClipboard(e){try{const t=e.outerHTML;await navigator.clipboard.writeText(t)}catch(e){console.error("Failed to copy SVG to clipboard: ",e)}}async function exportPNGToClipboard(e){await navigator.clipboard.write([new window.ClipboardItem({"image/png":e})])}function exportPNG(e,t){const i=new FileReader;i.readAsDataURL(e),i.onloadend=()=>{const e=i.result;download(null,e,`${t}.png`)}}function exportSVG(e,t){download(null,svgToBase64(e.outerHTML),`${t}.svg`)}class PDFExportSettingsComponent{contentEl;settings;update;constructor(e,t,i){this.contentEl=e,this.settings=t,this.update=i,i||(this.update=()=>{})}isOrientationAndTilingVisible(){return!("HD Screen"===this.settings.pageSize||"MATCH IMAGE"===this.settings.pageSize)}render(){const e=Object.keys(STANDARD_PAGE_SIZES).reduce(((e,t)=>({...e,[t]:t})),{});let t;new obsidian_module.Setting(this.contentEl).setName(t$d("EXPORTDIALOG_PAGE_SIZE")).addDropdown((i=>i.addOptions(e).setValue(this.settings.pageSize).onChange((e=>{this.settings.pageSize=e,t.style.display=this.isOrientationAndTilingVisible()?"block":"none",this.update()})))),t=this.contentEl.createDiv(),t.style.display=this.isOrientationAndTilingVisible()?"block":"none",new obsidian_module.Setting(t).setName(t$d("EXPORTDIALOG_PAGE_ORIENTATION")).addDropdown((e=>e.addOptions({portrait:t$d("EXPORTDIALOG_ORIENTATION_PORTRAIT"),landscape:t$d("EXPORTDIALOG_ORIENTATION_LANDSCAPE")}).setValue(this.settings.pageOrientation).onChange((e=>{this.settings.pageOrientation=e,this.update()})))),new obsidian_module.Setting(t).setName(t$d("EXPORTDIALOG_PDF_FIT_TO_PAGE")).addDropdown((e=>e.addOptions({scale:t$d("EXPORTDIALOG_PDF_SCALE_OPTION"),fit:t$d("EXPORTDIALOG_PDF_FIT_OPTION"),"fit-2":t$d("EXPORTDIALOG_PDF_FIT_2_OPTION"),"fit-4":t$d("EXPORTDIALOG_PDF_FIT_4_OPTION"),"fit-6":t$d("EXPORTDIALOG_PDF_FIT_6_OPTION"),"fit-8":t$d("EXPORTDIALOG_PDF_FIT_8_OPTION"),"fit-12":t$d("EXPORTDIALOG_PDF_FIT_12_OPTION"),"fit-16":t$d("EXPORTDIALOG_PDF_FIT_16_OPTION")}).setValue(1===this.settings.fitToPage?"fit":"number"==typeof this.settings.fitToPage?`fit-${this.settings.fitToPage}`:"scale").onChange((e=>{this.settings.fitToPage="scale"===e?0:"fit"===e?1:parseInt(e.split("-")[1]),this.update()})))),new obsidian_module.Setting(this.contentEl).setName(t$d("EXPORTDIALOG_PDF_MARGIN")).addDropdown((e=>e.addOptions({none:t$d("EXPORTDIALOG_PDF_MARGIN_NONE"),tiny:t$d("EXPORTDIALOG_PDF_MARGIN_TINY"),normal:t$d("EXPORTDIALOG_PDF_MARGIN_NORMAL")}).setValue(this.settings.margin).onChange((e=>{this.settings.margin=e,this.update()}))));const i=new obsidian_module.Setting(this.contentEl).setName(t$d("EXPORTDIALOG_PDF_PAPER_COLOR")).addDropdown((e=>e.addOptions({white:t$d("EXPORTDIALOG_PDF_PAPER_WHITE"),scene:t$d("EXPORTDIALOG_PDF_PAPER_SCENE"),custom:t$d("EXPORTDIALOG_PDF_PAPER_CUSTOM")}).setValue(this.settings.paperColor).onChange((e=>{this.settings.paperColor=e,i.style.display="custom"===e?"block":"none",this.update()})))).controlEl.createEl("input",{type:"color",value:this.settings.customPaperColor});i.style.width="50px",i.style.marginLeft="10px",i.style.display="custom"===this.settings.paperColor?"block":"none",i.addEventListener("change",(e=>{this.settings.customPaperColor=e.target.value,this.update()})),new obsidian_module.Setting(this.contentEl).setName(t$d("EXPORTDIALOG_PDF_ALIGNMENT")).addDropdown((e=>e.addOptions({center:t$d("EXPORTDIALOG_PDF_ALIGN_CENTER"),"center-left":t$d("EXPORTDIALOG_PDF_ALIGN_CENTER_LEFT"),"center-right":t$d("EXPORTDIALOG_PDF_ALIGN_CENTER_RIGHT"),"top-left":t$d("EXPORTDIALOG_PDF_ALIGN_TOP_LEFT"),"top-center":t$d("EXPORTDIALOG_PDF_ALIGN_TOP_CENTER"),"top-right":t$d("EXPORTDIALOG_PDF_ALIGN_TOP_RIGHT"),"bottom-left":t$d("EXPORTDIALOG_PDF_ALIGN_BOTTOM_LEFT"),"bottom-center":t$d("EXPORTDIALOG_PDF_ALIGN_BOTTOM_CENTER"),"bottom-right":t$d("EXPORTDIALOG_PDF_ALIGN_BOTTOM_RIGHT")}).setValue(this.settings.alignment).onChange((e=>{this.settings.alignment=e,this.update()}))))}}async function captureScreenshot(e,t){if(!DEVICE.isDesktop)return new obsidian_module.Notice(t$d("SCREENSHOT_DESKTOP_ONLY")),null;const i=e.isFullscreen();i||e.gotoFullscreen();const a=e.excalidrawAPI;a.setForceRenderAllEmbeddables(!0),t.selectedOnly=t.selectedOnly&&e.getViewSelectedElements().length>0;const n=window.require("electron").remote,s=t.selectedOnly?e.getViewSelectedElements():e.getViewElements(),r=new Set(s.map((e=>e.id))),o=[],l=getEA(e),c=n.getCurrentWebContents(),d=c.getZoomFactor();c.setZoomFactor(1),await sleep(100);const h=window.devicePixelRatio||1;t.selectedOnly&&(l.copyViewElementsToEAforEditing(e.getViewElements().filter((e=>!r.has(e.id)))),l.getElements().forEach((e=>{o.push({id:e.id,opacity:e.opacity}),e.opacity=0})),o.length>0&&await l.addElementsToView(!1,!1,!1,!1));let p=l.getBoundingBox(s);p={topX:Math.ceil(p.topX),topY:Math.ceil(p.topY),width:Math.ceil(p.width),height:Math.ceil(p.height)};const u=t.margin,m=Math.floor(a.getAppState().width),g=Math.floor(a.getAppState().height),f=Math.ceil(p.width*t.zoom+2*u),b=Math.ceil(p.height*t.zoom+2*u),U=Math.ceil(f/m),E=Math.ceil(b/g),w=Math.ceil(f/U),y=Math.ceil(b/E),v=w*U,T=y*E,S=(()=>{const{scrollX:e,scrollY:t,zoom:i,viewModeEnabled:n,linkOpacity:s,theme:r}=a.getAppState();return{scrollX:e,scrollY:t,zoom:i,viewModeEnabled:n,linkOpacity:s,theme:r}})();e.updateScene({appState:{viewModeEnabled:!0,linkOpacity:0,theme:t.theme}}),await sleep(50);const _=e.excalidrawWrapperRef.current;let x="block",I="block",C=null,A=null;const k={width:_.style.width,height:_.style.height,left:_.style.left,top:_.style.top,position:_.style.position,overflow:_.style.overflow};try{_.style.width=w+"px",_.style.height=y+"px",_.style.overflow="visible",e.updateScene({appState:{zoom:{value:t.zoom},width:w,height:y}}),await sleep(200);const{left:i,top:a}=_.getBoundingClientRect(),s=[];for(let r=0;r<E;r++)for(let o=0;o<U;o++){const l=p.topX-u/t.zoom+o*w/t.zoom,c=p.topY-u/t.zoom+r*y/t.zoom;e.updateScene({appState:{scrollX:-l,scrollY:-c,zoom:{value:t.zoom},width:w,height:y}}),await sleep(50),C=_.querySelector(".layer-ui__wrapper"),A=_.querySelector(".App-bottom-bar"),C&&(x=C.style.display,C.style.display="none"),A&&(I=A.style.display,A.style.display="none"),await sleep(50);const d=o===U-1?v-w*(U-1):w,m=r===E-1?T-y*(E-1):y,g=await n.getCurrentWebContents().capturePage({x:i,y:a,width:d*h,height:m*h});s.push({url:"data:image/png;base64,"+g.toPNG().toString("base64"),width:d,height:m,col:o,row:r})}Object.assign(_.style,k);const r=document.createElement("canvas");r.width=v*h,r.height=T*h,r.style.width=`${v}px`,r.style.height=`${T}px`;const o=r.getContext("2d");o.scale(1,1),o.imageSmoothingEnabled=!0,o.imageSmoothingQuality="high";let l=0;for(let e=0;e<E;e++){let t=0;for(let i=0;i<U;i++){const a=s[e*U+i],n=new window.Image;n.src=a.url,await new Promise((e=>{n.onload=e})),o.drawImage(n,t,l),t+=a.width*h}l+=s[e*U].height*h}return new Promise((e=>{r.toBlob((t=>{e(t)}),"image/png")}))}catch(e){return console.error(e),new obsidian_module.Notice(t$d("SCREENSHOT_ERROR")),null}finally{t.selectedOnly&&o.length>0&&(l.clear(),l.copyViewElementsToEAforEditing(e.getViewElements().filter((e=>!r.has(e.id)))),o.forEach((e=>{l.getElement(e.id).opacity=e.opacity})),await l.addElementsToView(!1,!1,!1,!1)),c.setZoomFactor(d),C&&(C.style.display=x),A&&(A.style.display=I),O=S,e.updateScene({appState:{...O}}),i||e.exitFullscreen()}var O}class ExportDialog extends obsidian_module.Modal{plugin;view;file;ea;api;padding;scale;theme;transparent;exportInternalLinks=!0;saveSettings;dirty=!1;selectedOnlySetting;hasSelectedElements=!1;boundingBox;embedScene;exportSelectedOnly;saveToVault;pageSize="A4";pageOrientation="portrait";activeTab="image";contentContainer;buttonContainerRow1;buttonContainerRow2;fitToPage=1;paperColor="white";customPaperColor="#ffffff";alignment="center";margin="normal";scaleSetting;constructor(e,t,i){super(e.app),this.plugin=e,this.view=t,this.file=i,this.ea=getEA(this.view),this.api=this.ea.getExcalidrawAPI(),this.padding=getExportPadding(this.plugin,this.file),this.scale=getPNGScale(this.plugin,this.file),this.theme=getExportTheme(this.plugin,this.file,this.api.getAppState().theme),this.boundingBox=this.ea.getBoundingBox(this.ea.getViewElements()),this.embedScene=shouldEmbedScene(this.plugin,this.file),this.exportSelectedOnly=!1,this.saveToVault=!0,this.transparent=!getWithBackground(this.plugin,this.file),this.exportInternalLinks=getExportInternalLinks(this.plugin,this.file),this.pageSize=e.settings.pdfSettings.pageSize,this.pageOrientation=e.settings.pdfSettings.pageOrientation,this.fitToPage=e.settings.pdfSettings.fitToPage,this.paperColor=e.settings.pdfSettings.paperColor,this.customPaperColor=e.settings.pdfSettings.customPaperColor,this.alignment=e.settings.pdfSettings.alignment,this.margin=e.settings.pdfSettings.margin,this.saveSettings=!1,this.createForm()}destroy(){this.app=null,this.plugin=null,this.ea.destroy(),this.ea=null,this.view=null,this.file=null,this.api=null,this.theme=null,this.selectedOnlySetting=null,this.containerEl.remove()}get isSelectedOnly(){return this.hasSelectedElements&&this.exportSelectedOnly}updateBoundingBox(){this.isSelectedOnly?this.boundingBox=this.ea.getBoundingBox(this.view.getViewSelectedElements()):this.boundingBox=this.ea.getBoundingBox(this.ea.getViewElements()),this.scaleSetting&&this.scaleSetting.setDesc(this.size())}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText(t$d("EXPORTDIALOG_TITLE")),this.hasSelectedElements=this.view.getViewSelectedElements().length>0,this.selectedOnlySetting.setVisibility(this.hasSelectedElements),this.updateBoundingBox()}async onClose(){this.dirty=this.saveSettings}createForm(){if(DEVICE.isDesktop){const e=this.contentEl.createDiv("nav-buttons-container"),t=e.createEl("button",{text:t$d("EXPORTDIALOG_TAB_IMAGE"),cls:"nav-button "+("image"===this.activeTab?"is-active":"")}),i=e.createEl("button",{text:t$d("EXPORTDIALOG_TAB_PDF"),cls:"nav-button "+("pdf"===this.activeTab?"is-active":"")}),a=e.createEl("button",{text:t$d("EXPORTDIALOG_TAB_SCREENSHOT"),cls:"nav-button "+("screenshot"===this.activeTab?"is-active":"")});t.onclick=()=>{this.activeTab="image",t.addClass("is-active"),i.removeClass("is-active"),a.removeClass("is-active"),this.renderContent()},i.onclick=()=>{this.activeTab="pdf",i.addClass("is-active"),t.removeClass("is-active"),a.removeClass("is-active"),this.renderContent()},a.onclick=()=>{this.activeTab="screenshot",a.addClass("is-active"),t.removeClass("is-active"),i.removeClass("is-active"),this.renderContent()}}this.contentContainer=this.contentEl.createDiv(),this.buttonContainerRow1=this.contentEl.createDiv({cls:"excalidraw-export-buttons-div"}),this.buttonContainerRow2=this.contentEl.createDiv({cls:"excalidraw-export-buttons-div"}),this.buttonContainerRow2.style.marginTop="10px",this.renderContent()}createSaveSettingsDropdown(){new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_SAVE_SETTINGS")).addDropdown((e=>e.addOption("save",t$d("EXPORTDIALOG_SAVE_SETTINGS_SAVE")).addOption("one-time",t$d("EXPORTDIALOG_SAVE_SETTINGS_ONETIME")).setValue(this.saveSettings?"save":"one-time").onChange((e=>{this.saveSettings="save"===e}))))}renderContent(){switch(this.contentContainer.empty(),this.buttonContainerRow1.empty(),this.buttonContainerRow2.empty(),this.createHeader(),this.activeTab){case"pdf":this.createImageSettings(),this.createPDFSettings(),this.createPDFButton();break;case"screenshot":this.view.isInMainObsidianWorkspace&&(this.createImageSettings(!0),this.createImageButtons(!0));break;default:this.createImageSettings(!1),this.createExportSettings(),this.createImageButtons()}}size(){const e=Math.round(this.scale*this.boundingBox.width+2*this.padding),t=Math.round(this.scale*this.boundingBox.height+2*this.padding);return fragWithHTML(`${t$d("EXPORTDIALOG_SIZE_DESC")}<br>${t$d("EXPORTDIALOG_SCALE_VALUE")} <b>${this.scale}</b><br>${t$d("EXPORTDIALOG_IMAGE_SIZE")} <b>${e}x${t}</b>`)}createHeader(){switch(this.activeTab){case"pdf":this.contentContainer.createEl("h1",{text:t$d("EXPORTDIALOG_PDF_SETTINGS")});break;case"screenshot":this.contentContainer.createEl("h1",{text:t$d("EXPORTDIALOG_TAB_SCREENSHOT")}),this.view.isInMainObsidianWorkspace?this.contentContainer.createEl("p",{text:t$d("EXPORTDIALOG_SCREENSHOT_DESC")}):this.contentContainer.createEl("p",{text:t$d("EXPORTDIALOG_NOT_AVAILALBE")});break;default:this.contentContainer.createEl("h1",{text:t$d("EXPORTDIALOG_IMAGE_SETTINGS")}),this.contentContainer.createEl("p",{text:t$d("EXPORTDIALOG_IMAGE_DESC")})}}createImageSettings(e=!1){let t;this.createSaveSettingsDropdown();const i=()=>fragWithHTML(`${t$d("EXPORTDIALOG_CURRENT_PADDING")} <b>${this.padding}</b>`);t=new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_PADDING")).setDesc(i()).addSlider((e=>{e.setLimits(0,100,1).setValue(this.padding).onChange((e=>{this.padding=e,this.scaleSetting.setDesc(this.size()),t.setDesc(i())}))})),this.scaleSetting=new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_SCALE")).setDesc(this.size()).addSlider((e=>e.setLimits(.2,7,.1).setValue(this.scale).onChange((e=>{this.scale=e,this.scaleSetting.setDesc(this.size())})))),new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_EXPORT_THEME")).addDropdown((e=>e.addOption("light",t$d("EXPORTDIALOG_THEME_LIGHT")).addOption("dark",t$d("EXPORTDIALOG_THEME_DARK")).setValue(this.theme).onChange((e=>{this.theme=e})))),e||(new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_BACKGROUND")).addDropdown((e=>e.addOption("transparent",t$d("EXPORTDIALOG_BACKGROUND_TRANSPARENT")).addOption("with-color",t$d("EXPORTDIALOG_BACKGROUND_USE_COLOR")).setValue(this.transparent?"transparent":"with-color").onChange((e=>{this.transparent="transparent"===e})))),new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_INCLUDE_INTERNAL_LINKS")).addToggle((e=>e.setValue(this.exportInternalLinks).onChange((e=>{this.exportInternalLinks=e}))))),this.selectedOnlySetting=new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_SELECTED_ELEMENTS")).addDropdown((e=>e.addOption("all",t$d("EXPORTDIALOG_SELECTED_ALL")).addOption("selected",t$d("EXPORTDIALOG_SELECTED_SELECTED")).setValue(this.exportSelectedOnly?"selected":"all").onChange((e=>{this.exportSelectedOnly="selected"===e,this.updateBoundingBox()})))),this.selectedOnlySetting.setVisibility(this.hasSelectedElements)}createExportSettings(){new obsidian_module.Setting(this.contentContainer).setName(t$d("EXPORTDIALOG_EMBED_SCENE")).addDropdown((e=>e.addOption("embed",t$d("EXPORTDIALOG_EMBED_YES")).addOption("no-embed",t$d("EXPORTDIALOG_EMBED_NO")).setValue(this.embedScene?"embed":"no-embed").onChange((e=>{this.embedScene="embed"===e}))))}createPDFSettings(){if(!DEVICE.isDesktop)return;this.contentContainer.createEl("h1",{text:t$d("EXPORTDIALOG_PDF_SETTINGS")});const e={pageSize:this.pageSize,pageOrientation:this.pageOrientation,fitToPage:this.fitToPage,paperColor:this.paperColor,customPaperColor:this.customPaperColor,alignment:this.alignment,margin:this.margin};new PDFExportSettingsComponent(this.contentContainer,e,(()=>{this.pageSize=e.pageSize,this.pageOrientation=e.pageOrientation,this.fitToPage=e.fitToPage,this.paperColor=e.paperColor,this.customPaperColor=e.customPaperColor,this.alignment=e.alignment,this.margin=e.margin})).render()}createImageButtons(e=!1){DEVICE.isDesktop&&(this.buttonContainerRow1.createEl("button",{text:t$d("EXPORTDIALOG_PNGTOFILE"),cls:"excalidraw-export-button"}).onclick=()=>{e?setTimeout((async()=>{const e=await captureScreenshot(this.view,{zoom:this.scale,margin:this.padding,selectedOnly:this.isSelectedOnly,theme:this.theme});e&&exportPNG(e,this.view.file.basename)})):this.view.exportPNG(this.embedScene,this.isSelectedOnly),this.close()}),this.buttonContainerRow1.createEl("button",{text:t$d("EXPORTDIALOG_PNGTOVAULT"),cls:"excalidraw-export-button"}).onclick=()=>{e?setTimeout((async()=>{const e=await captureScreenshot(this.view,{zoom:this.scale,margin:this.padding,selectedOnly:this.isSelectedOnly,theme:this.theme});e&&exportImageToFile(this.view,getIMGFilename(this.view.file.path,"png"),e,".png")})):this.view.savePNG({scene:this.view.getScene(this.isSelectedOnly)}),this.close()},this.buttonContainerRow1.createEl("button",{text:t$d("EXPORTDIALOG_PNGTOCLIPBOARD"),cls:"excalidraw-export-button"}).onclick=async()=>{e?setTimeout((async()=>{const e=await captureScreenshot(this.view,{zoom:this.scale,margin:this.padding,selectedOnly:this.isSelectedOnly,theme:this.theme});e&&exportPNGToClipboard(e)})):this.view.exportPNGToClipboard(this.embedScene,this.isSelectedOnly),this.close()},e||(DEVICE.isDesktop&&(this.buttonContainerRow2.createEl("button",{text:t$d("EXPORTDIALOG_EXCALIDRAW"),cls:"excalidraw-export-button"}).onclick=()=>{this.view.exportExcalidraw(),this.close()},this.buttonContainerRow2.createEl("button",{text:t$d("EXPORTDIALOG_SVGTOFILE"),cls:"excalidraw-export-button"}).onclick=()=>{this.view.exportSVG(this.embedScene,this.isSelectedOnly),this.close()}),this.buttonContainerRow2.createEl("button",{text:t$d("EXPORTDIALOG_SVGTOVAULT"),cls:"excalidraw-export-button"}).onclick=()=>{this.view.saveSVG({scene:this.view.getScene(this.isSelectedOnly)}),this.close()},this.buttonContainerRow2.createEl("button",{text:t$d("EXPORTDIALOG_SVGTOCLIPBOARD"),cls:"excalidraw-export-button"}).onclick=async()=>{exportSVGToClipboard(await this.view.getSVG(this.embedScene,this.isSelectedOnly)),this.close()})}createPDFButton(){this.buttonContainerRow1.createEl("button",{text:t$d("EXPORTDIALOG_SAVE_PDF_SETTINGS"),cls:"excalidraw-export-button"}).onclick=async()=>{await this.plugin.loadSettings(),this.plugin.settings.pdfSettings={pageSize:this.pageSize,pageOrientation:this.pageOrientation,fitToPage:this.fitToPage,paperColor:this.paperColor,customPaperColor:this.customPaperColor,alignment:this.alignment,margin:this.margin},await this.plugin.saveSettings(),new obsidian_module.Notice(t$d("EXPORTDIALOG_SAVE_CONFIRMATION"))},DEVICE.isDesktop&&(this.buttonContainerRow1.createEl("button",{text:t$d("EXPORTDIALOG_PDF"),cls:"excalidraw-export-button"}).onclick=()=>{this.view.exportPDF(this.isSelectedOnly,this.pageSize,this.pageOrientation),this.close()})}getPaperColor(){switch(this.paperColor){case"white":return"light"===this.theme?"#ffffff":"#000000";case"scene":return this.api.getAppState().viewBackgroundColor;case"custom":return this.customPaperColor;default:return"#ffffff"}}}let REM_VALUE=16;const STYLE_VARIABLES=["--background-modifier-cover","--background-primary-alt","--background-secondary","--background-secondary-alt","--background-modifier-border","--text-normal","--text-muted","--text-accent","--text-accent-hover","--text-faint","--text-highlight-bg","--text-highlight-bg-active","--text-selection","--interactive-normal","--interactive-hover","--interactive-accent","--interactive-accent-hover","--scrollbar-bg","--scrollbar-thumb-bg","--scrollbar-active-thumb-bg","--tab-container-background","--titlebar-background-focused"],EXCALIDRAW_CONTAINER_CLASS="excalidraw__embeddable__outer";class StylesManager{stylesMap=new Map;styleLight;styleDark;plugin;constructor(e){this.plugin=e,e.app.workspace.onLayoutReady((async()=>{await e.awaitInit(),await this.harvestStyles(),getAllWindowDocuments(e.app).forEach((e=>this.copyPropertiesToTheme(e))),e.registerEvent(e.app.workspace.on("css-change",(()=>this.onCSSChange()))),e.registerEvent(e.app.workspace.on("window-open",(e=>this.onWindowOpen(e)))),e.registerEvent(e.app.workspace.on("window-close",(e=>this.onWindowClose(e))))}))}async onCSSChange(){await this.harvestStyles(),getAllWindowDocuments(this.plugin.app).forEach((e=>{this.copyPropertiesToTheme(e)}))}onWindowOpen(e){this.stylesMap.set(e.doc,{light:document.head.querySelector('style[id="excalidraw-embedded-light"]'),dark:document.head.querySelector('style[id="excalidraw-embedded-dark"]')})}onWindowClose(e){this.stylesMap.delete(e.doc)}async harvestStyles(){REM_VALUE=parseInt(window.getComputedStyle(document.body).getPropertyValue("--font-text-size").trim()),isNaN(REM_VALUE)&&(REM_VALUE=16);const e=document.body,t=document.createElement("iframe");t.style.display="none",e.appendChild(t);const i=new Promise((e=>{t.addEventListener("load",(()=>e()))})),a=t.contentWindow.document,n=t.contentWindow;a.open(),a.write(`<head>${document.head.innerHTML}</head>`),a.close(),await i;const s=t.contentWindow.document.body;s.setAttribute("style",e.getAttribute("style")),s.setAttribute("class",e.getAttribute("class"));const r=e=>{s.classList.remove("theme-light"),s.classList.remove("theme-dark"),s.classList.add(e)},o=()=>{const e=n.getComputedStyle(s),t={};for(const i of STYLE_VARIABLES)t[i]=e.getPropertyValue(i);const i=this.plugin.ea.getCM(e.getPropertyValue("--background-primary"));return i.alphaTo(.9),t["--background-primary"]=i.stringHEX(),Object.entries(t).map((([e,t])=>`${e}: ${t} !important;`)).join(" ")};r("theme-light"),this.styleLight=o(),r("theme-dark"),this.styleDark=o(),e.removeChild(t)}copyPropertiesToTheme(e){const t=this.stylesMap.get(e);if(t)t.light.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-light {\n${this.styleLight}\n}`,t.dark.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-dark {\n${this.styleDark}\n}`;else{const t=e.createElement("style");t.type="text/css",t.setAttribute("id","excalidraw-embedded-light"),t.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-light {\n${this.styleLight}\n}`,e.head.appendChild(t);const i=e.createElement("style");i.type="text/css",i.setAttribute("id","excalidraw-embedded-dark"),i.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-dark {\n${this.styleDark}\n}`,e.head.appendChild(i),this.stylesMap.set(e,{light:t,dark:i})}}destroy(){for(const[e,t]of this.stylesMap)e.head.removeChild(t.light),e.head.removeChild(t.dark);this.plugin=null}}class UIModeSettingsComponent{containerEl;settings;app;onChange;reapplyButtonAction=null;constructor(e,t,i,a,n=null){this.containerEl=e,this.settings=t,this.app=i,this.onChange=a,this.reapplyButtonAction=n}render(){const{containerEl:e}=this;new obsidian_module.Setting(e).setName(t$d("DESKTOP_UI_MODE_NAME")).setDesc(t$d("DESKTOP_UI_MODE_DESC")).addDropdown((e=>e.addOption("full",t$d("MODE_FULL")).addOption("compact",t$d("MODE_COMPACT")).addOption("tray",t$d("MODE_TRAY")).setValue(this.settings.desktopUIMode).onChange((e=>{this.settings.desktopUIMode=e,DEVICE.isDesktop&&setUIMode(this.app,this.settings),this.onChange()})))),new obsidian_module.Setting(e).setName(t$d("TABLET_UI_MODE_NAME")).setDesc(t$d("TABLET_UI_MODE_DESC")).addDropdown((e=>e.addOption("full",t$d("MODE_FULL")).addOption("compact",t$d("MODE_COMPACT")).addOption("tray",t$d("MODE_TRAY")).setValue(this.settings.tabletUIMode).onChange((e=>{this.settings.tabletUIMode=e,DEVICE.isTablet&&setUIMode(this.app,this.settings),this.onChange()})))),new obsidian_module.Setting(e).setName(t$d("PHONE_UI_MODE_NAME")).setDesc(t$d("PHONE_UI_MODE_DESC")).addDropdown((e=>e.addOption("full",t$d("MODE_FULL")).addOption("compact",t$d("MODE_COMPACT")).addOption("tray",t$d("MODE_TRAY")).addOption("mobile",t$d("MODE_PHONE")).setValue(this.settings.phoneUIMode??"mobile").onChange((e=>{this.settings.phoneUIMode=e,DEVICE.isPhone&&setUIMode(this.app,this.settings),this.onChange()})))),new obsidian_module.Setting(e).setName(t$d("LEFTHANDED_MODE_NAME")).setDesc(fragWithHTML(t$d("LEFTHANDED_MODE_DESC"))).addToggle((e=>e.setValue(this.settings.isLeftHanded).onChange((async e=>{this.settings.isLeftHanded=e,setLeftHandedMode(e),setTimeout((()=>setLeftHandedMode(e))),this.onChange()})))),this.reapplyButtonAction&&new obsidian_module.Setting(e).addButton((e=>e.setButtonText(t$d("REAPPLY_UI_MODE_BUTTON")).setCta().onClick((()=>{setUIMode(this.app,this.settings),this.reapplyButtonAction()}))))}}class UIModeSettings extends obsidian_module.Modal{plugin;isDirty=!1;constructor(e){super(e.app),this.plugin=e}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.createForm()}async onClose(){this.isDirty&&await this.plugin.saveSettings(),this.plugin=null}async createForm(){this.contentEl.createEl("h1",{text:t$d("MODES_HEAD")}),new UIModeSettingsComponent(this.contentEl,this.plugin.settings,this.app,(()=>this.applySettingsUpdate()),(()=>this.close())).render()}async applySettingsUpdate(){this.isDirty=!0}}const TOOLS_PANEL_WIDTH=()=>14.4*REM_VALUE;class ToolsPanel extends React__namespace.Component{pos1=0;pos2=0;pos3=0;pos4=0;penDownX=0;penDownY=0;previousWidth=0;previousHeight=0;onRightEdge=!1;onBottomEdge=!1;containerRef;getView(){return this.props.view?.deref()??null}componentWillUnmount(){this.containerRef.current&&this.props.observer.deref()?.unobserve(this.containerRef.current),this.setState({scriptIconMap:null}),this.containerRef=null}constructor(e){super(e);const t=this.getView()?.packages.react;this.containerRef=t.createRef(),this.state={visible:e.visible,top:50,left:200,theme:"dark",excalidrawViewMode:!1,minimized:!1,isDirty:!1,isFullscreen:!1,isPreviewMode:!0,scriptIconMap:{}}}updateScriptIconMap(e){this.setState((()=>({scriptIconMap:e})))}setPreviewMode(e){this.setState((()=>({isPreviewMode:e})))}setFullscreen(e){this.setState((()=>({isFullscreen:e})))}setDirty(e){this.setState((()=>({isDirty:e})))}setExcalidrawViewMode(e){this.setState((()=>({excalidrawViewMode:e})))}toggleVisibility(e){this.setTopCenter(e),this.setState((e=>({visible:!e.visible})))}setTheme(e){this.setState((t=>({theme:e})))}setTopCenter(e){this.setState((()=>({left:(this.containerRef.current.clientWidth-TOOLS_PANEL_WIDTH()-(e?0:TOOLS_PANEL_WIDTH()+4))/2+this.containerRef.current.parentElement.offsetLeft+(e?0:TOOLS_PANEL_WIDTH()+4),top:64+this.containerRef.current.parentElement.offsetTop})))}updatePosition(e=0,t=0){this.setState((()=>{const{offsetTop:i,offsetLeft:a,clientWidth:n,clientHeight:s}=this.containerRef.current.firstElementChild,r=i-e,o=a-t,{clientWidth:l,clientHeight:c,offsetTop:d,offsetLeft:h}=this.containerRef.current.parentElement;return this.previousHeight=c,this.previousWidth=l,this.onBottomEdge=r>=c-s+d,this.onRightEdge=o>=l-n+h,{top:r<d?d:this.onBottomEdge?c-s+d:r,left:o<h?h:this.onRightEdge?l-n+h:o}}))}actionOpenScriptInstallDialog(){const e=this.getView();e&&new ScriptInstallPrompt(e.plugin).open()}actionOpenReleaseNotes(){const e=this.getView();e&&new ReleaseNotes(e.app,e.plugin,PLUGIN_VERSION).open()}actionConvertExcalidrawToMD(){this.getView()?.convertExcalidrawToMD()}actionToggleViewMode(){const e=this.getView();e&&(this.state.isPreviewMode?e.changeTextMode(TextMode.raw):e.changeTextMode(TextMode.parsed))}actionToggleTrayMode(){const e=this.getView()?.plugin;e&&new UIModeSettings(e).open()}actionToggleFullscreen(){const e=this.getView();e&&(this.state.isFullscreen?e.exitFullscreen():e.gotoFullscreen())}actionSearch(){const e=this.getView();e&&search(e)}actionOCR(e){const t=this.getView(),i=t?.plugin;t&&i&&(i.settings.taskboneEnabled?i.taskbone.getTextForView(t,{forceReScan:isWinCTRLorMacCMD(e)}):new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3))}actionOpenLink(e){const t=this.getView();if(!t)return;const i=new MouseEvent("click",{ctrlKey:e.ctrlKey||!(DEVICE.isIOS||DEVICE.isMacOS),metaKey:e.metaKey||DEVICE.isIOS||DEVICE.isMacOS,shiftKey:e.shiftKey,altKey:e.altKey});t.handleLinkClick(i,!0)}actionOpenLinkProperties(){const e=this.getView();if(!e)return;const t=new MouseEvent("click",{ctrlKey:!0,metaKey:!0,shiftKey:!1,altKey:!1});e.handleLinkClick(t)}actionForceSave(){const e=this.getView();e&&e.forceSave()}actionExportLibrary(){const e=this.getView()?.plugin;e&&e.exportLibrary()}actionExportImage(){const e=this.getView();e&&(e.exportDialog||(e.exportDialog=new ExportDialog(e.plugin,e,e.file),e.exportDialog.createForm()),e.exportDialog.open())}actionOpenAsMarkdown(){const e=this.getView();e&&e.openAsMarkdown()}actionLinkToElement(e){const t=this.getView();t&&(isWinALTorMacOPT(e)?openExternalLink("https://youtu.be/yZQoJg2RCKI",t.app):t.copyLinkToSelectedElementToClipboard(isWinCTRLorMacCMD(e)?"group=":isSHIFT(e)?"area=":""))}actionAddAnyFile(){const e=this.getView(),t=e?.plugin;e&&t&&(this.props.centerPointer(),new UniversalInsertFileModal(t,e).open())}actionInsertImage(){const e=this.getView(),t=e?.plugin;e&&t&&(this.props.centerPointer(),t.insertImageDialog.start(e))}actionInsertPDF(){const e=this.getView(),t=e?.plugin;e&&t&&(this.props.centerPointer(),new InsertPDFModal(t,e).open())}actionInsertMarkdown(){const e=this.getView(),t=e?.plugin;e&&t&&(this.props.centerPointer(),t.insertMDDialog.start(e))}actionInsertBackOfNote(){const e=this.getView();e&&(this.props.centerPointer(),e.insertBackOfTheNoteCard())}actionInsertLaTeX(e){const t=this.getView();t&&(isWinALTorMacOPT(e)?openExternalLink("https://youtu.be/r08wk-58DPk",t.app):(this.props.centerPointer(),insertLaTeXToView(t)))}actionInsertLink(){const e=this.getView(),t=e?.plugin;e&&t&&(this.props.centerPointer(),t.insertLinkDialog.start(e.file.path,((t,i,a)=>e.addText(t,i,a))))}actionImportSVG(e){const t=this.getView(),i=t?.plugin;t&&i&&i.importSVGDialog.start(t)}actionCropImage(e){this.view.app.commands.executeCommandById("obsidian-excalidraw-plugin:crop-image")}async actionRunScript(e){const t=this.getView(),i=t?.plugin;if(!t||!i)return;const a=i.app.vault.getAbstractFileByPath(e);a&&a instanceof obsidian_module.TFile&&i.scriptEngine.executeScript(t,await i.app.vault.read(a),i.scriptEngine.getScriptName(a),a)}async actionPinScript(e,t){const i=this.getView(),a=i?.plugin;if(!i||!a)return;const n=i.excalidrawAPI;await a.loadSettings();const s=a.settings.pinnedScripts.indexOf(e);s>-1?(a.settings.pinnedScripts.splice(s,1),n?.setToast({message:`Pin removed: ${t}`,duration:3e3,closable:!0})):(a.settings.pinnedScripts.push(e),n?.setToast({message:`Pinned: ${t}`,duration:3e3,closable:!0})),await a.saveSettings(),getExcalidrawViews(a.app).forEach((e=>e.updatePinnedScripts()))}islandOnClick(e){e.preventDefault(),Math.abs(this.penDownX-this.pos3)>5||Math.abs(this.penDownY-this.pos4)>5||this.setState((e=>({minimized:!e.minimized})))}islandOnPointerDown(e){const t=this.getView();if(!t)return;const i=e=>{e.preventDefault(),this.pos1=this.pos3-e.clientX,this.pos2=this.pos4-e.clientY,this.pos3=e.clientX,this.pos4=e.clientY,this.updatePosition(this.pos2,this.pos1)},a=()=>{t.ownerDocument?.removeEventListener("pointerup",a),t.ownerDocument?.removeEventListener("pointermove",i)};e.preventDefault(),this.penDownX=this.pos3=e.clientX,this.penDownY=this.pos4=e.clientY,t.ownerDocument.addEventListener("pointerup",a),t.ownerDocument.addEventListener("pointermove",i)}render(){return React__namespace.createElement("div",{ref:this.containerRef,className:clsx("excalidraw",{"theme--dark":"dark"===this.state.theme}),style:{width:"100%",height:"100%",position:"absolute",touchAction:"none"}},React__namespace.createElement("div",{className:"Island",style:{top:`${this.state.top}px`,left:`${this.state.left}px`,width:"14.4rem",display:this.state.visible&&!this.state.excalidrawViewMode?"block":"none",height:"fit-content",maxHeight:"400px",zIndex:5}},React__namespace.createElement("div",{style:{height:"26px",width:"100%",cursor:"move"},onClick:this.islandOnClick.bind(this),onPointerDown:this.islandOnPointerDown.bind(this)},React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 228 26"},React__namespace.createElement("path",{stroke:"var(--icon-fill-color)",strokeWidth:"2",d:"M40,7 h148 M40,13 h148 M40,19 h148"}))),React__namespace.createElement("div",{className:"Island App-menu__left scrollbar",style:{maxHeight:"350px",width:"initial","--padding":"0.125rem",display:this.state.minimized?"none":"block"}},React__namespace.createElement("div",{className:"selected-shape-actions"},React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Utility actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"scriptEngine",title:t$d("INSTALL_SCRIPT_BUTTON"),action:this.actionOpenScriptInstallDialog.bind(this),icon:ICONS.scriptEngine}),React__namespace.createElement(ActionButton,{key:"release-notes",title:t$d("READ_RELEASE_NOTES"),action:this.actionOpenReleaseNotes.bind(this),icon:ICONS.releaseNotes}),null===this.state.isPreviewMode?React__namespace.createElement(ActionButton,{key:"convert",title:t$d("CONVERT_FILE"),action:this.actionConvertExcalidrawToMD.bind(this),icon:ICONS.convertFile}):!this.state.isPreviewMode&&React__namespace.createElement(ActionButton,{key:"viewmode",title:this.state.isPreviewMode?t$d("PARSED"):t$d("RAW"),action:this.actionToggleViewMode.bind(this),icon:this.state.isPreviewMode?ICONS.rawMode:ICONS.parsedMode}),React__namespace.createElement(ActionButton,{key:"ui-mode",title:t$d("UI_MODE"),action:this.actionToggleTrayMode.bind(this),icon:getTrayIcon()}),React__namespace.createElement(ActionButton,{key:"fullscreen",title:this.state.isFullscreen?t$d("EXIT_FULLSCREEN"):t$d("GOTO_FULLSCREEN"),action:this.actionToggleFullscreen.bind(this),icon:this.state.isFullscreen?ICONS.exitFullScreen:ICONS.gotoFullScreen})),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"search",title:t$d("SEARCH"),action:this.actionSearch.bind(this),icon:ICONS.search}),React__namespace.createElement(ActionButton,{key:"ocr",title:t$d("RUN_OCR"),action:this.actionOCR.bind(this),icon:ICONS.ocr}),React__namespace.createElement(ActionButton,{key:"openLink",title:t$d("OPEN_LINK_CLICK"),action:this.actionOpenLink.bind(this),icon:ICONS.openLink}),React__namespace.createElement(ActionButton,{key:"openLinkProperties",title:t$d("OPEN_LINK_PROPS"),action:this.actionOpenLinkProperties.bind(this),icon:ICONS.openLinkProperties}),React__namespace.createElement(ActionButton,{key:"save",title:t$d("FORCE_SAVE"),action:this.actionForceSave.bind(this),icon:saveIcon(this.state.isDirty)}))),React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Export actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"lib",title:t$d("DOWNLOAD_LIBRARY"),action:this.actionExportLibrary.bind(this),icon:ICONS.exportLibrary}),React__namespace.createElement(ActionButton,{key:"exportIMG",title:t$d("EXPORT_IMAGE"),action:this.actionExportImage.bind(this),icon:ICONS.ExportImage}),React__namespace.createElement(ActionButton,{key:"md",title:t$d("OPEN_AS_MD"),action:this.actionOpenAsMarkdown.bind(this),icon:ICONS.switchToMarkdown}),React__namespace.createElement(ActionButton,{key:"link-to-element",title:t$d("INSERT_LINK_TO_ELEMENT"),action:this.actionLinkToElement.bind(this),icon:ICONS.copyElementLink}))),React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Insert actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"anyfile",title:t$d("UNIVERSAL_ADD_FILE"),action:this.actionAddAnyFile.bind(this),icon:ICONS["add-file"]}),React__namespace.createElement(ActionButton,{key:"image",title:t$d("INSERT_IMAGE"),action:this.actionInsertImage.bind(this),icon:ICONS.insertImage}),React__namespace.createElement(ActionButton,{key:"pdf",title:t$d("INSERT_PDF"),action:this.actionInsertPDF.bind(this),icon:ICONS.insertPDF}),React__namespace.createElement(ActionButton,{key:"insertMD",title:t$d("INSERT_MD"),action:this.actionInsertMarkdown.bind(this),icon:ICONS.insertMD}),React__namespace.createElement(ActionButton,{key:"insertBackOfNote",title:t$d("INSERT_CARD"),action:this.actionInsertBackOfNote.bind(this),icon:ICONS.BackOfNote}),React__namespace.createElement(ActionButton,{key:"latex",title:t$d("INSERT_LATEX"),action:this.actionInsertLaTeX.bind(this),icon:ICONS.insertLaTeX}),React__namespace.createElement(ActionButton,{key:"link",title:t$d("INSERT_LINK"),action:this.actionInsertLink.bind(this),icon:ICONS.insertLink}),React__namespace.createElement(ActionButton,{key:"import-svg",title:t$d("IMPORT_SVG"),action:this.actionImportSVG.bind(this),icon:ICONS.importSVG}),React__namespace.createElement(ActionButton,{key:"crop-image",title:t$d("CROP_IMAGE"),action:this.actionCropImage.bind(this),icon:ICONS.Crop}))),this.renderScriptButtons(!1),this.renderScriptButtons(!0)))))}renderScriptButtons(e){if(0===Object.keys(this.state.scriptIconMap).length)return"";const t=this.getView(),i=t?.plugin;if(!t||!i)return null;if(!i._loaded)return null;const a=`${i.settings.scriptFolderPath}/${SCRIPT_INSTALL_FOLDER}/`,n=t=>e?t.startsWith(a):!t.startsWith(a);if(0===Object.keys(this.state.scriptIconMap).filter((e=>n(e))).length)return"";const s=new Set;Object.keys(this.state.scriptIconMap).filter((e=>n(e))).forEach((e=>s.add(this.state.scriptIconMap[e].group)));const r=Array.from(s).sort(((e,t)=>e>t?1:-1));return r.push(r.shift()),React__namespace.createElement(React__namespace.Fragment,null,r.map(((t,i)=>React__namespace.createElement("fieldset",{key:`${t}-${i}`},React__namespace.createElement("legend",null,e?t:""===t?"User":"User/"+t),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},Object.entries(this.state.scriptIconMap).filter((([e,i])=>i.group===t)).sort().map((([e,t])=>React__namespace.createElement(ActionButton,{key:e,title:t.name,action:this.actionRunScript.bind(this,e),longpress:this.actionPinScript.bind(this,e,t.name),icon:new WeakRef(t.svgString?stringToSVG(t.svgString):ICONS.cog).deref()}))))))))}}const getElementsAtPointer=(e,t,i)=>t.filter((t=>{if(i&&t.type!==i)return!1;if(t.locked)return!1;const[a,n,s,r]=rotatedDimensions(t);return a<=e.x&&a+s>=e.x&&n<=e.y&&n+r>=e.y})).reverse(),getTextElementAtPointer=(e,t)=>{const i=t.excalidrawAPI;if(!i)return{id:null,text:null};const a=getElementsAtPointer(e,i.getSceneElements(),"text");if(0==a.length)return{id:null,text:null};if(1===a.length)return{id:a[0].id,text:a[0].text};const n=a.filter((e=>{const i=t.textMode===TextMode.parsed?t.excalidrawData.getRawText(e.id):e.text;return!!i&&(!!i.match(REG_LINKINDEX_HYPERLINK)||!!REGEX_LINK.getRes(i).next().value)}));return 0==n.length?{id:a[0].id,text:a[0].text}:{id:n[0].id,text:n[0].text}},getImageElementAtPointer=(e,t)=>{const i=t.excalidrawAPI;if(!i)return;const a=getElementsAtPointer(e,i.getSceneElements(),"image");return 0===a.length?{id:null,fileId:null}:a.length>=1?{id:a[0].id,fileId:a[0].fileId}:void 0},getElementWithLinkAtPointer=(e,t)=>{const i=t.excalidrawAPI;if(!i)return;let a=getElementsAtPointer(e,i.getSceneElements()).filter((e=>e.link));if(0===a.length){const n=getElementsAtPointer(e,i.getSceneElements()).map((e=>getBoundTextElementId(e)));a=t.getViewElements().filter((e=>"text"===e.type&&e.link&&n.includes(e.id)))}return 0===a.length?{id:null,text:null}:a.length>=1?{id:a[0].id,text:a[0].link}:void 0},CANVAS_VIEWTYPES=new Set(["markdown","bases","audio","video","pdf"]);let noticeTimer;function showNoticeOnce(e){noticeTimer||(noticeTimer=window.setTimeout((()=>{noticeTimer=void 0}),1e3),new obsidian_module.Notice(e,6e3))}function getTheme(e,t){return"dark"===e.excalidrawData.embeddableTheme?"theme-dark":"light"===e.excalidrawData.embeddableTheme?"theme-light":"auto"===e.excalidrawData.embeddableTheme?"dark"===t?"theme-dark":"theme-light":isObsidianThemeDark()?"theme-dark":"theme-light"}function setPDFViewTheme(e,t){if(t){if("auto"===e.excalidrawData.embeddableTheme){t.viewer?.child?.pdfViewer?.setBackground?.(null,!1);const e=t.containerEl?.querySelector(".pdf-container");e&&e.classList.remove("mod-themed");const i=t.containerEl?.querySelector(".pdf-thumbnail-view");i&&(i.style.filter="var(--theme-filter)")}else{const e=t.containerEl?.querySelector("div.pdfViewer");e&&e.addClass("mod-nofilter")}if(["dark","light"].includes(e.excalidrawData.embeddableTheme)){const e=t.containerEl?.querySelector(".pdf-container");e&&!e.classList.contains("mod-themed")&&e.classList.add("mod-themed")}"light"===e.excalidrawData.embeddableTheme&&t.viewer?.child?.pdfViewer?.setBackground?.(null,!1),"dark"===e.excalidrawData.embeddableTheme&&t.viewer?.child?.pdfViewer?.setBackground?.(document.body.getCssPropertyValue("--color-base-00"),!0)}}function setupPdfViewEnhancements(e,t,i,a){const n=t.current?.node?.child;if(!n)return;const s=()=>{a.current=!0,setPDFViewTheme(e,n),requestAnimationFrame((()=>{a.current=!1}));const s=n.containerEl;let r=s?.style?.height||"",o=null;s&&(o=new MutationObserver((()=>{const e=s.style.height||"";e!==r&&(r=e,e&&(s.style.height="",r=""))})),o.observe(s,{attributes:!0,attributeFilter:["style"]}));const l=n.containerEl?.querySelector(".pdf-viewer-container")||null;let c=!1,d=0,h=0,p=1,u=1;const m=t=>{if(DEVICE.isDesktop&&1!==t.button||DEVICE.isMobile&&0!==t.button||!l)return;t.preventDefault(),t.stopPropagation(),c=!0,d=t.clientX,h=t.clientY;const{sx:i,sy:a}=(e=>{const t=e?.closest(".excalidraw__embeddable-container");if(!t)return{sx:1,sy:1};const i=getComputedStyle(t).transform;if(!i||"none"===i)return{sx:1,sy:1};if(i.startsWith("matrix3d(")){const e=i.slice(9,-1).split(",").map(Number),t=e[0],a=e[1],n=e[4],s=e[5];return{sx:Math.hypot(t,a)||1,sy:Math.hypot(n,s)||1}}if(i.startsWith("matrix(")){const e=i.slice(7,-1).split(",").map(Number),t=e[0],a=e[1],n=e[2],s=e[3];return{sx:Math.hypot(t,a)||1,sy:Math.hypot(n,s)||1}}return{sx:1,sy:1}})(l);p=i,u=a,window.addEventListener("pointermove",g,{capture:!0}),window.addEventListener("pointerup",f,{capture:!0,once:!0}),window.addEventListener("pointercancel",f,{capture:!0,once:!0});try{e.contentEl.style.cursor="grabbing"}catch{}},g=e=>{if(!c||!l)return;if(DEVICE.isDesktop&&!(4&e.buttons)||DEVICE.isMobile&&!(1&e.buttons))return;const t=e.clientX-d,i=e.clientY-h;d=e.clientX,h=e.clientY,l.scrollLeft-=t/(p||1),l.scrollTop-=i/(u||1),e.preventDefault(),e.stopPropagation()},f=t=>{c=!1;try{e.contentEl.style.cursor=""}catch{}window.removeEventListener("pointermove",g,{capture:!0}),window.removeEventListener("pointerup",f,{capture:!0}),window.removeEventListener("pointercancel",f,{capture:!0})},b=n.containerEl;if(b?.addEventListener("pointerdown",m,{capture:!0}),i.currentCleanup=()=>{b?.removeEventListener("pointerdown",m,{capture:!0}),window.removeEventListener("pointermove",g,{capture:!0}),window.removeEventListener("pointerup",f,{capture:!0}),window.removeEventListener("pointercancel",f,{capture:!0}),o?.disconnect(),o=null},"default"!==e.excalidrawData.embeddableTheme){const s=n.containerEl?.querySelector(".pdf-container");if(s){i.current?.disconnect(),i.current=new MutationObserver((()=>{if(!a.current){a.current=!0;try{setPDFViewTheme(e,n),"default"!==e.excalidrawData.embeddableTheme&&showNoticeOnce(t$d("NOTICE_PDF_THEME"))}finally{requestAnimationFrame((()=>{a.current=!1}))}}})),i.current.observe(s,{attributes:!0,attributeFilter:["class"]});const r=n.containerEl;if(r){let n=new MutationObserver(((o,l)=>{if(!s.isConnected||!r.contains(s)){l.disconnect(),n=null;try{i.currentCleanup?.()}catch{}try{i.current?.disconnect()}catch{}setTimeout((()=>{t.current?.node?.child?.containerEl?.isConnected&&setupPdfViewEnhancements(e,t,i,a)}),0)}}));n.observe(r,{childList:!0,subtree:!0});const o=i.currentCleanup;i.currentCleanup=()=>{try{o?.()}catch{}try{i.current?.disconnect()}catch{}try{n?.disconnect()}catch{}n=null}}}}},r=t?.current?.node?.child?.containerEl;if(r){const e=".pdf-viewer-container";if(r.querySelector(e))s();else{let t=null;const i=new MutationObserver(((i,a)=>{r.querySelector(e)&&(s(),a.disconnect(),t&&clearTimeout(t))}));i.observe(r,{childList:!0,subtree:!0}),t=window.setTimeout((()=>{i.disconnect()}),1e4)}}}function renderWebView(e,t,i,a){const n=e.startsWith("data:");return DEVICE.isDesktop&&!n?React__namespace.createElement("webview",{ref:e=>t.updateEmbeddableRef(i,e),className:"excalidraw__embeddable",title:"Excalidraw Embedded Content",allowFullScreen:!0,src:e,webpreferences:"autoplayPolicy=document-user-activation-required",style:{overflow:"hidden",borderRadius:"var(--embeddable-radius)"}}):React__namespace.createElement("iframe",{ref:e=>t.updateEmbeddableRef(i,e),className:"excalidraw__embeddable",title:"Excalidraw Embedded Content",allowFullScreen:!0,allow:"accelerometer; clipboard-write; encrypted-media; gyroscope; picture-in-picture",src:n?null:e,style:{overflow:"hidden",borderRadius:"var(--embeddable-radius)"},srcDoc:n?atob(e.split(",")[1]):null})}function RenderObsidianView({mdProps:e,element:t,linkText:i,view:a,containerRef:n,activeEmbeddable:s,theme:r,canvasColor:o,selectedElementId:l}){const{subpath:c,file:d}=processLinkText(i,a);if(!d)return null;const h=a.packages.react,p=h.useRef(null),u=h.useRef(!1),m=h.useRef(!1),g=h.useRef("empty"),f=h.useRef(r),b=h.useRef(t),U=h.useRef(null),E=h.useRef(!1),w=h.useRef(null),y=h.useRef(a.file);h.useEffect((()=>{f.current=r}),[r]),h.useEffect((()=>{b.current=t}),[t]);const v=h.useCallback((e=>{m.current&&e.stopPropagation()}),[m.current]);function T(e,t,i,s,r){if(!i)return;if(!p.current?.hasOwnProperty("node"))return;const o=n.current?.firstElementChild;if(i.useObsidianDefaults)return e?.style.removeProperty("--canvas-background"),o?.style.removeProperty("background-color"),e?.style.removeProperty("--canvas-border"),void o?.style.removeProperty("border-color");const l=a.plugin.ea;if(i.backgroundMatchElement){const a=(i?.backgroundOpacity??50)/100,n=t?.backgroundColor?"transparent"===t.backgroundColor.toLowerCase()?"transparent":l.getCM(t.backgroundColor).alphaTo(a).stringHEX({alpha:!0}):"transparent";"transparent"===n?e?.addClass("transparent"):e?.removeClass("transparent"),e?.style.setProperty("--canvas-background",n),e?.style.setProperty("--background-primary",n),o?.style.setProperty("background-color",n)}else if(!(i.backgroundMatchElement??1)){const t=(i.backgroundOpacity??100)/100,a=i.backgroundMatchCanvas?"transparent"===s.toLowerCase()?"transparent":l.getCM(s).alphaTo(t).stringHEX({alpha:!0}):l.getCM(i.backgroundColor).alphaTo((i.backgroundOpacity??100)/100).stringHEX({alpha:!0});"transparent"===a?e?.addClass("transparent"):e?.removeClass("transparent"),e?.style.setProperty("--canvas-background",a),e?.style.setProperty("--background-primary",a),o?.style.setProperty("background-color",a)}switch(r){case"bases":e?.style.setProperty("--bases-cards-container-background","var(--background-primary)"),e?.style.setProperty("--bases-embed-border-color","var(--background-modifier-border)"),e?.style.setProperty("--bases-table-header-color","var(--text-muted)"),e?.style.setProperty("--bases-table-header-background","var(--background-primary)"),e?.style.setProperty("--bases-table-header-background-hover","var(--background-modifier-hover)"),e?.style.setProperty("--bases-table-header-sort-mask","linear-gradient(to left, transparent var(--size-4-6), black var(--size-4-6))"),e?.style.setProperty("--bases-table-border-color","var(--table-border-color)"),e?.style.setProperty("--bases-table-row-background-hover","var(--table-row-background-hover)"),e?.style.setProperty("--bases-table-cell-shadow-active","0 0 0 2px var(--interactive-accent)"),e?.style.setProperty("--bases-table-cell-background-active","var(--background-primary)"),e?.style.setProperty("--bases-table-cell-background-disabled","var(--background-primary-alt)"),e?.style.setProperty("--bases-cards-container-background","var(--background-primary)"),e?.style.setProperty("--bases-cards-background","var(--background-primary)"),e?.style.setProperty("--bases-cards-cover-background","var(--background-primary-alt)"),e?.style.setProperty("--bases-cards-shadow","0 0 0 1px var(--background-modifier-border)"),e?.style.setProperty("--bases-cards-shadow-hover","0 0 0 1px var(--background-modifier-border-hover)");break;case"pdf":e?.style.setProperty("--pdf-sidebar-background","var(--background-primary)"),e?.style.setProperty("--pdf-background","var(--background-primary)"),e?.style.setProperty("--pdf-sidebar-background","var(--background-primary)")}if(i.borderMatchElement){const a=(i?.borderOpacity??50)/100,n=t?.strokeColor?"transparent"===t.strokeColor.toLowerCase()?"transparent":l.getCM(t.strokeColor).alphaTo(a).stringHEX({alpha:!0}):"transparent";e?.style.setProperty("--canvas-border",n),e?.style.setProperty("--canvas-color",n)}else if(!(i?.borderMatchElement??1)){const t=l.getCM(i.borderColor).alphaTo((i.borderOpacity??100)/100).stringHEX({alpha:!0});e?.style.setProperty("--canvas-border",t),e?.style.setProperty("--canvas-color",t)}}h.useEffect((()=>{if(n?.current)return KEYBOARD_EVENT_TYPES.forEach((e=>n.current.addEventListener(e,v))),n.current.addEventListener("click",S),()=>{n?.current&&(KEYBOARD_EVENT_TYPES.forEach((e=>n.current.removeEventListener(e,v))),EXTENDED_EVENT_TYPES.forEach((e=>n.current.removeEventListener(e,v))),n.current.removeEventListener("click",S))}}),[]),h.useEffect((()=>{if(EXTENDED_EVENT_TYPES.forEach((e=>n.current.removeEventListener(e,v))),n?.current)return m.current&&EXTENDED_EVENT_TYPES.forEach((e=>n.current.addEventListener(e,v))),()=>{n?.current&&EXTENDED_EVENT_TYPES.forEach((e=>n.current.removeEventListener(e,v)))}}),[m.current,n.current]),h.useEffect((()=>{d!==a.file&&(m.current||setFileToLocalGraph(a.app,a.file))}),[m.current]),h.useEffect((()=>{if(!n?.current)return;for(;n.current.hasChildNodes();)n.current.removeChild(n.current.lastChild);n.current.parentElement.style.padding="",p.current={leaf:null,node:null,editNode:null};const i=i=>{obsidian_module.requireApiVersion("1.9.10")||a.app.workspace.activeLeaf===a.leaf&&DEVICE.isDesktop&&(a.ownerWindow.electronWindow.isAlwaysOnTop()||(a.ownerWindow.electronWindow.setAlwaysOnTop(!0),setTimeout((()=>{a.ownerWindow.electronWindow.setAlwaysOnTop(!1)}),500))),p.current.node=a.canvasNodeFactory.createFileNote(d,c,n.current,t.id),T(n.current,t,e,o,i),a.updateEmbeddableLeafRef(t.id,p.current),g.current="markdown"};if(patchMobileView(a),c&&a.canvasNodeFactory.isInitialized()&&"md"===d.extension.toLowerCase())i("markdown");else{let s=predictViewType(a.app,d);"markdown"!==s&&CANVAS_VIEWTYPES.has(s)&&a.canvasNodeFactory.isInitialized()?(i(s),"pdf"===s&&setupPdfViewEnhancements(a,p,U,E)):(async()=>{const{rootSplit:s,leaf:r}=createLeaf(a);p.current.leaf=r,await p.current.leaf.openFile(d,{active:!1,state:{mode:"preview"},...c?{eState:{subpath:c}}:{}});const l=p.current.leaf.view?.getViewType();if(g.current=l,"canvas"===l&&p.current.leaf.view.canvas?.setReadonly(!0),"markdown"===l&&a.canvasNodeFactory.isInitialized())i("markdown"),await p.current.leaf.setViewState({state:{file:null}}),p.current.leaf?.detach();else{const i=s.containerEl.querySelector("div.workspace-leaf");i&&(i.style.borderRadius="var(--embeddable-radius)"),s.containerEl.addClass("mod-visible"),n.current.appendChild(s.containerEl),T(n.current,t,e,o,l),a.updateEmbeddableLeafRef(t.id,p.current)}})()}return()=>{U.currentCleanup?.(),U.current?.disconnect(),U.current=null;try{w.current?.()}catch{}w.current=null,a.updateEmbeddableLeafRef(t.id),p.current&&(a.canvasNodeFactory.removeNode(p.current.node),p.current.leaf?.detach(),p.current=null)}}),[i,c,n,t.id,d.path]),h.useEffect((()=>{if(!n.current)return;const t=b.current,i=n.current;i.hasClass("canvas-node")&&T(i,t,e,o,g.current)}),[e?.useObsidianDefaults,e?.backgroundMatchCanvas,e?.backgroundMatchElement,e?.backgroundColor,e?.backgroundOpacity,e?.borderMatchElement,e?.borderColor,e?.borderOpacity,b.current,n.current,o,g.current]),h.useEffect((()=>{u.current&&(p.current?.node&&(n.current?.addClasses(["is-editing","is-focused"]),a.canvasNodeFactory.stopEditing(p.current.node)),u.current=!1)}),[u.current,p]);const S=h.useCallback((e=>{if(a.file===y.current&&(m.current&&e?.stopPropagation(),m.current&&!u.current&&p.current)){if(p.current.node){const e=getTheme(a,f.current);return n.current?.addClasses(["is-editing","is-focused"]),void a.canvasNodeFactory.startEditing(p.current.node,e)}if(p.current.leaf&&"markdown"===g.current){const e=a.excalidrawAPI.getSceneElements().filter((e=>e.id===t.id))[0];if(!e||0!==e.angle)return void new obsidian_module.Notice("Sorry, cannot edit rotated markdown documents");const i=p.current.leaf.view.modes;if(!i)return;patchMobileView(a),p.current.leaf.view.setMode(i.source),u.current=!0}}}),[p.current?.leaf,t.id,a,f.current,m.current,u.current,g.current]),_=h.useCallback((()=>{a.file===y.current&&(m.current&&u.current||(m.current=!0,S()))}),[m.current,u.current,S,a]);return p.current&&(p.current.editNode=_),h.useEffect((()=>{const e=e=>{if("Escape"===e.key&&m.current)return e.preventDefault(),e.stopPropagation(),void a.updateScene({appState:{activeEmbeddable:null}});"Enter"!==e.key||u.current||l!==t.id&&s?.element?.id!==t.id||_()};return document.addEventListener("keydown",e,!0),()=>{document.removeEventListener("keydown",e,!0)}}),[S,m.current,a,s,t,l]),h.useEffect((()=>{if(a.file!==y.current)return;if(!n?.current||!p?.current)return;const e=m.current;if(m.current=s?.element.id===t.id&&"active"===s?.state,e===m.current)return;d!==a.file&&setFileToLocalGraph(a.app,d);const i=p.current?.node;if(i)if(m.current&&a.plugin.settings.markdownNodeOneClickEditing&&!n.current?.hasClass("is-editing")){const e=getTheme(a,f.current);n.current?.addClasses(["is-editing","is-focused"]),a.canvasNodeFactory.startEditing(i,e)}else n.current?.removeClasses(["is-editing","is-focused"]),a.canvasNodeFactory.stopEditing(i);else if(p.current.leaf){if(DEVICE.isPhone)if(m.current){if(!w.current){const e=patchMobileView(a,{keepAlive:!0,isActive:()=>m.current});w.current="function"==typeof e?e:null}}else{try{w.current?.()}catch{}w.current=null}if("markdown"===g.current){const e=p.current.leaf?.view.modes;if(!e)return;if(!m.current)return p.current.leaf.view.setMode(e.preview),void(u.current=!1)}}}),[n,p,s?.state,m,s?.element,s?.state,t,a,u,a.canvasNodeFactory,f.current]),null}const CustomEmbeddable=({element:e,view:t,appState:i,linkText:a})=>{const n=t.packages.react,s=n.useRef(null),r=getTheme(t,i.theme),o=e.customData?.mdProps||null,l=Object.keys(i.selectedElementIds);return n.createElement("div",{ref:s,style:{width:"100%",height:"100%",borderRadius:"var(--embeddable-radius)",color:"var(--text-normal)",touchAction:"auto"},className:`${r} canvas-node ${o?.filenameVisible&&!o.useObsidianDefaults?"":"excalidraw-mdEmbed-hideFilename"}`},n.createElement(RenderObsidianView,{mdProps:o,element:e,linkText:a,view:t,containerRef:s,activeEmbeddable:i.activeEmbeddable,theme:i.theme,canvasColor:i.viewBackgroundColor,selectedElementId:1===l.length?l[0]:null}))};class CanvasNodeFactory{view;leaf;canvas;nodes=new Map;initialized=!1;isInitialized=()=>this.initialized;observer;constructor(e){this.view=e}async initialize(){const e=this.view.app,t=e.internalPlugins.plugins.canvas;t._loaded||await t.load();const i=this.view.ownerDocument,a=new obsidian_module.WorkspaceSplit(e.workspace,"vertical");a.getRoot=()=>e.workspace[i===document?"rootSplit":"floatingSplit"],a.getContainer=()=>getContainerForDocument(i),this.leaf=e.workspace.createLeafInParent(a,0),this.canvas=t.views.canvas(this.leaf).canvas,this.initialized=!0}createFileNote(e,t,i,a){if(!this.initialized)return;t=t??"",this.nodes.has(a)&&(this.canvas.removeNode(this.nodes.get(a)),this.nodes.delete(a));const n=this.canvas.createFileNode({pos:{x:0,y:0},file:e,subpath:t,save:!1});return n.setFilePath(e.path,t),n.render(),n.containerEl.querySelector(".canvas-node-content-blocker")?.remove(),i.appendChild(n.containerEl),this.nodes.set(a,n),n}async waitForEditor(e){let t=0;for(;!e.child.editor?.containerEl?.parentElement?.parentElement&&t++<40;)await sleep(25);return e.child.editor?.containerEl?.parentElement?.parentElement}setupThemeObserver(e,t,i){const a=e=>{for(const a of e)if("attributes"===a.type&&"class"===a.attributeName){const e=a.target;e.classList.contains(t)&&(e.classList.remove(t),e.classList.add(i))}};this.observer?.disconnect(),this.observer=DEBUGGING?new CustomMutationObserver(a,"CanvasNodeFactory"):new MutationObserver(a),this.observer.observe(e,{attributes:!0})}async startEditing(e,t){if(this.initialized&&e&&e.isEditable())try{await this.view.setEmbeddableNodeIsEditing(),e.startEditing(),e.isEditing=!0;const i=isObsidianThemeDark()?"theme-dark":"theme-light";if(i===t)return;const a=await this.waitForEditor(e);if(!a)return;a.classList.remove(i),a.classList.add(t),this.setupThemeObserver(a,i,t)}catch(t){console.error("Error starting edit:",t),e.isEditing=!1}}stopEditing(e){if(this.initialized&&e&&e.isEditing&&e.isEditable())try{this.view.clearEmbeddableNodeIsEditing(),e.child.showPreview(),e.isEditing=!1,this.observer?.disconnect()}catch(e){console.error("Error stopping edit:",e)}}removeNode(e){this.initialized&&e&&(this.nodes.delete(e.file.path),this.canvas.removeNode(e),e.detach())}purgeNodes(){this.initialized&&(this.nodes.forEach((e=>{this.canvas.removeNode(e),e.detach()})),this.nodes.clear())}destroy(){this.purgeNodes(),this.initialized=!1,this.observer?.disconnect(),this.view=null,this.canvas=null,this.leaf=null}}const REG_YOUTUBE=/^(?:http(?:s)?:\/\/)?(?:www\.)?youtu(?:be\.com|\.be)\/(embed\/|watch\?v=|shorts\/|playlist\?list=|embed\/videoseries\?list=)?([a-zA-Z0-9_-]+)(?:\?t=|.*&t=|\?start=|.*&start=)?([a-zA-Z0-9_-]+)?[^\s]*$/,REG_VIMEO=/^(?:http(?:s)?:\/\/)?(?:(?:w){3}\.)?(?:player\.)?vimeo\.com\/(?:video\/)?([^?\s]+)(?:\?.*)?$/,isVimeo=e=>Boolean(e.match(REG_VIMEO)),isYouTube=e=>Boolean(e.match(REG_YOUTUBE)),getAspectRatio=e=>{const t=e.toLowerCase();return isYouTube(e)?t.includes("shorts/")?{w:9,h:16}:{w:16,h:9}:isVimeo(e)?{w:16,h:9}:{w:1,h:1}},getYouTubeStartAt=e=>{const t=e.match(REG_YOUTUBE);if(t?.[2]){const e=t[3]?parseInt(t[3]):0,i=Math.floor(e/3600),a=Math.floor((e-3600*i)/60),n=e-3600*i-60*a;return 0===i&&0===a&&0===n?"":0===i&&0===a?`${String(n).padStart(2,"0")}`:0===i?`${String(a).padStart(2,"0")}:${String(n).padStart(2,"0")}`:`${String(i).padStart(2,"0")}:${String(a).padStart(2,"0")}:${String(n).padStart(2,"0")}`}return""},isValidYouTubeStart=e=>!!/^[0-9]+$/.test(e)||!!/^[0-9]+:[0-9]+$/.test(e)||!!/^[0-9]+:[0-9]+:[0-9]+$/.test(e)||void 0,updateYouTubeStartTime=(e,t)=>{const i=e.match(REG_YOUTUBE);if(i?.[2]){const a=""===t?"":`t=${timeStringToSeconds(t)}`;let n=e;return i[3]?(n=e.replace(/([?&])t=[a-zA-Z0-9_-]+/,`$1${a}`),n=n.replace(/([?&])start=[a-zA-Z0-9_-]+/,`$1${a}`)):n+=(e.includes("?")?"&":"?")+a,n}return e},timeStringToSeconds=e=>{const t=e.split(":").map(Number),i=t.length;return 1===i?t[0]:2===i?60*t[0]+t[1]:3===i?3600*t[0]+60*t[1]+t[2]:0};class EmbeddalbeMDFileCustomDataSettingsComponent{contentEl;mdCustomData;update;isMDFile;constructor(e,t,i,a=!0){this.contentEl=e,this.mdCustomData=t,this.update=i,this.isMDFile=a,i||(this.update=()=>{})}render(){let e;new obsidian_module.Setting(this.contentEl).setName(t$d("ES_USE_OBSIDIAN_DEFAULTS")).addToggle((t=>t.setValue(this.mdCustomData.useObsidianDefaults).onChange((t=>{this.mdCustomData.useObsidianDefaults=t,e.style.display=t?"none":"block",this.update()})))),this.contentEl.createEl("hr",{cls:"excalidraw-setting-hr"}),e=this.contentEl.createDiv(),e.style.display=this.mdCustomData.useObsidianDefaults?"none":"block";const t=e;this.isMDFile&&new obsidian_module.Setting(t).setName(t$d("ES_FILENAME_VISIBLE")).addToggle((e=>e.setValue(this.mdCustomData.filenameVisible).onChange((e=>{this.mdCustomData.filenameVisible=e})))),t.createEl("h4",{text:t$d("ES_BACKGROUND_HEAD")});const i=t.createDiv({cls:"excalidraw-setting-desc"});let a,n,s;i.textContent=t$d("ES_BACKGROUND_DESC_INFO"),i.addEventListener("click",(()=>{i.textContent===t$d("ES_BACKGROUND_DESC_INFO")?i.textContent=t$d("ES_BACKGROUND_DESC_DETAIL"):i.textContent=t$d("ES_BACKGROUND_DESC_INFO")})),new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_MATCH_ELEMENT")).addToggle((e=>{n=e,e.setValue(this.mdCustomData.backgroundMatchElement).onChange((e=>{this.mdCustomData.backgroundMatchElement=e,e?(a.settingEl.style.display="none",this.mdCustomData.backgroundMatchCanvas&&s.setValue(!1)):this.mdCustomData.backgroundMatchCanvas||(a.settingEl.style.display=""),this.update()}))})),new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_MATCH_CANVAS")).addToggle((e=>{s=e,e.setValue(this.mdCustomData.backgroundMatchCanvas).onChange((e=>{this.mdCustomData.backgroundMatchCanvas=e,e?(a.settingEl.style.display="none",this.mdCustomData.backgroundMatchElement&&n.setValue(!1)):this.mdCustomData.backgroundMatchElement||(a.settingEl.style.display=""),this.update()}))})),this.mdCustomData.backgroundMatchElement&&this.mdCustomData.backgroundMatchCanvas&&s.setValue(!1),a=new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_COLOR")).addColorPicker((e=>e.setValue(this.mdCustomData.backgroundColor).onChange((e=>{this.mdCustomData.backgroundColor=e,this.update()})))),a.settingEl.style.display=this.mdCustomData.backgroundMatchElement||this.mdCustomData.backgroundMatchCanvas?"none":"";const r=e=>fragWithHTML(`Current opacity is <b>${e}%</b>`),o=new obsidian_module.Setting(t).setName(t$d("ES_BACKGROUND_OPACITY")).setDesc(r(this.mdCustomData.backgroundOpacity)).addSlider((e=>e.setLimits(0,100,5).setValue(this.mdCustomData.backgroundOpacity).onChange((e=>{this.mdCustomData.backgroundOpacity=e,o.setDesc(r(e)),this.update()}))));if(this.isMDFile){let e;t.createEl("h4",{text:t$d("ES_BORDER_HEAD")}),new obsidian_module.Setting(t).setName(t$d("ES_BORDER_MATCH_ELEMENT")).addToggle((t=>t.setValue(this.mdCustomData.borderMatchElement).onChange((t=>{this.mdCustomData.borderMatchElement=t,e.settingEl.style.display=t?"none":"",this.update()})))),e=new obsidian_module.Setting(t).setName(t$d("ES_BORDER_COLOR")).addColorPicker((e=>e.setValue(this.mdCustomData.borderColor).onChange((e=>{this.mdCustomData.borderColor=e,this.update()})))),e.settingEl.style.display=this.mdCustomData.borderMatchElement?"none":"";const i=new obsidian_module.Setting(t).setName(t$d("ES_BORDER_OPACITY")).setDesc(r(this.mdCustomData.borderOpacity)).addSlider((e=>e.setLimits(0,100,5).setValue(this.mdCustomData.borderOpacity).onChange((e=>{this.mdCustomData.borderOpacity=e,i.setDesc(r(e)),this.update()}))))}}}class EmbeddableSettings extends obsidian_module.Modal{plugin;view;file;element;ea;updatedFilepath=null;zoomValue;isYouTube;youtubeStart=null;isMDFile;notExcalidrawIsInternal;isLocalURI;mdCustomData;onKeyDown;listenerHost=null;constructor(e,t,i,a){if(super(e.app),this.plugin=e,this.view=t,this.file=i,this.element=a,this.ea=getEA(this.view),this.ea.copyViewElementsToEAforEditing([this.element]),this.zoomValue=a.scale[0],this.isYouTube=isYouTube(this.element.link),this.notExcalidrawIsInternal=this.file&&!this.view.plugin.isExcalidrawFile(this.file),this.isMDFile=this.file&&"md"===this.file.extension.toLowerCase(),this.isLocalURI=this.element.link.startsWith("file://"),isYouTube&&(this.youtubeStart=getYouTubeStartAt(this.element.link)),this.mdCustomData=a.customData?.mdProps??t.plugin.settings.embeddableMarkdownDefaults,!a.customData?.mdProps){const e=this.plugin.ea.getCM(a.backgroundColor);this.mdCustomData.backgroundColor=e.stringHEX({alpha:!1}),this.mdCustomData.backgroundOpacity=a.opacity;const t=this.plugin.ea.getCM(a.strokeColor);this.mdCustomData.borderColor=t.stringHEX({alpha:!1}),this.mdCustomData.borderOpacity=a.opacity}}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.createForm()}onClose(){this.listenerHost&&this.onKeyDown&&(this.listenerHost.removeEventListener("keydown",this.onKeyDown),this.listenerHost=null),this.plugin=null,this.view=null,this.file=null,this.element=null,this.ea.destroy(),this.ea=null,this.mdCustomData=null}async createForm(){this.contentEl.createEl("h1",{text:t$d("ES_TITLE")}),this.file&&new obsidian_module.Setting(this.contentEl).setName(t$d("ES_RENAME")).addText((e=>e.setValue(getPathWithoutExtension(this.file)).onChange((async e=>{this.updatedFilepath=e}))));const e=()=>fragWithHTML(`${t$d("ES_ZOOM_100_RELATIVE_DESC")}<br>Current zoom is <b>${Math.round(100*this.zoomValue)}%</b>`),t=new obsidian_module.Setting(this.contentEl).setName(t$d("ES_ZOOM")).setDesc(e()).addButton((i=>i.setButtonText(t$d("ES_ZOOM_100")).onClick((()=>{const i=this.view.excalidrawAPI;this.zoomValue=1/i.getAppState().zoom.value,t.setDesc(e())})))).addSlider((i=>i.setLimits(10,400,5).setValue(100*this.zoomValue).onChange((i=>{this.zoomValue=i/100,t.setDesc(e())}))));this.isYouTube&&new obsidian_module.Setting(this.contentEl).setName(t$d("ES_YOUTUBE_START")).setDesc(t$d("ES_YOUTUBE_START_DESC")).addText((e=>e.setValue(this.youtubeStart).onChange((async e=>{this.youtubeStart=e})))),(this.isMDFile||this.notExcalidrawIsInternal)&&(this.contentEl.createEl("h3",{text:t$d("ES_EMBEDDABLE_SETTINGS")}),new EmbeddalbeMDFileCustomDataSettingsComponent(this.contentEl,this.mdCustomData,void 0,this.isMDFile).render()),new obsidian_module.Setting(this.contentEl).addButton((e=>e.setButtonText(t$d("PROMPT_BUTTON_CANCEL")).setTooltip("ESC").onClick(this.close.bind(this)))).addButton((e=>e.setButtonText(t$d("PROMPT_BUTTON_OK")).setTooltip("CTRL/Opt+Enter").setCta().onClick(this.applySettings.bind(this))));const i=e=>{isWinCTRLorMacCMD(e)&&"Enter"===e.key&&this.applySettings()};this.onKeyDown=i;const a=this.containerEl.ownerDocument;a&&(this.listenerHost=a,a.addEventListener("keydown",i))}async applySettings(){let e=!1;const t=this.ea.getElement(this.element.id);if(this.updatedFilepath){const i=`${this.updatedFilepath}.${this.file.extension}`;if(i!==this.file.path){const a=splitFolderAndFilename(i),n=getNewUniqueFilepath(this.app.vault,a.filename,a.folderpath);if(this.app.vault.getAbstractFileByPath(n))new obsidian_module.Notice("File rename failed. A file with this name already exists.\n"+n,1e4);else try{await this.app.fileManager.renameFile(this.file,n),t.link=this.element.link.replace(/(\[\[)([^#\]]*)([^\]]*]])/,`$1${this.plugin.app.metadataCache.fileToLinktext(this.file,this.view.file.path,!0)}$3`),e=!0}catch(e){new obsidian_module.Notice("File rename failed. "+e,1e4)}}}this.isYouTube&&this.youtubeStart!==getYouTubeStartAt(this.element.link)&&(e=!0,""===this.youtubeStart||isValidYouTubeStart(this.youtubeStart)?t.link=updateYouTubeStartTime(t.link,this.youtubeStart):new obsidian_module.Notice(t$d("ES_YOUTUBE_START_INVALID"))),!this.isMDFile||this.mdCustomData.backgroundColor===this.element.customData?.backgroundColor&&this.mdCustomData.borderColor===this.element.customData?.borderColor&&this.mdCustomData.backgroundOpacity===this.element.customData?.backgroundOpacity&&this.mdCustomData.borderOpacity===this.element.customData?.borderOpacity&&this.mdCustomData.filenameVisible===this.element.customData?.filenameVisible||(addAppendUpdateCustomData(t,{mdProps:this.mdCustomData}),e=!0),this.zoomValue!==this.element.scale[0]&&(e=!0,t.scale=[this.zoomValue,this.zoomValue]),e?(async()=>{await this.ea.addElementsToView(),this.ea.viewUpdateScene({appState:{},captureUpdate:CaptureUpdateAction.NEVER}),this.close()})():this.close()}}class EmbeddableMenu{view;containerRef;menuFadeTimeout=0;menuElementId=null;constructor(e,t){this.view=e,this.containerRef=t}destroy(){this.menuFadeTimeout&&(clearTimeout(this.menuFadeTimeout),this.menuFadeTimeout=null),this.view=null,this.containerRef=null,this.updateElement=null,this.handleMouseEnter=null,this.handleMouseLeave=null,this.renderButtons=null}updateElement=async(e,t,i,a=!0)=>{if(!t)return;const n=this.view,s=n.app;if(t=n.excalidrawAPI.getSceneElements().find((e=>e.id===t.id)),!t)return;const r=`[[${s.metadataCache.fileToLinktext(i,n.file.path,"md"===i.extension)}${e}]]`,o=getEA(n);o.copyViewElementsToEAforEditing([t]),o.getElement(t.id).link=r,n.excalidrawData.elementLinks.set(t.id,r),await o.addElementsToView(!1,a,!0),o.destroy()};handleMouseEnter(){clearTimeout(this.menuFadeTimeout),this.containerRef.current?.style.setProperty("opacity","1")}handleMouseLeave(){this.menuFadeTimeout=window.setTimeout((()=>{this.containerRef.current?.style.setProperty("opacity","0.2")}),5e3)}async actionBaseViewSelection(e,t,i){this.view.updateScene({appState:{activeEmbeddable:null},captureUpdate:CaptureUpdateAction.NEVER});const a=Array.from((await this.view.app.vault.read(e)).matchAll(/\s*name\: (.*)$/gm)).map((e=>e?.[1]));let n,s;n=[""].concat(a.map((e=>`#${cleanSectionHeading(e)}`))),s=[t$d("DO_NOT_PIN_VIEW")].concat(a.map((e=>e)));const r=await ScriptEngine.suggester(this.view.app,s,n,t$d("SELECT_VIEW"));(r||""===r)&&r!==t&&this.updateElement(r,i,e)}async actionMarkdownSelection(e,t,i,a){this.view.updateScene({appState:{activeEmbeddable:null},captureUpdate:CaptureUpdateAction.NEVER});const n=(await this.view.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!t||!MD_EX_SECTIONS.includes(e.display)));let s,r;t?(s=n.map((e=>`#${cleanSectionHeading(e.display)}`)),r=n.map((e=>e.display))):(s=[""].concat(n.map((e=>`#${cleanSectionHeading(e.display)}`))),r=[t$d("SHOW_ENTIRE_FILE")].concat(n.map((e=>e.display))));const o=await ScriptEngine.suggester(this.view.app,r,s,t$d("SELECT_SECTION"));(o||""===o)&&o!==i&&this.updateElement(o,a,e)}actionBookmarkPage(e){if(!e)return;const t=this.view.getEmbeddableLeafElementById(e.id)?.node?.child;if(!t)return;const i=getActivePDFPageNumberFromPDFView(t);if(!i)return;const a=t?.file;a&&this.updateElement(`#page=${i}`,e,a,!1)}async actionInsertPageAsImage(e){if(!e)return;const t=this.view.getEmbeddableLeafElementById(e.id)?.node?.child;if(!t)return;const i=getActivePDFPageNumberFromPDFView(t);if(!i)return;const a=t?.file;if(!a)return;const n=getEA(this.view);n.selectElementsInView([]);const s=e.x+e.width+20,r=e.y,o=this.view.app.metadataCache.fileToLinktext(a,this.view.file.path,!1),l=await insertImageToView(n,{x:s,y:r},`${o}#page=${i}`,void 0,void 0,!1);n.selectElementsInView([l]),n.destroy()}async actionMarkdownBlock(e,t,i){if(!e)return;this.view.updateScene({appState:{activeEmbeddable:null},captureUpdate:CaptureUpdateAction.NEVER});const a=(await this.view.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e)).blocks.filter((e=>e.display&&e.node&&("paragraph"===e.node.type||"blockquote"===e.node.type||"listItem"===e.node.type||"table"===e.node.type||"callout"===e.node.type))),n=["entire-file"].concat(a),s=[t$d("SHOW_ENTIRE_FILE")].concat(a.map((e=>`${e.node?.id?`#^${e.node.id}: `:""}${e.display.trim()}`))),r=await ScriptEngine.suggester(this.view.app,s,n,t$d("SELECT_SECTION"));if(!r)return;if("entire-file"===r){if(""===t)return;return void this.updateElement("",i,e)}let o=r.node.id;if(!o||`#^${o}`!==t){if(!o){const t=r.node?.position?.end?.offset;if(!t)return;o=nanoid();const i=await this.view.app.vault.cachedRead(e);if(!i)return;await this.view.app.vault.modify(e,i.slice(0,t)+` ^${o}`+i.slice(t)),await sleep(200)}this.updateElement(`#^${o}`,i,e)}}actionZoomToElement(e,t){e&&this.view.excalidrawAPI.zoomToFit([e],t??this.view.plugin.settings.zoomToFitMaxLevel,.1)}actionProperties(e,t){e&&new EmbeddableSettings(this.view.plugin,this.view,t,e).open()}actionCrop(e){e&&this.view.app.commands.executeCommandById("obsidian-excalidraw-plugin:crop-image")}actionReload(e,t){e.src=t}actionOpen(e,t){openExternalLink(e.src.startsWith("https://www.youtube.com")||e.src.startsWith("https://player.vimeo.com")?t.link:e.src,this.view.app)}actionCopyCode(e,t){e&&navigator.clipboard.writeText(atob(t.split(",")[1]))}renderButtons(e){const t=this.view,i=t?.excalidrawAPI;if(!i)return null;if(!t.file)return null;const a=e.viewModeEnabled&&!t.allowFrameButtonsInViewMode;if(!e.activeEmbeddable||"active"!==e.activeEmbeddable.state||a)return this.menuElementId=null,this.menuFadeTimeout&&(clearTimeout(this.menuFadeTimeout),this.menuFadeTimeout=0),null;const n=e.activeEmbeddable?.element;this.menuElementId!==n.id&&(this.menuElementId=n.id,this.handleMouseLeave());let s=n.link;if(!s)return null;const r=useDefaultExcalidrawFrame(n);let o=Boolean(n.link?.match(REG_LINKINDEX_HYPERLINK));if(!r&&!o){if(s.startsWith("data:text/html"))o=!0;else{const e=REGEX_LINK.getRes(n.link).next();if(!e||!e.value&&e.done)return null;s=REGEX_LINK.getLink(e),o=Boolean(s.match(REG_LINKINDEX_HYPERLINK))}if(!o){const{subpath:i,file:a}=processLinkText(s,t);if(!a)return;const r="md"===a.extension,o="base"===a.extension,l=t.plugin.isExcalidrawFile(a),c="pdf"===a.extension,{x:d,y:h}=sceneCoordsToViewportCoords({sceneX:n.x,sceneY:n.y},e),p=h-2.5*ROOTELEMENTSIZE-e.offsetTop+"px",u=d-e.offsetLeft+"px";return React__namespace.createElement("div",{ref:this.containerRef,className:"embeddable-menu",style:{top:p,left:u,opacity:1},onMouseEnter:()=>this.handleMouseEnter(),onPointerDown:()=>this.handleMouseEnter(),onMouseLeave:()=>this.handleMouseLeave()},React__namespace.createElement("div",{className:"Island",style:{position:"relative",display:"block"}},o&&React__namespace.createElement(ActionButton,{key:"MarkdownSection",title:t$d("PIN_VIEW"),action:async()=>this.actionBaseViewSelection(a,i,n),icon:ICONS.ZoomToSection}),r&&React__namespace.createElement(ActionButton,{key:"MarkdownSection",title:t$d("NARROW_TO_HEADING"),action:async()=>this.actionMarkdownSelection(a,l,i,n),icon:ICONS.ZoomToSection}),r&&!l&&React__namespace.createElement(ActionButton,{key:"MarkdownBlock",title:t$d("NARROW_TO_BLOCK"),action:async()=>this.actionMarkdownBlock(a,i,n),icon:ICONS.ZoomToBlock}),React__namespace.createElement(ActionButton,{key:"ZoomToElement",title:t$d("ZOOM_TO_FIT"),action:()=>this.actionZoomToElement(n,30),icon:ICONS.ZoomToSelectedElement}),React__namespace.createElement(ActionButton,{key:"Properties",title:t$d("PROPERTIES"),action:()=>this.actionProperties(n,a),icon:ICONS.Properties}),c&&React__namespace.createElement(React__namespace.Fragment,null,React__namespace.createElement(ActionButton,{key:"Crop",title:t$d("CROP_PAGE"),action:()=>this.actionCrop(n),icon:ICONS.Crop}),React__namespace.createElement(ActionButton,{key:"Bookmark",title:t$d("BOOKMARK_PAGE"),action:()=>this.actionBookmarkPage(n),icon:ICONS.Bookmark}),React__namespace.createElement(ActionButton,{key:"Camera",title:t$d("CAPTURE_PAGE"),action:()=>this.actionInsertPageAsImage(n),icon:ICONS.Camera}))))}}if(o||r){const a=r?i.getHTMLIFrameElement(n.id):t.getEmbeddableElementById(n.id);if(!a||!a.contentWindow)return null;const{x:o,y:l}=sceneCoordsToViewportCoords({sceneX:n.x,sceneY:n.y},e),c=l-2.5*ROOTELEMENTSIZE-e.offsetTop+"px",d=o-e.offsetLeft+"px";return React__namespace.createElement("div",{ref:this.containerRef,className:"embeddable-menu",style:{top:c,left:d,opacity:1},onMouseEnter:()=>this.handleMouseEnter(),onPointerDown:()=>this.handleMouseEnter(),onMouseLeave:()=>this.handleMouseLeave()},React__namespace.createElement("div",{className:"Island",style:{position:"relative",display:"block"}},a.src!==s&&!a.src.startsWith("https://www.youtube.com")&&!a.src.startsWith("https://player.vimeo.com")&&React__namespace.createElement(ActionButton,{key:"Reload",title:t$d("RELOAD"),action:()=>this.actionReload(a,s),icon:ICONS.Reload}),React__namespace.createElement(ActionButton,{key:"Open",title:t$d("OPEN_IN_BROWSER"),action:()=>this.actionOpen(a,n),icon:ICONS.Globe}),React__namespace.createElement(ActionButton,{key:"ZoomToElement",title:t$d("ZOOM_TO_FIT"),action:()=>this.actionZoomToElement(n),icon:ICONS.ZoomToSelectedElement}),React__namespace.createElement(ActionButton,{key:"Properties",title:t$d("PROPERTIES"),action:()=>this.actionProperties(n,null),icon:ICONS.Properties}),s?.startsWith("data:text/html")&&React__namespace.createElement(ActionButton,{key:"CopyCode",title:t$d("COPYCODE"),action:()=>this.actionCopyCode(n,s),icon:ICONS.Copy})))}}}const handleImageEditPrompt=async e=>{const t=window.ExcalidrawAutomate.plugin,{openAIAPIToken:i,openAIImageEditsURL:a,openAIDefaultImageGenerationModel:n}=t.settings,{image:s,text:r,imageGenerationProperties:o}=e,l=new FormData;if(l.append("model",n),""!==r.trim()&&l.append("prompt",r),s){const e=await fetch(s).then((e=>e.blob()));l.append("image",e,"image.png")}if(o.mask){const e=await fetch(o.mask).then((e=>e.blob()));l.append("mask",e,"mask.png")}o.size&&l.append("size",o.size),o.n&&l.append("n",String(o.n));try{const e=await fetch(a,{method:"post",body:l,headers:{Authorization:`Bearer ${i}`}});return e?{status:e.status,headers:e.headers,text:null,json:await e.json(),arrayBuffer:null}:null}catch(e){console.log(e)}return null},handleGenericPrompt=async e=>{const t=window.ExcalidrawAutomate.plugin,{openAIAPIToken:i,openAIDefaultTextModel:a,openAIDefaultTextModelMaxTokens:n,openAIDefaultVisionModel:s,openAIURL:r,openAIImageGenerationURL:o,openAIDefaultImageGenerationModel:l}=t.settings,{image:c,text:d,instruction:h,systemPrompt:p,imageGenerationProperties:u}=e,m=Boolean(u);let g;switch(m?"dall-e":c?"image":"text"){case"text":g={model:a,...n>0&&{max_tokens:n},messages:[...p&&""!==p.trim()?[{role:"system",content:p}]:[],{role:"user",content:d},...h&&""!==h.trim()?[{role:"user",content:h}]:[]]};break;case"image":g={model:s,...n>0&&{max_tokens:n},messages:[...p&&""!==p.trim()?[{role:"system",content:p}]:[],{role:"user",content:[{type:"image_url",image_url:c},...d?[d]:[],...h&&""!==h.trim()?[h]:[]]}]};break;case"dall-e":g={model:l,prompt:d,...u};break;default:return null}try{const e=await fetch(m?o:r,{method:"post",contentType:"application/json",body:JSON.stringify(g),headers:{"Content-Type":"application/json",Authorization:`Bearer ${i}`}});return e?{status:e.status,headers:e.headers,text:null,json:await e.json(),arrayBuffer:null}:null}catch(e){console.log(e)}return null},postOpenAI=async e=>{const t=window.ExcalidrawAutomate.plugin,{openAIAPIToken:i}=t.settings,{image:a,imageGenerationProperties:n}=e,s=Boolean(n)&&(Boolean(n.mask)||Boolean(a));return""===i?(new obsidian_module.Notice("OpenAI API Token is not set. Please set it in plugin settings."),null):s?await handleImageEditPrompt(e):await handleGenericPrompt(e)},extractCodeBlocks=e=>{if(!e)return[];e=e.replaceAll("\r\n","\n").replaceAll("\r","\n");const t=[],i=/```([a-zA-Z0-9]*)\n([\s\S]+?)```/g;let a;for(;null!==(a=i.exec(e));){const e=a[1]??"",i=a[2].trim();t.push({data:i,type:e})}return t},errorHTML=e=>`<html>\n  <body style="margin: 0; text-align: center">\n  <div style="display: flex; align-items: center; justify-content: center; flex-direction: column; height: 100vh; padding: 0 60px">\n    <div style="color:red">There was an error during generation</div>\n    </br>\n    </br>\n    <div>${e}</div>\n  </div>\n  </body>\n  </html>`;class SelectCard extends obsidian_module.FuzzySuggestModal{app;view;sections;center=!1;x=0;y=0;constructor(e,t,i){super(e),this.app=e,this.view=t,this.sections=i,this.limit=20,this.setInstructions([{command:t$d("TYPE_SECTION"),purpose:""}]),this.inputEl.onkeyup=e=>{if("Enter"==e.key&&this.containerEl.innerText.includes(t$d("EMPTY_SECTION_MESSAGE"))){const e=this.inputEl.value;if(""===e||MD_EX_SECTIONS.includes(e))return new obsidian_module.Notice(t$d("INVALID_SECTION_NAME")),void this.close();addBackOfTheNoteCard(this.view,e,!0,void 0,void 0,this.center,{x:this.x,y:this.y}),this.close()}}}getItems(){return this.sections}getItemText(e){return e}onChooseItem(e){const t=getEA(this.view);if(this.center){const e=t.getViewCenterPosition();e&&(this.x=e.x-CARD_WIDTH/2,this.y=e.y-CARD_HEIGHT/2)}const i=t.addEmbeddable(this.x,this.y,CARD_WIDTH,CARD_HEIGHT,`[[${this.view.file.path}#${e}]]`);(async()=>{await t.addElementsToView(!this.center,!1,!0),t.selectElementsInView([i]),t.destroy()})()}start(e=!1){this.x=this.view.currentPosition.x,this.y=this.view.currentPosition.y,this.center=!!e,this.emptyStateText=t$d("EMPTY_SECTION_MESSAGE"),this.setPlaceholder(t$d("SELECT_SECTION_OR_TYPE_NEW")),this.open()}}const SYSTEM_PROMPT='You are a skilled front-end developer who builds interactive prototypes from wireframes, and is an expert at CSS Grid and Flex design.\nYour role is to transform low-fidelity wireframes into working front-end HTML code.\nYOU MUST FOLLOW FOLLOWING RULES:\n- Use HTML, CSS, JavaScript to build a responsive, accessible, polished prototype\n- Leverage Tailwind for styling and layout (import as script <script src="https://cdn.tailwindcss.com"><\/script>)\n- Inline JavaScript when needed\n- Fetch dependencies from CDNs when needed (using unpkg or skypack)\n- Source images from Unsplash or create applicable placeholders\n- Interpret annotations as intended vs literal UI\n- Fill gaps using your expertise in UX and business logic\n- generate primarily for desktop UI, but make it responsive.\n- Use grid and flexbox wherever applicable.\n- Convert the wireframe in its entirety, don\'t omit elements if possible.\nIf the wireframes, diagrams, or text is unclear or unreadable, refer to provided text for clarification.\nYour goal is a production-ready prototype that brings the wireframes to life.\nPlease output JUST THE HTML file containing your best attempt at implementing the provided wireframes.';async function diagramToHTML({image:e,apiKey:t,text:i,theme:a=THEME.LIGHT,openAIURL:n="https://api.openai.com/v1/chat/completions"}){const s={model:EXCALIDRAW_PLUGIN.settings.openAIDefaultVisionModel,max_tokens:4096,temperature:.1,messages:[{role:"system",content:SYSTEM_PROMPT},{role:"user",content:[{type:"image_url",image_url:{url:e,detail:"high"}},{type:"text",text:`Above is the reference wireframe. Please make a new website based on these and return just the HTML file. Also, please make it for the ${a} theme. What follows are the wireframe's text annotations (if any)...`},{type:"text",text:i}]}]};return await fetch(n,{method:"POST",headers:{"Content-Type":"application/json",Authorization:`Bearer ${t}`},body:JSON.stringify(s)})}class DropManager{view;app;draginfoDiv;constructor(e){this.view=e,this.app=this.view.app}destroy(){this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv)}get ownerDocument(){return this.view.ownerDocument}get currentPosition(){return this.view.currentPosition}set currentPosition(e){this.view.currentPosition=e}get excalidrawAPI(){return this.view.excalidrawAPI}get plugin(){return this.view.plugin}get file(){return this.view.file}onDrop(e){this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv);const t=this.excalidrawAPI;if(!t)return!1;const i=t.getAppState();this.currentPosition=viewportCoordsToSceneCoords({clientX:e.clientX,clientY:e.clientY},i);const a=this.app.dragManager.draggable,n=internalDragModifierType(e),s=webbrowserDragModifierType(e),r=localFileDragModifierType(e),o=(t,i,n)=>{if(this.app.workspace.setActiveLeaf(this.view.leaf),!this.view.getHookServer().onDropHook)return!1;try{return this.view.getHookServer().onDropHook({ea:this.view.getHookServer(),event:e,draggable:a,type:t,payload:{files:i,text:n},excalidrawFile:this.file,view:this.view,pointerPosition:this.currentPosition})}catch(e){return new obsidian_module.Notice("on drop hook error. See console log for details"),errorlog({where:"ExcalidrawView.onDrop",error:e}),!1}};switch(a?.type){case"link":case"file":if(!o("file",[a.file],null)){const e=a.file;if(e.path.match(REG_LINKINDEX_INVALIDCHARS))return new obsidian_module.Notice(t$d("FILENAME_INVALID_CHARS"),4e3),!1;if(["image","image-fullsize"].contains(n)&&(IMAGE_TYPES.contains(e.extension)||"md"===e.extension||"pdf"===e.extension.toLowerCase()))return"pdf"===e.extension.toLowerCase()?new InsertPDFModal(this.plugin,this.view).open(e):(async()=>{const t=getEA(this.view);t.selectElementsInView([await insertImageToView(t,this.currentPosition,e,!("image-fullsize"===n))]),t.destroy()})(),!1;if("embeddable"===n)return(async()=>{const t=getEA(this.view);t.selectElementsInView([await insertEmbeddableToView(t,this.currentPosition,e)]),t.destroy()})(),!1;this.view.addText(`[[${this.app.metadataCache.fileToLinktext(a.file,this.file.path,!0)}]]`)}return!1;case"files":return o("file",a.files,null)||(async()=>{if(["image","image-fullsize"].contains(n)){const e=getEA(this.view);e.canvas.theme=t.getAppState().theme;let i=0;const s=[];for(const t of a.files)(IMAGE_TYPES.contains(t.extension)||"md"===t.extension)&&(s.push(await e.addImage(this.currentPosition.x+50*i,this.currentPosition.y+50*i,t,!("image-fullsize"===n))),i++,await e.addElementsToView(!1,!1,!0),e.selectElementsInView(s)),"pdf"===t.extension.toLowerCase()&&new InsertPDFModal(this.plugin,this.view).open(t);e.destroy()}else{if("embeddable"===n){const e=getEA(this.view);let t=0,i=0;const n=[];for(const s of a.files)n.push(await insertEmbeddableToView(e,{x:this.currentPosition.x+500*t,y:this.currentPosition.y+550*i},s)),t=(t+1)%3,0===t&&i++;return e.destroy(),!1}for(const e of a.files)await this.view.addText(`[[${this.app.metadataCache.fileToLinktext(e,this.file.path,!0)}]]`,void 0,!1),this.currentPosition.y+=2*i.currentItemFontSize;this.view.save(!1)}})(),!1}if(e.dataTransfer.types.includes("Files")){if(e.dataTransfer.types.includes("text/plain")){const t=e.dataTransfer.getData("text");if(t&&o("text",null,t))return!1;if(t&&"image-url"===s&&hyperlinkIsImage(t))return this.view.addImageWithURL(t),!1;if(t&&"link"===s)return this.plugin.settings.iframelyAllowed&&t.match(/^https?:\/\/\S*$/)?(this.view.addTextWithIframely(t),!1):(this.view.addText(t),!1);if(t&&"embeddable"===s){const e=getEA(this.view);return insertEmbeddableToView(e,this.currentPosition,void 0,t).then((()=>e.destroy())),!1}}if(e.dataTransfer.types.includes("text/html")){const t=e.dataTransfer.getData("text/html").match(/src=["']([^"']*)["']/);if(t&&"image-url"===s&&hyperlinkIsImage(t[1]))return this.view.addImageWithURL(t[1]),!1;if(t&&"link"===s)return this.plugin.settings.iframelyAllowed&&t[1].match(/^https?:\/\/\S*$/)?(this.view.addTextWithIframely(t[1]),!1):(this.view.addText(t[1]),!1);if(t&&"embeddable"===s){const e=getEA(this.view);return insertEmbeddableToView(e,this.currentPosition,void 0,t[1]).then(e.destroy),!1}}if(e.dataTransfer.types.length>=1&&["image-url","image-import","embeddable"].contains(r)){const t=Array.from(e.dataTransfer.files||[]);for(let i=0;i<t.length;i++){const a=t[i];let n=a?.path;if(!n&&a&&DEVICE.isDesktop){const{webUtils:e}=require("electron");e&&e.getPathForFile&&(n=e.getPathForFile(a))}if(!n)return new obsidian_module.Notice(t$d("ERROR_CANT_READ_FILEPATH"),6e3),!0;const s=getInternalLinkOrFileURLLink(n,this.plugin,e.dataTransfer.files[i].name,this.file),{x:o,y:l}=this.currentPosition,c={x:o+300*i,y:l+300*i};if(s.isInternal)if("embeddable"===r){const e=getEA(this.view);insertEmbeddableToView(e,c,s.file).then((()=>e.destroy()))}else{"pdf"===s.file.extension&&new InsertPDFModal(this.plugin,this.view).open(s.file);const e=getEA(this.view);insertImageToView(e,c,s.file).then((()=>e.destroy()))}else{const t=getURLImageExtension(s.url);if("image-import"===r)if(IMAGE_TYPES.contains(t))(async()=>{const t=e.dataTransfer.files[i].name,a=await e.dataTransfer.files[i].arrayBuffer(),n=this.app.metadataCache.getFirstLinkpathDest(t,this.file.path);if(n&&n instanceof obsidian_module.TFile)switch(await ScriptEngine.suggester(this.app,["Use the file already in the Vault instead of importing","Overwrite existing file in the Vault","Import the file with a new name"],["Use","Overwrite","Import"],"A file with the same name/path already exists in the Vault\n"+n.path)){case"Import":break;case"Overwrite":await this.app.vault.modifyBinary(n,a);default:const e=getEA(this.view);return await insertImageToView(e,c,n),e.destroy(),!1}const s=await importFileToVault(this.app,t,a,this.view.file,this.view),r=getEA(this.view);await insertImageToView(r,c,s),r.destroy()})();else{if("excalidraw"===t)return!0;(async()=>{const t=await importFileToVault(this.app,e.dataTransfer.files[i].name,await e.dataTransfer.files[i].arrayBuffer(),this.view.file,this.view);new UniversalInsertFileModal(this.plugin,this.view).open(t,c)})()}else if("embeddable"!==r&&IMAGE_TYPES.contains(t)){const e=getEA(this.view);insertImageToView(e,c,s.url).then((()=>e.destroy()))}else{const e=getEA(this.view);insertEmbeddableToView(e,c,null,s.url).then((()=>e.destroy())),"embeddable"!==r&&new obsidian_module.Notice("Not imported to Vault. Embedded with local URI")}}}return!1}if(e.dataTransfer.types.length>=1&&"link"===r){const t=getEA(this.view);for(let i=0;i<e.dataTransfer.files.length;i++){const a=e.dataTransfer.files[i];let n=a?.path;const s=a?.name;if(!n&&a&&DEVICE.isDesktop){const{webUtils:e}=require("electron");e&&e.getPathForFile&&(n=e.getPathForFile(a))}if(!n||!s)return new obsidian_module.Notice(t$d("ERROR_CANT_READ_FILEPATH"),6e3),t.destroy(),!0;const r=getInternalLinkOrFileURLLink(n,this.plugin,s,this.file),o=t.addText(this.currentPosition.x+40*i,this.currentPosition.y+20*i,r.isInternal?r.link:`📂 ${s}`);r.isInternal||(t.getElement(o).link=r.link)}return t.addElementsToView().then((()=>t.destroy())),!1}return!0}if(e.dataTransfer.types.includes("text/plain")||e.dataTransfer.types.includes("text/uri-list")||e.dataTransfer.types.includes("text/html")){const t=e.dataTransfer.getData("text/html").match(/src=["']([^"']*)["']/),i=t?t[1]:"",a=e.dataTransfer.getData("text"),n=e.dataTransfer.getData("text/uri-list");let r=t?i:a;if(r&&""!==r||(r=n),!r||""===r)return!0;if(!o("text",null,r)){if(r&&"embeddable"===s&&/^(blob:)?(http|https):\/\/[^\s/$.?#].[^\s]*$/.test(r))return!0;if(r&&"image-url"===s&&hyperlinkIsYouTubeLink(r))return this.view.addYouTubeThumbnail(r),!1;if(n&&"image-url"===s&&hyperlinkIsYouTubeLink(n))return this.view.addYouTubeThumbnail(n),!1;if(r&&"image-url"===s&&hyperlinkIsImage(r))return this.view.addImageWithURL(r),!1;if(n&&"image-url"===s&&hyperlinkIsImage(n))return this.view.addImageWithURL(n),!1;if(r&&"image-import"===s&&hyperlinkIsImage(r))return this.view.addImageSaveToVault(r),!1;if(n&&"image-import"===s&&hyperlinkIsImage(n))return this.view.addImageSaveToVault(n),!1;if(this.plugin.settings.iframelyAllowed&&r.match(/^https?:\/\/\S*$/))return this.view.addTextWithIframely(r),!1;if(r.startsWith("obsidian://open?vault=")){const t=e.dataTransfer.getData("text/html");if(t){const e=t.match(/href="app:\/\/obsidian\.md\/(.*?)"/);if(2===e.length){const t=decodeURIComponent(e[1]).split("#"),i=this.app.vault.getAbstractFileByPath(t[0]);if(i&&i instanceof obsidian_module.TFile){const e=this.app.metadataCache.fileToLinktext(i,this.file.path);return void this.view.addText(`[[${e+(t.length>1?"#"+t[1]+"|"+e:"")}]]`)}return this.view.addText(`[[${decodeURIComponent(e[1])}]]`),!1}}const i=r.split("file=");if(2===i.length)return this.view.addText(`[[${decodeURIComponent(i[1])}]]`),!1}this.view.addText(r.replace(/(!\[\[.*#[^\]]*\]\])/g,"$1{40}"))}return!1}return!o("unknown",null,null)}onDragOver(e){const t=this.dropAction(e.dataTransfer);if(t){this.draginfoDiv||(this.draginfoDiv=createDiv({cls:"excalidraw-draginfo"}),this.ownerDocument.body.appendChild(this.draginfoDiv));let i="";this.app.dragManager.draggable?i=modifierKeyTooltipMessages().InternalDragAction[internalDragModifierType(e)]:1===e.dataTransfer.types.length&&e.dataTransfer.types.includes("Files")?(i=modifierKeyTooltipMessages().LocalFileDragAction[localFileDragModifierType(e)],DEVICE.isMacOS&&isWinCTRLorMacCMD(e)&&(i="CMD is reserved by MacOS for file system drag actions.\nCan't use it in Obsidian.\nUse a combination of SHIFT, CTRL, OPT instead.")):i=modifierKeyTooltipMessages().WebBrowserDragAction[webbrowserDragModifierType(e)],e.shiftKey||e.ctrlKey||e.altKey||e.metaKey||(i+=DEVICE.isMacOS||DEVICE.isIOS?"\nTry SHIFT, OPT, CTRL combinations for other drop actions":"\nTry SHIFT, CTRL, ALT, Meta combinations for other drop actions"),this.draginfoDiv.innerText!==i&&(this.draginfoDiv.innerText=i);const a=e.clientY-8*parseFloat(getComputedStyle(this.draginfoDiv).fontSize)+"px",n=e.clientX-this.draginfoDiv.clientWidth/2+"px";return this.draginfoDiv.style.top!==a&&(this.draginfoDiv.style.top=a),this.draginfoDiv.style.left!==n&&(this.draginfoDiv.style.left=n),e.dataTransfer.dropEffect=t,e.preventDefault(),!1}}onDragLeave(){this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv)}dropAction(e){const t=this.app.dragManager.draggable?.files;return t&&t[0]==this.file&&(t.shift(),this.app.dragManager.draggable.title=`${t.length} files`),["file","files"].includes(this.app.dragManager.draggable?.type)?"link":e.types?.includes("text/html")||e.types?.includes("text/plain")||e.types?.includes("Files")?"copy":void 0}}async function copyLinkToSelectedElementToClipboard(e,t){const i=e.getViewSelectedElements();if(i.length<1)return void new obsidian_module.Notice(t$d("INSERT_LINK_TO_ELEMENT_ERROR"));let a;if(2===i.length){const e=i.filter((e=>"text"===e.type));1===e.length&&e[0].containerId&&1===i.filter((e=>e.boundElements&&e.boundElements.some((e=>"text"===e.type)))).length&&(a=e[0].id)}a||(a=1===i.length?i[0].id:e.plugin.ea.getLargestElement(i).id);const n=i.filter((e=>"frame"===e.type)),s=1===n.length,r=s&&"marker"===n[0].frameRole,o=i.some((e=>e.groupIds&&e.groupIds.length>0));let l=Boolean(e.plugin.settings.copyLinkToElemenetAnchorTo100),c=Boolean(e.plugin.settings.copyFrameLinkByName);const d=s?n[0]?.name:void 0,h="string"==typeof d?d.trim():"",p=s&&h.length>0&&/[\p{L}\p{N}_ -]+/u.test(h),u=()=>p&&c?h:n[0].id;let m=!0;const g={area:{caption:"Area",action:()=>{m=!1,t="area="}},link:{caption:"Link",action:()=>{m=!1,t=""}},group:{caption:"Group",action:()=>{m=!1,t="group="}},frame:{caption:"Frame",action:()=>{m=!1,t="frame=",a=u()}},clippedframe:{caption:"Clipped Frame",action:()=>{m=!1,t="clippedframe=",a=u()}}};let f,b=[];switch(t){case"area=":b=[g.area,g.link,...o?[g.group]:[],...s&&!r?[g.clippedframe]:[],...s?[g.frame]:[]];break;case"group=":b=[...o?[g.group]:[],g.link,g.area,...s&&!r?[g.clippedframe]:[],...s?[g.frame]:[]];break;case"frame=":case"clippedframe=":b=[...s&&!r?[g.clippedframe]:[],...s?[g.frame]:[],...o?[g.group]:[],g.link,g.area];break;default:b=[g.link,g.area,g.group,...s&&!r?[g.clippedframe]:[],...s?[g.frame]:[]]}try{f=await ScriptEngine.inputPrompt(e,e.plugin,e.app,"Set link alias","Leave empty if you do not want to set an alias","",b,void 0,void 0,(e=>{const t=e.createDiv?.("excalidraw-prompt-checkboxes")??e,i=t.ownerDocument??document,a=i.createElement("label");a.style.display="flex",a.style.alignItems="center",a.style.gap="8px",a.style.marginTop="8px";const n=i.createElement("input");n.type="checkbox",n.checked=l,n.setAttribute("aria-label",t$d("UIFM_ANCHOR_DESC")),n.addEventListener("change",(()=>{l=n.checked}));const s=i.createElement("span");if(s.textContent=t$d("UIFM_ANCHOR"),a.appendChild(n),a.appendChild(s),t.appendChild(a),p){const e=i.createElement("label");e.style.display="flex",e.style.alignItems="center",e.style.gap="8px",e.style.marginTop="8px";const a=i.createElement("input");a.type="checkbox",a.checked=c,a.setAttribute("aria-label",t$d("FRAME_WITH_NAME")),a.addEventListener("change",(()=>{c=a.checked}));const n=i.createElement("span");n.textContent=t$d("FRAME_WITH_NAME"),e.appendChild(a),e.appendChild(n),t.appendChild(e)}}))}finally{(e.plugin.settings.copyLinkToElemenetAnchorTo100!==l||e.plugin.settings.copyFrameLinkByName!==c)&&(await e.plugin.loadSettings(),e.plugin.settings.copyLinkToElemenetAnchorTo100=l,e.plugin.settings.copyFrameLinkByName=c,await e.plugin.saveSettings())}m||(""!==f&&null!=f||!l||(f="100%"),navigator.clipboard.writeText(`${t.length>0?"!":""}[[${e.file.path}#^${t}${a}${f?`|${f}`:""}]]`),new obsidian_module.Notice(t$d("INSERT_LINK_TO_ELEMENT_READY")))}const TTD_DB_NAME="excalidraw-ttd",TTD_DB_VERSION=1,TTD_STORE_NAME="chats",TTD_STORE_KEY="saved",openTTDDatabase=async()=>"undefined"==typeof indexedDB?null:await new Promise(((e,t)=>{const i=indexedDB.open(TTD_DB_NAME,TTD_DB_VERSION);i.onupgradeneeded=()=>{const e=i.result;e.objectStoreNames.contains(TTD_STORE_NAME)||e.createObjectStore(TTD_STORE_NAME)},i.onsuccess=()=>e(i.result),i.onerror=()=>t(i.error)})).catch((()=>null)),readChatsFromStore=async e=>await new Promise(((t,i)=>{const a=e.transaction(TTD_STORE_NAME,"readonly").objectStore(TTD_STORE_NAME).get(TTD_STORE_KEY);a.onsuccess=()=>t(a.result),a.onerror=()=>i(a.error)})),writeChatsToStore=async(e,t)=>await new Promise(((i,a)=>{const n=e.transaction(TTD_STORE_NAME,"readwrite").objectStore(TTD_STORE_NAME).put(t,TTD_STORE_KEY);n.onsuccess=()=>i(),n.onerror=()=>a(n.error)})),ttdPersistenceAdapter={async loadChats(){try{const e=await openTTDDatabase();if(!e)return[];const t=await readChatsFromStore(e);return Array.isArray(t)?t:[]}catch(e){return console.warn("TTD loadChats failed",e),[]}},async saveChats(e){try{const t=await openTTDDatabase();if(!t)return;await writeChatsToStore(t,e)}catch(e){console.warn("TTD saveChats failed",e)}}},EMBEDDABLE_SEMAPHORE_TIMEOUT=2e3,PREVENT_RELOAD_TIMEOUT=2e3,RE_TAIL=/^## Drawing\n.*```\n%%$(.*)/ms;var TextMode;!function(e){e.parsed="parsed",e.raw="raw"}(TextMode||(TextMode={}));const HIDE="excalidraw-hidden",SHOW="excalidraw-visible",addFiles=async(e,t,i)=>{if(!e||0===e.length||!t)return;const a=t.excalidrawAPI;if(!a)return;if(e=e.filter((e=>e&&e.size&&e.size.height>0&&e.size.width>0)),0===e.length)return;const n=scaleLoadedImage(t.getScene(),e);void 0===i&&(i=n.scene.appState.theme),e.filter((e=>"pdf"===t.excalidrawData.getFile(e.id)?.file?.extension)).forEach((e=>{n.scene.elements.filter((t=>"image"===t.type&&t.fileId===e.id&&(t.crop&&t.crop?.naturalWidth!==e.size.width||!t.customData?.pdfPageViewProps))).forEach((t=>{if(t.crop){n.dirty=!0;const i=e.size.width/t.crop.naturalWidth;t.crop={x:t.crop.x*i,y:t.crop.y*i,width:t.crop.width*i,height:t.crop.height*i,naturalWidth:e.size.width,naturalHeight:e.size.height}}t.customData?.pdfPageViewProps||(n.dirty=!0,addAppendUpdateCustomData(t,{pdfPageViewProps:e.pdfPageViewProps}))}))})),n.dirty&&t.updateScene({elements:n.scene.elements,appState:n.scene.appState,captureUpdate:CaptureUpdateAction.NEVER});for(const a of e)if(t.excalidrawData.hasFile(a.id)&&t.excalidrawData.getFile(a.id).setImage({imgBase64:a.dataURL,mimeType:a.mimeType,size:a.size,isDark:i,isSVGwithBitmap:a.hasSVGwithBitmap,pdfPageViewProps:a.pdfPageViewProps}),t.excalidrawData.hasEquation(a.id)){const e=t.excalidrawData.getEquation(a.id).latex;t.excalidrawData.setEquation(a.id,{latex:e,isLoaded:!0})}a.addFiles(e)},warningUnknowSeriousError=()=>{new obsidian_module.Notice(t$d("WARNING_SERIOUS_ERROR"),6e4)};let windowMigratedDisableZoomOnce=!1;class ExcalidrawView extends obsidian_module.TextFileView{dropManager;hoverPopover;freedrawLastActiveTimestamp=0;exportDialog;excalidrawData;excalidrawRoot;excalidrawAPI=null;excalidrawWrapperRef=null;toolsPanelRef=null;embeddableMenuRef=null;parentMoveObserver;linksAlwaysOpenInANewPane=!1;allowFrameButtonsInViewMode=!1;_hookServer;lastSaveTimestamp=0;lastLoadedFile=null;modifierKeyDown={shiftKey:!1,metaKey:!1,ctrlKey:!1,altKey:!1};currentPosition={x:0,y:0};canvasNodeFactory;embeddableRefs=new Map;embeddableLeafRefs=new Map;semaphores={warnAboutLinearElementLinkClick:!0,embeddableIsEditingSelf:!1,popoutUnload:!1,viewloaded:!1,viewunload:!1,scriptsReady:!1,justLoaded:!1,preventAutozoom:!1,autosaving:!1,dirty:null,preventReload:!1,isEditingText:!1,saving:!1,forceSaving:!1,hoverSleep:!1,wheelTimeout:null,shouldSaveImportedImage:!1};_plugin;autosaveTimer=null;textMode=TextMode.raw;actionButtons={};compatibilityMode=!1;obsidianMenu;embeddableMenu;destroyers=[];previousContentElHeight=0;resizeBatchTimer=null;resizeBatchWindowStart=0;lastAggregatedDh=0;oldKeyboardScroll=null;isEditingTextResetTimer=null;preventReloadResetTimer=null;editingSelfResetTimer=null;colorChangeTimer=null;previousSceneVersion=0;previousBackgroundColor="";previousTheme="";selectedTextElement=null;selectedImageElement=null;selectedElementWithLink=null;blockOnMouseButtonDown=!1;doubleClickTimestamp=Date.now();hoverPoint={x:0,y:0};hoverPreviewTarget=null;viewModeEnabled=!1;lastMouseEvent=null;editingTextElementId=null;id=this.leaf.id;packages={react:null,reactDOM:null,excalidrawLib:null};constructor(e,t){super(e),this._plugin=t,this.excalidrawData=new ExcalidrawData(t,this),this.canvasNodeFactory=new CanvasNodeFactory(this),this.setHookServer(),this.dropManager=new DropManager(this)}get hookServer(){return this._hookServer}get plugin(){return this._plugin}get excalidrawContainer(){return this.excalidrawWrapperRef?.current?.firstElementChild}get ownerDocument(){return DEVICE.isMobile?document:this.containerEl.ownerDocument}get ownerWindow(){return this.ownerDocument.defaultView}get isInMainObsidianWorkspace(){return document===this.ownerDocument}setHookServer(e){this._hookServer=e||this._plugin.ea}getHookServer(){return this.hookServer??this.plugin.ea}preventAutozoom(){this.semaphores.preventAutozoom=!0,window.setTimeout((()=>{this.semaphores&&(this.semaphores.preventAutozoom=!1)}),1500)}saveExcalidraw(e){if(!e){if(!this.excalidrawAPI)return;e=this.getScene()}exportImageToFile(this,`${this.file.path.substring(0,this.file.path.lastIndexOf(".md"))}.excalidraw`,JSON.stringify(e,null,"\t"),".excalidraw")}async exportExcalidraw(e){this.excalidrawAPI&&this.file&&(DEVICE.isMobile?new Prompt(this.app,t$d("EXPORT_FILENAME_PROMPT"),this.file.basename,t$d("EXPORT_FILENAME_PROMPT_PLACEHOLDER")).openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidraw`;const t=splitFolderAndFilename(this.file.path).folderpath;await checkAndCreateFolder(t);const i=getNewUniqueFilepath(this.app.vault,e,t),a=await exportImageToFile(this,i,JSON.stringify(this.getScene(),null,"\t"),".excalidraw");new obsidian_module.Notice(`Exported to ${a?.name}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.getScene(e),null,"\t")),`${this.file.basename}.excalidraw`))}getViewExportTheme(e){if(e)return e;this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file));const t=this.exportDialog;return t?t.theme:getExportTheme(this.plugin,this.file,this.excalidrawAPI.getAppState().theme)}getViewExportEmbedScene(e){this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file));const t=this.exportDialog;return void 0===e?!!t&&t.embedScene:e}getViewExportPadding(e){if(void 0!==e)return e;this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file));const t=this.exportDialog;return t?t.padding:getExportPadding(this.plugin,this.file)}getViewExportScale(e){if(void 0!==e)return e;this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file));const t=this.exportDialog;return t?t.scale:getPNGScale(this.plugin,this.file)}getViewExportWithBackground(e){if(void 0!==e)return e;this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file));const t=this.exportDialog;return t?!t.transparent:getWithBackground(this.plugin,this.file)}getViewExportIncludeInternalLinks(e){if(void 0!==e)return e;this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file));const t=this.exportDialog;return t?t.exportInternalLinks:getExportInternalLinks(this.plugin,this.file)}async loadFilesForExport(e){const t=this.excalidrawAPI;if(!t||!this.excalidrawData)return null;const i=t.getAppState().theme;if(!e||e===i)return null;const a=new EmbeddedFilesLoader(this.plugin,"dark"===e),n={};let s=!1;return await new Promise((e=>{a.loadSceneFiles({excalidrawData:this.excalidrawData,addFiles:(t,i,a=!0)=>{t&&t.length>0&&t.forEach((e=>{n[e.id]={...e}})),a&&!s&&(s=!0,e())},depth:0,isThemeChange:!0})})),Object.keys(n).length?n:null}async svg(e,t,i,a=!1){const n={withBackground:this.getViewExportWithBackground(),withTheme:!0,isMask:isMaskFile(this.plugin,this.file),skipInliningFonts:!a},s=this.getViewExportTheme(t),r=await this.loadFilesForExport(s);return await getSVG({...e,appState:{...e.appState,theme:s,exportEmbedScene:this.getViewExportEmbedScene(i)}},n,this.getViewExportPadding(),this.file,r??void 0)}async saveSVG(e){e||(e={});let{scene:t,embedScene:i,autoexportConfig:a}=e;if(!t){if(!this.excalidrawAPI)return!1;t=this.getScene()}const n=async(e,a)=>{const n=await this.svg(t,a,i,!0);if(!n)return;const s=n.outerHTML;await exportImageToFile(this,e,s,"dark"===a?".dark.svg":"light"===a?".light.svg":".svg")};(a?.theme?"both"===a.theme:this.plugin.settings.autoExportLightAndDark)?(await n(getIMGFilename(this.file.path,"dark.svg"),"dark"),await n(getIMGFilename(this.file.path,"light.svg"),"light")):await n(getIMGFilename(this.file.path,"svg"),a?.theme)}async exportSVG(e,t){if(!this.excalidrawAPI||!this.file)return;const i=this.getScene(t);this.getViewExportIncludeInternalLinks()||(i.elements=sceneRemoveInternalLinks(i));const a=await this.svg(i,void 0,e,!0);a&&exportSVG(a,this.file.basename)}async getSVG(e,t){if(!this.excalidrawAPI||!this.file)return;return await this.svg(this.getScene(t),void 0,e,!0)||void 0}async exportPDF(e,t="A4",i="portrait"){if(!this.excalidrawAPI||!this.file)return;const a=this.getScene(e);this.getViewExportIncludeInternalLinks()||(a.elements=sceneRemoveInternalLinks(a));const n=await this.svg(a,void 0,!1,!0);if(!n)return;const s=this.plugin.ea.getBoundingBox(a.elements),r=getMarginValue(this.exportDialog.margin),[o,l]=[s.width,s.height];exportToPDF({SVG:[n],scale:{zoom:this.exportDialog.scale,fitToPage:"MATCH IMAGE"===t||"HD Screen"===t?1:this.exportDialog.fitToPage},pageProps:{dimensions:getPageDimensions(t,i,{width:o,height:l}),backgroundColor:this.exportDialog.getPaperColor(),margin:r,alignment:this.exportDialog.alignment},filename:this.file.basename+".pdf"})}async png(e,t,i){const a={withBackground:this.getViewExportWithBackground(),withTheme:!0,isMask:isMaskFile(this.plugin,this.file)},n=this.getViewExportTheme(t),s=await this.loadFilesForExport(n);return await getPNG({...e,appState:{...e.appState,theme:n,exportEmbedScene:this.getViewExportEmbedScene(i)}},a,this.getViewExportPadding(),this.getViewExportScale(),s??void 0)}async savePNG(e){e||(e={});let{scene:t,embedScene:i,autoexportConfig:a}=e;if(!t){if(!this.excalidrawAPI)return!1;t=this.getScene()}const n=async(e,a)=>{const n=await this.png(t,a,i);n&&await exportImageToFile(this,e,n,"dark"===a?".dark.png":"light"===a?".light.png":".png")};(a?.theme?"both"===a.theme:this.plugin.settings.autoExportLightAndDark)?(await n(getIMGFilename(this.file.path,"dark.png"),"dark"),await n(getIMGFilename(this.file.path,"light.png"),"light")):await n(getIMGFilename(this.file.path,"png"),a?.theme)}async exportPNGToClipboard(e,t){if(!this.excalidrawAPI||!this.file)return;const i=await this.png(this.getScene(t),void 0,e);i&&await exportPNGToClipboard(i)}async exportPNG(e,t){if(!this.excalidrawAPI||!this.file)return;const i=await this.png(this.getScene(t),void 0,e);i&&exportPNG(i,this.file.basename)}setPreventReload(){this.semaphores.preventReload=!0,this.preventReloadResetTimer=window.setTimeout((()=>this.semaphores.preventReload=!1),PREVENT_RELOAD_TIMEOUT)}clearPreventReloadTimer(){this.preventReloadResetTimer&&(window.clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null)}async setEmbeddableNodeIsEditing(){this.clearEmbeddableNodeIsEditingTimer(),this.semaphores.embeddableIsEditingSelf=!0,await this.forceSave(!0)}clearEmbeddableNodeIsEditingTimer(){this.editingSelfResetTimer&&(window.clearTimeout(this.editingSelfResetTimer),this.editingSelfResetTimer=null)}clearEmbeddableNodeIsEditing(){this.clearEmbeddableNodeIsEditingTimer(),this.editingSelfResetTimer=window.setTimeout((()=>this.semaphores.embeddableIsEditingSelf=!1),EMBEDDABLE_SEMAPHORE_TIMEOUT)}async save(e=!0,t=!1,i=!1){if(!this.isLoaded)return;if(!i&&this.semaphores.embeddableIsEditingSelf)return;if(this.semaphores.saving)return;this.semaphores.saving=!0;let a=!1;if(!(this.excalidrawAPI&&this.isLoaded&&this.file&&this.app.vault.getAbstractFileByPath(this.file.path)))return void(this.semaphores.saving=!1);const n=this.isDirty()||t;try{if(n){const i=this.getScene();if(this.compatibilityMode?await this.excalidrawData.syncElements(i):await this.excalidrawData.syncElements(i,this.excalidrawAPI.getAppState().selectedElementIds)&&!this.semaphores.popoutUnload&&await this.loadDrawing(!1,this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted))),this.clearDirty(),this.clearPreventReloadTimer(),this.semaphores.preventReload=e,await this.prepareGetViewData(),this.semaphores?.viewunload){await this.prepareGetViewData();const e=this.getViewData(),t=this.plugin,i=this.file;return window.setTimeout((async()=>{e&&await t.app.vault.modify(i,e)}),200),void(this.semaphores.saving=!1)}await super.save();const n=this.file.path,s=this.lastSavedData;i&&i.elements&&i.elements.length>0&&window.setTimeout((()=>imageCache.addBAKToCache(n,s)),50),a=this.lastSaveTimestamp===this.file.stat.mtime&&!e&&t,this.lastSaveTimestamp=this.file.stat.mtime,e&&this.setPreventReload()}if(!a&&!this.semaphores.autosaving&&(!this.semaphores.viewunload||this.semaphores.popoutUnload)){const e=this.excalidrawData.autoexportPreference;let t={svg:e===AutoexportPreference.inherit&&this.plugin.settings.autoexportSVG||e===AutoexportPreference.both||e===AutoexportPreference.svg,png:e===AutoexportPreference.inherit&&this.plugin.settings.autoexportPNG||e===AutoexportPreference.both||e===AutoexportPreference.png,excalidraw:!this.compatibilityMode&&this.plugin.settings.autoexportExcalidraw,theme:this.plugin.settings.autoExportLightAndDark?"both":this.getViewExportTheme()};if(this.getHookServer().onTriggerAutoexportHook)try{t=this.getHookServer().onTriggerAutoexportHook({excalidrawFile:this.file,autoexportConfig:t})??t}catch(e){errorlog({where:"ExcalidrawView.save",fn:this.getHookServer().onTriggerAutoexportHook,error:e})}t.svg&&this.saveSVG({autoexportConfig:t}),t.png&&this.savePNG({autoexportConfig:t}),t.excalidraw&&this.saveExcalidraw()}}catch(e){errorlog({where:"ExcalidrawView.save",fn:this.save,error:e}),warningUnknowSeriousError()}this.semaphores.saving=!1,a&&this.reload(!0,this.file),this.resetAutosaveTimer()}viewSaveData="";async prepareGetViewData(){if(!this.excalidrawAPI||!this.excalidrawData.loaded)return void(this.viewSaveData=this.data);const e=this.getScene();if(e){if(!this.compatibilityMode){const e=this.exportDialog?.dirty&&this.exportDialog?.saveSettings?[[FRONTMATTER_KEYS["export-padding"].name,this.exportDialog.padding.toString()],[FRONTMATTER_KEYS["export-pngscale"].name,this.exportDialog.scale.toString()],[FRONTMATTER_KEYS["export-dark"].name,"dark"===this.exportDialog.theme?"true":"false"],[FRONTMATTER_KEYS["export-transparent"].name,this.exportDialog.transparent?"true":"false"],[FRONTMATTER_KEYS.plugin.name,this.textMode===TextMode.raw?"raw":"parsed"],[FRONTMATTER_KEYS["export-embed-scene"].name,this.exportDialog.embedScene?"true":"false"],[FRONTMATTER_KEYS["export-internal-links"].name,this.exportDialog.exportInternalLinks?"true":"false"]]:[[FRONTMATTER_KEYS.plugin.name,this.textMode===TextMode.raw?"raw":"parsed"]];this.exportDialog?.dirty&&(this.exportDialog.dirty=!1);const t=getExcalidrawMarkdownHeaderSection(this.data,e),i=this.plugin.settings.zoteroCompatibility?RE_TAIL.exec(this.data)?.[1]??"":"";this.excalidrawData.disableCompression||(this.excalidrawData.disableCompression=this.plugin.settings.decompressForMDView&&this.isEditedAsMarkdownInOtherView());const a=IS_WORKER_SUPPORTED?t+await this.excalidrawData.generateMDAsync(this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted)))+i:t+this.excalidrawData.generateMDSync(this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted)))+i;return this.excalidrawData.disableCompression=!1,void(this.viewSaveData=a)}this.compatibilityMode?this.viewSaveData=JSON.stringify(e,null,"\t"):this.viewSaveData=this.data}else this.viewSaveData=this.data}getViewData(){return this.viewSaveData??this.data}hiddenMobileLeaves=[];restoreMobileLeaves(){this.hiddenMobileLeaves.length>0&&(this.hiddenMobileLeaves.forEach((e=>{e[0].containerEl.style.display=e[1]})),this.hiddenMobileLeaves=[])}async openLaTeXEditor(e){await this.excalidrawData.syncElements(this.getScene())&&await this.forceSave(!0);const t=this.getViewElements().find((t=>t.id===e&&"image"===t.type));if(!t)return;const i=t.fileId;let a=this.excalidrawData.getEquation(i)?.latex;(a||(await this.save(!1),a=this.excalidrawData.getEquation(i)?.latex,a))&&(this.app.plugins.plugins["obsidian-latex-suite"]?LaTexPrompt.Prompt(this.app,t$d("ENTER_LATEX"),a):GenericInputPrompt.Prompt(this,this.plugin,this.app,t$d("ENTER_LATEX"),void 0,a,void 0,3)).then((async e=>{if(!e||e===a)return;this.excalidrawData.setEquation(i,{latex:e,isLoaded:!1});const n=getEA(this);n.copyViewElementsToEAforEditing([t]),n.addAppendUpdateCustomData(t.id,{latex:e});const s=await n.tex2dataURL(a);s&&s.size.height>0&&s.size.width>0&&n.addAppendUpdateCustomData(t.id,{latexscale:{scaleX:t.width/s.size.width,scaleY:t.height/s.size.height}}),await n.addElementsToView(!1,!1,!1,!1),await this.save(!1),await updateEquation(e,i,this,addFiles),this.setDirty(1)}),(()=>{}))}async openEmbeddedLinkEditor(e){const t=this.getViewElements().find((t=>t.id===e&&"image"===t.type));if(!t)return;const i=t.fileId,a=this.excalidrawData.getFile(i);if(a)if(a.isHyperLink||a.isLocalLink||!a.file);else{const e=async e=>{if(!e||a.linkParts.original===e)return;const n=Boolean(a.linkParts.original.endsWith("|100%")),s=Boolean(e.endsWith("|100%"));if(a.resetImage(this.file.path,e),this.excalidrawData.setFile(i,a),this.setDirty(2),n!==s&&await toggleImageAnchoring(t,this,s,a),await this.save(!1),await sleep(100),!this.plugin.isExcalidrawFile(a.file)&&!e.endsWith("|100%")){const e=getEA(this);let i=this.getViewElements().find((e=>e.id===t.id));if(!i)return void e.destroy();i&&await e.resetImageAspectRatio(i)&&await e.addElementsToView(!1),e.destroy()}};GenericInputPrompt.Prompt(this,this.plugin,this.app,t$d("MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT_TITLE"),void 0,a.linkParts.original,[{iconId:"check",caption:"",action:e=>{e.replaceAll("\n","").trim()}}],3,!1,(e=>e.createEl("p",{text:fragWithHTML(t$d("MARKDOWN_EMBED_CUSTOMIZE_LINK_PROMPT"))})),!1).then(e.bind(this),(()=>{}))}}toggleDisableBinding(){const e=!this.excalidrawAPI.getAppState().invertBindingBehaviour;this.updateScene({appState:{invertBindingBehaviour:e},captureUpdate:CaptureUpdateAction.NEVER}),new obsidian_module.Notice(t$d(e?"ARROW_BINDING_INVERSE_MODE":"ARROW_BINDING_NORMAL_MODE"))}toggleFrameRendering(){const e=this.excalidrawAPI.getAppState().frameRendering;this.updateScene({appState:{frameRendering:{...e,enabled:!e.enabled}},captureUpdate:CaptureUpdateAction.NEVER}),new obsidian_module.Notice(e.enabled?t$d("FRAME_CLIPPING_ENABLED"):t$d("FRAME_CLIPPING_DISABLED"))}toggleFrameClipping(){const e=this.excalidrawAPI.getAppState().frameRendering;this.updateScene({appState:{frameRendering:{...e,clip:!e.clip}},captureUpdate:CaptureUpdateAction.NEVER}),new obsidian_module.Notice(e.clip?"Frame Clipping: Enabled":"Frame Clipping: Disabled")}gotoFullscreen(){this.plugin.leafChangeTimeout&&(window.clearTimeout(this.plugin.leafChangeTimeout),this.plugin.clearLeafChangeTimeout()),this.excalidrawWrapperRef&&(this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!0),(e=>{e.style.marginTop="0px";let t=e;for(;t&&!t.hasClass("workspace-split");)e.addClass(SHOW),t=(e=t).parentElement;e&&(e.addClass(SHOW),e.querySelectorAll(`div.workspace-split:not(.${SHOW})`).forEach((t=>{t!==e&&t.addClass(SHOW)})),e.querySelector(`div.workspace-leaf-content.${SHOW} > .view-header`).addClass(SHOW),e.querySelectorAll(`div.workspace-tab-container.${SHOW} > div.workspace-leaf:not(.${SHOW})`).forEach((e=>e.addClass(SHOW))),e.querySelectorAll(`div.workspace-tabs.${SHOW} > div.workspace-tab-header-container`).forEach((e=>e.addClass(SHOW))),e.querySelectorAll(`div.workspace-split.${SHOW} > div.workspace-tabs:not(.${SHOW})`).forEach((e=>e.addClass(SHOW))));const i=this.ownerDocument;i.body.querySelectorAll(`div.workspace-split:not(.${SHOW})`).forEach((e=>{e!==t?e.addClass(HIDE):e.addClass(SHOW)})),i.body.querySelector(`div.workspace-leaf-content.${SHOW} > .view-header`).addClass(HIDE),i.body.querySelectorAll(`div.workspace-tab-container.${SHOW} > div.workspace-leaf:not(.${SHOW})`).forEach((e=>e.addClass(HIDE))),i.body.querySelectorAll(`div.workspace-tabs.${SHOW} > div.workspace-tab-header-container`).forEach((e=>e.addClass(HIDE))),i.body.querySelectorAll(`div.workspace-split.${SHOW} > div.workspace-tabs:not(.${SHOW})`).forEach((e=>e.addClass(HIDE))),i.body.querySelectorAll("div.workspace-ribbon").forEach((e=>e.addClass(HIDE))),i.body.querySelectorAll("div.mobile-navbar").forEach((e=>e.addClass(HIDE))),i.body.querySelectorAll("div.status-bar").forEach((e=>e.addClass(HIDE))),i.body.querySelectorAll("div.titlebar").forEach((e=>e.addClass(HIDE)));const a=i.body.querySelector(".is-mobile .workspace > .mod-root");a&&a instanceof HTMLElement&&(a.style.paddingTop="0px")})(this.contentEl))}isFullscreen(){return Boolean(this.ownerDocument.body.querySelector(".excalidraw-hidden"))}exitFullscreen(){this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!1);const e=this.ownerDocument;e.querySelectorAll(".excalidraw-hidden").forEach((e=>e.removeClass(HIDE))),e.querySelectorAll(".excalidraw-visible").forEach((e=>e.removeClass(SHOW)));const t=e.body.querySelector(".is-mobile .workspace > .mod-root");t&&t instanceof HTMLElement&&(t.style.paddingTop=""),this.contentEl.style.marginTop=""}removeLinkTooltip(){const e=this.ownerDocument.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");e&&e.classList.remove("excalidraw-tooltip--visible")}handleLinkHookCall(e,t,i){if(this.getHookServer().onLinkClickHook)try{if(!this.getHookServer().onLinkClickHook(e,t,i,this,this.getHookServer()))return!0}catch(e){errorlog({where:"ExcalidrawView.onLinkOpen",fn:this.getHookServer().onLinkClickHook,error:e})}return!1}getLinkTextForElement(e,t,i=!1){if(e?.id||t?.id){let a=e.id?this.excalidrawAPI.getSceneElements().find((t=>t.id===e.id)):null,n=t.id?this.excalidrawAPI.getSceneElements().find((e=>e.id===t.id)):null;if(!Boolean(a)&&"text"===n?.type){const e=getContainerElement(n,arrayToMap(this.excalidrawAPI.getSceneElements()));if("arrow"===e?.type){const e=getTextElementAtPointer(this.currentPosition,this);e?.id===n.id&&(a=n,n=null)}}if(!i&&["arrow","line"].includes(n?.type))return{linkText:n.link,selectedElement:n,isLinearElement:!0};if(!a&&"text"===n?.type)if(i)a=n,n=null;else{const e=getContainerElement(n,arrayToMap(this.excalidrawAPI.getSceneElements()));if("arrow"===e?.type)return{linkText:this.processLinkText(n.rawText,n,e,!1).linkText,selectedElement:e,isLinearElement:!0};a=n,n=null}const s=[],r=e=>{e&&e.trim().length>0&&s.push(e)};if(a){if(r(this.textMode===TextMode.parsed?this.excalidrawData.getRawText(a.id):a.rawText??a.text??e.text),r(a.link),!n&&a.containerId){const e=_getContainerElement(a,{elements:this.excalidrawAPI.getSceneElements()});r(e?.link)}}else r(e?.id?this.textMode===TextMode.parsed?this.excalidrawData.getRawText(e.id):e.text:e?.text);return r(n?.link??t?.text),{linkText:Array.from(new Set(s)).join(" ")||null,selectedElement:n??a,isLinearElement:!1}}return{linkText:null,selectedElement:null,isLinearElement:!1}}processLinkText(e,t,i,a=!0){if(!e)return{linkText:null,selectedElement:null};if(e.startsWith("#"))return{linkText:e,selectedElement:t??i};const n=parseObsidianLink(e,this.app,a);"string"==typeof n&&(e=n);const s=REGEX_LINK.getResList(e);if(!e||0===s.length){if(t?.containerId){const n=_getContainerElement(t,{elements:this.excalidrawAPI.getSceneElements()});if(n){if(e=n.link,e?.startsWith("#"))return{linkText:e,selectedElement:t??i};const s=parseObsidianLink(e,this.app,a);"string"==typeof s&&(e=s)}}e&&0!==s.length||(e=t?.link)}return{linkText:e,selectedElement:t??i}}async linkClick(e,t,i,a,n,s=!1){t||(t={id:null,text:null}),i||(i={id:null,fileId:null}),a||(a={id:null,text:null}),e||n||(n=emulateKeysForLinkClick("new-tab")),e&&!n&&(n={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,metaKey:e.metaKey,altKey:e.altKey});const r=linkClickModifierType(n);let o=null,l=null,{linkText:c,selectedElement:d,isLinearElement:h}=this.getLinkTextForElement(t,a,s);if(d){if(!s&&c&&h)return void(this.semaphores.warnAboutLinearElementLinkClick&&(new obsidian_module.Notice(t$d("LINEAR_ELEMENT_LINK_CLICK_ERROR"),2e4),this.semaphores.warnAboutLinearElementLinkClick=!1));if(!c)return;if(c=c.replaceAll("\n",""),openExternalLink(c,this.app))return;const t=parseObsidianLink(c,this.app);if("boolean"==typeof t&&t)return;"string"==typeof t&&(c=t);const i=await linkPrompt(c,this.app,this);if(!i)return;if([o,c,l]=i,this.handleLinkHookCall(d,c,e))return}if(i?.id){const e=this.getScene().elements.find((e=>e.id===i.id));if(this.excalidrawData.hasEquation(i.fileId))return this.updateScene({appState:{contextMenu:null}}),void this.openLaTeXEditor(i.id);if(this.excalidrawData.hasMermaid(i.fileId)||getMermaidText(e))return void(shouldRenderMermaid&&this.excalidrawAPI.updateScene({appState:{openDialog:{name:"ttd",tab:"mermaid"}},captureUpdate:CaptureUpdateAction.NEVER}));if(await this.save(!1),this.excalidrawData.hasFile(i.fileId)){const t=i.fileId,a=this.excalidrawData.getFile(t);if(!a.isHyperLink&&!a.isLocalLink&&a.file&&"md-properties"===r)return this.updateScene({appState:{contextMenu:null}}),void this.openEmbeddedLinkEditor(i.id);let n=" ";const s=this.app.metadataCache?.getBacklinksForFile(a.file)?.data,d=new Set;s&&this.plugin.settings.showSecondOrderLinks&&(n+=Object.keys(s).filter((e=>e!==this.file.path&&e!==a.file.path)).map((e=>{const t=splitFolderAndFilename(e);return d.has(e)?"":(d.add(e),`[[${e}|${t$d("LINKLIST_SECOND_ORDER_LINK")}: ${t.basename}]]`)})).join(" ")),this.plugin.settings.showSecondOrderLinks&&this.plugin.isExcalidrawFile(a.file)&&(n+=getExcalidrawFileForwardLinks(this.app,a.file,d));const h=(a.isHyperLink||a.isLocalLink?`[](${a.hyperlink}) `:`[[${a.linkParts.original}]] `)+(e.link?e.link.match(/$cmd:\/\/.*/)||e.link.match(REG_LINKINDEX_HYPERLINK)?`[](${e.link})`:e.link:""),p=await linkPrompt(h+n,this.app,this);if(!p)return;[o,c,l]=p}}if(!c){if(s)return;return void new obsidian_module.Notice(t$d("LINK_BUTTON_CLICK_NO_TEXT"),2e4)}const p=i.id??t.id??a.id,u=this.excalidrawAPI.getSceneElements().filter((e=>e.id===p))[0];if(!this.handleLinkHookCall(u,c,e))try{if("active-pane"!==r&&this.isFullscreen()&&this.exitFullscreen(),!o)return void new NewFileActions({plugin:this.plugin,path:c,keys:n,view:this,sourceElement:u}).open();this.linksAlwaysOpenInANewPane&&!anyModifierKeysPressed(n)&&(n=emulateKeysForLinkClick("new-pane"));try{const e=this.app.plugins.plugins["drawio-obsidian"];if(e&&e._loaded&&"svg"===o.extension){const e=await this.app.vault.cachedRead(o);if(/(&lt;|\<)(mxfile|mxgraph)/i.test(e))return void getLeaf(this.plugin,this.leaf,n).setViewState({type:"diagram-edit",state:{file:o.path}})}}catch(e){console.error(e)}await this.forceSaveIfRequired();const{promise:e}=openLeaf({plugin:this.plugin,fnGetLeaf:()=>getLeaf(this.plugin,this.leaf,n),file:o,openState:{active:!this.linksAlwaysOpenInANewPane,...l?{eState:{subpath:l}}:{}}});await e}catch(e){new obsidian_module.Notice(e,4e3)}}async handleLinkClick(e,t=!1){this.removeLinkTooltip();const i=this.getSelectedTextElement(),a=i?.id?null:this.getSelectedImageElement(),n=a?.id||i?.id?null:this.getSelectedElementWithLink();this.linkClick(e instanceof MouseEvent?e:null,i,a,n,e instanceof MouseEvent?null:e,t)}onResize(){if(super.onResize(),this.plugin.leafChangeTimeout)return;const e=this.excalidrawAPI;this.plugin.settings.zoomToFitOnResize&&this.excalidrawAPI&&!this.semaphores.isEditingText&&e&&(e.getAppState()?.editingTextElement||this.zoomToFit(!1))}excalidrawGetSceneVersion;getSceneVersion(e){return this.excalidrawGetSceneVersion||(this.excalidrawGetSceneVersion=this.packages.excalidrawLib.getSceneVersion),this.excalidrawGetSceneVersion(e.filter((e=>!e.isDeleted)))}async forceSave(e=!1){this.semaphores.autosaving||this.semaphores.saving?e||new obsidian_module.Notice(t$d("FORCE_SAVE_ABORTED")):(this.preventReloadResetTimer&&(window.clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null),this.semaphores.preventReload=!1,this.semaphores.forceSaving=!0,await this.save(!1,!0,!0),this.plugin.triggerEmbedUpdates(),this.loadSceneFiles(),this.semaphores.forceSaving=!1,e||new obsidian_module.Notice("Save successful",1e3))}onload(){this.plugin.settings.overrideObsidianFontSize&&(document.documentElement.style.fontSize="");const e=Boolean(void 0===this.containerEl.onWindowMigrated);this.packages=this.plugin.getPackage(this.ownerWindow),DEVICE.isDesktop&&!e&&(this.ownerWindow!==window&&this.plugin.initializeFonts(),this.destroyers.push(this.containerEl.onWindowMigrated((async()=>{const e=this.file,t=this.leaf;await closeLeafView(t),windowMigratedDisableZoomOnce=!0,t.setViewState({type:VIEW_TYPE_EXCALIDRAW,state:{file:e.path}})})))),this.semaphores.scriptsReady=!0,this.registerDomEvent(this.containerEl,"wheel",(e=>{this.semaphores.wheelTimeout&&window.clearTimeout(this.semaphores.wheelTimeout),this.semaphores.hoverSleep&&this.excalidrawAPI&&this.clearHoverPreview(),this.semaphores.wheelTimeout=window.setTimeout((()=>{window.clearTimeout(this.semaphores.wheelTimeout),this.semaphores.wheelTimeout=null}),1e3)}),{passive:!1}),this.actionButtons={scriptInstall:this.addAction(SCRIPTENGINE_ICON_NAME,DEVICE.isMobile?"":t$d("INSTALL_SCRIPT_BUTTON"),(()=>{new ScriptInstallPrompt(this.plugin).open()})),save:this.addAction(DISK_ICON_NAME,DEVICE.isMobile?"":t$d("FORCE_SAVE"),(async()=>this.forceSave())),isRaw:this.addAction(TEXT_DISPLAY_RAW_ICON_NAME,DEVICE.isMobile?"":t$d("RAW"),(()=>this.changeTextMode(TextMode.parsed))),link:this.addAction("link",DEVICE.isMobile?"":t$d("OPEN_LINK"),(e=>this.handleLinkClick(e)))};const t=new ResizeObserver((()=>{const e=this.contentEl.clientHeight,t=this.previousContentElHeight,i=t?e-t:0;this.previousContentElHeight=e,this.scheduleBatchedResize(i)}));this.previousContentElHeight=this.contentEl.clientHeight,t.observe(this.contentEl),this.destroyers.push((()=>t.disconnect())),this.app.workspace.onLayoutReady((async()=>{if(!this.plugin)return;await this.plugin.awaitInit();let e=0;for(;e++<50&&(!Boolean(this?.plugin?.activeLeafChangeEventHandler)||!Boolean(this.canvasNodeFactory));)if(await sleep(50),!this?.plugin)return;setMobileNavbarPosition(!0),Boolean(this?.plugin?.activeLeafChangeEventHandler)&&(Boolean(this.plugin.activeLeafChangeEventHandler)&&this?.app?.workspace?.activeLeaf===this.leaf&&this.plugin.activeLeafChangeEventHandler(this.leaf),await this.canvasNodeFactory.initialize(),this.contentEl.addClass("excalidraw-view"),await this.addSlidingPanesListner(),this.addParentMoveObserver(),this.registerDomEvent(this.ownerWindow,"keydown",(e=>{this.modifierKeyDown={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,altKey:e.altKey,metaKey:e.metaKey}}),!1),this.registerDomEvent(this.ownerWindow,"keyup",(e=>{this.modifierKeyDown={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,altKey:e.altKey,metaKey:e.metaKey}}),!1),this.registerDomEvent(this.ownerWindow,"blur",(()=>{if(!this.excalidrawAPI||!this.excalidrawData.loaded||!this.isDirty())return;const e=this.excalidrawAPI.getAppState();"image"!==e.activeTool.type&&"active"!==e.activeEmbeddable?.state&&this.forceSave(!0)}),!1),this.semaphores.viewloaded=!0)})),this.setupAutosaveTimer(),super.onload()}slidingPanesListner;async addSlidingPanesListner(){if(!this.plugin.settings.slidingPanesSupport)return;this.slidingPanesListner=()=>{this.excalidrawAPI&&this.refreshCanvasOffset()};let e=this.app.workspace.rootSplit;for(;!e;)await sleep(50),e=this.app.workspace.rootSplit;this.registerDomEvent(e.containerEl,"scroll",this.slidingPanesListner)}removeSlidingPanesListner(){this.slidingPanesListner&&(this.app.workspace.rootSplit.containerEl?.removeEventListener("scroll",this.slidingPanesListner),this.slidingPanesListner=null)}offsetLeft=0;offsetTop=0;addParentMoveObserver(){const e=getParentOfClass(this.containerEl,"popover")??getParentOfClass(this.containerEl,"workspace-leaf");if(!e)return;const t=e.classList.contains("popover");this.offsetLeft=e.offsetLeft,this.offsetTop=e.offsetTop;const i=async e=>{const t=e[0].target;if(!(t instanceof HTMLElement))return;const{offsetLeft:i,offsetTop:a}=t;i===this.offsetLeft&&a===this.offsetTop||(this.excalidrawAPI&&this.refreshCanvasOffset(),this.offsetLeft=i,this.offsetTop=a)};this.parentMoveObserver=DEBUGGING?new CustomMutationObserver(i,"parentMoveObserver"):new MutationObserver(i),this.parentMoveObserver.observe(e,{attributeOldValue:!0,attributeFilter:t?["data-x","data-y"]:["class","style"]})}removeParentMoveObserver(){this.parentMoveObserver&&(this.parentMoveObserver.disconnect(),this.parentMoveObserver=null)}setTheme(e){const t=this.excalidrawAPI;if(!t)return;if(this.file&&hasExportTheme(this.plugin,this.file))return;const i=t.getAppState();this.excalidrawData.scene.theme=e,this.updateScene({appState:{...i,theme:e},captureUpdate:CaptureUpdateAction.NEVER})}prevTextMode;blockTextModeChange=!1;async changeTextMode(e,t=!0){if(this.compatibilityMode)return;if(this.blockTextModeChange)return;this.blockTextModeChange=!0,this.textMode=e,e===TextMode.parsed?this.actionButtons.isRaw.hide():this.actionButtons.isRaw.show(),this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setPreviewMode(e===TextMode.parsed);const i=this.excalidrawAPI;i&&t&&(await this.save(),this.preventAutozoom(),await this.excalidrawData.loadData(this.data,this.file,this.textMode),this.excalidrawData.scene.appState.theme=i.getAppState().theme,await this.loadDrawing(!1),i.history.clear()),this.prevTextMode=this.textMode,this.blockTextModeChange=!1}autosaveFunction;get autosaveInterval(){return DEVICE.isMobile?this.plugin.settings.autosaveIntervalMobile:this.plugin.settings.autosaveIntervalDesktop}setupAutosaveTimer(){const e=async()=>{if(!this.isLoaded)return void(this.autosaveTimer=window.setTimeout(e,this.autosaveInterval));const t=this.excalidrawAPI;if(!t)return void warningUnknowSeriousError();const i=t.getAppState(),a="freedraw"===i.activeTool?.type&&this.freedrawLastActiveTimestamp>Date.now()-2e3,n=null!==i.editingTextElement,s=null!==i.newElement;this.refreshCanvasOffset(),!this.isDirty()||!this.plugin.settings.autosave||this.semaphores.forceSaving||this.semaphores.autosaving||this.semaphores.embeddableIsEditingSelf||a||n||s?this.autosaveTimer=window.setTimeout(e,this.plugin.activeExcalidrawView===this&&this.semaphores.dirty&&this.plugin.settings.autosave?1e3:this.autosaveInterval):(this.autosaveTimer=null,this.excalidrawAPI&&(this.semaphores.autosaving=!0,this.save().then((()=>this.semaphores.autosaving=!1))),this.autosaveTimer=window.setTimeout(e,this.autosaveInterval))};this.autosaveFunction=e,this.resetAutosaveTimer()}resetAutosaveTimer(){this.autosaveFunction&&(this.autosaveTimer&&(window.clearTimeout(this.autosaveTimer),this.autosaveTimer=null),this.autosaveTimer=window.setTimeout(this.autosaveFunction,this.autosaveInterval))}unload(){super.unload()}async onUnloadFile(e){let t=0;for(;this.semaphores.saving&&t++<200;)await sleep(50),15===t++&&new obsidian_module.Notice(t$d("SAVE_IS_TAKING_LONG")),80===t&&new obsidian_module.Notice(t$d("SAVE_IS_TAKING_VERY_LONG"));t>=200?new obsidian_module.Notice("Unknown error, save is taking too long"):await this.forceSaveIfRequired()}async forceSaveIfRequired(){let e=0,t=!1;if(!this.excalidrawAPI)return!1;if(this.checkSceneVersion(this.excalidrawAPI.getSceneElements()),!this.isDirty()){if(!this.semaphores.saving)return!1;if(this.hookServer&&"e=>{this.scene&&this.scene.leaf===e.leaf&&this.stop()}"===this.hookServer.onViewUnloadHook?.toString())return!1}for(;this.semaphores.saving&&e++<200;)t=!0,await sleep(40);if(this.excalidrawAPI&&(this.checkSceneVersion(this.excalidrawAPI.getSceneElements()),this.isDirty())){const e=this.file?.path,i=this.plugin;window.setTimeout((()=>{i.triggerEmbedUpdates(e)}),400),t=!0,await this.save(!0,!0,!0)}return t}async onClose(){if(!this.dropManager&&!this.excalidrawRoot)return;if(!this.file)return;if(this.exitFullscreen(),await this.forceSaveIfRequired(),this.excalidrawRoot&&(this.excalidrawRoot.unmount(),this.excalidrawRoot=null),this.clearPreventReloadTimer(),this.clearEmbeddableNodeIsEditingTimer(),this.activeLoader&&(this.activeLoader.terminate=!0,this.activeLoader=null),this.nextLoader&&(this.nextLoader.terminate=!0,this.nextLoader=null),this.plugin){this.plugin.scriptEngine?.removeViewEAs(this);const e=this.plugin.app.workspace.getLeavesOfType(VIEW_TYPE_SIDEPANEL)[0]?.view;e&&e instanceof ExcalidrawSidepanelView&&e.removeViewEAs(this),this.plugin.ea?.targetView===this&&(this.plugin.ea.targetView=null)}this.excalidrawAPI=null,this.dropManager&&(this.dropManager.destroy(),this.dropManager=null),this.canvasNodeFactory&&(this.canvasNodeFactory.destroy(),this.canvasNodeFactory=null),this.embeddableLeafRefs&&(this.embeddableLeafRefs.clear(),this.embeddableLeafRefs=null),this.embeddableRefs&&(this.embeddableRefs.clear(),this.embeddableRefs=null),this.actionButtons&&(Object.values(this.actionButtons).forEach((e=>e.remove())),this.actionButtons=null),this.excalidrawData&&(this.excalidrawData.destroy(),this.excalidrawData=null),this.exportDialog&&(this.exportDialog.destroy(),this.exportDialog=null),this.hoverPreviewTarget=null,this._hookServer?.targetView===this&&(this._hookServer.targetView=null),this._hookServer=null,this.containerEl&&(this.containerEl.onWindowMigrated=null),this.packages=null;let e=0;this.app.workspace.iterateAllLeaves((t=>{t!==this.leaf&&t.containerEl?.ownerDocument.defaultView===this.ownerWindow&&e++})),0===e&&this.plugin&&this.plugin.deletePackage(this.ownerWindow),this.lastMouseEvent=null,this.requestSave=null,this.leaf.tabHeaderInnerTitleEl.style.color="",await super.onClose(),this._plugin=null,this._hookServer=null,this.excalidrawData=null,this.canvasNodeFactory=null,tmpBruteForceCleanup(this)}onunload(){if(super.onunload(),this.destroyers.forEach((e=>e())),this.restoreMobileLeaves(),setMobileNavbarPosition(!1),this.semaphores.viewunload=!0,this.semaphores.popoutUnload=this.ownerDocument!==document&&0===this.ownerDocument.body.querySelectorAll(".workspace-tab-header").length,this.shouldSaveImportedImageTimer&&window.clearTimeout(this.shouldSaveImportedImageTimer),this.getHookServer().onViewUnloadHook)try{this.getHookServer().onViewUnloadHook(this)}catch(e){errorlog({where:"ExcalidrawView.onunload",fn:this.getHookServer().onViewUnloadHook,error:e})}const e=this.containerEl?.ownerDocument?.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");e&&this.containerEl?.ownerDocument?.body.removeChild(e),this.removeParentMoveObserver(),this.removeSlidingPanesListner(),this.autosaveTimer&&(window.clearTimeout(this.autosaveTimer),this.autosaveTimer=null),this.autosaveFunction=null,this.dropManager&&(this.dropManager.destroy(),this.dropManager=null),this.isEditingTextResetTimer&&(window.clearTimeout(this.isEditingTextResetTimer),this.isEditingTextResetTimer=null),this.preventReloadResetTimer&&(window.clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null),this.editingSelfResetTimer&&(window.clearTimeout(this.editingSelfResetTimer),this.editingSelfResetTimer=null),this.resizeBatchTimer&&(window.clearTimeout(this.resizeBatchTimer),this.resizeBatchTimer=null),this.colorChangeTimer&&(window.clearTimeout(this.colorChangeTimer),this.colorChangeTimer=null),this.semaphores?.wheelTimeout&&(window.clearTimeout(this.semaphores.wheelTimeout),this.semaphores.wheelTimeout=null)}async reload(e=!1,t){const i=t&&t===this.file;if(this.semaphores.embeddableIsEditingSelf)return this.editingSelfResetTimer&&(this.clearEmbeddableNodeIsEditingTimer(),this.semaphores.embeddableIsEditingSelf=!1),void(i&&(this.data=await this.app.vault.read(this.file)));if(this.semaphores.preventReload)return void(this.semaphores.preventReload=!1);if(this.semaphores.saving)return;if(this.lastLoadedFile=null,this.actionButtons.save.querySelector("svg").removeClass("excalidraw-dirty"),this.compatibilityMode)return void this.clearDirty();const a=this.excalidrawAPI;this.file&&a&&(i&&(this.data=await this.app.vault.read(t),this.preventAutozoom()),e?await this.excalidrawData.loadData(this.data,this.file,this.textMode):await this.excalidrawData.setTextMode(this.textMode),this.excalidrawData.scene.appState.theme=a.getAppState().theme,await this.loadDrawing(i,void 0,!0),this.clearDirty())}async zoomToElementId(e,t){let i=0;for(;!this.excalidrawAPI&&i++<100;)await sleep(50);const a=this.excalidrawAPI;if(!a)return;const n=a.getSceneElements();let s=n.filter((t=>t.id===e));if(0===s.length){const t=getFrameBasedOnFrameNameOrId(e,n);if(!t)return;s=[t]}if(t){const e=this.plugin.ea.getElementsInTheSameGroupWithElement(s[0],n);e.length>0&&(s=e)}this.preventAutozoom(),this.zoomToElements(!a.getAppState().viewModeEnabled,s)}setEphemeralState(e){if(!e)return;if("all"===e.rename)return void this.app.fileManager.promptForFileRename(this.file);let t=null;e.match&&e.match.content&&e.match.matches&&e.match.matches.length>=1&&2===e.match.matches[0].length&&(t=[e.match.content.substring(e.match.matches[0][0],e.match.matches[0][1])]);const i=async()=>{let e=0;for(;(this.semaphores.justLoaded||!this.isLoaded||!this.excalidrawAPI||this.excalidrawAPI?.getAppState()?.isLoading)&&e++<100;)await sleep(50)},a=getEmbeddedFilenameParts(e.subpath&&e.subpath.startsWith("#^group")&&!e.subpath.startsWith("#^group=")?"#^group="+e.subpath.substring(7):e.subpath&&e.subpath.startsWith("#^area")&&!e.subpath.startsWith("#^area=")?"#^area="+e.subpath.substring(6):e.subpath);a.hasBlockref&&window.setTimeout((async()=>{if(await i(),a.blockref&&!a.hasGroupref&&!this.getScene()?.elements.find((e=>e.id===a.blockref))){const t=cleanSectionHeading(a.blockref).replaceAll(" ","");if((await this.getBackOfTheNoteBlocks()).includes(t))return void this.setMarkdownView(e)}window.setTimeout((()=>this.zoomToElementId(a.blockref,a.hasGroupref)))})),a.hasSectionref?t=[`# ${a.sectionref}`]:e.line&&e.line>0&&(t=[this.data.split("\n")[e.line]]),t&&t.length>0&&(1!==t.length||0!==t[0].length)&&window.setTimeout((async()=>{await i();const n=this.excalidrawAPI;if(!n)return;if(n.getAppState().isLoading)return;const s=n.getSceneElements();if(1===t.length){const e=t[0].match(/ \^([^ ]+)$/)?.[1]??t[0].match(/^([^ :]+): \[\[[^\]]+]]$/)?.[1];if(e&&s.find((t=>t.id===e)))return this.preventAutozoom(),void window.setTimeout((()=>this.zoomToElements(!n.getAppState().viewModeEnabled,[s.find((t=>t.id===e))])))}if(1===t.length&&t[0].startsWith("[")){let e=REGEX_LINK.getResList(t[0])[0];if(e){const t=REGEX_LINK.getLink(e);if(t){const e=this.plugin.app.metadataCache.getFirstLinkpathDest(t,this.file.path);if(e){let t=[];if(this.excalidrawData.files.forEach(((i,a)=>{i.file?.path===e.path&&t.push(a)})),t.length>0){const e=s.filter((e=>"image"===e.type&&t.includes(e.fileId)));if(e.length>0)return this.preventAutozoom(),void window.setTimeout((()=>this.zoomToElements(!n.getAppState().viewModeEnabled,e)))}}}}}if(!this.selectElementsMatchingQuery(s,t,!n.getAppState().viewModeEnabled,a.hasSectionref,a.hasGroupref)){const i=cleanSectionHeading(t[0]);if((await this.getBackOfTheNoteSections()).includes(i)||this.data.includes(t[0]))return void this.setMarkdownView(e)}}))}clear(){this.semaphores.warnAboutLinearElementLinkClick=!0,this.viewSaveData="",this.canvasNodeFactory.purgeNodes(),this.embeddableRefs.clear(),this.embeddableLeafRefs.clear(),delete this.exportDialog;const e=this.excalidrawAPI;e&&(this.activeLoader&&(this.activeLoader.terminate=!0,this.activeLoader=null),this.nextLoader=null,e.resetScene(),this.previousSceneVersion=0)}isLoaded=!1;async setViewData(e,t=!1){if(await this.plugin.awaitInit(),this.lastLoadedFile!==this.file&&(this.isLoaded=!1,this.file)){if(this.plugin.settings.compareManifestToPluginVersion&&checkVersionMismatch(this.plugin),this.plugin.settings.showNewVersionNotification&&checkExcalidrawVersion(),isMaskFile(this.plugin,this.file)){const e=new obsidian_module.Notice(t$d("MASK_FILE_NOTICE"),5e3);let t;this.registerDomEvent(e.noticeEl,"pointerdown",(e=>{t=window.setTimeout((()=>{window.open("https://youtu.be/uHFd0XoHRxE")}),1e3)})),this.registerDomEvent(e.noticeEl,"pointerup",(e=>{window.clearTimeout(t)}))}t&&this.clear(),this.lastSaveTimestamp=this.file.stat.mtime,this.lastLoadedFile=this.file,e=this.data=e.replaceAll("\r\n","\n").replaceAll("\r","\n"),this.app.workspace.onLayoutReady((async()=>{if(!this?.app)return;await this.plugin.awaitInit();let t=0;for(;(!this.semaphores.viewloaded||!this.file||!this.plugin.fourthFontLoaded)&&t++<50;)await sleep(50);if(!this.file)return;if(this.compatibilityMode="excalidraw"===this.file.extension,await this.plugin.loadSettings(),this.compatibilityMode)this.plugin.enableLegacyFilePopoverObserver(),this.actionButtons.isRaw.hide(),this.actionButtons.link.hide(),this.textMode=TextMode.raw,await this.excalidrawData.loadLegacyData(e,this.file),this.plugin.settings.compatibilityMode||new obsidian_module.Notice(t$d("COMPATIBILITY_MODE"),4e3),this.excalidrawData.disableCompression=!0;else{this.actionButtons.link.show(),this.excalidrawData.disableCompression=!1;const t=getTextMode(e);this.changeTextMode(t,!1);try{if(!await this.excalidrawData.loadData(e,this.file,this.textMode))return}catch(e){if(errorlog({where:"ExcalidrawView.setViewData",error:e}),e.message===ERROR_IFRAME_CONVERSION_CANCELED)return void this.setMarkdownView();const t=this.file,i=this.plugin,a=this.leaf;return(async()=>{let n=!0,s=0;const r=Date.now();for(;!imageCache.isReady()&&n;){const e=`You've been now waiting for <b>${Math.round((Date.now()-r)/1e3)}</b> seconds. `;imageCache.initializationNotice=!0;const t=new MultiOptionConfirmationPrompt(i,`${s>0?s%4==0?e+"The CACHE is still loading.<br><br>":s%4==1?e+"Watch the top right corner for the notification.<br><br>":s%4==2?e+"I really, really hope the backup will work for you! <br><br>":e+"I am sorry, it is taking a while, there is not much I can do... <br><br>":""}${t$d("CACHE_NOT_READY")}`);n=await t.waitForClose,s++}const o=await imageCache.getBAKFromCache(t.path);o?new MultiOptionConfirmationPrompt(i,t$d("BACKUP_AVAILABLE")).waitForClose.then((async e=>{e&&(await this.app.vault.modify(t,o),i.excalidrawFileModes[a.id||t.path]=VIEW_TYPE_EXCALIDRAW,setExcalidrawView(a))})):new obsidian_module.Notice(`Error loading drawing:\n${e.message}${"Cannot read property 'index' of undefined"===e.message?"\n'# Drawing' section is likely missing":""}\n\nTry manually fixing the file or restoring an earlier version from sync history.`,1e4)})(),void this.setMarkdownView()}}if(imageCache.isReady()&&this.excalidrawData.scene&&this.excalidrawData.scene.elements&&0===this.excalidrawData.scene.elements.length){const t=await imageCache.getBAKFromCache(this.file.path);t&&t.length>e.length&&window.setTimeout((async()=>{const e=new MultiOptionConfirmationPrompt(this.plugin,t$d("BACKUP_SAVE_AS_FILE"),new Map([[t$d("BACKUP_CANCEL"),0],[t$d("BACKUP_DELETE"),2],[t$d("BACKUP_SAVE"),1]]),t$d("BACKUP_SAVE")),i=await e.waitForClose;if(1===i){const e=getNewUniqueFilepath(this.app.vault,`${this.file.basename}.restored.${this.file.extension}`,this.file.parent.path),i=await createFileAndAwaitMetacacheUpdate(this.app,e,t);await imageCache.removeBAKFromCache(this.file.path),this.plugin.openDrawing(i,"new-tab")}else 2===i&&await imageCache.removeBAKFromCache(this.file.path)}))}if(await this.loadDrawing(!0),onLoadMessages(this.plugin,this.excalidrawData.scene,this.data),this.plugin.ea.onFileOpenHook){const e=getEA(this);try{await this.plugin.ea.onFileOpenHook({ea:e,excalidrawFile:this.file,view:this})}catch(e){errorlog({where:"ExcalidrawView.setViewData.onFileOpenHook",error:e})}finally{e.destroy()}}const i=this.excalidrawData.getOnLoadScript();if(i){const e=this.file.basename+"-onlaod-script",t=()=>{this.excalidrawAPI?this.plugin.scriptEngine.executeScript(this,i,e,this.file):window.setTimeout(t.bind(this),200)};t()}this.isLoaded=!0}))}}getGridColor(e,t){const i=this.plugin.ea.getCM(e),a=i.isDark();let n,s;const r=this.plugin.settings.gridSettings.OPACITY/100;if(this.plugin.settings.gridSettings.DYNAMIC_COLOR)n=(a?i.lighterBy(10):i.darkerBy(10)).alphaTo(r).stringRGB({alpha:!0}),s=(a?i.lighterBy(5):i.darkerBy(5)).alphaTo(r).stringRGB({alpha:!0});else{const e=this.plugin.ea.getCM(this.plugin.settings.gridSettings.COLOR),t=e.isDark();n=e.alphaTo(r).stringRGB({alpha:!0}),s=(t?e.lighterBy(10):e.darkerBy(10)).alphaTo(r).stringRGB({alpha:!0})}return{Bold:s,Regular:n}}activeLoader=null;nextLoader=null;async loadSceneFiles(e=!1,t,i){if(!this.excalidrawAPI)return;const a=new EmbeddedFilesLoader(this.plugin),n=a=>{this.nextLoader=null,this.activeLoader=a,a.loadSceneFiles({excalidrawData:this.excalidrawData,addFiles:(e,t,a=!0)=>{i&&a&&i(),this.file&&this.excalidrawAPI&&(e&&e.length>0&&addFiles(e,this,t),a&&(this.activeLoader=null,this.nextLoader?n(this.nextLoader):this.excalidrawData.getFiles().some((e=>{if(e&&!e.file&&e.attemptCounter<30){const e=this.file.path;return window.setTimeout((async()=>{this&&this.excalidrawAPI&&e===this.file.path&&this.loadSceneFiles()}),2e3),!0}return!1}))))},depth:0,isThemeChange:e,fileIDWhiteList:t})};this.activeLoader?this.nextLoader=a:n(a)}async synchronizeWithData(e){if(this.semaphores.embeddableIsEditingSelf)return;let t=0;for(;this.semaphores.saving&&t++<30;)await sleep(100);if(t>=30)return void errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Aborting sync with received file (${this.file.path}) because semaphores.saving remained true for ower 3 seconds`,fn:this.synchronizeWithData});this.semaphores.saving=!0;let i=new Set;try{const t=e.deletedElements.map((e=>e.id)),a=this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>!t.contains(e.id))),n=a.map((e=>e.id)),s=t=>{switch(t.type){case"text":this.excalidrawData.textElements.set(t.id,e.textElements.get(t.id));break;case"image":e.getFile(t.fileId)?(this.excalidrawData.setFile(t.fileId,e.getFile(t.fileId)),i.add(t.fileId)):e.getEquation(t.fileId)&&(this.excalidrawData.setEquation(t.fileId,e.getEquation(t.fileId)),i.add(t.fileId))}e.elementLinks.has(t.id)&&this.excalidrawData.elementLinks.set(t.id,e.elementLinks.get(t.id))};e.scene.elements.forEach(((t,r,o)=>{const l=a.filter((e=>e.id===t.id))[0];if(l&&(l.version<t.version||l.version===t.version&&JSON.stringify(l)!==JSON.stringify(t))){s(t);const e=n.indexOf(t.id);if(a.splice(e,1),0===r)a.splice(0,0,t),0!==e&&(n.splice(e,1),n.splice(0,0,t.id));else{const i=o[r-1].id,s=n.indexOf(i);a.splice(s+1,0,t),s!==e-1&&(n.splice(e,1),n.splice(s+1,0,t.id))}}else if(l){if(l&&"image"===t.type){const a=e.getFile(t.fileId),n=this.excalidrawData.getFile(t.fileId);Boolean(a)&&(l.fileId!==t.fileId||a.file&&n.file!==a.file||a.hyperlink&&n.hyperlink!==a.hyperlink||a.linkParts?.original&&n.linkParts?.original!==a.linkParts?.original)&&(this.excalidrawData.setFile(t.fileId,e.getFile(t.fileId)),i.add(t.fileId))}}else if(s(t),0===r)a.splice(0,0,t),n.splice(0,0,t.id);else{const e=o[r-1].id,i=n.indexOf(e);a.splice(i+1,0,t),n.splice(i+1,0,t.id)}})),this.previousSceneVersion=this.getSceneVersion(a),this.getSceneVersion(e.scene.elements)!==this.previousSceneVersion&&this.setDirty(3),this.updateScene({elements:a,captureUpdate:CaptureUpdateAction.IMMEDIATELY}),i.size>0&&this.loadSceneFiles(!1,i)}catch(e){errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Error during sync with received file (${this.file.path})`,fn:this.synchronizeWithData,error:e})}this.semaphores.saving=!1}async loadDrawing(e,t,i=!1){const a=this.excalidrawData.scene,n=getExcalidraAndMarkdowViewsForFile(this.app,this.file).length>1;this.semaphores.justLoaded=e,this.clearDirty();const s=this.excalidrawData.getOpenMode();this.semaphores.preventReload=!1;const r=this.plugin.isPenMode(),o=this.excalidrawAPI;if(o){const l=this.isLoaded?o.getAppState().viewModeEnabled:a.elements.length>0&&s.viewModeEnabled,c=this.isLoaded?o.getAppState().zenModeEnabled:s.zenModeEnabled;this.updateScene({elements:a.elements.concat(t??[]),files:a.files,captureUpdate:CaptureUpdateAction.NEVER},e),this.updateScene({appState:{...i&&n?deleteAppStateKeys(a.appState,["scrollX","scrollY","zoom"]):a.appState,...this.excalidrawData.selectedElementIds?this.excalidrawData.selectedElementIds:{},...a.appState.frameRendering&&void 0===a.appState.frameRendering.markerName?{frameRendering:{...a.appState.frameRendering,markerName:!0,markerEnabled:!0}}:{},zenModeEnabled:c,viewModeEnabled:l,linkOpacity:this.excalidrawData.getLinkOpacity(),penMode:r,penDetected:r,allowPinchZoom:this.plugin.settings.allowPinchZoom,allowWheelZoom:this.plugin.settings.allowWheelZoom,pinnedScripts:this.plugin.settings.pinnedScripts,customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens),gridDirection:this.plugin.settings.gridSettings.GRID_DIRECTION??{horizontal:!0,vertical:!0}},captureUpdate:CaptureUpdateAction.NEVER}),this.app.workspace.getActiveViewOfType(ExcalidrawView)===this.leaf.view&&this.excalidrawWrapperRef&&this.excalidrawWrapperRef.current?.firstElementChild?.focus(),this.onAfterLoadScene(e)}else this.instantiateExcalidraw({elements:a.elements,appState:{...i&&n?deleteAppStateKeys(a.appState,["scrollX","scrollY","zoom"]):a.appState,...a.appState.frameRendering&&void 0===a.appState.frameRendering.markerName?{frameRendering:{...a.appState.frameRendering,markerName:!0,markerEnabled:!0}}:{},zenModeEnabled:s.zenModeEnabled,viewModeEnabled:a.elements.length>0&&s.viewModeEnabled,linkOpacity:this.excalidrawData.getLinkOpacity(),penMode:r,penDetected:r,allowPinchZoom:this.plugin.settings.allowPinchZoom,allowWheelZoom:this.plugin.settings.allowWheelZoom,pinnedScripts:this.plugin.settings.pinnedScripts,customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens),gridDirection:this.plugin.settings.gridSettings.GRID_DIRECTION},files:a.files,libraryItems:await this.getLibrary()});const l=null!==this.data.match(/```compressed\-json\n/gm);this.compatibilityMode||this.plugin.settings.compress===l||this.isEditedAsMarkdownInOtherView()||this.setDirty(4)}isEditedAsMarkdownInOtherView(){return this.app.workspace.getLeavesOfType("markdown").filter((e=>e.view.file===this.file)).length>0}onAfterLoadScene(e){this.loadSceneFiles(),this.updateContainerSize(null,!0,e),this.initializeToolsIconPanelAfterLoading();const t=calculateUIModeValue(this.plugin.settings);this.setUIMode(t)}setDirty(e){this.semaphores.saving||(this.isDirty()||this.resetAutosaveTimer(),this.semaphores.dirty=this.file?.path,this.actionButtons.save.querySelector("svg").addClass("excalidraw-dirty"),!this.semaphores.viewunload&&this.toolsPanelRef?.current&&this.toolsPanelRef.current.setDirty(!0),DEVICE.isMobile||obsidian_module.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerIconEl.style.color="var(--color-accent)",this.leaf.tabHeaderInnerTitleEl.style.color="var(--color-accent)"))}isDirty(){return Boolean(this.semaphores?.dirty)&&this.semaphores.dirty===this.file?.path}clearDirty(){if(this.semaphores.viewunload)return;const e=this.excalidrawAPI;if(!e)return;this.semaphores.dirty=null,this.toolsPanelRef?.current&&this.toolsPanelRef.current.setDirty(!1);const t=e.getSceneElements();t&&(this.previousSceneVersion=this.getSceneVersion(t)),this.actionButtons.save.querySelector("svg").removeClass("excalidraw-dirty"),DEVICE.isMobile||obsidian_module.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerIconEl.style.color="",this.leaf.tabHeaderInnerTitleEl.style.color="")}async initializeToolsIconPanelAfterLoading(){if(this.semaphores.viewunload)return;const e=this.excalidrawAPI;if(!e)return;const t=e.getAppState();let i=0;for(;!this.plugin.scriptEngine&&i++<50;)sleep(50);const a=this.toolsPanelRef?.current;a&&this.plugin.scriptEngine&&(a.setTheme(t.theme),a.setExcalidrawViewMode(t.viewModeEnabled),a.setPreviewMode(this.compatibilityMode?null:this.textMode===TextMode.parsed),a.updateScriptIconMap(this.plugin.scriptEngine.scriptIconMap))}canAcceptExtension(e){return"excalidraw"===e}getDisplayText(){return this.file?this.file.basename:t$d("NOFILE")}getViewType(){return VIEW_TYPE_EXCALIDRAW}getIcon(){return ICON_NAME}async setMarkdownView(e){await this.forceSaveIfRequired(),await sleep(200),this.plugin.excalidrawFileModes[this.id||this.file.path]="markdown",this.plugin.setMarkdownView(this.leaf,e)}async openAsMarkdown(e){this.plugin.settings.compress&&this.plugin.settings.decompressForMDView?(this.excalidrawData.disableCompression=!0,await this.save(!0,!0,!0)):this.isDirty()&&await this.save(!0,!0,!0),this.setMarkdownView(e)}async convertExcalidrawToMD(){await this.save();const e=await this.plugin.convertSingleExcalidrawToMD(this.file);await sleep(250),this.plugin.openDrawing(e,"active-pane",!0)}convertTextElementToMarkdown(e,t){e&&new Prompt(this.app,"Filename","","Leave blank to cancel this action").openAndGetValue((async i=>{if(!i)return;i=`${i}.md`;const a=splitFolderAndFilename(this.file.path).folderpath;await checkAndCreateFolder(a);const n=getNewUniqueFilepath(this.app.vault,i,a),s=[];t&&t.link&&s.push(t.link),s.push(e.rawText);const r=await createOrOverwriteFile(this.app,n,s.join("\n"));if(r){const i=getEA(this),a=t?[e,t]:[e];i.copyViewElementsToEAforEditing(a),i.getElements().forEach((e=>e.isDeleted=!0));const[n,s,o,l]=t?[t.x,t.y,t.width,t.height]:[e.x,e.y,MAX_IMAGE_SIZE,MAX_IMAGE_SIZE],c=i.addEmbeddable(n,s,o,l,void 0,r);t&&["backgroundColor","fillStyle","roughness","roundness","strokeColor","strokeStyle","strokeWidth"].forEach((e=>{const a=i.getElement(c);e in a&&(a[e]=t[e])})),i.getElement(c),await i.addElementsToView(),i.destroy()}}))}async addYouTubeThumbnail(e){const t=await getYouTubeThumbnailLink(e),i=getEA(this),a=await i.addImage(0,0,t);i.getElement(a).link=e,await i.addElementsToView(!0,!0,!0),i.destroy()}async addImageWithURL(e){const t=getEA(this);await t.addImage(0,0,e),await t.addElementsToView(!0,!0,!0),t.destroy()}async addImageSaveToVault(e){const t=getEA(this),i=getMimeType(getURLImageExtension(e)),a=await getDataURLFromURL(e,i,3e3),n=await generateIdFromFile((new TextEncoder).encode(a).buffer),s=await this.excalidrawData.saveDataURLtoVault(a,i,n);if(!s)return new obsidian_module.Notice(t$d("ERROR_SAVING_IMAGE")),void t.destroy();await t.addImage(0,0,s),await t.addElementsToView(!0,!0,!0),t.destroy()}async addTextWithIframely(e){const t=await this.addText(e),i=`http://iframely.server.crestify.com/iframely?url=${e}`;try{const a=JSON.parse(await obsidian_module.request({url:i}));if(!a||a.error||!a.meta?.title)return;const n=getEA(this),s=n.getViewElements().filter((e=>"text"===e.type&&e.id===t));if(1===s.length){n.copyViewElementsToEAforEditing(s);const t=n.getElement(s[0].id);t.text=t.originalText=t.rawText=`[${a.meta.title}](${e})`,await n.addElementsToView(!1,!1,!1),n.destroy()}}catch(e){}}onPaneMenu(e,t){this.excalidrawAPI&&this.getViewSelectedElements().some((e=>"text"===e.type))&&e.addItem((e=>{e.setTitle(t$d("OPEN_LINK")).setIcon("external-link").setSection("pane").onClick((e=>{this.handleLinkClick(e)}))})),this.compatibilityMode?e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE")).onClick((()=>this.convertExcalidrawToMD())).setSection("pane")})):e.addItem((e=>{e.setTitle(t$d("OPEN_AS_MD")).setIcon("document").onClick((()=>{this.openAsMarkdown()})).setSection("pane")})),e.addItem((e=>{e.setTitle(t$d("EXPORT_IMAGE")).setIcon(EXPORT_IMG_ICON_NAME).setSection("pane").onClick((async e=>{this.excalidrawAPI&&this.file&&(this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file)),this.exportDialog.open())})).setSection("pane")})).addItem((e=>{e.setTitle(t$d("INSTALL_SCRIPT_BUTTON")).setIcon(SCRIPTENGINE_ICON_NAME).setSection("pane").onClick((()=>{new ScriptInstallPrompt(this.plugin).open()}))})),super.onPaneMenu(e,t)}async getLibrary(){const e=this.plugin.getStencilLibrary();return e?.library?e.library:e?.libraryItems??[]}setCurrentPositionToCenter(){const e=this.excalidrawAPI;if(!e)return;const t=e.getAppState(),{width:i,height:a,offsetLeft:n,offsetTop:s}=t;this.currentPosition=viewportCoordsToSceneCoords({clientX:i/2+n,clientY:a/2+s},t)}getSelectedTextElement(){const e=this.excalidrawAPI;if(!e)return{id:null,text:null};if(e.getAppState().viewModeEnabled&&this.selectedTextElement){const e=this.selectedTextElement;return this.selectedTextElement=null,e}const t=e.getSceneElements().filter((t=>t.id===Object.keys(e.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,text:null};if("text"===t[0].type)return{id:t[0].id,text:t[0].text};if(["image","arrow"].contains(t[0].type))return{id:null,text:null};const i=t[0].boundElements?.filter((e=>"text"===e.type));if(i?.length>0){const t=e.getSceneElements().filter((e=>e.id===i[0].id));if(t.length>0)return{id:t[0].id,text:t[0].text}}if(0===t[0].groupIds.length)return{id:null,text:null};const a=t[0].groupIds[0];return 0===e.getSceneElements().filter((e=>e.groupIds?.includes(a))).filter((e=>"text"===e.type)).length?{id:null,text:null}:{id:t[0].id,text:t[0].text}}getSelectedImageElement(){const e=this.excalidrawAPI;if(!e)return{id:null,fileId:null};if(e.getAppState().viewModeEnabled&&this.selectedImageElement){const e=this.selectedImageElement;return this.selectedImageElement=null,e}const t=e.getSceneElements().filter((t=>t.id==Object.keys(e.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,fileId:null};if("image"==t[0].type)return{id:t[0].id,fileId:t[0].fileId};if("text"===t[0].type)return{id:null,fileId:null};if(0===t[0].groupIds.length)return{id:null,fileId:null};const i=t[0].groupIds[0],a=e.getSceneElements().filter((e=>e.groupIds?.includes(i))).filter((e=>"image"==e.type));return 0===a.length?{id:null,fileId:null}:{id:a[0].id,fileId:a[0].fileId}}getSelectedElementWithLink(){const e=this.excalidrawAPI;if(!e)return{id:null,text:null};if(e.getAppState().viewModeEnabled&&this.selectedElementWithLink){const e=this.selectedElementWithLink;return this.selectedElementWithLink=null,e}const t=e.getSceneElements().filter((t=>t.id==Object.keys(e.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,text:null};if(t[0].link)return{id:t[0].id,text:t[0].link};const i=getBoundTextElementId(t[0]);if(i){const t=e.getSceneElements().filter((e=>e.id===i&&e.link));if(t.length>0)return{id:t[0].id,text:t[0].text}}if(0===t[0].groupIds.length)return{id:null,text:null};const a=t[0].groupIds[0],n=e.getSceneElements().filter((e=>e.groupIds?.includes(a))).filter((e=>e.link));return 0===n.length?{id:null,text:null}:{id:n[0].id,text:n[0].link}}async addLink(e,t,i,a){const n=this.excalidrawAPI,s=n.getAppState();if(!s.selectedElementIds||s.selectedElementIds&&1!==Object.keys(s.selectedElementIds).length)return void this.addText(e);const r=Object.keys(n.getAppState().selectedElementIds)[0],o=n.getSceneElements().find((e=>e.id===r));if(!o||!Boolean(a)&&o&&null!==o.link)return o&&new obsidian_module.Notice("Selected element already has a link. Inserting link as text."),void this.addText(e);const l=getEA(this);l.copyViewElementsToEAforEditing([o]),a?.match(/\[\[(.*?)\]\]/)?.[1]&&(e=a.replace(/(\[\[.*?\]\])/,e)),l.getElement(r).link=e,await l.addElementsToView(!1,!0),l.destroy(),Boolean(a)&&this.updateScene({appState:{showHyperlinkPopup:{newValue:"info",oldValue:"editor"}}})}async addText(e,t,i=!0){const a=this.excalidrawAPI;if(!a)return;const n=a.getAppState(),s=getEA(this);s.style.strokeColor=n.currentItemStrokeColor??"black",s.style.opacity=n.currentItemOpacity??1,s.style.fontFamily=t??n.currentItemFontFamily??1,s.style.fontSize=n.currentItemFontSize??20,s.style.textAlign=n.currentItemTextAlign??"left";const{width:r,height:o}=n,l=viewportCoordsToSceneCoords({clientX:0,clientY:0},n),c=viewportCoordsToSceneCoords({clientX:r,clientY:o},n),d=l.x>this.currentPosition.x||c.x<this.currentPosition.x||l.y>this.currentPosition.y||c.y<this.currentPosition.y,h=s.addText(this.currentPosition.x,this.currentPosition.y,e);return await this.addElements({newElements:s.getElements(),repositionToCursor:d,save:i,newElementsOnTop:!0}),s.destroy(),h}async addElements({newElements:e,repositionToCursor:t=!1,save:i=!1,images:a,newElementsOnTop:n=!1,shouldRestoreElements:s=!1,captureUpdate:r=CaptureUpdateAction.IMMEDIATELY}){const o=this.excalidrawAPI;if(!o)return!1;const l=arrayToMap(o.getSceneElements()),c=e.filter((e=>"text"==e.type));for(let e=0;e<c.length;e++){const t=c[e],{parseResult:i,link:a}=await this.excalidrawData.addTextElement(t.id,t.text,t.rawText);if(a&&(this.plugin.settings.syncElementLinkWithText?t.link=a:t.hasTextLink=!0),this.textMode===TextMode.parsed&&!t?.isDeleted){const{text:e,x:a,y:n,width:s,height:r}=refreshTextDimensions(t,null,l,i);t.text=e,t.originalText=i,t.x=a,t.y=n,t.width=s,t.height=r}}t&&(e=repositionElementsToCursor(e,this.currentPosition,!0));const d=e.map((e=>e.id)),h=o.getSceneElements(),p=[];for(let t=0;t<h.length;t++){const i=h[t].id;d.includes(i)&&(h[t]=e.filter((e=>e.id===i))[0],p.push(i))}const u=n?h.concat(e.filter((e=>!p.includes(e.id)))):e.filter((e=>!p.includes(e.id))).concat(h),m=[];return a&&Object.keys(a).length>0&&Object.keys(a).forEach((e=>{if(m.push({mimeType:a[e].mimeType,id:a[e].id,dataURL:a[e].dataURL,created:a[e].created}),a[e].file||a[e].isHyperLink){const t=new EmbeddedFile(this.plugin,this.file.path,a[e].isHyperLink?a[e].hyperlink:"string"==typeof a[e].file?a[e].file:a[e].file.path),i=o.getAppState();t.setImage({imgBase64:a[e].dataURL,mimeType:a[e].mimeType,size:a[e].size,isDark:"dark"===i.theme,isSVGwithBitmap:a[e].hasSVGwithBitmap,pdfPageViewProps:a[e].pdfPageViewProps}),this.excalidrawData.setFile(a[e].id,t),a[e].pdfPageViewProps&&u.filter((t=>"image"===t.type&&t.fileId===a[e].id)).forEach((t=>{addAppendUpdateCustomData(t,{pdfPageViewProps:a[e].pdfPageViewProps})}))}a[e].latex&&this.excalidrawData.setEquation(a[e].id,{latex:a[e].latex,isLoaded:!0})})),this.updateScene({elements:u,captureUpdate:r},s),m.length>0&&o.addFiles(m),o.updateContainerSize(o.getSceneElements().filter((e=>d.includes(e.id))).filter(isContainer)),o.refreshAllArrows(),i?await this.save(!1):this.setDirty(5),!0}getScene(e){const t=this.excalidrawAPI;if(!t)return null;const i=e?this.getViewSelectedElements():t.getSceneElements(),a=t.getAppState(),n={...t.getFiles()};if(n){const e=i.filter((e=>"image"===e.type)).map((e=>e.fileId)),t=Object.keys(n).filter((t=>!e.contains(t)));t.forEach((e=>delete n[e]))}const s={...a.activeTool};return["freedraw","hand"].includes(s.type)||(s.type="selection"),s.customType=null,s.lastActiveTool=null,{type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:i,appState:{theme:a.theme,viewBackgroundColor:a.viewBackgroundColor,currentItemStrokeColor:a.currentItemStrokeColor,currentItemBackgroundColor:a.currentItemBackgroundColor,currentItemFillStyle:a.currentItemFillStyle,currentItemStrokeWidth:a.currentItemStrokeWidth,currentItemStrokeStyle:a.currentItemStrokeStyle,currentItemRoughness:a.currentItemRoughness,currentItemOpacity:a.currentItemOpacity,currentItemFontFamily:a.currentItemFontFamily,currentItemFontSize:a.currentItemFontSize,currentItemTextAlign:a.currentItemTextAlign,currentItemStartArrowhead:a.currentItemStartArrowhead,currentItemEndArrowhead:a.currentItemEndArrowhead,currentItemArrowType:a.currentItemArrowType,currentItemFrameRole:a.currentItemFrameRole,scrollX:a.scrollX,scrollY:a.scrollY,zoom:a.zoom,currentItemRoundness:a.currentItemRoundness,gridSize:a.gridSize,gridStep:a.gridStep,gridModeEnabled:a.gridModeEnabled,gridColor:a.gridColor,colorPalette:a.colorPalette,currentStrokeOptions:a.currentStrokeOptions,frameRendering:a.frameRendering,objectsSnapModeEnabled:a.objectsSnapModeEnabled,activeTool:s,disableContextMenu:a.disableContextMenu},prevTextMode:this.prevTextMode,files:n}}refreshCanvasOffset(){if(0===this.contentEl.clientWidth||0===this.contentEl.clientHeight)return;const e=this.excalidrawAPI;e&&e.refresh()}refresh(){this.refreshCanvasOffset()}clearHoverPreview(){const e=this.hoverPopover?.containerEl;if(this.hoverPopover&&!e?.parentElement?.hasClass("hover-editor")){if(this.hoverPreviewTarget=null,this.hoverPopover.embed?.editor)return;this.hoverPopover?.hide()}else if(this.hoverPreviewTarget){const e=new MouseEvent("click",{view:this.ownerWindow,bubbles:!0,cancelable:!0});this.hoverPreviewTarget.dispatchEvent(e),this.hoverPreviewTarget=null}}identifyElementClicked(){if(this.selectedTextElement=getTextElementAtPointer(this.currentPosition,this),this.selectedTextElement&&this.selectedTextElement.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(this.selectedTextElement=null)}if(this.selectedImageElement=getImageElementAtPointer(this.currentPosition,this),this.selectedImageElement&&this.selectedImageElement.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(this.selectedImageElement=null)}if(this.selectedElementWithLink=getElementWithLinkAtPointer(this.currentPosition,this),this.selectedElementWithLink&&this.selectedElementWithLink.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(this.selectedElementWithLink=null)}}showHoverPreview(e,t){if(this.hoverPreviewTarget)return;if(!this.lastMouseEvent)return;const i=this.excalidrawAPI?.getAppState();if(i?.editingTextElement||i?.newElement)return;if(this.semaphores.wheelTimeout)return;if(!e){if(!this.currentPosition)return;e="";const i=getTextElementAtPointer(this.currentPosition,this);if(i&&i.text){const{linkText:a,selectedElement:n}=this.getLinkTextForElement(i,i);if(t=n,!(e=getLinkTextFromLink(a)))return}else{const i=getImageElementAtPointer(this.currentPosition,this),a=i?.id||i?.id?null:getElementWithLinkAtPointer(this.currentPosition,this);if(t=this.excalidrawAPI.getSceneElements().find((e=>e.id===i.id)),!(i&&i.fileId||a?.id))return;if(i?.id){if(!this.excalidrawData.hasFile(i.fileId))return;const a=this.excalidrawData.getFile(i.fileId);if(!a.file)return;if(a.isHyperLink||a.isLocalLink||IMAGE_TYPES.contains(a.file.extension)||"pdf"===a.file.extension.toLowerCase()||this.plugin.ea.isExcalidrawFile(a.file)){if(!(e=getLinkTextFromLink(t.link)))return}else{const t=a.linkParts.ref?`#${a.linkParts.isBlockRef?"^":""}${a.linkParts.ref}`:"";e=a.file.path+t}}if(a?.id){if(!(e=getLinkTextFromLink(a.text)))return;if(this.app.metadataCache.getFirstLinkpathDest(e.split("#")[0],this.file.path)===this.file)return}}}if(this.getHookServer().onLinkHoverHook)try{if(!this.getHookServer().onLinkHoverHook(t,e,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.showHoverPreview",fn:this.getHookServer().onLinkHoverHook,error:e})}if(this.semaphores.hoverSleep)return;const a=this.app.metadataCache.getFirstLinkpathDest(e.split("#")[0],this.file.path);if(!a)return;if(this.ownerDocument.querySelector(`div.popover-title[data-path="${a.path}"]`))return;this.semaphores.hoverSleep=!0,window.setTimeout((()=>this.semaphores.hoverSleep=!1),500);const n=this.lastMouseEvent,{x:s,y:r}=this.currentPosition,{x:o,y:l}=sceneCoordsToViewportCoords({sceneX:s,sceneY:r},this.excalidrawAPI?.getAppState()),c=n?new MouseEvent(n.type||"mousemove",{bubbles:!0,cancelable:!0,view:this.ownerWindow,clientX:o,clientY:l,button:n.button??0,buttons:n.buttons??0,ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS),metaKey:DEVICE.isIOS||DEVICE.isMacOS,shiftKey:!1,altKey:!1}):null;this.plugin.hover.linkText=e,this.plugin.hover.sourcePath=this.file.path,this.hoverPreviewTarget=this.lastMouseEvent?.target??this.contentEl,this.hoverPoint=this.currentPosition,this.app.workspace.trigger("hover-link",{event:c??this.lastMouseEvent,source:VIEW_TYPE_EXCALIDRAW,hoverParent:this,linktext:this.plugin.hover.linkText,sourcePath:this.plugin.hover.sourcePath}),this.isFullscreen()&&window.setTimeout((()=>{const e=this.ownerDocument.querySelector(`div.popover-title[data-path="${a.path}"]`)?.parentElement?.parentElement?.parentElement??this.ownerDocument.body.querySelector("div.popover");e&&this.contentEl.append(e)}),400)}isLinkSelected(){return Boolean(this.getSelectedTextElement().id||this.getSelectedImageElement().id||this.getSelectedElementWithLink().id)}lastKeyDownPosition={x:0,y:0};excalidrawDIVonKeyUp=e=>{this.lastKeyDownPosition={x:0,y:0}};excalidrawDIVonKeyDown(e){if(!this.semaphores?.viewunload&&e.target!==this.excalidrawWrapperRef.current&&(this.isFullscreen()&&e.keyCode===KEYCODE.ESC&&this.exitFullscreen(),isWinCTRLorMacCMD(e)&&!isSHIFT(e)&&!isWinALTorMacOPT(e))){const{x:e,y:t}=this.lastKeyDownPosition,{x:i,y:a}=this.currentPosition;if(Math.abs(e-i)<5&&Math.abs(t-a)<5)return;this.lastKeyDownPosition={...this.currentPosition},this.showHoverPreview()}}onPointerDown(e){(isWinCTRLorMacCMD(e)||isWinMETAorMacCTRL(e))&&(this.plugin.settings.allowCtrlClick||isWinMETAorMacCTRL(e))&&(Boolean(this.excalidrawAPI?.getAppState().contextMenu)||window.setTimeout((()=>{this.isLinkSelected()&&this.handleLinkClick(e)})))}onMouseMove(e){this.lastMouseEvent=e.nativeEvent}onMouseOver(){this.clearHoverPreview()}onPointerUpdate(e){if(this.currentPosition=e.pointer,this.hoverPreviewTarget&&(Math.abs(this.hoverPoint.x-e.pointer.x)>50||Math.abs(this.hoverPoint.y-e.pointer.y)>50)&&this.clearHoverPreview(),this.viewModeEnabled)if(this.blockOnMouseButtonDown||"down"!==e.button)"up"===e.button&&(this.blockOnMouseButtonDown=!1),(isWinCTRLorMacCMD(this.modifierKeyDown)||this.excalidrawAPI.getAppState().isViewModeEnabled&&this.plugin.settings.hoverPreviewWithoutCTRL)&&this.showHoverPreview();else{if(this.blockOnMouseButtonDown=!0,isWinCTRLorMacCMD(this.modifierKeyDown)||isWinMETAorMacCTRL(this.modifierKeyDown))return void this.identifyElementClicked();if(this.plugin.settings.doubleClickLinkOpenViewMode){const e=Date.now();e-this.doubleClickTimestamp<600&&e-this.doubleClickTimestamp>40&&this.identifyElementClicked(),this.doubleClickTimestamp=e}}}updateGridColor(e,t){e||(t=this.excalidrawAPI.getAppState(),e=e??"transparent"===t.viewBackgroundColor?"white":t.viewBackgroundColor),window.setTimeout((()=>{this.plugin&&this.excalidrawAPI&&this.updateScene({appState:{gridColor:this.getGridColor(e,t)},captureUpdate:CaptureUpdateAction.NEVER})}))}updateGridDirection(e){window.setTimeout((()=>this.updateScene({appState:{gridDirection:{horizontal:e.horizontal,vertical:e.vertical}},captureUpdate:CaptureUpdateAction.NEVER})))}canvasColorChangeHook(e){const t="transparent"===e.viewBackgroundColor?"white":e.viewBackgroundColor;if(this.updateGridColor(t,e),setDynamicStyle(this.plugin.ea,this,t,this.plugin.settings.dynamicStyling),this.plugin.ea.onCanvasColorChangeHook)try{this.plugin.ea.onCanvasColorChangeHook(this.plugin.ea,this,e.viewBackgroundColor)}catch(e){errorlog({where:this.canvasColorChangeHook,source:this.plugin.ea.onCanvasColorChangeHook,error:e,message:"ea.onCanvasColorChangeHook exception"})}}checkSceneVersion(e){const t=this.getSceneVersion(e);(t>0||0===t&&e.length>0)&&t!==this.previousSceneVersion&&(this.previousSceneVersion=t,this.setDirty(6.1))}onChange(e,t,i){if(t.activeTool?.type&&"image"===t.activeTool.type&&t.selectedElementIds&&1===Object.keys(t.selectedElementIds).length){const i=e.filter((e=>e.id===Object.keys(t.selectedElementIds)[0]))[0];i&&"image"===i.type&&this.setShouldSaveImportedImageFlag()}if(this.semaphores.shouldSaveImportedImage&&Object.values(i).some((e=>!e.hasOwnProperty("hasSVGwithBitmap")))&&window.setTimeout((()=>this.forceSave(!0))),"freedraw"===t.newElement?.type&&(this.freedrawLastActiveTimestamp=Date.now()),(t.newElement||t.editingTextElement||t.selectedLinearElement&&t.selectedLinearElement.isEditing)&&(this.plugin.wasPenModeActivePreviously=t.penMode),this.viewModeEnabled=t.viewModeEnabled,this.semaphores.justLoaded){if((this.excalidrawData?.scene?.elements?.length??0)>0&&0===e.length)return;return this.semaphores.justLoaded=!1,!this.semaphores.preventAutozoom&&this.plugin.settings.zoomToFitOnOpen&&1===getExcalidraAndMarkdowViewsForFile(this.app,this.file).length&&this.zoomToFit(!1,!0),this.previousSceneVersion=this.getSceneVersion(e),this.previousBackgroundColor=t.viewBackgroundColor,this.previousTheme=t.theme,void this.canvasColorChangeHook(t)}t.theme!==this.previousTheme&&this.file===this.excalidrawData.file&&(this.previousTheme=t.theme,this.setDirty(5.1)),t.viewBackgroundColor!==this.previousBackgroundColor&&this.file===this.excalidrawData.file&&(this.previousBackgroundColor=t.viewBackgroundColor,this.setDirty(6),this.colorChangeTimer&&window.clearTimeout(this.colorChangeTimer),this.colorChangeTimer=window.setTimeout((()=>{this.canvasColorChangeHook(t),this.colorChangeTimer=null}),50)),this.semaphores.dirty||null!==t.editingTextElement||null!==t.selectedLinearElement&&t.selectedLinearElement.isEditing||this.checkSceneVersion(e)}onLibraryChange(e){(async()=>{const t={type:"excalidrawlib",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,libraryItems:e};await this.plugin.setStencilLibrary(t)})()}shouldSaveImportedImageTimer=null;setShouldSaveImportedImageFlag(){this.semaphores.shouldSaveImportedImage=!0,this.shouldSaveImportedImageTimer&&window.clearTimeout(this.shouldSaveImportedImageTimer),this.shouldSaveImportedImageTimer=window.setTimeout((()=>this.semaphores.shouldSaveImportedImage=!1),3e3)}onPaste(e,t,i){const a=this.excalidrawAPI,n=this.getHookServer();if((i?.length||e?.mixedContent&&e.mixedContent.some((e=>"imageUrl"===e.type)))&&this.setShouldSaveImportedImageFlag(),e?.elements&&(e.elements.filter((e=>"text"===e.type&&!e.hasOwnProperty("rawText"))).forEach((e=>e.rawText=e.originalText)),e.elements.filter((e=>"image"===e.type&&Boolean(e.customData?.latex))).forEach((e=>{const t=e.fileId,i=this.excalidrawData.getFile(t),a=this.excalidrawData.getEquation(t),n=this.excalidrawData.getMermaid(t);i||a||n||this.excalidrawData.setEquation(e.fileId,{latex:e.customData.latex,isLoaded:!0})}))),e&&n.onPasteHook)try{const i=n.onPasteHook({ea:n,payload:e,event:t,excalidrawFile:this.file,view:this,pointerPosition:this.currentPosition});if("boolean"==typeof i&&!1===i)return!1}catch(e){errorlog({where:"ExcalidrawView.onPaste",fn:n.onPasteHook,error:e})}if(!this.modifierKeyDown.ctrlKey&&null!=t&&DEVICE.isLinux)return!1;if(e&&e.text&&hyperlinkIsImage(e.text))return this.addImageWithURL(e.text),!1;const s=getFilePathFromObsidianURL(e?.text);if(s)return this.addImageWithURL(s),!1;if(e&&e.text&&!this.modifierKeyDown.shiftKey){if(Boolean(e.text.replaceAll("\r\n","\n").replaceAll("\r","\n").match(/^`{3}[^\n]*\n.+\n`{3}\s*$/ms))){const t=e.text;return window.setTimeout((()=>this.pasteCodeBlock(t))),!1}if(isTextImageTransclusion(e.text,this,(async(e,t)=>{const i=getEA(this);if(IMAGE_TYPES.contains(t.extension))i.selectElementsInView([await insertImageToView(i,this.currentPosition,t)]),i.destroy();else if("pdf"!==t.extension)i.selectElementsInView([await insertEmbeddableToView(i,this.currentPosition,t,e)]),i.destroy();else if(e.match(/^[^#]*#page=\d*(&\w*=[^&]+){0,}&rect=\d*,\d*,\d*,\d*/g)){const t=getEA(this),i=await t.addImage(this.currentPosition.x,this.currentPosition.y,e.split("&rect=")[0]),a=t.getElement(i),n=t.imagesDict[a.fileId];a.crop=getPDFCropRect({scale:this.plugin.settings.pdfScale,link:e,naturalHeight:n.size.height,naturalWidth:n.size.width,pdfPageViewProps:n.pdfPageViewProps}),addAppendUpdateCustomData(a,{pdfPageViewProps:n.pdfPageViewProps}),a.crop&&(a.width=a.crop.width/this.plugin.settings.pdfScale,a.height=a.crop.height/this.plugin.settings.pdfScale),a.link=`[[${e}]]`,t.addElementsToView(!1,!1).then((()=>t.destroy()))}else new UniversalInsertFileModal(this.plugin,this).open(t,this.currentPosition);this.setDirty(9)})))return!1;const t=obsidianPDFQuoteWithRef(e.text);if(t){const e=getEA(this),i=a.getAppState(),n=i.currentItemStrokeColor,s=i.viewBackgroundColor;e.style.strokeColor="transparent"===n?e.getCM("transparent"===s?"white":s).invert().stringHEX({alpha:!1}):n,e.style.fontFamily=i.currentItemFontFamily,e.style.fontSize=i.currentItemFontSize;const r=e.measureText(t.quote),o=r.width+60,l=e.addText(this.currentPosition.x,this.currentPosition.y,t.quote,{box:!0,boxStrokeColor:"transparent",width:Math.min(500,o),height:r.height+60});return e.elementsDict[l].link=`[[${t.link}]]`,e.addElementsToView(!1,!1).then((()=>e.destroy())),!1}}if(e.elements&&(e.elements.filter((e=>"text"===e.type||e.link)).forEach((t=>updateElementIdsInScene({elements:e.elements},t,nanoid$1()))),window.setTimeout((()=>this.save(!1)),30)),e&&e.text&&e.text.match(/(\[\[[^\]]*]])|(\[[^\]]*]\([^)]*\))/gm)){const e=a.getSceneElements().filter((e=>"text"===e.type)).map((e=>e.id));window.setTimeout((async()=>{const t=a.getSceneElementsIncludingDeleted(),i=t.filter((t=>"text"===t.type&&!t.isDeleted&&!e.includes(t.id))),n=new Map;let s;const r=(e,t)=>{n.set(s,[e,t])};if(i.forEach((e=>{s=e,isTextImageTransclusion(e.originalText,this,r)})),0===n.size)return void this.save(!1);for(const[e,[i,a]]of n){const i=cloneElement(e);i.isDeleted=!0,this.excalidrawData.deleteTextElement(i.id),t[t.indexOf(e)]=i}this.updateScene({elements:t,captureUpdate:CaptureUpdateAction.NEVER});const o=getEA(this);let l=0;for(const e of i){const t={x:e.x,y:e.y+l};if(n.has(e)){const[i,a]=n.get(e);if(IMAGE_TYPES.contains(a.extension)){const i=await insertImageToView(o,t,a,void 0,!1);l+=o.getElement(i).height-e.height}else if("pdf"!==a.extension){const n=await insertEmbeddableToView(o,t,a,i,!1);l+=o.getElement(n).height-e.height}else new UniversalInsertFileModal(this.plugin,this).open(a,t)}else 0!==l&&(o.copyViewElementsToEAforEditing([e]),o.getElement(e.id).y=t.y)}await o.addElementsToView(!1,!0),o.selectElementsInView(i.map((e=>e.id))),o.destroy()}),200)}return!0}async onThemeChange(e){this.excalidrawData.scene.appState.theme=e,this.loadSceneFiles(!0),this.toolsPanelRef?.current?.setTheme(e),window.setTimeout((()=>setDynamicStyle(this.plugin.ea,this,this.previousBackgroundColor,this.plugin.settings.dynamicStyling)))}onBeforeTextEdit(e,t){if(!t)return;if(window.clearTimeout(this.isEditingTextResetTimer),this.isEditingTextResetTimer=null,this.semaphores.isEditingText=!0,this.compatibilityMode)return e.originalText??e.text;return this.excalidrawData.getRawText(e.id)||e.rawText}onBeforeTextSubmit(e,t,i,a){const n=this.excalidrawAPI;if(!n)return{updatedNextOriginalText:null,nextLink:e?.link??null};if(this.semaphores.isEditingText=!0,this.isEditingTextResetTimer&&window.clearTimeout(this.isEditingTextResetTimer),this.isEditingTextResetTimer=window.setTimeout((()=>{void 0!==this.semaphores?.isEditingText&&(this.semaphores.isEditingText=!1),this.isEditingTextResetTimer=null}),1500),a)return this.excalidrawData.deleteTextElement(e.id),this.setDirty(7),{updatedNextOriginalText:null,nextLink:null};const s=t$d("WARNING_PASTING_ELEMENT_AS_TEXT");if(i.startsWith('{"type":"excalidraw/clipboard","elements":[{"'))return window.setTimeout((()=>{const t=this.excalidrawAPI.getSceneElements(),i=t.filter((t=>t.id===e.id));if(1===i.length){const e=cloneElement(i[0]);e.rawText=s,t[t.indexOf(i[0])]=e,this.excalidrawData.setTextElement(e.id,s,(()=>{})),this.updateScene({elements:t,captureUpdate:CaptureUpdateAction.NEVER}),n.history.clear()}})),{updatedNextOriginalText:s,nextLink:null};const r=e.containerId;if(isTextImageTransclusion(i,this,((t,i)=>{window.setTimeout((async()=>{const a=this.excalidrawAPI.getSceneElements(),n=a.filter((t=>t.id===e.id));if(1===n.length){const e={x:n[0].x,y:n[0].y},s=cloneElement(n[0]);s.isDeleted=!0,this.excalidrawData.deleteTextElement(s.id),a[a.indexOf(n[0])]=s,this.updateScene({elements:a,captureUpdate:CaptureUpdateAction.NEVER});const r=getEA(this);if(IMAGE_TYPES.contains(i.extension))r.selectElementsInView([await insertImageToView(r,e,i)]),r.destroy();else if("pdf"!==i.extension)r.selectElementsInView([await insertEmbeddableToView(r,e,i,t)]),r.destroy();else if(getLinkParts(t).page){const a=i.path+"#"+t.split("#")[1];r.selectElementsInView([await insertImageToView(r,e,a)])}else new UniversalInsertFileModal(this.plugin,this).open(i,e);this.setDirty(9)}}))})))return{updatedNextOriginalText:null,nextLink:e.link};if(i!==e.originalText||!this.excalidrawData.getRawText(e.id)){this.setDirty(8);const t=async t=>{if(this.textMode===TextMode.raw)return;const i=this.excalidrawAPI.getSceneElements(),a=arrayToMap(i),s=i.filter((t=>t.id===e.id));if(1===s.length){const e=getContainerElement(s[0],a),n=cloneElement(s[0]);if(!s[0]?.isDeleted){const{text:i,x:r,y:o,width:l,height:c}=refreshTextDimensions(s[0],e,a,t);n.x=r,n.y=o,n.width=l,n.height=c,n.originalText=t,n.text=i}i[i.indexOf(s[0])]=n,this.updateScene({elements:i,captureUpdate:CaptureUpdateAction.NEVER}),n.containerId&&this.updateContainerSize(n.containerId),this.setDirty(8.1)}n.history.clear()},[a,s]=this.excalidrawData.setTextElement(e.id,i,t);return a?(r&&this.updateContainerSize(r,!0),this.textMode===TextMode.raw?{updatedNextOriginalText:i,nextLink:s}:i===a?s?{updatedNextOriginalText:a,nextLink:s}:{updatedNextOriginalText:null,nextLink:e.link}:(n.history.clear(),{updatedNextOriginalText:a,nextLink:s})):{updatedNextOriginalText:null,nextLink:e.link}}r&&this.updateContainerSize(r,!0);const o=this.excalidrawData.getParsedResult(e.id);return this.textMode===TextMode.parsed?{updatedNextOriginalText:o.parsed,nextLink:this.plugin.settings.syncElementLinkWithText?e.link:o.hasTextLink?e.rawText:null}:{updatedNextOriginalText:null,nextLink:this.plugin.settings.syncElementLinkWithText?e.link:o.hasTextLink?e.rawText:null}}async onLinkOpen(e,t){if(t.preventDefault(),!e)return;let i="";if("text"===e.type){const t=e.rawText.replaceAll("\n","");REGEX_LINK.getResList(t).filter((e=>Boolean(e.value))).length>=1&&(i=t)}let a=(e.link??"")+" "+i;if(a=a.trim(),!a)return;window.setTimeout((()=>this.removeLinkTooltip()),500);let n=t?.detail?.nativeEvent;this.handleLinkHookCall(e,a,n)||openExternalLink(a,this.app)||(n.shiftKey||n.ctrlKey||n.metaKey||n.altKey||(n=emulateKeysForLinkClick("new-tab")),this.linkClick(n,null,null,{id:e.id,text:a},n,!0))}onLinkHover(e,t){if(e&&(this.plugin.settings.hoverPreviewWithoutCTRL||isWinCTRLorMacCMD(t))){this.lastMouseEvent=t,this.lastMouseEvent.ctrlKey=!(DEVICE.isIOS||DEVICE.isMacOS)||this.lastMouseEvent.ctrlKey,this.lastMouseEvent.metaKey=DEVICE.isIOS||DEVICE.isMacOS||this.lastMouseEvent.metaKey;let i="";if("text"===e.type){const t=e.rawText.replaceAll("\n","");REGEX_LINK.getResList(t).filter((e=>Boolean(e.value))).length>=1&&(i=t)}const a=e.link??i;if(!a)return;const n=a.match(/\[\[(?<link>.*?)\]\]/);if(n){let t=n.groups.link;this.showHoverPreview(t,e)}}}onViewModeChange(e){if(this.semaphores.viewunload||this.toolsPanelRef?.current?.setExcalidrawViewMode(e),this.getHookServer().onViewModeChangeHook)try{this.getHookServer().onViewModeChangeHook(e,this,this.getHookServer())}catch(e){errorlog({where:"ExcalidrawView.onViewModeChange",fn:this.getHookServer().onViewModeChangeHook,error:e})}}async getBackOfTheNoteSections(){return(await this.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},this.file)).blocks.filter((e=>e.display&&"heading"===e.node?.type)).filter((e=>!MD_EX_SECTIONS.includes(e.display))).map((e=>cleanSectionHeading(e.display)))}async getBackOfTheNoteBlocks(){return(await this.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},this.file)).blocks.filter((e=>e.display&&e.node&&e.node.hasOwnProperty("type")&&e.node.hasOwnProperty("id"))).map((e=>cleanBlockRef(e.node.id)))}getSingleSelectedImage(){if(!this.excalidrawAPI)return null;const e=this.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==e.length)return null;const t=e[0];return{imageEl:t,embeddedFile:this.excalidrawData.getFile(t.fileId)}}async insertBackOfTheNoteCard(e=!1){await this.forceSave(!0);const t=await this.getBackOfTheNoteSections();new SelectCard(this.app,this,t).start(e)}async moveBackOfTheNoteCardToFile(e){e=e??this.getViewSelectedElements().filter((e=>"embeddable"===e.type))[0]?.id;const t=this.getEmbeddableLeafElementById(e),i=t?.node?.child;if(!i||i.file!==this.file)return;if(i.lastSavedData!==this.data&&(await this.forceSave(!0),i.lastSavedData!==this.data))return void new obsidian_module.Notice(t$d("ERROR_TRY_AGAIN"));const{folder:a,filepath:n}=await getAttachmentsFolderAndFilePath(this.app,this.file.path,"dummy"),s=getNewUniqueFilepath(this.app.vault,i.subpath.replaceAll("#",""),a);let r=await ScriptEngine.inputPrompt(this,this.plugin,this.app,"Set filename","Enter filename",s,void 0,3);if(!r)return;r.endsWith(".md")||(r+=".md");const{folderpath:o,filename:l}=splitFolderAndFilename(r);r=getNewUniqueFilepath(this.app.vault,l,o);try{const t=await createOrOverwriteFile(this.app,r,i.text);if(!t)return void new obsidian_module.Notice("Unexpected error");const a=getEA(this);a.copyViewElementsToEAforEditing([this.getViewElements().find((t=>t.id===e))]),a.getElement(e).link=`[[${t.path}]]`,this.data=this.data.split(i.heading+i.text).join(""),await a.addElementsToView(!1),a.destroy(),await this.forceSave(!0)}catch(e){return void new obsidian_module.Notice(`Unexpected error: ${e.message}`)}}async pasteCodeBlock(e){try{e=e.replaceAll("\r\n","\n").replaceAll("\r","\n").trim(),Boolean(e.match(/^`{3}[^\n]*\n.+\n`{3}\s*$/ms))||(e="```"+(await GenericInputPrompt.Prompt(this,this.plugin,this.app,"type codeblock type","javascript, html, python, etc.","")).trim()+"\n"+e+"\n```");let t=(await GenericInputPrompt.Prompt(this,this.plugin,this.app,"Code Block Title","Enter title or leave empty for automatic title","")).trim();""===t&&(t="Code Block");const i=await this.getBackOfTheNoteSections();if(i.includes(t)){let e=0;for(;i.includes(`${t} ${++e}`););t=`${t} ${e}`}addBackOfTheNoteCard(this,t,!1,e)}catch(e){}}async convertImageElWithURLToLocalFile(e){const{imageEl:t,embeddedFile:i}=e,a=i.getImage(!1);if(!a&&!a.startsWith("data:"))return new obsidian_module.Notice("Image not found"),!1;const n=getEA(this);n.copyViewElementsToEAforEditing([t]);const s=n.getElement(t.id);s.fileId=fileid(),s.link||(s.link=i.hyperlink);let r=i.getImage(!1);if(!r.startsWith("data:")&&(new obsidian_module.Notice("Attempting to download image from URL. This may take a long while. The operation will time out after max 1 minute"),r=await getDataURLFromURL(r,i.mimeType,3e4),!r.startsWith("data:")))return new obsidian_module.Notice("Failed. Could not download image!"),!1;const o=[];o.push({mimeType:i.mimeType,id:s.fileId,dataURL:r,created:i.mtime}),this.excalidrawAPI.addFiles(o),await n.addElementsToView(!1,!0),n.destroy(),new obsidian_module.Notice("Image successfully converted to local file")}insertLinkAction(e){let t=e.match(/\[\[(.*?)\]\]/)?.[1];t||(t=e.replaceAll("[","").replaceAll("]",""),t=t.split("|")[0].trim()),this.plugin.insertLinkDialog.start(this.file.path,((t,i,a)=>this.addLink(t,i,a,e)),t)}onContextMenu(e,t,i){const a=this.packages.react,n=[],s=this.excalidrawAPI,r=Object.keys(s.getAppState().selectedElementIds).length>0;if(this.isLinkSelected()&&n.push([renderContextMenuAction(a,t$d("OPEN_LINK_CLICK"),(()=>{const e=emulateKeysForLinkClick("new-tab");this.handleLinkClick(e,!0)}),i)]),t.viewModeEnabled){const e="laser"===t.activeTool?.type;n.push([renderContextMenuAction(a,t$d(e?"LASER_OFF":"LASER_ON"),(()=>{s.setActiveTool({type:e?"selection":"laser"})}),i)])}if(!t.viewModeEnabled){const s=this.getViewSelectedElements().filter((e=>"text"===e.type));if(1===s.length){const e=s[0],t=this.getViewElements().find((t=>t.id===e.containerId));t&&e.link&&this.excalidrawData.getParsedText(e.id)===e.rawText&&n.push([renderContextMenuAction(a,t$d("REMOVE_LINK"),(async()=>{const t=getEA(this);t.copyViewElementsToEAforEditing([e]),t.getElement(e.id).link=null,await t.addElementsToView(!1),t.destroy()}),i)]),t&&n.push([renderContextMenuAction(a,t$d("SELECT_TEXTELEMENT_ONLY"),(()=>{window.setTimeout((()=>this.excalidrawAPI.selectElements([e])))}),i)]),(!t||t&&"arrow"!==t.type)&&n.push([renderContextMenuAction(a,t$d("CONVERT_TO_MARKDOWN"),(()=>{this.convertTextElementToMarkdown(e,t)}),i)])}const o=this.getSingleSelectedImage();o&&o.embeddedFile?.isHyperLink&&n.push([renderContextMenuAction(a,t$d("CONVERT_URL_TO_FILE"),(()=>{window.setTimeout((()=>this.convertImageElWithURLToLocalFile(o)))}),i)]),o&&o.embeddedFile&&"image/svg+xml"===o.embeddedFile.mimeType&&(!o.embeddedFile.file||o.embeddedFile.file&&!this.plugin.isExcalidrawFile(o.embeddedFile.file))&&n.push([renderContextMenuAction(a,t$d("IMPORT_SVG_CONTEXTMENU"),(async()=>{const e=o.embeddedFile.getImage(!1).split(",")[1],t=atob(e);if(!t||""===t)return;const i=getEA(this);i.importSVG(t),i.addToGroup(i.getElements().map((e=>e.id))),await i.addElementsToView(!0,!0,!0,!0),i.destroy()}),i)]);const l=this.getViewSelectedElements().filter((e=>"image"===e.type));if(l.length>0){const e=e=>e?e.file&&this.plugin.isExcalidrawFile(e.file)?"excalidraw":"pdf"===e.file?.extension?.toLowerCase?.()||e.pdfPageViewProps?"pdf":"image/svg+xml"===e.mimeType?"svg":"bitmap":null,t=(e,t,i)=>{const a=e.customData?.invertBitmapInDarkmode;return"svg"===i||"excalidraw"===i?!e.customData?.doNotInvertSVGInDarkMode:"pdf"===i?"boolean"!=typeof a||a:"boolean"==typeof a&&a},s=(()=>{const i=getEA(this);try{const a=l.map((a=>{const n=getEmbeddedFileForImageElment(i,a),s=e(n);return n&&s?{el:a,imageType:s,invertInDarkMode:t(a,n,s)}:null})).filter(Boolean);if(0===a.length)return null;const n=a[0].invertInDarkMode;return a.every((e=>e.invertInDarkMode===n))?{imagesWithStatus:a,invertInDarkMode:n}:null}finally{i.destroy()}})();if(s){const{imagesWithStatus:t,invertInDarkMode:r}=s,o=!r;n.push([renderContextMenuAction(a,t$d(o?"INVERT_IMAGES_IN_DARK_MODE":"DO_NOT_INVERT_IMAGES_IN_DARK_MODE"),(async()=>{const i=getEA(this);i.copyViewElementsToEAforEditing(t.map((e=>e.el))),t.forEach((t=>{const a=i.getElement(t.el.id),n=getEmbeddedFileForImageElment(i,a),s=e(n)??t.imageType;addAppendUpdateCustomData(a,"svg"===s||"excalidraw"===s?{doNotInvertSVGInDarkMode:!o||void 0,invertBitmapInDarkmode:void 0}:{invertBitmapInDarkmode:o,doNotInvertSVGInDarkMode:void 0})})),await i.addElementsToView(!1),i.destroy()}),i)])}}if(r?n.push([renderContextMenuAction(a,t$d("COPY_ELEMENT_LINK"),(()=>{this.copyLinkToSelectedElementToClipboard("")}),i)]):n.push([renderContextMenuAction(a,t$d("COPY_DRAWING_LINK"),(()=>{const e=this.file.path.match(/(.*)(\.md)$/)?.[1];navigator.clipboard.writeText(`![[${e??this.file.path}]]`)}),i)]),1===this.getViewSelectedElements().filter((e=>"embeddable"===e.type)).length){const e=this.getEmbeddableLeafElementById(this.getViewSelectedElements().filter((e=>"embeddable"===e.type))[0].id),t=e?.node?.child;t&&t.file===this.file&&n.push([renderContextMenuAction(a,t$d("CONVERT_CARD_TO_FILE"),(()=>{this.moveBackOfTheNoteCardToFile()}),i)])}if(n.push([renderContextMenuAction(a,t$d("INSERT_CARD"),(()=>{this.insertBackOfTheNoteCard()}),i)]),n.push([renderContextMenuAction(a,t$d("UNIVERSAL_ADD_FILE"),(()=>{new UniversalInsertFileModal(this.plugin,this).open()}),i)]),(DEVICE.isTablet||DEVICE.isMobile)&&n.push([renderContextMenuAction(a,t$d("INSERT_LINK"),(()=>{this.plugin.insertLinkDialog.start(this.file.path,((e,t,i)=>this.addLink(e,t,i)))}),i)]),n.push([renderContextMenuAction(a,t$d("PASTE_CODEBLOCK"),(async()=>{const e=await(navigator.clipboard?.readText());e&&""!==e.trim()&&this.pasteCodeBlock(e)}),i)]),!r&&e.some((e=>"frame"===e.type&&"marker"===e.frameRole))){const{frameRendering:e}=t;n.push([renderContextMenuAction(a,e.markerEnabled&&e.enabled&&e.outline?t$d("MARKER_FRAME_HIDE"):t$d("MARKER_FRAME_SHOW"),(()=>{const t=!(e.markerEnabled&&e.enabled&&e.outline);t?window.setTimeout((()=>this.updateScene({appState:{frameRendering:{...e,enabled:!0,outline:!0,markerEnabled:t}},captureUpdate:CaptureUpdateAction.NEVER}))):window.setTimeout((()=>this.updateScene({appState:{frameRendering:{...e,markerEnabled:t}},captureUpdate:CaptureUpdateAction.NEVER})))}),i)]),e.markerEnabled&&e.enabled&&e.outline&&n.push([renderContextMenuAction(a,e.markerName?t$d("MARKER_FRAME_TITLE_HIDE"):t$d("MARKER_FRAME_TITLE_SHOW"),(()=>{window.setTimeout((()=>this.updateScene({appState:{frameRendering:{...e,markerName:!e.markerName}},captureUpdate:CaptureUpdateAction.NEVER})))}),i)])}}if(0!==n.length)return a.createElement("div",{},...n,a.createElement("hr",{key:nanoid$1(),className:"context-menu-item-separator"}))}actionOpenScriptInstallPrompt(){new ScriptInstallPrompt(this.plugin).open()}actionOpenExportImageDialog(){this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file)),this.exportDialog.open()}setExcalidrawAPI(e){this.excalidrawAPI=e,window.setTimeout((()=>{this.plugin&&(this.onAfterLoadScene(!0),this.excalidrawContainer?.focus())}))}ttdDialog(){return this.packages.react.createElement(this.packages.excalidrawLib.TTDDialog,{persistenceAdapter:ttdPersistenceAdapter,onTextSubmit:async e=>{const{messages:t=[],onChunk:i,onStreamCreated:a,signal:n}=e??{},{openAIAPIToken:s,openAIDefaultTextModel:r,openAIDefaultTextModelMaxTokens:o,openAIURL:l}=this.plugin.settings;if(!s)return{error:new Error("OpenAI API Token is not set. Please set it in plugin settings.")};const c=[{role:"system",content:"The user will provide you with a text prompt. Your task is to generate a mermaid diagram based on the prompt. Use the graph, sequenceDiagram, flowchart or classDiagram types based on what best fits the request. Return a single message containing only the mermaid diagram in a codeblock. Avoid the use of `()` parenthesis in the mermaid script."},...t,{role:"user",content:"Return a single message containing only the mermaid diagram in a codeblock."}],d=r&&(r.includes("gpt-4o")||r.includes("gpt-5")||r.includes("o1")||r.includes("o3")),h=o>0?d?{max_completion_tokens:o}:{max_tokens:o}:{};try{const e=await fetch(l,{method:"post",body:JSON.stringify({model:r,...h,messages:c}),headers:{"Content-Type":"application/json",Authorization:`Bearer ${s}`},signal:n});if(a?.(),!e)return{error:new Error("Request failed")};const t=e.headers.get("x-ratelimit-limit"),o=e.headers.get("x-ratelimit-remaining"),d=t&&!Number.isNaN(Number(t))?Number(t):null,p=o&&!Number.isNaN(Number(o))?Number(o):null,u=await e.json();if(!e.ok||u?.error)return log$2(u),{error:new Error(u?.error?.message??`Request failed with status ${e.status}`),rateLimit:d,rateLimitRemaining:p};const m=u?.choices?.[0]?.message?.content;if(!m)return log$2(u),{error:new Error("Generation failed... see console log for details"),rateLimit:d,rateLimitRemaining:p};let g=extractCodeBlocks(m)[0]?.data??m.trim();return g?(g.startsWith("mermaid")&&(g=g.replace(/^mermaid/,"").trim()),i?.(g),{generatedResponse:g,rateLimit:d,rateLimitRemaining:p}):(log$2(u),{error:new Error("Generation failed... see console log for details"),rateLimit:d,rateLimitRemaining:p})}catch(e){return"AbortError"===e?.name?{error:new Error("Request aborted")}:(console.log(e),{error:new Error("Request failed")})}}})}diagramToCode(){return this.packages.react.createElement(this.packages.excalidrawLib.DiagramToCodePlugin,{generate:async({frame:e,children:t})=>{const i=this.excalidrawAPI.getAppState();try{const a=await this.packages.excalidrawLib.exportToBlob({elements:t,appState:{...i,exportBackground:!0,viewBackgroundColor:i.viewBackgroundColor},exportingFrame:e,files:this.excalidrawAPI.getFiles(),mimeType:"image/jpeg"}),n=await this.packages.excalidrawLib.getDataURL(a),s=this.packages.excalidrawLib.getTextFromElements(t),r=await diagramToHTML({image:n,apiKey:this.plugin.settings.openAIAPIToken,text:s,theme:i.theme,openAIURL:this.plugin.settings.openAIURL});if(!r.ok){const e=await r.json(),t=e.error?.message||"Unknown error during generation";return{html:errorHTML(t)}}const o=await r.json();if(null==o.choices[0].message.content)return{html:errorHTML("Nothing generated")};const l=o.choices[0].message.content;return{html:l.slice(l.indexOf("<!DOCTYPE html>"),l.indexOf("</html>")+7)}}catch(e){return{html:errorHTML("Request failed")}}}})}ttdDialogTrigger(){return this.packages.react.createElement(this.packages.excalidrawLib.TTDDialogTrigger,{})}renderWelcomeScreen(){if(!this.plugin.settings.showSplashscreen)return null;const e=this.packages.react,{WelcomeScreen:t}=this.packages.excalidrawLib,i=this.app.vault.getFiles().filter((e=>this.plugin.isExcalidrawFile(e))).length,a=i<200?"Bronze":i<750?"Silver":i<2e3?"Gold":"Platinum",n=i<200?200-i:i<750?750-i:i<2e3?2e3-i:0,{decoration:s,title:r}=SwordColors[a];return e.createElement(t,{},e.createElement(t.Center,{},e.createElement(t.Center.Logo,{},e.createElement(LogoWrapper,{},excalidrawSword(a))),e.createElement(t.Center.Heading,{color:s,message:n>0?`${a}: ${n} ${t$d("WELCOME_RANK_NEXT")}`:`${a}: ${t$d("WELCOME_RANK_LEGENDARY")}`},r),e.createElement(t.Center.Heading,{},t$d("WELCOME_COMMAND_PALETTE"),e.createElement("br"),t$d("WELCOME_OBSIDIAN_MENU"),e.createElement("br"),t$d("WELCOME_SCRIPT_LIBRARY"),e.createElement("br"),t$d("WELCOME_HELP_MENU")),e.createElement(t.Center.Menu,{},e.createElement(t.Center.MenuItemLink,{icon:ICONS.YouTube,href:"https://www.youtube.com/@VisualPKM",shortcut:null,"aria-label":t$d("WELCOME_YOUTUBE_ARIA")},t$d("WELCOME_YOUTUBE_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.Discord,href:"https://discord.gg/DyfAXFwUHc",shortcut:null,"aria-label":t$d("WELCOME_DISCORD_ARIA")},t$d("WELCOME_DISCORD_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.twitter,href:"https://twitter.com/zsviczian",shortcut:null,"aria-label":t$d("WELCOME_TWITTER_ARIA")},t$d("WELCOME_TWITTER_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.Learn,href:"https://visual-thinking-workshop.com",shortcut:null,"aria-label":t$d("WELCOME_LEARN_ARIA")},t$d("WELCOME_LEARN_LINK")),e.createElement(t.Center.MenuItemLink,{icon:ICONS.heart,href:"https://ko-fi.com/zsolt",shortcut:null,"aria-label":t$d("WELCOME_DONATE_ARIA")},t$d("WELCOME_DONATE_LINK")))))}renderCustomActionsMenu(){const e=this.packages.react,{MainMenu:t}=this.packages.excalidrawLib;return e.createElement(t,{},e.createElement(t.DefaultItems.ChangeCanvasBackground),e.createElement(t.DefaultItems.ToggleTheme),e.createElement(t.Separator),e.createElement(t.Item,{icon:getTrayIcon(),"aria-label":t$d("ARIA_LABEL_TRAY_MODE"),onSelect:()=>{new UIModeSettings(this.plugin).open()}},t$d("TRAY_TRAY_MODE")),e.createElement(t.Item,{icon:saveIcon(!1),"aria-label":t$d("FORCE_SAVE"),onSelect:()=>this.forceSave()},t$d("TRAY_SAVE")),e.createElement(t.Item,{icon:ICONS.scriptEngine,"aria-label":t$d("TRAY_SCRIPT_LIBRARY_ARIA"),onSelect:()=>this.actionOpenScriptInstallPrompt()},t$d("TRAY_SCRIPT_LIBRARY")),e.createElement(t.Item,{icon:ICONS.ExportImage,"aria-label":t$d("TRAY_EXPORT_ARIA"),onSelect:()=>this.actionOpenExportImageDialog()},t$d("TRAY_EXPORT")),e.createElement(t.Item,{icon:ICONS.switchToMarkdown,"aria-label":t$d("TRAY_SWITCH_TO_MD_ARIA"),onSelect:()=>this.openAsMarkdown()},t$d("TRAY_SWITCH_TO_MD")),e.createElement(t.Separator),e.createElement(t.DefaultItems.Help),e.createElement(t.DefaultItems.ClearCanvas))}renderEmbeddable(e,t){const i=this.packages.react;try{const a=useDefaultExcalidrawFrame(e);if(!this.file||!e||!e.link||0===e.link.length||a)return null;if(e.link.match(REG_LINKINDEX_HYPERLINK)||e.link.startsWith("data:"))return a?null:renderWebView(e.link,this,e.id,t);const n=REGEX_LINK.getRes(e.link).next();if(!n||!n.value&&n.done)return null;let s=REGEX_LINK.getLink(n);return s.match(REG_LINKINDEX_HYPERLINK)?a?null:renderWebView(s,this,e.id,t):i.createElement(CustomEmbeddable,{element:e,view:this,appState:t,linkText:s})}catch(e){return null}}renderEmbeddableMenu(e){return this.embeddableMenu?.renderButtons(e)}renderToolsPanel(e){return this.packages.react.createElement(ToolsPanel,{ref:this.toolsPanelRef,visible:!1,view:new WeakRef(this),centerPointer:()=>this.setCurrentPositionToCenter(),observer:new WeakRef(e.current)})}renderTopRightUI(e,t){return this.obsidianMenu?.renderButton(e,t)}scheduleBatchedResize(e){const t=this.excalidrawAPI;if(!t||!t.isTouchScreen)return;this.resizeBatchTimer||(this.lastAggregatedDh=0,this.resizeBatchWindowStart=Date.now()),this.lastAggregatedDh+=e,this.resizeBatchTimer&&window.clearTimeout(this.resizeBatchTimer);const i=Date.now()-this.resizeBatchWindowStart,a=Math.abs(this.lastAggregatedDh),n=i>2e3?0:a>=80?60:200;this.resizeBatchTimer=window.setTimeout((()=>{const e=this.lastAggregatedDh;this.resizeBatchTimer=null,this.lastAggregatedDh=0,this.resizeBatchWindowStart=0,Math.abs(e)>60&&this.onExcalidrawResize()}),n)}onExcalidrawResize(){try{const e=this.excalidrawAPI;if(!e)return;const t=this.contentEl.clientWidth,i=this.contentEl.clientHeight;if(0===t||0===i)return;const a=e.getAppState(),n=this.editingTextElementId===a.editingTextElement?.id,s=a.editingTextElement&&!n,r=(this.semaphores.isEditingText||n)&&!s;if(this.editingTextElementId=s?a.editingTextElement.id:null,s){const e=a.editingTextElement.y+(a.editingTextElement.height??0)/2,t=a.height/a.zoom.value,i=-a.scrollY;if(!(e>=i&&e<=i+.75*t)){const i=-(e-t/2);this.oldKeyboardScroll={scrollY:a.scrollY,scrollX:a.scrollX},this.updateScene({appState:{scrollY:i},captureUpdate:CaptureUpdateAction.NEVER})}this.containerEl.scrollIntoView()}r&&null!=this.oldKeyboardScroll&&(this.updateScene({appState:{scrollY:this.oldKeyboardScroll.scrollY},captureUpdate:CaptureUpdateAction.NEVER}),this.oldKeyboardScroll=null,this.containerEl.scrollIntoView()),this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.updatePosition(),this.ownerDocument!==document&&this.refreshCanvasOffset()}catch(e){errorlog({where:"Excalidraw React-Wrapper, onResize",error:e})}}excalidrawRootElement(e){const t=this.packages.react,{Excalidraw:i}=this.packages.excalidrawLib,a=t.useRef(null),n=t.useRef(null),s=t.useRef(null);this.toolsPanelRef=n,t.useEffect((()=>(this.embeddableMenuRef=s,this.obsidianMenu=new ObsidianMenu(this.plugin,n,this),this.embeddableMenu=new EmbeddableMenu(this,s),this.excalidrawWrapperRef=a,()=>{this.obsidianMenu.destroy(),this.obsidianMenu=null,this.embeddableMenu.destroy(),this.embeddableMenu=null,this.toolsPanelRef.current=null,this.embeddableMenuRef.current=null,this.excalidrawWrapperRef.current=null})),[]);const r=t.useRef(new ResizeObserver((e=>{if(!n||!n.current)return;const{width:t,height:i}=e[0].contentRect;if(0===t||0===i)return;const a=n.current.onRightEdge?n.current.previousWidth-t:0,s=n.current.onBottomEdge?n.current.previousHeight-i:0;n.current.updatePosition(s,a)})));return t.useEffect((()=>(n?.current&&r.current.observe(n.current.containerRef.current),()=>{})),[n,r]),t.createElement(t.Fragment,null,t.createElement("div",{className:"excalidraw-wrapper",ref:a,key:"abc",tabIndex:0,onKeyDown:this.excalidrawDIVonKeyDown.bind(this),onKeyUp:this.excalidrawDIVonKeyUp.bind(this),onPointerDown:this.onPointerDown.bind(this),onMouseMove:this.onMouseMove.bind(this),onMouseOver:this.onMouseOver.bind(this),onDragOver:this.dropManager?.onDragOver.bind(this.dropManager),onDragLeave:this.dropManager?.onDragLeave.bind(this.dropManager)},t.createElement(i,{excalidrawAPI:this.setExcalidrawAPI.bind(this),width:"100%",height:"100%",UIOptions:{canvasActions:{loadScene:!1,saveScene:!1,saveAsScene:!1,export:!1,saveAsImage:!1,saveToActiveFile:!1},desktopUIMode:calculateUIModeValue(this.plugin.settings)},initState:e?.appState,initialData:e,detectScroll:!0,onPointerUpdate:this.onPointerUpdate.bind(this),libraryReturnUrl:"app://obsidian.md",autoFocus:!0,langCode:obsidianToExcalidrawMap[this.plugin.locale]??"en-EN",aiEnabled:this.plugin.settings.aiEnabled??!0,onChange:this.onChange.bind(this),onLibraryChange:this.onLibraryChange.bind(this),renderTopRightUI:this.renderTopRightUI.bind(this),renderEmbeddableMenu:this.renderEmbeddableMenu.bind(this),onPaste:this.onPaste.bind(this),onThemeChange:this.onThemeChange.bind(this),onDrop:this.dropManager?.onDrop.bind(this.dropManager),onBeforeTextEdit:this.onBeforeTextEdit.bind(this),onBeforeTextSubmit:this.onBeforeTextSubmit.bind(this),onLinkOpen:this.onLinkOpen.bind(this),onLinkHover:this.onLinkHover.bind(this),onContextMenu:this.onContextMenu.bind(this),onViewModeChange:this.onViewModeChange.bind(this),validateEmbeddable:!0,renderWebview:DEVICE.isDesktop,renderEmbeddable:this.renderEmbeddable.bind(this),renderMermaid:shouldRenderMermaid,showDeprecatedFonts:!0,insertLinkAction:DEVICE.isDesktop?void 0:this.insertLinkAction.bind(this)},this.renderCustomActionsMenu(),this.renderWelcomeScreen(),this.ttdDialog(),this.diagramToCode(),this.ttdDialogTrigger()),this.renderToolsPanel(r)))}async instantiateExcalidraw(e){for(await this.plugin.awaitInit();!this.semaphores.scriptsReady;)await sleep(50);const t=this.packages.react,i=this.packages.reactDOM;this.clearDirty(),this.excalidrawRoot=i.createRoot(this.contentEl),this.excalidrawRoot.render(t.createElement(this.excalidrawRootElement.bind(this,e)))}updateContainerSize(e,t=!1,i=!1){const a=this.excalidrawAPI;if(!a)return;const n=()=>{const t=e?a.getSceneElements().filter((t=>t.id===e&&"arrow"!==t.type)):a.getSceneElements().filter(isContainer);t.length>0&&(i&&(this.semaphores.justLoaded=!0),a.updateContainerSize(t))};t?window.setTimeout((()=>n()),50):n()}zoomToFit(e=!0,t=!1){if(this.semaphores?.viewunload)return;if(document.body.querySelector("div.modal-container"))return;const i=this.excalidrawAPI;if(!i||this.semaphores.isEditingText||this.semaphores.preventAutozoom)return;if(windowMigratedDisableZoomOnce)return void(windowMigratedDisableZoomOnce=!1);const a=this.plugin.settings.zoomToFitMaxLevel,n=i.getSceneElements().filter((e=>e.width<1e4&&e.height<1e4));DEVICE.isMobile&&n.length>1e3||n.length>2500?t&&i.scrollToContent():e?window.setTimeout((()=>i.zoomToFit(n,a,this.isFullscreen()?0:.05)),100):i.zoomToFit(n,a,this.isFullscreen()?0:.05)}updatePinnedScripts(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{pinnedScripts:this.plugin.settings.pinnedScripts},captureUpdate:CaptureUpdateAction.NEVER})}updatePinnedCustomPens(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens)},captureUpdate:CaptureUpdateAction.NEVER})}updatePinchZoom(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{allowPinchZoom:this.plugin.settings.allowPinchZoom},captureUpdate:CaptureUpdateAction.NEVER})}updateWheelZoom(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{allowWheelZoom:this.plugin.settings.allowWheelZoom},captureUpdate:CaptureUpdateAction.NEVER})}toggleEnableContextMenu(){const e=this.excalidrawAPI;if(!e)return;const t=e.getAppState().disableContextMenu;this.updateScene({appState:{disableContextMenu:!t},captureUpdate:CaptureUpdateAction.NEVER})}setUIMode(e){this.excalidrawAPI.setDesktopUIMode(e)}selectElementsMatchingQuery(e,t,i=!0,a=!1,n=!1){let s=getTextElementsMatchingQuery(e.filter((e=>"text"===e.type)),t,a).concat(getFrameElementsMatchingQuery(e.filter((e=>"frame"===e.type)),t,a)).concat(getElementsWithLinkMatchingQuery(e.filter((e=>e.link)),t,a)).concat(getImagesMatchingQuery(e,t,this.excalidrawData,a));if(0===s.length)return new obsidian_module.Notice(t$d("NO_SEARCH_RESULT")),!1;if(n){const t=this.plugin.ea.getElementsInTheSameGroupWithElement(s[0],e);t.length>0&&(s=t)}return this.zoomToElements(i,s),!0}zoomToElements(e,t){const i=this.excalidrawAPI;if(!i)return;const a=this.plugin.settings.zoomToFitMaxLevel;e&&i.selectElements(t,!0),i.zoomToFit(t,a,.05)}getViewElements(){const e=this.excalidrawAPI;return e?e.getSceneElements():[]}getViewSelectedElements(e=!0){const t=this.excalidrawAPI;if(!t)return[];const i=t.getAppState()?.selectedElementIds;if(!i)return[];const a=Object.keys(i);if(!a)return[];const n=new Set,s=t.getSceneElements().filter((e=>a.includes(e.id))),r=s.filter((e=>e.boundElements&&e.boundElements.filter((e=>"text"===e.type)).length>0)).map((e=>e.boundElements.filter((e=>"text"===e.type)).map((e=>e.id))[0]));return e&&s.some((e=>"frame"===e.type))&&s.filter((e=>"frame"===e.type)).forEach((e=>{t.getSceneElements().filter((t=>t.frameId===e.id)).forEach((e=>n.add(e.id)))})),s.forEach((e=>n.add(e.id))),r.forEach((e=>n.add(e))),t.getSceneElements().filter((e=>n.has(e.id)))}copyLinkToSelectedElementToClipboard(e){copyLinkToSelectedElementToClipboard(this,e)}updateScene(e,t=!1){const i=this.excalidrawAPI;if(!i)return;if("string"==typeof e.storeAction){switch(e.storeAction){case"capture":e.captureUpdate=CaptureUpdateAction.IMMEDIATELY;break;case"none":e.captureUpdate=CaptureUpdateAction.EVENTUALLY;break;default:e.captureUpdate=CaptureUpdateAction.NEVER}delete e.storeAction}const a=e.elements&&t;a&&(e.elements=restoreElements(e.elements,null,{refreshDimensions:!0,repairBindings:!0})),Boolean(e.appState)&&(e.forceFlushSync=!0),e.elements&&(e.elements=syncInvalidIndices(e.elements));try{i.updateScene(e)}catch(t){if(errorlog({where:"ExcalidrawView.updateScene 1st attempt",fn:this.updateScene,error:t,scene:e,willDoSecondAttempt:!a}),a)warningUnknowSeriousError();else try{e.elements=restoreElements(e.elements,null,{refreshDimensions:!0,repairBindings:!0}),i.updateScene(e)}catch(t){errorlog({where:"ExcalidrawView.updateScene 2nd attempt",fn:this.updateScene,error:t,scene:e}),warningUnknowSeriousError()}}}updateEmbeddableRef(e,t){t?this.embeddableRefs.set(e,t):this.embeddableRefs.delete(e)}getEmbeddableElementById(e){return this.embeddableRefs.get(e)}updateEmbeddableLeafRef(e,t){t?this.embeddableLeafRefs.set(e,t):this.embeddableLeafRefs.delete(e)}getEmbeddableLeafElementById(e){if(!e)return null;return this.embeddableLeafRefs.get(e)||null}getActiveEmbeddable(){if(!this.excalidrawAPI)return null;const e=this.excalidrawAPI.getAppState();return e.activeEmbeddable&&"active"===e.activeEmbeddable.state?this.getEmbeddableLeafElementById(e.activeEmbeddable?.element?.id):null}get editor(){const e=this.getActiveEmbeddable();if(e){if(e.node&&e.node.isEditing)return e.node.child.editor;if(e.leaf?.view instanceof obsidian_module.MarkdownView)return e.leaf.view.editor}return null}}function getTextMode(e){return e.search("excalidraw-plugin: parsed\n")>-1||e.search("excalidraw-plugin: locked\n")>-1?TextMode.parsed:TextMode.raw}const getLinkSuggestionsFiltered=e=>{const t=e.metadataCache.getLinkSuggestions?.();if(!t)return[];const i=t.filter((e=>!e.path.match(REG_LINKINDEX_INVALIDCHARS))),a=Date.now(),n=e=>!!e.file&&a-e.file.stat.mtime<=6048e5;return i.sort(((e,t)=>{const i=n(e),a=n(t);if(i!==a)return i?-1:1;if(i&&a&&e.file&&t.file&&e.file.stat.mtime!==t.file.stat.mtime)return t.file.stat.mtime-e.file.stat.mtime;const s=`${e.path}${e.alias??""}`.toLowerCase(),r=`${t.path}${t.alias??""}`.toLowerCase();return s.localeCompare(r)}))},getSortedLinkMatches=(e,t)=>{const i=obsidian_module.prepareFuzzySearch(e),a=t.map((e=>{const t=`${e.path}${e.alias?`|${e.alias}`:""}`,a=i(t);if(!e.alias)return a?{item:e,match:a}:null;const n=i(e.alias);let s=a;if(n&&(!s||n.score>s.score)){const t=e.path.length+1,i=n.matches.map((([e,i])=>[e+t,i+t]));s={...n,matches:i}}return s?{item:e,match:s}:null})).filter(Boolean),n=Date.now(),s=e=>!!e.file&&n-e.file.stat.mtime<=6048e5;return a.sort(((e,t)=>{const i=e?.match?.score??0,a=t?.match?.score??0;if(i!==a)return a-i;const n=s(e.item),r=s(t.item);if(n!==r)return n?-1:1;if(n&&r&&e.item.file&&t.item.file&&e.item.file.stat.mtime!==t.item.file.stat.mtime)return t.item.file.stat.mtime-e.item.file.stat.mtime;const o=`${e.item.path}${e.item.alias??""}`.toLowerCase(),l=`${t.item.path}${t.item.alias??""}`.toLowerCase();return o.localeCompare(l)}))},renderTextWithHighlights=(e,t,i)=>{if(!i?.length)return void e.setText(t);const a=[...i].sort(((e,t)=>e[0]-t[0]));for(let i=0;i<t.length;i++){const n=a.find((e=>e[0]===i));if(n){const a=createSpan("suggestion-highlight");a.appendText(t.substring(n[0],n[1])),e.appendChild(a),i=n[1]-1}else e.appendText(t[i])}},fuzzyMatchTextItems=(e,t,i)=>{const a=obsidian_module.prepareFuzzySearch(e??"");return t.map((e=>{const t=a(i(e));return t?{item:e,match:t}:null})).filter(Boolean)},fuzzyMatchParagraphsWithId=(e,t)=>{const i=obsidian_module.prepareFuzzySearch(e??""),a=e?.trim().replace(/^\^/,"").toLowerCase();return t.map((e=>{const t=`${e.id?`^${e.id} `:""}${e.text}`,n=i(t);if(!n)return null;if(e.id&&a){const t=e.id.toLowerCase();t===a?n.score=Number.MAX_SAFE_INTEGER:t.includes(a)&&(n.score=n.score+1e3)}return{item:e,match:n}})).filter(Boolean).sort(((e,t)=>(t.match?.score??0)-(e.match?.score??0)))},renderHeadingSuggestionRow=(e,t,i)=>{const{item:a,match:n}=e||{};i.addClass("suggestion-item"),i.addClass("mod-complex");const s=i.createDiv("suggestion-content"),r=s.createDiv("suggestion-title");if(!a)return r.setText("No match"),void i.addClass("is-selected");renderTextWithHighlights(r,a.heading,n?.matches??[]),s.createDiv("suggestion-note").setText(t??""),i.createDiv("suggestion-aux").createSpan("suggestion-flair").setText(`H${a.level??1}`)},renderParagraphSuggestionRow=(e,t,i)=>{const{item:a,match:n}=e||{};i.addClass("suggestion-item"),i.addClass("mod-complex");const s=i.createDiv("suggestion-content"),r=s.createDiv("suggestion-title");if(!a)return r.setText("No match"),void i.addClass("is-selected");const o=`${a.id?`^${a.id} `:""}${a.text}`;renderTextWithHighlights(r,o,n?.matches??[]),s.createDiv("suggestion-note").setText(t??""),a.id&&i.createDiv("suggestion-aux").createSpan("suggestion-flair").setText(`^${a.id}`)},renderLinkSuggestion=(e,t,i,a)=>{const{item:n,match:s}=t||{};i.addClass("mod-complex");const r=i.createDiv("suggestion-content"),o=i.createDiv("suggestion-aux"),l=r.createDiv("suggestion-title"),c=r.createDiv("suggestion-note");if(!n)return l.setText(a),void i.addClass("is-selected");const d=n.file?.path??n.path,h=n.file?d.length-(n.file?.name.length??0):0,p=s.matches.map((()=>createSpan("suggestion-highlight"))),u=n.path+(n.alias?`|${n.alias}`:"");for(let e=h;e<u.length;e++){const t=s.matches.find((t=>t[0]===e));if(t){const i=p[s.matches.indexOf(t)];l.appendChild(i),i.appendText(u.substring(t[0],t[1])),e+=t[1]-t[0]-1}else l.appendText(u[e])}c.setText(d),n.file?e.isExcalidrawFile(n.file)?obsidian_module.setIcon(o,ICON_NAME):"md"===n.file.extension?obsidian_module.setIcon(o,"square-pen"):IMAGE_TYPES.includes(n.file.extension)?obsidian_module.setIcon(o,"image"):VIDEO_TYPES.includes(n.file.extension)?obsidian_module.setIcon(o,"monitor-play"):AUDIO_TYPES.includes(n.file.extension)?obsidian_module.setIcon(o,"file-audio"):CODE_TYPES.includes(n.file.extension)?obsidian_module.setIcon(o,"file-code"):"canvas"===n.file.extension?obsidian_module.setIcon(o,"layout-dashboard"):"pdf"===n.file.extension?obsidian_module.setIcon(o,"book-open-text"):o.setText(n.file.extension):obsidian_module.setIcon(o,"ghost")};class InlineLinkSuggester extends SuggestionModal{getSourcePath;plugin;widthHost;hasCustomWidthHost;handleBracketKeyDown;block=!1;activeOpen=-1;activeClose=-1;caretPos=0;activeAlias=null;activeSearchTerm="";activeFile=null;mode=null;headingItems=[];paragraphItems=[];constructor(e,t,i,a,n,s=!1,r){super(e,i,getLinkSuggestionsFiltered(e),r),this.plugin=t,this.getSourcePath=a,this.widthHost=n??i,this.hasCustomWidthHost=Boolean(n),this.handleBracketKeyDown=e=>this.onBracketKeyDown(e),this.limit=20,s||this.setPlaceholder(t$d("INLINE_HINT")),this.emptyStateText="No match",this.syncWidth(),this.inputEl.addEventListener("keydown",this.handleBracketKeyDown)}isBlockingKeys(){return this.block}onBracketKeyDown(e){if("["!==e.key||e.metaKey||e.ctrlKey||e.defaultPrevented||e.isComposing)return;const t=this.inputEl.selectionStart,i=this.inputEl.selectionEnd;if(null===t||null===i)return;const a=t!==i,n=this.inputEl.value,s=n.substring(0,t),r=n.substring(t,i),o=n.substring(i);e.preventDefault();const l=a?`[${r}]`:"[]",c=t+1+(a?r.length:0);this.inputEl.value=`${s}${l}${o}`,this.inputEl.setSelectionRange(c,c),this.dispatchInputChange()}getItems(){return getLinkSuggestionsFiltered(this.app)}syncWidth(){const e=this.widthHost?.getBoundingClientRect(),t=e?.width??this.widthHost?.clientWidth;if(t&&this.hasCustomWidthHost)return this.suggestEl.style.width=`${t}px`,this.suggestEl.style.maxWidth=`${t}px`,void(this.suggestEl.style.minWidth=`${t}px`);const i=Math.max(t||this.inputEl.clientWidth||this.inputEl.getBoundingClientRect().width,450);if(!i)return;const a=e??this.inputEl.getBoundingClientRect();let n=this.collisionBoundary?this.collisionBoundary.innerWidth-16:Math.max(0,window.innerWidth-a.left-16);this.hasCustomWidthHost||(n=i<=450?Math.min(n,450):Math.min(n,i));const s=Math.min(i,n);this.suggestEl.style.width="",this.suggestEl.style.minWidth=`${s}px`,this.suggestEl.style.maxWidth=`${n}px`}refreshItems(){this.items=getLinkSuggestionsFiltered(this.app)}modifyInput(e){return e}async onInputChanged(){const e=this.modifyInput(this.inputEl.value);if(this.caretPos=this.inputEl.selectionStart??e.length,(this.inputEl.selectionEnd??this.caretPos)-(this.inputEl.selectionStart??0)>0)return void this.resetSuggestions();const t=this.findActiveLink(e,this.caretPos);if(!t)return void this.resetSuggestions();this.activeOpen=t.open,this.activeClose=t.close;const i=this.parseLinkContext(e,this.caretPos,t.open,t.close);this.activeAlias=i.alias,this.activeSearchTerm=i.searchTerm,this.activeFile=i.file,this.mode=i.mode,i.inAlias?this.resetSuggestions():("heading"===this.mode?await this.loadHeadings(this.activeFile):"block"===this.mode?await this.loadParagraphs(this.activeFile):(this.headingItems=[],this.paragraphItems=[]),this.block=!0,await super.onInputChanged())}getSuggestions(e){if(-1===this.activeOpen)return[];if("heading"===this.mode)return fuzzyMatchTextItems(this.activeSearchTerm??"",this.headingItems,(e=>e.heading));if("block"===this.mode)return fuzzyMatchParagraphsWithId(this.activeSearchTerm??"",this.paragraphItems);const t=this.activeSearchTerm??"";return getSortedLinkMatches(t,this.items)}isHeading(e){return"heading"===e?.kind}isParagraph(e){return"paragraph"===e?.kind}getItemText(e){return this.isHeading(e)?e.heading:this.isParagraph(e)?e.text:e.path+(e.alias?`|${e.alias}`:"")}async onChooseItem(e){if(!e)return;if(this.isHeading(e)){const t=this.app.metadataCache.fileToLinktext(e.file,this.getSourcePath()??"",!0),i=null!==this.activeAlias?`|${this.activeAlias}`:"";return void this.insertLink(`[[${t}#${e.anchor}${i}]]`)}if(this.isParagraph(e)){const t=await this.ensureParagraphHasId(e);if(!t)return;const i=this.app.metadataCache.fileToLinktext(e.file,this.getSourcePath()??"",!0),a=null!==this.activeAlias?`|${this.activeAlias}`:"";return void this.insertLink(`[[${i}#^${t}${a}]]`)}const t=this.buildLink(e);this.insertLink(t)}async selectSuggestion(e,t){t?.preventDefault?.(),t?.stopPropagation?.(),await this.onChooseItem(e?.item)}open(){this.block=!0,this.syncWidth(),this.suggestEl.style.pointerEvents="all",super.open()}renderSuggestion(e,t){const{item:i}=e||{};if(this.isHeading(i)){const a=i?this.app.metadataCache.fileToLinktext(i.file,this.getSourcePath()??"",!0):"";renderHeadingSuggestionRow(e,a,t)}else if(this.isParagraph(i)){const a=i?this.app.metadataCache.fileToLinktext(i.file,this.getSourcePath()??"",!0):"";renderParagraphSuggestionRow(e,a,t)}else renderLinkSuggestion(this.plugin,e,t,this.emptyStateText)}buildLink(e){const t=this.getSourcePath(),i=this.activeAlias,a=null!==i?`|${i}`:e.alias?`|${e.alias}`:"";return e.file?`[[${this.app.metadataCache.fileToLinktext(e.file,t??"",!0)}${a}]]`:`[[${e.path}${a}]]`}insertLink(e){const t=this.inputEl.selectionStart??this.inputEl.value.length,i=this.activeOpen>=0?this.activeOpen:this.inputEl.value.lastIndexOf("[[",t);if(-1===i)return;const a=this.inputEl.value.indexOf("[[",i+2),n=this.inputEl.value.indexOf("]]",i+2),s=this.activeClose>=0||-1!==n&&(-1===a||n<a),r=this.activeClose>=0?this.activeClose:s?n:-1,o=r>=0?r+2:t,l=this.inputEl.value.substring(0,i),c=this.inputEl.value.substring(o);this.inputEl.value=l+e+c,this.dispatchInputChange();const d=i+e.length;this.inputEl.setSelectionRange(d,d),this.close()}resetSuggestions(){this.suggester.setSuggestions([]),this.popper?.deref()&&this.popper.deref().destroy(),this.suggestEl.detach(),this.activeOpen=-1,this.activeClose=-1,this.activeAlias=null,this.activeSearchTerm="",this.activeFile=null,this.mode=null,this.headingItems=[],this.paragraphItems=[],setTimeout((()=>{this.block=!1}))}parseLinkContext(e,t,i,a){const n=this.extractActiveInfo(e,t,i,a),s=a>=0?a:e.length,r=e.substring(i+2,s),o=r.indexOf("|"),l=o>=0?r.substring(0,o):r,c=l.indexOf("#"),d=Math.max(0,Math.min(t-(i+2),r.length)),h=c>=0&&d>c,p=h&&"^"===l.charAt(c+1),u=c>=0?l.substring(0,c):l,m=h?l.substring(c+(p?2:1),d):"",g=u?this.app.metadataCache.getFirstLinkpathDest(u,this.getSourcePath()??""):null,f=g&&"md"===g.extension&&h?p?"block":"heading":"file",b="file"===f?n.searchTerm:m;return{alias:n.alias,inAlias:n.inAlias,searchTerm:b,file:"file"===f?null:g,mode:f}}async loadHeadings(e){if(!e||"md"!==e.extension)return void(this.headingItems=[]);const t=await this.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e),i=t?.blocks??[];this.headingItems=i.filter((e=>e.display&&"heading"===e.node?.type)).map((t=>({kind:"heading",heading:this.cleanHeading(t.display),anchor:this.cleanHeading(t.display),level:t.node?.depth??t.node?.level??1,file:e})))}async loadParagraphs(e){if(!e||"md"!==e.extension)return void(this.paragraphItems=[]);const t=await this.app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},e),i=t?.blocks??[];this.paragraphItems=i.filter((e=>e.display&&e.node&&("paragraph"===e.node.type||"blockquote"===e.node.type||"listItem"===e.node.type||"table"===e.node.type||"callout"===e.node.type))).map((t=>({kind:"paragraph",text:t.display.trim(),id:t.node?.id,node:t.node,file:e})))}cleanHeading(e){return e.replace(/^#+\s*/,"").trim()}async ensureParagraphHasId(e){if(e.id)return e.id;const t=e.node?.position?.end?.offset;if(!t)return null;const i=await this.plugin.app.vault.cachedRead(e.file),a=nanoid();return await this.plugin.app.vault.modify(e.file,`${i.slice(0,t)} ^${a}${i.slice(t)}`),await 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e[0]=E*a+w*o+y*h+v*g,e[1]=E*n+w*l+y*p+v*f,e[2]=E*s+w*c+y*u+v*b,e[3]=E*r+w*d+y*m+v*U,E=i[4],w=i[5],y=i[6],v=i[7],e[4]=E*a+w*o+y*h+v*g,e[5]=E*n+w*l+y*p+v*f,e[6]=E*s+w*c+y*u+v*b,e[7]=E*r+w*d+y*m+v*U,E=i[8],w=i[9],y=i[10],v=i[11],e[8]=E*a+w*o+y*h+v*g,e[9]=E*n+w*l+y*p+v*f,e[10]=E*s+w*c+y*u+v*b,e[11]=E*r+w*d+y*m+v*U,E=i[12],w=i[13],y=i[14],v=i[15],e[12]=E*a+w*o+y*h+v*g,e[13]=E*n+w*l+y*p+v*f,e[14]=E*s+w*c+y*u+v*b,e[15]=E*r+w*d+y*m+v*U,e}function create(){var e=new ARRAY_TYPE(3);return ARRAY_TYPE!=Float32Array&&(e[0]=0,e[1]=0,e[2]=0),e}function fromValues(e,t,i){var a=new ARRAY_TYPE(3);return a[0]=e,a[1]=t,a[2]=i,a}function transformMat4(e,t,i){var a=t[0],n=t[1],s=t[2],r=i[3]*a+i[7]*n+i[11]*s+i[15];return r=r||1,e[0]=(i[0]*a+i[4]*n+i[8]*s+i[12])/r,e[1]=(i[1]*a+i[5]*n+i[9]*s+i[13])/r,e[2]=(i[2]*a+i[6]*n+i[10]*s+i[14])/r,e}Math.hypot||(Math.hypot=function(){for(var e=0,t=arguments.length;t--;)e+=arguments[t]*arguments[t];return Math.sqrt(e)}),create();const random$2=new Random(Date.now()),randomInteger=()=>Math.floor(random$2.next()*2**31),randomId=()=>nanoid$1();function dimensionsFromPoints(e){const t=e.map((([e])=>e)),i=e.map((([,e])=>e)),a=Math.min(...t),n=Math.min(...i);return[Math.max(...t)-a,Math.max(...i)-n]}function getWindingOrder(e){return e.reduce(((e,[t,i],a,n)=>{const s=n[a+1];return((s?s[0]:0)-t)*((s?s[1]:0)+i)+e}),0)>0?"clockwise":"counterclockwise"}const{min:min$4,max:max$4}=Math;var limit=(e,t=0,i=1)=>min$4(max$4(t,e),i),clip_rgb=e=>{e._clipped=!1,e._unclipped=e.slice(0);for(let t=0;t<=3;t++)t<3?((e[t]<0||e[t]>255)&&(e._clipped=!0),e[t]=limit(e[t],0,255)):3===t&&(e[t]=limit(e[t],0,1));return e};const classToType={};for(let e of["Boolean","Number","String","Function","Array","Date","RegExp","Undefined","Null"])classToType[`[object ${e}]`]=e.toLowerCase();function type(e){return classToType[Object.prototype.toString.call(e)]||"object"}var unpack=(e,t=null)=>e.length>=3?Array.prototype.slice.call(e):"object"==type(e[0])&&t?t.split("").filter((t=>void 0!==e[0][t])).map((t=>e[0][t])):e[0].slice(0),last=e=>{if(e.length<2)return null;const t=e.length-1;return"string"==type(e[t])?e[t].toLowerCase():null};const{PI:PI$2,min:min$3,max:max$3}=Math,rnd2=e=>Math.round(100*e)/100,rnd3=e=>Math.round(100*e)/100,TWOPI=2*PI$2,PITHIRD=PI$2/3,DEG2RAD=PI$2/180,RAD2DEG=180/PI$2;function reverse3(e){return[...e.slice(0,3).reverse(),...e.slice(3)]}var input={format:{},autodetect:[]};class Color{constructor(...e){const t=this;if("object"===type(e[0])&&e[0].constructor&&e[0].constructor===this.constructor)return e[0];let i=last(e),a=!1;if(!i){a=!0,input.sorted||(input.autodetect=input.autodetect.sort(((e,t)=>t.p-e.p)),input.sorted=!0);for(let t of input.autodetect)if(i=t.test(...e),i)break}if(!input.format[i])throw new Error("unknown format: "+e);{const n=input.format[i].apply(null,a?e:e.slice(0,-1));t._rgb=clip_rgb(n)}3===t._rgb.length&&t._rgb.push(1)}toString(){return"function"==type(this.hex)?this.hex():`[${this._rgb.join(",")}]`}}const version="3.1.2",chroma=(...e)=>new Color(...e);chroma.version=version;const w3cx11={aliceblue:"#f0f8ff",antiquewhite:"#faebd7",aqua:"#00ffff",aquamarine:"#7fffd4",azure:"#f0ffff",beige:"#f5f5dc",bisque:"#ffe4c4",black:"#000000",blanchedalmond:"#ffebcd",blue:"#0000ff",blueviolet:"#8a2be2",brown:"#a52a2a",burlywood:"#deb887",cadetblue:"#5f9ea0",chartreuse:"#7fff00",chocolate:"#d2691e",coral:"#ff7f50",cornflowerblue:"#6495ed",cornsilk:"#fff8dc",crimson:"#dc143c",cyan:"#00ffff",darkblue:"#00008b",darkcyan:"#008b8b",darkgoldenrod:"#b8860b",darkgray:"#a9a9a9",darkgreen:"#006400",darkgrey:"#a9a9a9",darkkhaki:"#bdb76b",darkmagenta:"#8b008b",darkolivegreen:"#556b2f",darkorange:"#ff8c00",darkorchid:"#9932cc",darkred:"#8b0000",darksalmon:"#e9967a",darkseagreen:"#8fbc8f",darkslateblue:"#483d8b",darkslategray:"#2f4f4f",darkslategrey:"#2f4f4f",darkturquoise:"#00ced1",darkviolet:"#9400d3",deeppink:"#ff1493",deepskyblue:"#00bfff",dimgray:"#696969",dimgrey:"#696969",dodgerblue:"#1e90ff",firebrick:"#b22222",floralwhite:"#fffaf0",forestgreen:"#228b22",fuchsia:"#ff00ff",gainsboro:"#dcdcdc",ghostwhite:"#f8f8ff",gold:"#ffd700",goldenrod:"#daa520",gray:"#808080",green:"#008000",greenyellow:"#adff2f",grey:"#808080",honeydew:"#f0fff0",hotpink:"#ff69b4",indianred:"#cd5c5c",indigo:"#4b0082",ivory:"#fffff0",khaki:"#f0e68c",laserlemon:"#ffff54",lavender:"#e6e6fa",lavenderblush:"#fff0f5",lawngreen:"#7cfc00",lemonchiffon:"#fffacd",lightblue:"#add8e6",lightcoral:"#f08080",lightcyan:"#e0ffff",lightgoldenrod:"#fafad2",lightgoldenrodyellow:"#fafad2",lightgray:"#d3d3d3",lightgreen:"#90ee90",lightgrey:"#d3d3d3",lightpink:"#ffb6c1",lightsalmon:"#ffa07a",lightseagreen:"#20b2aa",lightskyblue:"#87cefa",lightslategray:"#778899",lightslategrey:"#778899",lightsteelblue:"#b0c4de",lightyellow:"#ffffe0",lime:"#00ff00",limegreen:"#32cd32",linen:"#faf0e6",magenta:"#ff00ff",maroon:"#800000",maroon2:"#7f0000",maroon3:"#b03060",mediumaquamarine:"#66cdaa",mediumblue:"#0000cd",mediumorchid:"#ba55d3",mediumpurple:"#9370db",mediumseagreen:"#3cb371",mediumslateblue:"#7b68ee",mediumspringgreen:"#00fa9a",mediumturquoise:"#48d1cc",mediumvioletred:"#c71585",midnightblue:"#191970",mintcream:"#f5fffa",mistyrose:"#ffe4e1",moccasin:"#ffe4b5",navajowhite:"#ffdead",navy:"#000080",oldlace:"#fdf5e6",olive:"#808000",olivedrab:"#6b8e23",orange:"#ffa500",orangered:"#ff4500",orchid:"#da70d6",palegoldenrod:"#eee8aa",palegreen:"#98fb98",paleturquoise:"#afeeee",palevioletred:"#db7093",papayawhip:"#ffefd5",peachpuff:"#ffdab9",peru:"#cd853f",pink:"#ffc0cb",plum:"#dda0dd",powderblue:"#b0e0e6",purple:"#800080",purple2:"#7f007f",purple3:"#a020f0",rebeccapurple:"#663399",red:"#ff0000",rosybrown:"#bc8f8f",royalblue:"#4169e1",saddlebrown:"#8b4513",salmon:"#fa8072",sandybrown:"#f4a460",seagreen:"#2e8b57",seashell:"#fff5ee",sienna:"#a0522d",silver:"#c0c0c0",skyblue:"#87ceeb",slateblue:"#6a5acd",slategray:"#708090",slategrey:"#708090",snow:"#fffafa",springgreen:"#00ff7f",steelblue:"#4682b4",tan:"#d2b48c",teal:"#008080",thistle:"#d8bfd8",tomato:"#ff6347",turquoise:"#40e0d0",violet:"#ee82ee",wheat:"#f5deb3",white:"#ffffff",whitesmoke:"#f5f5f5",yellow:"#ffff00",yellowgreen:"#9acd32"},RE_HEX=/^#?([A-Fa-f0-9]{6}|[A-Fa-f0-9]{3})$/,RE_HEXA=/^#?([A-Fa-f0-9]{8}|[A-Fa-f0-9]{4})$/,hex2rgb=e=>{if(e.match(RE_HEX)){4!==e.length&&7!==e.length||(e=e.substr(1)),3===e.length&&(e=(e=e.split(""))[0]+e[0]+e[1]+e[1]+e[2]+e[2]);const t=parseInt(e,16);return[t>>16,t>>8&255,255&t,1]}if(e.match(RE_HEXA)){5!==e.length&&9!==e.length||(e=e.substr(1)),4===e.length&&(e=(e=e.split(""))[0]+e[0]+e[1]+e[1]+e[2]+e[2]+e[3]+e[3]);const t=parseInt(e,16);return[t>>24&255,t>>16&255,t>>8&255,Math.round((255&t)/255*100)/100]}throw new Error(`unknown hex color: ${e}`)},{round:round$5}=Math,rgb2hex=(...e)=>{let[t,i,a,n]=unpack(e,"rgba"),s=last(e)||"auto";void 0===n&&(n=1),"auto"===s&&(s=n<1?"rgba":"rgb"),t=round$5(t),i=round$5(i),a=round$5(a);let r="000000"+(t<<16|i<<8|a).toString(16);r=r.substr(r.length-6);let o="0"+round$5(255*n).toString(16);switch(o=o.substr(o.length-2),s.toLowerCase()){case"rgba":return`#${r}${o}`;case"argb":return`#${o}${r}`;default:return`#${r}`}};Color.prototype.name=function(){const e=rgb2hex(this._rgb,"rgb");for(let t of Object.keys(w3cx11))if(w3cx11[t]===e)return t.toLowerCase();return e},input.format.named=e=>{if(e=e.toLowerCase(),w3cx11[e])return hex2rgb(w3cx11[e]);throw new Error("unknown color name: "+e)},input.autodetect.push({p:5,test:(e,...t)=>{if(!t.length&&"string"===type(e)&&w3cx11[e.toLowerCase()])return"named"}}),Color.prototype.alpha=function(e,t=!1){return void 0!==e&&"number"===type(e)?t?(this._rgb[3]=e,this):new Color([this._rgb[0],this._rgb[1],this._rgb[2],e],"rgb"):this._rgb[3]},Color.prototype.clipped=function(){return this._rgb._clipped||!1};const labConstants={Kn:18,labWhitePoint:"d65",Xn:.95047,Yn:1,Zn:1.08883,t0:.137931034,t1:.206896552,t2:.12841855,t3:.008856452,kE:216/24389,kKE:8,kK:24389/27,RefWhiteRGB:{X:.95047,Y:1,Z:1.08883},MtxRGB2XYZ:{m00:.4124564390896922,m01:.21267285140562253,m02:.0193338955823293,m10:.357576077643909,m11:.715152155287818,m12:.11919202588130297,m20:.18043748326639894,m21:.07217499330655958,m22:.9503040785363679},MtxXYZ2RGB:{m00:3.2404541621141045,m01:-.9692660305051868,m02:.055643430959114726,m10:-1.5371385127977166,m11:1.8760108454466942,m12:-.2040259135167538,m20:-.498531409556016,m21:.041556017530349834,m22:1.0572251882231791},As:.9414285350000001,Bs:1.040417467,Cs:1.089532651,MtxAdaptMa:{m00:.8951,m01:-.7502,m02:.0389,m10:.2664,m11:1.7135,m12:-.0685,m20:-.1614,m21:.0367,m22:1.0296},MtxAdaptMaI:{m00:.9869929054667123,m01:.43230526972339456,m02:-.008528664575177328,m10:-.14705425642099013,m11:.5183602715367776,m12:.04004282165408487,m20:.15996265166373125,m21:.0492912282128556,m22:.9684866957875502}},ILLUMINANTS=new Map([["a",[1.0985,.35585]],["b",[1.0985,.35585]],["c",[.98074,1.18232]],["d50",[.96422,.82521]],["d55",[.95682,.92149]],["d65",[.95047,1.08883]],["e",[1,1,1]],["f2",[.99186,.67393]],["f7",[.95041,1.08747]],["f11",[1.00962,.6435]],["icc",[.96422,.82521]]]);function setLabWhitePoint(e){const t=ILLUMINANTS.get(String(e).toLowerCase());if(!t)throw new Error("unknown Lab illuminant "+e);labConstants.labWhitePoint=e,labConstants.Xn=t[0],labConstants.Zn=t[1]}function getLabWhitePoint(){return labConstants.labWhitePoint}const lab2rgb=(...e)=>{e=unpack(e,"lab");const[t,i,a]=e,[n,s,r]=lab2xyz(t,i,a),[o,l,c]=xyz2rgb(n,s,r);return[o,l,c,e.length>3?e[3]:1]},lab2xyz=(e,t,i)=>{const{kE:a,kK:n,kKE:s,Xn:r,Yn:o,Zn:l}=labConstants,c=(e+16)/116,d=.002*t+c,h=c-.005*i,p=d*d*d,u=h*h*h;return[(p>a?p:(116*d-16)/n)*r,(e>s?Math.pow((e+16)/116,3):e/n)*o,(u>a?u:(116*h-16)/n)*l]},compand=e=>{const t=Math.sign(e);return((e=Math.abs(e))<=.0031308?12.92*e:1.055*Math.pow(e,1/2.4)-.055)*t},xyz2rgb=(e,t,i)=>{const{MtxAdaptMa:a,MtxAdaptMaI:n,MtxXYZ2RGB:s,RefWhiteRGB:r,Xn:o,Yn:l,Zn:c}=labConstants,d=o*a.m00+l*a.m10+c*a.m20,h=o*a.m01+l*a.m11+c*a.m21,p=o*a.m02+l*a.m12+c*a.m22,u=r.X*a.m00+r.Y*a.m10+r.Z*a.m20,m=r.X*a.m01+r.Y*a.m11+r.Z*a.m21,g=r.X*a.m02+r.Y*a.m12+r.Z*a.m22,f=(e*a.m00+t*a.m10+i*a.m20)*(u/d),b=(e*a.m01+t*a.m11+i*a.m21)*(m/h),U=(e*a.m02+t*a.m12+i*a.m22)*(g/p),E=f*n.m00+b*n.m10+U*n.m20,w=f*n.m01+b*n.m11+U*n.m21,y=f*n.m02+b*n.m12+U*n.m22;return[255*compand(E*s.m00+w*s.m10+y*s.m20),255*compand(E*s.m01+w*s.m11+y*s.m21),255*compand(E*s.m02+w*s.m12+y*s.m22)]},rgb2lab=(...e)=>{const[t,i,a,...n]=unpack(e,"rgb"),[s,r,o]=rgb2xyz(t,i,a),[l,c,d]=xyz2lab(s,r,o);return[l,c,d,...n.length>0&&n[0]<1?[n[0]]:[]]};function xyz2lab(e,t,i){const{Xn:a,Yn:n,Zn:s,kE:r,kK:o}=labConstants,l=e/a,c=t/n,d=i/s,h=l>r?Math.pow(l,1/3):(o*l+16)/116,p=c>r?Math.pow(c,1/3):(o*c+16)/116;return[116*p-16,500*(h-p),200*(p-(d>r?Math.pow(d,1/3):(o*d+16)/116))]}function gammaAdjustSRGB(e){const t=Math.sign(e);return((e=Math.abs(e))<=.04045?e/12.92:Math.pow((e+.055)/1.055,2.4))*t}const rgb2xyz=(e,t,i)=>{e=gammaAdjustSRGB(e/255),t=gammaAdjustSRGB(t/255),i=gammaAdjustSRGB(i/255);const{MtxRGB2XYZ:a,MtxAdaptMa:n,MtxAdaptMaI:s,Xn:r,Yn:o,Zn:l,As:c,Bs:d,Cs:h}=labConstants;let p=e*a.m00+t*a.m10+i*a.m20,u=e*a.m01+t*a.m11+i*a.m21,m=e*a.m02+t*a.m12+i*a.m22;const g=r*n.m00+o*n.m10+l*n.m20,f=r*n.m01+o*n.m11+l*n.m21,b=r*n.m02+o*n.m12+l*n.m22;let U=p*n.m00+u*n.m10+m*n.m20,E=p*n.m01+u*n.m11+m*n.m21,w=p*n.m02+u*n.m12+m*n.m22;return U*=g/c,E*=f/d,w*=b/h,p=U*s.m00+E*s.m10+w*s.m20,u=U*s.m01+E*s.m11+w*s.m21,m=U*s.m02+E*s.m12+w*s.m22,[p,u,m]};Color.prototype.lab=function(){return rgb2lab(this._rgb)};const lab$1=(...e)=>new Color(...e,"lab");Object.assign(chroma,{lab:lab$1,getLabWhitePoint:getLabWhitePoint,setLabWhitePoint:setLabWhitePoint}),input.format.lab=lab2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"lab"))&&3===e.length)return"lab"}}),Color.prototype.darken=function(e=1){const t=this.lab();return t[0]-=labConstants.Kn*e,new Color(t,"lab").alpha(this.alpha(),!0)},Color.prototype.brighten=function(e=1){return this.darken(-e)},Color.prototype.darker=Color.prototype.darken,Color.prototype.brighter=Color.prototype.brighten,Color.prototype.get=function(e){const[t,i]=e.split("."),a=this[t]();if(i){const e=t.indexOf(i)-("ok"===t.substr(0,2)?2:0);if(e>-1)return a[e];throw new Error(`unknown channel ${i} in mode ${t}`)}return a};const{pow:pow$6}=Math,EPS=1e-7,MAX_ITER=20;Color.prototype.luminance=function(e,t="rgb"){if(void 0!==e&&"number"===type(e)){if(0===e)return new Color([0,0,0,this._rgb[3]],"rgb");if(1===e)return new Color([255,255,255,this._rgb[3]],"rgb");let i=this.luminance(),a=MAX_ITER;const n=(i,s)=>{const r=i.interpolate(s,.5,t),o=r.luminance();return Math.abs(e-o)<EPS||!a--?r:o>e?n(i,r):n(r,s)},s=(i>e?n(new Color([0,0,0]),this):n(this,new Color([255,255,255]))).rgb();return new Color([...s,this._rgb[3]])}return rgb2luminance(...this._rgb.slice(0,3))};const rgb2luminance=(e,t,i)=>.2126*(e=luminance_x(e))+.7152*(t=luminance_x(t))+.0722*luminance_x(i),luminance_x=e=>(e/=255)<=.03928?e/12.92:pow$6((e+.055)/1.055,2.4);var index={},mix=(e,t,i=.5,...a)=>{let n=a[0]||"lrgb";if(index[n]||a.length||(n=Object.keys(index)[0]),!index[n])throw new Error(`interpolation mode ${n} is not defined`);return"object"!==type(e)&&(e=new Color(e)),"object"!==type(t)&&(t=new Color(t)),index[n](e,t,i).alpha(e.alpha()+i*(t.alpha()-e.alpha()))};Color.prototype.mix=Color.prototype.interpolate=function(e,t=.5,...i){return mix(this,e,t,...i)},Color.prototype.premultiply=function(e=!1){const t=this._rgb,i=t[3];return e?(this._rgb=[t[0]*i,t[1]*i,t[2]*i,i],this):new Color([t[0]*i,t[1]*i,t[2]*i,i],"rgb")};const{sin:sin$3,cos:cos$4}=Math,lch2lab=(...e)=>{let[t,i,a]=unpack(e,"lch");return isNaN(a)&&(a=0),a*=DEG2RAD,[t,cos$4(a)*i,sin$3(a)*i]},lch2rgb=(...e)=>{e=unpack(e,"lch");const[t,i,a]=e,[n,s,r]=lch2lab(t,i,a),[o,l,c]=lab2rgb(n,s,r);return[o,l,c,e.length>3?e[3]:1]},hcl2rgb=(...e)=>{const t=reverse3(unpack(e,"hcl"));return lch2rgb(...t)},{sqrt:sqrt$4,atan2:atan2$2,round:round$4}=Math,lab2lch=(...e)=>{const[t,i,a]=unpack(e,"lab"),n=sqrt$4(i*i+a*a);let s=(atan2$2(a,i)*RAD2DEG+360)%360;return 0===round$4(1e4*n)&&(s=Number.NaN),[t,n,s]},rgb2lch=(...e)=>{const[t,i,a,...n]=unpack(e,"rgb"),[s,r,o]=rgb2lab(t,i,a),[l,c,d]=lab2lch(s,r,o);return[l,c,d,...n.length>0&&n[0]<1?[n[0]]:[]]};Color.prototype.lch=function(){return rgb2lch(this._rgb)},Color.prototype.hcl=function(){return reverse3(rgb2lch(this._rgb))};const lch$1=(...e)=>new Color(...e,"lch"),hcl=(...e)=>new Color(...e,"hcl");Object.assign(chroma,{lch:lch$1,hcl:hcl}),input.format.lch=lch2rgb,input.format.hcl=hcl2rgb,["lch","hcl"].forEach((e=>input.autodetect.push({p:2,test:(...t)=>{if("array"===type(t=unpack(t,e))&&3===t.length)return e}}))),Color.prototype.saturate=function(e=1){const t=this.lch();return t[1]+=labConstants.Kn*e,t[1]<0&&(t[1]=0),new Color(t,"lch").alpha(this.alpha(),!0)},Color.prototype.desaturate=function(e=1){return this.saturate(-e)},Color.prototype.set=function(e,t,i=!1){const[a,n]=e.split("."),s=this[a]();if(n){const e=a.indexOf(n)-("ok"===a.substr(0,2)?2:0);if(e>-1){if("string"==type(t))switch(t.charAt(0)){case"+":case"-":s[e]+=+t;break;case"*":s[e]*=+t.substr(1);break;case"/":s[e]/=+t.substr(1);break;default:s[e]=+t}else{if("number"!==type(t))throw new Error("unsupported value for Color.set");s[e]=t}const n=new Color(s,a);return i?(this._rgb=n._rgb,this):n}throw new Error(`unknown channel ${n} in mode ${a}`)}return s},Color.prototype.tint=function(e=.5,...t){return mix(this,"white",e,...t)},Color.prototype.shade=function(e=.5,...t){return mix(this,"black",e,...t)};const rgb$1=(e,t,i)=>{const a=e._rgb,n=t._rgb;return new Color(a[0]+i*(n[0]-a[0]),a[1]+i*(n[1]-a[1]),a[2]+i*(n[2]-a[2]),"rgb")};index.rgb=rgb$1;const{sqrt:sqrt$3,pow:pow$5}=Math,lrgb=(e,t,i)=>{const[a,n,s]=e._rgb,[r,o,l]=t._rgb;return new Color(sqrt$3(pow$5(a,2)*(1-i)+pow$5(r,2)*i),sqrt$3(pow$5(n,2)*(1-i)+pow$5(o,2)*i),sqrt$3(pow$5(s,2)*(1-i)+pow$5(l,2)*i),"rgb")};index.lrgb=lrgb;const lab=(e,t,i)=>{const a=e.lab(),n=t.lab();return new Color(a[0]+i*(n[0]-a[0]),a[1]+i*(n[1]-a[1]),a[2]+i*(n[2]-a[2]),"lab")};index.lab=lab;var interpolate_hsx=(e,t,i,a)=>{let n,s,r,o,l,c,d,h,p,u,m,g;return"hsl"===a?(n=e.hsl(),s=t.hsl()):"hsv"===a?(n=e.hsv(),s=t.hsv()):"hcg"===a?(n=e.hcg(),s=t.hcg()):"hsi"===a?(n=e.hsi(),s=t.hsi()):"lch"===a||"hcl"===a?(a="hcl",n=e.hcl(),s=t.hcl()):"oklch"===a&&(n=e.oklch().reverse(),s=t.oklch().reverse()),"h"!==a.substr(0,1)&&"oklch"!==a||([r,l,d]=n,[o,c,h]=s),isNaN(r)||isNaN(o)?isNaN(r)?isNaN(o)?u=Number.NaN:(u=o,1!=d&&0!=d||"hsv"==a||(p=c)):(u=r,1!=h&&0!=h||"hsv"==a||(p=l)):(g=o>r&&o-r>180?o-(r+360):o<r&&r-o>180?o+360-r:o-r,u=r+i*g),void 0===p&&(p=l+i*(c-l)),m=d+i*(h-d),new Color("oklch"===a?[m,p,u]:[u,p,m],a)};const lch=(e,t,i)=>interpolate_hsx(e,t,i,"lch");index.lch=lch,index.hcl=lch;const num2rgb=e=>{if("number"==type(e)&&e>=0&&e<=16777215)return[e>>16,e>>8&255,255&e,1];throw new Error("unknown num color: "+e)},rgb2num=(...e)=>{const[t,i,a]=unpack(e,"rgb");return(t<<16)+(i<<8)+a};Color.prototype.num=function(){return rgb2num(this._rgb)};const num$1=(...e)=>new Color(...e,"num");Object.assign(chroma,{num:num$1}),input.format.num=num2rgb,input.autodetect.push({p:5,test:(...e)=>{if(1===e.length&&"number"===type(e[0])&&e[0]>=0&&e[0]<=16777215)return"num"}});const num=(e,t,i)=>{const a=e.num(),n=t.num();return new Color(a+i*(n-a),"num")};index.num=num;const{floor:floor$3}=Math,hcg2rgb=(...e)=>{e=unpack(e,"hcg");let t,i,a,[n,s,r]=e;r*=255;const o=255*s;if(0===s)t=i=a=r;else{360===n&&(n=0),n>360&&(n-=360),n<0&&(n+=360),n/=60;const e=floor$3(n),l=n-e,c=r*(1-s),d=c+o*(1-l),h=c+o*l,p=c+o;switch(e){case 0:[t,i,a]=[p,h,c];break;case 1:[t,i,a]=[d,p,c];break;case 2:[t,i,a]=[c,p,h];break;case 3:[t,i,a]=[c,d,p];break;case 4:[t,i,a]=[h,c,p];break;case 5:[t,i,a]=[p,c,d]}}return[t,i,a,e.length>3?e[3]:1]},rgb2hcg=(...e)=>{const[t,i,a]=unpack(e,"rgb"),n=min$3(t,i,a),s=max$3(t,i,a),r=s-n,o=100*r/255,l=n/(255-r)*100;let c;return 0===r?c=Number.NaN:(t===s&&(c=(i-a)/r),i===s&&(c=2+(a-t)/r),a===s&&(c=4+(t-i)/r),c*=60,c<0&&(c+=360)),[c,o,l]};Color.prototype.hcg=function(){return rgb2hcg(this._rgb)};const hcg$1=(...e)=>new Color(...e,"hcg");chroma.hcg=hcg$1,input.format.hcg=hcg2rgb,input.autodetect.push({p:1,test:(...e)=>{if("array"===type(e=unpack(e,"hcg"))&&3===e.length)return"hcg"}});const hcg=(e,t,i)=>interpolate_hsx(e,t,i,"hcg");index.hcg=hcg;const{cos:cos$3}=Math,hsi2rgb=(...e)=>{e=unpack(e,"hsi");let t,i,a,[n,s,r]=e;return isNaN(n)&&(n=0),isNaN(s)&&(s=0),n>360&&(n-=360),n<0&&(n+=360),n/=360,n<1/3?(a=(1-s)/3,t=(1+s*cos$3(TWOPI*n)/cos$3(PITHIRD-TWOPI*n))/3,i=1-(a+t)):n<2/3?(n-=1/3,t=(1-s)/3,i=(1+s*cos$3(TWOPI*n)/cos$3(PITHIRD-TWOPI*n))/3,a=1-(t+i)):(n-=2/3,i=(1-s)/3,a=(1+s*cos$3(TWOPI*n)/cos$3(PITHIRD-TWOPI*n))/3,t=1-(i+a)),t=limit(r*t*3),i=limit(r*i*3),a=limit(r*a*3),[255*t,255*i,255*a,e.length>3?e[3]:1]},{min:min$2,sqrt:sqrt$2,acos:acos}=Math,rgb2hsi=(...e)=>{let t,[i,a,n]=unpack(e,"rgb");i/=255,a/=255,n/=255;const s=min$2(i,a,n),r=(i+a+n)/3,o=r>0?1-s/r:0;return 0===o?t=NaN:(t=(i-a+(i-n))/2,t/=sqrt$2((i-a)*(i-a)+(i-n)*(a-n)),t=acos(t),n>a&&(t=TWOPI-t),t/=TWOPI),[360*t,o,r]};Color.prototype.hsi=function(){return rgb2hsi(this._rgb)};const hsi$1=(...e)=>new Color(...e,"hsi");chroma.hsi=hsi$1,input.format.hsi=hsi2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"hsi"))&&3===e.length)return"hsi"}});const hsi=(e,t,i)=>interpolate_hsx(e,t,i,"hsi");index.hsi=hsi;const hsl2rgb=(...e)=>{e=unpack(e,"hsl");const[t,i,a]=e;let n,s,r;if(0===i)n=s=r=255*a;else{const e=[0,0,0],o=[0,0,0],l=a<.5?a*(1+i):a+i-a*i,c=2*a-l,d=t/360;e[0]=d+1/3,e[1]=d,e[2]=d-1/3;for(let t=0;t<3;t++)e[t]<0&&(e[t]+=1),e[t]>1&&(e[t]-=1),6*e[t]<1?o[t]=c+6*(l-c)*e[t]:2*e[t]<1?o[t]=l:3*e[t]<2?o[t]=c+(l-c)*(2/3-e[t])*6:o[t]=c;[n,s,r]=[255*o[0],255*o[1],255*o[2]]}return e.length>3?[n,s,r,e[3]]:[n,s,r,1]},rgb2hsl$1=(...e)=>{e=unpack(e,"rgba");let[t,i,a]=e;t/=255,i/=255,a/=255;const n=min$3(t,i,a),s=max$3(t,i,a),r=(s+n)/2;let o,l;return s===n?(o=0,l=Number.NaN):o=r<.5?(s-n)/(s+n):(s-n)/(2-s-n),t==s?l=(i-a)/(s-n):i==s?l=2+(a-t)/(s-n):a==s&&(l=4+(t-i)/(s-n)),l*=60,l<0&&(l+=360),e.length>3&&void 0!==e[3]?[l,o,r,e[3]]:[l,o,r]};Color.prototype.hsl=function(){return rgb2hsl$1(this._rgb)};const hsl$1=(...e)=>new Color(...e,"hsl");chroma.hsl=hsl$1,input.format.hsl=hsl2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"hsl"))&&3===e.length)return"hsl"}});const hsl=(e,t,i)=>interpolate_hsx(e,t,i,"hsl");index.hsl=hsl;const{floor:floor$2}=Math,hsv2rgb=(...e)=>{e=unpack(e,"hsv");let t,i,a,[n,s,r]=e;if(r*=255,0===s)t=i=a=r;else{360===n&&(n=0),n>360&&(n-=360),n<0&&(n+=360),n/=60;const e=floor$2(n),o=n-e,l=r*(1-s),c=r*(1-s*o),d=r*(1-s*(1-o));switch(e){case 0:[t,i,a]=[r,d,l];break;case 1:[t,i,a]=[c,r,l];break;case 2:[t,i,a]=[l,r,d];break;case 3:[t,i,a]=[l,c,r];break;case 4:[t,i,a]=[d,l,r];break;case 5:[t,i,a]=[r,l,c]}}return[t,i,a,e.length>3?e[3]:1]},{min:min$1,max:max$2}=Math,rgb2hsl=(...e)=>{e=unpack(e,"rgb");let[t,i,a]=e;const n=min$1(t,i,a),s=max$2(t,i,a),r=s-n;let o,l,c;return c=s/255,0===s?(o=Number.NaN,l=0):(l=r/s,t===s&&(o=(i-a)/r),i===s&&(o=2+(a-t)/r),a===s&&(o=4+(t-i)/r),o*=60,o<0&&(o+=360)),[o,l,c]};Color.prototype.hsv=function(){return rgb2hsl(this._rgb)};const hsv$1=(...e)=>new Color(...e,"hsv");chroma.hsv=hsv$1,input.format.hsv=hsv2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"hsv"))&&3===e.length)return"hsv"}});const hsv=(e,t,i)=>interpolate_hsx(e,t,i,"hsv");function multiplyMatrices(e,t){let i=e.length;Array.isArray(e[0])||(e=[e]),Array.isArray(t[0])||(t=t.map((e=>[e])));let a=t[0].length,n=t[0].map(((e,i)=>t.map((e=>e[i])))),s=e.map((e=>n.map((t=>Array.isArray(e)?e.reduce(((e,i,a)=>e+i*(t[a]||0)),0):t.reduce(((t,i)=>t+i*e),0)))));return 1===i&&(s=s[0]),1===a?s.map((e=>e[0])):s}index.hsv=hsv;const oklab2rgb=(...e)=>{e=unpack(e,"lab");const[t,i,a,...n]=e,[s,r,o]=OKLab_to_XYZ([t,i,a]),[l,c,d]=xyz2rgb(s,r,o);return[l,c,d,...n.length>0&&n[0]<1?[n[0]]:[]]};function OKLab_to_XYZ(e){var t=multiplyMatrices([[1,.3963377773761749,.2158037573099136],[1,-.1055613458156586,-.0638541728258133],[1,-.0894841775298119,-1.2914855480194092]],e);return multiplyMatrices([[1.2268798758459243,-.5578149944602171,.2813910456659647],[-.0405757452148008,1.112286803280317,-.0717110580655164],[-.0763729366746601,-.4214933324022432,1.5869240198367816]],t.map((e=>e**3)))}const rgb2oklab=(...e)=>{const[t,i,a,...n]=unpack(e,"rgb");return[...XYZ_to_OKLab(rgb2xyz(t,i,a)),...n.length>0&&n[0]<1?[n[0]]:[]]};function XYZ_to_OKLab(e){const t=multiplyMatrices([[.819022437996703,.3619062600528904,-.1288737815209879],[.0329836539323885,.9292868615863434,.0361446663506424],[.0481771893596242,.2642395317527308,.6335478284694309]],e);return multiplyMatrices([[.210454268309314,.7936177747023054,-.0040720430116193],[1.9779985324311684,-2.42859224204858,.450593709617411],[.0259040424655478,.7827717124575296,-.8086757549230774]],t.map((e=>Math.cbrt(e))))}Color.prototype.oklab=function(){return rgb2oklab(this._rgb)};const oklab$1=(...e)=>new Color(...e,"oklab");Object.assign(chroma,{oklab:oklab$1}),input.format.oklab=oklab2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"oklab"))&&3===e.length)return"oklab"}});const oklab=(e,t,i)=>{const a=e.oklab(),n=t.oklab();return new Color(a[0]+i*(n[0]-a[0]),a[1]+i*(n[1]-a[1]),a[2]+i*(n[2]-a[2]),"oklab")};index.oklab=oklab;const oklch$1=(e,t,i)=>interpolate_hsx(e,t,i,"oklch");index.oklch=oklch$1;const{pow:pow$4,sqrt:sqrt$1,PI:PI$1,cos:cos$2,sin:sin$2,atan2:atan2$1}=Math;var average=(e,t="lrgb",i=null)=>{const a=e.length;i||(i=Array.from(new Array(a)).map((()=>1)));const n=a/i.reduce((function(e,t){return e+t}));if(i.forEach(((e,t)=>{i[t]*=n})),e=e.map((e=>new Color(e))),"lrgb"===t)return _average_lrgb(e,i);const s=e.shift(),r=s.get(t),o=[];let l=0,c=0;for(let e=0;e<r.length;e++)if(r[e]=(r[e]||0)*i[0],o.push(isNaN(r[e])?0:i[0]),"h"===t.charAt(e)&&!isNaN(r[e])){const t=r[e]/180*PI$1;l+=cos$2(t)*i[0],c+=sin$2(t)*i[0]}let d=s.alpha()*i[0];e.forEach(((e,a)=>{const n=e.get(t);d+=e.alpha()*i[a+1];for(let e=0;e<r.length;e++)if(!isNaN(n[e]))if(o[e]+=i[a+1],"h"===t.charAt(e)){const t=n[e]/180*PI$1;l+=cos$2(t)*i[a+1],c+=sin$2(t)*i[a+1]}else r[e]+=n[e]*i[a+1]}));for(let e=0;e<r.length;e++)if("h"===t.charAt(e)){let t=atan2$1(c/o[e],l/o[e])/PI$1*180;for(;t<0;)t+=360;for(;t>=360;)t-=360;r[e]=t}else r[e]=r[e]/o[e];return d/=a,new Color(r,t).alpha(d>.99999?1:d,!0)};const _average_lrgb=(e,t)=>{const i=e.length,a=[0,0,0,0];for(let n=0;n<e.length;n++){const s=e[n],r=t[n]/i,o=s._rgb;a[0]+=pow$4(o[0],2)*r,a[1]+=pow$4(o[1],2)*r,a[2]+=pow$4(o[2],2)*r,a[3]+=o[3]*r}return a[0]=sqrt$1(a[0]),a[1]=sqrt$1(a[1]),a[2]=sqrt$1(a[2]),a[3]>.9999999&&(a[3]=1),new Color(clip_rgb(a))},{pow:pow$3}=Math;function scale(e){let t="rgb",i=chroma("#ccc"),a=0,n=[0,1],s=[],r=[0,0],o=!1,l=[],c=!1,d=0,h=1,p=!1,u={},m=!0,g=1;const f=function(e){if((e=e||["#fff","#000"])&&"string"===type(e)&&chroma.brewer&&chroma.brewer[e.toLowerCase()]&&(e=chroma.brewer[e.toLowerCase()]),"array"===type(e)){1===e.length&&(e=[e[0],e[0]]),e=e.slice(0);for(let t=0;t<e.length;t++)e[t]=chroma(e[t]);s.length=0;for(let t=0;t<e.length;t++)s.push(t/(e.length-1))}return w(),l=e};let b=e=>e,U=e=>e;const E=function(e,a){let n,c;if(null==a&&(a=!1),isNaN(e)||null===e)return i;if(a)c=e;else if(o&&o.length>2){const t=function(e){if(null!=o){const t=o.length-1;let i=0;for(;i<t&&e>=o[i];)i++;return i-1}return 0}(e);c=t/(o.length-2)}else c=h!==d?(e-d)/(h-d):1;c=U(c),a||(c=b(c)),1!==g&&(c=pow$3(c,g)),c=r[0]+c*(1-r[0]-r[1]),c=limit(c,0,1);const p=Math.floor(1e4*c);if(m&&u[p])n=u[p];else{if("array"===type(l))for(let e=0;e<s.length;e++){const i=s[e];if(c<=i){n=l[e];break}if(c>=i&&e===s.length-1){n=l[e];break}if(c>i&&c<s[e+1]){c=(c-i)/(s[e+1]-i),n=chroma.interpolate(l[e],l[e+1],c,t);break}}else"function"===type(l)&&(n=l(c));m&&(u[p]=n)}return n};var w=()=>u={};f(e);const y=function(e){const t=chroma(E(e));return c&&t[c]?t[c]():t};return y.classes=function(e){if(null!=e){if("array"===type(e))o=e,n=[e[0],e[e.length-1]];else{const t=chroma.analyze(n);o=0===e?[t.min,t.max]:chroma.limits(t,"e",e)}return y}return o},y.domain=function(e){if(!arguments.length)return n;d=e[0],h=e[e.length-1],s=[];const t=l.length;if(e.length===t&&d!==h)for(let t of Array.from(e))s.push((t-d)/(h-d));else{for(let e=0;e<t;e++)s.push(e/(t-1));if(e.length>2){const t=e.map(((t,i)=>i/(e.length-1))),i=e.map((e=>(e-d)/(h-d)));i.every(((e,i)=>t[i]===e))||(U=e=>{if(e<=0||e>=1)return e;let a=0;for(;e>=i[a+1];)a++;const n=(e-i[a])/(i[a+1]-i[a]);return t[a]+n*(t[a+1]-t[a])})}}return n=[d,h],y},y.mode=function(e){return 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i>a?(i+.05)/(a+.05):(a+.05)/(i+.05)};const W_offset=.027,P_in=5e-4,P_out=.1,R_scale=1.14,B_threshold=.022,B_exp=1.414;var contrastAPCA=(e,t)=>{e=new Color(e),t=new Color(t),e.alpha()<1&&(e=mix(t,e,e.alpha(),"rgb"));const i=lum(...e.rgb()),a=lum(...t.rgb()),n=i>=B_threshold?i:i+Math.pow(B_threshold-i,B_exp),s=a>=B_threshold?a:a+Math.pow(B_threshold-a,B_exp),r=Math.pow(s,.56)-Math.pow(n,.57),o=Math.pow(s,.65)-Math.pow(n,.62),l=Math.abs(s-n)<P_in?0:n<s?r*R_scale:o*R_scale;return 100*(Math.abs(l)<P_out?0:l>0?l-W_offset:l+W_offset)};function lum(e,t,i){return.2126729*Math.pow(e/255,2.4)+.7151522*Math.pow(t/255,2.4)+.072175*Math.pow(i/255,2.4)}const{sqrt:sqrt,pow:pow,min:min,max:max$1,atan2:atan2,abs:abs,cos:cos,sin:sin,exp:exp,PI:PI}=Math;function deltaE(e,t,i=1,a=1,n=1){var s=function(e){return 360*e/(2*PI)},r=function(e){return 2*PI*e/360};e=new Color(e),t=new 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Color(...e),!0}catch(e){return!1}},scales={cool:()=>scale([chroma.hsl(180,1,.9),chroma.hsl(250,.7,.4)]),hot:()=>scale(["#000","#f00","#ff0","#fff"]).mode("rgb")};const colorbrewer={OrRd:["#fff7ec","#fee8c8","#fdd49e","#fdbb84","#fc8d59","#ef6548","#d7301f","#b30000","#7f0000"],PuBu:["#fff7fb","#ece7f2","#d0d1e6","#a6bddb","#74a9cf","#3690c0","#0570b0","#045a8d","#023858"],BuPu:["#f7fcfd","#e0ecf4","#bfd3e6","#9ebcda","#8c96c6","#8c6bb1","#88419d","#810f7c","#4d004b"],Oranges:["#fff5eb","#fee6ce","#fdd0a2","#fdae6b","#fd8d3c","#f16913","#d94801","#a63603","#7f2704"],BuGn:["#f7fcfd","#e5f5f9","#ccece6","#99d8c9","#66c2a4","#41ae76","#238b45","#006d2c","#00441b"],YlOrBr:["#ffffe5","#fff7bc","#fee391","#fec44f","#fe9929","#ec7014","#cc4c02","#993404","#662506"],YlGn:["#ffffe5","#f7fcb9","#d9f0a3","#addd8e","#78c679","#41ab5d","#238443","#006837","#004529"],Reds:["#fff5f0","#fee0d2","#fcbba1","#fc9272","#fb6a4a","#ef3b2c","#cb181d","#a50f15","#67000d"],RdPu:["#fff7f3","#fde0dd","#fcc5c0","#fa9fb5","#f768a1","#dd3497","#ae017e","#7a0177","#49006a"],Greens:["#f7fcf5","#e5f5e0","#c7e9c0","#a1d99b","#74c476","#41ab5d","#238b45","#006d2c","#00441b"],YlGnBu:["#ffffd9","#edf8b1","#c7e9b4","#7fcdbb","#41b6c4","#1d91c0","#225ea8","#253494","#081d58"],Purples:["#fcfbfd","#efedf5","#dadaeb","#bcbddc","#9e9ac8","#807dba","#6a51a3","#54278f","#3f007d"],GnBu:["#f7fcf0","#e0f3db","#ccebc5","#a8ddb5","#7bccc4","#4eb3d3","#2b8cbe","#0868ac","#084081"],Greys:["#ffffff","#f0f0f0","#d9d9d9","#bdbdbd","#969696","#737373","#525252","#252525","#000000"],YlOrRd:["#ffffcc","#ffeda0","#fed976","#feb24c","#fd8d3c","#fc4e2a","#e31a1c","#bd0026","#800026"],PuRd:["#f7f4f9","#e7e1ef","#d4b9da","#c994c7","#df65b0","#e7298a","#ce1256","#980043","#67001f"],Blues:["#f7fbff","#deebf7","#c6dbef","#9ecae1","#6baed6","#4292c6","#2171b5","#08519c","#08306b"],PuBuGn:["#fff7fb","#ece2f0","#d0d1e6","#a6bddb","#67a9cf","#3690c0","#02818a","#016c59","#014636"],Viridis:["#440154","#482777","#3f4a8a","#31678e","#26838f","#1f9d8a","#6cce5a","#b6de2b","#fee825"],Spectral:["#9e0142","#d53e4f","#f46d43","#fdae61","#fee08b","#ffffbf","#e6f598","#abdda4","#66c2a5","#3288bd","#5e4fa2"],RdYlGn:["#a50026","#d73027","#f46d43","#fdae61","#fee08b","#ffffbf","#d9ef8b","#a6d96a","#66bd63","#1a9850","#006837"],RdBu:["#67001f","#b2182b","#d6604d","#f4a582","#fddbc7","#f7f7f7","#d1e5f0","#92c5de","#4393c3","#2166ac","#053061"],PiYG:["#8e0152","#c51b7d","#de77ae","#f1b6da","#fde0ef","#f7f7f7","#e6f5d0","#b8e186","#7fbc41","#4d9221","#276419"],PRGn:["#40004b","#762a83","#9970ab","#c2a5cf","#e7d4e8","#f7f7f7","#d9f0d3","#a6dba0","#5aae61","#1b7837","#00441b"],RdYlBu:["#a50026","#d73027","#f46d43","#fdae61","#fee090","#ffffbf","#e0f3f8","#abd9e9","#74add1","#4575b4","#313695"],BrBG:["#543005","#8c510a","#bf812d","#dfc27d","#f6e8c3","#f5f5f5","#c7eae5","#80cdc1","#35978f","#01665e","#003c30"],RdGy:["#67001f","#b2182b","#d6604d","#f4a582","#fddbc7","#ffffff","#e0e0e0","#bababa","#878787","#4d4d4d","#1a1a1a"],PuOr:["#7f3b08","#b35806","#e08214","#fdb863","#fee0b6","#f7f7f7","#d8daeb","#b2abd2","#8073ac","#542788","#2d004b"],Set2:["#66c2a5","#fc8d62","#8da0cb","#e78ac3","#a6d854","#ffd92f","#e5c494","#b3b3b3"],Accent:["#7fc97f","#beaed4","#fdc086","#ffff99","#386cb0","#f0027f","#bf5b17","#666666"],Set1:["#e41a1c","#377eb8","#4daf4a","#984ea3","#ff7f00","#ffff33","#a65628","#f781bf","#999999"],Set3:["#8dd3c7","#ffffb3","#bebada","#fb8072","#80b1d3","#fdb462","#b3de69","#fccde5","#d9d9d9","#bc80bd","#ccebc5","#ffed6f"],Dark2:["#1b9e77","#d95f02","#7570b3","#e7298a","#66a61e","#e6ab02","#a6761d","#666666"],Paired:["#a6cee3","#1f78b4","#b2df8a","#33a02c","#fb9a99","#e31a1c","#fdbf6f","#ff7f00","#cab2d6","#6a3d9a","#ffff99","#b15928"],Pastel2:["#b3e2cd","#fdcdac","#cbd5e8","#f4cae4","#e6f5c9","#fff2ae","#f1e2cc","#cccccc"],Pastel1:["#fbb4ae","#b3cde3","#ccebc5","#decbe4","#fed9a6","#ffffcc","#e5d8bd","#fddaec","#f2f2f2"]},colorbrewerTypes=Object.keys(colorbrewer),typeMap=new Map(colorbrewerTypes.map((e=>[e.toLowerCase(),e]))),colorbrewerProxy="function"==typeof Proxy?new Proxy(colorbrewer,{get(e,t){const i=t.toLowerCase();if(typeMap.has(i))return e[typeMap.get(i)]},getOwnPropertyNames:()=>Object.getOwnPropertyNames(colorbrewerTypes)}):colorbrewer,cmyk2rgb=(...e)=>{e=unpack(e,"cmyk");const[t,i,a,n]=e,s=e.length>4?e[4]:1;return 1===n?[0,0,0,s]:[t>=1?0:255*(1-t)*(1-n),i>=1?0:255*(1-i)*(1-n),a>=1?0:255*(1-a)*(1-n),s]},{max:max}=Math,rgb2cmyk=(...e)=>{let[t,i,a]=unpack(e,"rgb");t/=255,i/=255,a/=255;const n=1-max(t,max(i,a)),s=n<1?1/(1-n):0;return[(1-t-n)*s,(1-i-n)*s,(1-a-n)*s,n]};Color.prototype.cmyk=function(){return rgb2cmyk(this._rgb)};const cmyk=(...e)=>new Color(...e,"cmyk");Object.assign(chroma,{cmyk:cmyk}),input.format.cmyk=cmyk2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"cmyk"))&&4===e.length)return"cmyk"}});const hsl2css=(...e)=>{const t=unpack(e,"hsla");let i=last(e)||"lsa";return t[0]=rnd2(t[0]||0)+"deg",t[1]=rnd2(100*t[1])+"%",t[2]=rnd2(100*t[2])+"%","hsla"===i||t.length>3&&t[3]<1?(t[3]="/ "+(t.length>3?t[3]:1),i="hsla"):t.length=3,`${i.substr(0,3)}(${t.join(" ")})`},lab2css=(...e)=>{const t=unpack(e,"lab");let i=last(e)||"lab";return t[0]=rnd2(t[0])+"%",t[1]=rnd2(t[1]),t[2]=rnd2(t[2]),"laba"===i||t.length>3&&t[3]<1?t[3]="/ "+(t.length>3?t[3]:1):t.length=3,`lab(${t.join(" ")})`},lch2css=(...e)=>{const t=unpack(e,"lch");let i=last(e)||"lab";return t[0]=rnd2(t[0])+"%",t[1]=rnd2(t[1]),t[2]=isNaN(t[2])?"none":rnd2(t[2])+"deg","lcha"===i||t.length>3&&t[3]<1?t[3]="/ "+(t.length>3?t[3]:1):t.length=3,`lch(${t.join(" ")})`},oklab2css=(...e)=>{const t=unpack(e,"lab");return t[0]=rnd2(100*t[0])+"%",t[1]=rnd3(t[1]),t[2]=rnd3(t[2]),t.length>3&&t[3]<1?t[3]="/ "+(t.length>3?t[3]:1):t.length=3,`oklab(${t.join(" ")})`},rgb2oklch=(...e)=>{const[t,i,a,...n]=unpack(e,"rgb"),[s,r,o]=rgb2oklab(t,i,a),[l,c,d]=lab2lch(s,r,o);return[l,c,d,...n.length>0&&n[0]<1?[n[0]]:[]]},oklch2css=(...e)=>{const t=unpack(e,"lch");return t[0]=rnd2(100*t[0])+"%",t[1]=rnd3(t[1]),t[2]=isNaN(t[2])?"none":rnd2(t[2])+"deg",t.length>3&&t[3]<1?t[3]="/ "+(t.length>3?t[3]:1):t.length=3,`oklch(${t.join(" ")})`},{round:round$2}=Math,rgb2css=(...e)=>{const t=unpack(e,"rgba");let i=last(e)||"rgb";if("hsl"===i.substr(0,3))return hsl2css(rgb2hsl$1(t),i);if("lab"===i.substr(0,3)){const e=getLabWhitePoint();setLabWhitePoint("d50");const a=lab2css(rgb2lab(t),i);return setLabWhitePoint(e),a}if("lch"===i.substr(0,3)){const e=getLabWhitePoint();setLabWhitePoint("d50");const a=lch2css(rgb2lch(t),i);return setLabWhitePoint(e),a}return"oklab"===i.substr(0,5)?oklab2css(rgb2oklab(t)):"oklch"===i.substr(0,5)?oklch2css(rgb2oklch(t)):(t[0]=round$2(t[0]),t[1]=round$2(t[1]),t[2]=round$2(t[2]),("rgba"===i||t.length>3&&t[3]<1)&&(t[3]="/ "+(t.length>3?t[3]:1),i="rgba"),`${i.substr(0,3)}(${t.slice(0,"rgb"===i?3:4).join(" ")})`)},oklch2rgb=(...e)=>{e=unpack(e,"lch");const[t,i,a,...n]=e,[s,r,o]=lch2lab(t,i,a),[l,c,d]=oklab2rgb(s,r,o);return[l,c,d,...n.length>0&&n[0]<1?[n[0]]:[]]},INT_OR_PCT=/((?:-?\d+)|(?:-?\d+(?:\.\d+)?)%|none)/.source,FLOAT_OR_PCT=/((?:-?(?:\d+(?:\.\d*)?|\.\d+)%?)|none)/.source,PCT=/((?:-?(?:\d+(?:\.\d*)?|\.\d+)%)|none)/.source,RE_S=/\s*/.source,SEP=/\s+/.source,COMMA=/\s*,\s*/.source,ANLGE=/((?:-?(?:\d+(?:\.\d*)?|\.\d+)(?:deg)?)|none)/.source,ALPHA=/\s*(?:\/\s*((?:[01]|[01]?\.\d+)|\d+(?:\.\d+)?%))?/.source,RE_RGB=new RegExp("^rgba?\\("+RE_S+[INT_OR_PCT,INT_OR_PCT,INT_OR_PCT].join(SEP)+ALPHA+"\\)$"),RE_RGB_LEGACY=new RegExp("^rgb\\("+RE_S+[INT_OR_PCT,INT_OR_PCT,INT_OR_PCT].join(COMMA)+RE_S+"\\)$"),RE_RGBA_LEGACY=new RegExp("^rgba\\("+RE_S+[INT_OR_PCT,INT_OR_PCT,INT_OR_PCT,FLOAT_OR_PCT].join(COMMA)+RE_S+"\\)$"),RE_HSL=new RegExp("^hsla?\\("+RE_S+[ANLGE,PCT,PCT].join(SEP)+ALPHA+"\\)$"),RE_HSL_LEGACY=new RegExp("^hsl?\\("+RE_S+[ANLGE,PCT,PCT].join(COMMA)+RE_S+"\\)$"),RE_HSLA_LEGACY=/^hsla\(\s*(-?\d+(?:\.\d+)?),\s*(-?\d+(?:\.\d+)?)%\s*,\s*(-?\d+(?:\.\d+)?)%\s*,\s*([01]|[01]?\.\d+)\)$/,RE_LAB=new RegExp("^lab\\("+RE_S+[FLOAT_OR_PCT,FLOAT_OR_PCT,FLOAT_OR_PCT].join(SEP)+ALPHA+"\\)$"),RE_LCH=new RegExp("^lch\\("+RE_S+[FLOAT_OR_PCT,FLOAT_OR_PCT,ANLGE].join(SEP)+ALPHA+"\\)$"),RE_OKLAB=new RegExp("^oklab\\("+RE_S+[FLOAT_OR_PCT,FLOAT_OR_PCT,FLOAT_OR_PCT].join(SEP)+ALPHA+"\\)$"),RE_OKLCH=new RegExp("^oklch\\("+RE_S+[FLOAT_OR_PCT,FLOAT_OR_PCT,ANLGE].join(SEP)+ALPHA+"\\)$"),{round:round$1}=Math,roundRGB=e=>e.map(((e,t)=>t<=2?limit(round$1(e),0,255):e)),percentToAbsolute=(e,t=0,i=100,a=!1)=>("string"==typeof e&&e.endsWith("%")&&(e=parseFloat(e.substring(0,e.length-1))/100,e=a?t+.5*(e+1)*(i-t):t+e*(i-t)),+e),noneToValue=(e,t)=>"none"===e?t:e,css2rgb=e=>{if("transparent"===(e=e.toLowerCase().trim()))return[0,0,0,0];let t;if(input.format.named)try{return input.format.named(e)}catch(e){}if((t=e.match(RE_RGB))||(t=e.match(RE_RGB_LEGACY))){let e=t.slice(1,4);for(let t=0;t<3;t++)e[t]=+percentToAbsolute(noneToValue(e[t],0),0,255);e=roundRGB(e);const i=void 0!==t[4]?+percentToAbsolute(t[4],0,1):1;return e[3]=i,e}if(t=e.match(RE_RGBA_LEGACY)){const e=t.slice(1,5);for(let t=0;t<4;t++)e[t]=+percentToAbsolute(e[t],0,255);return e}if((t=e.match(RE_HSL))||(t=e.match(RE_HSL_LEGACY))){const e=t.slice(1,4);e[0]=+noneToValue(e[0].replace("deg",""),0),e[1]=.01*+percentToAbsolute(noneToValue(e[1],0),0,100),e[2]=.01*+percentToAbsolute(noneToValue(e[2],0),0,100);const i=roundRGB(hsl2rgb(e)),a=void 0!==t[4]?+percentToAbsolute(t[4],0,1):1;return i[3]=a,i}if(t=e.match(RE_HSLA_LEGACY)){const e=t.slice(1,4);e[1]*=.01,e[2]*=.01;const i=hsl2rgb(e);for(let e=0;e<3;e++)i[e]=round$1(i[e]);return i[3]=+t[4],i}if(t=e.match(RE_LAB)){const e=t.slice(1,4);e[0]=percentToAbsolute(noneToValue(e[0],0),0,100),e[1]=percentToAbsolute(noneToValue(e[1],0),-125,125,!0),e[2]=percentToAbsolute(noneToValue(e[2],0),-125,125,!0);const i=getLabWhitePoint();setLabWhitePoint("d50");const a=roundRGB(lab2rgb(e));setLabWhitePoint(i);const n=void 0!==t[4]?+percentToAbsolute(t[4],0,1):1;return a[3]=n,a}if(t=e.match(RE_LCH)){const e=t.slice(1,4);e[0]=percentToAbsolute(e[0],0,100),e[1]=percentToAbsolute(noneToValue(e[1],0),0,150,!1),e[2]=+noneToValue(e[2].replace("deg",""),0);const i=getLabWhitePoint();setLabWhitePoint("d50");const a=roundRGB(lch2rgb(e));setLabWhitePoint(i);const n=void 0!==t[4]?+percentToAbsolute(t[4],0,1):1;return a[3]=n,a}if(t=e.match(RE_OKLAB)){const e=t.slice(1,4);e[0]=percentToAbsolute(noneToValue(e[0],0),0,1),e[1]=percentToAbsolute(noneToValue(e[1],0),-.4,.4,!0),e[2]=percentToAbsolute(noneToValue(e[2],0),-.4,.4,!0);const i=roundRGB(oklab2rgb(e)),a=void 0!==t[4]?+percentToAbsolute(t[4],0,1):1;return i[3]=a,i}if(t=e.match(RE_OKLCH)){const e=t.slice(1,4);e[0]=percentToAbsolute(noneToValue(e[0],0),0,1),e[1]=percentToAbsolute(noneToValue(e[1],0),0,.4,!1),e[2]=+noneToValue(e[2].replace("deg",""),0);const i=roundRGB(oklch2rgb(e)),a=void 0!==t[4]?+percentToAbsolute(t[4],0,1):1;return i[3]=a,i}};css2rgb.test=e=>RE_RGB.test(e)||RE_HSL.test(e)||RE_LAB.test(e)||RE_LCH.test(e)||RE_OKLAB.test(e)||RE_OKLCH.test(e)||RE_RGB_LEGACY.test(e)||RE_RGBA_LEGACY.test(e)||RE_HSL_LEGACY.test(e)||RE_HSLA_LEGACY.test(e)||"transparent"===e,Color.prototype.css=function(e){return rgb2css(this._rgb,e)};const css=(...e)=>new Color(...e,"css");chroma.css=css,input.format.css=css2rgb,input.autodetect.push({p:5,test:(e,...t)=>{if(!t.length&&"string"===type(e)&&css2rgb.test(e))return"css"}}),input.format.gl=(...e)=>{const t=unpack(e,"rgba");return t[0]*=255,t[1]*=255,t[2]*=255,t};const gl=(...e)=>new Color(...e,"gl");chroma.gl=gl,Color.prototype.gl=function(){const e=this._rgb;return[e[0]/255,e[1]/255,e[2]/255,e[3]]},Color.prototype.hex=function(e){return rgb2hex(this._rgb,e)};const hex=(...e)=>new Color(...e,"hex");chroma.hex=hex,input.format.hex=hex2rgb,input.autodetect.push({p:4,test:(e,...t)=>{if(!t.length&&"string"===type(e)&&[3,4,5,6,7,8,9].indexOf(e.length)>=0)return"hex"}});const{log:log}=Math,temperature2rgb=e=>{const t=e/100;let i,a,n;return t<66?(i=255,a=t<6?0:-155.25485562709179-.44596950469579133*(a=t-2)+104.49216199393888*log(a),n=t<20?0:.8274096064007395*(n=t-10)-254.76935184120902+115.67994401066147*log(n)):(i=351.97690566805693+.114206453784165*(i=t-55)-40.25366309332127*log(i),a=325.4494125711974+.07943456536662342*(a=t-50)-28.0852963507957*log(a),n=255),[i,a,n,1]},{round:round}=Math,rgb2temperature=(...e)=>{const t=unpack(e,"rgb"),i=t[0],a=t[2];let n,s=1e3,r=4e4;for(;r-s>.4;){n=.5*(r+s);const e=temperature2rgb(n);e[2]/e[0]>=a/i?r=n:s=n}return round(n)};Color.prototype.temp=Color.prototype.kelvin=Color.prototype.temperature=function(){return rgb2temperature(this._rgb)};const temp=(...e)=>new Color(...e,"temp");Object.assign(chroma,{temp:temp,kelvin:temp,temperature:temp}),input.format.temp=input.format.kelvin=input.format.temperature=temperature2rgb,Color.prototype.oklch=function(){return rgb2oklch(this._rgb)};const oklch=(...e)=>new Color(...e,"oklch");function hexWithAlpha(e,t){return chroma(e).alpha(t).css()}function has(e,t){return e.hasAttribute(t)}function get(e,t,i){return e.getAttribute(t)||i||""}function getNum(e,t,i){const a=Number(get(e,t));return Number.isNaN(a)?i||0:a}Object.assign(chroma,{oklch:oklch}),input.format.oklch=oklch2rgb,input.autodetect.push({p:2,test:(...e)=>{if("array"===type(e=unpack(e,"oklch"))&&3===e.length)return"oklch"}}),Object.assign(chroma,{analyze:analyze,average:average,bezier:bezier$1,blend:blend,brewer:colorbrewerProxy,Color:Color,colors:w3cx11,contrast:contrast,contrastAPCA:contrastAPCA,cubehelix:cubehelix,deltaE:deltaE,distance:distance$1,input:input,interpolate:mix,limits:limits,mix:mix,random:random$1,scale:scale,scales:scales,valid:valid});const attrHandlers={stroke:({el:e,exVals:t})=>{const i=get(e,"stroke");t.strokeColor=has(e,"stroke-opacity")?hexWithAlpha(i,getNum(e,"stroke-opacity")):i},"stroke-opacity":({el:e,exVals:t})=>{t.strokeColor=hexWithAlpha(get(e,"stroke","#000000"),getNum(e,"stroke-opacity"))},"stroke-width":({el:e,exVals:t})=>{t.strokeWidth=getNum(e,"stroke-width")},fill:({el:e,exVals:t})=>{const i=get(e,"fill");t.backgroundColor="none"===i?"#00000000":i},"fill-opacity":({el:e,exVals:t})=>{t.backgroundColor=hexWithAlpha(get(e,"fill","#000000"),getNum(e,"fill-opacity"))},opacity:({el:e,exVals:t})=>{t.opacity=getNum(e,"opacity",100)}};function presAttrsToElementValues(e){return[...e.attributes].reduce(((t,i)=>{const a=i.name;return Object.keys(attrHandlers).includes(a)&&attrHandlers[a]({el:e,exVals:t}),t}),{})}function filterAttrsToElementValues(e){const t={};return has(e,"x")&&(t.x=getNum(e,"x")),has(e,"y")&&(t.y=getNum(e,"y")),has(e,"width")&&(t.width=getNum(e,"width")),has(e,"height")&&(t.height=getNum(e,"height")),t}function pointsAttrToPoints(e){let t=[];return has(e,"points")&&(t=get(e,"points").split(" ").map((e=>e.split(",").map(parseFloat)))),t}function getGroupAttrs(e){return e.reduce(((e,{element:t})=>({...e,...presAttrsToElementValues(t)})),{})}class Group{id=randomId();element;constructor(e){this.element=e}}function createExElement(){return{id:randomId(),x:0,y:0,strokeColor:"#000000",backgroundColor:"#000000",fillStyle:"solid",strokeWidth:1,strokeStyle:"solid",roundness:null,roughness:0,opacity:100,width:0,height:0,angle:0,seed:randomInteger(),version:0,versionNonce:0,isDeleted:!1,groupIds:[],boundElementIds:null}}function createExRect(){return{...createExElement(),type:"rectangle"}}function createExLine(){return{...createExElement(),type:"line",points:[]}}function createExEllipse(){return{...createExElement(),type:"ellipse"}}function createExDraw(){return{...createExElement(),type:"line",points:[]}}const transformFunctions={matrix:"matrix",matrix3d:"matrix3d",perspective:"perspective",rotate:"rotate",rotate3d:"rotate3d",rotateX:"rotateX",rotateY:"rotateY",rotateZ:"rotateZ",scale:"scale",scale3d:"scale3d",scaleX:"scaleX",scaleY:"scaleY",scaleZ:"scaleZ",skew:"skew",skewX:"skewX",skewY:"skewY",translate:"translate",translate3d:"translate3d",translateX:"translateX",translateY:"translateY",translateZ:"translateZ"},transformFunctionsArr=Object.keys(transformFunctions),defaultUnits={matrix:"",matrix3d:"",perspective:"perspective",rotate:"deg",rotate3d:"deg",rotateX:"deg",rotateY:"deg",rotateZ:"deg",scale:"",scale3d:"",scaleX:"",scaleY:"",scaleZ:"",skew:"skew",skewX:"deg",skewY:"deg",translate:"px",translate3d:"px",translateX:"px",translateY:"px",translateZ:"px"},svgTransformToCSSTransform=e=>{const t=e.match(/(\w+)\(([^)]*)\)/g);if(!t)return"";const i=t.map((e=>{const t=e.split("(")[0];if(!t)throw new Error("Unable to find transform name");if(!transformFunctionsArr.includes(t))throw new Error(`transform function name "${t}" is not valid`);const i=e.match(/([-+]?[0-9]*\.?[0-9]+)([a-z])*/g);if(!i)return{type:t,values:[]};let a=i.map((e=>{const[i,a]=e.matchAll(/([-+]?[0-9]*\.?[0-9]+)|([a-z])*/g);return{unit:a[0]||defaultUnits[t],value:i[0]}}));return a&&"rotate"===t&&a?.length>1&&(a=[a[0]]),{type:t,values:a}})),a=i.map((({type:e,values:t})=>`${e}(${t.map((({unit:e,value:t})=>`${t}${e}`)).join(", ")})`)).join(" ");return a};function getElementMatrix(e){if(e.hasAttribute("transform")){const t=new DOMMatrix(svgTransformToCSSTransform(e.getAttribute("transform")||""));return multiply$1(create$1(),create$1(),t.toFloat32Array())}return create$1()}function getTransformMatrix(e,t){return t.map((({element:e})=>getElementMatrix(e))).concat([getElementMatrix(e)]).reduce(((e,t)=>multiply$1(e,e,t)),create$1())}function transformPoints(e,t){return e.map((([e,i])=>{const[a,n]=transformMat4(create(),fromValues(e,i,1),t);return[a,n]}))}function distance(e,t){return Math.sqrt(distanceSq(e,t))}function distanceSq(e,t){return Math.pow(e[0]-t[0],2)+Math.pow(e[1]-t[1],2)}function distanceToSegmentSq(e,t,i){const a=distanceSq(t,i);if(0===a)return distanceSq(e,t);let n=((e[0]-t[0])*(i[0]-t[0])+(e[1]-t[1])*(i[1]-t[1]))/a;return n=Math.max(0,Math.min(1,n)),distanceSq(e,lerp(t,i,n))}function lerp(e,t,i){return[e[0]+(t[0]-e[0])*i,e[1]+(t[1]-e[1])*i]}function flatness(e,t){const i=e[t+0],a=e[t+1],n=e[t+2],s=e[t+3];let r=3*a[0]-2*i[0]-s[0];r*=r;let o=3*a[1]-2*i[1]-s[1];o*=o;let l=3*n[0]-2*s[0]-i[0];l*=l;let c=3*n[1]-2*s[1]-i[1];return c*=c,r<l&&(r=l),o<c&&(o=c),r+o}function getPointsOnBezierCurveWithSplitting(e,t,i,a){const n=a||[];if(flatness(e,t)<i){const i=e[t+0];n.length?distance(n[n.length-1],i)>1&&n.push(i):n.push(i),n.push(e[t+3])}else{const 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a=normalize(absolutize(parsePath(e))),n=[];let s=[],r=[0,0],o=[];const l=()=>{o.length>=4&&s.push(...pointsOnBezierCurves(o,t)),o=[]},c=()=>{l(),s.length&&(n.push(s),s=[])};for(const{key:e,data:t}of a)switch(e){case"M":c(),r=[t[0],t[1]],s.push(r);break;case"L":l(),s.push([t[0],t[1]]);break;case"C":if(!o.length){const e=s.length?s[s.length-1]:r;o.push([e[0],e[1]])}o.push([t[0],t[1]]),o.push([t[2],t[3]]),o.push([t[4],t[5]]);break;case"Z":l(),s.push([r[0],r[1]])}if(c(),!i)return n;const d=[];for(const e of n){const t=simplify(e,i);t.length&&d.push(t)}return d}const SUPPORTED_TAGS=["svg","path","g","use","circle","ellipse","rect","polyline","polygon","switch"],nodeValidator=e=>SUPPORTED_TAGS.includes(e.tagName)?NodeFilter.FILTER_ACCEPT:NodeFilter.FILTER_REJECT;function createTreeWalker(e){return document.createTreeWalker(e,NodeFilter.SHOW_ALL,{acceptNode:nodeValidator})}const 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c=[],d=randomId();switch(l){case"nonzero":let e="clockwise";c=r.map(((t,i)=>{const r=transformPoints(t,clone(s)),l=r[0][0],c=r[0][1],[h,p]=dimensionsFromPoints(r),u=r.map((([e,t])=>[e-l,t-c])),m=getWindingOrder(u);0===i&&(e=m,d=randomId());let g=o;return e!==m&&(g="#FFFFFF"),{...createExDraw(),strokeWidth:0,strokeColor:"#00000000",...presAttrs(n,a),points:u,backgroundColor:g,width:h,height:p,x:l+getNum(n,"x",0),y:c+getNum(n,"y",0),groupIds:[d]}}));break;case"evenodd":c=r.map(((e,t)=>{const i=transformPoints(e,clone(s)),r=i[0][0],o=i[0][1],[l,c]=dimensionsFromPoints(i),h=i.map((([e,t])=>[e-r,t-o]));return 0===t&&(d=randomId()),{...createExDraw(),...presAttrs(n,a),points:h,width:l,height:c,x:r+getNum(n,"x",0),y:o+getNum(n,"y",0)}}))}i.elements=i.elements.concat(c),walk(e,t.nextNode())}};function walk(e,t){if(!t)return;const i=t.nodeName;walkers[i]&&walkers[i](e)}const svgToExcalidraw=e=>{try{const t=(new DOMParser).parseFromString(e,"image/svg+xml"),i=t.querySelectorAll("parsererror"),a=i.length>0;let n=null;if(a)console.error("There were errors while parsing the given SVG: ",[...i].map((e=>e.innerHTML)));else{const e=createTreeWalker(t),i=new ExcalidrawScene;walk({tw:e,scene:i,groups:[],root:t},e.nextNode()),Boolean(i.elements.find((e=>0!==e.opacity)))||i.elements.forEach((e=>{e.opacity=100})),i.elements.forEach((e=>{e.opacity<=1&&(e.opacity=100)})),n=i.elements}return{hasErrors:a,errors:a?`${[...i].map((e=>e.innerHTML))}`:"",content:n}}catch(e){return console.log(e),{hasErrors:!0,errors:`${e}`,content:[]}}};function BuildLog$1(){var e,t=0,i=!1;function a(t,i){return e.list.push({type:t,data:i?JSON.parse(JSON.stringify(i)):void 0}),e}return e={list:[],segmentId:function(){return t++},checkIntersection:function(e,t){return a("check",{seg1:e,seg2:t})},segmentChop:function(e,t){return a("div_seg",{seg:e,pt:t}),a("chop",{seg:e,pt:t})},statusRemove:function(e){return a("pop_seg",{seg:e})},segmentUpdate:function(e){return a("seg_update",{seg:e})},segmentNew:function(e,t){return a("new_seg",{seg:e,primary:t})},segmentRemove:function(e){return a("rem_seg",{seg:e})},tempStatus:function(e,t,i){return a("temp_status",{seg:e,above:t,below:i})},rewind:function(e){return a("rewind",{seg:e})},status:function(e,t,i){return a("status",{seg:e,above:t,below:i})},vert:function(t){return t===i?e:(i=t,a("vert",{x:t}))},log:function(e){return"string"!=typeof e&&(e=JSON.stringify(e,!1,"  ")),a("log",{txt:e})},reset:function(){return a("reset")},selected:function(e){return a("selected",{segs:e})},chainStart:function(e){return a("chain_start",{seg:e})},chainRemoveHead:function(e,t){return a("chain_rem_head",{index:e,pt:t})},chainRemoveTail:function(e,t){return a("chain_rem_tail",{index:e,pt:t})},chainNew:function(e,t){return a("chain_new",{pt1:e,pt2:t})},chainMatch:function(e){return a("chain_match",{index:e})},chainClose:function(e){return a("chain_close",{index:e})},chainAddHead:function(e,t){return a("chain_add_head",{index:e,pt:t})},chainAddTail:function(e,t){return a("chain_add_tail",{index:e,pt:t})},chainConnect:function(e,t){return a("chain_con",{index1:e,index2:t})},chainReverse:function(e){return a("chain_rev",{index:e})},chainJoin:function(e,t){return a("chain_join",{index1:e,index2:t})},done:function(){return a("done")}},e}var buildLog$1=BuildLog$1;function Epsilon$1(e){"number"!=typeof e&&(e=1e-10);var t={epsilon:function(t){return"number"==typeof t&&(e=t),e},pointAboveOrOnLine:function(t,i,a){var n=i[0],s=i[1],r=a[0],o=a[1],l=t[0];return(r-n)*(t[1]-s)-(o-s)*(l-n)>=-e},pointBetween:function(t,i,a){var n=t[1]-i[1],s=a[0]-i[0],r=t[0]-i[0],o=a[1]-i[1],l=r*s+n*o;return!(l<e||l-(s*s+o*o)>-e)},pointsSameX:function(t,i){return Math.abs(t[0]-i[0])<e},pointsSameY:function(t,i){return Math.abs(t[1]-i[1])<e},pointsSame:function(e,i){return t.pointsSameX(e,i)&&t.pointsSameY(e,i)},pointsCompare:function(e,i){return t.pointsSameX(e,i)?t.pointsSameY(e,i)?0:e[1]<i[1]?-1:1:e[0]<i[0]?-1:1},pointsCollinear:function(t,i,a){var n=t[0]-i[0],s=t[1]-i[1],r=i[0]-a[0],o=i[1]-a[1];return Math.abs(n*o-r*s)<e},linesIntersect:function(t,i,a,n){var s=i[0]-t[0],r=i[1]-t[1],o=n[0]-a[0],l=n[1]-a[1],c=s*l-r*o;if(Math.abs(c)<e)return!1;var d=t[0]-a[0],h=t[1]-a[1],p=(o*h-l*d)/c,u=(s*h-r*d)/c,m={alongA:0,alongB:0,pt:[t[0]+p*s,t[1]+p*r]};return m.alongA=p<=-e?-2:p<e?-1:p-1<=-e?0:p-1<e?1:2,m.alongB=u<=-e?-2:u<e?-1:u-1<=-e?0:u-1<e?1:2,m},pointInsideRegion:function(t,i){for(var a=t[0],n=t[1],s=i[i.length-1][0],r=i[i.length-1][1],o=!1,l=0;l<i.length;l++){var c=i[l][0],d=i[l][1];d-n>e!=r-n>e&&(s-c)*(n-d)/(r-d)+c-a>e&&(o=!o),s=c,r=d}return o}};return t}var epsilon$1=Epsilon$1,LinkedList$1={create:function(){var e={root:{root:!0,next:null},exists:function(t){return null!==t&&t!==e.root},isEmpty:function(){return null===e.root.next},getHead:function(){return e.root.next},insertBefore:function(t,i){for(var a=e.root,n=e.root.next;null!==n;){if(i(n))return t.prev=n.prev,t.next=n,n.prev.next=t,void(n.prev=t);a=n,n=n.next}a.next=t,t.prev=a,t.next=null},findTransition:function(t){for(var i=e.root,a=e.root.next;null!==a&&!t(a);)i=a,a=a.next;return{before:i===e.root?null:i,after:a,insert:function(e){return e.prev=i,e.next=a,i.next=e,null!==a&&(a.prev=e),e}}}};return e},node:function(e){return e.prev=null,e.next=null,e.remove=function(){e.prev.next=e.next,e.next&&(e.next.prev=e.prev),e.prev=null,e.next=null},e}},linkedList=LinkedList$1,LinkedList=linkedList;function Intersecter$1(e,t,i){function a(e,t){return{id:i?i.segmentId():-1,start:e,end:t,myFill:{above:null,below:null},otherFill:null}}function n(e,t,a){return{id:i?i.segmentId():-1,start:e,end:t,myFill:{above:a.myFill.above,below:a.myFill.below},otherFill:null}}var s=LinkedList.create();function r(e,i){s.insertBefore(e,(function(a){return n=e.isStart,s=e.pt,r=i,o=a.isStart,l=a.pt,c=a.other.pt,(0!==(d=t.pointsCompare(s,l))?d:t.pointsSame(r,c)?0:n!==o?n?1:-1:t.pointAboveOrOnLine(r,o?l:c,o?c:l)?1:-1)<0;var n,s,r,o,l,c,d}))}function o(e,t){var i=function(e,t){var i=LinkedList.node({isStart:!0,pt:e.start,seg:e,primary:t,other:null,status:null});return r(i,e.end),i}(e,t);return function(e,t,i){var a=LinkedList.node({isStart:!1,pt:t.end,seg:t,primary:i,other:e,status:null});e.other=a,r(a,e.pt)}(i,e,t),i}function l(e,t){var a=n(t,e.seg.end,e.seg);return function(e,t){i&&i.segmentChop(e.seg,t),e.other.remove(),e.seg.end=t,e.other.pt=t,r(e.other,e.pt)}(e,t),o(a,e.primary)}function c(a,n){var r=LinkedList.create();function o(e){return r.findTransition((function(i){var a,n,s,r,o,l;return a=e,n=i.ev,s=a.seg.start,r=a.seg.end,o=n.seg.start,l=n.seg.end,(t.pointsCollinear(s,o,l)?t.pointsCollinear(r,o,l)||t.pointAboveOrOnLine(r,o,l)?1:-1:t.pointAboveOrOnLine(s,o,l)?1:-1)>0}))}function c(e,a){var n=e.seg,s=a.seg,r=n.start,o=n.end,c=s.start,d=s.end;i&&i.checkIntersection(n,s);var h=t.linesIntersect(r,o,c,d);if(!1===h){if(!t.pointsCollinear(r,o,c))return!1;if(t.pointsSame(r,d)||t.pointsSame(o,c))return!1;var p=t.pointsSame(r,c),u=t.pointsSame(o,d);if(p&&u)return a;var m=!p&&t.pointBetween(r,c,d),g=!u&&t.pointBetween(o,c,d);if(p)return g?l(a,o):l(e,d),a;m&&(u||(g?l(a,o):l(e,d)),l(a,r))}else 0===h.alongA&&(-1===h.alongB?l(e,c):0===h.alongB?l(e,h.pt):1===h.alongB&&l(e,d)),0===h.alongB&&(-1===h.alongA?l(a,r):0===h.alongA?l(a,h.pt):1===h.alongA&&l(a,o));return!1}for(var d=[];!s.isEmpty();){var h=s.getHead();if(i&&i.vert(h.pt[0]),h.isStart){i&&i.segmentNew(h.seg,h.primary);var p=o(h),u=p.before?p.before.ev:null,m=p.after?p.after.ev:null;function w(){if(u){var e=c(h,u);if(e)return e}return!!m&&c(h,m)}i&&i.tempStatus(h.seg,!!u&&u.seg,!!m&&m.seg);var g,f,b=w();if(b)e?(f=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below)&&(b.seg.myFill.above=!b.seg.myFill.above):b.seg.otherFill=h.seg.myFill,i&&i.segmentUpdate(b.seg),h.other.remove(),h.remove();if(s.getHead()!==h){i&&i.rewind(h.seg);continue}e?(f=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below,h.seg.myFill.below=m?m.seg.myFill.above:a,h.seg.myFill.above=f?!h.seg.myFill.below:h.seg.myFill.below):null===h.seg.otherFill&&(g=m?h.primary===m.primary?m.seg.otherFill.above:m.seg.myFill.above:h.primary?n:a,h.seg.otherFill={above:g,below:g}),i&&i.status(h.seg,!!u&&u.seg,!!m&&m.seg),h.other.status=p.insert(LinkedList.node({ev:h}))}else{var U=h.status;if(null===U)throw new Error("PolyBool: Zero-length segment detected; your epsilon is probably too small or too large");if(r.exists(U.prev)&&r.exists(U.next)&&c(U.prev.ev,U.next.ev),i&&i.statusRemove(U.ev.seg),U.remove(),!h.primary){var E=h.seg.myFill;h.seg.myFill=h.seg.otherFill,h.seg.otherFill=E}d.push(h.seg)}s.getHead().remove()}return i&&i.done(),d}return e?{addRegion:function(e){for(var i,n=e[e.length-1],s=0;s<e.length;s++){i=n,n=e[s];var r=t.pointsCompare(i,n);0!==r&&o(a(r<0?i:n,r<0?n:i),!0)}},calculate:function(e){return c(e,!1)}}:{calculate:function(e,t,i,a){return e.forEach((function(e){o(n(e.start,e.end,e),!0)})),i.forEach((function(e){o(n(e.start,e.end,e),!1)})),c(t,a)}}}var intersecter=Intersecter$1;function SegmentChainer$1(e,t,i){var a=[],n=[];return e.forEach((function(e){var s=e.start,r=e.end;if(t.pointsSame(s,r))console.warn("PolyBool: Warning: Zero-length segment detected; your epsilon is probably too small or too large");else{i&&i.chainStart(e);for(var o={index:0,matches_head:!1,matches_pt1:!1},l={index:0,matches_head:!1,matches_pt1:!1},c=o,d=0;d<a.length;d++){var h=(f=a[d])[0];f[1];var p=f[f.length-1];if(f[f.length-2],t.pointsSame(h,s)){if(S(d,!0,!0))break}else if(t.pointsSame(h,r)){if(S(d,!0,!1))break}else if(t.pointsSame(p,s)){if(S(d,!1,!0))break}else if(t.pointsSame(p,r)&&S(d,!1,!1))break}if(c===o)return a.push([s,r]),void(i&&i.chainNew(s,r));if(c===l){i&&i.chainMatch(o.index);var u=o.index,m=o.matches_pt1?r:s,g=o.matches_head,f=a[u],b=g?f[0]:f[f.length-1],U=g?f[1]:f[f.length-2],E=g?f[f.length-1]:f[0],w=g?f[f.length-2]:f[1];return t.pointsCollinear(U,b,m)&&(g?(i&&i.chainRemoveHead(o.index,m),f.shift()):(i&&i.chainRemoveTail(o.index,m),f.pop()),b=U),t.pointsSame(E,m)?(a.splice(u,1),t.pointsCollinear(w,E,b)&&(g?(i&&i.chainRemoveTail(o.index,b),f.pop()):(i&&i.chainRemoveHead(o.index,b),f.shift())),i&&i.chainClose(o.index),void n.push(f)):void(g?(i&&i.chainAddHead(o.index,m),f.unshift(m)):(i&&i.chainAddTail(o.index,m),f.push(m)))}var y=o.index,v=l.index;i&&i.chainConnect(y,v);var T=a[y].length<a[v].length;o.matches_head?l.matches_head?T?(_(y),x(y,v)):(_(v),x(v,y)):x(v,y):l.matches_head?x(y,v):T?(_(y),x(v,y)):(_(v),x(y,v))}function S(e,t,i){return c.index=e,c.matches_head=t,c.matches_pt1=i,c===o?(c=l,!1):(c=null,!0)}function _(e){i&&i.chainReverse(e),a[e].reverse()}function x(e,n){var s=a[e],r=a[n],o=s[s.length-1],l=s[s.length-2],c=r[0],d=r[1];t.pointsCollinear(l,o,c)&&(i&&i.chainRemoveTail(e,o),s.pop(),o=l),t.pointsCollinear(o,c,d)&&(i&&i.chainRemoveHead(n,c),r.shift()),i&&i.chainJoin(e,n),a[e]=s.concat(r),a.splice(n,1)}})),n}var segmentChainer=SegmentChainer$1;function select(e,t,i){var a=[];return e.forEach((function(e){var n=(e.myFill.above?8:0)+(e.myFill.below?4:0)+(e.otherFill&&e.otherFill.above?2:0)+(e.otherFill&&e.otherFill.below?1:0);0!==t[n]&&a.push({id:i?i.segmentId():-1,start:e.start,end:e.end,myFill:{above:1===t[n],below:2===t[n]},otherFill:null})})),i&&i.selected(a),a}var SegmentSelector$1={union:function(e,t){return select(e,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],t)},intersect:function(e,t){return select(e,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],t)},difference:function(e,t){return select(e,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],t)},differenceRev:function(e,t){return select(e,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],t)},xor:function(e,t){return select(e,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],t)}},segmentSelector=SegmentSelector$1,GeoJSON$1={toPolygon:function(e,t){function i(t){if(t.length<=0)return e.segments({inverted:!1,regions:[]});function i(t){var i=t.slice(0,t.length-1);return e.segments({inverted:!1,regions:[i]})}for(var a=i(t[0]),n=1;n<t.length;n++)a=e.selectDifference(e.combine(a,i(t[n])));return a}if("Polygon"===t.type)return e.polygon(i(t.coordinates));if("MultiPolygon"===t.type){for(var a=e.segments({inverted:!1,regions:[]}),n=0;n<t.coordinates.length;n++)a=e.selectUnion(e.combine(a,i(t.coordinates[n])));return e.polygon(a)}throw new Error("PolyBool: Cannot convert GeoJSON object to PolyBool polygon")},fromPolygon:function(e,t,i){function a(e,i){return t.pointInsideRegion([.5*(e[0][0]+e[1][0]),.5*(e[0][1]+e[1][1])],i)}function n(e){return{region:e,children:[]}}i=e.polygon(e.segments(i));var s=n(null);function r(e,t){for(var i=0;i<e.children.length;i++)if(a(t,(o=e.children[i]).region))return void r(o,t);var s=n(t);for(i=0;i<e.children.length;i++){var o;a((o=e.children[i]).region,t)&&(s.children.push(o),e.children.splice(i,1),i--)}e.children.push(s)}for(var o=0;o<i.regions.length;o++){var l=i.regions[o];l.length<3||r(s,l)}function c(e,t){for(var i=0,a=e[e.length-1][0],n=e[e.length-1][1],s=[],r=0;r<e.length;r++){var o=e[r][0],l=e[r][1];s.push([o,l]),i+=l*a-o*n,a=o,n=l}return i<0!==t&&s.reverse(),s.push([s[0][0],s[0][1]]),s}var d=[];function h(e){var t=[c(e.region,!1)];d.push(t);for(var i=0;i<e.children.length;i++)t.push(p(e.children[i]))}function p(e){for(var t=0;t<e.children.length;t++)h(e.children[t]);return c(e.region,!0)}for(o=0;o<s.children.length;o++)h(s.children[o]);return d.length<=0?{type:"Polygon",coordinates:[]}:1==d.length?{type:"Polygon",coordinates:d[0]}:{type:"MultiPolygon",coordinates:d}}},geojson=GeoJSON$1,BuildLog=buildLog$1,Epsilon=epsilon$1,Intersecter=intersecter,SegmentChainer=segmentChainer,SegmentSelector=segmentSelector,GeoJSON=geojson,buildLog=!1,epsilon=Epsilon(),PolyBool;function operate(e,t,i){var a=PolyBool.segments(e),n=PolyBool.segments(t),s=i(PolyBool.combine(a,n));return PolyBool.polygon(s)}PolyBool={buildLog:function(e){return!0===e?buildLog=BuildLog():!1===e&&(buildLog=!1),!1!==buildLog&&buildLog.list},epsilon:function(e){return epsilon.epsilon(e)},segments:function(e){var t=Intersecter(!0,epsilon,buildLog);return e.regions.forEach(t.addRegion),{segments:t.calculate(e.inverted),inverted:e.inverted}},combine:function(e,t){return{combined:Intersecter(!1,epsilon,buildLog).calculate(e.segments,e.inverted,t.segments,t.inverted),inverted1:e.inverted,inverted2:t.inverted}},selectUnion:function(e){return{segments:SegmentSelector.union(e.combined,buildLog),inverted:e.inverted1||e.inverted2}},selectIntersect:function(e){return{segments:SegmentSelector.intersect(e.combined,buildLog),inverted:e.inverted1&&e.inverted2}},selectDifference:function(e){return{segments:SegmentSelector.difference(e.combined,buildLog),inverted:e.inverted1&&!e.inverted2}},selectDifferenceRev:function(e){return{segments:SegmentSelector.differenceRev(e.combined,buildLog),inverted:!e.inverted1&&e.inverted2}},selectXor:function(e){return{segments:SegmentSelector.xor(e.combined,buildLog),inverted:e.inverted1!==e.inverted2}},polygon:function(e){return{regions:SegmentChainer(e.segments,epsilon,buildLog),inverted:e.inverted}},polygonFromGeoJSON:function(e){return GeoJSON.toPolygon(PolyBool,e)},polygonToGeoJSON:function(e){return GeoJSON.fromPolygon(PolyBool,epsilon,e)},union:function(e,t){return operate(e,t,PolyBool.selectUnion)},intersect:function(e,t){return operate(e,t,PolyBool.selectIntersect)},difference:function(e,t){return operate(e,t,PolyBool.selectDifference)},differenceRev:function(e,t){return operate(e,t,PolyBool.selectDifferenceRev)},xor:function(e,t){return operate(e,t,PolyBool.selectXor)}},"object"==typeof window&&(window.PolyBool=PolyBool);var polybooljs=PolyBool,PolyBool$1=getDefaultExportFromCjs(polybooljs);const hyperlink=(e,t)=>`<a onclick='window.open("${e}")'>${t}</a>`,EMBEDDABLE_MDCUSTOMPROPS="type EmbeddableMDCustomProps = {<br>useObsidianDefaults: boolean;<br>backgroundMatchCanvas: boolean;<br>backgroundMatchElement: boolean;<br>backgroundColor: string;<br>backgroundOpacity: number;<br>borderMatchElement: boolean;<br>borderColor: string;<br>borderOpacity: number;<br>filenameVisible: boolean;<br>};<br>",EXCALIDRAW_AUTOMATE_INFO=[{field:"help",code:"help(target: Function | string)",desc:"Utility function that provides help about ExcalidrawAutomate functions and properties. I recommend calling this function from Developer Console to print out help to the console.",after:""},{field:"isExcalidrawMaskFile",code:"isExcalidrawMaskFile(file?:TFile): boolean;",desc:"Returns true if the file is an Excalidraw Mask file. If file is not provided, the function will use ea.targetView.file",after:""},{field:"plugin",code:null,desc:"The ExcalidrawPlugin object",after:""},{field:"FloatingModal",code:null,desc:"A modified version of the Obsidian.Modal class that allows the modal to be dragged around the screen and that does not dim the background.",after:""},{field:"elementsDict",code:null,desc:"The {} dictionary object, contains the ExcalidrawElements currently edited in Automate indexed by el.id",after:'[""]'},{field:"imagesDict",code:null,desc:"the images files including DataURL, indexed by fileId",after:'[""]'},{field:"style.strokeColor",code:"[string]",desc:`A valid css color. See ${hyperlink("https://www.w3schools.com/colors/default.asp","W3 School Colors")} for more.`,after:""},{field:"style.backgroundColor",code:"[string]",desc:`A valid css color. See ${hyperlink("https://www.w3schools.com/colors/default.asp","W3 School Colors")} for more.`,after:""},{field:"style.angle",code:"[number]",desc:"Rotation of the object in radian",after:""},{field:"style.fillStyle",code:"[string]",desc:"'hachure' | 'cross-hatch' | 'solid'",after:""},{field:"style.strokeWidth",code:"[number]",desc:null,after:""},{field:"style.strokeStyle",code:"[string]",desc:"'solid' | 'dashed' | 'dotted'",after:""},{field:"style.roughness",code:"[number]",desc:"0:Architect\n1:Artist\n2:Cartoonist",after:""},{field:"style.opacity",code:"[number]",desc:"100: Fully opaque\n0: Fully transparent",after:""},{field:"style.roundness",code:"[null | { type: RoundnessType; value?: number };]",desc:"set to null for 'sharp', else the stroke will be 'round'<br>type: 1==LEGACY,<br>2==PROPORTIONAL RADIUS,<br>3==ADAPTIVE RADIUS, value: adaptive factor defaults to 32",after:""},{field:"style.fontFamily",code:"[number]",desc:"1: Virgil, 2:Helvetica, 3:Cascadia, 4:Local Font, 5: Excalifont, 6: Nunito, 7: Lilita One, 8: Comic Shanns, 9: Liberation Sans",after:""},{field:"style.fontSize",code:"[number]",desc:null,after:""},{field:"style.textAlign",code:"[string]",desc:"'left' | 'right' | 'center'",after:""},{field:"style.verticalAlign",code:"[string]",desc:"For future use, has no effect currently; 'top' | 'bottom' | 'middle'",after:""},{field:"style.startArrowHead",code:"[string]",desc:"'triangle' | 'dot' | 'arrow' | 'bar' | null",after:""},{field:"style.endArrowHead",code:"[string]",desc:"'triangle' | 'dot' | 'arrow' | 'bar' | null",after:""},{field:"canvas.theme",code:"[string]",desc:"'dark' | 'light'",after:""},{field:"canvas.viewBackgroundColor",code:"[string]",desc:`A valid css color.\nSee ${hyperlink("https://www.w3schools.com/colors/default.asp","W3 School Colors")} for more.`,after:""},{field:"canvas.gridSize",code:"[number]",desc:null,after:""},{field:"setStrokeSharpness",code:"setStrokeSharpness(sharpness: number): void;",desc:"Set ea.style.roundness. 0: is the legacy value, 3: is the current default value, null is sharp",after:""},{field:"addAppendUpdateCustomData",code:"addAppendUpdateCustomData(id: string, newData: Partial<Record<string, unknown>>)",desc:"Add, modify keys in element customData and preserve existing keys.\nCreates customData={} if it does not exist.\nTakes the element ID for an element in the elementsDict and the new data to add or modify.\nTo delete keys set key value in newData to undefined. so {keyToBeDeleted:undefined} will be deleted.",after:""},{field:"addToGroup",code:"addToGroup(objectIds: []): string;",desc:null,after:""},{field:"toClipboard",code:"toClipboard(templatePath?: string): void;",desc:"Copies current elements using template to clipboard, ready to be pasted into an excalidraw canvas",after:""},{field:"getSceneFromFile",code:"async getSceneFromFile(file: TFile): Promise<{elements: ExcalidrawElement[]; appState: AppState;}>;",desc:"returns the elements and appState from a file, if the file is not an excalidraw file, it will return null",after:""},{field:"getElements",code:"getElements(): ExcalidrawElement[];",desc:"Get all elements from ExcalidrawAutomate elementsDict",after:""},{field:"getElement",code:"getElement(id: string): ExcalidrawElement;",desc:"Get single element from ExcalidrawAutomate elementsDict",after:""},{field:"getBoundTextElement",code:"getBoundTextElement(element: ExcalidrawElement, searchInView?: boolean): { eaElement?: Mutable<ExcalidrawTextElement>; sceneElement?: ExcalidrawTextElement; };",desc:"Returns an object describing the bound text element.\n@param element: ExcalidrawElement | ExcalidrawElement[] - The selected container with text (an array of 2 elements) to check.\nIf a text element is provided:\n - returns { eaElement } if the element is in ea.elementsDict\n - else (if searchInView is true) returns { sceneElement } if found in the targetView scene\nIf a container element is provided, searches for the bound text element:\n - returns { eaElement } if found in ea.elementsDict\n - else (if searchInView is true) returns { sceneElement } if found in the targetView scene\nIf not found, returns {}.\nDoes not add the text element to elementsDict.",after:""},{field:"create",code:"async create(params?: {filename?: string, foldername?: string, templatePath?: string, onNewPane?: boolean, silent?: boolean, frontmatterKeys?: {},}): Promise<string>;",desc:'Create a drawing and save it to filename.\nIf filename is null: default filename as defined in Excalidraw settings.\nIf folder is null: default folder as defined in Excalidraw settings\nReturns the path to the created file.\nfrontmatterKeys: {\n  "excalidraw-plugin"?: "raw" | "parsed";\n  "excalidraw-link-prefix"?: string;\n  "excalidraw-link-brackets"?: boolean;\n  "excalidraw-url-prefix"?: string;\n  "excalidraw-export-transparent"?: boolean;\n  "excalidraw-export-dark"?: boolean;\n  "excalidraw-export-padding"?: number;\n  "excalidraw-export-pngscale"?: number;\n  "excalidraw-export-embed-scene"?: boolean;\n  "excalidraw-default-mode"?: "view" | "zen";\n  "excalidraw-onload-script"?: string;\n  "excalidraw-linkbutton-opacity"?: number;\n  "excalidraw-autoexport"?: boolean;\n  "excalidraw-mask"?: boolean;\n  "excalidraw-export-internal-links"?: boolean;\n  "cssclasses"?: string;\n}',after:""},{field:"createSVG",code:"async createSVG(templatePath?: string, embedFont?: boolean, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string, padding?: number, convertMarkdownLinksToObsidianURLs: boolean = false, includeInternalLinks: boolean = true,): Promise<SVGSVGElement>;",desc:"Use ExcalidrawAutomate.getExportSettings(boolean,boolean) to create an ExportSettings object.\nUse ExcalidrawAutomate.getEmbeddedFilesLoader(boolean?) to create an EmbeddedFilesLoader object.",after:""},{field:"createPDF",code:"async createPDF({SVG: SVGSVGElement[], scale?: PDFExportScale, pageProps?: PDFPageProperties, filename: string}): Promise<void>",desc:"Creates a PDF from the provided SVG elements with specified scaling and page properties.\n\n@param {Object} params - The parameters for creating the PDF.\n@param {SVGSVGElement[]} params.SVG - An array of SVG elements to be included in the PDF. If multiple SVGs are provided, each will be added to a new page.\n@param {PDFExportScale} [params.scale={ fitToPage: true, zoom: 1 }] - The scaling options for the SVG elements.\n@param {PDFPageProperties} [params.pageProps] - The properties for the PDF pages.\n@param {string} params.filename - The name of the PDF file to be created.\n@returns {Promise<ArrayBuffer>} - A promise that resolves to an ArrayBuffer containing the PDF data.\n\n@typedef {Object} PDFExportScale\n@property {boolean} fitToPage - Whether to fit the SVG to the page.\n@property {number} [zoom=1] - The zoom level for the SVG. Used only if fitToPage is false. If the SVG does not fit the page, it will be tiled over multiple pages.\n\n@typedef {Object} PDFPageProperties\n@property {{width: number, height: number}} [dimensions] - The dimensions of the PDF pages in pixels. Use getPageDimensions to get standard page sizes.\n@property {string} [backgroundColor] - The background color of the PDF pages.\n@property {PDFMargin} margin - The margins of the PDF pages in pixels.\n@property {PDFPageAlignment} alignment - The alignment of the SVG on the PDF pages.",after:'({\n  SVG: [svgElement1, svgElement2],\n  scale: { fitToPage: true },\n  pageProps: {\n    dimensions: { width: 595.28, height: 841.89 },\n    backgroundColor: "#ffffff",\n    margin: { left: 20, right: 20, top: 20, bottom: 20 },\n    alignment: "center"\n    filename: "myPDF.pdf"\n  }\n});'},{field:"createViewSVG",code:"async createViewSVG({withBackground?: boolean, theme?: 'light' | 'dark', frameRendering?: FrameRenderingOptions, padding?: number, selectedOnly?: boolean, skipInliningFonts?: boolean, embedScene?: boolean}): Promise<SVGSVGElement>",desc:'Creates an SVG representation of the current view with specified options.\n\n@param {Object} options - The options for creating the SVG.\n@param {boolean} [options.withBackground=true] - Whether to include the background in the SVG.\n@param {"light" | "dark"} [options.theme] - The theme to use for the SVG.\n@param {FrameRenderingOptions} [options.frameRendering={enabled: true, name: true, outline: true, clip: true}] - The frame rendering options.\n@param {number} [options.padding] - The padding to apply around the SVG.\n@param {boolean} [options.selectedOnly=false] - Whether to include only the selected elements in the SVG.\n@param {boolean} [options.skipInliningFonts=false] - Whether to skip inlining fonts in the SVG.\n@param {boolean} [options.embedScene=false] - Whether to embed the scene in the SVG.\n@returns {Promise<SVGSVGElement>} A promise that resolves to the SVG element.\n\n@typedef {Object} FrameRenderingOptions\n@property {boolean} enabled - Whether frame rendering is enabled.\n@property {boolean} name - Whether to include the name in the frame rendering.\n@property {boolean} outline - Whether to include the outline in the frame rendering.\n@property {boolean} clip - Whether to clip the frame rendering.\n',after:"({\n  withBackground: true,\n  theme: 'light',\n  frameRendering: { enabled: true, name: true, outline: true, clip: true },\n  padding: 10,\n  selectedOnly: false,\n  skipInliningFonts: false,\n  embedScene: false,\n});"},{field:"getPagePDFDimensions",code:"getPagePDFDimensions(pageSize: PageSize, orientation: PageOrientation): PageDimensions",desc:'Returns the dimensions of a standard page size in pixels.\n\n@param {PageSize} pageSize - The standard page size. Possible values are "A0", "A1", "A2", "A3", "A4", "A5", "Letter", "Legal", "Tabloid".\n@param {PageOrientation} orientation - The orientation of the page. Possible values are "portrait" and "landscape".\n@returns {PageDimensions} - An object containing the width and height of the page in pixels.\n\n@typedef {Object} PageDimensions\n@property {number} width - The width of the page in pixels.\n@property {number} height - The height of the page in pixels.\n\n@typedef {"A0" | "A1" | "A2" | "A3" | "A4" | "A5" | "Letter" | "Legal" | "Tabloid"} PageSize\n\n@typedef {"portrait" | "landscape"} PageOrientation',after:'("A4", "portrait");'},{field:"createPNG",code:"async createPNG(templatePath?: string, scale?: number, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,padding?: number): Promise<any>;",desc:"Create an image based on the objects in ea.getElements(). The elements in ea will be merged with the elements from the provided template file - if any. Use ExcalidrawAutomate.getExportSettings(boolean,boolean) to create an ExportSettings object.\nUse ExcalidrawAutomate.getEmbeddedFilesLoader(boolean?) to create an EmbeddedFilesLoader object.",after:""},{field:"createPNGBase64",code:"async craetePNGBase64(templatePath?: string, scale?: number, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,padding?: number): Promise<string>;",desc:"The same as createPNG but returns a base64 encoded string instead of a file.",after:""},{field:"wrapText",code:"wrapText(text: string, lineLen: number): string;",desc:null,after:""},{field:"addElementsToFrame",code:"addElementsToFrame(frameId: string, elementIDs: string[]):void;",desc:null,after:""},{field:"addFrame",code:"addFrame(topX: number, topY: number, width: number, height: number, name?: string): string;",desc:null,after:""},{field:"addRect",code:"addRect(topX: number, topY: number, width: number, height: number, id?:string): string;",desc:null,after:""},{field:"addDiamond",code:"addDiamond(topX: number, topY: number, width: number, height: number, id?:string): string;",desc:null,after:""},{field:"addEllipse",code:"addEllipse(topX: number, topY: number, width: number, height: number, id?:string): string;",desc:null,after:""},{field:"addBlob",code:"addBlob(topX: number, topY: number, width: number, height: number, id?: string): string;",desc:null,after:""},{field:"refreshTextElementSize",code:"refreshTextElementSize(id: string);",desc:"Refreshes the size of the text element. Intended to be used when you copyViewElementsToEAforEditing() and then change the text in a text element and want to update the size of the text element to fit the modifid contents.",after:""},{field:"addText",code:'addText(topX: number, topY: number, text: string, formatting?: {autoResize?: boolean; wrapAt?: number; width?: number; height?: number; textAlign?: "left" | "center" | "right"; textVerticalAlign: "top" | "middle" | "bottom"; box?: boolean | "box" | "blob" | "ellipse" | "diamond"; boxPadding?: number; boxStrokeColor?: string;}, id?: string,): string;',desc:"If box is !null, then text will be boxed\nThe function returns the id of the TextElement. If the text element is boxed i.e. it is a sticky note, then the id of the container object.\nDefault value for autoResize is true. Setting autoResize to false will wrap the text in the text element without the need for the container. If set to false, you must provide a width value as well.\nwrapAt will be ignored if autoResize is set to false (and a width is also provided)",after:""},{field:"addLine",code:"addLine(points: [[x: number, y: number]], id?:string): string;",desc:null,after:""},{field:"addArrow",code:"addArrow(points: [x: number, y: number][], formatting?: { startArrowHead?: string; endArrowHead?: string; startObjectId?: string; endObjectId?: string; startBindMode?: string; endBindMode?: string; startFixedPoint?: [number, number]; endFixedPoint?: [number, number]; elbowed?: boolean}, id?: string): string;",desc:'Adds an arrow element.\nArrowheads: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null.\nBindings: "inside" | "outside" Sets startObjectId/endObjectId to bind the arrow ends to shapes. Bind mode: "orbit" (default) or "inside".\nFixed point: [xRatio,yRatio] in 0..1 (percentage of bound element width/height) to bind to a specific point on the element. In case of orbit mode, the orbit will happen around this immaginary point.\nElbowed: true will create an elbowed arrow.',after:""},{field:"addImage",code:"async addImage(opts: {topX: number, topY: number, imageFile: TFile|string, scale?: boolean, anchor?: boolean, colorMap?: ColorMap}): Promise<string>;",desc:"imageFile may be a TFile or a string that contains a hyperlink.\nimageFile may also be an obsidian filepath including a reference eg.: 'path/my.pdf#page=3'\nSet scale to false if you want to embed the image at 100% of its original size. Default is true which will insert a scaled image.\nanchor will only be evaluated if scale is false. anchor true will add |100% to the end of the filename, resulting in an image that will always pop back to 100% when the source file is updated or when the Excalidraw file is reopened.\ncolorMap is only used for SVG images and nested Excalidraw images. See the Shade Master script and the Deconstruct Selected Elements script for examples using colorMap.\ntype ColorMap = { [color: string]: string; }",after:""},{field:"addEmbeddable",code:"addEmbeddable(topX: number, topY: number, width: number, height: number, url?: string, file?: TFile, embeddableCustomData?: EmbeddableMDCustomProps): string;",desc:"Adds an embeddable component (technically an iframe or webview depending on content and platform) to the drawing. If url is not null then the embeddable will be loaded from the url. The url maybe a markdown link to an note in the Vault or a weblink. If url is null then the embeddable will be loaded from the file. Both the url and the file may not be null.<br>"+EMBEDDABLE_MDCUSTOMPROPS,after:""},{field:"addIFrame",code:"addIFrame(topX: number, topY: number, width: number, height: number, url?: string, file?: TFile, html?: string): string;",desc:"If the url or file attribute is provided then the iframe will insert an embeddable component (technically calling ea.addEmbeddable() in the background with the same parameters). The function is depricated in that case use addEmbeddable instead. \nIf the html attribute is provided, then the function will create an 'iframe' element with the provided html content.",after:""},{field:"addMermaid",code:"async addMermaid(diagram: string, groupElements: boolean = true,): Promise<string[]|string>;",desc:"Creates a mermaid diagram and returns the ids of the created elements as a string[]. The elements will be added to ea. To add them to the canvas you'll need to use addElementsToView. Depending on the diagram type the result will be either a single SVG image, or a number of excalidraw elements.<br>If there is an error, the function returns a string with the error message.",after:""},{field:"addLaTex",code:"async addLaTex(topX: number, topY: number, tex: string): Promise<string>;",desc:"This is an async function, you need to avait the results. Adds a LaTex element to the drawing. The tex string is the LaTex code. The function returns the id of the created element.",after:""},{field:"tex2dataURL",code:"async tex2dataURL(tex: string, scale: number = 4): Promise<{mimeType: MimeType;fileId: FileId;dataURL: DataURL;created: number;size: { height: number; width: number };}> ",desc:"returns the base64 dataURL of the LaTeX equation rendered as an SVG. tex is the LaTeX equation string",after:""},{field:"connectObjects",code:"connectObjects(objectA: string, connectionA: ConnectionPoint, objectB: string, connectionB: ConnectionPoint, formatting?: {numberOfPoints?: number; startArrowHead?: string; endArrowHead?: string; padding?: number;},): string;",desc:'type ConnectionPoint = "top" | "bottom" | "left" | "right" | null\nWhen null is passed as ConnectionPoint then Excalidraw will automatically decide\nnumberOfPoints is the number of points on the line. Default is 0 i.e. line will only have a start and end point.\nArrowHead: "arrow"|"bar"|"circle"|"circle_outline"|"triangle"|"triangle_outline"|"diamond"|"diamond_outline"|null',after:""},{field:"addLabelToLine",code:"addLabelToLine(lineId: string, label: string): string;",desc:"Adds a text label to a line or arrow. Currently only works with a simple straight 2-point (start & end) line",after:""},{field:"clear",code:"clear(): void;",desc:"Clears elementsDict and imagesDict only",after:""},{field:"reset",code:"reset(): void;",desc:"clear() + reset all style values to default",after:""},{field:"isExcalidrawFile",code:"isExcalidrawFile(f: TFile): boolean;",desc:"Returns true if MD file is an Excalidraw file",after:""},{field:"targetView",code:"targetView: ExcalidrawView;",desc:"The Obsidian view currently edited",after:""},{field:"setView",code:'setView(view?: ExcalidrawView | "auto" | "first" | "active" | null, show: boolean = false): ExcalidrawView;',desc:'Sets the target view for EA. All the view operations and the access to Excalidraw API will be performed on this view. Typically you will use setView() (to pick a sensible default) or setView(excalidrawView) (to explicitly target a specific view).\n"auto" is equivalent to calling setView() and can read nicer when you want to show the view (e.g. setView("auto", true)).\n"active" and "first" are deprecated and are kept for backward compatibility.\nIf view is null or undefined (or "auto"), EA will pick a sensible default: first the currently active Excalidraw view (if any), otherwise the last active Excalidraw view (if it is still available), otherwise the "first" Excalidraw view in the workspace.\nIf show is true, the view will be brought to front and focused.\nIf "first" is provided, the target will be the first Excalidraw view returned by Obsidian\'s workspace leaf collection (i.e., the first item in getExcalidrawViews()). This ordering is managed by Obsidian and does not necessarily match what a user would consider the “first” view; from a user\'s perspective it may appear random.\nIf "active" is provided, the currently active Excalidraw view in the workspace will be used. If that is not available, then the last active Excalidraw view will be used.\nThe function returns the ExcalidrawView that was set as targetView.',after:'("auto",true);'},{field:"getExcalidrawAPI",code:"getExcalidrawAPI(): any;",desc:`${hyperlink("https://github.com/excalidraw/excalidraw/tree/master/src/packages/excalidraw#ref","Excalidraw API")}`,after:""},{field:"getViewElements",code:"getViewElements(): ExcalidrawElement[];",desc:"Get elements in View",after:""},{field:"deleteViewElements",code:"deleteViewElements(el: ExcalidrawElement[]): boolean;",desc:null,after:""},{field:"addBackOfTheCardNoteToView",code:"async addBackOfTheCardNoteToView(sectionTitle: string, activate: boolean = false, sectionBody?: string, embeddableCustomData?: EmbeddableMDCustomProps): Promise<string>",desc:"Adds a back of the note card to the current active view. If <b>body</b> is provided the note will be created with the body text, otherwise the note will be created with the title only.<br>Returns the id of the created element.<br>If <b>activate</b> is true, the embedded note will be activated for editing.<br>This is an async function, if you need the element ID of the created element, the function should be awaited.<br>"+EMBEDDABLE_MDCUSTOMPROPS,after:""},{field:"getViewSelectedElement",code:"getViewSelectedElement(): ExcalidrawElement;",desc:"Get the selected element in the view, if more are selected, get the first",after:""},{field:"getViewSelectedElements",code:"getViewSelectedElements(includeFrameChildren: boolean = true): ExcalidrawElement[];",desc:"If a frame is selected this function will return the frame and all its elements unless includeFrameChildren is set to false",after:""},{field:"getViewFileForImageElement",code:"getViewFileForImageElement(el: ExcalidrawElement): TFile | null;",desc:"Returns the TFile file handle for the image element",after:""},{field:"updateViewSVGImageColorMap",code:"async updateViewSVGImageColorMap(elements: ExcalidrawImageElement | ExcalidrawImageElement[], colors: ColorMap | SVGColorInfo | ColorMap[] | SVGColorInfo[]): Promise<void>;",desc:'Updates the color map of an SVG image element in the view. If a ColorMap is provided, it will be used directly. If an SVGColorInfo is provided, it will be converted to a ColorMap. The view will be marked as dirty (i.e. will be saved at next scheduled time) and the image will be reset using the color map.\nSee "Shade Master" scritp in Script Library for an example of using this function.\n\ntype SVGColorInfo = Map<string, { mappedTo: string; fill: boolean; stroke: boolean; }>\ntype ColorMap = { [color: string]: string; invertInDarkMode?: boolean; }',after:""},{field:"getColorMapForImageElement",code:"getColorMapForImageElement(el: ExcalidrawElement): ColorMap",desc:'Retrieves the color map for an image element. The color map contains information about the mapping of colors used in the image. If the element already has a color map, it will be returned. The colorMap does not include all colors in the image, only those that have been mapped.\nSee "Shade Master" scritp in Script Library for an example of using this function.\n\ntype ColorMap = { [color: string]: string; invertInDarkMode?: boolean; }',after:""},{field:"getSVGColorInfoForImgElement",code:"async getColorMapForImgElement(el: ExcalidrawElement): Promise<SVGColorInfo>",desc:'This function must be awaited. Retrieves the color map for an SVG image element. The color map contains information about the fill and stroke colors used in the SVG. If the element already has a color map, it will be merged with the colors extracted from the SVG.\nSee "Shade Master" scritp in Script Library for an example of using this function.\n\ntype SVGColorInfo = Map<string, { mappedTo: string; fill: boolean; stroke: boolean; }>',after:""},{field:"getColosFromExcalidrawFile",code:"async getColosFromExcalidrawFile(file:TFile, img: ExcalidrawImageElement): Promise<SVGColorInfo>",desc:'Must be awaited. Extracts the fill (background) and stroke colors from an excalidraw file and returns them as an SVGColorInfo. The SVGColorInfo is a map where the keys are the colors used in the SVG and the values contain information about whether the color is used for fill, stroke, or both.\nSee "Shade Master" scritp in Script Library for an example of using this function.\n\ntype SVGColorInfo = Map<string, { mappedTo: string; fill: boolean; stroke: boolean; }>',after:""},{field:"getColorsFromSVGString",code:"getColorsFromSVGString(svgString: string): SVGColorInfo",desc:'Extracts the fill and stroke colors from an SVG string and returns them as an SVGColorInfo. The SVGColorInfo is a map where the keys are the colors used in the SVG and the values contain information about whether the color is used for fill, stroke, or both.\nSee "Shade Master" scritp in Script Library for an example of using this function.\n\ntype SVGColorInfo = Map<string, { mappedTo: string; fill: boolean; stroke: boolean; }>',after:""},{field:"copyViewElementsToEAforEditing",code:"copyViewElementsToEAforEditing(elements: ExcalidrawElement[], copyImages: boolean = false): void;",desc:"Copies elements from view to elementsDict for editing. If copyImages is true, then relevant entries from scene.files will also be copied. This is required if you want to generate a PNG for a subset of the elements in the drawing (e.g. for AI generation)",after:""},{field:"viewToggleFullScreen",code:"viewToggleFullScreen(forceViewMode?: boolean): void;",desc:null,after:""},{field:"connectObjectWithViewSelectedElement",code:"connectObjectWithViewSelectedElement(objectA: string, connectionA: ConnectionPoint, connectionB: ConnectionPoint, formatting?: {numberOfPoints?: number; startArrowHead?: string; endArrowHead?: string; padding?: number;},): boolean;",desc:"Connect an object to the selected element in the view\nSee tooltip for connectObjects for details",after:""},{field:"addElementsToView",code:"async addElementsToView(repositionToCursor?: boolean, save?: boolean, newElementsOnTop?: boolean,shouldRestoreElements?: boolean,captureUpdate?: CaptureUpdateActionType): Promise<boolean>;",desc:"Adds elements from elementsDict to the current view\nrepositionToCursor: default is false\nsave: default is true\nnewElementsOnTop: default is false, i.e. the new elements get to the bottom of the stack\nnewElementsOnTop controls whether elements created with ExcalidrawAutomate are added at the bottom of the stack or the top of the stack of elements already in the view\nNote that elements copied to the view with copyViewElementsToEAforEditing retain their position in the stack of elements in the view even if modified using EA\ncaptureUpdate controls undo/redo capture: 'IMMEDIATELY' records immediately (use for local updates), 'NEVER' skips undo tracking (remote/init changes), and 'EVENTUALLY' defers capture as part of multi-step async flows.",after:""},{field:"mostRecentMarkdownSVG",code:"mostRecentMarkdownSVG: SVGSVGElement;",desc:"Markdown renderer will drop a copy of the most recent SVG here for debugging purposes",after:""},{field:"getEmbeddedFilesLoader",code:"getEmbeddedFilesLoader(isDark?: boolean): EmbeddedFilesLoader;",desc:"Utility function to generate EmbeddedFilesLoader object",after:""},{field:"getExportSettings",code:"getExportSettings(withBackground: boolean, withTheme: boolean,): ExportSettings;",desc:"Utility function to generate ExportSettings object\nexport interface ExportSettings {\n  withBackground: boolean;\n  withTheme: boolean;\n  isMask: boolean; //if true elements will be processed as mask, clipping, etc.\n  frameRendering?: { //optional, overrides relevant appState settings for rendering the frame\n    enabled: boolean;\n    name: boolean;\n    outline: boolean;\n    clip: boolean;\n  };\n  skipInliningFonts?: boolean;\n}",after:""},{field:"getElementsInArea",code:"getElementsInArea(elements: ExcalidrawElement[], area: {x: number, y: number, width: number, height: number}): ExcalidrawElement[];",desc:"Filter the elements and returns only those within the specific area.",after:""},{field:"getBoundingBox",code:"getBoundingBox(elements: ExcalidrawElement[]): {topX: number, topY: number, width: number, height: number,};",desc:"Gets the bounding box of elements. The bounding box is the box encapsulating all of the elements completely.",after:""},{field:"getMaximumGroups",code:"getMaximumGroups(elements: ExcalidrawElement[]): ExcalidrawElement[][];",desc:"Elements grouped by the highest level groups",after:""},{field:"getLargestElement",code:"getLargestElement(elements: ExcalidrawElement[]): ExcalidrawElement;",desc:"Gets the largest element from a group. useful when a text element is grouped with a box, and you want to connect an arrow to the box",after:""},{field:"intersectElementWithLine",code:"intersectElementWithLine(element: ExcalidrawBindableElement, a: readonly [number, number], b: readonly [number, number], gap?: number,): Point[];",desc:"If gap is given, the element is inflated by this value.\nReturns 2 or 0 intersection points between line going through `a` and `b` and the `element`, in ascending order of distance from `a`.",after:""},{field:"getCommonGroupForElements",code:"getCommonGroupForElements(elements: ExcalidrawElement[]): string;",desc:"Gets the groupId for the group that contains all the elements, or null if such a group does not exist",after:""},{field:"getElementsInTheSameGroupWithElement",code:"getElementsInTheSameGroupWithElement(element: ExcalidrawElement, elements: ExcalidrawElement[], includeFrameElements: boolean = false): ExcalidrawElement[];",desc:"Gets all the elements from elements[] that share one or more groupIds with element.<br>If includeFrameElements is true, then if the frame is part of the group all the elements that are in the frame will also be included in the result set",after:""},{field:"getElementsInFrame",code:" getElementsInFrame(frameElement: ExcalidrawElement,elements: ExcalidrawElement[],shouldIncludeFrame: boolean = false,): ExcalidrawElement[];",desc:"Gets all the elements from elements[] that are inside the frameElement. If shouldIncludeFrame is true, the frameElement will also be included in the result.",after:""},{field:"activeScript",code:"activeScript: string;",desc:`Mandatory to set before calling the get and set ScriptSettings functions. Set automatically by the ScriptEngine\nSee for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,after:""},{field:"getScriptSettings",code:"getScriptSettings(): {};",desc:`Returns script settings. Saves settings in plugin settings, under the activeScript key. See for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,after:""},{field:"setScriptSettings",code:"async setScriptSettings(settings: any): Promise<void>;",desc:`Sets script settings.\nSee for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,after:""},{field:"setScriptSettingValue",code:"setScriptSettingValue(key: string, value: ScriptSettingValue): void;",desc:`Sets a single Script Engine setting value for the active script (in-memory).\nUse saveScriptSettings() to persist changes.\nHandles initialization when scriptEngineSettings[activeScript] is undefined/null.\nSee for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}\n\ntype ScriptSettingValue = { value?: string; hidden?: boolean; description?: string; valueset?: string[]; height?: number; };`,after:'("myKey", { value: "" });'},{field:"getScriptSettingValue",code:"getScriptSettingValue(key: string, defaultValue: ScriptSettingValue): ScriptSettingValue;",desc:`Gets a single Script Engine setting value for the active script.\nReturns defaultValue if the key does not exist (or if activeScript is not set).\nHandles initialization when scriptEngineSettings[activeScript] is undefined/null.\nSee for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}\n\ntype ScriptSettingValue = { value?: string; hidden?: boolean; description?: string; valueset?: string[]; height?: number; };`,after:'("myKey", { value: "" });'},{field:"saveScriptSettings",code:"async saveScriptSettings(): Promise<void>;",desc:`Persists Script Engine settings to disk (plugin settings).\nUseful after calling setScriptSettingValue().\nSee for more details: ${hyperlink("https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html","Script Engine Help")}`,after:"()"},{field:"openFileInNewOrAdjacentLeaf",code:"openFileInNewOrAdjacentLeaf(file: TFile): WorkspaceLeaf;",desc:"Open a file in a new workspaceleaf or reuse an existing adjacent leaf depending on Excalidraw Plugin Settings",after:""},{field:"measureText",code:"measureText(text: string): { width: number; height: number };",desc:"Measures text size based on current style settings",after:""},{field:"getOriginalImageSize",code:"async getOriginalImageSize(imageElement: ExcalidrawImageElement, shouldWaitForImage: boolean=false): Promise<{width: number; height: number}>",desc:"Returns the size of the image element at 100% (i.e. the original size) or undefined if the data URL is not available.\nIf shouldWaitForImage is true, the function will wait for the view to load the image before returning the size.\nThis is an async function, you need to await the result.",after:""},{field:"resetImageAspectRatio",code:"async resetImageAspectRatio(imgEl: ExcalidrawImageElement): Promise<boolean>",desc:"Resets the image to its original aspect ratio.\nIf the image is resized then the function returns true.\nIf the image element is not in EA (only in the view), then if the image is resized, the element is copied to EA for Editing using copyViewElementsToEAforEditing([imgEl]).\nNote you need to run await ea.addElementsToView(false); to add the modified image to the view.",after:""},{field:"verifyMinimumPluginVersion",code:"verifyMinimumPluginVersion(requiredVersion: string): boolean;",desc:'Returns true if plugin version is >= than required\nrecommended use:\n<code>if(!ea.verifyMinimumPluginVersion || !ea.verifyMinimumPluginVersion("1.5.20")) {new Notice("message");return;}<code>',after:""},{field:"selectElementsInView",code:"selectElementsInView(elements: ExcalidrawElement[] | string[]):void;",desc:"You can supply a list of Excalidraw Elements or the string IDs of those elements. The elements provided will be set as selected in the targetView.",after:""},{field:"generateElementId",code:"generateElementId(): string;",desc:"Returns an 8 character long random id",after:""},{field:"cloneElement",code:"cloneElement(element: ExcalidrawElement): ExcalidrawElement;",desc:"Returns a clone of the element with a new element id",after:""},{field:"moveViewElementToZIndex",code:"moveViewElementToZIndex(elementId:number, newZIndex:number): void;",desc:"Moves the element to a specific position in the z-index",after:""},{field:"hexStringToRgb",code:"hexStringToRgb(color: string):number[];",desc:"Converts a HEX color to an RGB number array. #FF0000 to [255,0,0]",after:""},{field:"rgbToHexString",code:"rgbToHexString(color: number[]):string;",desc:"Converts an RGB number array to a HEX string. [255,0,0] to #FF0000",after:""},{field:"hslToRgb",code:"hslToRgb(color: number[]):number[];",desc:"Converts an HSL number array to an RGB number array. [0,100,50] to [255,0,0]",after:""},{field:"rgbToHsl",code:"rgbToHsl(color:number[]):number[];",desc:"Converts an RGB number array to an HSL number array. [255,0,0] to [0,100,50]",after:""},{field:"colorNameToHex",code:"colorNameToHex(color:string):string;",desc:"Converts a CSS color name to its HEX color equivalent. 'White' to #FFFFFF",after:""},{field:"getCM",code:"getCM(color:TInput): ColorMaster;",desc:`Returns a ${hyperlink("https://github.com/lbragile/ColorMaster","ColorMaster")} object. The function also accepts css color names. Under the hood, before calling ColorMaster it uses colorNameToHex to convert the color name to a HEX color.`,after:""},{field:"getViewColorPalette",code:'getViewColorPalette(palette: "canvasBackground"|"elementBackground"|"elementStroke"): (string[] | string)[];',desc:"Returns the current view's palette for canvas background, element background, or element stroke colors. Falls back to the default palette when no view is loaded or the palette is unavailable.",after:'("elementStroke");'},{field:"showColorPicker",code:'async showColorPicker(anchorElement: HTMLElement, palette: "canvasBackground"|"elementBackground"|"elementStroke", includeSceneColors: boolean = true): Promise<string | null>;',desc:'Opens a palette popover anchored to the provided element and resolves with the selected color; returns null when dismissed.\n\nExample Usage:\nconst selected = await ea.showColorPicker(button.buttonEl, "elementStroke");\nif(selected) {console.log("User selected color: " + selected);} else {console.log("User cancelled color selection");}',after:'(buttonEl, "elementStroke");'},{field:"obsidian",code:"obsidian",desc:`Access functions and objects available on the ${hyperlink("https://github.com/obsidianmd/obsidian-api/blob/master/obsidian.d.ts","Obsidian Module")}`,after:""},{field:"getListOfTemplateFiles",code:"getListOfTemplateFiles(): TFile[] | null",desc:"Returns a list of files in the template folder. If the Excalidraw Template is set as a single file, it returns a single element in the list. If no template is set, it returns null.",after:""},{field:"getEmbeddedImagesFiletree",code:"getEmbeddedImagesFiletree(excalidrawFile?: TFile): TFile[]",desc:"Retruns the embedded images in the scene recursively. If excalidrawFile is not provided, the function will use ea.targetView.file",after:""},{field:"getAPI",code:"public getAPI(view?:ExcalidrawView):ExcalidrawAutomate",desc:"Returns a new instance of ExcalidrawAutomate.",after:""},{field:"getAttachmentFilepath",code:"async getAttachmentFilepath(filename: string): Promise<string>",desc:'This asynchronous function should be awaited. It retrieves the filepath to a new file, taking into account the attachments preference settings in Obsidian. If the attachment folder doesn\'t exist, it creates it. The function returns the complete path to the file. If the provided filename already exists, the function will append \'_[number]\' before the extension to generate a unique filename.Prompts the user with a dialog to select new file action.<br> - create markdown file<br> - create excalidraw file<br> - cancel action<br>The new file will be relative to this.targetView.file.path, unless parentFile is provided. If shouldOpenNewFile is true, the new file will be opened in a workspace leaf. targetPane controls which leaf will be used for the new file.<br>Returns the TFile for the new file or null if the user cancelled the action.<br><code>type PaneTarget = "active-pane"|"new-pane"|"popout-window"|"new-tab"|"md-properties";</code>',after:""},{field:"getActiveEmbeddableViewOrEditor",code:"getActiveEmbeddableViewOrEditor (view?:ExcalidrawView): {view:any}|{file:TFile, editor:Editor}|{node: ObsidianCanvasNode}|null;",desc:"Returns the editor or leaf.view of the currently active embedded obsidian file.<br>If view is not provided, ea.targetView is used.<br>If the embedded file is an eligible Obsidian canvas node document the function will return<br><code>{file:TFile, editor:Editor}</code> of {node: ObsidianCanvasNode}, otherwise it will return {view:any}. You can check view type with view.getViewType();",after:""},{field:"getViewLastPointerPosition",code:"getViewLastPointerPosition(): {x: number, y: number};",desc:"@returns the last recorded pointer position on the Excalidraw canvas",after:""},{field:"getViewCenterPosition",code:"getViewCenterPosition(): {x: number, y: number};",desc:"@returns the center position of the current view in Excalidraw coordinates",after:""},{field:"checkForActiveSidepanelTabForScript",code:"checkForActiveSidepanelTabForScript(scriptName?: string): ExcalidrawSidepanelTab | null;",desc:"Returns the active sidepanel tab for the given script, or null if none exists. If scriptName is omitted the function checks ea.activeScript. At most one sidepanel tab may be open per script. The returned ExcalidrawSidepanelTab may be hosted by a different ExcalidrawAutomate instance — compare sidepanelTab.getHostEA() === ea to determine ownership. Useful to detect or reuse an existing tab instead of creating a new one.",after:'("MyScript");'},{field:"createSidepanelTab",code:"async createSidepanelTab(title: string, persist: boolean = false, reveal: boolean = true,): Promise<ExcalidrawSidepanelTab | null>;",desc:"Creates this EA instance's sidepanel tab; use the returned ExcalidrawSidepanelTab (setContent/setTitle, onOpen/onClose/onFocus, contentEl) to build the UI and lifecycle hooks.\nIn case the script wants to replace the sidepanel tab it created earlier, call closeSidepanelTab() first, then createSidepanelTab() again.",after:""},{field:"getSidepanelLeaf",code:"getSidepanelLeaf(): WorkspaceLeaf | null;",desc:"Returns the WorkspaceLeaf hosting the Excalidraw sidepanel view, or null if the sidepanel is not present.",after:"();"},{field:"toggleSidepanelView",code:"toggleSidepanelView(): void;",desc:"Toggles the Excalidraw sidepanel visibility when the sidepanel is hosted in the left or right workspace split. If the sidepanel is not attached to a left/right sidebar, no action is taken.",after:"();"},{field:"persistSidepanelTab",code:"persistSidepanelTab(): ExcalidrawSidepanelTab | null;",desc:"Pins the active script's sidepanel tab so it persists across Obsidian restarts and returns it.",after:""},{field:"attachInlineLinkSuggester",code:"attachInlineLinkSuggester(inputEl: HTMLInputElement, widthWrapper?: HTMLElement): KeyBlocker;",desc:"Attaches an inline [[link]] suggester to an input. Optionally align width to a wrapper element. Returns a KeyBlocker so host scripts can skip their own keydown handlers while the suggester is active via isBlockingKeys(); call close() on the returned suggester to detach.",after:""},{field:"getleaf",code:"getLeaf(origo: WorkspaceLeaf, targetPane?: PaneTarget): WorkspaceLeaf;",desc:'Generates a new Obsidian Leaf following Excalidraw plugin settings such as open in Main Workspace or not, open in adjacent pane if available, etc.<br>@param origo: the currently active leaf, the origin of the new leaf<br>@param targetPane: <code>type PaneTarget = "active-pane"|"new-pane"|"popout-window"|"new-tab"|"md-properties";',after:""},{field:"newFilePrompt",code:"async newFilePrompt(newFileNameOrPath: string, shouldOpenNewFile: boolean, targetPane?: PaneTarget, parentFile?: TFile): Promise<TFile | null>;",desc:"",after:""},{field:"DEVICE",code:"get DEVICE(): DeviceType;",desc:"Returns the current device type. Possible values are: <br><code>type DeviceType = {<br>  isDesktop: boolean,<br>  isPhone: boolean,<br>  isTablet: boolean,<br>  isMobile: boolean,<br>  isLinux: boolean,<br>  isMacOS: boolean,<br>  isWindows: boolean,<br>  isIOS: boolean,<br>  isAndroid: boolean<br>};",after:""},{field:"checkAndCreateFolder",code:"async checkAndCreateFolder(folderpath: string): Promise<TFolder>",desc:"Checks if the folder exists, if not, creates it.",after:""},{field:"getNewUniqueFilepath",code:"getNewUniqueFilepath(filename: string, folderpath: string): string",desc:"Checks if the filepath already exists, if so, returns a new filepath with a number appended to the filename else returns the filepath as provided.",after:""},{field:"extractCodeBlocks",code:"extractCodeBlocks(markdown: string): { data: string, type: string }[]",desc:"Grabs the codeblock content from the supplied markdown string. Returns an array of dictionaries with the codeblock content and type",after:""},{field:"postOpenAI",code:"async postOpenAI(request: AIRequest): Promise<RequestUrlResponse>",desc:`This asynchronous function should be awaited. It posts the supplied request to the OpenAI API and returns the response.<br>The response is a dictionary with the following keys:<br><code>{image, text, instruction, systemPrompt, responseType}</code><br><b>image</b> should be a dataURL - use ea.createPNGBase64()<br><b>systemPrompt</b>: if <code>undefined</code> the message to OpenAI will not include a system prompt<br><b>text</b> is the actual user prompt, a request must have either an image or a text<br><b>instruction</b> is a user prompt sent as a separate element in the message - I use it to reinforce the type of response I am seeing (e.g. mermaid in a codeblock)<br><b>imageGenerationProperties</b> if provided then the dall-e model will be used. <code> imageGenerationProperties?: {size?: string, quality?: "standard" | "hd"; n?: number; mask?: string; }</code><br>Different openAI models accept different parameters fr size, quality, n and mask. Consult the API documenation for more information.<br>RequestUrlResponse is defined in the ${hyperlink("https://github.com/obsidianmd/obsidian-api/blob/master/obsidian.d.ts","Obsidian API")}`,after:""},{field:"convertStringToDataURL",code:'async convertStringToDataURL (data:string, type: string = "text/html"):Promise<string>',desc:"Converts a string to a DataURL.",after:""},{field:"setViewModeEnabled",code:"setViewModeEnabled(enabled: boolean): void;",desc:"Sets Excalidraw in the targetView to view-mode",after:""},{field:"splitFolderAndFilename",code:"splitFolderAndFilename(filepath: string): { folderpath: string; filename: string; basename: string; extension: string; }",desc:"Splits a file path into its components.",after:""},{field:"viewUpdateScene",code:"viewUpdateScene(scene:{elements?:ExcalidrawElement[],appState?: AppState,files?: BinaryFileData,captureUpdate?: 'IMMEDIATELY' | 'NEVER' | 'EVENTUALLY'},restore:boolean=false):void",desc:"Calls the ExcalidrawAPI updateScene function for the targetView. When restore=true, excalidraw will try to correct errors in the scene such as setting default values to missing element properties. Use captureUpdate to control undo/redo behavior: 'IMMEDIATELY' for immediate undoable updates (most local changes), 'NEVER' for updates that should never be undoable, or 'EVENTUALLY' for updates that should be undoable as part of an async multi-step process. See the ExcalidrawAPI documentation for more information.",after:""},{field:"viewZoomToElements",code:"viewZoomToElements(selectElements: boolean,elements: ExcalidrawElement[]):void",desc:"Zoom tarteView to fit elements provided as input. elements === [] will zoom to fit the entire scene. SelectElements toggles whether the elements should be in a selected state at the end of the operation.",after:""},{field:"compressToBase64",code:"compressToBase64(str: string):string",desc:"Compresses String to a Base64 string using LZString",after:""},{field:"decompressFromBase64",code:"decompressFromBase64(str: string):string",desc:"Decompresses a base 64 compressed string using LZString",after:""}],EXCALIDRAW_SCRIPTENGINE_INFO=[{field:"inputPrompt",code:"inputPrompt: (opts: {header: string, placeholder?: string, value?: string, buttons?: {caption:string, tooltip?:string, iconId?: string, action:Function}[], lines?: number, displayEditorButtons?: boolean, customComponents?: (container: HTMLElement) => void, blockPointerInputOutsideModal?: boolean, controlsOnTop?: boolean});",desc:"Opens a prompt that asks for an input.\nReturns a string with the input.\nYou need to await the result of inputPrompt.\nEditor buttons are text editing buttons like delete, enter, allcaps - these are only displayed if lines is greater than 1 \nCustom components are components that you can add to the prompt. These will be displayed between the text input area and the buttons.\nblockPointerInputOutsideModal will block pointer input outside the modal. This is useful if you want to prevent the user accidently closing the modal or interacting with the excalidraw canvas while the prompt is open.\ncontrolsOnTop when set to true will move all the buttons to the top of the modal, leaving the text area at the bottom. This feature was developed for Scribble Helper script to avoid your palm pressing buttons while scribbling.\nbuttons.action(input: string) => string\nThe button action function will receive the actual input string. If action returns null, input will be unchanged. If action returns a string, input will receive that value when the promise is resolved. iconId is the lucide.dev icon name. If iconId is provided caption will be ignored, simply submit \"\" as caption in that case. \nexample:\n<code>let fileType = '';\nconst filename = await utils.inputPrompt (\n  'Filename',\n  '',\n  '',\n,  [\n    {\n      caption: 'Markdown',\n      action: ()=>{fileType='md';return;}\n    },\n    {\n      caption: 'Excalidraw',\n      action: ()=>{fileType='ex';return;}\n    }\n  ]\n);</code>",after:'({\n  header: "",\n  placeholder: undefined, //string\n  value: undefined, //string\n  buttons: [{ //optional, may leave undefined\n    caption: "", //string\n    tooltip: undefined, //string\n    action: (input)=>{} //Function\n  }],\n  lines: undefined, //number\n  displayEditorButtons: undefined, //boolean\n  customComponents: undefined, //(container: HTMLElement) => void\n  blockPointerInputOutsideModal: undefined, //boolean\n  controlsOnTop: undefined, //boolean\n  draggable: undefined, //boolean\n});'},{field:"suggester",code:"suggester: (displayItems: string[], items: any[], hint?: string, instructions?:Instruction[]);",desc:"Opens a suggester. Displays the displayItems and returns the corresponding item from items[]\nYou need to await the result of suggester.\nIf the user cancels (ESC), suggester will return undefined\nHint and instructions are optional\n\n<code>interface Instruction {command: string;purpose: string;}</code>",after:""},{field:"scriptFile",code:"scriptFile: TFile",desc:"The TFile of the currently running script",after:""}],FRONTMATTER_KEYS_INFO=[{field:"plugin",code:null,desc:"Denotes an excalidraw file. If key is not present, the file will not be recognized as an Excalidraw file. Valid values are 'parsed' and 'raw'",after:": parsed"},{field:"link-prefix",code:null,desc:"Set custom prefix to denote text element containing a valid internal link. Set to empty string if you do not want to show a prefix",after:': "📍"'},{field:"url-prefix",code:null,desc:"Set custom prefix to denote text element containing a valid external link. Set to empty string if you do not want to show a prefix",after:': "🌐"'},{field:"link-brackets",code:null,desc:"Set to true, if you want to display [[square brackets]] around the links in Text Elements",after:": true"},{field:"default-mode",code:null,desc:"Specifies how Excalidraw should open by default. Valid values are: view|zen",after:": view"},{field:"linkbutton-opacity",code:null,desc:"The opacity of the blue link button in the top right of the element overriding the respective setting in plugin settings. Valid values are between 0 and 1, where 0 means the button is transparent.",after:": 0.5"},{field:"onload-script",code:null,desc:"The value of this field will be executed as javascript code using the Script Engine environment. Use this to initiate custom actions or logic when loading your drawing.",after:': "new Notice(`Hello World!\\n\\nFile: ${ea.targetView.file.basename}`);"'},{field:"font",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: Virgil|Cascadia|font_file_name.extension",after:": Virgil"},{field:"font-color",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: css-color-name|#HEXcolor|any-other-html-standard-format",after:": SteelBlue"},{field:"border-color",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: css-color-name|#HEXcolor|any-other-html-standard-format",after:": SteelBlue"},{field:"css",code:null,desc:'This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this front matter keys to your markdown document. Valid values are: "css-filename|css snippet"',after:': ""'},{field:"export-transparent",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. true == Transparent / false == with background",after:": true"},{field:"export-dark",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. true == Dark mode / false == light mode",after:": true"},{field:"export-padding",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. This only affects both SVG and PNG export. Specify the export padding for the image.",after:": 5"},{field:"export-pngscale",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. This only affects export to PNG. Specify the export scale for the image. The typical range is between 0.5 and 5, but you can experiment with other values as well.",after:": 1"},{field:"export-embed-scene",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting.",after:": false"},{field:"export-internal-links",code:null,desc:"Default value (if not set) is true, if set to false internal links will not be exported to SVG images and PDFs.",after:": false"},{field:"open-md",code:null,desc:"If this key is present the file will be opened as a markdown file in the editor",after:": true"},{field:"embed-md",code:null,desc:"If this key is present, when embedding the ![[image]] into a markdown document, it will be embedded as markdown, not as an image.\nIf however you embed ![[image#^as-image]], i.e. you reference the 'as-image' block, then the image will be embedded as an image.",after:": true"},{field:"autoexport",code:null,desc:"Override autoexport settings for this file. Valid values are\nnone\nboth\npng\nsvg",after:": png"},{field:"embeddable-theme",code:null,desc:"Override embeddable's theme plugin-settings for this file. 'auto' will match the Excalidraw theme, 'default' will match the Obsidian theme. Valid values are\ndark\nlight\nauto\ndefault",after:": auto"},{field:"mask",code:null,desc:"If this key is present the drawing will be handled as a mask to crop an image.",after:": true"}];function getClientPoint(e){if(e.type.startsWith("touch")){const t=e.touches[0]??e.changedTouches[0];return t?{x:t.clientX,y:t.clientY}:null}const t=e;return{x:t.clientX,y:t.clientY}}function pointInRect(e,t,i=1){return e.x>=t.left-i&&e.x<=t.right+i&&e.y>=t.top-i&&e.y<=t.bottom+i}function isPointOnText(e,t){const i=getClientPoint(e);if(!i)return!1;let a=null,n=null;const s=t.caretPositionFromPoint?.(i.x,i.y);if(s?.offsetNode)a=s.offsetNode,n="number"==typeof s.offset?s.offset:null;else{const e=t.caretRangeFromPoint?.(i.x,i.y);e?.startContainer&&(a=e.startContainer,n="number"==typeof e.startOffset?e.startOffset:null)}if(!a||a.nodeType!==Node.TEXT_NODE||null==n)return!1;if(!a.textContent?.trim())return!1;const r=a,o=r.data.length,l=Math.max(0,Math.min(n,o)),c=t.createRange();if(l<o)c.setStart(r,l),c.setEnd(r,l+1);else{if(!(l>0))return!1;c.setStart(r,l-1),c.setEnd(r,l)}const d=Array.from(c.getClientRects());return 0!==d.length&&d.some((e=>pointInRect(i,e,1)))}class FloatingModal extends obsidian_module.Modal{dragging=!1;offsetX=0;offsetY=0;pointerDownHandler;pointerMoveHandler;pointerUpHandler;disableKeyCapture=!0;previousActive=null;escListener;modalKeydownStopHandler;ownerWindow=window;ownerDocument=document;constructor(e){super(e),this.pointerDownHandler=this.handlePointerDown.bind(this),this.pointerMoveHandler=this.handlePointerMove.bind(this),this.pointerUpHandler=this.handlePointerUp.bind(this),this.escListener=this.handleEscKey.bind(this),this.modalKeydownStopHandler=e=>e.stopPropagation()}handlePointerDown(e){const t=e.target;if(!(t instanceof HTMLInputElement||t instanceof HTMLTextAreaElement||t instanceof HTMLSelectElement||t instanceof HTMLButtonElement||isPointOnText(e,this.ownerDocument)||t.closest(".clickable-icon")||t.closest(".modal-close-button")))if("touchstart"===e.type){if(e.preventDefault(),e.stopPropagation(),1!==e.touches.length)return;const t=e.touches[0];this.dragging=!0;const{modalEl:i}=this;this.offsetX=t.clientX-i.getBoundingClientRect().left,this.offsetY=t.clientY-i.getBoundingClientRect().top,i.style.height="fit-content",this.ownerDocument.addEventListener("touchmove",this.pointerMoveHandler,{passive:!1}),this.ownerDocument.addEventListener("touchend",this.pointerUpHandler),this.ownerDocument.addEventListener("touchcancel",this.pointerUpHandler)}else{this.dragging=!0;const{modalEl:i}=this,a=e;this.offsetX=a.clientX-i.getBoundingClientRect().left,this.offsetY=a.clientY-i.getBoundingClientRect().top,this.ownerDocument.addEventListener("pointermove",this.pointerMoveHandler),this.ownerDocument.addEventListener("pointerup",this.pointerUpHandler),t.setPointerCapture(a.pointerId)}}handlePointerMove(e){if(!this.dragging)return;const{modalEl:t}=this;let i,a;if(e.preventDefault(),"touchmove"===e.type&&e.stopPropagation(),"touchmove"===e.type){const t=e.touches[0];i=t.clientX,a=t.clientY}else{const t=e;i=t.clientX,a=t.clientY}const n=i-this.offsetX,s=a-this.offsetY;t.style.left=`${n}px`,t.style.top=`${s}px`,t.style.transform="none"}handlePointerUp(){this.dragging=!1,this.ownerDocument.removeEventListener("pointermove",this.pointerMoveHandler),this.ownerDocument.removeEventListener("pointerup",this.pointerUpHandler),this.ownerDocument.removeEventListener("touchmove",this.pointerMoveHandler),this.ownerDocument.removeEventListener("touchend",this.pointerUpHandler),this.ownerDocument.removeEventListener("touchcancel",this.pointerUpHandler)}handleEscKey(e){"Escape"===e.key&&(e.stopPropagation(),this.close())}open(){if(super.open(),this.ownerDocument=this.modalEl.ownerDocument??document,this.ownerWindow=this.ownerDocument.defaultView??window,this.disableKeyCapture){this.previousActive=this.ownerDocument.activeElement;try{this.app.keymap.popScope(this.scope)}catch{}try{this.shouldRestoreSelection=!1}catch{}}setTimeout((()=>{const{containerEl:e,modalEl:t,bgEl:i,headerEl:a}=this;if(e.style.pointerEvents="none",i&&(i.style.display="none"),a&&(a.style.pointerEvents="none"),t){t.style.pointerEvents="auto",t.style.position="absolute";const i=t.getBoundingClientRect(),a=this.ownerWindow.innerWidth/2-i.width/2,n=this.ownerWindow.innerHeight/2-i.height/2;t.style.left=`${a}px`,t.style.top=`${n}px`,t.style.transform="none";const s=this.ownerWindow.getComputedStyle(t);t.style.borderBottomLeftRadius=s.borderTopLeftRadius,t.style.borderBottomRightRadius=s.borderTopRightRadius,t.addEventListener("pointerdown",this.pointerDownHandler),t.addEventListener("touchstart",this.pointerDownHandler,{passive:!1}),this.disableKeyCapture&&(t.setAttr("tabindex","-1"),this.previousActive?.isConnected&&this.previousActive.focus({preventScroll:!0}),t.addEventListener("keydown",this.modalKeydownStopHandler,{capture:!0})),this.ownerDocument.addEventListener("keydown",this.escListener,{capture:!0});const r=e.querySelector(".modal-close-button");r&&(r.style.pointerEvents="auto")}}))}close(){if(this.disableKeyCapture&&this.previousActive?.isConnected&&this.ownerDocument.activeElement===this.ownerDocument.body)try{this.previousActive.focus({preventScroll:!0})}catch{}const{modalEl:e}=this;e&&(e.removeEventListener("pointerdown",this.pointerDownHandler),e.removeEventListener("touchstart",this.pointerDownHandler),e.removeEventListener("keydown",this.modalKeydownStopHandler,{capture:!0})),this.handlePointerUp(),this.ownerDocument.removeEventListener("keydown",this.escListener,{capture:!0}),super.close()}enableKeyCapture(){this.disableKeyCapture=!1}disableKeyCaptureFn(){this.disableKeyCapture=!0}}B([r$c,z,e$a,l$3,b$1,v,h$1,i$5,i$4,h,u,c$1,s]);const GAP=4;class ExcalidrawAutomate{get obsidian(){return obsidian_module__namespace}get FloatingModal(){return FloatingModal}get LASERPOINTER(){return this.plugin.settings.laserSettings}get DEVICE(){return DEVICE}printStartupBreakdown(){this.plugin.printStarupBreakdown()}addAppendUpdateCustomData(e,t){const i=this.elementsDict[e];if(i)return addAppendUpdateCustomData(i,t)}help(e){if(!e)return void log$2("Usage: ea.help(ea.functionName) or ea.help('propertyName') or ea.help('utils.functionName') - notice property name and utils function name is in quotes");let t;if("function"==typeof e)t=EXCALIDRAW_AUTOMATE_INFO.find((t=>t.field===e.name));else if("string"==typeof e){let i=e;i=i.startsWith("utils.")?i.substring(6):i,i=i.startsWith("ea.")?i.substring(3):i,t=EXCALIDRAW_AUTOMATE_INFO.find((e=>e.field===i)),t||(t=EXCALIDRAW_SCRIPTENGINE_INFO.find((e=>e.field===i)))}if(!t)return void log$2("Usage: ea.help(ea.functionName) or ea.help('propertyName') or ea.help('utils.functionName') - notice property name and utils function name is in quotes");let i=!0;if(t.code&&(i=!1,log$2(`Declaration: ${t.code}`)),t.desc){i=!1;const e=t.desc.replaceAll("<br>","\n").replace(/<code>(.*?)<\/code>/g,"%c​$1%c").replace(/<b>(.*?)<\/b>/g,"%c​$1%c").replace(/<a onclick='window\.open\("(.*?)"\)'>(.*?)<\/a>/g,((e,t,i)=>`%c​${i}%c​ (link: ${t})`)),a=Array.from({length:(e.match(/%c/g)||[]).length},((e,t)=>t%2==0?"color: #007bff;":""));log$2(`Description: ${e}`,...a)}i&&log$2("Description not available for this function.")}async postOpenAI(e){return await postOpenAI(e)}extractCodeBlocks(e){return extractCodeBlocks(e)}async convertStringToDataURL(e,t="text/html"){const i=new Blob([e],{type:t}),a=await new Promise((e=>{const t=new FileReader;t.onload=()=>{if("string"==typeof t.result){const i=t.result.split(",")[1];e(i)}else e(null)},t.readAsDataURL(i)}));return a?`data:${t};base64,${a}`:"about:blank"}async checkAndCreateFolder(e){return await checkAndCreateFolder(e)}splitFolderAndFilename(e){return splitFolderAndFilename(e)}getNewUniqueFilepath(e,t){return getNewUniqueFilepath(this.plugin.app.vault,e,t)}getListOfTemplateFiles(){return getListOfTemplateFiles(this.plugin)}getEmbeddedImagesFiletree(e){return!e&&this.targetView&&this.targetView.file&&(e=this.targetView.file),e?getExcalidrawEmbeddedFilesFiletree(e,this.plugin):[]}async getAttachmentFilepath(e){if(!this.targetView||!this.targetView?.file)return errorMessage("targetView not set","getAttachmentFolderAndFilePath()"),null;const t=await getAttachmentsFolderAndFilePath(this.plugin.app,this.targetView.file.path,e);return getNewUniqueFilepath(this.plugin.app.vault,e,t.folder)}compressToBase64(e){return LZString.compressToBase64(e)}decompressFromBase64(e){if(!e)throw new Error("No input string provided for decompression.");let t="";const i=e.length;for(let a=0;a<i;a++){const i=e[a];"\\n"!==i&&"\\r"!==i&&(t+=i)}return LZString.decompressFromBase64(t)}async newFilePrompt(e,t,i,a){if(!this.targetView||!this.targetView?.file)return errorMessage("targetView not set","newFileActions()"),null;const n=emulateKeysForLinkClick(i),s=new NewFileActions({plugin:this.plugin,path:e,keys:n,view:this.targetView,openNewFile:t,parentFile:a});return s.open(),await s.waitForClose}getLeaf(e,t){const i=emulateKeysForLinkClick(t??"new-tab");return getLeaf(this.plugin,e,i)}getActiveEmbeddableViewOrEditor(e){if(!this.targetView&&!e)return null;const t=(e=e??this.targetView).getActiveEmbeddable();if(t){if(t.node&&t.node.isEditing)return{file:t.node.file,editor:t.node.child.editor};if(t.node)return{node:t.node};if(t.leaf&&t.leaf.view)return{view:t.leaf.view}}return null}isExcalidrawMaskFile(e){return e?this.isExcalidrawFile(e)&&isMaskFile(this.plugin,e):this.targetView&&this.targetView?.file?isMaskFile(this.plugin,this.targetView.file):(errorMessage("targetView not set","isMaskFile()"),null)}plugin;elementsDict;imagesDict;mostRecentMarkdownSVG=null;style;canvas;colorPalette;sidepanelTab=null;constructor(e,t){this.plugin=e,this.reset(),this.targetView=t}checkForActiveSidepanelTabForScript(e){if(!(e=e??this.activeScript))return null;const t=ExcalidrawSidepanelView.getExisting(!1);return t?t.getTabByScript(e):null}async createSidepanelTab(e,t=!1,i=!0){this.sidepanelTab&&this.sidepanelTab.close();const a=this.activeScript??nanoid(),n=await ExcalidrawSidepanelView.getOrCreate(this.plugin,i);if(!n)return errorMessage("Unable to open sidepanel","createSidepanelTab()"),null;const s=await n.createTab({title:e,scriptName:a,hostEA:this});return this.sidepanelTab=s,i&&s.reveal(),t&&this.activeScript&&this.persistSidepanelTab(),s}getSidepanelLeaf(){return ExcalidrawSidepanelView.getExisting(!1)?.leaf??null}toggleSidepanelView(){const e=this.getSidepanelLeaf();if(e){const t=e.getRoot();if(t===this.plugin.app.workspace.leftSplit)return void this.plugin.app.workspace.leftSplit.toggle();if(t===this.plugin.app.workspace.rightSplit)return void this.plugin.app.workspace.rightSplit.toggle()}}persistSidepanelTab(){if(!this.activeScript&&!this.sidepanelTab)return errorMessage("No active script and sidepanel tab to persist","persistSidepanelTab()"),null;const e=ExcalidrawSidepanelView.getExisting();return e?(e.markTabPersistent(this.sidepanelTab),this.sidepanelTab):void 0}attachInlineLinkSuggester(e,t){return new InlineLinkSuggester(this.plugin.app,this.plugin,e,(()=>this.targetView?.file?.path),t)}getViewLastPointerPosition(){return this.targetView&&this.targetView?._loaded?this.targetView.currentPosition:(errorMessage("targetView not set","getExcalidrawAPI()"),null)}getViewCenterPosition(){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","getExcalidrawAPI()"),null;const e=this.getExcalidrawAPI().getAppState();if(!e)return null;const t=e.zoom?.value??1;return{x:-e.scrollX+e.width/2/t,y:-e.scrollY+e.height/2/t}}getAPI(e){const t=new ExcalidrawAutomate(this.plugin,e);return this.plugin.eaInstances.push(t),t}setFillStyle(e){switch(e){case 0:return this.style.fillStyle="hachure","hachure";case 1:return this.style.fillStyle="cross-hatch","cross-hatch";default:return this.style.fillStyle="solid","solid"}}setStrokeStyle(e){switch(e){case 0:return this.style.strokeStyle="solid","solid";case 1:return this.style.strokeStyle="dashed","dashed";default:return this.style.strokeStyle="dotted","dotted"}}setStrokeSharpness(e){return 0===e?(this.style.roundness={type:ROUNDNESS.LEGACY},"round"):(this.style.roundness=null,"sharp")}setFontFamily(e){return this.style.fontFamily=e,getFontFamilyString({fontFamily:e})}setTheme(e){return 0===e?(this.canvas.theme="light","light"):(this.canvas.theme="dark","dark")}addToGroup(e){const t=nanoid();return e.forEach((e=>{this.elementsDict[e]?.groupIds?.push(t)})),t}async toClipboard(e){const t=e?await getTemplate(this.plugin,e,!1,new EmbeddedFilesLoader(this.plugin),0):null;let i=t?t.elements:[];i=i.concat(this.getElements());const a={...t?.files??{}};Object.keys(this.imagesDict).forEach((e=>{const t=this.imagesDict[e];t?.dataURL&&t?.mimeType&&(a[e]={mimeType:t.mimeType,id:e,dataURL:t.dataURL,created:t.created??Date.now()})})),navigator.clipboard.writeText(JSON.stringify({type:"excalidraw/clipboard",elements:i,files:a}))}async getSceneFromFile(e){if(!e)return errorMessage("file not found","getScene()"),null;if(!this.isExcalidrawFile(e))return errorMessage("file is not an Excalidraw file","getScene()"),null;const t=await getTemplate(this.plugin,e.path,!1,new EmbeddedFilesLoader(this.plugin),0);return{elements:t.elements,appState:t.appState}}getElements(){const e=[],t=Object.keys(this.elementsDict);for(let i=0;i<t.length;i++)e.push(this.elementsDict[t[i]]);return e}getElement(e){return this.elementsDict[e]}getBoundTextElement(e,t=!1){if(!e)return{};if(Array.isArray(e)&&2===e.length)e=e[0];else if(Array.isArray(e))return{};if("text"===e.type){if(e.id in this.elementsDict)return{eaElement:e};if(t&&this.targetView&&this.targetView._loaded){const t=this.getViewElements().find((t=>t.id===e.id));if(t)return{sceneElement:t}}return{}}const i=e.boundElements?.find((e=>"text"===e.type));if(!i)return{};let a=this.elementsDict[i.id];if(a)return{eaElement:a};if(!a&&t&&this.targetView&&this.targetView._loaded){const e=this.getViewElements().find((e=>e.id===i.id));return{sceneElement:e}}return{}}async create(e){const t=e?.templatePath?await getTemplate(this.plugin,e.templatePath,!0,new EmbeddedFilesLoader(this.plugin),0):null;t?.plaintext&&(e.plaintext?e.plaintext=e.plaintext+"\n\n"+t.plaintext:e.plaintext=t.plaintext);let i,a=t?t.elements:[];if(a=a.concat(this.getElements()),e?.frontmatterKeys){Object.keys(e.frontmatterKeys).includes("excalidraw-plugin")||(e.frontmatterKeys["excalidraw-plugin"]="parsed"),i="---\n\n";for(const t of Object.keys(e.frontmatterKeys))i+=`${t}: ${""===e.frontmatterKeys[t]?'""':e.frontmatterKeys[t]}\n`;i+="\n---\n"}else i=t?.frontmatter?t.frontmatter:FRONTMATTER;i+=e.plaintext?e.plaintext.endsWith("\n\n")?e.plaintext:e.plaintext.endsWith("\n")?e.plaintext+"\n":e.plaintext+"\n\n":"",t?.frontmatter&&e?.frontmatterKeys&&(i=mergeMarkdownFiles(t.frontmatter,i));const n=t?.appState??{};Object.keys(n).forEach((e=>{void 0===n[e]&&delete n[e]}));const s={type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:a,appState:{...n,theme:n.theme??this.canvas.theme,viewBackgroundColor:n.viewBackgroundColor??this.canvas.viewBackgroundColor,currentItemStrokeColor:n.currentItemStrokeColor??this.style.strokeColor,currentItemBackgroundColor:n.currentItemBackgroundColor??this.style.backgroundColor,currentItemFillStyle:n.currentItemFillStyle??this.style.fillStyle,currentItemStrokeWidth:n.currentItemStrokeWidth??this.style.strokeWidth,currentItemStrokeStyle:n.currentItemStrokeStyle??this.style.strokeStyle,currentItemRoughness:n.currentItemRoughness??this.style.roughness,currentItemOpacity:n.currentItemOpacity??this.style.opacity,currentItemFontFamily:n.currentItemFontFamily??this.style.fontFamily,currentItemFontSize:n.currentItemFontSize??this.style.fontSize,currentItemTextAlign:n.currentItemTextAlign??this.style.textAlign,currentItemStartArrowhead:n.currentItemStartArrowhead??this.style.startArrowHead,currentItemEndArrowhead:n.currentItemEndArrowhead??this.style.endArrowHead,currentItemRoundness:n.currentItemLinearStrokeSharpness??n.currentItemStrokeSharpness??n.currentItemRoundness??this.style.roundness?"round":"sharp",gridSize:n.gridSize??this.canvas.gridSize,colorPalette:n.colorPalette??this.colorPalette},files:t?.files??{}},r=e?.filename?e.filename+(e.filename.endsWith(".md")?"":".excalidraw.md"):getDrawingFilename(this.plugin.settings),o=e?.foldername?e.foldername:this.plugin.settings.folder,l=this.plugin.settings.compatibilityMode?JSON.stringify(s,null,"\t"):i+(()=>{const e=this.getElements().filter((e=>"text"===e.type));let t="# Excalidraw Data\n\n## Text Elements\n";e.forEach((e=>{t+=`${e.rawText??e.originalText??e.text} ^${e.id}\n\n`})),this.getElements().filter((e=>"text"!==e.type&&e.link)).forEach((e=>{t+=`${e.link} ^${e.id}\n\n`})),t+=Object.keys(this.imagesDict).length>0?"\n## Embedded Files\n":"\n";const i=(e,t,i)=>`${e}: [[${t}]]${i?" "+JSON.stringify(i):""}\n\n`;return Object.keys(this.imagesDict).forEach((e=>{const a=this.imagesDict[e];if(a.latex)t+=`${e}: $$${a.latex.trim()}$$\n\n`;else if(a.file)a.file instanceof obsidian_module.TFile?t+=i(e,a.file.path,a.colorMap):t+=i(e,a.file,a.colorMap);else{const n=a.hyperlink.split("#"),s=this.plugin.app.vault.getAbstractFileByPath(n[0]);if(s&&s instanceof obsidian_module.TFile){const r=2===n.length;t+=i(e,r?`${s.path}#${n[1]}`:s.path,a.colorMap)}else t+=`${e}: ${a.hyperlink}\n\n`}})),t+"%%\n"})()+getMarkdownDrawingSection(JSON.stringify(s,null,"\t"),this.plugin.settings.compress);return e.silent?(await this.plugin.createDrawing(r,o,l)).path:this.plugin.createAndOpenDrawing(r,e?.onNewPane&&e.onNewPane?"new-pane":"active-pane",o,l)}getPagePDFDimensions(e,t){return getPageDimensions(e,t)}async createPDF({SVG:e,scale:t={fitToPage:1,zoom:1},pageProps:i,filename:a}){i||(i={alignment:this.plugin.settings.pdfSettings.alignment,margin:getMarginValue(this.plugin.settings.pdfSettings.margin)}),i.dimensions||(i.dimensions=getPageDimensions(this.plugin.settings.pdfSettings.pageSize,this.plugin.settings.pdfSettings.pageOrientation)),i.backgroundColor||(i.backgroundColor="#ffffff"),await exportToPDF({SVG:e,scale:t,pageProps:i,filename:a})}async createViewSVG({withBackground:e=!0,theme:t,frameRendering:i={enabled:!0,name:!0,outline:!0,clip:!0},padding:a,selectedOnly:n=!1,skipInliningFonts:s=!1,embedScene:r=!1,elementsOverride:o}){if(!this.targetView||!this.targetView.file||!this.targetView._loaded)return void console.log("No view loaded");const l=this.targetView,c=this.targetView.getScene(n);o&&(c.elements=o),l.getViewExportIncludeInternalLinks()||(c.elements=sceneRemoveInternalLinks(c));const d={withBackground:l.getViewExportWithBackground(e),withTheme:!0,isMask:isMaskFile(this.plugin,l.file),skipInliningFonts:s,frameRendering:i};return await getSVG({...c,appState:{...c.appState,theme:l.getViewExportTheme(t),exportEmbedScene:l.getViewExportEmbedScene(r)}},d,l.getViewExportPadding(a),l.file)}async createSVG(e,t=!1,i,a,n,s,r=!1,o=!0){return n||(n=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),i||(i={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0,isMask:!1,skipInliningFonts:!t}),a||(a=new EmbeddedFilesLoader(this.plugin,n?"dark"===n:void 0)),await createSVG(e,t,i,a,n,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,s,this.imagesDict,r,o)}async createPNG(e,t=1,i,a,n,s){return n||(n=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),n&&!i&&(i={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0,isMask:!1}),a||(a=new EmbeddedFilesLoader(this.plugin,n?"dark"===n:void 0)),await createPNG(e,t,i,a,n,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,s,this.imagesDict)}async createPNGBase64(e,t=1,i,a,n,s){const r=await this.createPNG(e,t,i,a,n,s);return`data:image/png;base64,${await blobToBase64(r)}`}wrapText(e,t){return wrapTextAtCharLength(e,t,this.plugin.settings.forceWrap)}boxedElement(e,t,i,a,n,s,r=null,o){return{id:e,type:t,x:i,y:a,width:n,height:s,angle:this.style.angle,strokeColor:this.style.strokeColor,backgroundColor:this.style.backgroundColor,fillStyle:this.style.fillStyle,strokeWidth:this.style.strokeWidth,strokeStyle:this.style.strokeStyle,roughness:this.style.roughness,opacity:this.style.opacity,roundness:this.style.strokeSharpness?"round"===this.style.strokeSharpness?{type:ROUNDNESS.ADAPTIVE_RADIUS}:null:this.style.roundness,seed:Math.floor(1e5*Math.random()),version:1,versionNonce:Math.floor(1e9*Math.random()),updated:Date.now(),isDeleted:!1,groupIds:[],boundElements:[],link:r,locked:!1,frameId:null,hasTextLink:!("text"!==t||!r),...o?{scale:o}:{}}}addIFrame(e,t,i,a,n,s,r){if(r){const n=nanoid();return this.elementsDict[n]=this.boxedElement(n,"iframe",e,t,i,a,null,[1,1]),this.elementsDict[n].customData={generationData:{status:"done",html:r}},n}return this.addEmbeddable(e,t,i,a,n,s)}addEmbeddable(e,t,i,a,n,s,r){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","addEmbeddable()"),null;if(!n&&!s)return errorMessage("Either the url or the file must be set. If both are provided the URL takes precedence","addEmbeddable()"),null;let o=[1,1];if(n){let{w:e,h:t}=getAspectRatio(n);t>e&&([e,t]=[t,e]),0===i&&0===a?(i=560,a=t/e*560):0===a?(a=i*(t/e),i<560&&(o=[i/560,i/560])):0===i&&(i=a*(e/t),a<315&&(o=[a/315,a/315]))}const l=nanoid();return this.elementsDict[l]=this.boxedElement(l,"embeddable",e,t,i,a,n||(s?`[[${this.plugin.app.metadataCache.fileToLinktext(s,this.targetView.file.path,!1)}]]`:""),o),this.elementsDict[l].customData={mdProps:r??this.plugin.settings.embeddableMarkdownDefaults},l}addElementsToFrame(e,t){this.getElement(e)&&t.forEach((t=>{const i=this.getElement(t);i&&(i.frameId=e)}))}addFrame(e,t,i,a,n){const s=this.addRect(e,t,i,a),r=this.getElement(s);return r.type="frame",r.backgroundColor="transparent",r.strokeColor="#000",r.strokeStyle="solid",r.strokeWidth=2,r.roughness=0,r.roundness=null,n&&(r.name=n),s}addRect(e,t,i,a,n){return n||(n=nanoid()),this.elementsDict[n]=this.boxedElement(n,"rectangle",e,t,i,a),n}addDiamond(e,t,i,a,n){return n||(n=nanoid()),this.elementsDict[n]=this.boxedElement(n,"diamond",e,t,i,a),n}addEllipse(e,t,i,a,n){return n||(n=nanoid()),this.elementsDict[n]=this.boxedElement(n,"ellipse",e,t,i,a),n}addBlob(e,t,i,a,n){const s=.5*a,r=.5*i,o=r/9,l=.8*s,c=[],d=(i,a)=>{const n=i+Math.random()*o-o/2;c.push([n+Math.random()*o-o/2+i%2*o/6+e,a*Math.sqrt(s*s*(1-n*n/(r*r)))+Math.random()*l-l/2+i%2*l/6+t])};let h;for(h=o/2-r;h<=r-o/2;h+=r/6)d(h,1);for(h=r-o/2;h>=o/2-r;h-=r/6)d(h,-1);return c.push(c[0]),n=this.addLine((e=>{const t=getLineBox(e),n=i/t.w,s=a/t.h;let r;for(r=0;r<e.length;r++){let[i,a]=e[r];i=(i-t.x)*n+t.x,a=(a-t.y)*s+t.y,e[r]=[i,a]}return e})(c),n),this.elementsDict[n]=repositionElementsToCursor([this.getElement(n)],{x:e,y:t},!1)[0],n}refreshTextElementSize(e){const t=this.getElement(e);if("text"!==t.type)return;const{w:i,h:a}=_measureText(t.text,t.fontSize,t.fontFamily,getLineHeight(t.fontFamily));t.width=i,t.height=a}addText(e,t,i,a,n){n=n??nanoid();const s=i,r=!(void 0!==a?.width&&!a?.box)||(a?.autoResize??!0);i=a?.wrapAt&&r?this.wrapText(i,a.wrapAt):i;const{w:o,h:l}=_measureText(i,this.style.fontSize,this.style.fontFamily,getLineHeight(this.style.fontFamily)),c=a?.width?a.width:o,d=a?.height?a.height:l;let h=null;const p=this.style.strokeColor;this.style.strokeColor=a?.boxStrokeColor??p;const u=a?.boxPadding??30;if(a?.box)switch(a.box){case"ellipse":h=this.addEllipse(e-u,t-u,c+2*u,d+2*u);break;case"diamond":h=this.addDiamond(e-u,t-u,c+2*u,d+2*u);break;case"blob":h=this.addBlob(e-u,t-u,c+2*u,d+2*u);break;default:h=this.addRect(e-u,t-u,c+2*u,d+2*u)}this.style.strokeColor=p;const m=h&&"blob"!==a.box;if(this.elementsDict[n]={text:i,fontSize:this.style.fontSize,fontFamily:this.style.fontFamily,textAlign:a?.textAlign?a.textAlign:this.style.textAlign??"left",verticalAlign:a?.textVerticalAlign??this.style.verticalAlign,...this.boxedElement(n,"text",e,t,c,d),containerId:m?h:null,originalText:m?s:i,rawText:m?s:i,lineHeight:getLineHeight(this.style.fontFamily),autoResize:!!a?.box||(a?.autoResize??!0)},h&&"blob"===a?.box&&this.addToGroup([n,h]),m){const e=this.elementsDict[h];e.boundElements||(e.boundElements=[]),e.boundElements.push({type:"text",id:n})}const g=this.getElement(n),f=h&&"blob"!==a.box?this.getElement(h):void 0,b=refreshTextDimensions(g,f,arrayToMap(this.getElements()),s);return b&&!a?.width&&(g.width=b.width,g.height=b.height,g.x=b.x,g.y=b.y,g.text=b.text,f&&(f.width=b.width+2*u,f.height=b.height+2*u)),h??n}addLine(e,t){const i=getLineBox(e);return t=t??nanoid(),this.elementsDict[t]={points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:null,endBinding:null,startArrowhead:null,endArrowhead:null,...this.boxedElement(t,"line",e[0][0],e[0][1],i.w,i.h)},t}addArrow(e,t,i){const a=normalizeFixedPoint(t?.startFixedPoint),n=normalizeFixedPoint(t?.endFixedPoint),s=normalizeBindMode(t?.startBindMode),r=normalizeBindMode(t?.endBindMode),o=getLineBox(e),l=t?.elbowed??!1,c=t?.startObjectId?this.getElement(t.startObjectId):null,d=t?.endObjectId?this.getElement(t.endObjectId):null;return i=i??nanoid(),this.elementsDict[i]={points:normalizeLinePoints(e),elbowed:l,lastCommittedPoint:null,startBinding:{elementId:t?.startObjectId,mode:s,fixedPoint:a},endBinding:{elementId:t?.endObjectId,mode:r,fixedPoint:n},startArrowhead:void 0!==t?.startArrowHead?t.startArrowHead:this.style.startArrowHead,endArrowhead:void 0!==t?.endArrowHead?t.endArrowHead:this.style.endArrowHead,...this.boxedElement(i,"arrow",e[0][0],e[0][1],o.w,o.h)},c&&(c.boundElements||(c.boundElements=[]),c.boundElements.push({type:"arrow",id:i})),d&&(d.boundElements||(d.boundElements=[]),d.boundElements.push({type:"arrow",id:i})),i}async addMermaid(e,t=!0){const i=await mermaidToExcalidraw(e,{themeVariables:{fontSize:`${this.style.fontSize}`},flowchart:{curve:null===this.style.roundness?"linear":"basis"}}),a=[];if(!i)return null;if(i?.error)return i.error;if(i?.elements&&i.elements.forEach((e=>{a.push(e.id),this.elementsDict[e.id]=e})),i?.files)for(const e in i.files)this.imagesDict[e]={...i.files[e],created:Date.now(),isHyperLink:!1,hyperlink:null,file:null,hasSVGwithBitmap:!1,latex:null};return t&&i?.elements&&a.length>1&&this.addToGroup(a),a}async addImage(e,t,i,a=!0,n=!0){let s,r;"number"==typeof e?r=e:(t=e.topY,r=e.topX,i=e.imageFile,a=e.scale??!0,n=e.anchor??!0,s=e.colorMap);const o=/^[^#]*#page=\d*(&\w*=[^&]+){0,}&rect=\d*,\d*,\d*,\d*/,l="string"==typeof i?i:null,c=l&&o.test(l)?l.split("&rect=")[0]:i,d=nanoid(),h=new EmbeddedFilesLoader(this.plugin,"dark"===this.canvas.theme),p="string"==typeof c?await h.getObsidianImage(new EmbeddedFile(this.plugin,"",c),0):await h.getObsidianImage(c,0);if(!p)return null;const u="string"==typeof c?p.fileId:"md"===c.extension||"pdf"===c.extension.toLowerCase()?fileid():p.fileId;if(this.imagesDict[u]={mimeType:p.mimeType,id:u,dataURL:p.dataURL,created:p.created,isHyperLink:"string"==typeof c,hyperlink:"string"==typeof c?c:null,file:"string"==typeof c?null:c.path+(a||!n?"":"|100%"),hasSVGwithBitmap:p.hasSVGwithBitmap,latex:null,size:{height:p.size.height,width:p.size.width},colorMap:s,pdfPageViewProps:p.pdfPageViewProps},a&&Math.max(p.size.width,p.size.height)>MAX_IMAGE_SIZE){const e=MAX_IMAGE_SIZE/Math.max(p.size.width,p.size.height);p.size.width=e*p.size.width,p.size.height=e*p.size.height}this.elementsDict[d]=this.boxedElement(d,"image",r,t,p.size.width,p.size.height);const m=this.elementsDict[d];if(m.fileId=u,m.scale=[1,1],m.crop=null,l&&o.test(l)){const e=this.imagesDict[u];m.crop=getPDFCropRect({scale:this.plugin.settings.pdfScale,link:l,naturalHeight:e.size.height,naturalWidth:e.size.width,pdfPageViewProps:e.pdfPageViewProps}),addAppendUpdateCustomData(m,{pdfPageViewProps:e.pdfPageViewProps}),m.crop&&(m.width=m.crop.width/this.plugin.settings.pdfScale,m.height=m.crop.height/this.plugin.settings.pdfScale),m.link=`[[${l}]]`}return!a&&n&&(m.customData={isAnchored:!0}),d}async addLaTex(e,t,i,a=1,n=1){if(!i||!a||!n)return null;const s=nanoid(),r=await tex2dataURL(i,4,this.plugin);return r?(this.imagesDict[r.fileId]={mimeType:r.mimeType,id:r.fileId,dataURL:r.dataURL,created:r.created,file:null,hasSVGwithBitmap:!1,latex:i},this.elementsDict[s]=this.boxedElement(s,"image",e,t,r.size.width*Math.abs(a),r.size.height*Math.abs(n)),this.elementsDict[s].fileId=r.fileId,this.addAppendUpdateCustomData(s,{latex:i}),this.elementsDict[s].scale=[Math.sign(a),Math.sign(n)],s):null}async tex2dataURL(e,t=4){return await tex2dataURL(e,t,this.plugin)}connectObjects(e,t,i,a,n){if(!this.elementsDict[e]||!this.elementsDict[i])return;if(["line","arrow","freedraw"].includes(this.elementsDict[e].type)||["line","arrow","freedraw"].includes(this.elementsDict[i].type))return;const s=n?.padding?n.padding:10,r=n?.numberOfPoints?n.numberOfPoints:0,o=(e,t)=>{switch(e){case"bottom":return[(t.x+(t.x+t.width))/2,t.y+t.height+s];case"left":return[t.x-s,(t.y+(t.y+t.height))/2];case"right":return[t.x+t.width+s,(t.y+(t.y+t.height))/2];default:return[(t.x+(t.x+t.width))/2,t.y-s]}};let l,c,d,h;const p=this.elementsDict[e],u=this.elementsDict[i];if(!t||!a){const e=p.x+p.width/2,i=u.x+u.width/2,n=p.y+p.height/2,s=u.y+u.height/2;if(!t){const t=intersectElementWithLine(p,[i,s],[e,n],GAP);0===t.length?[l,c]=[e,n]:[l,c]=t[0]}if(!a){const t=intersectElementWithLine(u,[e,n],[i,s],GAP);0===t.length?[d,h]=[i,s]:[d,h]=t[0]}}t&&([l,c]=o(t,this.elementsDict[e])),a&&([d,h]=o(a,this.elementsDict[i]));const m=r+2,g=[];for(let e=0;e<m;e++)g.push([l+e*(d-l)/(m-1),c+e*(h-c)/(m-1)]);return this.addArrow(g,{startArrowHead:n?.startArrowHead,endArrowHead:n?.endArrowHead,startObjectId:e,endObjectId:i})}addLabelToLine(e,t){const i=this.elementsDict[e];if(!i||!["arrow","line"].includes(i.type)||2!==i.points.length)return;let a=Math.atan2(i.points[1][1],i.points[1][0]);const n=this.measureText(t);a<0?a<-Math.PI/2&&(a+=Math.PI):a>Math.PI/2&&(a-=Math.PI),this.style.angle=a;const s=this.addText(i.x+i.points[1][0]/2-n.width/2,i.y+i.points[1][1]/2-n.height,t);return this.style.angle=0,s}clear(){this.elementsDict={},this.imagesDict={}}reset(){this.sidepanelTab?.close(),this.clear(),this.activeScript=null,this.style={strokeColor:"#000000",backgroundColor:"transparent",angle:0,fillStyle:"hachure",strokeWidth:1,strokeStyle:"solid",roughness:1,opacity:100,roundness:null,fontFamily:1,fontSize:20,textAlign:"left",verticalAlign:"top",startArrowHead:null,endArrowHead:"arrow"},this.canvas={theme:"light",viewBackgroundColor:"#FFFFFF",gridSize:0}}isExcalidrawFile(e){return this.plugin.isExcalidrawFile(e)}targetView=null;setView(e,t=!1){const i=this.plugin.app.workspace;return(()=>{e&&"auto"!==e?"active"==e?(e=i.getActiveViewOfType(ExcalidrawView))instanceof ExcalidrawView?this.targetView=e:this.targetView=getLastActiveExcalidrawView(this.plugin):"first"!=e?e instanceof ExcalidrawView&&(this.targetView=e):this.targetView=getExcalidrawViews(this.plugin.app)[0]:(e=i.getActiveViewOfType(ExcalidrawView))instanceof ExcalidrawView?this.targetView=e:(e=getLastActiveExcalidrawView(this.plugin),this.targetView=e??getExcalidrawViews(this.plugin.app)[0])})(),t&&this.targetView&&this.plugin.app.workspace.revealLeaf(this.targetView.leaf),this.targetView}getExcalidrawAPI(){return this.targetView&&this.targetView?._loaded?this.targetView.excalidrawAPI:(errorMessage("targetView not set","getExcalidrawAPI()"),null)}getViewElements(){return this.targetView&&this.targetView?._loaded?this.targetView.getViewElements():(errorMessage("targetView not set","getViewElements()"),[])}deleteViewElements(e){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","deleteViewElements()"),!1;const t=this.targetView?.excalidrawAPI;if(!t)return!1;const i=e.map((e=>e.id)),a=t.getSceneElements(),n=t.getAppState();return this.targetView.updateScene({elements:a.filter((e=>!i.includes(e.id))),appState:n,captureUpdate:CaptureUpdateAction.IMMEDIATELY}),!0}async addBackOfTheCardNoteToView(e,t=!1,i,a){return this.targetView&&this.targetView?._loaded?(await this.targetView.forceSave(!0),addBackOfTheNoteCard(this.targetView,e,t,i,a)):(errorMessage("targetView not set","addBackOfTheCardNoteToView()"),null)}getViewSelectedElement(){const e=this.getViewSelectedElements();return e?e[0]:null}getViewSelectedElements(e=!0){return this.targetView&&this.targetView?._loaded?this.targetView.getViewSelectedElements(e):(errorMessage("targetView not set","getViewSelectedElements()"),[])}getViewFileForImageElement(e){return getEmbeddedFileForImageElment(this,e)?.file}getColorMapForImageElement(e){const t=getEmbeddedFileForImageElment(this,e)?.colorMap;return t||{}}async updateViewSVGImageColorMap(e,t){const i=Array.isArray(e)?e:[e],a=Array.isArray(t)?t:[t];let n;if(a.length!==i.length)return void errorMessage("Elements and colors arrays must have same length","updateViewSVGImageColorMap()");n=isSVGColorInfo(a[0])?t.map(svgColorInfoToColorMap):t;const s=new Set;for(let e=0;e<i.length;e++){const t=i[e],a=filterColorMap(n[e]),r=getEmbeddedFileForImageElment(this,t);r&&r.file&&a?(a&&"object"==typeof a&&0!==Object.keys(a).length?(r.colorMap=a,"black"===r.colorMap.fill&&delete r.colorMap.fill,"none"===r.colorMap.stroke&&delete r.colorMap.stroke):r.colorMap=null,r.resetImage(this.targetView.file.path,r.linkParts.original),s.add(t.fileId)):errorMessage("Must provide an image element and a colorMap as input","updateViewSVGImageColorMap()")}s.size>0&&(this.targetView.setDirty(),await new Promise((e=>{this.targetView.loadSceneFiles(!1,s,e)})))}async getSVGColorInfoForImgElement(e){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","getViewFileForImageElement()");if(!e||"image"!==e.type)return void errorMessage("Must provide an image element as input","getViewFileForImageElement()");const t=getEmbeddedFileForImageElment(this,e),i=t?.file;if(!i||"svg"!==i.extension&&!this.isExcalidrawFile(i))return void errorMessage("Must provide an SVG or nested Excalidraw image element as input","getColorMapForImgElement()");if("svg"===i.extension){const e=await this.plugin.app.vault.cachedRead(i),a=this.getColorsFromSVGString(e);return mergeColorMapIntoSVGColorInfo(t.colorMap,a)}const a=await this.getColosFromExcalidrawFile(i,e);return mergeColorMapIntoSVGColorInfo(t.colorMap,a)}async getColosFromExcalidrawFile(e,t){if(!e||!this.isExcalidrawFile(e))return void errorMessage("Must provide an Excalidraw file as input","getColosFromExcalidrawFile()");getEmbeddedFileForImageElment(this,t);const i=new ExcalidrawData(this.plugin);"excalidraw"===e.extension?await i.loadLegacyData(await this.plugin.app.vault.cachedRead(e),e):await i.loadData(await this.plugin.app.vault.cachedRead(e),e,TextMode.raw);const a=new Map;return i.loaded?(i.scene.elements.forEach((e=>{"strokeColor"in e&&updateOrAddSVGColorInfo(a,e.strokeColor,{stroke:!0}),"backgroundColor"in e&&updateOrAddSVGColorInfo(a,e.backgroundColor,{fill:!0})})),a):a}getColorsFromSVGString(e){const t=new Map;return e?(function e(i,a=!1){const n=i.getAttribute("fill");"none"!==n&&(n?updateOrAddSVGColorInfo(t,n,{fill:!0}):a&&updateOrAddSVGColorInfo(t,"fill",{fill:!0,mappedTo:"black"}));const s=i.getAttribute("stroke");s&&"none"!==s&&updateOrAddSVGColorInfo(t,s,{stroke:!0});const r=i.getAttribute("style");if(r){const e=r.match(/fill:\s*([^;}\s]+)/);e&&"none"!==e[1]&&updateOrAddSVGColorInfo(t,e[1],{fill:!0});const i=r.match(/stroke:\s*([^;}\s]+)/);i&&"none"!==i[1]&&updateOrAddSVGColorInfo(t,i[1],{stroke:!0})}for(const t of Array.from(i.children))e(t)}((new DOMParser).parseFromString(e,"image/svg+xml").documentElement,!0),t):t}copyViewElementsToEAforEditing(e,t=!1){if(t&&e.some((e=>"image"===e.type))){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","copyViewElementsToEAforEditing()");const t=this.targetView.getScene().files;e.forEach((e=>{if(this.elementsDict[e.id]=cloneElement(e),"image"===e.type){const i=this.targetView.excalidrawData.getFile(e.fileId),a=i&&i.file&&i.linkParts&&i.linkParts.ref,n=this.targetView.excalidrawData.getEquation(e.fileId),s=t?.[e.fileId];this.imagesDict[e.fileId]={mimeType:s.mimeType,id:e.fileId,dataURL:s.dataURL,created:s.created,hasSVGwithBitmap:!!i&&i.isSVGwithBitmap,...i?{isHyperLink:i.isHyperLink||Boolean(a),hyperlink:a?`${i.file.path}#${i.linkParts.ref}`:i.hyperlink,file:a?null:i.file,latex:null}:{},...n?{file:null,isHyperLink:!1,hyperlink:null,latex:n.latex}:{}}}}))}else e.forEach((e=>{this.elementsDict[e.id]=cloneElement(e)}))}viewToggleFullScreen(e=!1){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","viewToggleFullScreen()");const t=this.targetView,i=t.isFullscreen();e&&(t.updateScene({appState:{viewModeEnabled:!i},captureUpdate:CaptureUpdateAction.NEVER}),this.targetView.toolsPanelRef?.current?.setExcalidrawViewMode(!i)),i?t.exitFullscreen():t.gotoFullscreen()}setViewModeEnabled(e){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","viewToggleFullScreen()");const t=this.targetView;t.updateScene({appState:{viewModeEnabled:e},captureUpdate:CaptureUpdateAction.NEVER}),t.toolsPanelRef?.current?.setExcalidrawViewMode(e)}viewUpdateScene(e,t=!1){this.targetView&&this.targetView?._loaded?(Boolean(e.storeAction)||(e.storeAction=e.commitToHistory?"capture":"update"),this.targetView.updateScene({elements:e.elements,appState:e.appState,files:e.files,storeAction:e.storeAction,captureUpdate:e.captureUpdate},t)):errorMessage("targetView not set","viewToggleFullScreen()")}connectObjectWithViewSelectedElement(e,t,i,a){const n=this.getViewSelectedElement();if(!n)return!1;const s=n.id;return this.elementsDict[s]=n,this.connectObjects(e,t,s,i,a),delete this.elementsDict[s],!0}viewZoomToElements(e,t){this.targetView&&this.targetView?._loaded?this.targetView.zoomToElements(e,t):errorMessage("targetView not set","viewToggleFullScreen()")}async addElementsToView(e=!1,t=!0,i=!1,a=!1,n=CaptureUpdateAction.IMMEDIATELY){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","addElementsToView()"),!1;const s=this.getElements();return s.some((e=>"embeddable"===e.type))&&patchMobileView(this.targetView),await this.targetView.addElements({newElements:s,repositionToCursor:e,save:t,images:this.imagesDict,newElementsOnTop:i,shouldRestoreElements:a,captureUpdate:n})}registerThisAsViewEA(){return this.targetView&&this.targetView?._loaded?(this.targetView.setHookServer(this),!0):(errorMessage("targetView not set","addElementsToView()"),!1)}deregisterThisAsViewEA(){return this.targetView&&this.targetView?._loaded?(this.targetView.setHookServer(this),!0):(errorMessage("targetView not set","addElementsToView()"),!1)}onViewUnloadHook=null;onViewModeChangeHook=null;onLinkHoverHook=null;onLinkClickHook=null;onDropHook=null;onPasteHook=null;onImageFilePathHook=null;onImageExportPathHook=null;onTriggerAutoexportHook=null;onFileOpenHook;onFileCreateHook;onCanvasColorChangeHook=null;onUpdateElementLinkForExportHook=null;getEmbeddedFilesLoader(e){return new EmbeddedFilesLoader(this.plugin,e)}getExportSettings(e,t,i=!1){return{withBackground:e,withTheme:t,isMask:i}}getElementsInArea(e,t){const{x:i,y:a,width:n,height:s,id:r}=t;return e.filter((e=>{if("frame"===e.type&&"marker"===e.frameRole)return!1;if(e.id===r)return!0;const{topX:t,topY:o,width:l,height:c}=this.getBoundingBox([e]);return!(t>=i+n||t+l<=i||o>=a+s||o+c<=a)}))}getBoundingBox(e){const t=getCommonBoundingBox(e);return{topX:t.minX,topY:t.minY,width:t.maxX-t.minX,height:t.maxY-t.minY}}getMaximumGroups(e){return getMaximumGroups(e,arrayToMap(e))}getLargestElement(e){if(!e||0===e.length)return null;let t=e[0];const i=e=>e.height*e.width;let a=i(e[0]);for(let n=1;n<e.length;n++){const s=i(e[n]);s>a&&(a=s,t=e[n])}return t}intersectElementWithLine(e,t,i,a){return intersectElementWithLine(e,t,i,a)}getCommonGroupForElements(e){const t=e.map((e=>e.groupIds)).reduce(((e,t)=>t.filter((t=>e.includes(t)))));return t.length>0?t[0]:null}getElementsInTheSameGroupWithElement(e,t,i=!1){if(!e||!t)return[];const a="text"===e.type&&e.containerId?t.filter((t=>t.id===e.containerId)):[];if(0===e.groupIds.length)return i&&"frame"===e.type?this.getElementsInFrame(e,t,!0):1===a.length?[e,a[0]]:[e];const n=1===a.length?t=>t.groupIds.some((t=>e.groupIds.includes(t)))||t===a[0]:t=>t.groupIds.some((t=>e.groupIds.includes(t)));if(i){const e=new Set;return t.filter((e=>n(e))).forEach((i=>{"frame"===i.type?this.getElementsInFrame(i,t,!0).forEach((t=>e.add(t.id))):e.add(i.id)})),t.filter((t=>e.has(t.id)))}return t.filter((e=>n(e)))}getElementsInFrame(e,t,i=!1){return e&&t&&"frame"===e.type?t.filter((t=>t.frameId===e.id||i&&t.id===e.id)):[]}activeScript=null;getScriptSettings(){return this.activeScript?this.plugin.settings.scriptEngineSettings[this.activeScript]??{}:null}async setScriptSettings(e){if(!this.activeScript)return null;this.plugin.settings.scriptEngineSettings[this.activeScript]=e,await this.plugin.saveSettings()}setScriptSettingValue(e,t){const i=ensureActiveScriptSettingsObject(this);i&&(i[e]=t)}getScriptSettingValue(e,t){const i=ensureActiveScriptSettingsObject(this);return i?i[e]??t:t}async saveScriptSettings(){ensureActiveScriptSettingsObject(this),await this.plugin.saveSettings()}openFileInNewOrAdjacentLeaf(e,t){if(!(e&&e instanceof obsidian_module.TFile))return null;if(!this.targetView)return null;const{leaf:i,promise:a}=openLeaf({plugin:this.plugin,fnGetLeaf:()=>getNewOrAdjacentLeaf(this.plugin,this.targetView.leaf),file:e,openState:t??{active:!0}});return i}measureText(e){const t=_measureText(e,this.style.fontSize,this.style.fontFamily,getLineHeight(this.style.fontFamily));return{width:t.w??0,height:t.h??0}}async getOriginalImageSize(e,t=!1){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","getOriginalImageSize()"),null;if(!e||"image"!==e.type)return errorMessage("Please provide a single image element as input","getOriginalImageSize()"),null;const i=this.targetView.excalidrawData.getFile(e.fileId);if(!i)return errorMessage("Please provide a single image element as input","getOriginalImageSize()"),null;const a="dark"===this.getExcalidrawAPI().getAppState().theme;let n=i.getImage(a);if(n||t){if(!n){let e=0;for(;!n&&e<50;)await sleep(100),n=i.getImage(a),e++;if(!n)return}return await getImageSize(n)}}async resetImageAspectRatio(e){if(!this.targetView||!this.targetView?._loaded)return errorMessage("targetView not set","resetImageAspectRatio()"),null;let t,i;if(e.crop)t=e.width*e.height,i=e.crop.width/e.crop.height;else{const a=await this.getOriginalImageSize(e,!0);if(!a)return!1;t=e.width*e.height,i=a.width/a.height}let a=Math.sqrt(t*i),n=Math.sqrt(t/i);const s=e.x+e.width/2,r=e.y+e.height/2;if(a!==e.width||n!==e.height){this.getElement(e.id)||this.copyViewElementsToEAforEditing([e]);const t=this.getElement(e.id);return t.width=a,t.height=n,t.x=s-a/2,t.y=r-n/2,!0}return!1}verifyMinimumPluginVersion(e){return verifyMinimumPluginVersion(e)}isExcalidrawView(e){return e instanceof ExcalidrawView}selectElementsInView(e){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","selectElementsInView()");if(!e||0===e.length)return;const t=this.getExcalidrawAPI();if("string"==typeof e[0]){const i=this.getViewElements().filter((t=>e.includes(t.id)));t.selectElements(i)}else t.selectElements(e)}generateElementId(){return nanoid()}cloneElement(e){const t=JSON.parse(JSON.stringify(e));return t.id=nanoid(),t}moveViewElementToZIndex(e,t){if(!this.targetView||!this.targetView?._loaded)return void errorMessage("targetView not set","moveViewElementToZIndex()");const i=this.getExcalidrawAPI(),a=this.getViewElements(),n=a.filter((t=>t.id===e));if(0===n.length)return void errorMessage(`Element (id: ${e}) not found`,"moveViewElementToZIndex");if(t>=a.length)return void i.bringToFront(n);if(t<0)return void i.sendToBack(n);const s=a.indexOf(n[0]);a.splice(t,0,a.splice(s,1)[0]),this.targetView.updateScene({elements:a,captureUpdate:CaptureUpdateAction.IMMEDIATELY})}hexStringToRgb(e){const t=/^#?([a-f\d]{2})([a-f\d]{2})([a-f\d]{2})$/i.exec(e);return[parseInt(t[1],16),parseInt(t[2],16),parseInt(t[3],16)]}rgbToHexString(e){return O$1({r:e[0],g:e[1],b:e[2]}).stringHEX({alpha:!1})}hslToRgb(e){const t=O$1({h:e[0],s:e[1],l:e[2]});return[t.red,t.green,t.blue]}rgbToHsl(e){const t=O$1({r:e[0],g:e[1],b:e[2]});return[t.hue,t.saturation,t.lightness]}colorNameToHex(e){return COLOR_NAMES.has(e.toLowerCase().trim())?COLOR_NAMES.get(e.toLowerCase().trim()):e.trim()}getCM(e){if(!e)return void log$2("Creates a CM object. Visit https://github.com/lbragile/ColorMaster for documentation.");"string"==typeof e&&(e=this.colorNameToHex(e));const t=O$1(e);return isColorStringTransparent(e)?t.alphaTo(0):t}getViewColorPalette(e){return getViewColorPalette(e,this.targetView)}async showColorPicker(e,t,i=!0){return showColorPicker(t,e,this.targetView,i)}getPolyBool(){return PolyBool$1.epsilon(1e-10),PolyBool$1}importSVG(e){const t=svgToExcalidraw(e);return t.hasErrors?(new obsidian_module.Notice(`There were errors while parsing the given SVG:\n${t.errors}`),!1):(this.copyViewElementsToEAforEditing(t.content),!0)}destroy(){this.sidepanelTab?.close(),this.targetView=null,this.plugin=null,this.elementsDict={},this.imagesDict={},this.mostRecentMarkdownSVG=null,this.activeScript=null,this.style={},this.canvas={},this.colorPalette={}}}function isSVGColorInfo(e){return"object"==typeof e&&null!==e&&"stroke"in e&&"fill"in e&&"mappedTo"in e}function mergeColorMapIntoSVGColorInfo(e,t){if(e)for(const i of Object.keys(e))t.has(i)&&(t.get(i).mappedTo=e[i]);return t}function svgColorInfoToColorMap(e){const t={};return e.forEach(((e,i)=>{(e.fill||e.stroke)&&(t[i]=e.mappedTo)})),t}function filterColorMap(e){return Object.fromEntries(Object.entries(e).filter((([e,t])=>e.toLocaleLowerCase()!==t?.toLocaleLowerCase())))}function updateOrAddSVGColorInfo(e,t,i){const{fill:a,stroke:n,mappedTo:s}=i;t=t.toLocaleLowerCase();const r=e.get(t)||{mappedTo:t,fill:!1,stroke:!1};return void 0!==a&&(r.fill=a),void 0!==n&&(r.stroke=n),void 0!==s&&(r.mappedTo=s),e.set(t,r)}function getEmbeddedFileForImageElment(e,t){return e.targetView&&e.targetView?._loaded?t&&"image"===t.type?e.targetView?.excalidrawData?.getFile(t.fileId):(errorMessage("Must provide an image element as input","getViewFileForImageElement()"),null):(errorMessage("targetView not set","getViewFileForImageElement()"),null)}function errorMessage(e,t){switch(e){case"targetView not set":errorlog({where:"ExcalidrawAutomate",source:t,message:"targetView not set, or no longer active. Use setView before calling this function"});break;case"mobile not supported":errorlog({where:"ExcalidrawAutomate",source:t,message:"this function is not available on Obsidian Mobile"});break;default:errorlog({where:"ExcalidrawAutomate",source:t,message:e??"unknown error"})}}function isColorStringTransparent(e){return/^(rgba|hsla)\(.*?,.*?,.*?,\s*0(\.0+)?\)$/i.test(e)||/^#[a-fA-F0-9]{6}00$/i.test(e)}function initExcalidrawAutomate(e){const t=new ExcalidrawAutomate(e);return window.ExcalidrawAutomate=t,t}function normalizeLinePoints(e){const t=[],[i,a]=e[0];for(let n=0;n<e.length;n++)t.push([e[n][0]-i,e[n][1]-a]);return t}function getLineBox(e){const[t,i,a,n]=estimateLineBound(e);return{x:t,y:i,w:a-t,h:n-i}}function _measureText(e,t,i,a){t||(t=20),i||(a=getLineHeight(i=1));const n=measureText(e,`${t.toString()}px ${getFontFamilyString({fontFamily:i})}`,a);return{w:n.width,h:n.height}}async function getTemplate(e,t,i=!1,a,n,s=!1){const r=e.app,o=r.vault,l=getEmbeddedFilenameParts(t),c=obsidian_module.normalizePath(l.filepath),d=r.metadataCache.getFirstLinkpathDest(c,"");let h=!1;if(d&&d instanceof obsidian_module.TFile){const t=(await o.read(d)).replaceAll("\r\n","\n").replaceAll("\r","\n"),r=new ExcalidrawData(e);if("excalidraw"===d.extension)return await r.loadLegacyData(t,d),{elements:s?updateElementLinksToObsidianLinks({elements:r.scene.elements,hostFile:d}):r.scene.elements,appState:r.scene.appState,frontmatter:"",files:r.scene.files,hasSVGwithBitmap:h,plaintext:""};const c=getTextMode(t);await r.loadData(t,d,c);let p=t.search(/^##? Text Elements$/m);-1==p&&(p=t.search(/##? Drawing\n/));let u,m=r.scene,g=m.elements;if(l.hasGroupref){const t=l.hasSectionref?getTextElementsMatchingQuery(m.elements,["# "+l.sectionref],!0):m.elements.filter((e=>e.id===l.blockref));t.length>0&&(g=e.ea.getElementsInTheSameGroupWithElement(t[0],m.elements,!0))}if(l.hasFrameref||l.hasClippedFrameref){const t=getFrameBasedOnFrameNameOrId(l.blockref,m.elements);if(t&&"frame"===t.type&&"marker"===t.frameRole){const i=cloneElement(t);i.type="rectangle",i.id=nanoid(),i.opacity=0,i.roundness=null,i.roughness=0,i.strokeWidth=.1,i.fillStyle="solid",m.elements.push(i),g=e.ea.getElementsInArea(m.elements,i).concat(t)}else g=e.ea.getElementsInFrame(t,m.elements,l.hasClippedFrameref)}if(l.hasArearef){const t=m.elements.find((e=>e.id===l.blockref));t&&(g=e.ea.getElementsInArea(m.elements,t))}l.hasTaskbone&&(g=g.filter((t=>"freedraw"===t.type||"image"===t.type&&!e.isExcalidrawFile(r.getFile(t.fileId)?.file)))),g.length<m.elements.length&&(u=new Set,g.filter((e=>"image"===e.type)).forEach((e=>u.add(e.fileId)))),i&&await a.loadSceneFiles({excalidrawData:r,addFiles:e=>{if(e&&0!==e.length){for(const t of e)t.hasSVGwithBitmap&&(h=!0),r.scene.files[t.id]={mimeType:t.mimeType,id:t.id,dataURL:t.dataURL,created:t.created};m=scaleLoadedImage(r.scene,e).scene}},depth:n,fileIDWhiteList:u}),r.destroy();const f=getExcalidrawMarkdownHeaderSection(t);let b={};const U=Object.values(m.files).length;U>0&&(u&&U>u.size?Object.values(m.files).filter((e=>u.has(e.id))).forEach((e=>{b[e.id]=e})):b=m.files);const E=f.match(/^---\n.*\n---\n/ms)?.[0]??f;return{elements:s?updateElementLinksToObsidianLinks({elements:g,hostFile:d}):g,appState:m.appState,frontmatter:E,plaintext:E!==f?f.split(/^---\n.*\n---\n/ms)?.[1]??"":"",files:b,hasSVGwithBitmap:h}}return{elements:[],appState:{},frontmatter:null,files:[],hasSVGwithBitmap:h,plaintext:""}}async function createPNG(e=void 0,t=1,i,a,n=void 0,s=void 0,r=void 0,o=[],l,c,d,h,p){a||(a=new EmbeddedFilesLoader(l)),d=d??l.settings.exportPaddingSVG;const u=e?await getTemplate(l,e,!0,a,c):null;let m=u?.elements??[];m=m.concat(o);const g=h??{};return u?.files&&Object.values(u.files).forEach((e=>{e.dataURL.startsWith("http")||(g[e.id]=e)})),await getPNG({type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:m,appState:{theme:n??u?.appState?.theme??s,viewBackgroundColor:u?.appState?.viewBackgroundColor??r,...u?.appState?.frameRendering?{frameRendering:u.appState.frameRendering}:{}},files:g},{withBackground:i?.withBackground??l.settings.exportWithBackground,withTheme:i?.withTheme??l.settings.exportWithTheme,isMask:i?.isMask??!1},d,t,p)}const updateElementLinksToObsidianLinks=({elements:e,hostFile:t})=>e.map((e=>{if(e.link&&e.link.startsWith("[")){const i=REGEX_LINK.getResList(e.link)[0];if(!i?.value)return e;let a=REGEX_LINK.getLink(i);if(a.match(REG_LINKINDEX_HYPERLINK)){if(a.startsWith("obsidian://")||a.startsWith("cmd://"))return e;const t=cloneElement(e);return t.link=a,t}if(a.search("#")>-1&&(a=getLinkParts(a,t).path),a.match(REG_LINKINDEX_INVALIDCHARS))return e;const n=EXCALIDRAW_PLUGIN.app.metadataCache.getFirstLinkpathDest(a,t.path);if(!n)return e;let s=EXCALIDRAW_PLUGIN.app.getObsidianUrl(n);if(window.ExcalidrawAutomate?.onUpdateElementLinkForExportHook)try{s=window.ExcalidrawAutomate.onUpdateElementLinkForExportHook({originalLink:e.link,obsidianLink:s,linkedFile:n,hostFile:t})??s}catch(e){errorlog({where:"excalidrawAutomateUtils.updateElementLinksToObsidianLinks",fn:window.ExcalidrawAutomate.onUpdateElementLinkForExportHook,error:e})}const r=cloneElement(e);return r.link=s,r}return e}));function addFilterToForeignObjects(e){e.querySelectorAll("foreignObject").forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))}async function createSVG(e=void 0,t=!1,i,a,n=void 0,s=void 0,r=void 0,o=[],l,c,d,h,p=!1,u=!0,m){a||(a=new EmbeddedFilesLoader(l)),void 0===i.skipInliningFonts&&(i.skipInliningFonts=!t);const g=e?await getTemplate(l,e,!0,a,c,p):null;let f=g?.elements??[];f=f.concat(o),d=d??l.settings.exportPaddingSVG;const b=h??{};g?.files&&Object.values(g.files).forEach((e=>{b[e.id]=e}));const U=n??g?.appState?.theme??s,E=i?.withTheme??l.settings.exportWithTheme,w=getEmbeddedFilenameParts(e),y=await getSVG({type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:u?f:sceneRemoveInternalLinks({elements:f}),appState:{theme:U,viewBackgroundColor:g?.appState?.viewBackgroundColor??r,...g?.appState?.frameRendering?{frameRendering:g.appState.frameRendering}:{}},files:b},{withBackground:i?.withBackground??l.settings.exportWithBackground,withTheme:E,isMask:i?.isMask??!1,...w?.hasClippedFrameref?{frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:{}},d,null,m);if(E&&"dark"===U&&addFilterToForeignObjects(y),!w.hasGroupref&&!w.hasClippedFrameref&&(w.hasBlockref||w.hasSectionref)){let e=w.hasSectionref?getTextElementsMatchingQuery(f,["# "+w.sectionref],!0):f.filter((e=>e.id===w.blockref));if(0===e.length&&w.hasFrameref){const t=getFrameBasedOnFrameNameOrId(w.blockref,f);t&&(e=[t])}const t=w.hasFrameref&&1===e.length&&"frame"===e[0].type&&"marker"!==e[0].frameRole;if(e.length>0&&!t){const t=e[0].containerId;t&&(e=e.concat(f.filter((e=>e.id===t))));const i=l.ea.getBoundingBox(e),a=l.ea.getBoundingBox(f);y.viewBox.baseVal.x=i.topX-a.topX,y.viewBox.baseVal.y=i.topY-a.topY;const n=i.width+2*d;y.viewBox.baseVal.width=n;const s=i.height+2*d;y.viewBox.baseVal.height=s,y.setAttribute("width",`${n}`),y.setAttribute("height",`${s}`)}}return g?.hasSVGwithBitmap&&y.setAttribute("hasbitmap","true"),y}function estimateLineBound(e){let t=1/0,i=1/0,a=-1/0,n=-1/0;for(const[s,r]of e)t=Math.min(t,s),i=Math.min(i,r),a=Math.max(a,s),n=Math.max(n,r);return[t,i,a,n]}function estimateBounds(e){const t=getCommonBoundingBox(e);return[t.minX,t.minY,t.maxX,t.maxY]}function 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i.settings.scriptEngineSettings||(i.settings.scriptEngineSettings={});const a=i.settings.scriptEngineSettings[t];return a&&"object"==typeof a||(i.settings.scriptEngineSettings[t]={}),i.settings.scriptEngineSettings[t]}function getLastActiveExcalidrawView(e){const t=e.app.workspace.getLeafById(e.lastActiveExcalidrawLeafID);return t&&t.view instanceof ExcalidrawView?t.view:null}const setDynamicStyle=(e,t,i,a,n)=>{if("none"===a){setTimeout((()=>t.updateScene({appState:{dynamicStyle:{}},captureUpdate:CaptureUpdateAction.NEVER})));const e=t.toolsPanelRef?.current?.containerRef?.current;if(e){let t=e.getAttribute("style");t=t.replace(/\-\-color\-primary.*/,""),e.setAttribute("style",t)}return}const s=t?.excalidrawAPI?.getAppState?.(),r="light"===s?.theme||"light"===s?.theme;"transparent"===i&&(i="#ffffff");const o=10,l=t=>{const i=e.getCM(t),a=i.lightness;return i.lightnessTo(Math.abs(a-100))},c=()=>r?e.getCM(i):l(i),d=c().lightness,h=c().darkerBy(o).isDark(),p="gray"===a,u=t.app.getAccentColor(),m=()=>p?e.getCM(u):e.getCM(u).mix({color:c(),ratio:.2}),g=()=>e.getCM("#000000").lightnessTo(d),f=()=>p?h?g().lighterBy(10):g().darkerBy(10):h?c().lighterBy(10).mix({color:g(),ratio:.5}):c().darkerBy(10).mix({color:g(),ratio:.5}),b=()=>p?h?g().lighterBy(4):g().darkerBy(4):h?c().lighterBy(4).mix({color:g(),ratio:.5}):c().darkerBy(4).mix({color:g(),ratio:.5}),U=c().mix({color:h?"#f0f0f0":"#101010",ratio:.9}),E=e=>e.stringHEX({alpha:!1}),w={backgroundColor:E(c()),"--color-primary":E(m()),"--color-surface-low":E(f()),"--color-surface-mid":E(f()),"--color-surface-lowest":E(b()),"--color-surface-high":E(f().lighterBy(o)),"--color-on-primary-container":E(h?m().lighterBy(15):m().darkerBy(15)),"--color-surface-primary-container":E(h?m().darkerBy(o):m().lighterBy(o)),"--bold-color":E(h?m().lighterBy(15):m().darkerBy(15)),"--color-primary-darker":E(m().darkerBy(o)),"--color-primary-darkest":E(m().darkerBy(20)),"--button-bg-color":E(f()),"--button-gray-1":E(f()),"--button-gray-2":E(b()),"--input-border-color":E(f()),"--input-bg-color":E(b()),"--input-label-color":E(U),"--island-bg-color":b().alphaTo(.93).stringHEX(),"--popup-secondary-bg-color":b().alphaTo(.93).stringHEX(),"--icon-fill-color":E(U),"--text-primary-color":E(U),"--overlay-bg-color":b().alphaTo(.6).stringHEX(),"--popup-bg-color":E(f()),"--color-on-surface":E(U),"--default-border-color":E(f()),"--color-gray-40":E(U),"--color-surface-highlight":E(f()),"--color-gray-20":E(f()),"--sidebar-border-color":E(f()),"--color-primary-light":E(m().lighterBy(o)),"--button-hover-bg":E(f()),"--sidebar-bg-color":b().alphaTo(.93).stringHEX(),"--sidebar-shadow":E(f()),"--popup-text-color":E(U),"--code-normal":E(U),"--code-background":E(b()),"--h1-color":E(U),"--h2-color":E(U),"--h3-color":E(U),"--h4-color":E(U),color:E(U),"--excalidraw-caret-color":n?E(r?l(n):e.getCM(n)):r?E(l(i)):i,"--select-highlight-color":E(f()),"--color-gray-90":E(h?U.darkerBy(5):U.lighterBy(5)),"--color-gray-80":E(h?U.darkerBy(10):U.lighterBy(10)),"--color-gray-70":E(h?U.darkerBy(10):U.lighterBy(10)),"--default-bg-color":E(h?U.darkerBy(20):U.lighterBy(20)),"--color-gray-50":E(U)},y=Object.keys(w).map((e=>`${e}: 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getHighlightColor(e,t,i=1){t="transparent"===t?"#ffffff":t;let a=colorsCache.get(t);if(!a){const i=e.getCM(t),n=e.getCM(t),s=i.isDark(),r=15,o=[O$1((s?i.lighterBy(r):i.darkerBy(r)).stringHEX()),O$1((s?i.lighterBy(r):i.darkerBy(r)).stringHEX()),s?i.lighterBy(r):i.darkerBy(r),n.mix({color:e.getCM(s?"#ffffff":"#000000"),ratio:.35}),e.getCM(s?"#ffffff":"#000000"),e.getCM(s?"#000000":"#ffffff")],l=2.5,c=o.find((e=>e.contrast({bgColor:t,ratio:!1})>=l))??o.reduce(((e,i)=>i.contrast({bgColor:t,ratio:!1})>e.contrast({bgColor:t,ratio:!1})?i:e));a=`rgba(${Math.round(c.red)},${Math.round(c.green)},${Math.round(c.blue)}`,colorsCache.set(t,a)}return`${a},${i})`}const startupScript=()=>atob("/*
#exclude
```js*/
/**
 * If set, this callback is triggered when the user closes an Excalidraw view.
 *   onViewUnloadHook: (view: ExcalidrawView) => void = null;
 */
//ea.onViewUnloadHook = (view) => {};

/**
 * If set, this callback is triggered, when the user changes the view mode.
 * You can use this callback in case you want to do something additional when the user switches to view mode and back.
 *   onViewModeChangeHook: (isViewModeEnabled:boolean, view: ExcalidrawView, ea: ExcalidrawAutomate) => void = null;
 */
//ea.onViewModeChangeHook = (isViewModeEnabled, view, ea) => {};

/**
 * If set, this callback is triggered, when the user hovers a link in the scene.
 * You can use this callback in case you want to do something additional when the onLinkHover event occurs.
 * This callback must return a boolean value.
 * In case you want to prevent the excalidraw onLinkHover action you must return false, it will stop the native excalidraw onLinkHover management flow.
 *   onLinkHoverHook: (
 *     element: NonDeletedExcalidrawElement,
 *     linkText: string,
 *     view: ExcalidrawView,
 *     ea: ExcalidrawAutomate
 *   ) => boolean = null;
 */
//ea.onLinkHoverHook = (element, linkText, view, ea) => {};
   
/**
 * If set, this callback is triggered, when the user clicks a link in the scene.
 * You can use this callback in case you want to do something additional when the onLinkClick event occurs.
 * This callback must return a boolean value.
 * In case you want to prevent the excalidraw onLinkClick action you must return false, it will stop the native excalidraw onLinkClick management flow.
 *   onLinkClickHook:(
 *     element: ExcalidrawElement,
 *     linkText: string,
 *     event: MouseEvent,
 *     view: ExcalidrawView,
 *     ea: ExcalidrawAutomate
 *   ) => boolean = null;
 */
//ea.onLinkClickHook = (element,linkText,event, view, ea) => {};
   
/**
 * If set, this callback is triggered, when Excalidraw receives an onDrop event. 
 * You can use this callback in case you want to do something additional when the onDrop event occurs.
 * This callback must return a boolean value.
 * In case you want to prevent the excalidraw onDrop action you must return false, it will stop the native excalidraw onDrop management flow.
 *   onDropHook: (data: {
 *     ea: ExcalidrawAutomate;
 *     event: React.DragEvent<HTMLDivElement>;
 *     draggable: any; //Obsidian draggable object
 *     type: "file" | "text" | "unknown";
 *     payload: {
 *       files: TFile[]; //TFile[] array of dropped files
 *       text: string; //string
 *     };
 *     excalidrawFile: TFile; //the file receiving the drop event
 *     view: ExcalidrawView; //the excalidraw view receiving the drop
 *     pointerPosition: { x: number; y: number }; //the pointer position on canvas at the time of drop
 *   }) => boolean = null;
 */
//ea.onDropHook = (data) => {};
 
/**
 * If set, this callback is triggered, when Excalidraw receives an onPaste event.
 * You can use this callback in case you want to do something additional when the
 * onPaste event occurs.
 * This callback must return a boolean value.
 * In case you want to prevent the excalidraw onPaste action you must return false,
 * it will stop the native excalidraw onPaste management flow.
 *   onPasteHook: (data: {
 *     ea: ExcalidrawAutomate;
 *     payload: ClipboardData;
 *     event: ClipboardEvent;
 *     excalidrawFile: TFile; //the file receiving the paste event
 *     view: ExcalidrawView; //the excalidraw view receiving the paste
 *     pointerPosition: { x: number; y: number }; //the pointer position on canvas
 *   }) => boolean = null;
 */
//ea.onPasteHook = (data) => {};

/**
 * if set, this callback is triggered, when an Excalidraw file is opened
 * You can use this callback in case you want to do something additional when the file is opened.
 * This will run before the file level script defined in the `excalidraw-onload-script` frontmatter.
 *   onFileOpenHook: (data: {
 *     ea: ExcalidrawAutomate;
 *     excalidrawFile: TFile; //the file being loaded
 *     view: ExcalidrawView;
 *   }) => Promise<void>;
 */
//ea.onFileOpenHook = (data) => {};

/**
 * if set, this callback is triggered, when an Excalidraw file is created
 * see also: https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1124
 *   onFileCreateHook: (data: {
 *     ea: ExcalidrawAutomate;
 *     excalidrawFile: TFile; //the file being created
 *     view: ExcalidrawView;
 *   }) => Promise<void>;
 */
//ea.onFileCreateHook = (data) => {}; 

/**
 * If set, this callback is triggered when a image is being saved in Excalidraw.
 * You can use this callback to customize the naming and path of pasted images to avoid
 * default names like "Pasted image 123147170.png" being saved in the attachments folder,
 * and instead use more meaningful names based on the Excalidraw file or other criteria,
 * plus save the image in a different folder.
 * 
 * If the function returns null or undefined, the normal Excalidraw operation will continue
 * with the excalidraw generated name and default path.
 * If a filepath is returned, that will be used. Include the full Vault filepath and filename
 * with the file extension.
 * The currentImageName is the name of the image generated by excalidraw or provided during paste.
 * 
 * @param data - An object containing the following properties:
 *   @property {string} [currentImageName] - Default name for the image.
 *   @property {string} drawingFilePath - The file path of the Excalidraw file where the image is being used.
 * 
 * @returns {string} - The new filepath for the image including full vault path and extension.
 * 
 * Example usage:
 * onImageFilePathHook: (data) => {
 *   const { currentImageName, drawingFilePath } = data;
 *   const ext = currentImageName.split('.').pop();
 *   // Generate a new filepath based on the drawing file name and other criteria
 *   return `${drawingFileName} - ${currentImageName || 'image'}.${ext}`;
 * }
 * 
 * Signiture:
 * onImageFilePathHook: (data: {
 *   currentImageName: string; // Excalidraw generated name of the image, or the name received from the file system.
 *   drawingFilePath: string; // The full filepath of the Excalidraw file where the image is being used.
 * }) => string = null;  
*/
// ea.onImageFilePathHook = (data) => { console.log(data); };

/**
 * If set, this callback is triggered when the Excalidraw image is being exported to 
 * .svg, .png, or .excalidraw.
 * You can use this callback to customize the naming and path of the images. This allows
 * you to place images into an assets folder.
 * 
 * If the function returns null or undefined, the normal Excalidraw operation will continue
 * with the currentImageName and in the same folder as the Excalidraw file
 * If a filepath is returned, that will be used. Include the full Vault filepath and filename
 * with the file extension.
 * !!!! If an image already exists on the path, that will be overwritten. When returning
 * your own image path, you must take care of unique filenames (if that is a requirement) !!!!
 * The current image name is the name generated by Excalidraw:
 * - my-drawing.png
 * - my-drawing.svg
 * - my-drawing.excalidraw
 * - my-drawing.dark.svg
 * - my-drawing.light.svg
 * - my-drawing.dark.png
 * - my-drawing.light.png
 * 
 * @param data - An object containing the following properties:
 *   @property {string} exportFilepath - Default export filepath for the image.
 *   @property {string} excalidrawFile - TFile: The Excalidraw file being exported.
 *   @property {string} exportExtension - The file extension of the export (e.g., .dark.svg, .png, .excalidraw).
 *   @property {string} oldExcalidrawPath - If action === "move" The old path of the Excalidraw file, else undefined
 *   @property {string} action - The action being performed:
 *        "export" | "move" | "delete"
 *        move and delete reference the change to the Excalidraw  file.
 * 
 * @returns {string} - The new filepath for the image including full vault path and extension.
 * 
 * action === "move" || action === "delete" is only possible if "keep in sync" is enabled
 *   in plugin export settings
 *
 * Example usage:
 * onImageFilePathHook: (data) => {
 *   const { currentImageName, drawingFilePath, frontmatter } = data;
 *   // Generate a new filepath based on the drawing file name and other criteria
 *   const ext = currentImageName.split('.').pop();
 *   if(frontmatter && frontmatter["my-custom-field"]) {
 *   }
 *   return `${drawingFileName} - ${currentImageName || 'image'}.${ext}`;
 * }
 * 
*/
/*ea.onImageExportPathHook =  (data) => {
  //debugger; //remove comment to debug using Developer Console
  
  let {excalidrawFile, exportFilepath, exportExtension, oldExcalidrawPath, action} = data;
  const frontmatter = app.metadataCache.getFileCache(excalidrawFile)?.frontmatter;
  //console.log(data, frontmatter);
  
  const excalidrawFilename = action === "move"
    ? ea.splitFolderAndFilename(excalidrawFile.name).filename
    : excalidrawFile.name

  if(excalidrawFilename.match(/^icon - /i)) {
    const {folderpath, filename, basename, extension} = ea.splitFolderAndFilename(exportFilepath);
    exportFilepath = "assets/icons/" + filename;
    return exportFilepath;
  }
    
  if(excalidrawFilename.match(/^stickfigure - /i)) {
    const {folderpath, filename, basename, extension} = ea.splitFolderAndFilename(exportFilepath);
    exportFilepath = "assets/stickfigures/" + filename;
    return exportFilepath;
  }
    
  if(excalidrawFilename.match(/^logo - /i)) {
    const {folderpath, filename, basename, extension} = ea.splitFolderAndFilename(exportFilepath);
    exportFilepath = "assets/logos/" + filename;
    return exportFilepath;
  }

	// !!!! frontmatter will be undefined when action === "delete"
	// this means if you base your logic on frontmatter properties, then 
	// plugin settings keep files in sync will break for those files when
	// deleting the Excalidraw file. The images will not be deleted, or worst
	// your logic might result in deleting other files. This hook gives you
	// powerful control, but the hook function logic requires careful testing
	// on your part.
  //if(frontmatter && frontmatter["is-asset"]) { //custom frontmatter property
    exportFilepath = ea.obsidian.normalizePath("assets/" + exportFilepath);
    return exportFilepath;
  //}

  return exportFilepath;
};*/

/**
 * Excalidraw supports auto-export of Excalidraw files to .png, .svg, and .excalidraw formats.
 * 
 * Auto-export of Excalidraw files can be controlled at multiple levels.
 * 1) In plugin settings where you can set up default auto-export applicable to all your Excalidraw files.
 * 2) However, if you do not want to auto-export every file, you can also control auto-export
 *    at the file level using the 'excalidraw-autoexport' frontmatter property.
 * 3) This hook gives you an additional layer of control over the auto-export process.
 * 
 * This hook is triggered when an Excalidraw file is being saved.
 * 
 * interface AutoexportConfig {
 *   png: boolean; // Whether to auto-export to PNG
 *   svg: boolean; // Whether to auto-export to SVG
 *   excalidraw: boolean; // Whether to auto-export to Excalidraw format
 *   theme: "light" | "dark" | "both"; // The theme to use for the export
 * }
 *
 * @param {Object} data - The data for the hook.
 * @param {AutoexportConfig} data.autoexportConfig - The current autoexport configuration.
 * @param {TFile} data.excalidrawFile - The Excalidraw file being auto-exported.
 * @returns {AutoexportConfig | null} - Return a modified AutoexportConfig to override the export behavior, or null to use the default.
*/
/*ea.onTriggerAutoexportHook = (data) => {
  let {autoexportConfig, excalidrawFile} = data;
  const frontmatter = app.metadataCache.getFileCache(excalidrawFile)?.frontmatter;
  //console.log(data, frontmatter);
  //logic based on filepath and frontmatter
  if(excalidrawFile.name.match(/^(?:icon|stickfigure|logo) - /i)) {
    autoexportConfig.theme = "light"; 
    autoexportConfig.svg = true;
    autoexportConfig.png = false;
    autoexportConfig.excalidraw = false;
    return autoexportConfig;
  }
  return autoexportConfig;
};*/

/**
 * If set, this callback is triggered whenever the active canvas color changes
 *   onCanvasColorChangeHook: (
 *     ea: ExcalidrawAutomate,
 *     view: ExcalidrawView, //the excalidraw view 
 *     color: string,
 *   ) => void = null;
*/
//ea.onCanvasColorChangeHook = (ea, view, color) => {};
"),CATEGORIES={WebBrowserDragAction:t$d("WEB_BROWSER_DRAG_ACTION"),LocalFileDragAction:t$d("LOCAL_FILE_DRAG_ACTION"),InternalDragAction:t$d("INTERNAL_DRAG_ACTION"),LinkClickAction:t$d("PANE_TARGET")};class ModifierKeySettingsComponent{contentEl;modifierKeyConfig;update;isMacOS;constructor(e,t,i){this.contentEl=e,this.modifierKeyConfig=t,this.update=i,this.isMacOS=DEVICE.isMacOS||DEVICE.isIOS}render(){const e=this.isMacOS?"Mac":"Win",t=this.modifierKeyConfig[e];Object.entries(CATEGORIES).forEach((([e,i])=>{const a=this.contentEl.createEl("details");a.createEl("summary",{text:i,cls:"excalidraw-setting-h4"});const n=t[e];a.createDiv({text:t$d("DEFAULT_ACTION_DESC")+modifierKeyTooltipMessages()[e][n.defaultAction],cls:"setting-item-description"}),Object.entries(n.rules).forEach((([t,i])=>{const n=new obsidian_module.Setting(a).setName(modifierKeyTooltipMessages()[e][i.result]);n.addToggle((e=>e.setValue(i.shift).setTooltip("SHIFT").onChange((e=>{i.shift=e,this.update()})))),n.addToggle((t=>{t.setValue(i.ctrl_cmd).setTooltip(this.isMacOS?"CMD":"CTRL").onChange((e=>{i.ctrl_cmd=e,this.update()})),this.isMacOS&&"LinkClickAction"!==e&&(t.setDisabled(!0),t.toggleEl.style.opacity="0.5")})),n.addToggle((e=>e.setValue(i.alt_opt).setTooltip(this.isMacOS?"OPT":"ALT").onChange((e=>{i.alt_opt=e,this.update()})))),n.addToggle((e=>e.setValue(i.meta_ctrl).setTooltip(this.isMacOS?"CTRL":"META").onChange((e=>{i.meta_ctrl=e,this.update()}))))}))}))}}const CROPPED_PREFIX="cropped_",ANNOTATED_PREFIX="annotated_",carveOutImage=async(e,t)=>{if(!t?.fileId)return;if(!e?.targetView)return;const i=getEA(e.targetView);i.copyViewElementsToEAforEditing([t],!0);const{height:a,width:n}=await e.getOriginalImageSize(t);if(!a||!n||0===a||0===n)return void i.destroy();const s=i.getElement(t.id);s.x=0,s.y=0,s.width=n,s.height=a;const r=s.scale,o=s.angle;s.scale=[1,1],s.angle=0;const l=e.targetView.excalidrawData.getFile(t.fileId);let c="",d="";if(l.file){d=l.file.basename;const e=l.linkParts?.ref?`#${l.linkParts.ref}`:"";c=`[[${l.file.path}${e}]]`}else{const e=l.hyperlink?.match(/^.*\/([^?]*)\??.*$/)?.[1];c=l.hyperlink,d=t?e.substring(0,e.lastIndexOf(".")):"_image"}const{folderpath:h,filename:p}=await getCropFileNameAndFolder(e.plugin,e.targetView.file.path,d),u=await createImageCropperFile(i,s.id,c,h,p);if(!u)return void i.destroy();e.clear(),e.copyViewElementsToEAforEditing([t]);const m=e.getElement(t.id);m.isDeleted=!0;const g=await e.addImage(m.x,m.y,u,!0),f=e.getElement(g);f.width=m.width,f.height=m.height,f.scale=r,f.angle=o,await e.addElementsToView(!1,!0,!0),i.destroy()},carveOutPDF=async(e,t,i,a)=>{if(!t||!i||!e?.targetView)return;const n=getEA(e.targetView);let{height:s,width:r}=t;if(!s||!r||0===s||0===r)return void n.destroy();const o=await n.addImage(0,0,i),l=n.getElement(o);l.x=0,l.y=0;const c=t.angle,d=a.basename,h=`[[${i}]]`,{folderpath:p,filename:u}=await getCropFileNameAndFolder(e.plugin,e.targetView.file.path,d),m=await createImageCropperFile(n,l.id,h,p,u);if(!m)return void n.destroy();e.clear();const g=await e.addImage(t.x+t.width+10,t.y,m,!0),f=e.getElement(g),b=f.width/f.height;b>1?(f.width=t.width,f.height=f.width/b):(f.height=t.height,f.width=f.height*b),f.angle=c,await e.addElementsToView(!1,!0,!0),n.destroy()},createImageCropperFile=async(e,t,i,a,n)=>{const s=e.plugin.app.vault,r=e.getElement(t),{width:o,height:l}=r,c=i.match(/\[\[([^#]*)#.*]]/)?.[1]?.endsWith(".pdf");r.opacity=100,r.locked=!0,r.link=i;const d=e.addFrame(0,0,o,l,"Adjust frame to crop image. Add elements for mask: White shows, Black hides.");e.getElement(d).link=i,r.frameId=d,e.style.opacity=50,e.style.fillStyle="solid",e.style.strokeStyle="solid",e.style.strokeColor="black",e.style.backgroundColor="black",e.style.roughness=0,e.style.roundness=null,e.canvas.theme="light",e.canvas.viewBackgroundColor=c?"#5d5d5d":"#3d3d3d";const h=getListOfTemplateFiles(e.plugin),p=h&&h.length>0?h[0]:null;if(p&&p instanceof obsidian_module.TFile){const{appState:t}=await e.getSceneFromFile(p);t&&(e.style.fontFamily=t.currentItemFontFamily,e.style.fontSize=t.currentItemFontSize)}const u=await e.create({filename:n,foldername:a,onNewPane:!0,frontmatterKeys:{"excalidraw-mask":!0,"excalidraw-export-dark":!1,"excalidraw-export-padding":0,"excalidraw-export-transparent":!0,...c?{cssclasses:"excalidraw-cropped-pdfpage"}:{}}});let m=s.getAbstractFileByPath(u),g=0;for(;(!m||!e.isExcalidrawFile(m))&&g<50;)await sleep(100),m=s.getAbstractFileByPath(u),g++;if(m&&m instanceof obsidian_module.TFile)return m;new obsidian_module.Notice("File not found. NewExcalidraw Drawing is taking too long to create. Please try again.")},o30=view.Decoration.line({attributes:{class:"ex-opacity-30"}}),o15=view.Decoration.line({attributes:{class:"ex-opacity-15"}}),o8=view.Decoration.line({attributes:{class:"ex-opacity-8"}}),o5=view.Decoration.line({attributes:{class:"ex-opacity-5"}}),o0=view.Decoration.line({attributes:{class:"ex-opacity-0"}}),HideTextBetweenCommentsExtension=view.ViewPlugin.fromClass(class{view;decorations;reExcalidrawData=/^%%(?:\r\n|\r|\n)# Excalidraw Data$/gm;reTextElements=/^%%(?:\r\n|\r|\n)# Text Elements$/gm;reDrawing=/^%%(?:\r\n|\r|\n)##? Drawing$/gm;linecount=0;isExcalidraw=!1;constructor(e){this.view=e,this.isExcalidraw=e.state.doc.toString().search(/^excalidraw-plugin: /m)>0,this.isExcalidraw?this.decorations=this.updateDecorations(e):this.decorations=view.Decoration.none}updateDecorations(e){const{state:t}=e,{doc:i}=t,a=i.toString();let n=a.search(this.reExcalidrawData);if(-1==n&&(n=a.search(this.reTextElements)),-1==n&&(n=a.search(this.reDrawing)),-1==n)return view.Decoration.none;const s=i.lineAt(n).number,r=i.lines;let o=new state.RangeSetBuilder;for(let e=s;e<=r;e++){const t=i.line(e),a=e-s;o.add(t.from,t.from,0==a?o30:1==a?o15:a<6?o8:a<12?o5:o0)}return o.finish()}update(e){this.isExcalidraw&&e.docChanged&&(this.decorations=this.updateDecorations(e.view))}},{decorations:e=>e.decorations}),EDITOR_FADEOUT="fadeOutExcalidrawMarkup",editorExtensions={[EDITOR_FADEOUT]:HideTextBetweenCommentsExtension};class EditorHandler{plugin;activeEditorExtensions=[];constructor(e){this.plugin=e}destroy(){this.plugin=null}setup(){this.plugin.registerEditorExtension(this.activeEditorExtensions),this.updateCMExtensionState(EDITOR_FADEOUT,this.plugin.settings.fadeOutExcalidrawMarkup)}updateCMExtensionState(e,t){const i=editorExtensions[e];if(i){if(1==t)this.activeEditorExtensions.push(i),this.activeEditorExtensions[this.activeEditorExtensions.length-1].exID=e;else for(let t=0;t<this.activeEditorExtensions.length;t++)if(this.activeEditorExtensions[t].exID===e){this.activeEditorExtensions.splice(t,1);break}this.plugin.app.workspace.updateOptions()}}update(){this.plugin.app.workspace.updateOptions()}}class HotkeyEditor extends obsidian_module.BaseComponent{settings;containerEl;capturing=!1;activeModifiers=[];isDirty=!1;applySettingsUpdate;boundKeydownHandler;boundKeyupHandler;constructor(e,t,i){super(),this.containerEl=e.createDiv(),this.settings=t,this.applySettingsUpdate=i,this.boundKeydownHandler=this.onKeydown.bind(this),this.boundKeyupHandler=this.onKeyup.bind(this)}onload(){this.render()}render(){this.containerEl.empty(),this.settings.modifierKeyOverrides.forEach(((e,t)=>{const i=e.key.toUpperCase();new obsidian_module.Setting(this.containerEl).setDesc(fragWithHTML(`<b>Code:</b> <kbd>${e.modifiers.join("+")} + ${i}</kbd> | <b>Apple:</b> <kbd>${modifierLabel(e.modifiers,"Mac")} + ${i}</kbd> | <b>Windows:</b> <kbd>${modifierLabel(e.modifiers,"Other")} + ${i}</kbd>`)).addButton((e=>e.setButtonText(t$d("HOTKEY_BUTTON_REMOVE")).setCta().onClick((()=>{this.settings.modifierKeyOverrides.splice(t,1),this.isDirty=!0,this.applySettingsUpdate(),this.render()}))))})),this.capturing?new obsidian_module.Setting(this.containerEl).setName(t$d("HOTKEY_PRESS_COMBO_NANE")).setDesc(t$d("HOTKEY_PRESS_COMBO_DESC")).controlEl.style.cursor="pointer":new obsidian_module.Setting(this.containerEl).addButton((e=>e.setButtonText(t$d("HOTKEY_BUTTON_ADD_OVERRIDE")).setCta().onClick((()=>this.startCapture()))))}startCapture(){this.capturing=!0,this.activeModifiers=[],this.render(),window.addEventListener("keydown",this.boundKeydownHandler),window.addEventListener("keyup",this.boundKeyupHandler)}onKeydown(e){e.preventDefault(),e.stopPropagation();const t=this.getModifiersFromEvent(e);if(["Control","Shift","Alt","Meta"].includes(e.key))return void(this.activeModifiers=t);const i=1===e.key.length?e.key.toLowerCase():e.key;this.settings.modifierKeyOverrides.some((e=>e.key===i&&e.modifiers.length===t.length&&e.modifiers.every((e=>t.includes(e)))))||(this.settings.modifierKeyOverrides.push({modifiers:t,key:i}),this.isDirty=!0,this.applySettingsUpdate()),this.stopCapture()}onKeyup(e){e.ctrlKey||e.shiftKey||e.altKey||e.metaKey||this.stopCapture()}stopCapture(){this.capturing=!1,window.removeEventListener("keydown",this.boundKeydownHandler),window.removeEventListener("keyup",this.boundKeyupHandler),this.render()}unload(){this.stopCapture()}getModifiersFromEvent(e){const t=[];return(DEVICE.isMacOS&&e.metaKey||!DEVICE.isMacOS&&e.ctrlKey)&&t.push("Mod"),DEVICE.isMacOS&&e.ctrlKey&&t.push("Ctrl"),!DEVICE.isMacOS&&e.metaKey&&t.push("Meta"),e.shiftKey&&t.push("Shift"),e.altKey&&t.push("Alt"),t}}const createSliderWithText=(e,t)=>{let i;new obsidian_module.Setting(e).setName(t.name).setDesc(t.desc||"").addSlider((e=>e.setLimits(t.min,t.max,t.step).setValue(t.value).onChange((async e=>{i.innerText=` ${e.toString()}`,t.onChange(e)})))).settingEl.createDiv("",(e=>{i=e,e.style.minWidth=t.minWidth||"2.3em",e.style.textAlign="right",e.innerText=` ${t.value.toString()}`}))},DEFAULT_SETTINGS={copyLinkToElemenetAnchorTo100:!1,copyFrameLinkByName:!1,disableDoubleClickTextEditing:!1,folder:"Excalidraw",cropFolder:"",annotateFolder:"",embedUseExcalidrawFolder:!1,templateFilePath:"Excalidraw/Template.excalidraw",scriptFolderPath:"Excalidraw/Scripts",fontAssetsPath:"Excalidraw/CJK Fonts",loadChineseFonts:!1,loadJapaneseFonts:!1,loadKoreanFonts:!1,compress:!0,decompressForMDView:!1,onceOffCompressFlagReset:!1,onceOffGPTVersionReset:!1,autosave:!0,autosaveIntervalDesktop:6e4,autosaveIntervalMobile:3e4,drawingFilenamePrefix:"Drawing ",drawingEmbedPrefixWithFilename:!0,drawingFilnameEmbedPostfix:" ",drawingFilenameDateTime:"YYYY-MM-DD HH.mm.ss",useExcalidrawExtension:!0,cropSuffix:"",cropPrefix:CROPPED_PREFIX,annotateSuffix:"",annotatePrefix:ANNOTATED_PREFIX,annotatePreserveSize:!1,displaySVGInPreview:void 0,previewImageType:void 0,renderingConcurrency:3,allowImageCache:!0,allowImageCacheInScene:!0,displayExportedImageIfAvailable:!1,previewMatchObsidianTheme:!1,width:"400",height:"",overrideObsidianFontSize:!1,dynamicStyling:"colorful",isLeftHanded:!1,desktopUIMode:"tray",tabletUIMode:"compact",phoneUIMode:"mobile",iframeMatchExcalidrawTheme:!0,matchTheme:!1,matchThemeAlways:!1,matchThemeTrigger:!1,defaultMode:"normal",defaultPenMode:"never",penModeDoubleTapEraser:!0,penModeSingleFingerPanning:!0,penModeCrosshairVisible:!0,panWithRightMouseButton:!1,renderImageInMarkdownReadingMode:!1,renderImageInHoverPreviewForMDNotes:!1,renderImageInMarkdownToPDF:!1,allowPinchZoom:!1,allowWheelZoom:!1,zoomToFitOnOpen:!0,zoomToFitOnResize:!1,zoomToFitMaxLevel:2,zoomStep:.05,zoomMin:.1,zoomMax:30,linkPrefix:"📍",urlPrefix:"🌐",parseTODO:!1,todo:"☐",done:"🗹",hoverPreviewWithoutCTRL:!1,linkOpacity:1,openInAdjacentPane:!0,showSecondOrderLinks:!0,focusOnFileTab:!0,openInMainWorkspace:!0,showLinkBrackets:!1,syncElementLinkWithText:!1,allowCtrlClick:!0,forceWrap:!1,pageTransclusionCharLimit:200,wordWrappingDefault:0,removeTransclusionQuoteSigns:!0,iframelyAllowed:!0,pngExportScale:1,exportWithTheme:!0,exportWithBackground:!0,exportPaddingSVG:10,exportEmbedScene:!1,keepInSync:!1,autoexportSVG:!1,autoexportPNG:!1,autoExportLightAndDark:!1,autoexportExcalidraw:!1,embedType:"excalidraw",embedMarkdownCommentLinks:!0,embedWikiLink:!0,syncExcalidraw:!1,experimentalFileType:!1,experimentalFileTag:"✏️",experimentalLivePreview:!0,fadeOutExcalidrawMarkup:!1,loadPropertySuggestions:!1,experimentalEnableFourthFont:!1,experimantalFourthFont:"Virgil",addDummyTextElement:!1,zoteroCompatibility:!1,fieldSuggester:!0,compatibilityMode:!1,drawingOpenCount:0,library:"deprecated",library2:{type:"excalidrawlib",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,libraryItems:[]},imageElementNotice:!0,mdSVGwidth:500,mdSVGmaxHeight:800,mdFont:"Virgil",mdFontColor:"Black",mdBorderColor:"Black",mdCSS:"",scriptEngineSettings:{},previousRelease:"0.0.0",showReleaseNotes:!0,compareManifestToPluginVersion:!0,showNewVersionNotification:!0,latexBoilerplate:"\\color{blue}",latexPreambleLocation:"preamble.sty",taskboneEnabled:!1,taskboneAPIkey:"",pinnedScripts:[],sidepanelTabs:[],customPens:[{...PENS.default},{...PENS.highlighter},{...PENS.finetip},{...PENS.fountain},{...PENS.marker},{...PENS["thick-thin"]},{...PENS["thin-thick-thin"]},{...PENS.default},{...PENS.default},{...PENS.default}],numberOfCustomPens:0,pdfScale:4,pdfBorderBox:!0,pdfFrame:!1,pdfGapSize:20,pdfGroupPages:!1,pdfLockAfterImport:!0,pdfNumColumns:1,pdfNumRows:1,pdfDirection:"right",pdfImportScale:.3,gridSettings:{DYNAMIC_COLOR:!0,COLOR:"#000000",OPACITY:50,GRID_DIRECTION:{horizontal:!0,vertical:!0}},laserSettings:{DECAY_LENGTH:50,DECAY_TIME:1e3,COLOR:"#ff0000"},embeddableMarkdownDefaults:{useObsidianDefaults:!1,backgroundMatchCanvas:!1,backgroundMatchElement:!0,backgroundColor:"#fff",backgroundOpacity:60,borderMatchElement:!0,borderColor:"#fff",borderOpacity:0,filenameVisible:!1},markdownNodeOneClickEditing:!1,canvasImmersiveEmbed:!0,startupScriptPath:"",aiEnabled:!0,openAIAPIToken:"",openAIDefaultTextModel:"gpt-5-mini",openAIDefaultTextModelMaxTokens:4096,openAIDefaultVisionModel:"gpt-5-mini",openAIDefaultImageGenerationModel:"gpt-image-1",openAIURL:"https://api.openai.com/v1/chat/completions",openAIImageGenerationURL:"https://api.openai.com/v1/images/generations",openAIImageEditsURL:"https://api.openai.com/v1/images/edits",openAIImageVariationURL:"https://api.openai.com/v1/images/variations",modifierKeyConfig:{Mac:{LocalFileDragAction:{defaultAction:"image-import",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"},{shift:!0,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!1,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"embeddable"}]},WebBrowserDragAction:{defaultAction:"image-url",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!0,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"link"},{shift:!1,ctrl_cmd:!1,alt_opt:!0,meta_ctrl:!1,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"}]},InternalDragAction:{defaultAction:"link",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!0,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!0,result:"image-fullsize"}]},LinkClickAction:{defaultAction:"new-tab",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"active-pane"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"new-tab"},{shift:!1,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"new-pane"},{shift:!0,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"popout-window"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!0,result:"md-properties"}]}},Win:{LocalFileDragAction:{defaultAction:"image-import",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!0,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"embeddable"}]},WebBrowserDragAction:{defaultAction:"image-url",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-url"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image-import"}]},InternalDragAction:{defaultAction:"link",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"link"},{shift:!0,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"embeddable"},{shift:!0,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"image"},{shift:!1,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"image-fullsize"}]},LinkClickAction:{defaultAction:"new-tab",rules:[{shift:!1,ctrl_cmd:!1,alt_opt:!1,meta_ctrl:!1,result:"active-pane"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!1,result:"new-tab"},{shift:!1,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"new-pane"},{shift:!0,ctrl_cmd:!0,alt_opt:!0,meta_ctrl:!1,result:"popout-window"},{shift:!1,ctrl_cmd:!0,alt_opt:!1,meta_ctrl:!0,result:"md-properties"}]}}},slidingPanesSupport:!1,areaZoomLimit:1,longPressDesktop:500,longPressMobile:500,doubleClickLinkOpenViewMode:!0,isDebugMode:!1,rank:"Bronze",modifierKeyOverrides:[{modifiers:["Mod"],key:"Enter"},{modifiers:["Mod"],key:"k"},{modifiers:["Mod"],key:"G"}],showSplashscreen:!0,pdfSettings:{pageSize:"A4",pageOrientation:"portrait",fitToPage:1,paperColor:"white",customPaperColor:"#ffffff",alignment:"center",margin:"normal"},disableContextMenu:!1};class ExcalidrawSettingTab extends obsidian_module.PluginSettingTab{plugin;requestEmbedUpdate=!1;requestReloadDrawings=!1;requestUpdatePinnedPens=!1;requestUpdateDynamicStyling=!1;hotkeyEditor;constructor(e,t){super(e,t),this.plugin=t}applySettingsUpdate(e=!1){e&&(this.requestReloadDrawings=!0)}async hide(){if(this.plugin.settings.overrideObsidianFontSize?(document.documentElement.style.fontSize="",setRootElementSize(16)):document.documentElement.style.fontSize||(document.documentElement.style.fontSize=getComputedStyle(document.body).getPropertyValue("--font-text-size"),setRootElementSize()),this.plugin.settings.scriptFolderPath=obsidian_module.normalizePath(this.plugin.settings.scriptFolderPath),"/"!==this.plugin.settings.scriptFolderPath&&""!==this.plugin.settings.scriptFolderPath||(this.plugin.settings.scriptFolderPath="Excalidraw/Scripts"),this.plugin.saveSettings(),this.requestUpdatePinnedPens&&getExcalidrawViews(this.app).forEach((e=>e.updatePinnedCustomPens())),this.requestUpdateDynamicStyling&&getExcalidrawViews(this.app).forEach((e=>setDynamicStyle(this.plugin.ea,e,e.previousBackgroundColor,this.plugin.settings.dynamicStyling))),this.hotkeyEditor.unload(),this.hotkeyEditor.isDirty&&this.plugin.registerHotkeyOverrides(),this.requestReloadDrawings){const e=getExcalidrawViews(this.app);for(const t of e)await t.save(!1),await t.reload(!0);this.requestEmbedUpdate=!0}this.requestEmbedUpdate&&this.plugin.triggerEmbedUpdates(),this.plugin.scriptEngine.updateScriptPath()}async display(){let e;await this.plugin.loadSettings(),this.requestEmbedUpdate=!1,this.requestReloadDrawings=!1;const{containerEl:t}=this;t.addClass("excalidraw-settings"),this.containerEl.empty();const i=createDiv("setting-item-description excalidraw-settings-links-container");new ContentSearcher(t,i),i.createEl("a",{href:"https://notebooklm.google.com/notebook/42d76a2f-c11d-4002-9286-1683c43d0ab0",attr:{"aria-label":t$d("NOTEBOOKLM_LINK_ARIA"),style:"margin: auto;"}},(e=>{e.innerHTML=`<svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" class="lucide lucide-message-circle-question-mark-icon lucide-message-circle-question-mark"><path d="M7.9 20A9 9 0 1 0 4 16.1L2 22Z"/><path d="M9.09 9a3 3 0 0 1 5.83 1c0 2-3 3-3 3"/><path d="M12 17h.01"/></svg>${t$d("NOTEBOOKLM_LINK_TEXT")}`}));const a=t.createDiv("coffee");a.addClass("ex-coffee-div"),a.createEl("a",{href:"https://ko-fi.com/zsolt"}).createEl("img",{attr:{src:"https://cdn.ko-fi.com/cdn/kofi3.png?v=3"}}).height=45;const n=[{icon:obsidian_module.getIcon("bug").outerHTML,href:"https://github.com/zsviczian/obsidian-excalidraw-plugin/issues",aria:t$d("LINKS_BUGS_ARIA"),text:t$d("LINKS_BUGS")},{icon:obsidian_module.getIcon("globe").outerHTML,href:"https://excalidraw-obsidian.online/",aria:t$d("LINKS_WIKI_ARIA"),text:t$d("LINKS_WIKI")},{icon:obsidian_module.getIcon("youtube").outerHTML,href:"https://www.youtube.com/@VisualPKM",aria:t$d("LINKS_YT_ARIA"),text:t$d("LINKS_YT")},{icon:'<svg xmlns="http://www.w3.org/2000/svg" fill="currentColor" stroke="none" strokeWidth="2" stroke-linecap="round" stroke-linejoin="round" viewBox="0 0 640 512"><path 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obsidian_module.Setting(e).setName(t$d("NEWVERSION_NOTIFICATION_NAME")).setDesc(fragWithHTML(t$d("NEWVERSION_NOTIFICATION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showNewVersionNotification).onChange((async e=>{this.plugin.settings.showNewVersionNotification=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TOGGLE_SPLASHSCREEN")).addToggle((e=>e.setValue(this.plugin.settings.showSplashscreen).onChange((e=>{this.plugin.settings.showSplashscreen=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FOLDER_NAME")).setDesc(fragWithHTML(t$d("FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw").setValue(this.plugin.settings.folder).onChange((async e=>{this.plugin.settings.folder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FOLDER_EMBED_NAME")).setDesc(fragWithHTML(t$d("FOLDER_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedUseExcalidrawFolder).onChange((async e=>{this.plugin.settings.embedUseExcalidrawFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("CROP_FOLDER_NAME")).setDesc(fragWithHTML(t$d("CROP_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Cropped").setValue(this.plugin.settings.cropFolder).onChange((async e=>{this.plugin.settings.cropFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_FOLDER_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Annotations").setValue(this.plugin.settings.annotateFolder).onChange((async e=>{this.plugin.settings.annotateFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TEMPLATE_NAME")).setDesc(fragWithHTML(t$d("TEMPLATE_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Template").setValue(this.plugin.settings.templateFilePath).onChange((async e=>{this.plugin.settings.templateFilePath=e,this.applySettingsUpdate()})))),addYouTubeThumbnail(e,"jgUpYznHP9A",216),new obsidian_module.Setting(e).setName(t$d("SCRIPT_FOLDER_NAME")).setDesc(fragWithHTML(t$d("SCRIPT_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/Scripts").setValue(this.plugin.settings.scriptFolderPath).onChange((async e=>{this.plugin.settings.scriptFolderPath=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("SAVING_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const r=e;e.createEl("summary",{text:t$d("SAVING_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("COMPRESS_NAME")).setDesc(fragWithHTML(t$d("COMPRESS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compress).onChange((async e=>{this.plugin.settings.compress=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DECOMPRESS_FOR_MD_NAME")).setDesc(fragWithHTML(t$d("DECOMPRESS_FOR_MD_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.decompressForMDView).onChange((async e=>{this.plugin.settings.decompressForMDView=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AUTOSAVE_INTERVAL_DESKTOP_NAME")).setDesc(fragWithHTML(t$d("AUTOSAVE_INTERVAL_DESKTOP_DESC"))).addDropdown((e=>e.addOption("15000","Very frequent (every 15 seconds)").addOption("30000","Frequent (every 30 seconds)").addOption("60000","Moderate (every 60 seconds)").addOption("300000","Rare (every 5 minutes)").addOption("900000","Practically never (every 15 minutes)").setValue(this.plugin.settings.autosaveIntervalDesktop.toString()).onChange((async e=>{this.plugin.settings.autosaveIntervalDesktop=parseInt(e),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AUTOSAVE_INTERVAL_MOBILE_NAME")).setDesc(fragWithHTML(t$d("AUTOSAVE_INTERVAL_MOBILE_DESC"))).addDropdown((e=>e.addOption("10000","Very frequent (every 10 seconds)").addOption("20000","Frequent (every 20 seconds)").addOption("30000","Moderate (every 30 seconds)").addOption("60000","Rare (every 1 minute)").addOption("300000","Practically never (every 5 minutes)").setValue(this.plugin.settings.autosaveIntervalMobile.toString()).onChange((async e=>{this.plugin.settings.autosaveIntervalMobile=parseInt(e),this.applySettingsUpdate()})))),e=r.createEl("details"),e.createEl("summary",{text:t$d("FILENAME_HEAD"),cls:"excalidraw-setting-h3"}),e.createDiv("",(e=>{e.innerHTML=t$d("FILENAME_DESC")}));const o=()=>`${t$d("FILENAME_SAMPLE")}<a href='https://www.youtube.com/channel/UCC0gns4a9fhVkGkngvSumAQ' target='_blank'>${getDrawingFilename(this.plugin.settings)}</a></b><br>${t$d("FILENAME_EMBED_SAMPLE")}<a 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obsidian_module.Setting(e).setName(t$d("FILENAME_POSTFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_POSTFIX_DESC"))).addText((e=>e.setPlaceholder("").setValue(this.plugin.settings.drawingFilnameEmbedPostfix).onChange((async t=>{this.plugin.settings.drawingFilnameEmbedPostfix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilnameEmbedPostfix),l.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_DATE_NAME")).setDesc(fragWithHTML(t$d("FILENAME_DATE_DESC"))).addText((e=>e.setPlaceholder("YYYY-MM-DD HH.mm.ss").setValue(this.plugin.settings.drawingFilenameDateTime).onChange((async t=>{this.plugin.settings.drawingFilenameDateTime=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenameDateTime),l.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILENAME_EXCALIDRAW_EXTENSION_NAME")).setDesc(fragWithHTML(t$d("FILENAME_EXCALIDRAW_EXTENSION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.useExcalidrawExtension).onChange((async e=>{this.plugin.settings.useExcalidrawExtension=e,l.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("CROP_PREFIX_NAME")).setDesc(fragWithHTML(t$d("CROP_PREFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: cropped_").setValue(this.plugin.settings.cropPrefix).onChange((async t=>{this.plugin.settings.cropPrefix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.cropPrefix),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("CROP_SUFFIX_NAME")).setDesc(fragWithHTML(t$d("CROP_SUFFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: _cropped").setValue(this.plugin.settings.cropSuffix).onChange((async t=>{this.plugin.settings.cropSuffix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.cropSuffix),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_PREFIX_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_PREFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: annotated_").setValue(this.plugin.settings.annotatePrefix).onChange((async t=>{this.plugin.settings.annotatePrefix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.annotatePrefix),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_SUFFIX_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_SUFFIX_DESC"))).addText((e=>e.setPlaceholder("e.g.: _annotated").setValue(this.plugin.settings.annotateSuffix).onChange((async t=>{this.plugin.settings.annotateSuffix=t.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.annotateSuffix),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ANNOTATE_PRESERVE_SIZE_NAME")).setDesc(fragWithHTML(t$d("ANNOTATE_PRESERVE_SIZE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.annotatePreserveSize).onChange((async e=>{this.plugin.settings.annotatePreserveSize=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("AI_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("AI_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("AI_ENABLED_NAME")).setDesc(fragWithHTML(t$d("AI_ENABLED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.aiEnabled??!0).onChange((async e=>{c.style.display=e?"block":"none",this.plugin.settings.aiEnabled=e,this.applySettingsUpdate()})))),e=e.createDiv(),c=e,(this.plugin.settings.aiEnabled??1)||(e.style.display="none"),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_TOKEN_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_TOKEN_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_TOKEN_PLACEHOLDER")).setValue(this.plugin.settings.openAIAPIToken).onChange((async e=>{this.plugin.settings.openAIAPIToken=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_MODEL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_MODEL_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_DEFAULT_MODEL_PLACEHOLDER")).setValue(this.plugin.settings.openAIDefaultTextModel).onChange((async e=>{this.plugin.settings.openAIDefaultTextModel=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_MAX_TOKENS_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_MAX_TOKENS_DESC"))).addText((e=>e.setPlaceholder("e.g.: 4096").setValue(this.plugin.settings.openAIDefaultTextModelMaxTokens.toString()).onChange((async t=>{const i=parseInt(t);if(!isNaN(i)||""===t)return""===t?(this.plugin.settings.openAIDefaultTextModelMaxTokens=4096,e.setValue("4096"),void this.applySettingsUpdate()):void(i<0?e.setValue(this.plugin.settings.openAIDefaultTextModelMaxTokens.toString()):(this.plugin.settings.openAIDefaultTextModelMaxTokens=i,e.setValue(i.toString()),this.applySettingsUpdate()));e.setValue(this.plugin.settings.openAIDefaultTextModelMaxTokens.toString())})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_VISION_MODEL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_VISION_MODEL_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_DEFAULT_VISION_MODEL_PLACEHOLDER")).setValue(this.plugin.settings.openAIDefaultVisionModel).onChange((async e=>{this.plugin.settings.openAIDefaultVisionModel=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_IMAGE_MODEL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_IMAGE_MODEL_DESC"))).addText((e=>e.setPlaceholder(t$d("AI_OPENAI_DEFAULT_IMAGE_MODEL_PLACEHOLDER")).setValue(this.plugin.settings.openAIDefaultImageGenerationModel).onChange((async e=>{this.plugin.settings.openAIDefaultImageGenerationModel=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("AI_OPENAI_DEFAULT_API_URL_NAME")).setDesc(fragWithHTML(t$d("AI_OPENAI_DEFAULT_API_URL_DESC"))).addText((e=>e.setPlaceholder("e.g.: https://api.openai.com/v1/chat/completions").setValue(this.plugin.settings.openAIURL).onChange((async e=>{this.plugin.settings.openAIURL=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("DISPLAY_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const d=e;e.createEl("summary",{text:t$d("DISPLAY_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("ENABLE_DOUBLE_CLICK_TEXT_EDITING_NAME")).addToggle((e=>e.setValue(!this.plugin.settings.disableDoubleClickTextEditing).onChange((async e=>{this.plugin.settings.disableDoubleClickTextEditing=!e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DISABLE_CONTEXT_MENU_NAME")).setDesc(t$d("DISABLE_CONTEXT_MENU_DESC")).addToggle((e=>e.setValue(!this.plugin.settings.disableContextMenu).onChange((async e=>{this.plugin.settings.disableContextMenu=!e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SHOW_DRAWING_OR_MD_IN_READING_MODE_NAME")).setDesc(fragWithHTML(t$d("SHOW_DRAWING_OR_MD_IN_READING_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.renderImageInMarkdownReadingMode).onChange((async e=>{this.plugin.settings.renderImageInMarkdownReadingMode=e,this.applySettingsUpdate()})))).nameEl.setAttribute("id",TAG_MDREADINGMODE),new obsidian_module.Setting(e).setName(t$d("SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_NAME")).setDesc(fragWithHTML(t$d("SHOW_DRAWING_OR_MD_IN_HOVER_PREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.renderImageInHoverPreviewForMDNotes).onChange((async e=>{this.plugin.settings.renderImageInHoverPreviewForMDNotes=e,this.applySettingsUpdate()})))),e=d.createEl("details"),e.createEl("summary",{text:t$d("MODES_HEAD"),cls:"excalidraw-setting-h3"}),new UIModeSettingsComponent(e,this.plugin.settings,this.app,(()=>this.applySettingsUpdate())).render(),addYouTubeThumbnail(e,"H8Njp7ZXYag",999),e=d.createEl("details"),e.createEl("summary",{text:t$d("HOTKEY_OVERRIDE_HEAD"),cls:"excalidraw-setting-h3"}),e.createEl("span",{},(e=>{e.innerHTML=t$d("HOTKEY_OVERRIDE_DESC")})),this.hotkeyEditor=new HotkeyEditor(e,this.plugin.settings,this.applySettingsUpdate),this.hotkeyEditor.onload(),e=d.createEl("details"),e.createEl("summary",{text:t$d("THEME_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("OVERRIDE_OBSIDIAN_FONT_SIZE_NAME")).setDesc(fragWithHTML(t$d("OVERRIDE_OBSIDIAN_FONT_SIZE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.overrideObsidianFontSize).onChange((e=>{this.plugin.settings.overrideObsidianFontSize=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DYNAMICSTYLE_NAME")).setDesc(fragWithHTML(t$d("DYNAMICSTYLE_DESC"))).addDropdown((e=>e.addOption("none","Dynamic Styling OFF").addOption("colorful","Match color").addOption("gray","Gray, match tone").setValue(this.plugin.settings.dynamicStyling).onChange((async e=>{this.requestUpdateDynamicStyling=!0,this.plugin.settings.dynamicStyling=e,this.applySettingsUpdate()})))),addYouTubeThumbnail(e,"fypDth_-8q0"),new obsidian_module.Setting(e).setName(t$d("IFRAME_MATCH_THEME_NAME")).setDesc(fragWithHTML(t$d("IFRAME_MATCH_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.iframeMatchExcalidrawTheme).onChange((async e=>{this.plugin.settings.iframeMatchExcalidrawTheme=e,this.applySettingsUpdate(!0)})))),addYouTubeThumbnail(e,"ICpoyMv6KSs"),new obsidian_module.Setting(e).setName(t$d("MATCH_THEME_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchTheme).onChange((async e=>{this.plugin.settings.matchTheme=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("MATCH_THEME_ALWAYS_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_ALWAYS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchThemeAlways).onChange((async e=>{this.plugin.settings.matchThemeAlways=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("MATCH_THEME_TRIGGER_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_TRIGGER_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchThemeTrigger).onChange((async e=>{this.plugin.settings.matchThemeTrigger=e,e?this.plugin.addThemeObserver():this.plugin.removeThemeObserver(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DEFAULT_OPEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_OPEN_MODE_DESC"))).addDropdown((e=>e.addOption("normal","Always in normal-mode").addOption("zen","Always in zen-mode").addOption("view","Always in view-mode").addOption("view-mobile","Usually normal, but view-mode on Phone").setValue(this.plugin.settings.defaultMode).onChange((async e=>{this.plugin.settings.defaultMode=e,this.applySettingsUpdate()})))),e=d.createEl("details"),e.createEl("summary",{text:t$d("ZOOM_AND_PAN_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("PAN_WITH_RIGHT_MOUSE_BUTTON_NAME")).setDesc(fragWithHTML(t$d("PAN_WITH_RIGHT_MOUSE_BUTTON_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.panWithRightMouseButton).onChange((async e=>{this.plugin.settings.panWithRightMouseButton=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("DEFAULT_PINCHZOOM_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_PINCHZOOM_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowPinchZoom).onChange((async e=>{this.plugin.settings.allowPinchZoom=e,getExcalidrawViews(this.app).forEach((e=>e.updatePinchZoom())),this.applySettingsUpdate()})))),addYouTubeThumbnail(e,"rBarRfcSxNo",107),new obsidian_module.Setting(e).setName(t$d("DEFAULT_WHEELZOOM_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_WHEELZOOM_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowWheelZoom).onChange((async e=>{this.plugin.settings.allowWheelZoom=e,getExcalidrawViews(this.app).forEach((e=>e.updateWheelZoom())),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ZOOM_TO_FIT_ONOPEN_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_ONOPEN_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnOpen).onChange((async e=>{this.plugin.settings.zoomToFitOnOpen=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ZOOM_TO_FIT_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnResize).onChange((async e=>{this.plugin.settings.zoomToFitOnResize=e,this.applySettingsUpdate()})))),createSliderWithText(e,{name:t$d("ZOOM_TO_FIT_MAX_LEVEL_NAME"),desc:t$d("ZOOM_TO_FIT_MAX_LEVEL_DESC"),value:this.plugin.settings.zoomToFitMaxLevel,min:.5,max:10,step:.5,onChange:e=>{this.plugin.settings.zoomToFitMaxLevel=e,this.applySettingsUpdate()}}),createSliderWithText(e,{name:t$d("ZOOM_STEP_NAME"),desc:t$d("ZOOM_STEP_DESC"),value:100*this.plugin.settings.zoomStep,min:1,max:25,step:1,onChange:e=>{this.plugin.settings.zoomStep=e/100,this.applySettingsUpdate()}}),createSliderWithText(e,{name:t$d("ZOOM_MIN_NAME"),desc:t$d("ZOOM_MIN_DESC"),value:100*this.plugin.settings.zoomMin,min:1,max:50,step:1,onChange:e=>{this.plugin.settings.zoomMin=e/100,this.applySettingsUpdate()}}),createSliderWithText(e,{name:t$d("ZOOM_MAX_NAME"),desc:t$d("ZOOM_MAX_DESC"),value:100*this.plugin.settings.zoomMax,min:500,max:6e3,step:100,onChange:e=>{this.plugin.settings.zoomMax=e/100,this.applySettingsUpdate()}}),e=d.createEl("details"),e.createEl("summary",{text:t$d("PEN_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("DEFAULT_PEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_PEN_MODE_DESC"))).addDropdown((e=>e.addOption("never","Never").addOption("mobile","On Obsidian Mobile").addOption("always","Always").setValue(this.plugin.settings.defaultPenMode).onChange((async e=>{this.plugin.settings.defaultPenMode=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DISABLE_DOUBLE_TAP_ERASER_NAME")).addToggle((e=>e.setValue(this.plugin.settings.penModeDoubleTapEraser).onChange((async e=>{this.plugin.settings.penModeDoubleTapEraser=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("DISABLE_SINGLE_FINGER_PANNING_NAME")).addToggle((e=>e.setValue(this.plugin.settings.penModeSingleFingerPanning).onChange((async e=>{this.plugin.settings.penModeSingleFingerPanning=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_NAME")).setDesc(fragWithHTML(t$d("SHOW_PEN_MODE_FREEDRAW_CROSSHAIR_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.penModeCrosshairVisible).onChange((async e=>{this.plugin.settings.penModeCrosshairVisible=e,this.applySettingsUpdate()})))),e=d.createEl("details"),e.createEl("summary",{text:t$d("GRID_HEAD"),cls:"excalidraw-setting-h3"});const h=()=>{getExcalidrawViews(this.app).forEach((e=>e.updateGridColor()))},p=()=>{getExcalidrawViews(this.app).forEach((e=>e.updateGridDirection(this.plugin.settings.gridSettings.GRID_DIRECTION)))};let u,m,g;new obsidian_module.Setting(e).setName(t$d("GRID_DIRECTION_NAME")).setDesc(t$d("GRID_DIRECTION_DESC")).addToggle((e=>e.setTooltip(t$d("GRID_HORIZONTAL")).setValue(this.plugin.settings.gridSettings.GRID_DIRECTION?.horizontal??!0).onChange((e=>{this.plugin.settings.gridSettings.GRID_DIRECTION||(this.plugin.settings.gridSettings.GRID_DIRECTION={horizontal:!0,vertical:!0}),this.plugin.settings.gridSettings.GRID_DIRECTION.horizontal=e,this.applySettingsUpdate(),p()})))).addToggle((e=>e.setTooltip(t$d("GRID_VERTICAL")).setValue(this.plugin.settings.gridSettings.GRID_DIRECTION?.vertical??!0).onChange((e=>{this.plugin.settings.gridSettings.GRID_DIRECTION||(this.plugin.settings.gridSettings.GRID_DIRECTION={horizontal:!0,vertical:!0}),this.plugin.settings.gridSettings.GRID_DIRECTION.vertical=e,this.applySettingsUpdate(),p()})))),new obsidian_module.Setting(e).setName(t$d("GRID_DYNAMIC_COLOR_NAME")).setDesc(fragWithHTML(t$d("GRID_DYNAMIC_COLOR_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.gridSettings.DYNAMIC_COLOR).onChange((async e=>{this.plugin.settings.gridSettings.DYNAMIC_COLOR=e,u.style.display=e?"none":"block",this.applySettingsUpdate(),h()})))),u=e.createDiv(),u.style.display=this.plugin.settings.gridSettings.DYNAMIC_COLOR?"none":"block",new obsidian_module.Setting(u).setName(t$d("GRID_COLOR_NAME")).addColorPicker((e=>e.setValue(this.plugin.settings.gridSettings.COLOR).onChange((async e=>{this.plugin.settings.gridSettings.COLOR=e,this.applySettingsUpdate(),h()})))),createSliderWithText(e,{name:t$d("GRID_OPACITY_NAME"),desc:t$d("GRID_OPACITY_DESC"),value:this.plugin.settings.gridSettings.OPACITY,min:0,max:100,step:1,onChange:e=>{this.plugin.settings.gridSettings.OPACITY=e,this.applySettingsUpdate(),h()},minWidth:"3em"}),e=d.createEl("details"),e.createEl("summary",{text:t$d("LASER_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("LASER_COLOR")).addColorPicker((e=>e.setValue(this.plugin.settings.laserSettings.COLOR).onChange((async e=>{this.plugin.settings.laserSettings.COLOR=e,this.applySettingsUpdate()})))),createSliderWithText(e,{name:t$d("LASER_DECAY_TIME_NAME"),desc:t$d("LASER_DECAY_TIME_DESC"),value:this.plugin.settings.laserSettings.DECAY_TIME,min:500,max:2e4,step:500,onChange:e=>{this.plugin.settings.laserSettings.DECAY_TIME=e,this.applySettingsUpdate()},minWidth:"3em"}),createSliderWithText(e,{name:t$d("LASER_DECAY_LENGTH_NAME"),desc:t$d("LASER_DECAY_LENGTH_DESC"),value:this.plugin.settings.laserSettings.DECAY_LENGTH,min:25,max:2e3,step:25,onChange:e=>{this.plugin.settings.laserSettings.DECAY_LENGTH=e,this.applySettingsUpdate()},minWidth:"3em"}),e=d.createEl("details"),e.createEl("summary",{text:t$d("DRAG_MODIFIER_NAME"),cls:"excalidraw-setting-h3"}),e.createDiv({text:t$d("DRAG_MODIFIER_DESC"),cls:"setting-item-description"}),createSliderWithText(e,{name:t$d("LONG_PRESS_DESKTOP_NAME"),desc:t$d("LONG_PRESS_DESKTOP_DESC"),value:this.plugin.settings.longPressDesktop,min:300,max:3e3,step:100,onChange:e=>{this.plugin.settings.longPressDesktop=e,this.applySettingsUpdate(!0)}}),createSliderWithText(e,{name:t$d("LONG_PRESS_MOBILE_NAME"),desc:t$d("LONG_PRESS_MOBILE_DESC"),value:this.plugin.settings.longPressMobile,min:300,max:3e3,step:100,onChange:e=>{this.plugin.settings.longPressMobile=e,this.applySettingsUpdate(!0)}}),new obsidian_module.Setting(e).setName(t$d("DOUBLE_CLICK_LINK_OPEN_VIEW_MODE")).addToggle((e=>e.setValue(this.plugin.settings.doubleClickLinkOpenViewMode).onChange((async e=>{this.plugin.settings.doubleClickLinkOpenViewMode=e,this.applySettingsUpdate()})))),new ModifierKeySettingsComponent(e,this.plugin.settings.modifierKeyConfig,this.applySettingsUpdate).render(),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("LINKS_HEAD_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("LINKS_HEAD"),cls:"excalidraw-setting-h1"}),e.createEl("span",void 0,(e=>e.innerHTML=t$d("LINKS_DESC"))),new obsidian_module.Setting(e).setName(t$d("ELEMENT_LINK_SYNC_NAME")).setDesc(fragWithHTML(t$d("ELEMENT_LINK_SYNC_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.syncElementLinkWithText).onChange((async e=>{this.plugin.settings.syncElementLinkWithText=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SECOND_ORDER_LINKS_NAME")).setDesc(fragWithHTML(t$d("SECOND_ORDER_LINKS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showSecondOrderLinks).onChange((async e=>{this.plugin.settings.showSecondOrderLinks=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("ADJACENT_PANE_NAME")).setDesc(fragWithHTML(t$d("ADJACENT_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInAdjacentPane).onChange((async e=>{this.plugin.settings.openInAdjacentPane=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FOCUS_ON_EXISTING_TAB_NAME")).setDesc(fragWithHTML(t$d("FOCUS_ON_EXISTING_TAB_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.focusOnFileTab).onChange((async e=>{this.plugin.settings.focusOnFileTab=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("MAINWORKSPACE_PANE_NAME")).setDesc(fragWithHTML(t$d("MAINWORKSPACE_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInMainWorkspace).onChange((async e=>{this.plugin.settings.openInMainWorkspace=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(fragWithHTML(t$d("LINK_BRACKETS_NAME"))).setDesc(fragWithHTML(t$d("LINK_BRACKETS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showLinkBrackets).onChange((e=>{this.plugin.settings.showLinkBrackets=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("LINK_PREFIX_NAME")).setDesc(fragWithHTML(t$d("LINK_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.linkPrefix).onChange((e=>{this.plugin.settings.linkPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("URL_PREFIX_NAME")).setDesc(fragWithHTML(t$d("URL_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.urlPrefix).onChange((e=>{this.plugin.settings.urlPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("PARSE_TODO_NAME")).setDesc(fragWithHTML(t$d("PARSE_TODO_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.parseTODO).onChange((e=>{this.plugin.settings.parseTODO=e,m.setDisabled(!e),g.setDisabled(!e),this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("TODO_NAME")).setDesc(fragWithHTML(t$d("TODO_DESC"))).addText((e=>{m=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.todo).onChange((e=>{this.plugin.settings.todo=e,this.applySettingsUpdate(!0)}))})),m.setDisabled(!this.plugin.settings.parseTODO),new obsidian_module.Setting(e).setName(t$d("DONE_NAME")).setDesc(fragWithHTML(t$d("DONE_DESC"))).setDisabled(!this.plugin.settings.parseTODO).addText((e=>{g=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.done).onChange((e=>{this.plugin.settings.done=e,this.applySettingsUpdate(!0)}))})),g.setDisabled(!this.plugin.settings.parseTODO),createSliderWithText(e,{name:t$d("LINKOPACITY_NAME"),desc:t$d("LINKOPACITY_DESC"),value:this.plugin.settings.linkOpacity,min:0,max:1,step:.05,onChange:e=>{this.plugin.settings.linkOpacity=e,this.applySettingsUpdate(!0)}}),new obsidian_module.Setting(e).setName(t$d("HOVERPREVIEW_NAME")).setDesc(fragWithHTML(t$d("HOVERPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.hoverPreviewWithoutCTRL).onChange((async e=>{this.plugin.settings.hoverPreviewWithoutCTRL=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LINK_CTRL_CLICK_NAME")).setDesc(fragWithHTML(t$d("LINK_CTRL_CLICK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowCtrlClick).onChange((async e=>{this.plugin.settings.allowCtrlClick=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TRANSCLUSION_WRAP_NAME")).setDesc(fragWithHTML(t$d("TRANSCLUSION_WRAP_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.forceWrap).onChange((async e=>{this.plugin.settings.forceWrap=e,this.applySettingsUpdate(!0)})))).descEl.innerHTML=`<code>![[doc#^ref]]{number}</code> ${t$d("TRANSCLUSION_WRAP_DESC")}`,new obsidian_module.Setting(e).setName(t$d("PAGE_TRANSCLUSION_CHARCOUNT_NAME")).setDesc(fragWithHTML(t$d("PAGE_TRANSCLUSION_CHARCOUNT_DESC"))).addText((e=>e.setPlaceholder("Enter a number").setValue(this.plugin.settings.pageTransclusionCharLimit.toString()).onChange((async t=>{const i=parseInt(t);if(isNaN(i)&&""!==t)e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.pageTransclusionCharLimit=10,void this.applySettingsUpdate(!0);this.plugin.settings.pageTransclusionCharLimit=i,e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).setName(t$d("TRANSCLUSION_DEFAULT_WRAP_NAME")).setDesc(fragWithHTML(t$d("TRANSCLUSION_DEFAULT_WRAP_DESC"))).addText((e=>e.setPlaceholder("Enter a number").setValue(this.plugin.settings.wordWrappingDefault.toString()).onChange((async t=>{const i=parseInt(t);if(isNaN(i)&&""!==t)e.setValue(this.plugin.settings.wordWrappingDefault.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.wordWrappingDefault=0,void this.applySettingsUpdate(!0);this.plugin.settings.wordWrappingDefault=i,e.setValue(this.plugin.settings.wordWrappingDefault.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).setName(t$d("QUOTE_TRANSCLUSION_REMOVE_NAME")).setDesc(fragWithHTML(t$d("QUOTE_TRANSCLUSION_REMOVE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.removeTransclusionQuoteSigns).onChange((e=>{this.plugin.settings.removeTransclusionQuoteSigns=e,this.requestEmbedUpdate=!0,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("GET_URL_TITLE_NAME")).setDesc(fragWithHTML(t$d("GET_URL_TITLE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.iframelyAllowed).onChange((async e=>{this.plugin.settings.iframelyAllowed=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("EMBED_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const f=e;let b,U;e.createEl("summary",{text:t$d("EMBED_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("EMBED_PREVIEW_IMAGETYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_PREVIEW_IMAGETYPE_DESC"))).addDropdown((e=>e.addOption(PreviewImageType.PNG,"PNG Image").addOption(PreviewImageType.SVG,"Native SVG").addOption(PreviewImageType.SVGIMG,"SVG Image").setValue(this.plugin.settings.previewImageType).onChange((e=>{this.plugin.settings.previewImageType=e,this.requestEmbedUpdate=!0,this.applySettingsUpdate()})))),addYouTubeThumbnail(e,"yZQoJg2RCKI"),addYouTubeThumbnail(e,"opLd1SqaH_I",8),new obsidian_module.Setting(e).setName(t$d("EMBED_TYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_TYPE_DESC"))).addDropdown((async e=>{b=e,b.addOption("excalidraw","excalidraw"),this.plugin.settings.autoexportPNG?b.addOption("PNG","PNG"):"PNG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),this.plugin.settings.autoexportSVG?b.addOption("SVG","SVG"):"SVG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),b.setValue(this.plugin.settings.embedType).onChange((async e=>{this.plugin.settings.embedType=e,U.settingEl.style.display="excalidraw"===e?"none":"",this.applySettingsUpdate()}))})),U=new obsidian_module.Setting(e).setName(t$d("EMBED_MARKDOWN_COMMENT_NAME")).setDesc(fragWithHTML(t$d("EMBED_MARKDOWN_COMMENT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedMarkdownCommentLinks).onChange((async e=>{this.plugin.settings.embedMarkdownCommentLinks=e,this.applySettingsUpdate()})))),U.settingEl.style.display="excalidraw"===this.plugin.settings.embedType?"none":"",new obsidian_module.Setting(e).setName(t$d("EMBED_WIKILINK_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIKILINK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedWikiLink).onChange((async e=>{this.plugin.settings.embedWikiLink=e,this.applySettingsUpdate()})))),e=f.createEl("details"),e.createEl("summary",{text:t$d("EMBED_CANVAS"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("EMBED_CANVAS_NAME")).setDesc(fragWithHTML(t$d("EMBED_CANVAS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.canvasImmersiveEmbed).onChange((async e=>{this.plugin.settings.canvasImmersiveEmbed=e,this.applySettingsUpdate()})))),e=f.createEl("details"),e.createEl("summary",{text:t$d("EMBED_CACHING"),cls:"excalidraw-setting-h3"}),createSliderWithText(e,{name:t$d("RENDERING_CONCURRENCY_NAME"),desc:t$d("RENDERING_CONCURRENCY_DESC"),min:1,max:5,step:1,value:this.plugin.settings.renderingConcurrency,onChange:e=>{this.plugin.settings.renderingConcurrency=e,this.applySettingsUpdate()}}),new obsidian_module.Setting(e).setName(t$d("EMBED_IMAGE_CACHE_NAME")).setDesc(fragWithHTML(t$d("EMBED_IMAGE_CACHE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowImageCache).onChange((e=>{this.plugin.settings.allowImageCache=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SCENE_IMAGE_CACHE_NAME")).setDesc(fragWithHTML(t$d("SCENE_IMAGE_CACHE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowImageCacheInScene).onChange((e=>{this.plugin.settings.allowImageCacheInScene=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EMBED_IMAGE_CACHE_CLEAR")).addButton((e=>e.setButtonText(t$d("EMBED_IMAGE_CACHE_CLEAR")).onClick((()=>{imageCache.clearImageCache()})))),new obsidian_module.Setting(e).setName(t$d("BACKUP_CACHE_CLEAR")).addButton((e=>e.setButtonText(t$d("BACKUP_CACHE_CLEAR")).onClick((()=>{new MultiOptionConfirmationPrompt(this.plugin,t$d("BACKUP_CACHE_CLEAR_CONFIRMATION")).waitForClose.then((e=>{e&&imageCache.clearBackupCache()}))})))),new obsidian_module.Setting(e).setName(t$d("EMBED_REUSE_EXPORTED_IMAGE_NAME")).setDesc(fragWithHTML(t$d("EMBED_REUSE_EXPORTED_IMAGE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.displayExportedImageIfAvailable).onChange((async e=>{this.plugin.settings.displayExportedImageIfAvailable=e,this.applySettingsUpdate()})))),e=f.createEl("details");const E=e;e.createEl("summary",{text:t$d("EXPORT_SUBHEAD"),cls:"excalidraw-setting-h3"}),addYouTubeThumbnail(e,"wTtaXmRJ7wg",171),new obsidian_module.Setting(e).setName(t$d("SHOW_DRAWING_OR_MD_IN_EXPORTPDF_NAME")).setDesc(fragWithHTML(t$d("SHOW_DRAWING_OR_MD_IN_EXPORTPDF_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.renderImageInMarkdownToPDF).onChange((async e=>{this.plugin.settings.renderImageInMarkdownToPDF=e,this.applySettingsUpdate()})))).nameEl.setAttribute("id",TAG_PDFEXPORT),new obsidian_module.Setting(e).setName(t$d("EXPORT_EMBED_SCENE_NAME")).setDesc(fragWithHTML(t$d("EXPORT_EMBED_SCENE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportEmbedScene).onChange((async e=>{this.plugin.settings.exportEmbedScene=e,this.applySettingsUpdate()})))),e=E.createEl("details"),e.createEl("summary",{text:t$d("EMBED_SIZING"),cls:"excalidraw-setting-h4"}),new obsidian_module.Setting(e).setName(t$d("EMBED_WIDTH_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIDTH_DESC"))).addText((e=>e.setPlaceholder("e.g.: 400").setValue(this.plugin.settings.width).onChange((async e=>{this.plugin.settings.width=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).setName(t$d("EMBED_HEIGHT_NAME")).setDesc(fragWithHTML(t$d("EMBED_HEIGHT_DESC"))).addText((e=>e.setPlaceholder("e.g.: 400").setValue(this.plugin.settings.height).onChange((async e=>{this.plugin.settings.height=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),createSliderWithText(e,{name:t$d("EXPORT_PNG_SCALE_NAME"),desc:t$d("EXPORT_PNG_SCALE_DESC"),value:this.plugin.settings.pngExportScale,min:1,max:5,step:.5,onChange:e=>{this.plugin.settings.pngExportScale=e,this.applySettingsUpdate()}}),createSliderWithText(e,{name:t$d("EXPORT_PADDING_NAME"),desc:fragWithHTML(t$d("EXPORT_PADDING_DESC")),value:this.plugin.settings.exportPaddingSVG,min:0,max:50,step:5,onChange:e=>{this.plugin.settings.exportPaddingSVG=e,this.applySettingsUpdate()}}),e=E.createEl("details"),e.createEl("summary",{text:t$d("EMBED_THEME_BACKGROUND"),cls:"excalidraw-setting-h4"}),new obsidian_module.Setting(e).setName(t$d("EXPORT_BACKGROUND_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BACKGROUND_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithBackground).onChange((async e=>{this.plugin.settings.exportWithBackground=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_THEME_NAME")).setDesc(fragWithHTML(t$d("EXPORT_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithTheme).onChange((async e=>{this.plugin.settings.exportWithTheme=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(e).setName(t$d("PREVIEW_MATCH_OBSIDIAN_NAME")).setDesc(fragWithHTML(t$d("PREVIEW_MATCH_OBSIDIAN_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.previewMatchObsidianTheme).onChange((async e=>{this.plugin.settings.previewMatchObsidianTheme=e,this.applySettingsUpdate()})))),e=E.createEl("details"),e.createEl("summary",{text:t$d("PDF_EXPORT_SETTINGS"),cls:"excalidraw-setting-h4"}),new PDFExportSettingsComponent(e,this.plugin.settings.pdfSettings,(()=>{this.applySettingsUpdate()})).render(),e=E.createEl("details"),e.createEl("summary",{text:t$d("EXPORT_HEAD"),cls:"excalidraw-setting-h4"}),e.setAttribute("id",TAG_AUTOEXPORT),new obsidian_module.Setting(e).setName(t$d("EXPORT_SYNC_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SYNC_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.keepInSync).onChange((async e=>{this.plugin.settings.keepInSync=e,this.applySettingsUpdate()}))));const w=e=>{let t=0;for(t=0;t<b.selectEl.options.length;t++)b.selectEl.item(t).label===e&&b.selectEl.item(t).remove()};new obsidian_module.Setting(e).setName(t$d("EXPORT_SVG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SVG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportSVG).onChange((async e=>{e?b.addOption("SVG","SVG"):("SVG"===this.plugin.settings.embedType&&(b.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),w("SVG")),this.plugin.settings.autoexportSVG=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_PNG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PNG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportPNG).onChange((async e=>{e?b.addOption("PNG","PNG"):("PNG"===this.plugin.settings.embedType&&(b.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),w("PNG")),this.plugin.settings.autoexportPNG=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_BOTH_DARK_AND_LIGHT_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BOTH_DARK_AND_LIGHT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoExportLightAndDark).onChange((async e=>{this.plugin.settings.autoExportLightAndDark=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("EMBED_TOEXCALIDRAW_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const y=e;e.createEl("summary",{text:t$d("EMBED_TOEXCALIDRAW_HEAD"),cls:"excalidraw-setting-h1"}),e=y.createEl("details"),e.createEl("summary",{text:t$d("PDF_TO_IMAGE"),cls:"excalidraw-setting-h3"}),addYouTubeThumbnail(e,"nB4cOfn0xAs"),new obsidian_module.Setting(e).setName(t$d("PDF_TO_IMAGE_SCALE_NAME")).setDesc(fragWithHTML(t$d("PDF_TO_IMAGE_SCALE_DESC"))).addDropdown((e=>e.addOption("0.5","0.5").addOption("1","1").addOption("2","2").addOption("3","3").addOption("4","4").addOption("5","5").addOption("6","6").setValue(`${this.plugin.settings.pdfScale}`).onChange((e=>{this.plugin.settings.pdfScale=parseFloat(e),this.applySettingsUpdate()})))),e=y.createEl("details"),e.createEl("summary",{text:t$d("MD_EMBED_CUSTOMDATA_HEAD_NAME"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("MD_EMBED_SINGLECLICK_EDIT_NAME")).setDesc(fragWithHTML(t$d("MD_EMBED_SINGLECLICK_EDIT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.markdownNodeOneClickEditing).onChange((async e=>{this.plugin.settings.markdownNodeOneClickEditing=e,this.applySettingsUpdate()})))),e.createEl("hr",{cls:"excalidraw-setting-hr"}),e.createEl("span",{},(e=>{e.innerHTML=t$d("MD_EMBED_CUSTOMDATA_HEAD_DESC")})),new EmbeddalbeMDFileCustomDataSettingsComponent(e,this.plugin.settings.embeddableMarkdownDefaults,(e=>this.applySettingsUpdate(e))).render(),e=y.createEl("details"),e.createEl("summary",{text:t$d("MD_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(e).setName(t$d("MD_TRANSCLUDE_WIDTH_NAME")).setDesc(fragWithHTML(t$d("MD_TRANSCLUDE_WIDTH_DESC"))).addText((e=>e.setPlaceholder("Enter a number e.g. 500").setValue(this.plugin.settings.mdSVGwidth.toString()).onChange((async t=>{const i=parseInt(t);if(isNaN(i)&&""!==t)e.setValue(this.plugin.settings.mdSVGwidth.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.mdSVGwidth=500,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGwidth=i,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGwidth.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).setName(t$d("MD_TRANSCLUDE_HEIGHT_NAME")).setDesc(fragWithHTML(t$d("MD_TRANSCLUDE_HEIGHT_DESC"))).addText((e=>e.setPlaceholder("Enter a number e.g. 800").setValue(this.plugin.settings.mdSVGmaxHeight.toString()).onChange((async t=>{const i=parseInt(t);if(isNaN(i)&&""!==t)e.setValue(this.plugin.settings.mdSVGmaxHeight.toString());else{if(this.requestEmbedUpdate=!0,""===t)return this.plugin.settings.mdSVGmaxHeight=800,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGmaxHeight=i,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGmaxHeight.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(e).setName(t$d("MD_DEFAULT_FONT_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_FONT_DESC"))).addDropdown((async e=>{e.addOption("Virgil","Virgil"),e.addOption("Cascadia","Cascadia"),e.addOption("Assistant","Assistant"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2","otf"].contains(e.extension)&&!e.path.startsWith(this.plugin.settings.fontAssetsPath))).forEach((t=>{e.addOption(t.path,t.name)})),e.setValue(this.plugin.settings.mdFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFont=e,this.applySettingsUpdate(!0)}))})),new obsidian_module.Setting(e).setName(t$d("MD_DEFAULT_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdFontColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFontColor=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("MD_DEFAULT_BORDER_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_BORDER_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdBorderColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdBorderColor=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(e).setName(t$d("MD_CSS_NAME")).setDesc(fragWithHTML(t$d("MD_CSS_DESC"))).addText((e=>e.setPlaceholder("filename of css file in vault").setValue(this.plugin.settings.mdCSS).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdCSS=e,this.applySettingsUpdate(!0)})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("NONSTANDARD_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const v=e;e.createEl("summary",{text:t$d("NONSTANDARD_HEAD"),cls:"excalidraw-setting-h1"}),e=v.createEl("details"),e.createEl("summary",{text:t$d("RENDER_TWEAK_HEAD"),cls:"excalidraw-setting-h3"}),createSliderWithText(e,{name:t$d("MAX_IMAGE_ZOOM_IN_NAME"),desc:fragWithHTML(t$d("MAX_IMAGE_ZOOM_IN_DESC")),value:this.plugin.settings.areaZoomLimit,min:1,max:10,step:.5,onChange:e=>{this.plugin.settings.areaZoomLimit=e,this.applySettingsUpdate(),this.plugin.excalidrawConfig.updateValues(this.plugin)}}),e=v.createEl("details"),e.createEl("summary",{text:t$d("CUSTOM_PEN_HEAD"),cls:"excalidraw-setting-h3"}),addYouTubeThumbnail(e,"OjNhjaH2KjI",69),new obsidian_module.Setting(e).setName(t$d("CUSTOM_PEN_NAME")).setDesc(t$d("CUSTOM_PEN_DESC")).addDropdown((e=>e.addOption("0","0").addOption("1","1").addOption("2","2").addOption("3","3").addOption("4","4").addOption("5","5").addOption("6","6").addOption("7","7").addOption("8","8").addOption("9","9").addOption("10","10").setValue(this.plugin.settings.numberOfCustomPens.toString()).onChange((e=>{this.plugin.settings.numberOfCustomPens=parseInt(e),this.requestUpdatePinnedPens=!0,this.applySettingsUpdate(!1)})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("FONTS_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const T=e;e.createEl("summary",{text:t$d("FONTS_HEAD"),cls:"excalidraw-setting-h1"}),e=T.createEl("details"),e.createEl("summary",{text:t$d("CUSTOM_FONT_HEAD"),cls:"excalidraw-setting-h3"}),addYouTubeThumbnail(e,"eKFmrSQhFA4"),new obsidian_module.Setting(e).setName(t$d("ENABLE_FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("ENABLE_FOURTH_FONT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalEnableFourthFont).onChange((async e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimentalEnableFourthFont=e,this.applySettingsUpdate(),e&&this.plugin.initializeFonts()})))),new obsidian_module.Setting(e).setName(t$d("FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("FOURTH_FONT_DESC"))).addDropdown((async e=>{e.addOption("Virgil","Virgil"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2","otf"].contains(e.extension)&&!e.path.startsWith(this.plugin.settings.fontAssetsPath))).forEach((t=>{e.addOption(t.path,t.name)})),e.setValue(this.plugin.settings.experimantalFourthFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimantalFourthFont=e,this.applySettingsUpdate(!0),this.plugin.initializeFonts()}))})),e=T.createEl("details"),e.createEl("summary",{text:t$d("OFFLINE_CJK_NAME"),cls:"excalidraw-setting-h3"}),e.createDiv({cls:"setting-item-description"}).innerHTML=t$d("OFFLINE_CJK_DESC"),new obsidian_module.Setting(e).setName(t$d("CJK_ASSETS_FOLDER_NAME")).setDesc(fragWithHTML(t$d("CJK_ASSETS_FOLDER_DESC"))).addText((e=>e.setPlaceholder("e.g.: Excalidraw/FontAssets").setValue(this.plugin.settings.fontAssetsPath).onChange((async e=>{this.plugin.settings.fontAssetsPath=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LOAD_CHINESE_FONTS_NAME")).addToggle((e=>e.setValue(this.plugin.settings.loadChineseFonts).onChange((async e=>{this.plugin.settings.loadChineseFonts=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LOAD_JAPANESE_FONTS_NAME")).addToggle((e=>e.setValue(this.plugin.settings.loadJapaneseFonts).onChange((async e=>{this.plugin.settings.loadJapaneseFonts=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LOAD_KOREAN_FONTS_NAME")).addToggle((e=>e.setValue(this.plugin.settings.loadKoreanFonts).onChange((async e=>{this.plugin.settings.loadKoreanFonts=e,this.applySettingsUpdate()})))),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("EXPERIMENTAL_DESC"),cls:"setting-item-description"}),e=t.createEl("details");const S=e;let _,x,I;e.createEl("summary",{text:t$d("EXPERIMENTAL_HEAD"),cls:"excalidraw-setting-h1"}),addYouTubeThumbnail(e,"r08wk-58DPk"),new obsidian_module.Setting(e).setName(t$d("LATEX_DEFAULT_NAME")).setDesc(fragWithHTML(t$d("LATEX_DEFAULT_DESC"))).addText((e=>e.setValue(this.plugin.settings.latexBoilerplate).onChange((e=>{this.plugin.settings.latexBoilerplate=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LATEX_PREAMBLE_NAME")).setDesc(fragWithHTML(t$d("LATEX_PREAMBLE_DESC"))).addText((e=>e.setPlaceholder("e.g.: preamble.sty").setValue(this.plugin.settings.latexPreambleLocation).onChange((async e=>{this.plugin.settings.latexPreambleLocation=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILETYPE_NAME")).setDesc(fragWithHTML(t$d("FILETYPE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalFileType).onChange((async e=>{this.plugin.settings.experimentalFileType=e,this.plugin.experimentalFileTypeDisplayToggle(e),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FILETAG_NAME")).setDesc(fragWithHTML(t$d("FILETAG_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.experimentalFileTag).onChange((async e=>{this.plugin.settings.experimentalFileTag=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("LIVEPREVIEW_NAME")).setDesc(fragWithHTML(t$d("LIVEPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalLivePreview).onChange((async e=>{this.plugin.settings.experimentalLivePreview=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("FADE_OUT_EXCALIDRAW_MARKUP_NAME")).setDesc(fragWithHTML(t$d("FADE_OUT_EXCALIDRAW_MARKUP_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.fadeOutExcalidrawMarkup).onChange((async e=>{this.plugin.settings.fadeOutExcalidrawMarkup=e,this.plugin.editorHandler.updateCMExtensionState(EDITOR_FADEOUT,e),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXCALIDRAW_PROPERTIES_NAME")).setDesc(fragWithHTML(t$d("EXCALIDRAW_PROPERTIES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.loadPropertySuggestions).onChange((async e=>{this.plugin.settings.loadPropertySuggestions=e,this.applySettingsUpdate()})))),e=S.createEl("details"),e.createEl("summary",{text:t$d("TASKBONE_HEAD"),cls:"excalidraw-setting-h3"}),e.createDiv({text:t$d("TASKBONE_DESC"),cls:"setting-item-description"}),addYouTubeThumbnail(e,"7gu4ETx7zro"),new obsidian_module.Setting(e).setName(t$d("TASKBONE_ENABLE_NAME")).setDesc(fragWithHTML(t$d("TASKBONE_ENABLE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.taskboneEnabled).onChange((async e=>{if(_.setDisabled(!e),this.plugin.settings.taskboneEnabled=e,""===this.plugin.settings.taskboneAPIkey){const e=await this.plugin.taskbone.initialize(!1);e&&_.setValue(e)}this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("TASKBONE_APIKEY_NAME")).setDesc(fragWithHTML(t$d("TASKBONE_APIKEY_DESC"))).addText((e=>{_=e,_.setValue(this.plugin.settings.taskboneAPIkey).onChange((async e=>{this.plugin.settings.taskboneAPIkey=e,this.applySettingsUpdate()})).setDisabled(!this.plugin.settings.taskboneEnabled)})),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({cls:"setting-item-description"},(e=>{e.innerHTML=t$d("EA_DESC")})),e=t.createEl("details"),e.createEl("summary",{text:t$d("EA_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("FIELD_SUGGESTER_NAME")).setDesc(fragWithHTML(t$d("FIELD_SUGGESTER_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.fieldSuggester).onChange((async e=>{this.plugin.settings.fieldSuggester=e,this.applySettingsUpdate()}))));const C=()=>{const e=obsidian_module.normalizePath(this.plugin.settings.startupScriptPath.endsWith(".md")?this.plugin.settings.startupScriptPath:this.plugin.settings.startupScriptPath+".md");return Boolean(this.app.vault.getAbstractFileByPath(e))};new obsidian_module.Setting(e).setName(t$d("STARTUP_SCRIPT_NAME")).setDesc(fragWithHTML(t$d("STARTUP_SCRIPT_DESC"))).addText((e=>{x=e,e.setValue(this.plugin.settings.startupScriptPath).onChange((e=>{this.plugin.settings.startupScriptPath=e,I.setButtonText(C()?t$d("STARTUP_SCRIPT_BUTTON_OPEN"):t$d("STARTUP_SCRIPT_BUTTON_CREATE")),this.applySettingsUpdate()}))})).addButton((e=>{I=e,I.setButtonText(C()?t$d("STARTUP_SCRIPT_BUTTON_OPEN"):t$d("STARTUP_SCRIPT_BUTTON_CREATE")).onClick((async()=>{""===this.plugin.settings.startupScriptPath&&(this.plugin.settings.startupScriptPath=obsidian_module.normalizePath(obsidian_module.normalizePath(this.plugin.settings.folder)+"/ExcalidrawStartup"),x.setValue(this.plugin.settings.startupScriptPath),this.applySettingsUpdate());const e=obsidian_module.normalizePath(this.plugin.settings.startupScriptPath.endsWith(".md")?this.plugin.settings.startupScriptPath:this.plugin.settings.startupScriptPath+".md");let t=this.app.vault.getAbstractFileByPath(e);t||(t=await createOrOverwriteFile(this.app,e,startupScript())),I.setButtonText(t$d("STARTUP_SCRIPT_BUTTON_OPEN")),this.app.workspace.openLinkText(t.path,"",!0),this.hide()}))})),t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("COMPATIBILITY_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details"),e.createEl("summary",{text:t$d("COMPATIBILITY_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(e).setName(t$d("DUMMY_TEXT_ELEMENT_LINT_SUPPORT_NAME")).setDesc(fragWithHTML(t$d("DUMMY_TEXT_ELEMENT_LINT_SUPPORT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.addDummyTextElement).onChange((e=>{this.plugin.settings.addDummyTextElement=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("PRESERVE_TEXT_AFTER_DRAWING_NAME")).setDesc(fragWithHTML(t$d("PRESERVE_TEXT_AFTER_DRAWING_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoteroCompatibility).onChange((e=>{this.plugin.settings.zoteroCompatibility=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SLIDING_PANES_NAME")).setDesc(fragWithHTML(t$d("SLIDING_PANES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.slidingPanesSupport).onChange((e=>{this.plugin.settings.slidingPanesSupport=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("COMPATIBILITY_MODE_NAME")).setDesc(fragWithHTML(t$d("COMPATIBILITY_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compatibilityMode).onChange((async e=>{this.plugin.settings.compatibilityMode=e,l.innerHTML=o(),this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("EXPORT_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("EXPORT_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportExcalidraw).onChange((async e=>{this.plugin.settings.autoexportExcalidraw=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(e).setName(t$d("SYNC_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("SYNC_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.syncExcalidraw).onChange((async e=>{this.plugin.settings.syncExcalidraw=e,this.applySettingsUpdate()}))));const A=this.plugin.scriptEngine.getListofScripts()?.map((e=>this.plugin.scriptEngine.getScriptName(e)));if(Object.keys(this.plugin.settings.scriptEngineSettings).length>0&&A){const i=(e,t)=>{const i=this.plugin.settings.scriptEngineSettings[e][t];return"object"==typeof i?i.height:null},a=(e,t)=>{const i=this.plugin.settings.scriptEngineSettings[e][t];return"object"==typeof i?i.value:i},n=(e,t,i)=>{"object"==typeof 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obsidian_module.Setting(e).setName(s).setDesc(fragWithHTML(r??"")).addText((e=>e.setValue(a(t,s)).onChange((async e=>{n(t,s,e),this.applySettingsUpdate()}))))},o=(t,i,s)=>{new obsidian_module.Setting(e).setName(i).setDesc(fragWithHTML(s??"")).addText((e=>e.setPlaceholder("Enter a number").setValue(a(t,i).toString()).onChange((async s=>{const r=parseFloat(s);isNaN(r)&&""!==s?e.setValue(a(t,i).toString()):(n(t,i,isNaN(r)?0:r),this.applySettingsUpdate())}))))};t.createEl("hr",{cls:"excalidraw-setting-hr"}),t.createDiv({text:t$d("SCRIPT_SETTINGS_DESC"),cls:"setting-item-description"}),e=this.containerEl.createEl("details");const l=e;e.createEl("summary",{text:t$d("SCRIPT_SETTINGS_HEAD"),cls:"excalidraw-setting-h1"}),addYouTubeThumbnail(e,"H8Njp7ZXYag",52),Object.keys(this.plugin.settings.scriptEngineSettings).filter((e=>A.contains(e))).forEach((t=>{const i=this.plugin.settings.scriptEngineSettings[t],a=Object.values(i);0===a.length||a.length>0&&0===a.map((e=>e.hidden?0:1)).reduce(((e,t)=>e+t))||(e=l.createEl("details"),e.createEl("summary",{text:t,cls:"excalidraw-setting-h3"}),Object.keys(i).forEach((e=>{const a=i[e];switch(typeof(a.value??a)){case"boolean":a.hidden||s(t,e,a.description);break;case"string":a.hidden||r(t,e,a.description,a.valueset);break;case"number":a.hidden||o(t,e,a.description)}})))}))}}}function around(e,t){const i=Object.keys(t).map((i=>around1(e,i,t[i])));return 1===i.length?i[0]:function(){i.forEach((e=>e()))}}function around1(e,t,i){const a=e[t],n=e.hasOwnProperty(t);let s=i(a);return a&&Object.setPrototypeOf(s,a),Object.setPrototypeOf(r,s),e[t]=r,o;function r(...i){return s===a&&e[t]===r&&o(),s.apply(this,i)}function o(){e[t]===r&&(n?e[t]=a:delete e[t]),s!==a&&(s=a,Object.setPrototypeOf(r,a||Function))}}function dedupe(e,t,i){return a[e]=e,a;function a(...a){return(t[e]===e?t:i).apply(this,a)}}function isHTMLElement(e){return e&&"object"==typeof e&&1===e.nodeType&&"string"==typeof e.tagName}let plugin,app$1,vault,metadataCache;const getDefaultWidth=e=>{const t=parseInt(e.settings.width);return isNaN(t)||0===t||null===t?""!==getDefaultHeight(e)?"":"400":e.settings.width},getDefaultHeight=e=>{const t=parseInt(e.settings.height);return isNaN(t)||0===t||null===t?"":e.settings.height},initializeMarkdownPostProcessor=e=>{plugin=e,app$1=plugin.app,vault=app$1.vault,metadataCache=app$1.metadataCache},_getPNG=async({imgAttributes:e,filenameParts:t,theme:i,cacheReady:a,img:n,file:s,exportSettings:r,loader:o})=>{const l=parseInt(e.fwidth),c=l>=2400?5:l>=1800?4:l>=1200?3:l>=600?2:1,d={...t,isDark:"dark"===i,previewImageType:PreviewImageType.PNG,scale:c,isTransparent:!r.withBackground,inlineFonts:!0};if(a){const e=await imageCache.getImageFromCache(d);if(e&&"string"==typeof e)return n.src=e,n}const h=(t.hasGroupref||t.hasFrameref?void 0:await getQuickImagePreview(plugin,s.path,"png"))??await createPNG(t.hasGroupref||t.hasFrameref||t.hasClippedFrameref?t.filepath+t.linkpartReference:s.path,c,t.hasClippedFrameref?{...r,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:r,o,i,null,null,[],plugin,0);if(!h)return null;const p=URL.createObjectURL(h);if(n.src=p,!a){const e=()=>URL.revokeObjectURL(p);n.addEventListener("load",e,{once:!0}),n.addEventListener("error",e,{once:!0})}return a&&imageCache.addImageToCache(d,p,h),n},setStyle=({element:e,imgAttributes:t,onCanvas:i})=>{let a="";a=t.fwidth?`max-width:${t.fwidth}${t.fwidth.match(/\d$/)?"px":""}; `:"width: fit-content;",t.fheight&&(a+=`${t.fwidth?"min-":"max-"}height:${t.fheight}px;`),i||e.setAttribute("style",a),e.classList.add(...Array.from(t.style)),e.hasClass("excalidraw-embedded-img")||e.addClass("excalidraw-embedded-img"),window?.ExcalidrawAutomate?.plugin?.settings?.canvasImmersiveEmbed&&!e.hasClass("excalidraw-canvas-immersive")&&e.addClass("excalidraw-canvas-immersive")},_getSVGIMG=async({filenameParts:e,theme:t,cacheReady:i,img:a,file:n,exportSettings:s,loader:r})=>{s.skipInliningFonts=!1;const o={...e,isDark:"dark"===t,previewImageType:PreviewImageType.SVGIMG,scale:1,isTransparent:!s.withBackground,inlineFonts:!s.skipInliningFonts};if(i){const e=await imageCache.getImageFromCache(o);if(e&&"string"==typeof e)return a.setAttribute("src",e),a}if(!e.hasBlockref&&!e.hasSectionref){const e=await getQuickImagePreview(plugin,n.path,"svg");if(e){const t=convertSVGStringToElement(e);if(t)return addSVGToImgSrc(a,t,i,o)}}const l=convertSVGStringToElement((await createSVG(e.hasGroupref||e.hasBlockref||e.hasSectionref||e.hasFrameref||e.hasClippedFrameref?e.filepath+e.linkpartReference:n.path,!0,e?.hasClippedFrameref?{...s,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:s,r,t,null,null,[],plugin,0,getExportPadding(plugin,n))).outerHTML);return l?(l.removeAttribute("width"),l.removeAttribute("height"),addSVGToImgSrc(a,l,i,o)):null},_getSVGNative=async({filenameParts:e,theme:t,cacheReady:i,containerElement:a,file:n,exportSettings:s,loader:r,width:o})=>{s.skipInliningFonts=!1;const l={...e,isDark:"dark"===t,previewImageType:PreviewImageType.SVG,scale:1,isTransparent:!s.withBackground,inlineFonts:!s.skipInliningFonts};let c;i&&(c=await imageCache.getImageFromCache(l));const d=c&&c instanceof SVGSVGElement?c:convertSVGStringToElement((await createSVG(e.hasGroupref||e.hasBlockref||e.hasSectionref||e.hasFrameref||e.hasClippedFrameref?e.filepath+e.linkpartReference:n.path,!1,e.hasClippedFrameref?{...s,frameRendering:{enabled:!0,name:!1,outline:!1,clip:!0}}:s,r,t,null,null,[],plugin,0,getExportPadding(plugin,n),void 0,!0)).outerHTML);return d?(Boolean(c)||i&&imageCache.addImageToCache(l,"",d),o&&!isNaN(o)?d.setAttribute("width",o.toString()):d.removeAttribute("width"),d.removeAttribute("height"),a.append(d),a):null},getIMG=async(e,t=!1)=>{let i=e.file;if(!e.file){const t=vault.getAbstractFileByPath(e.fname?.split("#")[0]);if(!(t&&t instanceof obsidian_module.TFile))return null;i=t}const a=getEmbeddedFilenameParts(e.fname);e.style=e.style.map((e=>e.replaceAll(" ","-")));const n=hasExportTheme(plugin,i)?getExportTheme(plugin,i,"light"):void 0,s={withBackground:getWithBackground(plugin,i),withTheme:!!n||plugin.settings.exportWithTheme,isMask:isMaskFile(plugin,i)},r=n??(plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":plugin.settings.exportWithTheme?void 0:"light");r&&(s.withTheme=!0);const o=new EmbeddedFilesLoader(plugin,r?"dark"===r:void 0),l=imageCache.isReady();switch(await plugin.awaitInit(),plugin.settings.previewImageType){case PreviewImageType.PNG:{const n=createEl("img");return setStyle({element:n,imgAttributes:e,onCanvas:t}),await _getPNG({imgAttributes:e,filenameParts:a,theme:r,cacheReady:l,img:n,file:i,exportSettings:s,loader:o})}case PreviewImageType.SVGIMG:{const n=createEl("img");return setStyle({element:n,imgAttributes:e,onCanvas:t}),await _getSVGIMG({filenameParts:a,theme:r,cacheReady:l,img:n,file:i,exportSettings:s,loader:o})}case PreviewImageType.SVG:{const n=createEl("div");return setStyle({element:n,imgAttributes:e,onCanvas:t}),await _getSVGNative({filenameParts:a,theme:r,cacheReady:l,containerElement:n,file:i,exportSettings:s,loader:o,width:e.fwidth?e.fwidth.endsWith("%")?1e3:parseInt(e.fwidth):void 0})}}},addSVGToImgSrc=(e,t,i,a)=>{const n=t.outerHTML,s=new Blob([n],{type:"image/svg+xml"}),r=URL.createObjectURL(s);if(e.setAttribute("src",r),!i){const t=()=>URL.revokeObjectURL(r);e.addEventListener("load",t,{once:!0}),e.addEventListener("error",t,{once:!0})}return i&&imageCache.addImageToCache(a,r,s),e},createImgElement=async(e,t=!1)=>{const i=await getIMG(e,t);if(!i)return null;let a;i.setAttribute("fileSource",e.fname),e.fwidth&&i.setAttribute("w",e.fwidth),e.fheight&&i.setAttribute("h",e.fheight),i.setAttribute("draggable","false"),i.setAttribute("onCanvas",t?"true":"false");const n=e=>{if(!isHTMLElement(e.target))return;const t=e.target;if(!(t.hasClass("excalidraw-embedded-img")?e.target:getParentOfClass(t,"excalidraw-embedded-img")))return;const a=i.getAttribute("fileSource");if(a){const t=a.match(/([^#]*)(.*)/);if(!t)return;const i=vault.getAbstractFileByPath(t[1]),n=linkClickModifierType(e);if(plugin.isExcalidrawFile(i)&&isMaskFile(plugin,i))return void(async()=>{const e=`[[${i.path}${t[2]?"#"+t[2]:""}]] ${getExcalidrawFileForwardLinks(plugin.app,i,new Set)}`,a=await linkPrompt(e,plugin.app);if(!a)return;const[s,r,o]=a;if(plugin.isExcalidrawFile(s))return void plugin.openDrawing(s,n,!0,o);let l=!1;switch(n){case"active-pane":l=!1;break;case"new-pane":l="split";break;case"popout-window":l="window";break;case"new-tab":case"md-properties":l="tab"}plugin.app.workspace.openLinkText(r,"",l,o?{eState:{subpath:o}}:{})})();plugin.openDrawing(i,n,!0,t[2])}};let s;const r=i;return r.addEventListener("pointermove",(e=>{a&&(Math.abs(e.screenX-s.screenX)>10||Math.abs(e.screenY-s.screenY)>10)&&(window.clearTimeout(a),a=null)})),r.addEventListener("pointerdown",(e=>{if(i?.parentElement?.hasClass("canvas-node-content"))return;const t=app$1.plugins.plugins["obsidian-excalidraw-plugin"],r=DEVICE.isDesktop?t.settings.longPressDesktop:t.settings.longPressMobile;a=window.setTimeout((()=>n(e)),r),s=e})),r.addEventListener("pointerup",(()=>{a&&window.clearTimeout(a),a=null})),r.addEventListener("dblclick",n),r.addEventListener(RERENDER_EVENT,(async e=>{e.stopPropagation();const t=i.parentElement,a=i.style.maxWidth,n=i.style.maxHeight,s=i.getAttribute("fileSource"),r="true"===i.getAttribute("onCanvas"),o=await createImgElement({fname:s,fwidth:i.getAttribute("w"),fheight:i.getAttribute("h"),style:[...Array.from(i.classList)]},r);o&&(t.empty(),r||(o.style.maxHeight=n,o.style.maxWidth=a),o.setAttribute("fileSource",s),t.append(o))})),getFileCSSClasses(e.file).forEach((e=>{i.hasClass(e)||i.addClass(e)})),window?.ExcalidrawAutomate?.plugin?.settings?.canvasImmersiveEmbed?i.hasClass("excalidraw-canvas-immersive")||i.addClass("excalidraw-canvas-immersive"):i.hasClass("excalidraw-canvas-immersive")&&i.removeClass("excalidraw-canvas-immersive"),i},createImageDiv=async(e,t=!1)=>{const i=await createImgElement(e,t);return createDiv(e.style.join(" "),(e=>e.append(i)))},processReadingMode=async(e,t)=>{for(const i of e){const e=i.getAttribute("src")?.split("#")[0];if(!e)continue;const a=metadataCache.getFirstLinkpathDest(e,t.sourcePath);if(a&&a instanceof obsidian_module.TFile&&plugin.isExcalidrawFile(a)){if(isTextOnlyEmbed(i))continue;i.parentElement.replaceChild(await processInternalEmbed(i,a),i)}}},processInternalEmbed=async(e,t)=>{const i={fname:"",fheight:"",fwidth:"",style:[]},a=e.getAttribute("src");if(!a)return;e.removeClass("markdown-embed"),e.removeClass("inline-embed"),e.addClass("media-embed"),e.addClass("image-embed"),i.fwidth=e.getAttribute("width")?e.getAttribute("width"):getDefaultWidth(plugin),i.fheight=e.getAttribute("height")?e.getAttribute("height"):getDefaultHeight(plugin);let n=e.getAttribute("alt");i.style=["excalidraw-svg"],processAltText(a.split("#")[0],n,i);const s=getEmbeddedFilenameParts(a);return i.fname=t?.path+(s.hasBlockref||s.hasSectionref?s.linkpartReference:""),i.file=t,await createImageDiv(i)};function getDimensionsFromAliasString(e){const t=e.match(/^(?<width>\d+%|\d+)(x(?<height>\d+%|\d+))?$/)||e.match(/^x(?<height>\d+%|\d+)$/);if(t){const{width:e,height:i}=t.groups;return e&&e.startsWith("0")&&"0"!==e||i&&i.startsWith("0")&&"0"!==i?null:{width:e||void 0,height:i||void 0}}return/^0\d|^\d+\.\d+/.test(e),null}function parseAlias(e){const t={},i=e.split("|").map((e=>e.trim()));switch(i.length){case 1:const e=getDimensionsFromAliasString(i[0]);if(e)return e;t.style=i[0];break;case 2:const a=getDimensionsFromAliasString(i[0]),n=getDimensionsFromAliasString(i[1]);n?(t.alias=i[0],t.width=n.width,t.height=n.height):a?(t.width=a.width,t.height=a.height,t.style=i[1]):(t.alias=i[0],t.style=i[1]);break;case 3:const s=getDimensionsFromAliasString(i[1]);s?(t.alias=i[0],t.width=s.width,t.height=s.height,t.style=i[2]):(t.alias=i[0],t.style=i[2]);break;default:const r=getDimensionsFromAliasString(i[1]);r?(t.alias=i[0],t.width=r.width,t.height=r.height,t.style=i[i.length-1]):(t.alias=i[0],t.style=i[i.length-1])}return Object.keys(t).forEach((e=>{void 0===t[e]&&delete t[e]})),t}const processAltText=(e,t,i)=>{if(t&&!t.startsWith(e)){const a=parseAlias(t);i.fwidth=a.width??i.fwidth,i.fheight=a.height??i.fheight,a.style&&!a.style.startsWith(e)&&(i.style=[`excalidraw-svg-${a.style}`])}},isTextOnlyEmbed=e=>{const t=e.getAttribute("src");if(!t)return!0;const i=getEmbeddedFilenameParts(t);return!(i.hasArearef||i.hasGroupref||i.hasFrameref||i.hasClippedFrameref)&&(i.hasBlockref||i.hasSectionref)&&"as-image"!==i.blockref},tmpObsidianWYSIWYG=async(e,t,i,a,n)=>{const s=app$1.vault.getAbstractFileByPath(t.sourcePath);if(!(s instanceof obsidian_module.TFile))return;if(!plugin.isExcalidrawFile(s))return;if(t.frontmatter?.["excalidraw-embed-md"])return;if(t.remainingNestLevel<4)return;const r=t.containerEl;if(!plugin.settings.renderImageInMarkdownReadingMode&&a)return;if(!plugin.settings.renderImageInMarkdownToPDF&&i)return;let o=r;for(;!o.hasClass("print")&&!o.hasClass("dataview")&&!o.hasClass("cm-preview-code-block")&&!o.hasClass("cm-embed-block")&&!o.hasClass("internal-embed")&&!o.hasClass("markdown-reading-view")&&!o.hasClass("markdown-embed")&&o.parentElement;)o=o.parentElement;if(o.hasClass("dataview")||o.hasClass("cm-preview-code-block")||o.hasClass("cm-embed-block"))return;if(!plugin.settings.renderImageInHoverPreviewForMDNotes){const e=Boolean(t.frontmatter?.["excalidraw-open-md"]);if(n&&e)return}const l={fname:t.sourcePath,fheight:i?"100%":getDefaultHeight(plugin),fwidth:i?"100%":getDefaultWidth(plugin),style:["excalidraw-svg"]};l.file=s;const c=o.hasClass("markdown-embed"),d=i||a;if(!o.hasClass("internal-embed")&&(c||d)){i&&(o=r);const a=Boolean(e.querySelector(".frontmatter"));let d=!1;if(Boolean(t.frontmatter))e.empty();else{let t=e.querySelector("div>*[data-heading^='Unable to find ");if(t||(t=e.querySelector("div > *[data-heading]")),t){const e=t.getAttr("data-heading"),i=e.match(/.+(\^(?:group=|area=|frame=|clippedframe=)[A-Za-z0-9_-]{8,21})/)?.[1]??e.match(/.+(\^(?:group=|area=|frame=|clippedframe=)[\p{L}\p{N}_ -]+)/u)?.[1];i&&(l.fname=s.path+"#"+i,d=!0)}}if(!a&&!d)return void(e.parentElement===r&&r.removeChild(e));o.empty();const h=o.hasClass("canvas-node-content"),p=await createImageDiv(l,h);return c?(o.removeClass("markdown-embed"),o.removeClass("inline-embed"),o.addClass("media-embed"),o.addClass("image-embed"),!h&&p.firstChild instanceof HTMLElement&&(p.firstChild.style.maxHeight="100%",p.firstChild.style.maxWidth=null),!h&&n&&p.firstChild instanceof HTMLImageElement&&(o.style.setProperty("--popover-width",l.fwidth+"px"),o.style.setProperty("--popover-height",l.fheight+"px"),o.style.width="var(--popover-width)",o.style.height="var(--popover-height)"),void o.appendChild(p.firstChild)):void o.appendChild(p)}if(isTextOnlyEmbed(o))return;if(e.empty(),o.hasAttribute("ready"))return;o.setAttribute("ready",""),o.empty();const h=await processInternalEmbed(o,s);o.appendChild(h);let p=null;const u=e=>{["alt","width","height"].contains(e[0]?.attributeName)&&(p&&window.clearTimeout(p),p=window.setTimeout((async()=>{p=null,o.empty();const e=await processInternalEmbed(o,s);o.appendChild(e)}),500))};(DEBUGGING?new CustomMutationObserver(u,"markdowPostProcessorObserverFn"):new MutationObserver(u)).observe(o,{attributes:!0})},docIDs=new Set,markdownPostProcessor=async(e,t)=>{await plugin.awaitSettings();const i=Boolean(document.body.querySelectorAll("body > .print").length>0),a=e.hasClass("mod-frontmatter")||e.firstElementChild?.hasClass("frontmatter")||e.firstElementChild?.hasClass("block-language-yaml");if(i&&a){const e=app$1.vault.getAbstractFileByPath(t.sourcePath);if(e&&e instanceof obsidian_module.TFile&&plugin.isExcalidrawFile(e))return}const n=t.containerEl,s=Boolean(n&&getParentOfClass(n,"markdown-reading-view")),r=Boolean(n&&getParentOfClass(n,"hover-popover")),o=r&&Boolean(t?.frontmatter?.["excalidraw-open-md"])&&!plugin.settings.renderImageInHoverPreviewForMDNotes,l=e.querySelectorAll(".internal-embed");if(i&&plugin.settings.renderImageInMarkdownToPDF)return void await tmpObsidianWYSIWYG(e,t,i,s,r);if(!o&&0===l.length){if(a)docIDs.add(t.docId);else if(docIDs.has(t.docId)&&!e.hasChildNodes()&&docIDs.delete(t.docId),1!==e.querySelectorAll("div > *[data-heading]").length)return;return void await tmpObsidianWYSIWYG(e,t,i,s,r)}const c=Boolean(t.frontmatter?.hasOwnProperty("excalidraw-plugin"));o||s||i||!c?await processReadingMode(l,t):e.style.display="none"},hoverEvent=e=>{e.linktext?(plugin.hover.linkText=e.linktext,plugin.hover.sourcePath=e.sourcePath):plugin.hover.linkText=null},legacyExcalidrawPopoverObserverFn=async e=>{if(0===e.length)return;if(!plugin.hover.linkText)return;if(!plugin.hover.linkText.endsWith("excalidraw"))return;const t=metadataCache.getFirstLinkpathDest(plugin.hover.linkText,plugin.hover.sourcePath?plugin.hover.sourcePath:"");if(!t)return;if(!(t instanceof obsidian_module.TFile))return;if("excalidraw"!==t.extension)return;const i=getIMGFilename(t.path,"svg"),a=vault.getAbstractFileByPath(i);if(a&&a instanceof obsidian_module.TFile)return;const n=getIMGFilename(t.path,"png"),s=vault.getAbstractFileByPath(n);if(s&&s instanceof obsidian_module.TFile)return;if(!plugin.hover.linkText)return;if(1!==e.length)return;if(1!==e[0].addedNodes.length)return;if("popover hover-popover"!==e[0].addedNodes[0].className)return;const r=e[0].addedNodes[0];r.empty();const o=await getIMG({file:t,fname:t.path,fwidth:"300",fheight:null,style:["excalidraw-svg"]}),l=createDiv("",(async e=>{e.appendChild(o),e.setAttribute("src",t.path),e.onClickEvent((t=>{t.stopImmediatePropagation();const i=e.getAttribute("src");i&&plugin.openDrawing(vault.getAbstractFileByPath(i),linkClickModifierType(t))}))}));r.appendChild(l)},legacyExcalidrawPopoverObserver=DEBUGGING?new CustomMutationObserver(legacyExcalidrawPopoverObserverFn,"legacyExcalidrawPopoverObserverFn"):new MutationObserver(legacyExcalidrawPopoverObserverFn);class FieldSuggester extends obsidian_module.EditorSuggest{plugin;suggestType;latestTriggerInfo;constructor(e){super(e.app),this.plugin=e}onTrigger(e,t,i){if(this.plugin.settings.fieldSuggester){const i=t.getLine(e.line).substring(0,e.ch),a=i.match(/^excalidraw-(.*)$/)?.[1]??i.match(/(^ea|\Wea)\.([\w\.]*)$/)?.[2]??i.match(/(^utils|\Wutils)\.([\w\.]*)$/)?.[2];if(void 0!==a)return this.suggestType=i.match(/^excalidraw-(.*)$/)?"excalidraw":i.match(/(^ea|\Wea)\.([\w\.]*)$/)?"ea":"utils",this.latestTriggerInfo={end:e,start:{ch:e.ch-a.length,line:e.line},query:a},this.latestTriggerInfo}return null}getSuggestions=e=>{const t=e.query.toLowerCase();return("ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO).map((e=>e.field)).filter((e=>e.toLowerCase().includes(t)))};renderSuggestion(e,t){const i=e.replace("ea"===this.suggestType?"ea.":"utils"===this.suggestType?"utils.":"excalidraw-",""),a=("ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO).find((t=>t.field===e));t.createEl("b",{text:i}),t.createEl("br"),a.code&&t.createEl("code",{text:a.code}),a.desc&&t.createDiv("div",(e=>e.innerHTML=a.desc))}selectSuggestion(e){const{context:t}=this;if(t){const i="ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO,a=`${e}${i.find((t=>t.field===e))?.after}`;if(t.editor.replaceRange(a,this.latestTriggerInfo.start,this.latestTriggerInfo.end),this.latestTriggerInfo.start.ch===this.latestTriggerInfo.end.ch){const e=this.latestTriggerInfo.end;e.ch+=a.length,t.editor.setCursor(e)}}}}class ExcalidrawConfig{areaLimit=16777216;widthHeightLimit=32767;constructor(e){this.updateValues(e)}updateValues(e){DEVICE.isIOS||(this.areaLimit=16777216*e.settings.areaZoomLimit,this.widthHeightLimit=32767*e.settings.areaZoomLimit)}}class RankMessage extends obsidian_module.Modal{plugin;filecount;rank;color;shield;dark;constructor(e,t,i,a,n,s,r){super(e),this.plugin=t,this.filecount=i,this.rank=a,this.color=n,this.shield=s,this.dark=r}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Congratulations, glorious knight!"),this.createForm()}async 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You've ascended to **${e}**!\n\nI've spent the past 3+ years building this plugin. If you appreciate my work, consider supporting me on [Ko-Fi](https://ko-fi.com/zsolt) or join the next [Visual Thinking Workshop](https://visual-thinking-workshop.com) cohort.`,this.contentEl,"",this.plugin),this.contentEl.createEl("p",{text:""},(e=>{e.style.textAlign="right",e.createEl("button",{text:"Close"}).onclick=()=>this.close()}))}}const 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matchesCJKRange(e,t){if(!e?.descriptors?.unicodeRange)return!1;const i=e?.descriptors?.unicodeRange.split(",").map((e=>{const[t,i]=e.replace("U+","").split("-").map((e=>parseInt(e,16)));return[t,i||t]}));return Object.entries(t).some((([e,t])=>{if(t){const t=cjkRanges[e];return i.some((e=>t.some((t=>{return a=t,(i=e)[0]<=a[1]&&i[1]>=a[0];var i,a}))))}return!1}))}async function getCJKDataURLs(e){const t=e.getCJKFontSettings();if(!(t.c||t.j||t.k))return;const i=XiaolaiFontFaces.filter((e=>matchesCJKRange(e,t))).map((e=>e.uri)),a=[],n=function*(){for(const t of i)yield promiseTry((async()=>{const i=await e.loadFontFromFile(t);i&&a.push(i)}))}.bind(this)();await new PromisePool(n,5).all();const s=[];for(const e of a){const t=new Blob([e],{type:"font/woff2"}),i=await blobToBase64(t);s.push("data:font/woff2;base64,"+i)}return s.length>0&&s}async function switchToExcalidraw(e){const t=e.workspace.getLeavesOfType(VIEW_TYPE_EXCALIDRAW_LOADING);for(const e of t)await(e.view?.switchToeExcalidraw())}class ExcalidrawLoading extends obsidian_module.FileView{plugin;constructor(e,t){super(e),this.plugin=t}onload(){super.onload(),this.displayLoadingText()}async switchToeExcalidraw(){const e=this.app.workspace.activeLeaf;await setExcalidrawView(this.leaf);const t=this.app.workspace.activeLeaf;e===this.leaf&&t!==e&&isUnwantedLeaf(t)&&this.app.workspace.activeLeaf.detach()}getViewType(){return VIEW_TYPE_EXCALIDRAW_LOADING}getDisplayText(){return"Loading Excalidraw... "+(this.file?.basename??"")}displayLoadingText(){const e=this.contentEl.createEl("div",{text:this.getDisplayText()});e.style.display="flex",e.style.alignItems="center",e.style.justifyContent="center",e.style.height="100%",e.style.fontSize="1.5em"}}class PluginFileManager{plugin;app;excalidrawFiles=new Set;get settings(){return this.plugin.settings}constructor(e){this.plugin=e,this.app=e.app}async initialize(){await this.plugin.awaitInit();const e=this.app.metadataCache;e.getCachedFiles().forEach((t=>{const i=e.getCache(t)?.frontmatter;(i&&void 0!==i[FRONTMATTER_KEYS.plugin.name]||t.match(/\.excalidraw$/))&&this.updateFileCache(this.app.vault.getAbstractFileByPath(t),i)}))}isExcalidrawFile(e){if(!e)return!1;if("excalidraw"===e.extension)return!0;const t=e?this.plugin.app.metadataCache.getFileCache(e):null;return!!t?.frontmatter&&!!t.frontmatter[FRONTMATTER_KEYS.plugin.name]}updateFileCache(e,t,i=!1){t&&void 0!==t[FRONTMATTER_KEYS.plugin.name]?this.excalidrawFiles.add(e):i||"excalidraw"!==e.extension?this.excalidrawFiles.delete(e):this.excalidrawFiles.add(e)}getExcalidrawFiles(){return this.excalidrawFiles}destroy(){this.excalidrawFiles.clear()}async createDrawing(e,t,i){const a=obsidian_module.normalizePath(t||this.settings.folder);await checkAndCreateFolder(a);const n=getNewUniqueFilepath(this.app.vault,e,a),s=await this.app.vault.create(n,i??await this.plugin.getBlankDrawing());let r=0;for(;s instanceof obsidian_module.TFile&&!this.isExcalidrawFile(s)&&r++<10;)await sleep(50);return r>10&&errorlog({file:s,error:"new drawing not recognized as an excalidraw file",fn:this.createDrawing}),s}async getBlankDrawing(){const e=getListOfTemplateFiles(this.plugin);if(e){const t=await templatePromt(e,this.app);if(t&&t instanceof obsidian_module.TFile&&("md"==t.extension&&!this.settings.compatibilityMode||"excalidraw"==t.extension&&this.settings.compatibilityMode)){const e=await this.app.vault.read(t);if(e)return this.settings.matchTheme?changeThemeOfExcalidrawMD(e):e}}if(this.settings.compatibilityMode)return this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;const t=this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;return`${FRONTMATTER}\n${getMarkdownDrawingSection(t,this.settings.compress)}`}async embedDrawing(e){const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(t&&t.file){const i=this.app.metadataCache.fileToLinktext(e,t.file.path,"excalidraw"===this.settings.embedType),a=t.editor;if("excalidraw"===this.settings.embedType)return a.replaceSelection(getLink(this.plugin,{path:i})),void a.focus();let n=this.settings.autoExportLightAndDark?getExportTheme(this.plugin,e,this.settings.exportWithTheme&&isObsidianThemeDark()?"dark":"light"):"";n=""===n?"":n+".";const s=n+this.settings.embedType.toLowerCase();let r=getIMGFilename(e.path,s);if(this.plugin.ea?.onImageExportPathHook)try{r=this.plugin.ea.onImageExportPathHook({exportFilepath:r,exportExtension:s,excalidrawFile:e,action:"export"})??r}catch(e){errorlog({where:"FileManager.embedDrawing",fn:this.plugin.ea.onImageExportPathHook,error:e})}const o=async e=>await createFileAndAwaitMetacacheUpdate(this.app,e,"SVG"===this.settings.embedType?'<svg version="1.1" xmlns="http://www.w3.org/2000/svg" width="0" height="0"></svg>':new Uint8Array([137,80,78,71,13,10,26,10,0,0,0,13,73,72,68,82,0,0,0,1,0,0,0,1,8,6,0,0,0,31,21,196,137,0,0,0,11,73,68,65,84,120,156,98,0,2,0,0,5,0,1,13,10,45,180,0,0,0,0,73,69,78,68,174,66,96,130]).buffer);let l=this.app.vault.getFileByPath(r);l||(l=await o(r));const c=this.app.metadataCache.fileToLinktext(l,t.file.path,!1),d="dark."===n?"light.":"dark.",h=""!==n&&c.endsWith(s)?c.substring(0,c.lastIndexOf(s))+d+this.settings.embedType.toLowerCase():null;h&&await o(l.path.substring(0,l.path.lastIndexOf(s))+d+this.settings.embedType.toLowerCase());const p=this.settings.embedMarkdownCommentLinks;a.replaceSelection(this.settings.embedWikiLink?`![[${c}]]\n`+(p?`%%[[${i}|🖋 Edit in Excalidraw]]${h?", and the [["+h+"|"+d.split(".")[0]+" exported image]]":""}%%`:""):`![](${encodeURI(c)})\n`+(p?`%%[🖋 Edit in Excalidraw](${encodeURI(i)})${h?", and the ["+d.split(".")[0]+" exported image]("+encodeURI(h)+")":""}%%`:"")),a.focus()}}async exportLibrary(){DEVICE.isMobile?new Prompt(this.app,"Please provide a filename","my-library","filename, leave blank to cancel action").openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidrawlib`;const t=obsidian_module.normalizePath(this.settings.folder);await checkAndCreateFolder(t);const i=getNewUniqueFilepath(this.app.vault,e,t);this.app.vault.create(i,this.settings.library),new obsidian_module.Notice(`Exported library to ${i}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.settings.library2,null,"\t")),"my-obsidian-library.excalidrawlib")}openDrawing(e,t,i=!1,a,n=!1,s){const r=()=>{let e;return"md-properties"===t&&(t="new-tab"),"popout-window"===t&&(e=this.app.workspace.openPopoutLeaf(s)),"new-tab"===t&&(e=this.app.workspace.getLeaf("tab")),e||(e=this.app.workspace.getLeaf(!1),"empty"!==e.view.getViewType()&&"new-pane"===t&&(e=getNewOrAdjacentLeaf(this.plugin,e))),e},{leaf:o,promise:l}=openLeaf({plugin:this.plugin,fnGetLeaf:()=>r(),file:e,openState:a&&""!==a?{active:i,eState:{subpath:a}}:{active:i}});l.then((()=>{const t=this.plugin.ea;if(n&&t.onFileCreateHook)try{t.onFileCreateHook({ea:t,excalidrawFile:e,view:o.view})}catch(e){console.error(e)}}))}async exportSceneToMD(e,t){if(!e)return"";const i=JSON_parse(e),a=i.elements?.filter((e=>"text"==e.type));let n,s="# Excalidraw Data\n\n## Text Elements\n";for(const t of a)n=t.id,t.id.length>8&&(n=nanoid(),e=e.replaceAll(t.id,n)),s+=`${t.originalText??t.text} ^${n}\n\n`;return s+getMarkdownDrawingSection(JSON.stringify(JSON_parse(e),null,"\t"),void 0===t?this.settings.compress:t)}async renameEventHandler(e,t){if(!(e instanceof obsidian_module.TFile))return;if(!this.isExcalidrawFile(e))return;if(this.moveBAKFile(t,e.path),!this.settings.keepInSync)return;const i=new Map;[EXPORT_TYPES,"excalidraw"].flat().forEach((a=>{let n=getIMGFilename(t,a),s=getIMGFilename(e.path,a);if(this.plugin.ea?.onImageExportPathHook)try{n=this.plugin.ea.onImageExportPathHook({exportFilepath:n,exportExtension:a,excalidrawFile:e,oldExcalidrawPath:t,action:"move"})??n,s=this.plugin.ea.onImageExportPathHook({exportFilepath:s,exportExtension:a,excalidrawFile:e,action:"export"})??s}catch(e){errorlog({where:"FileManager.renameEventHandler",fn:this.plugin.ea.onImageExportPathHook,error:e})}i.set(a,{oldImgPath:n,newImgPath:s})})),i.forEach(((e,t)=>{const i=this.app.vault.getFileByPath(obsidian_module.normalizePath(e.oldImgPath));i&&this.app.fileManager.renameFile(i,obsidian_module.normalizePath(e.newImgPath))}))}async modifyEventHandler(e){getExcalidrawViews(this.app).forEach((async t=>{if(!t.semaphores?.viewunload&&t.file&&(t.file.path===e.path||"excalidraw"===e.extension&&`${e.path.substring(0,e.path.lastIndexOf(".excalidraw"))}.md`===t.file.path)){if(t.semaphores?.preventReload)return void(t.semaphores.preventReload=!1);const i=this.app.workspace.activeLeaf.view;if(!(i!==t&&i instanceof obsidian_module.MarkdownView&&i.file===t.file||i===t&&this.plugin.isRecentSplitViewSwitch())&&t.lastSaveTimestamp+3e5<Date.now())return void t.reload(!0,t.file);if("md"===e.extension){if(t.semaphores?.embeddableIsEditingSelf)return;const i=new ExcalidrawData(this.plugin),a=await this.app.vault.read(e);await i.loadData(a,e,getTextMode(a)),t.synchronizeWithData(i),i.destroy(),t?.isDirty()&&(t.autosaveTimer&&t.autosaveFunction&&clearTimeout(t.autosaveTimer),t.autosaveFunction&&t.autosaveFunction())}else t.reload(!0,t.file)}}))}async removeBAKFromCache(e){imageCache.isReady()&&e&&await imageCache.removeBAKFromCache(e)}async moveBAKFile(e,t){if(!e||!t)return;if(!imageCache.isReady())return;const i=await imageCache.getBAKFromCache(e);i&&(await imageCache.addBAKToCache(t,`${i}`),await this.removeBAKFromCache(e))}async deleteEventHandler(e){if(!(e instanceof obsidian_module.TFile))return;const t=this.getExcalidrawFiles().has(e);if(this.updateFileCache(e,void 0,!0),!t)return;const i=getExcalidrawViews(this.app);for(const t of i)e?.path&&t?.file?.path===e.path&&await t.leaf.setViewState({type:VIEW_TYPE_EXCALIDRAW,state:{file:null}});if(this.removeBAKFromCache(e.path),this.settings.keepInSync){const t=new Map;[EXPORT_TYPES,"excalidraw"].flat().forEach((i=>{let a=getIMGFilename(e.path,i);if(this.plugin.ea?.onImageExportPathHook)try{a=this.plugin.ea.onImageExportPathHook({exportFilepath:a,exportExtension:i,excalidrawFile:e,action:"delete"})??a}catch(e){errorlog({where:"FileManager.deleteEventHandler",fn:this.plugin.ea.onImageExportPathHook,error:e})}t.set(i,a)})),window.setTimeout((()=>{t.forEach(((e,t)=>{const i=this.app.vault.getFileByPath(obsidian_module.normalizePath(e));i&&this.app.vault.delete(i)}))}),500)}}}class ObserverManager{plugin;app;themeObserver;fileExplorerObserver;modalContainerObserver;workspaceDrawerLeftObserver;workspaceDrawerRightObserver;activeViewDoc;get settings(){return this.plugin.settings}constructor(e){this.plugin=e,this.app=e.app}initialize(){try{this.settings.matchThemeTrigger&&this.addThemeObserver(),this.experimentalFileTypeDisplayToggle(this.settings.experimentalFileType),this.addModalContainerObserver(),this.app.isMobile&&this.addWorkspaceDrawerObserver()}catch(e){new obsidian_module.Notice("Error adding ObserverManager",6e3),console.error("Error adding ObserverManager",e)}this.plugin.logStartupEvent("ObserverManager added")}destroy(){this.removeThemeObserver(),this.removeModalContainerObserver(),this.workspaceDrawerLeftObserver&&(this.workspaceDrawerLeftObserver.disconnect(),this.workspaceDrawerLeftObserver=null),this.workspaceDrawerRightObserver&&(this.workspaceDrawerRightObserver.disconnect(),this.workspaceDrawerRightObserver=null),this.fileExplorerObserver&&(this.fileExplorerObserver.disconnect(),this.fileExplorerObserver=null),this.plugin=null,this.app=null,this.activeViewDoc=null}addThemeObserver(){if(this.themeObserver)return;const{matchThemeTrigger:e}=this.settings;if(!e)return;const t=async e=>{const{matchThemeTrigger:t}=this.settings;if(!t)return;const i=document.body.classList,a=e[0];if(a?.oldValue===i.value)return;const n=i.contains("theme-dark");a?.oldValue?.includes("theme-dark")!==n&&setTimeout((()=>{const e=isObsidianThemeDark()?"dark":"light";getExcalidrawViews(this.app).forEach((t=>{t.file&&t.excalidrawAPI&&t.setTheme(e)}))}))};this.themeObserver=DEBUGGING?new CustomMutationObserver(t,"themeObserver"):new MutationObserver(t),this.themeObserver.observe(document.body,{attributeOldValue:!0,attributeFilter:["class"]})}removeThemeObserver(){this.themeObserver&&(this.themeObserver.disconnect(),this.themeObserver=null)}experimentalFileTypeDisplayToggle(e){e?this.experimentalFileTypeDisplay():(this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.fileExplorerObserver=null)}async experimentalFileTypeDisplay(){const e="excalidraw-filetype-tag",t=t=>{if(!t||t.querySelector(`.${e}`))return;const i=t.getAttribute("data-path");if(!i)return;const a=this.app.vault.getAbstractFileByPath(i);a&&a instanceof obsidian_module.TFile&&this.plugin.isExcalidrawFile(a)&&t.insertAfter(createDiv({cls:["nav-file-tag",e],text:this.settings.experimentalFileTag}),t.firstChild)},i=e=>{const i=e=>{e.querySelectorAll?.(".nav-file-title").forEach(t)};e.forEach((e=>{if("childList"===e.type)return e.addedNodes.forEach((e=>{(e instanceof Element||e instanceof DocumentFragment)&&i(e)})),void(e.target instanceof Element&&i(e.target));"attributes"===e.type&&e.target instanceof Element&&i(e.target)}))};this.fileExplorerObserver=DEBUGGING?new CustomMutationObserver(i,"fileExplorerObserver"):new MutationObserver(i);const a=()=>{const e=Array.from(document.querySelectorAll(".nav-files-container"));return!!e.length&&(e.forEach((e=>{e.querySelectorAll(".nav-file-title").forEach(t),this.fileExplorerObserver.observe(e,{childList:!0,subtree:!0,attributes:!0,attributeFilter:["class","aria-expanded"]})})),!0)};!a()&&DEVICE.isMobile&&new MutationObserver(((e,t)=>{for(const i of e)if("childList"===i.type&&Array.from(i.addedNodes??[]).some((e=>e instanceof Element&&(e.matches?.(".nav-files-container")||e.querySelector?.(".nav-files-container"))))&&a()){t.disconnect();break}})).observe(document.body,{childList:!0,subtree:!0})}addModalContainerObserver(){if(!this.plugin.activeExcalidrawView)return;if(this.modalContainerObserver){if(this.activeViewDoc===this.plugin.activeExcalidrawView.ownerDocument)return;this.removeModalContainerObserver()}const e=async e=>{const t=this.plugin.activeExcalidrawView;if(1!==e.length||"childList"!==e[0].type||1!==e[0].addedNodes.length||!t||t.semaphores?.viewunload||!t.isDirty())return;const{errorMessage:i}=t.excalidrawAPI.getAppState();i||this.plugin.activeExcalidrawView.save()};this.modalContainerObserver=DEBUGGING?new CustomMutationObserver(e,"modalContainerObserver"):new MutationObserver(e),this.activeViewDoc=this.plugin.activeExcalidrawView.ownerDocument,this.modalContainerObserver.observe(this.activeViewDoc.body,{childList:!0})}removeModalContainerObserver(){this.modalContainerObserver&&(this.modalContainerObserver.disconnect(),this.activeViewDoc=null,this.modalContainerObserver=null)}addWorkspaceDrawerObserver(){if(this.workspaceDrawerLeftObserver||this.workspaceDrawerRightObserver)return;const e=document.querySelector(".workspace .workspace-drawer.mod-left"),t=document.querySelector(".workspace .workspace-drawer.mod-right");if(!e&&!t)return;const i=e=>{if(!e)return"";const t=e.match(/display:\s*([^;]+);?/i);return t?t[1].trim():""},a=e=>{const t=this.plugin.activeExcalidrawView;if(t&&!t.semaphores?.viewunload)for(const a of e){if("attributes"!==a.type||"style"!==a.attributeName)continue;const e=a.target.style.display,n=i(a.oldValue);"none"!==e||"none"===n?"none"===n&&"none"!==e&&t.isDirty()&&t.save():t.refresh()}},n={attributes:!0,attributeOldValue:!0,attributeFilter:["style"]};e&&(this.workspaceDrawerLeftObserver=DEBUGGING?new CustomMutationObserver(a,"slidingDrawerLeftObserver"):new MutationObserver(a),this.workspaceDrawerLeftObserver.observe(e,n)),t&&(this.workspaceDrawerRightObserver=DEBUGGING?new CustomMutationObserver(a,"slidingDrawerRightObserver"):new MutationObserver(a),this.workspaceDrawerRightObserver.observe(t,n))}}class PackageManager{packageMap=new Map;EXCALIDRAW_PACKAGE;plugin;fallbackPackage=null;constructor(e){this.plugin=e;try{if(this.EXCALIDRAW_PACKAGE=unpackExcalidraw(),excalidrawLib=errorHandler.safeEval(`(function() {${this.EXCALIDRAW_PACKAGE};return ExcalidrawLib;})()`,"PackageManager constructor - excalidrawLib initialization",window),!excalidrawLib)throw new Error("Failed to initialize excalidrawLib");updateExcalidrawLib();const e={react:react,reactDOM:reactDOM,excalidrawLib:excalidrawLib};if(!this.validatePackage(e))throw new Error("Invalid initial package");this.setPackage(window,e),this.fallbackPackage=e}catch(e){errorHandler.handleError(e,"PackageManager constructor"),new obsidian_module.Notice("Error loading the Excalidraw package. Some features may not work correctly.",1e4),console.error("Error loading the Excalidraw package",e)}e.logStartupEvent("Excalidraw package unpacked")}validatePackage(e){if(!e)return!1;if(!e.react||!e.reactDOM||!e.excalidrawLib)return!1;const t=e.excalidrawLib;return"object"==typeof t&&null!==t&&"function"==typeof t.restoreElements&&"function"==typeof t.exportToSvg}setPackage(e,t){this.validatePackage(t)?(this.packageMap.set(e,t),this.fallbackPackage||(this.fallbackPackage=t)):errorHandler.handleError("Attempted to set invalid package","PackageManager.setPackage")}getPackageMap(){return this.packageMap}getPackage(e){try{if(this.packageMap.has(e)){const t=this.packageMap.get(e);if(this.validatePackage(t))return t;this.packageMap.delete(e)}return errorHandler.wrapWithTryCatch((()=>{const t=errorHandler.safeEval(`(function() {\n            ${REACT_PACKAGES+this.EXCALIDRAW_PACKAGE};\n            return {react: React, reactDOM: ReactDOM, excalidrawLib: ExcalidrawLib};\n          })()`,"PackageManager.getPackage - package evaluation",e);if(!t||!this.validatePackage(t))throw new Error("Failed to create valid package");const i={react:t.react,reactDOM:t.reactDOM,excalidrawLib:t.excalidrawLib};return this.packageMap.set(e,i),i}),"PackageManager.getPackage",this.fallbackPackage)}catch(e){if(errorHandler.handleError(e,"PackageManager.getPackage"),this.fallbackPackage)return this.fallbackPackage;throw new Error("Failed to get package and no fallback available")}}deletePackage(e){try{const t=this.packageMap.get(e);if(!t)return;const{react:i,reactDOM:a,excalidrawLib:n}=t;e.ExcalidrawLib===n&&errorHandler.wrapWithTryCatch((()=>{n&&"function"==typeof n.destroyObsidianUtils&&n.destroyObsidianUtils(),delete e.ExcalidrawLib}),"PackageManager.deletePackage - cleanup ExcalidrawLib"),e.React===i&&errorHandler.wrapWithTryCatch((()=>{Object.keys(e.React||{}).forEach((t=>{delete e.React[t]})),delete e.React}),"PackageManager.deletePackage - cleanup React"),e.ReactDOM===a&&errorHandler.wrapWithTryCatch((()=>{Object.keys(e.ReactDOM||{}).forEach((t=>{delete e.ReactDOM[t]})),delete e.ReactDOM}),"PackageManager.deletePackage - cleanup ReactDOM"),this.packageMap.delete(e)}catch(e){errorHandler.handleError(e,"PackageManager.deletePackage")}}setExcalidrawPackage(e){this.EXCALIDRAW_PACKAGE=e}destroy(){try{REACT_PACKAGES="",Array.from(this.packageMap.entries()).forEach((([e,t])=>{this.deletePackage(e)})),this.packageMap.clear(),this.EXCALIDRAW_PACKAGE="",this.fallbackPackage=null,react=null,reactDOM=null,excalidrawLib=null}catch(e){errorHandler.handleError(e,"PackageManager.destroy")}}}var openDialogAction;!function(e){e[e.openFile=0]="openFile",e[e.insertLinkToDrawing=1]="insertLinkToDrawing"}(openDialogAction||(openDialogAction={}));class OpenFileDialog extends obsidian_module.FuzzySuggestModal{plugin;action;onNewPane;destroy(){this.app=null,this.plugin=null,this.action=null,this.inputEl.onkeyup=null}constructor(e,t){super(e),this.app=e,this.action=openDialogAction.openFile,this.plugin=t,this.onNewPane=!1,this.limit=20,this.setInstructions([{command:t$d("TYPE_FILENAME"),purpose:""}]),this.inputEl.onkeyup=e=>{"Enter"==e.key&&this.action==openDialogAction.openFile&&this.containerEl.innerText.includes(EMPTY_MESSAGE)&&(this.plugin.createAndOpenDrawing(`${this.plugin.settings.folder}/${this.inputEl.value}.excalidraw.md`,this.onNewPane?"new-pane":"active-pane"),this.close())}}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>this.plugin.isExcalidrawFile(e)))}getItemText(e){return e.path}onChooseItem(e){switch(this.action){case openDialogAction.openFile:this.plugin.openDrawing(e,this.onNewPane?"new-pane":"active-pane",!0);break;case openDialogAction.insertLinkToDrawing:this.plugin.embedDrawing(e)}}start(e,t){switch(this.action=e,this.onNewPane=t,e){case openDialogAction.openFile:this.emptyStateText=EMPTY_MESSAGE,this.setPlaceholder(t$d("SELECT_FILE_OR_TYPE_NEW"));break;case openDialogAction.insertLinkToDrawing:this.emptyStateText=t$d("NO_MATCH"),this.setPlaceholder(t$d("SELECT_TO_EMBED"))}this.open()}}class InsertLinkDialog extends obsidian_module.FuzzySuggestModal{plugin;addText;drawingPath;destroy(){this.app=null,this.addText=null,this.drawingPath=null}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_FILE_TO_LINK")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return getLinkSuggestionsFiltered(this.app)}getItemText(e){return e.path+(e.alias?`|${e.alias}`:"")}onChooseItem(e){let t=e.path;e.file&&(t=this.app.metadataCache.fileToLinktext(e.file,this.drawingPath,!0)),getLink(this.plugin,{embed:!1,path:t,alias:e.alias}),this.addText(getLink(this.plugin,{embed:!1,path:t,alias:e.alias}),t,e.alias)}renderSuggestion(e,t){renderLinkSuggestion(this.plugin,e,t,this.emptyStateText)}getSuggestions(e){return getSortedLinkMatches(e,this.getItems())}onClose(){window.setTimeout((()=>{this.addText=null})),super.onClose()}inLink;onOpen(){super.onOpen(),this.inLink&&(this.inputEl.value=this.inLink,this.inputEl.dispatchEvent(new Event("input")))}start(e,t,i){this.addText=t,this.drawingPath=e,this.inLink=i,this.open()}}class InsertCommandDialog extends obsidian_module.FuzzySuggestModal{addText;destroy(){this.app=null,this.addText=null}constructor(e){super(e),this.app=e,this.limit=20,this.setInstructions([{command:t$d("SELECT_COMMAND"),purpose:""}]),this.setPlaceholder(t$d("SELECT_COMMAND_PLACEHOLDER")),this.emptyStateText=t$d("NO_MATCHING_COMMAND")}getItems(){return this.app.commands.listCommands()}getItemText(e){return e.name}onChooseItem(e){this.addText(`⚙️[${e.name}](cmd://${e.id})`),this.addText=null}start(e){this.addText=e,this.open()}onClose(){window.setTimeout((()=>{this.addText=null})),super.onClose()}}class InsertImageDialog extends obsidian_module.FuzzySuggestModal{plugin;view;destroy(){this.app=null,this.plugin=null,this.view=null,this.inputEl.onkeyup=null}onClose(){window.setTimeout((()=>{this.view=null})),super.onClose()}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE_WITH_OPTION_TO_SCALE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_DRAWING")),this.emptyStateText=t$d("NO_MATCH"),this.inputEl.onkeyup=e=>{"Enter"===e.key&&scaleToFullsizeModifier(e)&&this.chooser.values&&(this.onChooseItem(this.chooser.values[this.chooser.selectedItem].item,new KeyboardEvent("keypress",{shiftKey:!0,metaKey:!(DEVICE.isIOS||DEVICE.isMacOS),ctrlKey:DEVICE.isIOS||DEVICE.isMacOS})),this.close())}}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>(IMAGE_TYPES.contains(e.extension)||this.plugin.isExcalidrawFile(e))&&!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path}onChooseItem(e,t){const i=getEA(this.view);i.canvas.theme=this.view.excalidrawAPI.getAppState().theme;const a=scaleToFullsizeModifier(t);(async()=>{await i.addImage(0,0,e,!a),await i.addElementsToView(!0,!0,!0),i.destroy()})()}start(e){this.view=e,this.open()}}class ImportSVGDialog extends obsidian_module.FuzzySuggestModal{plugin;view;destroy(){this.app=null,this.plugin=null,this.view=null}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_DRAWING")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>"svg"===e.extension&&!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path}async onChooseItem(e,t){if(!e)return;const i=getEA(this.view),a=await this.app.vault.read(e);a&&""!==a&&(i.importSVG(a),i.addToGroup(i.getElements().map((e=>e.id))),await i.addElementsToView(!0,!0,!0,!0),i.destroy())}onClose(){window.setTimeout((()=>{this.view=null})),super.onClose()}start(e){this.view=e,this.open()}}class InsertMDDialog extends obsidian_module.FuzzySuggestModal{plugin;view;destroy(){this.app=null,this.plugin=null,this.view=null}constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_MD")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>"md"===e.extension&&!this.plugin.isExcalidrawFile(e)))}getItemText(e){return e.path}onChooseItem(e){const t=getEA(this.view);(async()=>{await t.addImage(0,0,e),await t.addElementsToView(!0,!1,!0),t.destroy()})()}start(e){this.view=e,this.open()}onClose(){window.setTimeout((()=>{this.view=null})),super.onClose()}}class FrontmatterEditor{frontmatterStr;dataWOfrontmatter;initialized=!1;constructor(e){this.dataWOfrontmatter=e;const t=(e=e.replaceAll("\r\n","\n").replaceAll("\r","\n")).split(/^---(?:.|\n)*(?:^---\n)/gm);2===t.length&&(this.dataWOfrontmatter=t[1],this.frontmatterStr=e.match(/^---((?:.|\n)*)(?:^---\n)/gm)[0].replaceAll(/(^---\n|^\n)/gm,"").trim()+"\n",this.initialized=!0)}hasKey(e){if(!this.initialized)return!1;const t=new RegExp(`^${e}:`,"gm");return Boolean(this.frontmatterStr.match(t))}setKey(e,t){if(this.initialized)if(t=t.replaceAll("\r\n","\n").replaceAll("\r","\n").replaceAll(":",";").trim().split("\n").join(" "),this.hasKey(e)){const i=new RegExp(`^${e}:.*\\n(?:\\s\\s.*\\n)*`,"gm");this.frontmatterStr=this.frontmatterStr.split(i).join("\n").trim()+`\n${e}: ${t}`}else this.frontmatterStr=this.frontmatterStr.trim()+`\n${e}: ${t}`}get data(){return this.initialized?["---",this.frontmatterStr,"---",this.dataWOfrontmatter].join("\n"):this.dataWOfrontmatter}}const TASKBONE_URL="https://api.taskbone.com/",TASKBONE_OCR_FN="execute?id=60f394af-85f6-40bc-9613-5d26dc283cbb";class Taskbone{plugin;get apiKey(){return this.plugin.settings.taskboneAPIkey}constructor(e){this.plugin=e}destroy(){this.plugin=null}async initialize(e=!0){if(""!==this.plugin.settings.taskboneAPIkey)return;const t=await obsidian_module.requestUrl({url:`${TASKBONE_URL}users/excalidraw-obsidian/identities`,method:"post",contentType:"application/json",throw:!1});if(!t)return;const i=t.json?.apiKey;return i&&"string"==typeof i&&(e&&await this.plugin.loadSettings(),this.plugin.settings.taskboneAPIkey=i,e&&await this.plugin.saveSettings()),i}async getTextForElements(e,t){t.copyViewElementsToEAforEditing(e,!0);const i=t.getBoundingBox(e),a=i.width*i.height,n=Math.sqrt(36e4/a),s=Math.sqrt(a/16e6),r=n>1?n:s>1?1/s:1,o=new EmbeddedFilesLoader(this.plugin,!1),l=await t.createPNG(null,r,{withBackground:!0,withTheme:!0,isMask:!1},o,"light");return await this.getTextForImage(l)}async getTextForView(e,{forceReScan:t,selectedElementsOnly:i=!1,addToFrontmatter:a=!0}){await e.forceSave(!0);const n=getEA(e),s=(i?n.getViewSelectedElements():n.getViewElements()).filter((t=>"freedraw"===t.type||"image"===t.type&&!this.plugin.isExcalidrawFile(e.excalidrawData.getFile(t.fileId)?.file)));if(0===s.length)return new obsidian_module.Notice("Aborting OCR because there are no image or freedraw elements on the canvas.",4e3),void n.destroy();const r=new FrontmatterEditor(e.data);if(a&&r.hasKey("taskbone-ocr")&&!t)return new obsidian_module.Notice("The drawing has already been processed, you will find the result in the frontmatter in markdown view mode. If you ran the command from the Obsidian Panel in Excalidraw then you can CTRL(CMD)+click the command to force the rescaning.",4e3),void n.destroy();const o=await this.getTextForElements(s,n);o&&(a&&(r.setKey("taskbone-ocr",o),e.data=r.data,e.save(!1,!0,!0)),window.navigator.clipboard.writeText(o),new obsidian_module.Notice(`I placed the recognized text onto the system clipboard${a?" and to document properties":""}.`)),n.destroy()}async getTextForImage(e){const t=TASKBONE_URL+TASKBONE_OCR_FN;""===this.apiKey&&await this.initialize();const i={records:[{image:await blobToBase64(e)}]},a=await fetch(t,{method:"post",contentType:"application/json",body:JSON.stringify(i),headers:{"Content-Type":"application/json",authorization:`Bearer ${this.apiKey}`}}),n=await(a?.json());return n&&200===a.status?n.records[0].text:(new obsidian_module.Notice("Something went wrong while processing your request. Please check developer console for more information"),void log$2(a))}}const haveLinkedFilesChanged=(e,t,i,a,n)=>{if(e++>5)return!1;a.add(i);const s=n.app.metadataCache.resolvedLinks[i];if(!s)return!1;for(const r of Object.keys(s)){if(a.has(r))continue;const s=n.app.vault.getAbstractFileByPath(r);if(s&&s instanceof obsidian_module.TFile){if(console.log(i,{mtimeLinked:s.stat.mtime,mtimeSource:t,path:s.path}),s.stat.mtime>t)return!0;if(n.isExcalidrawFile(s)&&haveLinkedFilesChanged(e,t,s.path,a,n))return!0}}return!1},listOfOutOfSyncImgExports=async(e,t,i)=>{const a=e.app;if(!a.internalPlugins.plugins.publish.instance)return;const n=await a.internalPlugins.plugins.publish.instance.apiList();if(!n||!n.files)return;const s=new Set,r=n.files.filter((e=>e.path.endsWith(".svg")||e.path.endsWith(".png"))),o=r.length;return r.forEach(((n,r)=>{const l=getIMGFilename(n.path,"md"),c=a.vault.getAbstractFileByPath(n.path),d=a.vault.getAbstractFileByPath(l);if(i.innerText=`Status: ${r+1}/${o} ${c?c.name:n.path}`,d&&c&&d instanceof obsidian_module.TFile&&c instanceof obsidian_module.TFile){if(d.stat.mtime<=c.stat.mtime){if(!t)return;if(!haveLinkedFilesChanged(0,d.stat.mtime,d.path,new Set,e))return}s.add(d)}})),Array.from(s)};class PublishOutOfDateFilesDialog extends obsidian_module.Modal{plugin;constructor(e){super(e.app),this.plugin=e}async onClose(){}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Out of Date SVG Files"),this.createForm(!1)}async createForm(e){const t=this.contentEl.createEl("details");t.createEl("summary",{text:"Video about Obsidian Publish support"}),t.createEl("br"),addYouTubeThumbnail(t,"JC1E-jeiWhI");const i=this.contentEl.createEl("p",{text:"Collecting data..."}),a=this.contentEl.createEl("p",{text:"Status: "}),n=await listOfOutOfSyncImgExports(this.plugin,e,a);if(a.style.display="none",!n||0===n.length){i.innerText="No out of date files found.";const t=this.contentEl.createDiv({cls:"excalidraw-prompt-buttons-div"});return t.createEl("button",{text:"Close",cls:"excalidraw-prompt-button"}).onclick=()=>{this.close()},void(e||(t.createEl("button",{text:"Check Recursive",cls:"excalidraw-prompt-button"}).onclick=()=>{this.contentEl.empty(),this.createForm(!0)}))}const s=new Map;i.innerText="Select files to open.",n.forEach((e=>{s.set(e,!0),new obsidian_module.Setting(this.contentEl).setName(e.path).addToggle((t=>t.setValue(!0).onChange((t=>{s.set(e,t)}))))}));const r=this.contentEl.createDiv({cls:"excalidraw-prompt-buttons-div"});r.createEl("button",{text:"Close",cls:"excalidraw-prompt-button"}).onclick=()=>{this.close()},e||(r.createEl("button",{text:"Check Recursive",cls:"excalidraw-prompt-button"}).onclick=()=>{this.contentEl.empty(),this.createForm(!0)}),r.createEl("button",{text:"Open Selected",cls:"excalidraw-prompt-button"}).onclick=()=>{s.forEach(((e,t)=>{e&&this.plugin.openDrawing(t,"new-tab",!0)})),this.close()}}}const showFrameSettings=e=>{const{enabled:t,clip:i,name:a,outline:n,markerName:s,markerEnabled:r}=e.excalidrawAPI.getAppState().frameRendering,o=new FloatingModal(e.app);o.onOpen=()=>{const{contentEl:l}=o;l.createEl("h1",{text:t$d("FRAME_SETTINGS_TITLE")});const c={enabled:t,clip:i,name:a,outline:n,markerName:s,markerEnabled:r};new obsidian_module.Setting(l).setName(t$d("FRAME_SETTINGS_ENABLE")).addToggle((e=>e.setValue(c.enabled).onChange((e=>{c.enabled=e,hideComponent(d,!e),hideComponent(h,!e),hideComponent(p,!e)}))));const d=new obsidian_module.Setting(l).setName(t$d("FRAME_SETTIGNS_NAME")).addToggle((e=>e.setValue(c.name).onChange((e=>c.name=e)))),h=new obsidian_module.Setting(l).setName(t$d("FRAME_SETTINGS_OUTLINE")).addToggle((e=>e.setValue(c.outline).onChange((e=>c.outline=e)))),p=new obsidian_module.Setting(l).setName(t$d("FRAME_SETTINGS_CLIP")).addToggle((e=>e.setValue(c.clip).onChange((e=>c.clip=e))));hideComponent(d,!c.enabled),hideComponent(h,!c.enabled),hideComponent(p,!c.enabled),new obsidian_module.Setting(l).addButton((t=>t.setButtonText("OK").onClick((()=>{e.updateScene({appState:{frameRendering:c},captureUpdate:CaptureUpdateAction.NEVER}),o.close()}))))},o.open()};function hideComponent(e,t){e.settingEl.style.display=t?"none":""}class CommandManager{app;plugin;openDialog;insertLinkDialog;insertCommandDialog;insertImageDialog;importSVGDialog;insertMDDialog;taskbone;forceSaveCommand;get settings(){return this.plugin.settings}get ea(){return this.plugin.ea}isExcalidrawFile(e){return this.plugin.isExcalidrawFile(e)}constructor(e){this.app=e.app,this.plugin=e}initialize(){try{this.taskbone=new Taskbone(this.plugin),this.registerCommands()}catch(e){new obsidian_module.Notice("Error registering commands",6e3),console.error("Error registering commands",e)}this.plugin.logStartupEvent("Commands registered")}destroy(){this.openDialog.destroy(),this.openDialog=null,this.insertLinkDialog.destroy(),this.insertLinkDialog=null,this.insertCommandDialog.destroy(),this.insertCommandDialog=null,this.importSVGDialog.destroy(),this.importSVGDialog=null,this.insertImageDialog.destroy(),this.insertImageDialog=null,this.insertMDDialog.destroy(),this.insertMDDialog=null,this.taskbone&&(this.taskbone.destroy(),this.taskbone=null),this.forceSaveCommand=null}registerEvent(e){this.plugin.registerEvent(e)}addCommand(e){return this.plugin.addCommand(e)}registerCommands(){this.openDialog=new OpenFileDialog(this.app,this.plugin),this.insertLinkDialog=new InsertLinkDialog(this.plugin),this.insertCommandDialog=new InsertCommandDialog(this.app),this.insertImageDialog=new InsertImageDialog(this.plugin),this.importSVGDialog=new ImportSVGDialog(this.plugin),this.insertMDDialog=new InsertMDDialog(this.plugin);const e=(e,t)=>{let i=t.path;t instanceof obsidian_module.TFile&&(i=obsidian_module.normalizePath(t.path.substr(0,t.path.lastIndexOf(t.name)))),this.plugin.createAndOpenDrawing(getDrawingFilename(this.settings),linkClickModifierType(emulateCTRLClickForLinks(e)),i)};this.registerEvent(this.app.workspace.on("file-menu",((t,i)=>{t.addItem((t=>{t.setSection("action-primary").setTitle(t$d("CREATE_NEW")).setIcon(ICON_NAME).onClick((t=>{e(t,i)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,t)=>{t instanceof obsidian_module.TFile&&"excalidraw"==t.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_KEEP_EXT")).onClick((()=>{this.plugin.convertSingleExcalidrawToMD(t,!1,!1)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,t)=>{t instanceof obsidian_module.TFile&&"excalidraw"==t.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_REPLACE_EXT")).onClick((()=>{this.plugin.convertSingleExcalidrawToMD(t,!0,!0)}))}))}))),this.addCommand({id:"excalidraw-convert-image-from-url-to-local-file",name:t$d("CONVERT_URL_TO_FILE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;const i=t.getSingleSelectedImage();return!(!i||!i.embeddedFile?.isHyperLink)&&(!!e||void t.convertImageElWithURLToLocalFile(i))}}),this.addCommand({id:"excalidraw-unzip-file",name:t$d("UNZIP_CURRENT_FILE"),checkCallback:e=>{const t=this.app.workspace.getActiveFile();return!!t&&(!!this.isExcalidrawFile(t)&&(!this.app.workspace.getActiveViewOfType(ExcalidrawView)&&(!!e||void(async()=>{const e=(await this.app.vault.read(t)).split("\n## Drawing\n```compressed-json\n");if(2!==e.length)return;const i=e[0]+"\n## Drawing\n```json\n",a=e[1].split("\n```\n%%");if(2!==a.length)return;const n=decompress(a[0]);n?await createOrOverwriteFile(this.app,t.path,i+n+"\n```\n%%"+a[1]):new obsidian_module.Notice("The compressed string is corrupted. Unable to decompress data.")})())))}}),this.addCommand({id:"excalidraw-publish-svg-check",name:t$d("PUBLISH_SVG_CHECK"),checkCallback:e=>!!this.app.internalPlugins.plugins.publish.instance&&(!!e||void new PublishOutOfDateFilesDialog(this.plugin).open())}),this.addCommand({id:"excalidraw-embeddable-poroperties",name:t$d("EMBEDDABLE_PROPERTIES"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const i=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));return 1!==i.length?(e||new obsidian_module.Notice("Select a single embeddable element and try again"),!1):!!e||void new EmbeddableSettings(t.plugin,t,(e=>{const i=REGEX_LINK.getRes(e.link).next();if(!i||!i.value&&i.done)return null;const a=REGEX_LINK.getLink(i),{file:n}=processLinkText(a,t);return n})(i[0]),i[0]).open()}}),this.addCommand({id:"excalidraw-embeddables-relative-scale",name:t$d("EMBEDDABLE_RELATIVE_ZOOM"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const i=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));if(0===i.length)return e||new obsidian_module.Notice("Select at least one embeddable element and try again"),!1;if(e)return!0;const a=getEA(t),n=a.getExcalidrawAPI();a.copyViewElementsToEAforEditing(i);const s=1/n.getAppState().zoom.value;a.getElements().forEach((e=>{e.scale=[s,s]})),a.addElementsToView().then((()=>a.destroy()))}}),this.addCommand({id:"open-image-excalidraw-source",name:t$d("OPEN_IMAGE_SOURCE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(!t)return!1;if(t.leaf!==this.app.workspace.activeLeaf)return!1;const i=t.editor;if(!i)return!1;const a=i.getCursor(),n=i.getLine(a.line),s=extractSVGPNGFileName(n);if(!s)return!1;const r=this.app.metadataCache.getFirstLinkpathDest(s,t.file.path);if(!r)return!1;const o=getIMGFilename(r.path,"md");let l=this.app.metadataCache.getFirstLinkpathDest(o,t.file.path);if(!l&&(o.endsWith(".dark.md")&&(l=this.app.metadataCache.getFirstLinkpathDest(o.replace(/\.dark\.md$/,".md"),t.file.path)),o.endsWith(".light.md")&&(l=this.app.metadataCache.getFirstLinkpathDest(o.replace(/\.light\.md$/,".md"),t.file.path)),!l)){const e=r.basename.replace(/(?:\.dark|\.light)$/,""),t=this.app.vault.getMarkdownFiles().filter((t=>t.basename===e));if(1!==t.length)return!1;l=t[0]}if(e)return!0;this.plugin.openDrawing(l,"new-tab",!0)}}),this.addCommand({id:"excalidraw-disable-autosave",name:t$d("TEMPORARY_DISABLE_AUTOSAVE"),checkCallback:e=>!!this.settings.autosave&&(e||(this.settings.autosave=!1),!0)}),this.addCommand({id:"excalidraw-enable-autosave",name:t$d("TEMPORARY_ENABLE_AUTOSAVE"),checkCallback:e=>!this.settings.autosave&&(e||(this.settings.autosave=!0),!0)}),this.addCommand({id:"excalidraw-download-lib",name:t$d("DOWNLOAD_LIBRARY"),callback:()=>this.plugin.exportLibrary()}),this.addCommand({id:"excalidraw-open-sidepanel",name:t$d("OPEN_SIDEPANEL"),callback:()=>{this.plugin.openSidepanel()}}),this.addCommand({id:"excalidraw-open",name:t$d("OPEN_EXISTING_NEW_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!0)}}),this.addCommand({id:"excalidraw-open-on-current",name:t$d("OPEN_EXISTING_ACTIVE_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!1)}}),this.addCommand({id:"excalidraw-insert-transclusion",name:t$d("TRANSCLUDE"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(this.openDialog.start(openDialogAction.insertLinkToDrawing,!1),!0)}),this.addCommand({id:"excalidraw-insert-last-active-transclusion",name:t$d("TRANSCLUDE_MOST_RECENT"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView))&&null!==this.plugin.lastActiveExcalidrawFilePath;const t=this.app.vault.getAbstractFileByPath(this.plugin.lastActiveExcalidrawFilePath);return t instanceof obsidian_module.TFile&&(this.plugin.embedDrawing(t),!0)}}),this.addCommand({id:"excalidraw-autocreate",name:t$d("NEW_IN_NEW_PANE"),callback:()=>{this.plugin.createAndOpenDrawing(getDrawingFilename(this.settings),"new-pane")}}),this.addCommand({id:"excalidraw-autocreate-newtab",name:t$d("NEW_IN_NEW_TAB"),callback:()=>{this.plugin.createAndOpenDrawing(getDrawingFilename(this.settings),"new-tab")}}),this.addCommand({id:"excalidraw-autocreate-on-current",name:t$d("NEW_IN_ACTIVE_PANE"),callback:()=>{this.plugin.createAndOpenDrawing(getDrawingFilename(this.settings),"active-pane")}}),this.addCommand({id:"excalidraw-autocreate-popout",name:t$d("NEW_IN_POPOUT_WINDOW"),checkCallback:e=>{if(e)return!DEVICE.isMobile;this.plugin.createAndOpenDrawing(getDrawingFilename(this.settings),"popout-window")}});const t=async e=>{const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(!t)return;const i=getEmbedFilename(t.file.basename,this.settings),a=this.settings.embedUseExcalidrawFolder?null:(await getAttachmentsFolderAndFilePath(this.app,t.file.path,i)).folder,n=await this.plugin.createDrawing(i,a);await this.plugin.embedDrawing(n),this.plugin.openDrawing(n,e,!0,void 0,!0)};this.addCommand({id:"excalidraw-autocreate-and-embed",name:t$d("NEW_IN_NEW_PANE_EMBED"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("new-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-new-tab",name:t$d("NEW_IN_NEW_TAB_EMBED"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("new-tab"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-on-current",name:t$d("NEW_IN_ACTIVE_PANE_EMBED"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("active-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-popout",name:t$d("NEW_IN_POPOUT_WINDOW_EMBED"),checkCallback:e=>e?!DEVICE.isMobile&&Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(t("popout-window"),!0)}),this.addCommand({id:"run-ocr",name:t$d("RUN_OCR"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(t):!!t&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(t,{forceReScan:!1}),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"rerun-ocr",name:t$d("RERUN_OCR"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(t):!!t&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(t,{forceReScan:!0}),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"run-ocr-selectedelements",name:t$d("RUN_OCR_ELEMENTS"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(t):!!t&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(t,{forceReScan:!1,selectedElementsOnly:!0,addToFrontmatter:!1}),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"search-text",name:t$d("SEARCH"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(search(t),!0)}}),this.addCommand({id:"fullscreen",name:t$d("TOGGLE_FULLSCREEN"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.isFullscreen()?t.exitFullscreen():t.gotoFullscreen(),!0)}}),this.addCommand({id:"disable-binding",name:t$d("TOGGLE_DISABLEBINDING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.toggleDisableBinding(),!0)}}),this.addCommand({id:"disable-framerendering",name:t$d("TOGGLE_FRAME_RENDERING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.toggleFrameRendering(),!0)}}),this.addCommand({id:"frame-settings",name:t$d("FRAME_SETTINGS_TITLE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(showFrameSettings(t),!0)}}),this.addCommand({id:"copy-link-to-drawing",name:t$d("COPY_DRAWING_LINK"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(navigator.clipboard.writeText(`![[${t.file.path}]]`),!0)}}),this.addCommand({id:"disable-frameclipping",name:t$d("TOGGLE_FRAME_CLIPPING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.toggleFrameClipping(),!0)}}),this.addCommand({id:"export-image",name:t$d("EXPORT_IMAGE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.exportDialog||(t.exportDialog=new ExportDialog(this.plugin,t,t.file)),t.exportDialog.open(),!0)}}),this.forceSaveCommand=this.addCommand({id:"save",hotkeys:[{modifiers:["Ctrl"],key:"s"}],name:t$d("FORCE_SAVE"),checkCallback:e=>this.plugin.forceSaveActiveView(e)}),this.addCommand({id:"toggle-lock",name:t$d("TOGGLE_LOCK"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?!!t&&!t.compatibilityMode&&t.textMode===TextMode.raw:!(!t||t.compatibilityMode||(t.changeTextMode(t.textMode===TextMode.parsed?TextMode.raw:TextMode.parsed),0))}}),this.addCommand({id:"scriptengine-store",name:t$d("INSTALL_SCRIPT_BUTTON"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView)):(new ScriptInstallPrompt(this.plugin).open(),!0)}),this.addCommand({id:"delete-file",name:t$d("DELETE_FILE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(t){this.ea.reset(),this.ea.setView(t);const e=this.ea.getViewSelectedElement();if("image"!==e.type)return new obsidian_module.Notice("Please select an image or embedded markdown document",4e3),!0;const i=this.ea.getViewFileForImageElement(e);return i?(this.app.vault.delete(i),this.ea.deleteViewElements([e]),!0):(new obsidian_module.Notice("Please select an image or embedded markdown document",4e3),!0)}return!1}}),this.addCommand({id:"convert-text2MD",name:t$d("CONVERT_TO_MARKDOWN"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;const i=t.getViewSelectedElements().filter((e=>"text"===e.type));if(1!==i.length)return!1;const a=i[0],n=t.getViewElements().find((e=>e.id===a.containerId));return(!n||"arrow"!==n.type)&&(!!e||void t.convertTextElementToMarkdown(a,n))}}),this.addCommand({id:"insert-link",hotkeys:[{modifiers:["Mod","Shift"],key:"k"}],name:t$d("INSERT_LINK"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertLinkDialog.start(t.file.path,((e,i,a)=>t.addLink(e,i,a))),!0)}}),this.addCommand({id:"insert-command",name:t$d("INSERT_COMMAND"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertCommandDialog.start(((e,i,a)=>t.addText(e,i,a))),!0)}}),this.addCommand({id:"insert-link-to-element",name:t$d("INSERT_LINK_TO_ELEMENT_NORMAL"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard(""),!0)}}),this.addCommand({id:"insert-link-to-element-group",name:t$d("INSERT_LINK_TO_ELEMENT_GROUP"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("group="),!0)}}),this.addCommand({id:"insert-link-to-element-frame",name:t$d("INSERT_LINK_TO_ELEMENT_FRAME"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("frame="),!0)}}),this.addCommand({id:"insert-link-to-element-frame-clipped",name:t$d("INSERT_LINK_TO_ELEMENT_FRAME_CLIPPED"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("clippedframe="),!0)}}),this.addCommand({id:"insert-link-to-element-area",name:t$d("INSERT_LINK_TO_ELEMENT_AREA"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.copyLinkToSelectedElementToClipboard("area="),!0)}}),this.addCommand({id:"toggle-lefthanded-mode",name:t$d("TOGGLE_LEFTHANDED_MODE"),checkCallback:e=>{if(e){if(DEVICE.isMobile)return!1;if(this.app.workspace.getActiveViewOfType(ExcalidrawView)){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView),t=e?.excalidrawAPI;return!(!t||!t.isTrayModeEnabled())}return!1}return this.app.workspace.getActiveViewOfType(ExcalidrawView),(async()=>{const e=this.settings.isLeftHanded;await this.plugin.loadSettings({applyLefthandedMode:!1}),this.settings.isLeftHanded=!e,this.plugin.saveSettings(),setLeftHandedMode(!e),setTimeout((()=>setLeftHandedMode(!e)))})(),!0}}),this.addCommand({id:"toggle-enable-context-menu",name:t$d("TOGGLE_ENABLE_CONTEXT_MENU"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView)):(this.app.workspace.getActiveViewOfType(ExcalidrawView).toggleEnableContextMenu(),!0)}),this.addCommand({id:"flip-image",name:t$d("FLIP_IMAGE"),checkCallback:e=>{if(!DEVICE.isDesktop)return!1;const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const i=t.getViewSelectedElements().filter((e=>{if("image"===e.type){const i=t.excalidrawData.getFile(e.fileId);return!!i&&this.isExcalidrawFile(i.file)}return!1}));if(1!==i.length)return!1;if(e)return!0;const a=i[0];let n=t.excalidrawData.getFile(a.fileId);this.plugin.forceToOpenInMarkdownFilepath=n.file?.path;const s=t.excalidrawAPI.getAppState(),{x:r,y:o}=sceneCoordsToViewportCoords({sceneX:a.x+a.width/2,sceneY:a.y+a.height/2},s),{width:l,height:c}={width:600,height:600},{x:d,y:h}={x:Math.max(0,r-l/2+t.ownerWindow.screenX),y:Math.max(0,o-c/2+t.ownerWindow.screenY)},p=this.settings.focusOnFileTab;DEVICE.isDesktop&&(this.settings.focusOnFileTab=!1),this.plugin.openDrawing(n.file,DEVICE.isMobile?"new-tab":"popout-window",!0,void 0,!1,{x:d,y:h,width:l,height:c}),this.settings.focusOnFileTab=p}}),this.addCommand({id:"duplicate-image",name:t$d("DUPLICATE_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const i=t.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==i.length)return e||new obsidian_module.Notice("Select a single image element and try again"),!1;const a=i[0],n=t.excalidrawData.getFile(a.fileId);return!!n?.file&&(!!e||void(async()=>{const e=getEA(t),i=Boolean(a.customData?.isAnchored),s=await e.addImage(a.x+a.width/5,a.y+a.height/5,n.file,!i,i),r=e.getElement(s);r.width=a.width,r.height=a.height,a.crop&&(r.crop={...a.crop});const o=fileid();e.imagesDict[o]=e.imagesDict[r.fileId],e.imagesDict[o].id=o,delete e.imagesDict[r.fileId],r.fileId=o,await e.addElementsToView(!1,!1,!0),e.selectElementsInView([s]),e.destroy()})())}}),this.addCommand({id:"reset-image-to-100",name:t$d("RESET_IMG_TO_100"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const i=t.getViewSelectedElements().filter((e=>"image"===e.type));return 1!==i.length?(e||new obsidian_module.Notice("Select a single image element and try again"),!1):!!e||void(async()=>{const e=i[0];if(!t.excalidrawData.getFile(e.fileId))return await t.forceSave(),t.excalidrawData.getFile(e.fileId),new obsidian_module.Notice("Select a single image element and try again"),!1;const a=new ExcalidrawAutomate(this.plugin,t),n=await a.getOriginalImageSize(e);if(n){a.copyViewElementsToEAforEditing(i);const t=a.getElement(e.id);t.crop?(t.width=t.crop.width,t.height=t.crop.height):(t.width=n.width,t.height=n.height),await a.addElementsToView(!1,!1,!1)}a.destroy()})()}}),this.addCommand({id:"reset-image-ar",name:t$d("RESET_IMG_ASPECT_RATIO"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const i=t.getViewSelectedElements().filter((e=>"image"===e.type));return 1!==i.length?(e||new obsidian_module.Notice("Select a single image element and try again"),!1):!!e||void(async()=>{const e=i[0];if(!t.excalidrawData.getFile(e.fileId))return await t.forceSave(),t.excalidrawData.getFile(e.fileId),new obsidian_module.Notice("Select a single image element and try again"),!1;const a=new ExcalidrawAutomate(this.plugin,t);await a.resetImageAspectRatio(e)&&await a.addElementsToView(!1,!1,!1),a.destroy()})()}}),this.addCommand({id:"open-link-props",name:t$d("OPEN_LINK_PROPS"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const i=t.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==i.length)return e||new obsidian_module.Notice("Select a single image element and try again"),!1;if(e)return!0;const a=i[0];let n=t.excalidrawData.getFile(a.fileId),s=t.excalidrawData.getEquation(a.fileId);if(!n&&!s)return t.forceSave(),new obsidian_module.Notice("Please try again."),!1;n&&t.openEmbeddedLinkEditor(a.id),s&&t.openLaTeXEditor(a.id)}}),this.addCommand({id:"convert-card-to-file",name:t$d("CONVERT_CARD_TO_FILE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;if(!t.excalidrawAPI)return!1;const i=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));if(1!==i.length)return e||new obsidian_module.Notice("Select a single back-of-the-note card and try again"),!1;const a=t.getEmbeddableLeafElementById(i[0].id),n=a?.node?.child;return n&&n.file===t.file?!!e||void t.moveBackOfTheNoteCardToFile():(e||new obsidian_module.Notice("The selected embeddable is not a back-of-the-note card."),!1)}}),this.addCommand({id:"insert-active-pdfpage",name:t$d("INSERT_ACTIVE_PDF_PAGE_AS_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!t)return!1;const i=t.getViewSelectedElements().filter((e=>"embeddable"===e.type));if(1!==i.length)return e||new obsidian_module.Notice("Select a single PDF embeddable and try again"),!1;if("pdf"!==t.getEmbeddableLeafElementById(i[0].id)?.leaf?.view?.getViewType())return!1;const a=getActivePDFPageNumberFromPDFView(t.getEmbeddableLeafElementById(i[0].id)?.leaf?.view);if(!a)return!1;if(e)return!0;const n=i[0],s=new ExcalidrawAutomate(this.plugin,t),r=t.getEmbeddableLeafElementById(n.id)?.leaf?.view,o=r&&r instanceof obsidian_module.FileView?r.file:void 0;(async()=>{const e=await s.addImage(n.x+n.width+10,n.y,`${o?.path}#page=${a}`,!1,!1),t=s.getElement(e),i=t.width/t.height;i>1?(t.width=n.width,t.height=n.width/i):(t.height=n.height,t.width=n.height*i),s.addElementsToView(!1,!0,!0)})()}}),this.addCommand({id:"crop-image",name:t$d("CROP_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView),i=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView),a=this.app.workspace.activeLeaf?.view,n=a&&"canvas"===a.getViewType();if(!t&&!i&&!n)return!1;if(t){if(!t.excalidrawAPI)return!1;const i=t.getViewSelectedElements().filter((e=>"embeddable"===e.type)),a=t.getViewSelectedElements().filter((e=>"image"===e.type)),n=0===a.length&&1===i.length&&"pdf"===t.getEmbeddableLeafElementById(i[0].id)?.node?.child?.file?.extension,s=1===a.length&&0===i.length;if(!n&&!s)return e||new obsidian_module.Notice("Select a single image element or single PDF embeddable and try again"),!1;const r=n?getActivePDFPageNumberFromPDFView(t.getEmbeddableLeafElementById(i[0].id)?.node?.child):void 0;if(n&&!r)return!1;if(e)return!0;if(n){const e=i[0],a=new ExcalidrawAutomate(this.plugin,t),n=t.getEmbeddableLeafElementById(e.id)?.node?.child,s=n?.file;return void carveOutPDF(a,e,`${s?.path}#page=${r}`,s)}const o=a[0];(async()=>{let e=t.excalidrawData.getFile(o.fileId);if(!e&&(await t.save(),await sleep$1(500),e=t.excalidrawData.getFile(o.fileId),!e))return new obsidian_module.Notice("Select a single image element and try again"),!1;const i=new ExcalidrawAutomate(this.plugin,t);carveOutImage(i,o)})()}const s=async(e,t,i,a,n,s)=>{const r=getEA(),o=await r.addImage(0,0,e?e&&"pdf"===i.extension&&s?`${i.path}#${s}`:i:a,!1,!1);if(!o)return void new obsidian_module.Notice(`Can't load image\n\n${a}`);let l="",c="";if(e)l=i.basename,c=s?`[[${i.path}#${s}]]`:`[[${i.path}]]`;else{c=a;const e=a.match(/^.*\/([^?]*)\??.*$/)?.[1];l=e.substring(0,e.lastIndexOf("."))}const{folderpath:d,filename:h}=await getCropFileNameAndFolder(this.plugin,t.path,l),p=await createImageCropperFile(r,o,c,d,h);r.destroy(),p&&n(this.app.metadataCache.fileToLinktext(p,t.path,!0),p)};if(n){const t=[];if(a.canvas.nodes.forEach((e=>{e.nodeEl.hasClass("is-focused")&&t.push(e)})),1!==t.length)return!1;const i=t[0];let n="",r=!1;i.file&&(n=i.file.extension,r=this.isExcalidrawFile(i.file)),i.url&&(n=getURLImageExtension(i.url));const o="pdf"===n?getActivePDFPageNumberFromPDFView(i?.child):void 0;if(!o&&!IMAGE_TYPES.contains(n)&&!r)return!1;if(e)return!0;const l=(e,t)=>{i.file&&("pdf"===i.file.extension?i.canvas.createFileNode({pos:{x:i.x+i.width+10,y:i.y},file:t}):i.setFile(t)),i.url&&i.canvas.createFileNode({pos:{x:i.x+20,y:i.y+20},file:t})};s(Boolean(i.file),a.file,i.file,i.url,l,o?`page=${o}`:void 0)}if(i){const t=i.editor,a=t.getCursor(),n=t.getLine(a.line),r=REGEX_LINK.getResList(n);if(0===r.length)return!1;let o=REGEX_LINK.getLink(r[0]);const l=REGEX_LINK.isWikiLink(r[0]);let c=REGEX_LINK.getAliasOrLink(r[0]);c===o&&(c=null),o=decodeURI(o);const d=o.split("#"),h=2===d.length,p=this.app.metadataCache.getFirstLinkpathDest(h?d[0]:o,i.file.path),u=p&&p instanceof obsidian_module.TFile,m=!!u&&this.isExcalidrawFile(p);let g=u?p.path:"",f=u?p.extension:"";if(o.match(/^https?|file/)&&(g=o,f=getURLImageExtension(o)),""===g)return!1;if("pdf"!==f&&!IMAGE_TYPES.contains(f)&&!m)return!1;if(e)return!0;const b=d[1],U=e=>{const i=n.split(r[0].value[0]),s=u&&b?"\n"+getLink(this.plugin,{embed:!1,alias:c??`${p.basename}, ${b.replace("="," ")}`,path:`${p.path}#${b}`},l):"";t.setLine(a.line,i[0]+getLink(this.plugin,{embed:!0,path:e,alias:c},l)+s+i[1])};s(u,i.file,p,g,U,b)}}}),this.addCommand({id:"annotate-image",name:t$d("ANNOTATE_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView),i=this.app.workspace.activeLeaf?.view,a=i&&"canvas"===i.getViewType();if(!t&&!a)return!1;const n=async(e,t,i,a,n,s)=>{const r=getEA(),o=await r.addImage(0,0,e?e&&"pdf"===i.extension&&s?`${i.path}#${s}`:i:a,!1,!1);if(!o)return new obsidian_module.Notice(`Can't load image\n\n${a}`),void r.destroy();const l=r.getElement(o);l.locked=!0;const c=this.settings.annotatePreserveSize?await getImageSize(r.imagesDict[l.fileId].dataURL):null;let d,h="";if(e)h=i.basename,i.path;else{const e=a.match(/^.*\/([^?]*)\??.*$/)?.[1];h=e.substring(0,e.lastIndexOf("."))}const p=getListOfTemplateFiles(this.plugin);p&&(d=await templatePromt(p,this.app));const{folderpath:u,filename:m}=await getAnnotationFileNameAndFolder(this.plugin,t.path,h),g=await r.create({templatePath:d?.path,filename:m,foldername:u,onNewPane:!0,frontmatterKeys:{...this.settings.matchTheme?{"excalidraw-export-dark":isObsidianThemeDark()}:{},..."pdf"===i.extension?{cssclasses:"excalidraw-cropped-pdfpage"}:{}}});r.destroy();let f=this.app.vault.getAbstractFileByPath(g),b=0;for(;(!f||!this.isExcalidrawFile(f))&&b<50;)await sleep$1(100),f=this.app.vault.getAbstractFileByPath(g),b++;f&&f instanceof obsidian_module.TFile?f&&n(this.app.metadataCache.fileToLinktext(f,t.path,!0),f,c?`${c.width}`:null):new obsidian_module.Notice("File not found. NewExcalidraw Drawing is taking too long to create. Please try again.")};if(a){const t=[];if(i.canvas.nodes.forEach((e=>{e.nodeEl.hasClass("is-focused")&&t.push(e)})),1!==t.length)return!1;const a=t[0];let s="",r=!1;a.file&&(s=a.file.extension,r=this.isExcalidrawFile(a.file)),a.url&&(s=getURLImageExtension(a.url));const o="pdf"===s?getActivePDFPageNumberFromPDFView(a?.child):void 0;if(!o&&!IMAGE_TYPES.contains(s)&&!r)return!1;if(e)return!0;const l=(e,t)=>{a.file&&("pdf"===a.file.extension?a.canvas.createFileNode({pos:{x:a.x+a.width+10,y:a.y},file:t}):a.setFile(t)),a.url&&a.canvas.createFileNode({pos:{x:a.x+20,y:a.y+20},file:t})};n(Boolean(a.file),i.file,a.file,a.url,l,o?`page=${o}`:void 0)}if(t){const i=t.editor,a=i.getCursor(),s=i.getLine(a.line),r=REGEX_LINK.getResList(s);if(0===r.length)return!1;let o=REGEX_LINK.getLink(r[0]);const l=REGEX_LINK.isWikiLink(r[0]);let c=REGEX_LINK.getAliasOrLink(r[0]);c===o&&(c=null),o=decodeURI(o);const d=o.split("#"),h=2===d.length,p=this.app.metadataCache.getFirstLinkpathDest(h?d[0]:o,t.file.path),u=p&&p instanceof obsidian_module.TFile,m=!!u&&this.isExcalidrawFile(p);let g=u?p.path:"",f=u?p.extension:"";if(o.match(/^https?|file/)&&(g=o,f=getURLImageExtension(o)),""===g)return!1;if("pdf"!==f&&!IMAGE_TYPES.contains(f)&&!m)return!1;if(e)return!0;const b=d[1],U=(e,t,n)=>{const o=s.split(r[0].value[0]),d=u&&b?"\n"+getLink(this.plugin,{embed:!1,alias:getAliasWithSize(c??`${p.basename}, ${b.replace("="," ")}`,n),path:`${p.path}#${b}`},l):"";i.setLine(a.line,o[0]+getLink(this.plugin,{embed:!0,path:e,alias:getAliasWithSize(c,n)},l)+d+o[1])};n(u,t.file,p,g,U,b)}}}),this.addCommand({id:"insert-image",name:t$d("INSERT_IMAGE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertImageDialog.start(t),!0)}}),this.addCommand({id:"import-svg",name:t$d("IMPORT_SVG"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.importSVGDialog.start(t),!0)}}),this.addCommand({id:"release-notes",name:t$d("READ_RELEASE_NOTES"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView)):(new ReleaseNotes(this.app,this.plugin,PLUGIN_VERSION).open(),!0)}),this.addCommand({id:"tray-mode",name:t$d("UI_MODE"),checkCallback:e=>{if(e){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!e||!e.excalidrawAPI)return!1;const t=e.excalidrawAPI.getAppState();return!t.zenModeEnabled&&!t.viewModeEnabled}const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!(!t||!t.excalidrawAPI)&&(new UIModeSettings(this.plugin).open(),!0)}}),this.addCommand({id:"insert-md",name:t$d("INSERT_MD"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(this.insertMDDialog.start(t),!0)}}),this.addCommand({id:"insert-pdf",name:t$d("INSERT_PDF"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(new InsertPDFModal(this.plugin,t).open(),!0)}}),this.addCommand({id:"insert-pdf",name:t$d("INSERT_LAST_ACTIVE_PDF_PAGE_AS_IMAGE"),checkCallback:e=>{const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!Boolean(t))return!1;const i=this.plugin.getLastActivePDFPageLink(t.file);return!!i&&(!!e||void(async()=>{const e=getEA(t),a=await insertImageToView(e,t.currentPosition,i,void 0,void 0,!0);e.selectElementsInView([a]),e.destroy()})())}}),this.addCommand({id:"universal-add-file",name:t$d("UNIVERSAL_ADD_FILE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(new UniversalInsertFileModal(this.plugin,t).open(),!0)}}),this.addCommand({id:"universal-card",name:t$d("INSERT_CARD"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.insertBackOfTheNoteCard(),!0)}}),this.addCommand({id:"insert-LaTeX-symbol",name:t$d("INSERT_LATEX"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(insertLaTeXToView(t),!0)}}),this.addCommand({id:"toggle-excalidraw-view",name:t$d("TOGGLE_MODE"),checkCallback:e=>{const t=this.app.workspace.getActiveFile();if(!t)return!1;const i=this.isExcalidrawFile(t);if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView))?!this.app.workspace.getActiveViewOfType(ExcalidrawView).compatibilityMode:i;const a=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(a)return void a.openAsMarkdown();const n=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);n&&i&&(async()=>{await n.save();const e=n.leaf;this.plugin.excalidrawFileModes[e.id||t.path]=VIEW_TYPE_EXCALIDRAW,setExcalidrawView(e)})()}}),this.addCommand({id:"convert-to-excalidraw",name:t$d("CONVERT_NOTE_TO_EXCALIDRAW"),checkCallback:e=>{const t=this.app.workspace.getActiveFile(),i=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);return!(!t||!i)&&!this.isExcalidrawFile(t)&&(!!e||void(async()=>{await i.save();const e=mergeMarkdownFiles(await this.plugin.getBlankDrawing(),await this.app.vault.read(t));await createOrOverwriteFile(this.app,t.path,e),setExcalidrawView(i.leaf)})())}}),this.addCommand({id:"convert-excalidraw",name:t$d("CONVERT_EXCALIDRAW"),checkCallback:e=>{if(e){const e=this.app.vault.getFiles().filter((e=>"excalidraw"==e.extension));return e.length>0}return this.plugin.convertExcalidrawToMD(),!0}})}}class EventManager{plugin;app;leafChangeTimeout=null;removeEventLisnters=[];previouslyActiveLeaf;splitViewLeafSwitchTimestamp=0;debunceActiveLeafChangeHandlerTimer=null;get settings(){return this.plugin.settings}get ea(){return this.plugin.ea}get activeExcalidrawView(){return this.plugin.activeExcalidrawView}set activeExcalidrawView(e){this.plugin.activeExcalidrawView=e}registerEvent(e){this.plugin.registerEvent(e)}constructor(e){this.plugin=e,this.app=e.app}destroy(){this.leafChangeTimeout&&(window.clearTimeout(this.leafChangeTimeout),this.leafChangeTimeout=null),this.debunceActiveLeafChangeHandlerTimer&&(window.clearTimeout(this.debunceActiveLeafChangeHandlerTimer),this.debunceActiveLeafChangeHandlerTimer=null),this.removeEventLisnters.forEach((e=>e())),this.removeEventLisnters=[]}async initialize(){try{await this.registerEvents()}catch(e){console.error("Error registering event listeners",e)}this.plugin.logStartupEvent("Event listeners registered")}isRecentSplitViewSwitch(){return Date.now()-this.splitViewLeafSwitchTimestamp<3e3}async registerEvents(){await this.plugin.awaitInit(),this.registerEvent(this.app.workspace.on("editor-paste",this.onPasteHandler.bind(this))),this.registerEvent(this.app.vault.on("rename",this.onRenameHandler.bind(this))),this.registerEvent(this.app.vault.on("modify",this.onModifyHandler.bind(this))),this.registerEvent(this.app.vault.on("delete",this.onDeleteHandler.bind(this))),this.registerEvent(this.plugin.app.workspace.on("active-leaf-change",this.onActiveLeafChangeHandler.bind(this))),this.registerEvent(this.app.workspace.on("layout-change",this.onLayoutChangeHandler.bind(this)));const e=this.onClickSaveActiveDrawing.bind(this);this.app.workspace.containerEl.addEventListener("click",e),this.removeEventLisnters.push((()=>{this.app.workspace.containerEl.removeEventListener("click",e)})),this.registerEvent(this.app.workspace.on("file-menu",this.onFileMenuSaveActiveDrawing.bind(this)));const t=this.app.metadataCache;this.registerEvent(t.on("changed",((e,t,i)=>this.plugin.updateFileCache(e,i?.frontmatter)))),this.registerEvent(this.app.workspace.on("file-menu",this.onFileMenuHandler.bind(this))),this.plugin.registerEvent(this.plugin.app.workspace.on("editor-menu",this.onEditorMenuHandler.bind(this)))}setDebounceActiveLeafChangeHandler(){this.debunceActiveLeafChangeHandlerTimer&&window.clearTimeout(this.debunceActiveLeafChangeHandlerTimer),this.debunceActiveLeafChangeHandlerTimer=window.setTimeout((()=>{this.debunceActiveLeafChangeHandlerTimer=null}),50)}onLayoutChangeHandler(){getExcalidrawViews(this.app).forEach((e=>e.refresh()))}onPasteHandler(e,t,i){if(e.defaultPrevented)return;const a=e.clipboardData.getData("text/plain");if(a&&a.startsWith('{"type":"excalidraw/clipboard"')){e.preventDefault();try{const e=JSON.parse(a),n=1===e.elements.filter((e=>"text"===e.type)).length;if(!n&&1!==e.elements?.length)return;const s=n?e.elements.filter((e=>"text"===e.type))[0]:e.elements[0];if("image"===s.type){const e=this.plugin.filesMaster.get(s.fileId);if(e&&e.path){let a=e.path;const n=i.file,s=this.app.vault.getAbstractFileByPath(a);n&&s&&s instanceof obsidian_module.TFile&&(a=this.app.metadataCache.fileToLinktext(s,n.path)),editorInsertText(t,getLink(this.plugin,{path:a}))}return}if("text"===s.type)return void editorInsertText(t,s.rawText);if(s.link)return void editorInsertText(t,`${s.link}`)}catch(e){}}}onRenameHandler(e,t){this.plugin.renameEventHandler(e,t)}onModifyHandler(e){this.plugin.modifyEventHandler(e)}onDeleteHandler(e){this.plugin.deleteEventHandler(e)}async onActiveLeafChangeHandler(e){if(this.debunceActiveLeafChangeHandlerTimer)return;if(this.app.workspace.activeLeaf===e&&isUnwantedLeaf(e))return void e.detach();if(e.view&&"pdf"===e.view.getViewType()&&(this.plugin.lastPDFLeafID=e.id),e.view&&e.view.getViewType()===VIEW_TYPE_EXCALIDRAW)this.plugin.lastActiveExcalidrawLeafID=e.id;else{const e=this.app.workspace.getLeafById(this.plugin.lastActiveExcalidrawLeafID);e&&e.view instanceof ExcalidrawView||(this.plugin.lastActiveExcalidrawLeafID=null)}this.leafChangeTimeout&&window.clearTimeout(this.leafChangeTimeout),this.leafChangeTimeout=window.setTimeout((()=>{this.leafChangeTimeout=null}),1e3),this.settings.overrideObsidianFontSize&&e.view&&e.view.getViewType()===VIEW_TYPE_EXCALIDRAW&&(document.documentElement.style.fontSize="");const t=this.activeExcalidrawView,i=e.view instanceof ExcalidrawView?e.view:null;this.activeExcalidrawView=i;const a=this.previouslyActiveLeaf?.view?.file,n=(e?.view).file;if(n&&a===n&&this.previouslyActiveLeaf.view instanceof obsidian_module.MarkdownView&&e.view instanceof ExcalidrawView&&(this.splitViewLeafSwitchTimestamp=Date.now()),this.previouslyActiveLeaf=e,i?(this.plugin.addModalContainerObserver(),this.plugin.lastActiveExcalidrawFilePath=i.file?.path):this.plugin.removeModalContainerObserver(),setMobileNavbarPosition(!!i),t&&t!==i&&(t.leaf!==e&&t?.isDirty()&&!t.semaphores?.viewunload&&await t.save(!0),t.file&&this.plugin.triggerEmbedUpdates(t.file.path)),i&&(!t||t.leaf!==e)){const e=i.file;i.file&&setTimeout((()=>{i&&i._loaded&&i.file?.path===e?.path&&(i.activeLoader||i.loadSceneFiles())}),2e3)}i&&i._loaded&&i.isLoaded&&i.excalidrawAPI&&this.ea.onCanvasColorChangeHook&&this.ea.onCanvasColorChangeHook(this.ea,i,i.excalidrawAPI.getAppState().viewBackgroundColor),this.plugin.popScope&&(this.plugin.popScope(),this.plugin.popScope=null),i&&this.plugin.registerHotkeyOverrides()}onClickSaveActiveDrawing(e){this.activeExcalidrawView&&this.activeExcalidrawView?.isDirty()&&(!e.target||"excalidraw__canvas"!==e.target.className&&!getParentOfClass(e.target,"excalidraw-wrapper"))&&this.activeExcalidrawView.save()}onFileMenuSaveActiveDrawing(){this.activeExcalidrawView&&this.activeExcalidrawView?.isDirty()&&this.activeExcalidrawView.save()}onFileMenuHandler(e,t,i,a){if(!a)return;const n=a.view;if(!(n&&n instanceof obsidian_module.MarkdownView))return;if(!(t instanceof obsidian_module.TFile))return;const s=this.app.metadataCache.getFileCache(t);s?.frontmatter&&s.frontmatter[FRONTMATTER_KEYS.plugin.name]&&(e.addItem((e=>{e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("pane").onClick((async()=>{await n.save(),this.plugin.excalidrawFileModes[a.id||t.path]=VIEW_TYPE_EXCALIDRAW,setExcalidrawView(a)}))})),e.items.unshift(e.items.pop()))}onEditorMenuHandler(e,t,i){if(!(i&&i instanceof obsidian_module.MarkdownView))return;const a=i.file,n=i.leaf;if(!i.file)return;const s=this.app.metadataCache.getFileCache(a);s?.frontmatter&&s.frontmatter[FRONTMATTER_KEYS.plugin.name]&&e.addItem((e=>e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("excalidraw").onClick((async()=>{await i.save(),this.plugin.excalidrawFileModes[n.id||a.path]=VIEW_TYPE_EXCALIDRAW,setExcalidrawView(n)}))))}}class ExcalidrawPlugin extends obsidian_module.Plugin{fileManager;observerManager;packageManager;commandManager;eventManager;eaInstances=new WeakArray;fourthFontLoaded=!1;excalidrawConfig;excalidrawFileModes={};settings;activeExcalidrawView=null;lastActiveExcalidrawFilePath=null;lastActiveExcalidrawLeafID=null;hover={linkText:null,sourcePath:null};legacyExcalidrawPopoverObserver;fileExplorerObserver;opencount=0;ea;filesMaster=null;equationsMaster=null;mermaidsMaster=null;scriptEngine;stylesManager;editorHandler;forceToOpenInMarkdownFilepath=null;loadTimestamp;isLocalCJKFontAvailabe=void 0;isReady=!1;startupAnalytics=[];lastLogTimestamp;settingsReady=!1;wasPenModeActivePreviously=!1;popScope=null;lastPDFLeafID=null;constructor(e,t){super(e,t),this.loadTimestamp=INITIAL_TIMESTAMP,this.lastLogTimestamp=this.loadTimestamp,this.filesMaster=new Map,this.equationsMaster=new Map,this.mermaidsMaster=new Map,this.fileManager=new PluginFileManager(this),setExcalidrawPlugin(this)}logStartupEvent(e){const t=Date.now();this.startupAnalytics.push(`${e}\nTotal: ${t-this.loadTimestamp}ms Delta: ${t-this.lastLogTimestamp}ms\n`),this.lastLogTimestamp=t}printStarupBreakdown(){console.log(`Excalidraw ${PLUGIN_VERSION} startup breakdown:\n`+this.startupAnalytics.join("\n"))}get locale(){return LOCALE}get window(){return window}get document(){return document}async getMermaid(){return await loadMermaid()}isPenMode(){return this.wasPenModeActivePreviously||"always"===this.settings.defaultPenMode||"mobile"===this.settings.defaultPenMode&&DEVICE.isMobile}getCJKFontSettings(){const e=this.settings.fontAssetsPath;return void 0===this.isLocalCJKFontAvailabe&&(this.isLocalCJKFontAvailabe=this.app.vault.getFiles().some((t=>t.path.startsWith(e)))),this.isLocalCJKFontAvailabe?{c:this.settings.loadChineseFonts,j:this.settings.loadJapaneseFonts,k:this.settings.loadKoreanFonts}:{c:!1,j:!1,k:!1}}async loadFontFromFile(e){const t=this.settings.fontAssetsPath;if(!this.isLocalCJKFontAvailabe)return;const i=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(t+"/"+e));return i&&i instanceof obsidian_module.TFile?await this.app.vault.readBinary(i):void 0}async onload(){this.logStartupEvent("Plugin Constructor ready, starting onload()"),this.registerView(VIEW_TYPE_EXCALIDRAW,(e=>this.isReady?new ExcalidrawView(e,this):new ExcalidrawLoading(e,this))),this.registerView(VIEW_TYPE_SIDEPANEL,(e=>new ExcalidrawSidepanelView(e,this))),this.registerExtensions(["excalidraw"],VIEW_TYPE_EXCALIDRAW),obsidian_module.addIcon(ICON_NAME,EXCALIDRAW_ICON),obsidian_module.addIcon(SCRIPTENGINE_ICON_NAME,SCRIPTENGINE_ICON),obsidian_module.addIcon(EXPORT_IMG_ICON_NAME,EXPORT_IMG_ICON),this.addRibbonIcon(ICON_NAME,t$d("CREATE_NEW"),this.actionRibbonClick.bind(this));try{this.loadSettings({reEnableAutosave:!0}).then(this.onloadCheckForOnceOffSettingsUpdates.bind(this))}catch(e){new obsidian_module.Notice("Error loading plugin settings",6e3),console.error("Error loading plugin settings",e)}this.logStartupEvent("Settings loaded");try{this.ea=initExcalidrawAutomate(this)}catch(e){new obsidian_module.Notice("Error initializing Excalidraw Automate",6e3),console.error("Error initializing Excalidraw Automate",e)}this.logStartupEvent("Excalidraw Automate initialized");try{this.addMarkdownPostProcessor()}catch(e){new obsidian_module.Notice("Error adding markdown post processor",6e3),console.error("Error adding markdown post processor",e)}this.logStartupEvent("Markdown post processor added"),this.app.workspace.onLayoutReady(this.onloadOnLayoutReady.bind(this)),this.logStartupEvent("Workspace ready event handler added")}async onloadCheckForOnceOffSettingsUpdates(){const e=!this.settings.onceOffCompressFlagReset||!this.settings.onceOffGPTVersionReset;this.settings.onceOffCompressFlagReset||(this.settings.compress=!0,this.settings.onceOffCompressFlagReset=!0),this.settings.onceOffGPTVersionReset||(this.settings.onceOffGPTVersionReset=!0,"gpt-4-vision-preview"===this.settings.openAIDefaultVisionModel&&(this.settings.openAIDefaultVisionModel="gpt-4o")),e&&await this.saveSettings(),this.addSettingTab(new ExcalidrawSettingTab(this.app,this)),this.settingsReady=!0}async onloadOnLayoutReady(){this.loadTimestamp=Date.now(),this.lastLogTimestamp=this.loadTimestamp,this.logStartupEvent("\n----------------------------------\nWorkspace onLayoutReady event fired (these actions are outside the plugin initialization)"),await this.awaitSettings(),this.logStartupEvent("Settings awaited"),this.settings.overrideObsidianFontSize||setRootElementSize(),this.packageManager=new PackageManager(this),this.eventManager=new EventManager(this),this.observerManager=new ObserverManager(this),this.commandManager=new CommandManager(this);try{initCompressionWorker()}catch(e){new obsidian_module.Notice("Error initializing compression worker",6e3),console.error("Error initializing compression worker",e)}this.logStartupEvent("Compression worker initialized");try{this.excalidrawConfig=new ExcalidrawConfig(this)}catch(e){new obsidian_module.Notice("Error initializing Excalidraw config",6e3),console.error("Error initializing Excalidraw config",e)}this.logStartupEvent("Excalidraw config initialized"),this.observerManager.initialize();try{this.registerMonkeyPatches()}catch(e){new obsidian_module.Notice("Error registering monkey patches",6e3),console.error("Error registering monkey patches",e)}this.logStartupEvent("Monkey patches registered");try{this.stylesManager=new StylesManager(this)}catch(e){new obsidian_module.Notice("Error initializing styles manager",6e3),console.error("Error initializing styles manager",e)}this.logStartupEvent("Styles manager initialized");try{this.scriptEngine=new ScriptEngine(this)}catch(e){new obsidian_module.Notice("Error initializing script engine",6e3),console.error("Error initializing script engine",e)}this.logStartupEvent("Script engine initialized");try{await this.initializeFonts()}catch(e){new obsidian_module.Notice("Error initializing fonts",6e3),console.error("Error initializing fonts",e)}this.logStartupEvent("Fonts initialized");try{imageCache.initializeDB(this)}catch(e){new obsidian_module.Notice("Error initializing image cache",6e3),console.error("Error initializing image cache",e)}this.logStartupEvent("Image cache initialized");try{this.isReady=!0,await switchToExcalidraw(this.app),this.switchToExcalidrawAfterLoad()}catch(e){new obsidian_module.Notice("Error switching views to Excalidraw",6e3),console.error("Error switching views to Excalidraw",e)}this.logStartupEvent("Switched to Excalidraw views");try{if(this.settings.showReleaseNotes){const e="0.0.0"===this.settings.previousRelease||!this.settings.previousRelease;isVersionNewerThanOther(PLUGIN_VERSION,this.settings.previousRelease??"0.0.0")&&new ReleaseNotes(this.app,this,e?null:PLUGIN_VERSION).open()}}catch(e){new obsidian_module.Notice("Error opening release notes",6e3),console.error("Error opening release notes",e)}this.logStartupEvent("Release notes opened"),this.fileManager.initialize(),this.eventManager.initialize();try{this.runStartupScript()}catch(e){new obsidian_module.Notice("Error running startup script",6e3),console.error("Error running startup script",e)}this.logStartupEvent("Startup script run");try{this.editorHandler=new EditorHandler(this),this.editorHandler.setup()}catch(e){new obsidian_module.Notice("Error setting up editor handler",6e3),console.error("Error setting up editor handler",e)}this.logStartupEvent("Editor handler initialized");try{this.registerInstallCodeblockProcessor()}catch(e){new obsidian_module.Notice("Error registering script install-codeblock processor",6e3),console.error("Error registering script install-codeblock processor",e)}this.logStartupEvent("Script install-codeblock processor registered"),this.commandManager.initialize();try{this.registerEditorSuggest(new FieldSuggester(this))}catch(e){new obsidian_module.Notice("Error registering editor suggester",6e3),console.error("Error registering editor suggester",e)}this.logStartupEvent("Editor suggester registered");try{this.setPropertyTypes()}catch(e){new obsidian_module.Notice("Error setting up property types",6e3),console.error("Error setting up property types",e)}this.logStartupEvent("Property types set")}async awaitSettings(){for(;!this.settingsReady;)await sleep$1(20)}async awaitInit(){for(;!this.isReady;)await sleep$1(50)}async setPropertyTypes(){if(!this.settings.loadPropertySuggestions)return;const e=this.app;Object.keys(FRONTMATTER_KEYS).forEach((t=>{if(!0===FRONTMATTER_KEYS[t].depricated)return;const{name:i,type:a}=FRONTMATTER_KEYS[t];e.metadataTypeManager.setType(i,a)}))}async initializeFonts(){const e=await getCJKDataURLs(this);if("boolean"!=typeof e||e||new obsidian_module.Notice(t$d("FONTS_LOAD_ERROR")+this.settings.fontAssetsPath,6e3),"object"==typeof e){const t=e.map((e=>`@font-face { font-family: 'Xiaolai'; src: url("${e}"); font-display: swap; font-weight: 400; }`));for(const e of this.getOpenObsidianDocuments())await this.addFonts(t,e,CJK_STYLE_ID);new obsidian_module.Notice(t$d("FONTS_LOADED"))}const t=await getFontDataURL(this.app,this.settings.experimantalFourthFont,"","Local Font");if(""===t.dataURL)return void(this.fourthFontLoaded=!0);const i=t.dataURL;let a=this.app.metadataCache.getFirstLinkpathDest(this.settings.experimantalFourthFont,"").extension.startsWith("woff")?void 0:await getFontMetrics(i,"Local Font");a||(a={unitsPerEm:1e3,ascender:750,descender:-250,lineHeight:1.2,fontName:"Local Font"}),this.packageManager.getPackageMap().forEach((({excalidrawLib:e})=>{e.registerLocalFont({metrics:a},i)}));for(const e of this.getOpenObsidianDocuments())await this.addFonts([`@font-face{font-family:'Local Font';src:url("${i}");font-display: swap;font-weight: 400;`],e);this.fourthFontLoaded||setTimeout((()=>{this.fourthFontLoaded=!0}),100)}async addFonts(e,t=document,i=FONTS_STYLE_ID){const a=t.createElement("style");a.id=i,a.textContent=e.join("");const n=t.getElementById(i);t.head.appendChild(a),n&&t.head.removeChild(n),await t.fonts.load("20px Local Font")}removeFonts(){this.getOpenObsidianDocuments().forEach((e=>{const t=e.getElementById(FONTS_STYLE_ID);t&&e.head.removeChild(t);const i=e.getElementById(CJK_STYLE_ID);i&&e.head.removeChild(i)}))}getOpenObsidianDocuments(){const e=new Set;return this.app.workspace.iterateAllLeaves((t=>{const i=DEVICE.isMobile?document:t.view.containerEl.ownerDocument;i&&(e.has(i)||e.add(i))})),Array.from(e)}switchToExcalidrawAfterLoad(){let e;for(e of this.app.workspace.getLeavesOfType("markdown"))e.view instanceof obsidian_module.MarkdownView&&this.isExcalidrawFile(e.view.file)&&(fileShouldDefaultAsExcalidraw(e.view.file?.path,this.app)?(this.excalidrawFileModes[e.id||e.view.file.path]=VIEW_TYPE_EXCALIDRAW,setExcalidrawView(e)):foldExcalidrawSection(e.view))}forceSaveActiveView(e){if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const t=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!t&&(t.forceSave(),!0)}registerInstallCodeblockProcessor(){const e=async(e,t)=>{let i=null;try{const e=t.parentElement.querySelector(`a[href="#${t.previousElementSibling.getAttribute("data-heading")}"]`);e.style.paddingRight="10px",i=e.parentElement.createEl("button",null,(e=>{e.setText(t$d("UPDATE_SCRIPT")),e.addClass("mod-muted"),e.style.backgroundColor="var(--interactive-success)",e.style.display="none"}))}catch(t){errorlog({where:"this.registerInstallCodeblockProcessor",source:e,error:t})}e=e.trim(),t.createEl("button",null,(async t=>{const a=e=>{switch(i&&(i.style.display="none"),e){case"CHECKING":t.setText(t$d("CHECKING_SCRIPT")),t.style.backgroundColor="var(--interactive-normal)";break;case"INSTALL":t.setText(t$d("INSTALL_SCRIPT")),t.style.backgroundColor="var(--interactive-accent)";break;case"UPTODATE":t.setText(t$d("UPTODATE_SCRIPT")),t.style.backgroundColor="var(--interactive-normal)";break;case"UPDATE":t.setText(t$d("UPDATE_SCRIPT")),t.style.backgroundColor="var(--interactive-success)",i&&(i.style.display=null);break;case"ERROR":t.setText(t$d("UNABLETOCHECK_SCRIPT")),t.style.backgroundColor="var(--interactive-normal)"}};t.addClass("mod-muted");let n=e;try{n=decodeURI(e)}catch(t){errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",source:e,error:t})}const s=n.substring(n.lastIndexOf("/")+1),r=`${this.settings.scriptFolderPath}/${SCRIPT_INSTALL_FOLDER}`,o=this.app.vault.getFiles().filter((e=>e.path.startsWith(r)&&e.name===s)).sort(((e,t)=>e.path>t.path?1:-1));let l=o[0];const c=l?.path??`${r}/${s}`,d=getIMGFilename(c,"svg");let h=this.app.vault.getAbstractFileByPath(d);if(a(l?"CHECKING":"INSTALL"),t.onclick=async()=>{const t=async(e,t,i)=>{const a=await obsidian_module.request({url:e});return!a||a.startsWith("404: Not Found")?null:await createOrOverwriteFile(this.app,t?.path??i,a)};try{if(l=await t(e,l,c),!l)throw a("ERROR"),"File not found";h=await t(getIMGFilename(e,"svg"),h,d),a("UPTODATE"),0===Object.keys(this.scriptEngine.scriptIconMap).length&&this.scriptEngine.loadScripts();const i=async()=>{if(!(this.scriptEngine&&l instanceof obsidian_module.TFile))return;const e=this.scriptEngine.getScriptName(l),t=ExcalidrawSidepanelView.getExisting(!1);if(t&&e&&t.getTabByScript(e))try{await t.restartTabForScript(e)}catch(t){errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.restartSidepanelTab",error:t,scriptName:e})}};await i(),new obsidian_module.Notice(`Installed: ${l.basename}`)}catch(e){new obsidian_module.Notice(`Error installing script: ${s}`),errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",error:e})}},i&&(i.onclick=t.onclick),!(l&&l instanceof obsidian_module.TFile))return;const p=new Map;JSON.parse(await obsidian_module.request({url:"https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/directory-info.json"})).forEach((e=>p.set(e.fname,e.mtime)));const u=(e,t)=>{if(0===p.size||!p.has(e))return"ERROR";const i=p.get(e);return!t||i>t.stat.mtime?"UPDATE":"UPTODATE"},m=u(s,l),g=u(getIMGFilename(s,"svg"),h&&h instanceof obsidian_module.TFile?h:null);a("UPTODATE"===m&&"UPTODATE"===g||"UPTODATE"===m&&"ERROR"===g?"UPTODATE":"ERROR"===m?"ERROR":"UPDATE"===m||"UPDATE"===g?"UPDATE":"UPTODATE")}))};this.registerMarkdownCodeBlockProcessor(SCRIPT_INSTALL_CODEBLOCK,(async(t,i)=>{i.addEventListener(RERENDER_EVENT,(async a=>{a.stopPropagation(),i.empty(),e(t,i)})),e(t,i)}))}addMarkdownPostProcessor(){initializeMarkdownPostProcessor(this),this.registerMarkdownPostProcessor(markdownPostProcessor),this.app.workspace.onLayoutReady((async()=>{await this.awaitInit(),this.registerEvent(this.app.workspace.on("hover-link",hoverEvent)),this.app.vault.getFiles().some((e=>"excalidraw"===e.extension))&&this.enableLegacyFilePopoverObserver()}))}enableLegacyFilePopoverObserver(){this.legacyExcalidrawPopoverObserver||(this.legacyExcalidrawPopoverObserver=legacyExcalidrawPopoverObserver,this.legacyExcalidrawPopoverObserver.observe(document.body,{childList:!0,subtree:!1}))}async actionRibbonClick(e){this.createAndOpenDrawing(getDrawingFilename(this.settings),linkClickModifierType(emulateCTRLClickForLinks(e)))}async convertSingleExcalidrawToMD(e,t=!1,i=!1){const a=await this.app.vault.read(e),n=e.name.substring(0,e.name.lastIndexOf(".excalidraw"))+(t?".md":".excalidraw.md"),s=getNewUniqueFilepath(this.app.vault,n,obsidian_module.normalizePath(e.path.substring(0,e.path.lastIndexOf(e.name))));log$2(s);const r=await createOrOverwriteFile(this.app,s,FRONTMATTER+await this.fileManager.exportSceneToMD(a,!1));return this.settings.keepInSync&&EXPORT_TYPES.forEach((t=>{const i=e.path.substring(0,e.path.lastIndexOf(".excalidraw"))+t,a=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(i));if(a&&a instanceof obsidian_module.TFile){const e=s.substring(0,s.lastIndexOf(".md"))+t;this.app.fileManager.renameFile(a,e)}})),i||this.app.vault.delete(e),r}async convertExcalidrawToMD(e=!1,t=!1){const i=this.app.vault.getFiles().filter((e=>"excalidraw"==e.extension));for(const a of i)this.convertSingleExcalidrawToMD(a,e,t);new obsidian_module.Notice(`Converted ${i.length} files.`)}registerMonkeyPatches(){this.register(around(obsidian_module.Workspace.prototype,{getActiveViewOfType:t=>dedupe("https://github.com/zsviczian/obsidian-excalidraw-plugin/issues",t,(function(...i){const a=t&&t.apply(this,i),n=e.app?.workspace?.activeLeaf?.view;if(!(n&&n instanceof ExcalidrawView))return a;if(!isCallerFromTemplaterPlugin((new Error).stack))return a;const s=n.getActiveEmbeddable();return s&&s.node&&s.node.isEditing?{file:s.node.file,editor:s.node.child.editor}:a}))})),this.app.plugins.plugins?.["obsidian-hover-editor"]||this.register(around(obsidian_module.WorkspaceLeaf.prototype,{getRoot:e=>function(){const t=e.call(this);return t.getRoot===this.getRoot?t:t.getRoot()}}));const e=this;this.register(around(obsidian_module.WorkspaceLeaf.prototype,{detach:t=>function(){const i=this.view?.getState();return i?.file&&e.excalidrawFileModes[this.id||i.file]&&delete e.excalidrawFileModes[this.id||i.file],t.apply(this)},setViewState:t=>function(i,...a){const n=e._loaded&&"markdown"===i.type&&i.state?.file;if(n&&"markdown"!==e.excalidrawFileModes[this.id||i.state.file]){const n=i.state.file;if(e.forceToOpenInMarkdownFilepath!==n&&fileShouldDefaultAsExcalidraw(n,this.app)){const s={...i,type:VIEW_TYPE_EXCALIDRAW};return e.excalidrawFileModes[n]=VIEW_TYPE_EXCALIDRAW,t.apply(this,[s,...a])}e.forceToOpenInMarkdownFilepath=null}if(n){const t=this;setTimeout((async()=>{t&&t.view&&t.view instanceof obsidian_module.MarkdownView&&t.view.file&&e.isExcalidrawFile(t.view.file)&&foldExcalidrawSection(t.view)}),500)}return t.apply(this,[i,...a])}}))}async runStartupScript(){if(!this.settings.startupScriptPath||""===this.settings.startupScriptPath)return;const e=this.settings.startupScriptPath.endsWith(".md")?this.settings.startupScriptPath:`${this.settings.startupScriptPath}.md`,t=this.app.vault.getAbstractFileByPath(e);if(!(t&&t instanceof obsidian_module.TFile))return void new obsidian_module.Notice(`Startup script not found: ${e}`);const i=await this.app.vault.read(t),a=Object.getPrototypeOf((async()=>{})).constructor;try{await new a("ea",i)(this.ea)}catch(e){new obsidian_module.Notice(`Error running startup script: ${e}`)}}getLastActivePDFPageLink(e){if(!this.lastPDFLeafID)return;const t=this.app.workspace.getLeafById(this.lastPDFLeafID);if(!t||!t.view||"pdf"!==t.view.getViewType())return;const i=t.view,a=i.file,n=i.viewer.child.pdfViewer.page;return a&&n?this.app.metadataCache.fileToLinktext(a,e?.path,!1)+`#page=${n}`:void 0}async activeLeafChangeEventHandler(e){this.eventManager.onActiveLeafChangeHandler(e)}setDebounceActiveLeafChangeHandler(){this.eventManager.setDebounceActiveLeafChangeHandler()}getPathForFile(e){let t="";const{webUtils:i}=require("electron");return i&&i.getPathForFile&&(t=i.getPathForFile(e)),t}registerHotkeyOverrides(){if(this.popScope&&(this.popScope(),this.popScope=null),!this.activeExcalidrawView)return;const e=this.app.keymap.getRootScope(),t=this.settings.modifierKeyOverrides.map((t=>e.register(t.modifiers,t.key,(()=>!0))));t.forEach((()=>e.keys.unshift(e.keys.pop())));const i=e.register(["Mod"],"f",(()=>!0));e.keys.unshift(e.keys.pop());const a=this.commandManager?.forceSaveCommand,n=a&&"s"===a.hotkeys[0].key&&a.hotkeys[0].modifiers.includes("Ctrl")?e.register(["Ctrl"],"s",(()=>this.forceSaveActiveView(!1))):void 0;n&&e.keys.unshift(e.keys.pop()),this.popScope=()=>{t.forEach((t=>e.unregister(t))),e.unregister(i),Boolean(n)&&e.unregister(n)}}async registerEventListeners(){await this.awaitInit();const e=this.app.metadataCache;e.getCachedFiles().forEach((t=>{const i=e.getCache(t)?.frontmatter;(i&&void 0!==i[FRONTMATTER_KEYS.plugin.name]||t.match(/\.excalidraw$/))&&this.fileManager.updateFileCache(this.app.vault.getAbstractFileByPath(t),i)}))}onunload(){ExcalidrawSidepanelView.onPluginUnload(this),getExcalidrawViews(this.app).forEach((({leaf:e})=>{this.setMarkdownView(e)})),versionUpdateCheckTimer&&window.clearTimeout(versionUpdateCheckTimer),this.scriptEngine&&(this.scriptEngine.destroy(),this.scriptEngine=null),imageCache&&imageCache.destroy(),this.stylesManager.destroy(),this.stylesManager=null,this.removeFonts(),this.eaInstances.forEach((e=>e?.destroy())),this.eaInstances.clear(),this.eaInstances=null,this.ea.destroy(),this.ea=null,window.ExcalidrawAutomate?.destroy(),delete window.ExcalidrawAutomate,this.popScope&&(this.popScope(),this.popScope=null),this.legacyExcalidrawPopoverObserver&&this.legacyExcalidrawPopoverObserver.disconnect(),this.observerManager.destroy(),this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.excalidrawConfig=null,this.editorHandler.destroy(),this.editorHandler=null,this.hover={linkText:null,sourcePath:null},this.fileManager.destroy(),this.equationsMaster.clear(),this.filesMaster.clear(),this.mermaidsMaster.clear(),this.activeExcalidrawView=null,this.lastActiveExcalidrawFilePath=null,this.settings=null,clearMathJaxVariables(),delete window.PolyBool,this.packageManager.destroy(),this.commandManager?.destroy(),this.eventManager.destroy(),terminateCompressionWorker()}async loadSettings(e={applyLefthandedMode:!0,reEnableAutosave:!1}){void 0===e.applyLefthandedMode&&(e.applyLefthandedMode=!0),void 0===e.reEnableAutosave&&(e.reEnableAutosave=!1),this.settings=Object.assign({},DEFAULT_SETTINGS,await this.loadData()),this.settings.previewImageType||(void 0===this.settings.displaySVGInPreview?this.settings.previewImageType=PreviewImageType.SVGIMG:this.settings.previewImageType=this.settings.displaySVGInPreview?PreviewImageType.SVGIMG:PreviewImageType.PNG),e.applyLefthandedMode&&setLeftHandedMode(this.settings.isLeftHanded),e.reEnableAutosave&&(this.settings.autosave=!0),setDebugging(this.settings.isDebugMode)}async saveSettings(){await this.saveData(this.settings)}async openSidepanel(e=!0){return ExcalidrawSidepanelView.getOrCreate(this,e)}getStencilLibrary(){return""===this.settings.library||"deprecated"===this.settings.library?this.settings.library2:JSON_parse(this.settings.library)}async setStencilLibrary(e){this.settings.library="deprecated",JSON.stringify(this.settings.library2)!==JSON.stringify(e)&&(this.settings.library2=e,await this.saveSettings())}triggerEmbedUpdates(e){const t=new Set;this.app.workspace.getLeavesOfType("markdown").forEach((i=>{const a=DEVICE.isMobile?document:i.view.containerEl.ownerDocument;if(!a)return;if(t.has(a))return;t.add(a);const n=a.createEvent("Event");n.initEvent(RERENDER_EVENT,!0,!1),a.querySelectorAll(".excalidraw-embedded-img"+(e?`[fileSource='${e.replaceAll("'","\\'")}']`:"")).forEach((e=>e.dispatchEvent(n)))}))}async getBlankDrawing(){return await this.fileManager.getBlankDrawing()}async createDrawing(e,t,i){const a=await this.fileManager.createDrawing(e,t,i);if(Date.now()-this.loadTimestamp>1){const e=this.app.vault.getFiles().filter((e=>this.isExcalidrawFile(e))).length,t=e<200?"Bronze":e<750?"Silver":e<2e3?"Gold":"Platinum",{grip:i,decoration:a,blade:n}=SwordColors[t];this.settings.rank!==t&&(await this.loadSettings(),this.settings.rank!==t&&(this.settings.rank=t,await this.saveSettings(),new RankMessage(this.app,this,e,t,a,n,i).open()))}return a}async createAndOpenDrawing(e,t,i,a){const n=await this.createDrawing(e,i,a);return this.fileManager.openDrawing(n,t,!0,void 0,!0),n.path}async setMarkdownView(e,t){const i=e.view.getState();await e.setViewState({type:"markdown",state:i,popstate:!0},t||{focus:!0});const a=e.view;a instanceof obsidian_module.MarkdownView&&foldExcalidrawSection(a)}isExcalidrawFile(e){return this.fileManager.isExcalidrawFile(e)}openDrawing(e,t,i=!1,a,n=!1,s){this.fileManager.openDrawing(e,t,i,a,n,s)}async embedDrawing(e){return await this.fileManager.embedDrawing(e)}async exportLibrary(){return await this.fileManager.exportLibrary()}async renameEventHandler(e,t){this.fileManager.renameEventHandler(e,t)}async modifyEventHandler(e){this.fileManager.modifyEventHandler(e)}async deleteEventHandler(e){this.fileManager.deleteEventHandler(e)}addThemeObserver(){this.observerManager.addThemeObserver()}removeThemeObserver(){this.observerManager.removeThemeObserver()}addModalContainerObserver(){this.observerManager.addModalContainerObserver()}removeModalContainerObserver(){this.observerManager.removeModalContainerObserver()}experimentalFileTypeDisplayToggle(e){this.observerManager.experimentalFileTypeDisplayToggle(e)}getPackage(e){return this.packageManager.getPackage(e)}deletePackage(e){this.packageManager.deletePackage(e)}get taskbone(){return this.commandManager?.taskbone}get insertImageDialog(){return this.commandManager?.insertImageDialog}get insertMDDialog(){return this.commandManager?.insertMDDialog}get insertLinkDialog(){return this.commandManager?.insertLinkDialog}get importSVGDialog(){return this.commandManager?.importSVGDialog}isRecentSplitViewSwitch(){return this.eventManager.isRecentSplitViewSwitch()}get leafChangeTimeout(){return this.eventManager.leafChangeTimeout}clearLeafChangeTimeout(){this.eventManager.leafChangeTimeout=null}updateFileCache(e,t){this.fileManager.updateFileCache(e,t)}runAction(e){if(this.activeExcalidrawView)switch(e){case"anyFile":this.activeExcalidrawView.setCurrentPositionToCenter(),new UniversalInsertFileModal(this,this.activeExcalidrawView).open();break;case"LaTeX":insertLaTeXToView(this.activeExcalidrawView,!0);break;case"card":this.activeExcalidrawView.insertBackOfTheNoteCard(!0)}}getLabel(e){return t$d(e)}getObsidianDevice(){return DEVICE}getHighlightColor(e,t=1){return getHighlightColor(this.ea,e,t)}attachInlineLinkSuggester(e,t,i,a=!0){return new InlineLinkSuggester(this.app,this,e,(()=>(this.ea.setView(),this.ea.targetView?.file?.path)),t,a,i)}getPreferredUIMode(){return calculateUIModeValue(this.settings)}}module.exports=ExcalidrawPlugin;
 
 /* nosourcemap */
\ No newline at end of file
diff --git a/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/manifest.json b/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/manifest.json
index 0df5993..ee94146 100644
--- a/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/manifest.json
+++ b/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/manifest.json
@@ -1,12 +1,12 @@
 {
   "id": "obsidian-excalidraw-plugin",
   "name": "Excalidraw",
-  "version": "2.16.1",
+  "version": "2.20.5",
   "minAppVersion": "1.5.7",
-  "description": "An Obsidian plugin to edit and view Excalidraw drawings",
+  "description": "Sketch Your Mind. An Obsidian plugin to edit and view Excalidraw drawings. Enter the world of 4D Visual PKM.",
   "author": "Zsolt Viczian",
   "authorUrl": "https://excalidraw-obsidian.online",
   "fundingUrl": "https://ko-fi.com/zsolt",
   "helpUrl": "https://github.com/zsviczian/obsidian-excalidraw-plugin#readme",
   "isDesktopOnly": false
-}
\ No newline at end of file
+} 
\ No newline at end of file
diff --git a/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/styles.css b/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/styles.css
index e8b1284..090b439 100644
--- a/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/styles.css
+++ b/MyObsidianVault/.obsidian/plugins/obsidian-excalidraw-plugin/styles.css
@@ -1 +1 @@
-@font-face{font-family:Assistant;font-weight:400;src:url(https://unpkg.com/@zsviczian/excalidraw@0.17.6-2/dist/excalidraw-assets/Assistant-Regular.woff2) format("woff2");style:normal;display:swap}@font-face{font-family:Assistant;font-weight:500;src:url(https://unpkg.com/@zsviczian/excalidraw@0.17.6-2/dist/excalidraw-assets/Assistant-Medium.woff2) format("woff2");style:normal;display:swap}@font-face{font-family:Assistant;font-weight:600;src:url(https://unpkg.com/@zsviczian/excalidraw@0.17.6-2/dist/excalidraw-assets/Assistant-SemiBold.woff2) format("woff2");style:normal;display:swap}@font-face{font-family:Assistant;font-weight:700;src:url(https://unpkg.com/@zsviczian/excalidraw@0.17.6-2/dist/excalidraw-assets/Assistant-Bold.woff2) format("woff2");style:normal;display:swap}.excalidraw .ToolIcon{align-items:center;border-radius:var(--border-radius-lg);cursor:pointer;display:inline-flex;position:relative;-webkit-tap-highlight-color:rgba(0,0,0,0);-webkit-user-select:none;user-select:none}.excalidraw .ToolIcon__hidden{display:none!important}.excalidraw .ToolIcon.fillable .ToolIcon_type_checkbox:checked+.ToolIcon__icon,.excalidraw .ToolIcon.fillable .ToolIcon_type_radio:checked+.ToolIcon__icon{--icon-fill-color:var(--color-on-primary-container)}.excalidraw .ToolIcon.fillable .ToolIcon_type_checkbox:checked+.ToolIcon__icon svg,.excalidraw .ToolIcon.fillable .ToolIcon_type_radio:checked+.ToolIcon__icon svg{fill:var(--icon-fill-color)}.excalidraw .ToolIcon .ToolIcon_type_checkbox:checked+.ToolIcon__icon,.excalidraw .ToolIcon .ToolIcon_type_radio:checked+.ToolIcon__icon{background:var(--color-surface-primary-container);--keybinding-color:var(--color-on-primary-container);--icon-fill-color:var(--color-on-primary-container)}.excalidraw .ToolIcon .ToolIcon_type_checkbox:checked+.ToolIcon__icon svg,.excalidraw .ToolIcon .ToolIcon_type_radio:checked+.ToolIcon__icon svg{color:var(--color-on-primary-container)}.excalidraw .ToolIcon .ToolIcon__keybinding{bottom:4px;right:4px}.excalidraw .ToolIcon .ToolIcon__icon:hover{background:var(--button-hover-bg)}.excalidraw .ToolIcon .ToolIcon__icon:active{background:var(--button-hover-bg);border:1px solid var(--button-active-border)}.excalidraw .ToolIcon .ToolIcon__icon:active svg{color:var(--color-on-primary-container)}.excalidraw .ToolIcon .ToolIcon__icon[aria-disabled=true]{background:initial;border:none}.excalidraw .ToolIcon .ToolIcon__icon[aria-disabled=true] svg{color:var(--color-disabled)}.excalidraw .ToolIcon--plain{background-color:transparent}.excalidraw .ToolIcon--plain .ToolIcon__icon{height:2rem;width:2rem}.excalidraw .ToolIcon_type_checkbox,.excalidraw .ToolIcon_type_radio{opacity:0;pointer-events:none;position:absolute}.excalidraw .ToolIcon__icon{align-items:center;border-radius:var(--border-radius-lg);box-sizing:border-box;color:var(--icon-fill-color);display:flex;height:var(--default-button-size);justify-content:center;width:var(--default-button-size)}.excalidraw .ToolIcon__icon+.ToolIcon__label{margin-inline-start:0}.excalidraw .ToolIcon__icon svg{color:var(--icon-fill-color);height:var(--default-icon-size);position:relative;width:var(--default-icon-size)}.excalidraw .ToolIcon__label{align-items:center;color:var(--icon-fill-color);display:flex;font-family:var(--ui-font);margin:0 .8em;text-overflow:ellipsis}.excalidraw .ToolIcon__label .Spinner{margin-left:.6em}.excalidraw .ToolIcon_size_small .ToolIcon__icon{font-size:.8em;height:2rem;width:2rem}.excalidraw .Modal .ToolIcon_type_button,.excalidraw .ToolIcon_type_button{background-color:initial;border:none;font-size:inherit;margin:0;padding:0}.excalidraw .Modal .ToolIcon_type_button:focus-visible,.excalidraw .ToolIcon_type_button:focus-visible{box-shadow:0 0 0 2px var(--focus-highlight-color)}.excalidraw .Modal .ToolIcon_type_button.ToolIcon--selected,.excalidraw .ToolIcon_type_button.ToolIcon--selected{background-color:var(--button-gray-2)}.excalidraw .Modal .ToolIcon_type_button.ToolIcon--selected:active,.excalidraw .Modal .ToolIcon_type_button:active,.excalidraw .ToolIcon_type_button.ToolIcon--selected:active,.excalidraw .ToolIcon_type_button:active{background-color:var(--button-gray-3)}.excalidraw .Modal .ToolIcon_type_button:disabled,.excalidraw .ToolIcon_type_button:disabled{cursor:default}.excalidraw .Modal .ToolIcon_type_button:disabled:active,.excalidraw .Modal .ToolIcon_type_button:disabled:focus-visible,.excalidraw .Modal .ToolIcon_type_button:disabled:hover,.excalidraw .ToolIcon_type_button:disabled:active,.excalidraw .ToolIcon_type_button:disabled:focus-visible,.excalidraw .ToolIcon_type_button:disabled:hover{background-color:initial;border:none;box-shadow:none}.excalidraw .Modal .ToolIcon_type_button:disabled svg,.excalidraw .ToolIcon_type_button:disabled svg{color:var(--color-disabled)}.excalidraw .Modal .ToolIcon_type_button--show,.excalidraw .ToolIcon_type_button--show{visibility:visible}.excalidraw .Modal .ToolIcon_type_button--hide,.excalidraw .ToolIcon_type_button--hide{display:none!important}.excalidraw .ToolIcon_type_floating,.excalidraw .ToolIcon_type_floating:active,.excalidraw .ToolIcon_type_floating:hover{background-color:transparent}.excalidraw .ToolIcon_type_floating .ToolIcon__icon{background-color:var(--button-gray-1);height:2rem;width:2rem}.excalidraw .ToolIcon_type_floating .ToolIcon__icon:hover{background-color:var(--button-gray-2)}.excalidraw .ToolIcon_type_floating .ToolIcon__icon:active{background-color:var(--button-gray-3)}.excalidraw .ToolIcon__keybinding{bottom:2px;color:var(--keybinding-color);font-family:var(--ui-font);font-size:.625rem;position:absolute;right:3px;-webkit-user-select:none;user-select:none}:root[dir=ltr] .excalidraw .unlocked-icon{left:2px}:root[dir=rtl] .excalidraw .unlocked-icon{right:2px}.excalidraw .App-toolbar-container .ToolIcon__icon{height:var(--lg-button-size);width:var(--lg-button-size)}@media screen and (max-width:450px){.excalidraw .App-toolbar-container .ToolIcon__icon{height:1.8rem;width:1.8rem}}@media screen and (max-width:379px){.excalidraw .App-toolbar-container .ToolIcon__icon{height:1.5rem;width:1.5rem}}.excalidraw .App-toolbar-container .ToolIcon__icon svg{height:var(--lg-icon-size);width:var(--lg-icon-size)}.excalidraw .App-toolbar-container .ToolIcon__LaserPointer .ToolIcon__icon,.excalidraw .App-toolbar-container .ToolIcon__MagicButton .ToolIcon__icon{height:var(--default-button-size);width:var(--default-button-size)}.excalidraw .Spinner{align-items:center;display:flex;height:100%;justify-content:center;margin-left:auto;margin-right:auto;--spinner-color:var(--icon-fill-color)}.excalidraw .Spinner svg{animation:rotate 1.6s linear infinite;animation-delay:var(--spinner-delay);transform-origin:center center}.excalidraw .Spinner circle{stroke:var(--spinner-color);animation:dash 1.6s linear 0s infinite;stroke-linecap:round}@keyframes rotate{to{transform:rotate(1turn)}}@keyframes dash{0%{stroke-dasharray:1,300;stroke-dashoffset:0}50%{stroke-dasharray:150,300;stroke-dashoffset:-200}to{stroke-dasharray:1,300;stroke-dashoffset:-280}}.excalidraw button.standalone{align-items:center;background-color:var(--button-bg,var(--island-bg-color));border-color:var(--button-border,var(--default-border-color));border-radius:var(--border-radius-lg);border-style:solid;border-width:1px;box-sizing:border-box;color:var(--button-color,var(--color-on-surface));cursor:pointer;display:flex;font-family:var(--ui-font);height:var(--button-height,var(--default-button-size));justify-content:center;padding:0;width:var(--button-width,var(--default-button-size))}.excalidraw button.standalone svg{height:var(--button-height,var(--lg-icon-size));width:var(--button-width,var(--lg-icon-size))}.excalidraw button.standalone:hover{background-color:var(--button-hover-bg,var(--island-bg-color));border-color:var(--button-hover-border,var(--button-border,var(--default-border-color)));color:var(--button-hover-color,var(--button-color,var(--text-primary-color,inherit)))}.excalidraw button.standalone:active{background-color:var(--button-active-bg,var(--island-bg-color));border-color:var(--button-active-border,var(--color-primary-darkest))}.excalidraw button.standalone.active{background-color:var(--button-selected-bg,var(--color-surface-primary-container));border-color:var(--button-selected-border,var(--color-surface-primary-container))}.excalidraw button.standalone.active:hover{background-color:var(--button-selected-hover-bg,var(--color-surface-primary-container))}.excalidraw button.standalone.active svg{color:var(--button-color,var(--color-on-primary-container))}.excalidraw button.standalone svg{height:var(--default-icon-size);width:var(--default-icon-size)}.excalidraw button.standalone>*{pointer-events:none}.excalidraw .excalidraw-eye-dropper-backdrop,.excalidraw .excalidraw-eye-dropper-container{height:100%;position:absolute;touch-action:none;width:100%;z-index:var(--zIndex-eyeDropperBackdrop)}.excalidraw .excalidraw-eye-dropper-container{pointer-events:none}.excalidraw .excalidraw-eye-dropper-backdrop{pointer-events:all}.excalidraw .excalidraw-eye-dropper-preview{border:1px solid var(--default-border-color);border-radius:1rem;filter:var(--theme-filter);height:3rem;pointer-events:none;position:absolute;width:3rem;z-index:var(--zIndex-eyeDropperPreview)}.excalidraw .excalidraw-eye-dropper-trigger{border-radius:.5rem;color:var(--icon-fill-color);cursor:pointer;height:1.25rem;margin-left:-2px;margin-right:-4px;width:1.25rem}.excalidraw .excalidraw-eye-dropper-trigger:hover{background:var(--button-hover-bg)}.excalidraw .excalidraw-eye-dropper-trigger.selected{background:var(--color-primary-light);color:var(--color-primary)}.excalidraw .Island{--padding:0;background-color:var(--island-bg-color);border-radius:var(--border-radius-lg);box-shadow:var(--shadow-island);box-sizing:border-box;padding:calc(var(--padding)*var(--space-factor));position:relative;transition:box-shadow .5s ease-in-out}.excalidraw .Island.zen-mode{box-shadow:none}.excalidraw .focus-visible-none:focus-visible{outline:none!important}.excalidraw .color-picker__heading{font-size:.75rem;padding:0 .5rem;text-align:left}.excalidraw .color-picker-container{align-items:center;display:grid;grid-template-columns:1fr 20px 1.625rem;padding:.25rem 0}.excalidraw--mobile.excalidraw .color-picker-container{max-width:11rem}.excalidraw .color-picker-container.color-picker-container--no-top-picks{display:flex;grid-template-columns:unset;justify-content:center}.excalidraw .color-picker__top-picks{align-items:center;display:flex;justify-content:space-between}.excalidraw .color-picker__button{--radius:4px;--size:1.375rem;background-color:var(--swatch-color);background-position:0;border:0;border-radius:var(--radius);box-sizing:border-box;filter:var(--theme-filter);font-family:inherit;height:var(--size);margin:0;padding:0;position:relative;width:var(--size)}.excalidraw .color-picker__button.has-outline{box-shadow:inset 0 0 0 1px #d9d9d9}.excalidraw .color-picker__button:hover:not(.active):not(.color-picker__button--large){transform:scale(1.075)}.excalidraw .color-picker__button:hover:not(.active).color-picker__button--large:after{border-radius:var(--radius);bottom:-1px;box-shadow:0 0 0 1px var(--color-gray-30);content:"";filter:var(--theme-filter);left:-1px;position:absolute;right:-1px;top:-1px}.excalidraw .color-picker__button .color-picker__button-outline{align-items:center;display:flex;justify-content:center}.excalidraw .color-picker__button .color-picker__button-outline svg{color:var(--color-gray-60);height:1.25rem;width:1.25rem}.excalidraw .color-picker__button .color-picker__button-background{align-items:center;display:flex;justify-content:center}.excalidraw .color-picker__button .color-picker__button-background svg{height:100%;width:100%}.excalidraw .color-picker__button.active .color-picker__button-outline{position:absolute;--offset:-1px;border-radius:var(--radius);bottom:var(--offset);box-shadow:0 0 0 1px var(--color-primary-darkest);filter:var(--theme-filter);left:var(--offset);right:var(--offset);top:var(--offset);z-index:1}.excalidraw .color-picker__button:focus-visible{outline:none}.excalidraw .color-picker__button:focus-visible:after{border:3px solid var(--focus-highlight-color);border-radius:calc(var(--radius) + 1px);bottom:-4px;content:"";left:-4px;position:absolute;right:-4px;top:-4px}.excalidraw .color-picker__button:focus-visible.active .color-picker__button-outline{display:none}.excalidraw .color-picker__button--large{--radius:0.5rem;height:1.875rem;width:1.875rem}.excalidraw .color-picker__button.is-transparent{background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAMUlEQVQ4T2NkYGAQYcAP3uCTZhw1gGGYhAGBZIA/nYDCgBDAm9BGDWAAJyRCgLaBCAAgXwixzAS0pgAAAABJRU5ErkJggg==)}.excalidraw .color-picker__button--no-focus-visible{border:0}.excalidraw .color-picker__button--no-focus-visible:after{display:none}.excalidraw .color-picker__button--no-focus-visible:focus-visible{outline:none!important}.excalidraw .color-picker__button.active-color{border-radius:calc(var(--radius) + 1px);height:1.625rem;width:1.625rem}.excalidraw .color-picker__button__hotkey-label{bottom:3px;filter:none;font-size:11px;font-weight:500;position:absolute;right:5px}.excalidraw .color-picker{background:var(--popup-bg-color);border:0 solid hsla(0,0%,100%,.25);border-radius:4px;box-shadow:0 1px 4px rgba(0,0,0,.25);position:absolute}:root[dir=ltr] .excalidraw .color-picker{left:-5.5px}:root[dir=rtl] .excalidraw .color-picker{right:-5.5px}.excalidraw .color-picker-control-container{align-items:center;column-gap:.5rem;display:grid;grid-template-columns:auto 1fr}.excalidraw .color-picker-control-container+.popover{position:static}.excalidraw .color-picker-popover-container{margin-top:-.25rem}:root[dir=ltr] .excalidraw .color-picker-popover-container{margin-left:.5rem}:root[dir=rtl] .excalidraw .color-picker-popover-container{margin-left:-3rem}.excalidraw .color-picker-triangle{border-color:transparent transparent var(--popup-bg-color);border-style:solid;border-width:0 9px 10px;height:0;position:absolute;top:10px;width:0}:root[dir=ltr] .excalidraw .color-picker-triangle{left:-14px;transform:rotate(270deg)}:root[dir=rtl] .excalidraw .color-picker-triangle{right:-14px;transform:rotate(90deg)}.excalidraw .color-picker-triangle-shadow{border-color:transparent transparent rgba(0,0,0,.1)}:root[dir=ltr] .excalidraw .color-picker-triangle-shadow{left:-14px}:root[dir=rtl] .excalidraw .color-picker-triangle-shadow{right:-16px}.excalidraw .color-picker-content{display:flex;flex-direction:column;gap:.75rem;max-height:none;outline:none}.excalidraw .color-picker-content--default{display:grid;grid-template-columns:repeat(5,1.875rem);padding:.5rem;grid-gap:.25rem;border-radius:4px}.excalidraw .color-picker-content--default:focus{box-shadow:0 0 0 2px var(--focus-highlight-color);outline:none}.excalidraw .color-picker-content--canvas{display:flex;flex-direction:column;padding:.25rem}.excalidraw .color-picker-content--canvas-title{color:#868e96;font-size:12px;padding:0 .25rem}.excalidraw .color-picker-content--canvas-colors{padding:.5rem 0}.excalidraw .color-picker-content--canvas-colors .color-picker-swatch{margin:0 .25rem}.excalidraw .color-picker-content .color-input-container{grid-column:1/span 5}.excalidraw .color-picker-swatch{background-color:currentColor!important;border:1px solid #ddd;border-radius:4px;box-sizing:border-box;cursor:pointer;filter:var(--theme-filter);height:1.875rem;margin:0;position:relative;width:1.875rem}.excalidraw .color-picker-swatch:focus{border-color:var(--select-highlight-color);box-shadow:0 0 4px 1px currentColor}.excalidraw .color-picker-transparent{border-radius:4px;bottom:0;box-shadow:inset 0 0 0 1px rgba(0,0,0,.1);left:0;position:absolute;right:0;top:0}.excalidraw .color-picker-label-swatch,.excalidraw .color-picker-transparent{background:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAMUlEQVQ4T2NkYGAQYcAP3uCTZhw1gGGYhAGBZIA/nYDCgBDAm9BGDWAAJyRCgLaBCAAgXwixzAS0pgAAAABJRU5ErkJggg==) 0}.excalidraw .color-picker-hash{align-items:center;border:1px solid var(--default-border-color);border-right:0;box-sizing:border-box;color:var(--input-label-color);display:flex;flex-shrink:0;height:var(--default-button-size);justify-content:center;padding:.5rem .5rem .5rem .75rem;position:relative}:root[dir=ltr] .excalidraw .color-picker-hash{border-radius:var(--border-radius-lg) 0 0 var(--border-radius-lg)}:root[dir=rtl] .excalidraw .color-picker-hash{border-left:0;border-radius:0 var(--border-radius-lg) var(--border-radius-lg) 0;border-right:1px solid var(--default-border-color)}.excalidraw .color-input-container{display:flex}.excalidraw .color-input-container:focus-within{border-radius:var(--border-radius-lg);box-shadow:0 0 0 1px var(--color-primary-darkest)}.excalidraw .color-picker__input-label{align-items:center;border:1px solid var(--default-border-color);border-radius:8px;box-sizing:border-box;display:grid;gap:8px;grid-template-columns:auto 1fr auto auto auto;margin:8px;padding:0 12px}.excalidraw .color-picker__input-label:focus-within{border-radius:var(--border-radius-lg);box-shadow:0 0 0 1px var(--color-primary-darkest)}.excalidraw .color-picker__input-hash{padding:0 .25rem}.excalidraw .color-picker-input{-webkit-appearance:none;appearance:none;background-color:transparent;border:0;border:1px solid var(--default-border-color);border-left:0;box-sizing:border-box;color:var(--text-primary-color);font-family:inherit;font-size:.875rem;height:var(--default-button-size);letter-spacing:.4px;margin:0;outline:none;padding:.5rem .5rem .5rem .25rem;width:100%}:root[dir=ltr] .excalidraw .color-picker-input{border-radius:0 var(--border-radius-lg) var(--border-radius-lg) 0}:root[dir=rtl] .excalidraw .color-picker-input{border-left:1px solid var(--default-border-color);border-radius:var(--border-radius-lg) 0 0 var(--border-radius-lg);border-right:0}.excalidraw .color-picker-input:focus-visible{box-shadow:none}.excalidraw .color-picker-label-swatch-container{border:1px solid var(--default-border-color);border-radius:var(--border-radius-lg);box-sizing:border-box;height:var(--default-button-size);overflow:hidden;width:var(--default-button-size)}.excalidraw .color-picker-label-swatch{align-items:center;background-color:var(--button-bg,var(--island-bg-color));background-color:var(--swatch-color)!important;border-color:var(--button-border,var(--default-border-color));border-radius:var(--border-radius-lg);border-style:solid;border-width:1px;border:0!important;box-sizing:border-box;color:var(--button-color,var(--color-on-surface));cursor:pointer;display:flex;filter:var(--theme-filter);font-family:var(--ui-font);height:var(--button-height,var(--default-button-size));justify-content:center;overflow:hidden;padding:.625rem;position:relative;width:var(--button-width,var(--default-button-size))}.excalidraw .color-picker-label-swatch svg{height:var(--button-height,var(--lg-icon-size));width:var(--button-width,var(--lg-icon-size))}.excalidraw .color-picker-label-swatch:hover{background-color:var(--button-hover-bg,var(--island-bg-color));border-color:var(--button-hover-border,var(--button-border,var(--default-border-color)));color:var(--button-hover-color,var(--button-color,var(--text-primary-color,inherit)))}.excalidraw .color-picker-label-swatch:active{background-color:var(--button-active-bg,var(--island-bg-color));border-color:var(--button-active-border,var(--color-primary-darkest))}.excalidraw .color-picker-label-swatch.active{background-color:var(--button-selected-bg,var(--color-surface-primary-container));border-color:var(--button-selected-border,var(--color-surface-primary-container))}.excalidraw .color-picker-label-swatch.active:hover{background-color:var(--button-selected-hover-bg,var(--color-surface-primary-container))}.excalidraw .color-picker-label-swatch.active svg{color:var(--button-color,var(--color-on-primary-container))}.excalidraw 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.color-picker-keybinding{color:#000}.excalidraw{--list-border-color:var(--color-gray-20)}.excalidraw .QuickSearch__wrapper{border-bottom:1px solid var(--list-border-color);height:2.6rem;position:relative}.excalidraw .QuickSearch__wrapper svg{color:var(--color-gray-40);height:1.25rem;left:.75rem;position:absolute;top:47.5%;transform:translateY(-50%);width:1.25rem;z-index:1}.excalidraw.theme--dark{--list-border-color:var(--color-gray-80)}.excalidraw.theme--dark .QuickSearch__wrapper{border-bottom:none}.excalidraw .QuickSearch__input{border:0!important;box-sizing:border-box;font-size:.875rem;left:0;padding-left:2.5rem!important;padding-right:.75rem!important;position:absolute;top:0;width:100%}.excalidraw .QuickSearch__input::placeholder{color:var(--color-gray-40)}.excalidraw .QuickSearch__input:focus{box-shadow:none!important}.excalidraw .ScrollableList__wrapper{border:none;font-size:.875rem;overflow-y:auto;position:static!important}.excalidraw .ScrollableList__wrapper>.empty,.excalidraw .ScrollableList__wrapper>.hint{align-items:center;color:var(--color-gray-60);display:flex;font-size:.75rem;justify-content:center;line-height:150%;overflow:hidden;padding:.5rem;text-align:center}.excalidraw .FontPicker__container{align-items:center;display:grid;grid-template-columns:calc(1rem + var(--default-button-size)*3) 1rem 1fr}.excalidraw--mobile.excalidraw .FontPicker__container{max-width:calc(2rem + var(--default-button-size)*4)}.excalidraw .FontPicker__container--compact{display:block;grid-template-columns:none}.excalidraw .picker{background:var(--popup-bg-color);border:0 solid hsla(0,0%,100%,.25);border-radius:4px;box-shadow:var(--shadow-island);padding:.5rem;position:absolute}:root[dir=rtl] .excalidraw .picker{padding:.4rem}.excalidraw .picker button,.excalidraw .picker-container button{align-items:center;display:flex;justify-content:center;position:relative}.excalidraw .picker button:focus-visible,.excalidraw .picker-container 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.Checkbox-box:not(:focus){box-shadow:0 0 0 2px #4dabf7}.excalidraw .Checkbox:hover:not(.is-checked) .Checkbox-box:not(:focus) svg{display:block;opacity:.3}.excalidraw .Checkbox:active .Checkbox-box{box-shadow:inset 0 0 2px 1px #1c7ed6!important}.excalidraw .Checkbox:hover .Checkbox-box{background-color:rgba(208,235,255,.2)}.excalidraw .Checkbox.is-checked .Checkbox-box{background-color:#d0ebff}.excalidraw .Checkbox.is-checked .Checkbox-box svg{display:block}.excalidraw .Checkbox.is-checked:hover .Checkbox-box{background-color:#a5d8ff}.excalidraw .Checkbox .Checkbox-box{align-items:center;background-color:transparent;border:0;border-radius:4px;box-shadow:0 0 0 2px #1c7ed6;color:#1c7ed6;display:flex;flex:0 0 auto;height:22px;justify-content:center;margin:0 1em;padding:0;width:22px}.excalidraw .Checkbox .Checkbox-box:focus{box-shadow:0 0 0 3px #1c7ed6}.excalidraw .Checkbox .Checkbox-box svg{display:none;height:16px;width:16px;stroke-width:3px}.excalidraw .Checkbox 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UI,Roboto,Helvetica,Arial,sans-serif;border-radius:6px;box-sizing:border-box;font-family:var(--ui-font);padding:8px;pointer-events:none;position:absolute;z-index:var(--zIndex-popup);word-wrap:break-word;background:#000;color:#fff;display:none;font-size:13px;font-weight:500;line-height:1.5;text-align:center}.excalidraw-tooltip.excalidraw-tooltip--visible{display:block}.excalidraw-tooltip-wrapper{display:flex}.excalidraw-tooltip-icon{display:flex;height:.9em;margin-left:5px;margin-top:1px;width:.9em}.excalidraw--mobile.excalidraw-tooltip-icon{display:none}.excalidraw .Avatar{align-items:center;border-radius:100%;color:var(--color-gray-90);cursor:pointer;display:flex;flex:0 0 auto;font-size:.75rem;font-weight:700;height:var(--avatar-size,1.5rem);justify-content:center;line-height:1;outline-offset:2px;position:relative;width:var(--avatar-size,1.5rem)}.excalidraw .Avatar:active{transform:scale(.94)}.excalidraw .Avatar-img{border-radius:100%;height:100%;width:100%}.excalidraw 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.ttd-dialog-triggers{border-bottom:1px solid var(--color-surface-high);margin-bottom:1.5rem;padding-inline:2.5rem}.excalidraw .ttd-dialog-content{display:flex;flex-direction:column;height:100%;padding-inline:2.5rem}.excalidraw .ttd-dialog-content[hidden]{display:none}.excalidraw .ttd-dialog-input{border:1px solid var(--dialog-border-color);border-radius:var(--border-radius-lg);box-sizing:border-box;font-family:monospace;height:10rem;padding:.85rem;resize:none;text-wrap:wrap!important;white-space:pre-wrap;width:auto}@media screen and (min-width:861px){.excalidraw .ttd-dialog-input{height:100%;width:100%}}.excalidraw .ttd-dialog-output-wrapper{align-items:center;background:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAMUlEQVQ4T2NkYGAQYcAP3uCTZhw1gGGYhAGBZIA/nYDCgBDAm9BGDWAAJyRCgLaBCAAgXwixzAS0pgAAAABJRU5ErkJggg==) 0;border:1px solid var(--dialog-border-color);border-radius:var(--border-radius-lg);box-sizing:border-box;display:flex;flex-grow:1;height:400px;justify-content:center;padding:.85rem;position:relative;width:auto}@media screen and (min-width:861px){.excalidraw .ttd-dialog-output-wrapper{height:200px;width:100%}}.excalidraw .ttd-dialog-output-wrapper canvas{max-height:100%;max-width:100%}.excalidraw .ttd-dialog-output-canvas-container{align-items:center;display:flex;flex-grow:1;height:100%;justify-content:center;width:100%}.excalidraw .ttd-dialog-output-error{color:red;font-size:30px;font-weight:700;height:100%;max-height:100%;overflow:auto;position:absolute;text-align:center;width:100%;word-break:break-word;z-index:10}.excalidraw .ttd-dialog-output-error p{font-family:Cascadia;font-size:.875rem;font-weight:500;padding:0 10px;text-align:left;white-space:pre-wrap}.excalidraw .ttd-dialog-panels{height:100%}@media screen and (min-width:861px){.excalidraw .ttd-dialog-panels{display:grid;gap:4rem;grid-template-columns:1fr 1fr}}.excalidraw .ttd-dialog-panel{display:flex;flex-direction:column;width:100%}.excalidraw .ttd-dialog-panel__header{align-items:center;display:flex;gap:1rem;margin:0 4px 4px}.excalidraw .ttd-dialog-panel__header label{font-size:14px;font-style:normal;font-weight:600}.excalidraw .ttd-dialog-panel:first-child .ttd-dialog-panel-button-container:not(.invisible){margin-bottom:4rem}@media screen and (min-width:861px){.excalidraw .ttd-dialog-panel .ttd-dialog-panel-button-container:not(.invisible){margin-bottom:.5rem!important}}.excalidraw .ttd-dialog-panel textarea{border:1px solid var(--dialog-border-color);border-radius:var(--border-radius-lg);box-sizing:border-box;font-family:monospace;height:100%;padding:.85rem;resize:none;white-space:pre-wrap;width:100%}@media screen and (max-width:861px){.excalidraw .ttd-dialog-panel textarea{height:10rem;width:auto}}.excalidraw .ttd-dialog-panel-button-container{margin-bottom:.5rem;margin-top:1rem}.excalidraw .ttd-dialog-panel-button-container.invisible .ttd-dialog-panel-button{display:none}@media screen and (min-width:861px){.excalidraw .ttd-dialog-panel-button-container.invisible .ttd-dialog-panel-button{display:block;visibility:hidden}}.excalidraw .ttd-dialog-panel-button{position:relative}.excalidraw .ttd-dialog-panel-button.excalidraw-button{background-color:var(--color-primary);color:#fff;font-family:inherit;font-size:12px;font-weight:600;height:2.5rem;width:100%}.excalidraw .ttd-dialog-panel-button.excalidraw-button:hover{background-color:var(--color-primary-darker)}.excalidraw .ttd-dialog-panel-button.excalidraw-button:active{background-color:var(--color-primary-darkest)}.excalidraw .ttd-dialog-panel-button.excalidraw-button:disabled{cursor:not-allowed;opacity:.5}.excalidraw .ttd-dialog-panel-button.excalidraw-button:disabled:hover{background-color:var(--color-primary)}@media screen and (min-width:861px){.excalidraw .ttd-dialog-panel-button.excalidraw-button{min-width:7.5rem;width:auto}}.excalidraw.theme--dark.excalidraw .ttd-dialog-panel-button.excalidraw-button{color:var(--color-gray-100)}.excalidraw .ttd-dialog-panel-button div{display:contents}.excalidraw .ttd-dialog-panel-button div.invisible{visibility:hidden}.excalidraw .ttd-dialog-panel-button div.Spinner{display:flex!important;inset:0;position:absolute;--spinner-color:#fff}.excalidraw.theme--dark.excalidraw .ttd-dialog-panel-button div.Spinner{--spinner-color:var(--color-gray-100)}.excalidraw .ttd-dialog-panel-button div span{display:flex;padding-left:.5rem}.excalidraw .ttd-dialog-submit-shortcut{display:flex;font-size:.625rem;gap:.125rem;margin-inline-start:.5rem;opacity:.6}.excalidraw .ttd-dialog-submit-shortcut__key{border:1px solid gray;border-radius:4px;padding:2px 3px}.excalidraw .ElementLinkDialog{background-color:var(--island-bg-color);border-radius:10px;box-shadow:var(--shadow-island);display:flex;flex-direction:column;justify-content:space-between;left:var(--editor-container-padding);padding:1.5rem;position:absolute;top:var(--editor-container-padding);z-index:var(--zIndex-modal)}.excalidraw--mobile.excalidraw .ElementLinkDialog{box-sizing:border-box;left:0;margin-left:.5rem;margin-right:.5rem;width:calc(100% - 1rem);z-index:5}.excalidraw .ElementLinkDialog .ElementLinkDialog__header{margin-bottom:1.5rem}.excalidraw .ElementLinkDialog .ElementLinkDialog__header h2{margin-bottom:.5rem;margin-top:0}.excalidraw--mobile.excalidraw .ElementLinkDialog .ElementLinkDialog__header h2{font-size:1.25rem}.excalidraw .ElementLinkDialog .ElementLinkDialog__header p{margin:0}.excalidraw--mobile.excalidraw .ElementLinkDialog .ElementLinkDialog__header p{font-size:.875rem}.excalidraw--mobile.excalidraw .ElementLinkDialog .ElementLinkDialog__header{margin-bottom:1rem}.excalidraw .ElementLinkDialog .ElementLinkDialog__input{display:flex}.excalidraw .ElementLinkDialog .ElementLinkDialog__input .ElementLinkDialog__input-field{flex:1}.excalidraw .ElementLinkDialog .ElementLinkDialog__input .ElementLinkDialog__remove{color:#c92a2a;margin-left:1rem}.excalidraw .ElementLinkDialog .ElementLinkDialog__input .ElementLinkDialog__remove .ToolIcon__icon{height:2rem;width:2rem}.excalidraw .ElementLinkDialog .ElementLinkDialog__input .ElementLinkDialog__remove .ToolIcon__icon svg{color:#fa5252}.excalidraw .ElementLinkDialog .ElementLinkDialog__actions{display:flex;justify-content:flex-end;margin-top:1.5rem}.excalidraw--mobile.excalidraw .ElementLinkDialog .ElementLinkDialog__actions{font-size:.875rem;margin-top:1rem}.excalidraw .HelpDialog .Modal__content{max-width:960px}.excalidraw .HelpDialog h3{font-size:1.125rem;font-weight:700;margin:1.5rem 0}.excalidraw .HelpDialog__header{display:flex;flex-wrap:wrap;gap:.75rem}.excalidraw .HelpDialog__btn{--background:var(--color-surface-mid);align-items:center;background-color:var(--background);border:1px solid var(--background);border-radius:var(--border-radius-lg);color:var(--text-primary-color);column-gap:.5rem;display:flex;font-size:.75rem;font-weight:600;letter-spacing:.4px;padding:.625rem 1rem}.excalidraw.theme--dark.excalidraw .HelpDialog__btn{--background:var(--color-surface-high)}.excalidraw.theme--dark.excalidraw .HelpDialog__btn:hover{--background:#363541}.excalidraw .HelpDialog__btn:hover{--background:var(--color-surface-high);text-decoration:none}.excalidraw .HelpDialog__btn:active{border-color:var(--color-primary)}.excalidraw .HelpDialog__link-icon{line-height:0}.excalidraw .HelpDialog__link-icon svg{height:1rem;width:1rem}.excalidraw .HelpDialog__islands-container{display:grid;grid-column-gap:1.5rem;grid-row-gap:2rem}@media screen and (min-width:1024px){.excalidraw .HelpDialog__islands-container{grid-template-columns:1fr 1fr}.excalidraw .HelpDialog__island--tools{grid-area:1/1/2/2}.excalidraw .HelpDialog__island--view{grid-area:2/1/3/2}.excalidraw .HelpDialog__island--editor{grid-area:1/2/3/3}}.excalidraw .HelpDialog__island h4{font-size:1rem;font-weight:700;margin:0 0 .625rem}.excalidraw .HelpDialog__island-content{border:1px solid var(--dialog-border-color);border-radius:var(--border-radius-lg)}.excalidraw .HelpDialog__shortcut{align-items:center;border-bottom:1px solid var(--dialog-border-color);column-gap:.5rem;display:flex;font-size:.875rem;justify-content:space-between;padding:.375rem .75rem}.excalidraw .HelpDialog__shortcut:last-child{border-bottom:none}.excalidraw .HelpDialog__key-container{align-items:center;column-gap:.25rem;display:flex;flex-shrink:0}.excalidraw .HelpDialog__key{align-items:center;background-color:var(--color-primary-light);border-radius:var(--border-radius-md);box-sizing:border-box;display:flex;font-family:inherit;font-size:.625rem;line-height:1;padding:.5rem;word-break:keep-all}.excalidraw{--Switch-disabled-color:var(--color-border-outline);--Switch-disabled-toggled-background:var(--color-border-outline-variant);--Switch-disabled-border:var(--color-border-outline-variant);--Switch-track-background:var(--island-bg-color);--Switch-thumb-background:var(--color-on-surface);--Switch-hover-background:var(--color-brand-hover);--Switch-active-background:var(--color-brand-active)}.excalidraw .Switch{background:var(--Switch-track-background);border:1px solid var(--Switch-disabled-color);border-radius:12px;box-sizing:border-box;height:20px;position:relative;transition-duration:.15s;transition-property:background,border;transition-timing-function:ease-out;width:40px}.excalidraw .Switch:hover{background:var(--Switch-track-background);border:1px solid var(--Switch-hover-background)}.excalidraw .Switch:active{border:1px solid var(--Switch-active-background)}.excalidraw .Switch.toggled{background:var(--color-primary);border:1px solid var(--color-primary)}.excalidraw .Switch.toggled:hover{background:var(--color-primary-darker);border:1px solid var(--color-primary-darker)}.excalidraw .Switch.disabled{background:var(--Switch-track-background);border:1px solid var(--Switch-disabled-border)}.excalidraw .Switch.disabled.toggled{background:var(--Switch-disabled-toggled-background);border:1px solid var(--Switch-disabled-toggled-background)}.excalidraw .Switch:before{background:var(--Switch-thumb-background);border-radius:100%;box-sizing:border-box;content:"";display:block;height:10px;left:4px;pointer-events:none;position:absolute;top:4px;transition:all .15s ease-out;width:10px}.excalidraw .Switch:active:before{width:12px}.excalidraw .Switch.toggled:before{background:var(--Switch-track-background);height:14px;left:22px;top:2px;width:14px}.excalidraw .Switch.toggled:active:before{left:20px;width:16px}.excalidraw .Switch.disabled.toggled:before,.excalidraw .Switch.disabled:before{background:var(--Switch-disabled-color)}.excalidraw .Switch input{-webkit-appearance:none;appearance:none;border-radius:12px;cursor:pointer;height:100%;margin:0;width:100%}.excalidraw .Switch input:disabled{cursor:unset}.excalidraw{--ImageExportModal-preview-border:#d6d6d6}.excalidraw.theme--dark{--ImageExportModal-preview-border:#5c5c5c}.excalidraw .ImageExportModal{display:flex;flex-direction:row;justify-content:space-between;-webkit-user-select:none;user-select:none}.excalidraw .ImageExportModal h3{font-family:Assistant;font-size:1.313rem;font-style:normal;font-weight:700;line-height:130%;margin:0;padding:0}.excalidraw .ImageExportModal>h3,.excalidraw--mobile.excalidraw .ImageExportModal h3{display:none}.excalidraw--mobile.excalidraw .ImageExportModal>h3{display:block}.excalidraw--mobile.excalidraw .ImageExportModal{flex-direction:column;height:calc(100vh - 5rem)}.excalidraw .ImageExportModal__preview{align-items:center;box-sizing:border-box;display:flex;flex-direction:column;height:360px;margin-right:1.5rem;width:55%}.excalidraw--mobile.excalidraw .ImageExportModal__preview{flex-grow:1;height:unset;margin-right:unset;max-width:unset;width:100%}.excalidraw .ImageExportModal__preview__filename>input{margin-top:1rem}.excalidraw .ImageExportModal__preview__canvas{align-items:center;background:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAMUlEQVQ4T2NkYGAQYcAP3uCTZhw1gGGYhAGBZIA/nYDCgBDAm9BGDWAAJyRCgLaBCAAgXwixzAS0pgAAAABJRU5ErkJggg==) 0;border:1px solid var(--ImageExportModal-preview-border);border-radius:12px;box-sizing:border-box;display:flex;flex-grow:1;height:100%;justify-content:center;overflow:hidden;padding:1rem;width:100%}.excalidraw .ImageExportModal__preview__canvas>canvas{filter:none!important;max-height:calc(100% - 2rem);max-width:calc(100% - 2rem)}.excalidraw--mobile.excalidraw .ImageExportModal__preview__canvas>canvas{max-height:100%}.excalidraw--mobile.excalidraw .ImageExportModal__preview__canvas{margin-top:24px;max-width:unset}.excalidraw .ImageExportModal__settings{display:flex;flex-direction:column;flex-wrap:wrap;gap:18px}.excalidraw--mobile.excalidraw .ImageExportModal__settings{align-content:flex-start;flex-direction:row;gap:6px 34px;margin-left:unset;margin-top:1rem}.excalidraw .ImageExportModal__settings__setting{align-items:center;display:flex;flex-direction:row;justify-content:space-between}.excalidraw--mobile.excalidraw .ImageExportModal__settings__setting{align-items:start;flex-direction:column;height:52px;justify-content:unset}.excalidraw .ImageExportModal__settings__setting__label{align-items:center;display:flex;flex-direction:row;font-family:Assistant;font-size:1rem;font-weight:600;line-height:150%}.excalidraw .ImageExportModal__settings__setting__label svg{height:20px;margin-left:10px;width:20px}.excalidraw .ImageExportModal__settings__setting__content{align-items:center;display:flex;height:100%}.excalidraw .ImageExportModal__settings__buttons{align-content:flex-end;align-items:flex-end;display:flex;flex-direction:row;flex-grow:1;flex-wrap:wrap;gap:11px}.excalidraw--mobile.excalidraw .ImageExportModal__settings__buttons{flex-basis:100%;justify-content:center;padding-top:32px}.excalidraw .Card{align-items:center;display:flex;flex-direction:column;margin:1em;max-width:290px;text-align:center}.excalidraw .Card .Card-icon{background:var(--card-color);border-radius:50%;color:#fff;display:flex;flex:0 0 auto;font-size:2.6em;padding:1.4rem}.excalidraw .Card .Card-icon svg{height:2.8rem;width:2.8rem}.excalidraw .Card .Card-details{font-size:.96em;margin-bottom:auto;min-height:90px;padding:0 1em}.excalidraw .Card .Card-button.ToolIcon_type_button{background-color:var(--card-color);height:2.5rem;margin-bottom:.3em;margin-top:1em}.excalidraw .Card .Card-button.ToolIcon_type_button:hover{background-color:var(--card-color-darker)}.excalidraw .Card .Card-button.ToolIcon_type_button:active{background-color:var(--card-color-darkest)}.excalidraw .Card .Card-button.ToolIcon_type_button .ToolIcon__label{color:#fff}.excalidraw .Card .Card-button.ToolIcon_type_button .Spinner{--spinner-color:#fff}.excalidraw .ExportDialog__preview{--preview-padding:calc(var(--space-factor)*4);align-items:center;background:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAMUlEQVQ4T2NkYGAQYcAP3uCTZhw1gGGYhAGBZIA/nYDCgBDAm9BGDWAAJyRCgLaBCAAgXwixzAS0pgAAAABJRU5ErkJggg==) 0;display:flex;justify-content:center;margin-bottom:calc(var(--space-factor)*3);padding:var(--preview-padding);text-align:center}.excalidraw .ExportDialog__preview canvas{max-height:25rem;max-width:calc(100% - var(--preview-padding)*2)}.excalidraw.theme--dark .ExportDialog__preview canvas{filter:none}.excalidraw .ExportDialog__actions{display:flex;width:100%;grid-gap:calc(var(--space-factor)*2);align-items:top;justify-content:space-between}.excalidraw--mobile.excalidraw .ExportDialog{display:flex;flex-direction:column}.excalidraw--mobile.excalidraw .ExportDialog__actions{align-items:center;flex-direction:column}.excalidraw--mobile.excalidraw .ExportDialog__actions>*{margin-bottom:calc(var(--space-factor)*3)}.excalidraw--mobile.excalidraw .ExportDialog__preview canvas{max-height:30vh}.excalidraw--mobile.excalidraw .ExportDialog__dialog,.excalidraw--mobile.excalidraw .ExportDialog__dialog .Island{box-sizing:border-box;height:100%}.excalidraw--mobile.excalidraw .ExportDialog__dialog .Island{overflow-y:auto}.excalidraw .ExportDialog--json .ExportDialog-cards{display:grid;grid-template-columns:repeat(auto-fit,minmax(200px,1fr));justify-items:center;row-gap:2em}@media(max-width:460px){.excalidraw .ExportDialog--json .ExportDialog-cards{grid-template-columns:repeat(auto-fit,minmax(240px,1fr))}.excalidraw .ExportDialog--json .ExportDialog-cards .Card-details{min-height:40px}}.excalidraw .ExportDialog--json .ExportDialog-cards .ProjectName{align-items:flex-start;flex-direction:column;margin:1em auto;width:-moz-fit-content;width:fit-content}.excalidraw .ExportDialog--json .ExportDialog-cards .ProjectName .TextInput{width:auto}.excalidraw .ExportDialog--json .ExportDialog-cards .ProjectName-label{font-weight:700;margin:.625em 0}.excalidraw button.ExportDialog-imageExportButton{align-items:center;background-color:var(--button-color);border:0;border-radius:1rem;box-shadow:0 3px 5px -1px rgba(0,0,0,.28),0 6px 10px 0 rgba(0,0,0,.14);color:#fff;display:flex;font-family:Cascadia;font-size:1.8em;height:5rem;justify-content:center;margin:0 .2em;padding:0;width:5rem}.excalidraw button.ExportDialog-imageExportButton:hover{background-color:var(--button-color-darker)}.excalidraw button.ExportDialog-imageExportButton:active{background-color:var(--button-color-darkest);box-shadow:none}.excalidraw button.ExportDialog-imageExportButton svg{width:.9em}.excalidraw .layer-ui__wrapper.animate{transition:width .1s ease-in-out}.excalidraw .layer-ui__wrapper{height:100%;pointer-events:none;position:absolute;width:100%;z-index:var(--zIndex-layerUI)}.excalidraw .layer-ui__wrapper__top-right{display:flex;justify-content:flex-end;pointer-events:none!important;width:100%}.excalidraw .layer-ui__wrapper__top-right--compact{gap:.5rem}.excalidraw .layer-ui__wrapper__top-right>*{pointer-events:var(--ui-pointerEvents)}.excalidraw .layer-ui__wrapper__footer{width:100%}.excalidraw .layer-ui__wrapper__footer-right{display:flex;z-index:100}.excalidraw .layer-ui__wrapper .zen-mode-transition{transition:transform .5s ease-in-out}:root[dir=ltr] .excalidraw .layer-ui__wrapper .zen-mode-transition.transition-left{transform:translate(-999px)}:root[dir=ltr] .excalidraw .layer-ui__wrapper .zen-mode-transition.transition-right,:root[dir=rtl] .excalidraw .layer-ui__wrapper .zen-mode-transition.transition-left{transform:translate(999px)}:root[dir=rtl] .excalidraw .layer-ui__wrapper .zen-mode-transition.transition-right{transform:translate(-999px)}.excalidraw .layer-ui__wrapper .zen-mode-transition.layer-ui__wrapper__footer-left--transition-bottom{transform:translateY(92px)}.excalidraw .layer-ui__wrapper .disable-zen-mode{background-color:var(--island-bg-color);border:1px solid 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.color-picker-container{align-items:center;display:grid;grid-template-columns:1fr 20px 1.625rem;padding:.25rem 0}.excalidraw--mobile.excalidraw .color-picker-container{max-width:11rem}.excalidraw .color-picker-container.color-picker-container--no-top-picks{display:flex;grid-template-columns:unset;justify-content:center}.excalidraw .color-picker__top-picks{align-items:center;display:flex;justify-content:space-between}.excalidraw .color-picker__button{--radius:4px;--size:1.375rem;background-color:var(--swatch-color);background-position:0;border:0;border-radius:var(--radius);box-sizing:border-box;filter:var(--theme-filter);font-family:inherit;height:var(--size);margin:0;padding:0;position:relative;width:var(--size)}.excalidraw .color-picker__button.has-outline{box-shadow:inset 0 0 0 1px #d9d9d9}.excalidraw .color-picker__button:hover:not(.active):not(.color-picker__button--large){transform:scale(1.075)}.excalidraw .color-picker__button:hover:not(.active).color-picker__button--large:after{border-radius:var(--radius);bottom:-1px;box-shadow:0 0 0 1px var(--color-gray-30);content:"";filter:var(--theme-filter);left:-1px;position:absolute;right:-1px;top:-1px}.excalidraw .color-picker__button .color-picker__button-outline{align-items:center;display:flex;justify-content:center}.excalidraw .color-picker__button .color-picker__button-outline svg{color:var(--color-gray-60);height:1.25rem;width:1.25rem}.excalidraw .color-picker__button .color-picker__button-background{align-items:center;display:flex;justify-content:center}.excalidraw .color-picker__button .color-picker__button-background svg{height:100%;width:100%}.excalidraw .color-picker__button.active .color-picker__button-outline{position:absolute;--offset:-1px;border-radius:var(--radius);bottom:var(--offset);box-shadow:0 0 0 1px var(--color-primary-darkest);filter:var(--theme-filter);left:var(--offset);right:var(--offset);top:var(--offset);z-index:1}.excalidraw .color-picker__button:focus-visible{outline:none}.excalidraw .color-picker__button:focus-visible:after{border:3px solid var(--focus-highlight-color);border-radius:calc(var(--radius) + 1px);bottom:-4px;content:"";left:-4px;position:absolute;right:-4px;top:-4px}.excalidraw .color-picker__button:focus-visible.active .color-picker__button-outline{display:none}.excalidraw .color-picker__button--large{--radius:0.5rem;height:1.875rem;width:1.875rem}.excalidraw .color-picker__button.is-transparent{background-image:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAMUlEQVQ4T2NkYGAQYcAP3uCTZhw1gGGYhAGBZIA/nYDCgBDAm9BGDWAAJyRCgLaBCAAgXwixzAS0pgAAAABJRU5ErkJggg==)}.excalidraw .color-picker__button--no-focus-visible{border:0}.excalidraw .color-picker__button--no-focus-visible:after{display:none}.excalidraw .color-picker__button--no-focus-visible:focus-visible{outline:none!important}.excalidraw .color-picker__button.active-color{border-radius:calc(var(--radius) + 1px);height:1.625rem;width:1.625rem}.excalidraw .color-picker__button.compact-sizing{height:var(--mobile-action-button-size);width:var(--mobile-action-button-size)}.excalidraw .color-picker__button.mobile-border{border:1px solid var(--mobile-color-border)}.excalidraw .color-picker__button__hotkey-label{bottom:3px;filter:none;font-size:11px;font-weight:500;position:absolute;right:5px}.excalidraw .color-picker{background:var(--popup-bg-color);border:0 solid hsla(0,0%,100%,.25);border-radius:4px;box-shadow:0 1px 4px rgba(0,0,0,.25);position:absolute}:root[dir=ltr] .excalidraw .color-picker{left:-5.5px}:root[dir=rtl] .excalidraw .color-picker{right:-5.5px}.excalidraw .color-picker-control-container{align-items:center;column-gap:.5rem;display:grid;grid-template-columns:auto 1fr}.excalidraw .color-picker-control-container+.popover{position:static}.excalidraw .color-picker-popover-container{margin-top:-.25rem}:root[dir=ltr] .excalidraw .color-picker-popover-container{margin-left:.5rem}:root[dir=rtl] .excalidraw .color-picker-popover-container{margin-left:-3rem}.excalidraw .color-picker-triangle{border-color:transparent transparent var(--popup-bg-color);border-style:solid;border-width:0 9px 10px;height:0;position:absolute;top:10px;width:0}:root[dir=ltr] .excalidraw .color-picker-triangle{left:-14px;transform:rotate(270deg)}:root[dir=rtl] .excalidraw .color-picker-triangle{right:-14px;transform:rotate(90deg)}.excalidraw .color-picker-triangle-shadow{border-color:transparent transparent rgba(0,0,0,.1)}:root[dir=ltr] .excalidraw .color-picker-triangle-shadow{left:-14px}:root[dir=rtl] .excalidraw .color-picker-triangle-shadow{right:-16px}.excalidraw .color-picker-content{display:flex;flex-direction:column;gap:.75rem;max-height:none;outline:none}.excalidraw .color-picker-content--default{display:grid;grid-template-columns:repeat(5,1.875rem);padding:.5rem;grid-gap:.25rem;border-radius:4px}.excalidraw .color-picker-content--default:focus{box-shadow:0 0 0 2px var(--focus-highlight-color);outline:none}.excalidraw .color-picker-content--canvas{display:flex;flex-direction:column;padding:.25rem}.excalidraw .color-picker-content--canvas-title{color:#868e96;font-size:12px;padding:0 .25rem}.excalidraw .color-picker-content--canvas-colors{padding:.5rem 0}.excalidraw .color-picker-content--canvas-colors .color-picker-swatch{margin:0 .25rem}.excalidraw .color-picker-content .color-input-container{grid-column:1/span 5}.excalidraw .color-picker-swatch{background-color:currentColor!important;border:1px solid #ddd;border-radius:4px;box-sizing:border-box;cursor:pointer;filter:var(--theme-filter);height:1.875rem;margin:0;position:relative;width:1.875rem}.excalidraw .color-picker-swatch:focus{border-color:var(--select-highlight-color);box-shadow:0 0 4px 1px currentColor}.excalidraw .color-picker-transparent{border-radius:4px;bottom:0;box-shadow:inset 0 0 0 1px rgba(0,0,0,.1);left:0;position:absolute;right:0;top:0}.excalidraw .color-picker-label-swatch,.excalidraw .color-picker-transparent{background:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAMUlEQVQ4T2NkYGAQYcAP3uCTZhw1gGGYhAGBZIA/nYDCgBDAm9BGDWAAJyRCgLaBCAAgXwixzAS0pgAAAABJRU5ErkJggg==) 0}.excalidraw .color-picker-hash{align-items:center;border:1px solid var(--default-border-color);border-right:0;box-sizing:border-box;color:var(--input-label-color);display:flex;flex-shrink:0;height:var(--default-button-size);justify-content:center;padding:.5rem .5rem .5rem .75rem;position:relative}:root[dir=ltr] .excalidraw .color-picker-hash{border-radius:var(--border-radius-lg) 0 0 var(--border-radius-lg)}:root[dir=rtl] .excalidraw .color-picker-hash{border-left:0;border-radius:0 var(--border-radius-lg) var(--border-radius-lg) 0;border-right:1px solid var(--default-border-color)}.excalidraw .color-input-container{display:flex}.excalidraw .color-input-container:focus-within{border-radius:var(--border-radius-lg);box-shadow:0 0 0 1px var(--color-primary-darkest)}.excalidraw .color-picker__input-label{align-items:center;border:1px solid var(--default-border-color);border-radius:8px;box-sizing:border-box;display:grid;gap:8px;grid-template-columns:auto 1fr auto auto auto;margin:8px;padding:0 12px}.excalidraw .color-picker__input-label:focus-within{border-radius:var(--border-radius-lg);box-shadow:0 0 0 1px var(--color-primary-darkest)}.excalidraw .color-picker__input-hash{padding:0 .25rem}.excalidraw .color-picker-input{-webkit-appearance:none;appearance:none;background-color:transparent;border:0;border:1px solid var(--default-border-color);border-left:0;box-sizing:border-box;color:var(--text-primary-color);font-family:inherit;font-size:.875rem;height:var(--default-button-size);letter-spacing:.4px;margin:0;outline:none;padding:.5rem .5rem .5rem .25rem;width:100%}:root[dir=ltr] .excalidraw .color-picker-input{border-radius:0 var(--border-radius-lg) var(--border-radius-lg) 0}:root[dir=rtl] .excalidraw .color-picker-input{border-left:1px solid var(--default-border-color);border-radius:var(--border-radius-lg) 0 0 var(--border-radius-lg);border-right:0}.excalidraw .color-picker-input:focus-visible{box-shadow:none}.excalidraw .color-picker-label-swatch-container{border:1px solid var(--default-border-color);border-radius:var(--border-radius-lg);box-sizing:border-box;height:var(--default-button-size);overflow:hidden;width:var(--default-button-size)}.excalidraw .color-picker-label-swatch{align-items:center;background-color:var(--button-bg,var(--island-bg-color));background-color:var(--swatch-color)!important;border-color:var(--button-border,var(--default-border-color));border-radius:var(--border-radius-lg);border-style:solid;border-width:1px;border:0!important;box-sizing:border-box;color:var(--button-color,var(--color-on-surface));cursor:pointer;display:flex;filter:var(--theme-filter);font-family:var(--ui-font);height:var(--button-height,var(--default-button-size));justify-content:center;overflow:hidden;padding:.625rem;position:relative;width:var(--button-width,var(--default-button-size))}.excalidraw .color-picker-label-swatch svg{height:var(--button-height,var(--lg-icon-size));width:var(--button-width,var(--lg-icon-size))}.excalidraw .color-picker-label-swatch:hover{background-color:var(--button-hover-bg,var(--island-bg-color));border-color:var(--button-hover-border,var(--button-border,var(--default-border-color)));color:var(--button-hover-color,var(--button-color,var(--text-primary-color,inherit)))}.excalidraw .color-picker-label-swatch:active{background-color:var(--button-active-bg,var(--island-bg-color));border-color:var(--button-active-border,var(--color-primary-darkest))}.excalidraw .color-picker-label-swatch.active{background-color:var(--button-selected-bg,var(--color-surface-primary-container));border-color:var(--button-selected-border,var(--color-surface-primary-container))}.excalidraw .color-picker-label-swatch.active:hover{background-color:var(--button-selected-hover-bg,var(--color-surface-primary-container))}.excalidraw .color-picker-label-swatch.active svg{color:var(--button-color,var(--color-on-primary-container))}.excalidraw--mobile.excalidraw .color-picker-label-swatch{height:var(--mobile-action-button-size,var(--default-button-size));width:var(--mobile-action-button-size,var(--default-button-size))}.excalidraw .color-picker-label-swatch:after{background:var(--swatch-color);content:"";height:100%;left:0;position:absolute;top:0;width:100%}.excalidraw .color-picker-keybinding{bottom:2px;font-size:.7em;position:absolute}:root[dir=ltr] .excalidraw .color-picker-keybinding{right:2px}:root[dir=rtl] .excalidraw .color-picker-keybinding{left:2px}.excalidraw--mobile.excalidraw .color-picker-keybinding{display:none}.excalidraw .color-picker-type-canvasBackground .color-picker-keybinding{color:#aaa}.excalidraw .color-picker-type-elementBackground .color-picker-keybinding{color:#fff}.excalidraw .color-picker-swatch[aria-label=transparent] .color-picker-keybinding{color:#aaa}.excalidraw .color-picker-type-elementStroke .color-picker-keybinding{color:#d4d4d4}.excalidraw.theme--dark .color-picker-swatch[aria-label=transparent] .color-picker-keybinding,.excalidraw.theme--dark .color-picker-type-elementBackground .color-picker-keybinding{color:#000}.excalidraw{--list-border-color:var(--color-gray-20)}.excalidraw .QuickSearch__wrapper{border-bottom:1px solid var(--list-border-color);height:2.6rem;position:relative}.excalidraw .QuickSearch__wrapper svg{color:var(--color-gray-40);height:1.25rem;left:.75rem;position:absolute;top:47.5%;transform:translateY(-50%);width:1.25rem;z-index:1}.excalidraw.theme--dark{--list-border-color:var(--color-gray-80)}.excalidraw.theme--dark .QuickSearch__wrapper{border-bottom:none}.excalidraw .QuickSearch__input{border:0!important;box-sizing:border-box;font-size:.875rem;left:0;padding-left:2.5rem!important;padding-right:.75rem!important;position:absolute;top:0;width:100%}.excalidraw .QuickSearch__input::placeholder{color:var(--color-gray-40)}.excalidraw .QuickSearch__input:focus{box-shadow:none!important}.excalidraw .ScrollableList__wrapper{border:none;font-size:.875rem;overflow-y:auto;position:static!important}.excalidraw .ScrollableList__wrapper>.empty,.excalidraw .ScrollableList__wrapper>.hint{align-items:center;color:var(--color-gray-60);display:flex;font-size:.75rem;justify-content:center;line-height:150%;overflow:hidden;padding:.5rem;text-align:center}.excalidraw .FontPicker__container{align-items:center;display:grid;grid-template-columns:calc(1rem + var(--default-button-size)*3) 1rem 1fr}.excalidraw--mobile.excalidraw .FontPicker__container{max-width:calc(2rem + var(--default-button-size)*4)}.excalidraw .FontPicker__container--compact{display:block;grid-template-columns:none}.excalidraw .picker{background:var(--popup-bg-color);border:0 solid hsla(0,0%,100%,.25);border-radius:4px;box-shadow:var(--shadow-island);padding:.5rem;position:absolute}:root[dir=rtl] .excalidraw .picker{padding:.4rem}.excalidraw .picker button,.excalidraw .picker-container button{align-items:center;display:flex;justify-content:center;position:relative}.excalidraw .picker button:focus-visible,.excalidraw .picker-container button:focus-visible{background-color:var(--button-gray-2);outline:transparent}.excalidraw .picker button:focus-visible svg,.excalidraw .picker-container button:focus-visible svg{opacity:1}.excalidraw .picker button:hover,.excalidraw .picker-container button:hover{background-color:var(--button-gray-2)}.excalidraw .picker button:active,.excalidraw .picker-container button:active{background-color:var(--button-gray-3)}.excalidraw .picker button:disabled,.excalidraw .picker-container button:disabled{cursor:not-allowed}.excalidraw .picker button svg,.excalidraw .picker-container button svg{height:18px;margin:0;pointer-events:none;width:36px}.excalidraw .picker button{padding:.25rem .28rem .35rem .25rem}.excalidraw .picker-content{display:grid;grid-template-columns:repeat(4,auto);grid-gap:.5rem;border-radius:4px}.excalidraw .picker-collapsible{font-size:.75rem;padding:.5rem 0}.excalidraw .picker-keybinding{bottom:2px;color:var(--keybinding-color);font-size:.7em;position:absolute}:root[dir=ltr] .excalidraw .picker-keybinding{right:2px}:root[dir=rtl] .excalidraw .picker-keybinding{left:2px}.excalidraw--mobile.excalidraw .picker-keybinding{display:none}.excalidraw .picker-type-canvasBackground .picker-keybinding{color:#aaa}.excalidraw .picker-type-elementBackground .picker-keybinding{color:#fff}.excalidraw .picker-swatch[aria-label=transparent] .picker-keybinding{color:#aaa}.excalidraw .picker-type-elementStroke .picker-keybinding{color:#d4d4d4}.excalidraw.theme--dark .picker-swatch[aria-label=transparent] .picker-keybinding,.excalidraw.theme--dark .picker-type-elementBackground .picker-keybinding{color:#000}.excalidraw{--slider-thumb-size:16px}.excalidraw .range-wrapper{padding-bottom:25px;padding-top:10px;position:relative}.excalidraw .range-input{-webkit-appearance:none;background:var(--color-slider-track);border-radius:2px;height:4px;outline:none;width:100%}.excalidraw .range-input::-webkit-slider-thumb{-webkit-appearance:none;appearance:none;background:var(--color-slider-thumb);border:none;border-radius:50%;cursor:pointer;height:var(--slider-thumb-size);width:var(--slider-thumb-size)}.excalidraw .range-input::-moz-range-thumb{background:var(--color-slider-thumb);border:none;border-radius:50%;cursor:pointer;height:var(--slider-thumb-size);width:var(--slider-thumb-size)}.excalidraw .value-bubble{transform:translateX(-50%)}.excalidraw .value-bubble,.excalidraw .zero-label{bottom:0;color:var(--text-primary-color);font-size:12px;position:absolute}.excalidraw .zero-label{left:4px}.excalidraw .Checkbox{align-items:center;cursor:pointer;display:flex;margin:4px .3em;-webkit-user-select:none;user-select:none;-webkit-tap-highlight-color:rgba(0,0,0,0)}.excalidraw .Checkbox:hover:not(.is-checked) .Checkbox-box:not(:focus){box-shadow:0 0 0 2px #4dabf7}.excalidraw .Checkbox:hover:not(.is-checked) .Checkbox-box:not(:focus) svg{display:block;opacity:.3}.excalidraw .Checkbox:active .Checkbox-box{box-shadow:inset 0 0 2px 1px #1c7ed6!important}.excalidraw .Checkbox:hover .Checkbox-box{background-color:rgba(208,235,255,.2)}.excalidraw .Checkbox.is-checked .Checkbox-box{background-color:#d0ebff}.excalidraw .Checkbox.is-checked .Checkbox-box svg{display:block}.excalidraw .Checkbox.is-checked:hover .Checkbox-box{background-color:#a5d8ff}.excalidraw .Checkbox .Checkbox-box{align-items:center;background-color:transparent;border:0;border-radius:4px;box-shadow:0 0 0 2px #1c7ed6;color:#1c7ed6;display:flex;flex:0 0 auto;height:22px;justify-content:center;margin:0 1em;padding:0;width:22px}.excalidraw .Checkbox .Checkbox-box:focus{box-shadow:0 0 0 3px #1c7ed6}.excalidraw .Checkbox .Checkbox-box svg{display:none;height:16px;width:16px;stroke-width:3px}.excalidraw .Checkbox .Checkbox-label{align-items:center;display:flex}.excalidraw .Checkbox .excalidraw-tooltip-icon{height:1em;width:1em}.excalidraw .TextInput{display:inline-block}.ProjectName{align-items:center;display:flex;margin:auto}.ProjectName .TextInput{height:calc(1rem - 3px);margin-left:8px;overflow:hidden;text-align:center;text-overflow:ellipsis;width:200px}.ProjectName .TextInput--readonly{background:none;border:none;max-width:200px;padding-left:2px;width:auto}.ProjectName .TextInput--readonly:hover{background:none}.excalidraw-tooltip{--ui-font:Assistant,system-ui,BlinkMacSystemFont,-apple-system,Segoe UI,Roboto,Helvetica,Arial,sans-serif;border-radius:6px;box-sizing:border-box;font-family:var(--ui-font);padding:8px;pointer-events:none;position:absolute;z-index:var(--zIndex-popup);word-wrap:break-word;background:#000;color:#fff;display:none;font-size:13px;font-weight:500;line-height:1.5;text-align:center}.excalidraw-tooltip.excalidraw-tooltip--visible{display:block}.excalidraw-tooltip-wrapper{display:flex}.excalidraw-tooltip-icon{display:flex;height:.9em;margin-left:5px;margin-top:1px;width:.9em}.excalidraw--mobile.excalidraw-tooltip-icon{display:none}.excalidraw .Avatar{align-items:center;border-radius:100%;color:var(--color-gray-90);cursor:pointer;display:flex;flex:0 0 auto;font-size:.75rem;font-weight:700;height:var(--avatar-size,1.5rem);justify-content:center;line-height:1;outline-offset:2px;position:relative;width:var(--avatar-size,1.5rem)}.excalidraw .Avatar:active{transform:scale(.94)}.excalidraw .Avatar-img{border-radius:100%;height:100%;width:100%}.excalidraw .Avatar:before{border-radius:100%;bottom:-3px;content:"";left:-3px;position:absolute;right:-3px;top:-3px}.excalidraw .Avatar.is-followed:before{border-color:var(--color-primary-hover);box-shadow:0 0 0 1px var(--color-primary-hover)}.excalidraw .Avatar.is-current-user{cursor:auto}.excalidraw-hyperlinkContainer{align-items:center;background:var(--island-bg-color);border-radius:var(--border-radius-md);box-shadow:0 2px 4px 0 rgba(0,0,0,.3);box-sizing:border-box;display:flex;justify-content:space-between;min-height:42px;position:absolute;z-index:var(--zIndex-hyperlinkContainer)}.excalidraw-hyperlinkContainer button,.excalidraw-hyperlinkContainer-input{z-index:100}.excalidraw-hyperlinkContainer-input,.excalidraw-hyperlinkContainer-link{font-family:var(--ui-font);font-size:.9rem;font-weight:500;height:24px;line-height:24px;padding:0 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.Dialog__close+.Dialog__content{--offset:28px;height:calc(100% - var(--offset))!important;margin-top:var(--offset)!important}.excalidraw .Dialog--fullscreen .Dialog__close{right:1.25rem;top:1.25rem}.undo-redo-buttons,.zoom-actions{background-color:var(--island-bg-color);border-radius:var(--border-radius-lg);box-shadow:0 0 0 1px var(--color-surface-lowest)}.undo-redo-buttons button,.zoom-button{background-color:var(--color-surface-low)!important;border-radius:0!important;font-size:.875rem!important;height:var(--lg-button-size);width:var(--lg-button-size)}.undo-redo-buttons button svg,.zoom-button svg{height:var(--lg-icon-size)!important;width:var(--lg-icon-size)!important}.undo-redo-buttons button .ToolIcon__icon,.zoom-button .ToolIcon__icon{height:100%;width:100%}.reset-zoom-button{border-left:0!important;border-right:0!important;color:var(--text-primary-color);justify-content:center!important;padding:0 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.shortcut{align-items:center;display:flex;font-size:10px;gap:.25rem;height:16px;justify-content:center}.excalidraw .command-palette-dialog .shortcut .shortcut-wrapper{display:flex}.excalidraw .command-palette-dialog .shortcut .shortcut-plus{margin:0 4px}.excalidraw .command-palette-dialog .shortcut .shortcut-key{align-items:center;background-color:var(--color-primary-light);border-radius:4px;display:flex;height:16px;justify-content:center;padding:0 4px}.excalidraw .command-palette-dialog .shortcut .shortcut-desc{color:var(--color-gray-50);margin-left:4px}.excalidraw .command-palette-dialog .commands{box-sizing:border-box;color:var(--popup-text-color);margin-top:12px;overflow-y:auto;-webkit-user-select:none;user-select:none}.excalidraw .command-palette-dialog .commands .command-category{display:flex;flex-direction:column;margin-right:.25rem;padding:12px 0}.excalidraw .command-palette-dialog .commands .command-category-title{align-items:center;display:flex;font-size:1rem;font-weight:600;margin-bottom:6px}.excalidraw .command-palette-dialog .commands .command-item{align-items:center;border-radius:var(--border-radius-lg);box-sizing:border-box;color:var(--popup-text-color);cursor:pointer;display:flex;height:2.5rem;justify-content:space-between;padding:0 .5rem;--icon-size:1rem}.excalidraw .command-palette-dialog .commands .command-item.command-item-large{height:2.75rem;--icon-size:1.5rem}.excalidraw .command-palette-dialog .commands .command-item.command-item-large .icon{height:var(--icon-size);margin-right:.625rem;width:var(--icon-size)}.excalidraw .command-palette-dialog .commands .command-item:active{background-color:var(--color-surface-low)}.excalidraw .command-palette-dialog .commands .command-item .name{align-items:center;display:flex;gap:.25rem;overflow:hidden}.excalidraw .command-palette-dialog .commands .item-selected{background-color:var(--color-surface-mid)}.excalidraw 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.App-toolbar__extra-tools-dropdown{min-width:160px;z-index:var(--zIndex-layerUI)}.excalidraw .excalidraw-mobile-toolbar-separator{background:var(--default-border-color);flex-shrink:0;height:24px;margin:0 2px;width:1px}.excalidraw .excalidraw-mobile-toolbar-undo{align-items:center;display:flex}.excalidraw .excalidraw-mobile-toolbar-undo .ToolIcon{height:32px;min-height:32px;min-width:32px;width:32px}.excalidraw .FixedSideContainer{pointer-events:none;position:absolute}.excalidraw .FixedSideContainer>*{pointer-events:var(--ui-pointerEvents)}.excalidraw .FixedSideContainer_side_top{bottom:var(--editor-container-padding);left:var(--editor-container-padding);right:var(--editor-container-padding);top:var(--editor-container-padding)}.excalidraw .FixedSideContainer_side_top.zen-mode{right:42px}.excalidraw .drag-input-container{border-radius:var(--border-radius-lg);display:flex;width:100%}.excalidraw 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h2{font-size:1.5em;font-weight:700;margin-block-end:.83em;margin-block-start:.83em}.exc-stats h3{font-size:1.17em;font-weight:700;margin:0;white-space:nowrap}.exc-stats__rows{display:flex;flex-direction:column;gap:.3125rem}.exc-stats__row{align-items:center;display:flex;display:grid;gap:4px;justify-content:space-between}.exc-stats__row div+div{text-align:right}.exc-stats__row:empty{display:none}.exc-stats__row--heading{font-weight:700;margin:.25rem 0;text-align:center}.exc-stats .title{align-items:center;display:flex;justify-content:space-between;margin-bottom:12px}.exc-stats .title h2{margin:0}.exc-stats .close{cursor:pointer;height:16px;width:16px}.exc-stats .close svg{height:100%;width:100%}.excalidraw--mobile.excalidraw .PasteChartDialog .Island{display:flex;flex-direction:column}.excalidraw .PasteChartDialog .container{align-items:center;display:flex;flex-wrap:wrap;justify-content:space-around}.excalidraw--mobile.excalidraw .PasteChartDialog .container{flex-direction:column;justify-content:center}.excalidraw .PasteChartDialog .ChartPreview{align-items:center;background:transparent;border:1px solid #ced4da;border-radius:2px;display:flex;height:128px;justify-content:center;margin:8px;padding:1px;text-align:center;width:192px}.excalidraw .PasteChartDialog .ChartPreview div{display:inline-block}.excalidraw .PasteChartDialog .ChartPreview svg{max-height:120px;max-width:186px}.excalidraw .PasteChartDialog .ChartPreview:hover{border:2px solid #339af0;padding:0}.excalidraw{--avatar-size:1.75rem;--avatarList-gap:0.625rem;--userList-padding:var(--space-factor);--userlist-hint-bg-color:var(--color-gray-10);--userlist-hint-heading-color:var(--color-gray-80);--userlist-hint-text-color:var(--color-gray-60);--userlist-collaborators-border-color:var(--color-gray-20)}.excalidraw.theme--dark{--userlist-hint-bg-color:var(--color-gray-90);--userlist-hint-heading-color:var(--color-gray-30);--userlist-hint-text-color:var(--color-gray-40);--userlist-collaborators-border-color:var(--color-gray-80)}.excalidraw .UserList__wrapper{pointer-events:none!important;width:100%}.excalidraw .UserList,.excalidraw .UserList__wrapper{align-items:center;display:flex;justify-content:flex-end}.excalidraw .UserList{box-sizing:border-box;flex-wrap:wrap;gap:var(--avatarList-gap);padding:var(--userList-padding);pointer-events:none;--max-size:calc(var(--avatar-size)*var(--max-avatars, 2) + var(--avatarList-gap)*(var(--max-avatars, 2) - 1) + 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0 rgba(0,0,0,.5))}.excalidraw .UserList__collaborator-status-icon-speaking-indicator{align-items:center;box-sizing:border-box;display:flex;flex-flow:row nowrap;justify-content:space-between;padding:0 3px;width:1rem}.excalidraw .UserList__collaborator-status-icon-speaking-indicator div{background-color:#a2f1a6;height:.4rem;width:.125rem}.excalidraw .UserList__collaborator-status-icon-speaking-indicator div:first-of-type{animation:speaking-indicator-anim 1s ease-in-out -.45s infinite}.excalidraw .UserList__collaborator-status-icon-speaking-indicator div:nth-of-type(2){animation:speaking-indicator-anim 1s ease-in-out -.9s infinite}.excalidraw .UserList__collaborator-status-icon-speaking-indicator div:nth-of-type(3){animation:speaking-indicator-anim 1s ease-in-out -.15s infinite}@keyframes speaking-indicator-anim{0%,to{transform:scaleY(1)}50%{transform:scaleY(2)}}.excalidraw .UserList__collaborators{max-height:50vh;top:auto}.excalidraw 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var(--sidebar-border-color);border-radius:0;bottom:0;box-shadow:var(--sidebar-shadow);box-sizing:border-box;display:flex;flex-direction:column;margin:0;overflow:hidden;padding:0;pointer-events:var(--ui-pointerEvents);position:absolute;right:0;top:0;width:calc(var(--right-sidebar-width) - var(--space-factor)*2);z-index:var(--zIndex-ui-library)}:root[dir=rtl] .excalidraw .sidebar{left:0;right:auto}.excalidraw .sidebar--docked{box-shadow:none}:root[dir=rtl] .excalidraw .sidebar{border-left:0;border-right:1px solid var(--sidebar-border-color)}.excalidraw .sidebar__header{align-items:center;box-sizing:border-box;display:flex;justify-content:space-between;padding:1rem .75rem;position:relative;width:100%}.excalidraw .sidebar__header:after{background:var(--sidebar-border-color);bottom:-1px;content:"";height:1px;position:absolute;width:calc(100% - 1.5rem)}.excalidraw .sidebar__header__buttons{align-items:center;display:flex;gap:0;margin-left:auto}.excalidraw .sidebar__header__buttons 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.sidebar-tab-trigger{--button-width:auto;--button-bg:transparent;--button-hover-bg:transparent;--button-active-bg:var(--color-primary);--button-hover-color:var(--color-primary);--button-hover-border:var(--color-primary)}.excalidraw .sidebar-tab-trigger[data-state=active]{--button-bg:var(--color-primary);--button-hover-bg:var(--color-primary-darker);--button-hover-color:var(--color-icon-white);--button-border:var(--color-primary);color:var(--color-icon-white)}.excalidraw .default-sidebar{display:flex;flex-direction:column}.excalidraw .default-sidebar .sidebar-triggers{background:var(--default-bg-color);border:1px solid var(--sidebar-border-color);border-radius:.625rem;display:flex;gap:0;margin-bottom:-3px;margin-top:-3px;padding:2px}.excalidraw .default-sidebar .sidebar-triggers .sidebar-tab-trigger{border:none;height:var(--lg-button-size);width:var(--lg-button-size)}.excalidraw{--RadioGroup-background:var(--island-bg-color);--RadioGroup-border:var(--color-surface-high);--RadioGroup-choice-color-off:var(--color-primary);--RadioGroup-choice-color-off-hover:var(--color-brand-hover);--RadioGroup-choice-background-off:var(--island-bg-color);--RadioGroup-choice-background-off-active:var(--color-surface-high);--RadioGroup-choice-color-on:var(--color-surface-lowest);--RadioGroup-choice-background-on:var(--color-primary);--RadioGroup-choice-background-on-hover:var(--color-brand-hover);--RadioGroup-choice-background-on-active:var(--color-brand-active)}.excalidraw .RadioGroup{align-items:flex-start;background:var(--RadioGroup-background);border:1px solid var(--RadioGroup-border);border-radius:10px;box-sizing:border-box;display:flex;flex-direction:row;padding:3px}.excalidraw 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.ttd-dialog-panel-action-link{height:unset}}.excalidraw .dropdown-menu-item-custom.ttd-chat-menu-item{align-items:center;border:1px solid transparent;border-radius:var(--border-radius-md);cursor:pointer;display:flex;justify-content:space-between;margin-top:1px;padding:.25rem .5rem;position:relative;width:unset}.excalidraw .dropdown-menu-item-custom.ttd-chat-menu-item:hover{background-color:var(--button-hover-bg)}.excalidraw .dropdown-menu-item-custom.ttd-chat-menu-item:active{border:1px solid var(--button-active-border)}.excalidraw .dropdown-menu-item-custom.ttd-chat-menu-item--active{background-color:var(--color-surface-primary-container)}.excalidraw .dropdown-menu-item-custom.ttd-chat-menu-item .ttd-chat-menu-item__title{flex:1;overflow:hidden;text-overflow:ellipsis;white-space:nowrap}.excalidraw .dropdown-menu-item-custom.ttd-chat-menu-item:hover .ttd-chat-menu-item__delete{visibility:visible}.excalidraw .dropdown-menu-item-custom.ttd-chat-menu-item .ttd-chat-menu-item__delete{align-items:center;background:transparent;border:none;cursor:pointer;display:flex;flex-shrink:0;justify-content:center;margin-left:.5rem;padding:.25rem;visibility:hidden}.excalidraw .dropdown-menu-item-custom.ttd-chat-menu-item .ttd-chat-menu-item__delete:hover{color:var(--color-danger)}.excalidraw.theme--dark.excalidraw .dropdown-menu-item-custom.ttd-chat-menu-item .ttd-chat-menu-item__delete svg{color:var(--color-on-surface)}.excalidraw.theme--dark.excalidraw .dropdown-menu-item-custom.ttd-chat-menu-item .ttd-chat-menu-item__delete:hover svg{color:var(--color-danger)}.excalidraw .dropdown-menu-item-custom.ttd-chat-menu-item .ttd-chat-menu-item__delete svg{height:16px;width:16px}.excalidraw .ttd-dialog-preview-panel--hidden{display:none}.excalidraw .ttd-chat-history-menu{align-items:center;display:flex;gap:1rem}.excalidraw .ElementLinkDialog{background-color:var(--island-bg-color);border-radius:10px;box-shadow:var(--shadow-island);display:flex;flex-direction:column;justify-content:space-between;left:var(--editor-container-padding);padding:1.5rem;position:absolute;top:var(--editor-container-padding);z-index:var(--zIndex-modal)}.excalidraw--mobile.excalidraw .ElementLinkDialog{box-sizing:border-box;left:0;margin-left:.5rem;margin-right:.5rem;width:calc(100% - 1rem);z-index:5}.excalidraw .ElementLinkDialog .ElementLinkDialog__header{margin-bottom:1.5rem}.excalidraw .ElementLinkDialog .ElementLinkDialog__header h2{margin-bottom:.5rem;margin-top:0}.excalidraw--mobile.excalidraw .ElementLinkDialog .ElementLinkDialog__header h2{font-size:1.25rem}.excalidraw .ElementLinkDialog .ElementLinkDialog__header p{margin:0}.excalidraw--mobile.excalidraw .ElementLinkDialog .ElementLinkDialog__header p{font-size:.875rem}.excalidraw--mobile.excalidraw .ElementLinkDialog .ElementLinkDialog__header{margin-bottom:1rem}.excalidraw .ElementLinkDialog .ElementLinkDialog__input{display:flex}.excalidraw .ElementLinkDialog .ElementLinkDialog__input .ElementLinkDialog__input-field{flex:1}.excalidraw .ElementLinkDialog .ElementLinkDialog__input .ElementLinkDialog__remove{color:#c92a2a;margin-left:1rem}.excalidraw .ElementLinkDialog .ElementLinkDialog__input .ElementLinkDialog__remove .ToolIcon__icon{height:2rem;width:2rem}.excalidraw .ElementLinkDialog .ElementLinkDialog__input .ElementLinkDialog__remove .ToolIcon__icon svg{color:#fa5252}.excalidraw .ElementLinkDialog .ElementLinkDialog__actions{display:flex;justify-content:flex-end;margin-top:1.5rem}.excalidraw--mobile.excalidraw .ElementLinkDialog .ElementLinkDialog__actions{font-size:.875rem;margin-top:1rem}.excalidraw .HelpDialog .Modal__content{max-width:960px}.excalidraw .HelpDialog h3{font-size:1.125rem;font-weight:700;margin:1.5rem 0}.excalidraw .HelpDialog__header{display:flex;flex-wrap:wrap;gap:.75rem}.excalidraw .HelpDialog__btn{--background:var(--color-surface-mid);align-items:center;background-color:var(--background);border:1px solid var(--background);border-radius:var(--border-radius-lg);color:var(--text-primary-color);column-gap:.5rem;display:flex;font-size:.75rem;font-weight:600;letter-spacing:.4px;padding:.625rem 1rem}.excalidraw.theme--dark.excalidraw .HelpDialog__btn{--background:var(--color-surface-high)}.excalidraw.theme--dark.excalidraw .HelpDialog__btn:hover{--background:#363541}.excalidraw .HelpDialog__btn:hover{--background:var(--color-surface-high);text-decoration:none}.excalidraw .HelpDialog__btn:active{border-color:var(--color-primary)}.excalidraw .HelpDialog__link-icon{line-height:0}.excalidraw .HelpDialog__link-icon svg{height:1rem;width:1rem}.excalidraw .HelpDialog__islands-container{display:grid;grid-column-gap:1.5rem;grid-row-gap:2rem}@media screen and (min-width:1024px){.excalidraw .HelpDialog__islands-container{grid-template-columns:1fr 1fr}.excalidraw .HelpDialog__island--tools{grid-area:1/1/2/2}.excalidraw .HelpDialog__island--view{grid-area:2/1/3/2}.excalidraw .HelpDialog__island--editor{grid-area:1/2/3/3}}.excalidraw .HelpDialog__island h4{font-size:1rem;font-weight:700;margin:0 0 .625rem}.excalidraw .HelpDialog__island-content{border:1px solid var(--dialog-border-color);border-radius:var(--border-radius-lg)}.excalidraw .HelpDialog__shortcut{align-items:center;border-bottom:1px solid var(--dialog-border-color);column-gap:.5rem;display:flex;font-size:.875rem;justify-content:space-between;padding:.375rem .75rem}.excalidraw .HelpDialog__shortcut:last-child{border-bottom:none}.excalidraw .HelpDialog__key-container{align-items:center;column-gap:.25rem;display:flex;flex-shrink:0}.excalidraw .HelpDialog__key{align-items:center;background-color:var(--color-primary-light);border-radius:var(--border-radius-md);box-sizing:border-box;display:flex;font-family:inherit;font-size:.625rem;line-height:1;padding:.5rem;word-break:keep-all}.excalidraw .HintViewer{box-sizing:border-box;color:var(--text-primary-color);display:flex;flex-direction:column;font-size:.75rem;justify-content:center;left:0;margin-top:.5rem;max-width:100%;pointer-events:none;position:absolute;text-align:center;top:100%;width:100%}.excalidraw--mobile.excalidraw .HintViewer{padding-right:2rem;position:static}.excalidraw .HintViewer>span{padding:.25rem}.excalidraw .HintViewer kbd{border:1px solid var(--color-gray-40);border-radius:4px;display:inline-block;font-family:monospace;font-size:10px;margin:0 1px;padding:1px 3px}.excalidraw.theme--dark .HintViewer{color:var(--color-gray-60)}.excalidraw.theme--dark .HintViewer kbd{border-color:var(--color-gray-60)}.excalidraw{--Switch-disabled-color:var(--color-border-outline);--Switch-disabled-toggled-background:var(--color-border-outline-variant);--Switch-disabled-border:var(--color-border-outline-variant);--Switch-track-background:var(--island-bg-color);--Switch-thumb-background:var(--color-on-surface);--Switch-hover-background:var(--color-brand-hover);--Switch-active-background:var(--color-brand-active)}.excalidraw .Switch{background:var(--Switch-track-background);border:1px solid var(--Switch-disabled-color);border-radius:12px;box-sizing:border-box;height:20px;position:relative;transition-duration:.15s;transition-property:background,border;transition-timing-function:ease-out;width:40px}.excalidraw .Switch:hover{background:var(--Switch-track-background);border:1px solid var(--Switch-hover-background)}.excalidraw .Switch:active{border:1px solid var(--Switch-active-background)}.excalidraw .Switch.toggled{background:var(--color-primary);border:1px solid var(--color-primary)}.excalidraw .Switch.toggled:hover{background:var(--color-primary-darker);border:1px solid var(--color-primary-darker)}.excalidraw .Switch.disabled{background:var(--Switch-track-background);border:1px solid var(--Switch-disabled-border)}.excalidraw .Switch.disabled.toggled{background:var(--Switch-disabled-toggled-background);border:1px solid var(--Switch-disabled-toggled-background)}.excalidraw .Switch:before{background:var(--Switch-thumb-background);border-radius:100%;box-sizing:border-box;content:"";display:block;height:10px;left:4px;pointer-events:none;position:absolute;top:4px;transition:all .15s ease-out;width:10px}.excalidraw .Switch:active:before{width:12px}.excalidraw .Switch.toggled:before{background:var(--Switch-track-background);height:14px;left:22px;top:2px;width:14px}.excalidraw .Switch.toggled:active:before{left:20px;width:16px}.excalidraw .Switch.disabled.toggled:before,.excalidraw .Switch.disabled:before{background:var(--Switch-disabled-color)}.excalidraw .Switch input{-webkit-appearance:none;appearance:none;border-radius:12px;cursor:pointer;height:100%;margin:0;width:100%}.excalidraw .Switch input:disabled{cursor:unset}.excalidraw{--ImageExportModal-preview-border:#d6d6d6}.excalidraw.theme--dark{--ImageExportModal-preview-border:#5c5c5c}.excalidraw .ImageExportModal{display:flex;flex-direction:row;justify-content:space-between;-webkit-user-select:none;user-select:none}.excalidraw .ImageExportModal h3{font-family:Assistant;font-size:1.313rem;font-style:normal;font-weight:700;line-height:130%;margin:0;padding:0}.excalidraw .ImageExportModal>h3,.excalidraw--mobile.excalidraw .ImageExportModal h3{display:none}.excalidraw--mobile.excalidraw .ImageExportModal>h3{display:block}.excalidraw--mobile.excalidraw .ImageExportModal{flex-direction:column;height:calc(100vh - 5rem)}.excalidraw .ImageExportModal__preview{align-items:center;box-sizing:border-box;display:flex;flex-direction:column;height:360px;margin-right:1.5rem;width:55%}.excalidraw--mobile.excalidraw .ImageExportModal__preview{flex-grow:1;height:unset;margin-right:unset;max-width:unset;width:100%}.excalidraw .ImageExportModal__preview__filename>input{margin-top:1rem}.excalidraw .ImageExportModal__preview__canvas{align-items:center;background:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAMUlEQVQ4T2NkYGAQYcAP3uCTZhw1gGGYhAGBZIA/nYDCgBDAm9BGDWAAJyRCgLaBCAAgXwixzAS0pgAAAABJRU5ErkJggg==) 0;border:1px solid var(--ImageExportModal-preview-border);border-radius:12px;box-sizing:border-box;display:flex;flex-grow:1;height:100%;justify-content:center;overflow:hidden;padding:1rem;width:100%}.excalidraw .ImageExportModal__preview__canvas>canvas{filter:none!important;max-height:calc(100% - 2rem);max-width:calc(100% - 2rem)}.excalidraw--mobile.excalidraw .ImageExportModal__preview__canvas>canvas{max-height:100%}.excalidraw--mobile.excalidraw .ImageExportModal__preview__canvas{margin-top:24px;max-width:unset}.excalidraw .ImageExportModal__settings{display:flex;flex-direction:column;flex-wrap:wrap;gap:18px}.excalidraw--mobile.excalidraw .ImageExportModal__settings{align-content:flex-start;flex-direction:row;gap:6px 34px;margin-left:unset;margin-top:1rem}.excalidraw .ImageExportModal__settings__setting{align-items:center;display:flex;flex-direction:row;justify-content:space-between}.excalidraw--mobile.excalidraw .ImageExportModal__settings__setting{align-items:start;flex-direction:column;height:52px;justify-content:unset}.excalidraw .ImageExportModal__settings__setting__label{align-items:center;display:flex;flex-direction:row;font-family:Assistant;font-size:1rem;font-weight:600;line-height:150%}.excalidraw .ImageExportModal__settings__setting__label svg{height:20px;margin-left:10px;width:20px}.excalidraw .ImageExportModal__settings__setting__content{align-items:center;display:flex;height:100%}.excalidraw .ImageExportModal__settings__buttons{align-content:flex-end;align-items:flex-end;display:flex;flex-direction:row;flex-grow:1;flex-wrap:wrap;gap:11px}.excalidraw--mobile.excalidraw .ImageExportModal__settings__buttons{flex-basis:100%;justify-content:center;padding-top:32px}.excalidraw .Card{align-items:center;display:flex;flex-direction:column;margin:1em;max-width:290px;text-align:center}.excalidraw .Card .Card-icon{background:var(--card-color);border-radius:50%;color:#fff;display:flex;flex:0 0 auto;font-size:2.6em;padding:1.4rem}.excalidraw .Card .Card-icon svg{height:2.8rem;width:2.8rem}.excalidraw .Card .Card-details{font-size:.96em;margin-bottom:auto;min-height:90px;padding:0 1em}.excalidraw .Card .Card-button.ToolIcon_type_button{background-color:var(--card-color);height:2.5rem;margin-bottom:.3em;margin-top:1em}.excalidraw .Card .Card-button.ToolIcon_type_button:hover{background-color:var(--card-color-darker)}.excalidraw .Card .Card-button.ToolIcon_type_button:active{background-color:var(--card-color-darkest)}.excalidraw .Card .Card-button.ToolIcon_type_button .ToolIcon__label{color:#fff}.excalidraw .Card .Card-button.ToolIcon_type_button .Spinner{--spinner-color:#fff}.excalidraw .ExportDialog__preview{--preview-padding:calc(var(--space-factor)*4);align-items:center;background:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAAMUlEQVQ4T2NkYGAQYcAP3uCTZhw1gGGYhAGBZIA/nYDCgBDAm9BGDWAAJyRCgLaBCAAgXwixzAS0pgAAAABJRU5ErkJggg==) 0;display:flex;justify-content:center;margin-bottom:calc(var(--space-factor)*3);padding:var(--preview-padding);text-align:center}.excalidraw .ExportDialog__preview canvas{max-height:25rem;max-width:calc(100% - var(--preview-padding)*2)}.excalidraw.theme--dark .ExportDialog__preview canvas{filter:none}.excalidraw .ExportDialog__actions{display:flex;width:100%;grid-gap:calc(var(--space-factor)*2);align-items:top;justify-content:space-between}.excalidraw--mobile.excalidraw .ExportDialog{display:flex;flex-direction:column}.excalidraw--mobile.excalidraw .ExportDialog__actions{align-items:center;flex-direction:column}.excalidraw--mobile.excalidraw .ExportDialog__actions>*{margin-bottom:calc(var(--space-factor)*3)}.excalidraw--mobile.excalidraw .ExportDialog__preview canvas{max-height:30vh}.excalidraw--mobile.excalidraw .ExportDialog__dialog,.excalidraw--mobile.excalidraw .ExportDialog__dialog .Island{box-sizing:border-box;height:100%}.excalidraw--mobile.excalidraw .ExportDialog__dialog .Island{overflow-y:auto}.excalidraw .ExportDialog--json .ExportDialog-cards{display:grid;grid-template-columns:repeat(auto-fit,minmax(200px,1fr));justify-items:center;row-gap:2em}@media(max-width:460px){.excalidraw .ExportDialog--json .ExportDialog-cards{grid-template-columns:repeat(auto-fit,minmax(240px,1fr))}.excalidraw .ExportDialog--json .ExportDialog-cards .Card-details{min-height:40px}}.excalidraw .ExportDialog--json .ExportDialog-cards .ProjectName{align-items:flex-start;flex-direction:column;margin:1em auto;width:-moz-fit-content;width:fit-content}.excalidraw .ExportDialog--json .ExportDialog-cards .ProjectName .TextInput{width:auto}.excalidraw .ExportDialog--json .ExportDialog-cards .ProjectName-label{font-weight:700;margin:.625em 0}.excalidraw button.ExportDialog-imageExportButton{align-items:center;background-color:var(--button-color);border:0;border-radius:1rem;box-shadow:0 3px 5px -1px rgba(0,0,0,.28),0 6px 10px 0 rgba(0,0,0,.14);color:#fff;display:flex;font-family:Cascadia;font-size:1.8em;height:5rem;justify-content:center;margin:0 .2em;padding:0;width:5rem}.excalidraw button.ExportDialog-imageExportButton:hover{background-color:var(--button-color-darker)}.excalidraw button.ExportDialog-imageExportButton:active{background-color:var(--button-color-darkest);box-shadow:none}.excalidraw button.ExportDialog-imageExportButton svg{width:.9em}.excalidraw .layer-ui__wrapper.animate{transition:width .1s ease-in-out}.excalidraw .layer-ui__wrapper{height:100%;pointer-events:none;position:absolute;width:100%;z-index:var(--zIndex-layerUI)}.excalidraw .layer-ui__wrapper__top-right{display:flex;justify-content:flex-end;pointer-events:none!important;width:100%}.excalidraw .layer-ui__wrapper__top-right--compact{gap:.5rem}.excalidraw .layer-ui__wrapper__top-right>*{pointer-events:var(--ui-pointerEvents)}.excalidraw .layer-ui__wrapper__footer{width:100%}.excalidraw .layer-ui__wrapper__footer-right{display:flex;z-index:100}.excalidraw .layer-ui__wrapper .zen-mode-transition{transition:transform .5s ease-in-out}:root[dir=ltr] .excalidraw .layer-ui__wrapper .zen-mode-transition.transition-left{transform:translate(-999px)}:root[dir=ltr] .excalidraw .layer-ui__wrapper .zen-mode-transition.transition-right,:root[dir=rtl] .excalidraw .layer-ui__wrapper .zen-mode-transition.transition-left{transform:translate(999px)}:root[dir=rtl] .excalidraw .layer-ui__wrapper .zen-mode-transition.transition-right{transform:translate(-999px)}.excalidraw .layer-ui__wrapper .zen-mode-transition.layer-ui__wrapper__footer-left--transition-bottom{transform:translateY(92px)}.excalidraw .layer-ui__wrapper .disable-zen-mode{background-color:var(--island-bg-color);border:1px solid var(--default-border-color);border-radius:var(--border-radius-lg);bottom:0;color:var(--text-primary-color);font-family:var(--ui-font);font-size:.75rem;font-weight:500;line-height:1;opacity:0;padding:10px;position:absolute;transition:visibility 0s linear 0s,opacity .5s;visibility:hidden}[dir=ltr] .excalidraw .layer-ui__wrapper .disable-zen-mode{right:1rem}[dir=rtl] .excalidraw .layer-ui__wrapper .disable-zen-mode{left:1rem}.excalidraw .layer-ui__wrapper .disable-zen-mode:hover{background-color:var(--button-hover-bg)}.excalidraw .layer-ui__wrapper .disable-zen-mode:active{border-color:var(--color-primary)}.excalidraw .layer-ui__wrapper .disable-zen-mode--visible{opacity:1;pointer-events:var(--ui-pointerEvents);transition:visibility 0s linear .3s,opacity .5s;transition-delay:.8s;visibility:visible}.excalidraw .layer-ui__wrapper .footer-center>*,.excalidraw .layer-ui__wrapper .layer-ui__wrapper__footer-left>*,.excalidraw .layer-ui__wrapper .layer-ui__wrapper__footer-right>*{pointer-events:var(--ui-pointerEvents)}.excalidraw .layer-ui__wrapper .layer-ui__wrapper__footer-right{margin-bottom:auto;margin-top:auto}.excalidraw .disable-view-mode{align-items:center;background-color:var(--island-bg-color);background-color:var(--color-surface-low);border:none;border-radius:var(--border-radius-lg);box-shadow:0 0 0 1px var(--color-surface-lowest);box-sizing:border-box;color:var(--button-color,var(--color-on-surface))!important;cursor:pointer;display:flex;font-family:var(--ui-font);font-size:.8333rem;height:var(--mobile-action-button-size,var(--default-button-size));justify-content:center;padding:.5rem;text-decoration:none!important;width:var(--mobile-action-button-size,var(--default-button-size))}.excalidraw .disable-view-mode:active{box-shadow:0 0 0 1px var(--color-brand-active)}.excalidraw .disable-view-mode:hover{background-color:var(--color-primary);color:#fff!important}.excalidraw .disable-view-mode:active{background-color:var(--color-primary-darker)}.excalidraw .disable-view-mode svg{height:20px;width:20px}.excalidraw .theme--dark .plus-banner:hover{color:#000!important}.excalidraw .App-toolbar--compact .ToolIcon__keybinding,.excalidraw .App-toolbar.zen-mode .HintViewer,.excalidraw .App-toolbar.zen-mode .ToolIcon__keybinding{display:none}.excalidraw .App-toolbar--compact 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diff --git a/MyObsidianVault/Projects/Hexmapper/Hexmapper Structure Notes.md b/MyObsidianVault/Projects/z_planning/Hexmapper/Hexmapper Structure Notes.md
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rename to MyObsidianVault/Projects/z_planning/Hexmapper/Hexmapper Structure Notes.md
diff --git a/MyObsidianVault/Projects/Hexmapper/_notes.md b/MyObsidianVault/Projects/z_planning/Hexmapper/_notes.md
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rename from MyObsidianVault/Projects/Hexmapper/_notes.md
rename to MyObsidianVault/Projects/z_planning/Hexmapper/_notes.md
diff --git a/MyObsidianVault/Projects/z_planning/Weltenauge/Assets/Asset Regeln.md b/MyObsidianVault/Projects/z_planning/Weltenauge/Assets/Asset Regeln.md
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+Hier ist dein **"Asset-Zoll"** – eine kompakte Checkliste, die du als `README.md` direkt in deinen Projektordner legen kannst. Sie dient als deine **Pillar**, damit du nach drei Monaten Pause nicht erst googeln musst, warum die Texturen in Godot plötzlich lila sind oder das Haus so groß wie ein Planet ist.
+
+---
+
+## 🛂 Die Asset-Zoll Checkliste (Blender 5 ➔ Godot 4.6)
+
+Bevor ein (gekauftes) Asset in die Spielwelt darf, muss es diese Stationen durchlaufen:
+
+### 1. Die Blender-Inspektion (Vorbereitung)
+
+- [ ] **Scale & Rotation:** `Strg + A` -> _All Transforms_. (Scale muss auf 1.0 stehen, sonst spielt die Physik in Godot verrückt).
+    
+- [ ] **Ausrichtung:** Die Nase des Modells zeigt in Blender nach **-Z** (Forward), der Kopf nach **+Y** (Up).
+    
+- [ ] **Mesh-Check:** `M` -> _Merge by Distance_ (entfernt doppelte Vertices, die oft in Kauf-Assets stecken).
+    
+- [ ] **Material-Namen:** Gib Materialien sprechende Namen (z.B. `M_Stone_Dark`). Vermeide "Material.001".
+    
+
+### 2. Die Godot-Automatisierung (Suffixe)
+
+Nutze Godots Import-Hints direkt in Blender, um dir Klickarbeit zu sparen. Benenne die Objekte im Outliner um:
+
+- [ ] **Kollision:** Anhängsel `-col` am Objektnamen (erzeugt automatisch ein _StaticBody_ + _CollisionShape_).
+    
+- [ ] **Navigation:** Anhängsel `-navmesh` (für KI-Laufwege).
+    
+- [ ] **Details:** `-noimp` (falls du Hilfsobjekte hast, die nicht exportiert werden sollen).
+    
+
+### 3. Der Export (GLTF 2.0)
+
+- [ ] **Format:** `.glb` (ist meist kompakter und performanter für Godot).
+    
+- [ ] **Include:** _Selected Objects_ (verhindert, dass die Blender-Kamera mit im Spiel landet).
+    
+- [ ] **Data:** _UVs_, _Normals_ und _Vertex Colors_ müssen angehakt sein.
+    
+
+### 4. Die Godot-Ankunft (Import-Tab)
+
+- [ ] **Import As:** Wähle zwischen `Static Body` (für Häuser/Deko) oder `Scene` (für Interaktives).
+    
+- [ ] **Material Storage:** Stelle auf `Files (.tres)` um, wenn du die Materialien in Godot finetunen willst, ohne dass Blender sie beim nächsten Re-Import überschreibt.
+    
+
+---
+
+### Dein nächster "Playground" Schritt:
+
+Suche dir ein gekauftes Asset aus, das dir gefällt (z.B. eine Kiste oder eine Säule). Versuche, es **nur mit dieser Checkliste** innerhalb von 5 Minuten fehlerfrei nach Godot zu bringen, inklusive funktionierender Kollision.
+
+
+
+Um ein NWN-ähnliches Spiel mit Assets aus verschiedenen Quellen stimmig wirken zu lassen, ist ein **Master-Material** (in Godot: _Global Shader_ oder ein _Base Material Override_) deine wichtigste **Pillar**.
+
+Gekaufte Assets kommen oft mit völlig unterschiedlichen Glanzwerten oder Sättigungen. Wenn du sie einfach so zusammenwürfelst, sieht es aus wie ein bunter Flickenteppich.
+
+Hier ist die Strategie, wie du ein einheitliches "Look & Feel" erzwingst:
+
+---
+
+### 1. Die Pillar: Das "Standard3DMaterial" Preset
+
+Anstatt jedes Asset einzeln anzupassen, erstellst du ein **Basis-Template**, das die Assets "bändigt".
+
+**Schritt-für-Schritt in Godot 4.6:**
+
+1. Erstelle im Dateisystem einen neuen Ordner `Resources/Materials`.
+    
+2. Rechtsklick -> **New Resource** -> **StandardMaterial3D**. Nenne es `M_Global_Base.tres`.
+    
+3. Aktiviere unter **Proximity Fade** (für weiche Übergänge am Boden) oder **Distance Fade**, falls du Objekte sanft ausblenden willst.
+    
+4. **Wichtig für den NWN-Look:** Gehe zu **Sampling** und setze den _Filter_ auf `Nearest` (für einen leicht pixeligen Retro-Look) oder `Linear` (für modernen Look).
+    
+5. **Shading:** Setze _Diffuse Mode_ auf `Burley` und _Specular Mode_ auf `SchlickGGX`.
+    
+
+### 2. Der "Bändiger"-Trick (Material Override)
+
+Wenn du ein gekauftes Haus-Asset in deine Szene ziehst, hat es oft schon 10 Materialien dabei. Anstatt alle 10 zu ändern:
+
+- Klicke das Mesh im Inspektor an.
+    
+- Suche das Feld **Geometry** -> **Material Override**.
+    
+- Ziehe dein `M_Global_Base.tres` dort hinein.
+    
+- **Das Problem:** Jetzt ist alles einfarbig.
+    
+- **Die Lösung:** Nutze **Material Variations**. Rechtsklick auf dein `M_Global_Base.tres` -> **New Inherited Resource**. So behältst du die Grundeinstellungen (wie Schatten-Logik oder Glanz), kannst aber die Textur für das spezifische Haus austauschen.
+    
+
+### 3. Der Playground: Die "Atmosphären-Box"
+
+Hier kommt der Spieltrieb ins Spiel. Erschaffe eine kleine Test-Umgebung, um den Look zu kalibrieren.
+
+- **Experiment:** Erstelle eine `WorldEnvironment` Node.
+    
+- **Spiel mit den "Götter-Reglern":**
+    
+    - **Tonemap:** Stelle sie auf `Filmic` oder `ACES`. Das lässt billige Assets sofort hochwertiger wirken.
+        
+    - **SSAO (Ambient Occlusion):** Schalte es ein! Das erzeugt dunkle Schatten in den Ecken, wo Objekte den Boden berühren. Das "erdet" gekaufte Assets in deiner Welt.
+        
+    - **Fog (Nebel):** Nutze _Volumetric Fog_. Ein leichter bläulicher Nebel lässt die Distanz Tiefe gewinnen (sehr wichtig für die NWN-Perspektive von oben).
+        
+
+---
+
+### Dein Tracking-Tipp für das Lab-Journal:
+
+Schreibe dir eine **"Look-Referenz"** auf:
+
+> _"Meine Welt nutzt immer Tonemap: ACES, Exposure: 1.2 und SSAO Intensity: 1.5. Wenn ich in 3 Monaten zurückkomme und alles flach aussieht – check die WorldEnvironment!"_
+
+---
+
+### Nächster Schritt für dich:
+
+Da NWN ein **Top-Down/Isometrisches** Spiel ist, ist die Kamera-Perspektive entscheidend für den Look der Assets.
+
+**Soll ich dir ein kleines Godot-Script schreiben, mit dem du eine "NWN-Style" Kamera erstellst, die dem Spieler folgt und sich per Mausrad drehen/zoomen lässt?** (Das wäre ein super Playground-Projekt für den nächsten Einstieg!)
+
+
diff --git a/MyObsidianVault/Projects/z_planning/Weltenauge/Assets/_git lfs installieren + aktivieren.md b/MyObsidianVault/Projects/z_planning/Weltenauge/Assets/_git lfs installieren + aktivieren.md
new file mode 100644
index 0000000..0ba4980
--- /dev/null
+++ b/MyObsidianVault/Projects/z_planning/Weltenauge/Assets/_git lfs installieren + aktivieren.md	
@@ -0,0 +1,3 @@
+`sudo apt update`
+`sudo apt install git-lfs`
+`git lfs install`
diff --git a/MyObsidianVault/Projects/z_planning/Weltenauge/_Allgemein.md b/MyObsidianVault/Projects/z_planning/Weltenauge/_Allgemein.md
new file mode 100644
index 0000000..8d26e86
--- /dev/null
+++ b/MyObsidianVault/Projects/z_planning/Weltenauge/_Allgemein.md
@@ -0,0 +1 @@
+Anwendung der Pillar & Playground Strategie ( Fundament & Freiraum )
\ No newline at end of file
diff --git a/MyObsidianVault/Projects/z_planning/Weltenauge/_Infrastructure/forgejo installation scripts.md b/MyObsidianVault/Projects/z_planning/Weltenauge/_Infrastructure/forgejo installation scripts.md
new file mode 100644
index 0000000..ae9698e
--- /dev/null
+++ b/MyObsidianVault/Projects/z_planning/Weltenauge/_Infrastructure/forgejo installation scripts.md	
@@ -0,0 +1,26 @@
+1_add_repo.sh
+```bash
+# Add Docker's official GPG key:
+sudo apt-get update
+sudo apt-get install ca-certificates curl
+sudo install -m 0755 -d /etc/apt/keyrings
+sudo curl -fsSL https://download.docker.com/linux/ubuntu/gpg -o /etc/apt/keyrings/docker.asc
+sudo chmod a+r /etc/apt/keyrings/docker.asc
+
+# Add the repository to Apt sources:
+echo \
+  "deb [arch=$(dpkg --print-architecture) signed-by=/etc/apt/keyrings/docker.asc] https://download.docker.com/linux/ubuntu \
+  $(. /etc/os-release && echo "${UBUNTU_CODENAME:-$VERSION_CODENAME}") stable" | \
+  sudo tee /etc/apt/sources.list.d/docker.list > /dev/null
+sudo apt-get update
+```
+
+2_install_docker.sh
+```bash
+sudo apt-get install docker-ce docker-ce-cli containerd.io docker-buildx-plugin docker-compose-plugin
+```
+
+3_install_forgejo.sh
+```bash
+docker pull codeberg.org/forgejo/forgejo:11.0.1
+```
\ No newline at end of file
diff --git a/MyObsidianVault/Projects/z_planning/awa2/Asset Ideas.md b/MyObsidianVault/Projects/z_planning/awa2/Asset Ideas.md
deleted file mode 100644
index 07445f7..0000000
--- a/MyObsidianVault/Projects/z_planning/awa2/Asset Ideas.md	
+++ /dev/null
@@ -1,2 +0,0 @@
-DAZ Studio -> Rendering
-	Con: Zum Preis jeden Asset Einkaufs kommt noch die Interactive License mit 50€ pro pop dazu. TEUER !!!
\ No newline at end of file
diff --git a/MyObsidianVault/Projects/z_planning/awa2/Asset research.md b/MyObsidianVault/Projects/z_planning/awa2/Asset research.md
deleted file mode 100644
index a118ebd..0000000
--- a/MyObsidianVault/Projects/z_planning/awa2/Asset research.md	
+++ /dev/null
@@ -1,46 +0,0 @@
-
-==___Question:___== 
-**If i decide on using blender for rigging and animation, so i only need 3d models, is there a more efficient way to obtain models ?**
-
-==___Answer:___==
-**If you only need 3D models (without pre-rigged or pre-animated assets) and plan to handle rigging and animation yourself in Blender, you can pursue more cost-effective and efficient options focused purely on high-quality base meshes or character models. This approach can save costs since rigged and animated assets generally command premium prices.**
-
-## More Efficient Ways to Obtain Models for Blender Rigging/Animation
-
-1. **Buy Base Human Models / Character Meshes Only**
-    - Many asset stores offer detailed, high-poly or game-ready base human models without rigging and animations.
-    - These are usually priced lower than fully rigged/animated characters.
-    - Examples: CGTrader, TurboSquid, Sketchfab, and specialized artists on ArtStation.
-    - You can filter searches specifically for “non-rigged” or “base mesh” to save money.
-        
-2. **Use Free High-Quality 3D Human Base Meshes**
-    - Some communities and projects offer free or affordable high-quality base meshes suitable for rigging.
-    - Examples include MakeHuman (free customizable human models), ManuelBastioniLAB (Blender add-on for characters), or open-source character base meshes.
-    - These can be imported directly into Blender for rigging and animation.
-        
-3. **Purchase Modular Character Parts or Assets**
-    - Instead of full characters, consider modular parts (head, torso, limbs, clothes) that you assemble and customize in Blender.
-    - This can increase variety and cost efficiency by reusing parts across multiple characters.
-        
-4. **Use Subscription or Asset Libraries**
-    - Subscriptions to services like CG Cookie, Quixel Megascans, or Sketchfab Pro might provide access to large libraries of human models you can use for Blender rigging.
-    - This is economical if you require many models over time.
-        
-5. **Commission Bulk Models from Artists**
-    - Hiring freelance 3D artists for bulk base models might be more cost-effective depending on scale and quality needs.
-    - Platforms like Fiverr, Upwork, or ArtStation commissions can help here.
-        
-
-## Advantages of This Approach
-
-- Significant cost savings compared to buying fully rigged/animated characters.
-- Full control over rigging and animation quality and style in Blender.
-- Flexibility in customization and equipment integration.
-    
-## Summary
-
-If you plan to do your own rigging and animation in Blender, the most efficient way is to acquire base human 3D models only, either via lower-cost purchases, free high-quality base meshes, or modular asset packs. This cuts costs drastically compared to bundled rigged/animated assets like Reallusion’s and gives you the highest workflow control and customization power in Blender.[my3dmodels+2](https://my3dmodels.com/blogs/3d-world/the-ultimate-guide-to-free-and-paid-3d-human-models-for-your-next-project)​
-
-1. [https://my3dmodels.com/blogs/3d-world/the-ultimate-guide-to-free-and-paid-3d-human-models-for-your-next-project](https://my3dmodels.com/blogs/3d-world/the-ultimate-guide-to-free-and-paid-3d-human-models-for-your-next-project)
-2. [https://discussions.reallusion.com/t/godot-import-recommendations/14175](https://discussions.reallusion.com/t/godot-import-recommendations/14175)
-3. [https://www.reddit.com/r/godot/comments/1icyqbl/character_creation_software_options_for_godot/](https://www.reddit.com/r/godot/comments/1icyqbl/character_creation_software_options_for_godot/)
\ No newline at end of file
diff --git a/MyObsidianVault/Projects/z_planning/awa2/Definition.md b/MyObsidianVault/Projects/z_planning/awa2/Definition.md
deleted file mode 100644
index dc6aba3..0000000
--- a/MyObsidianVault/Projects/z_planning/awa2/Definition.md
+++ /dev/null
@@ -1,11 +0,0 @@
-Minimalistic
-Client & Server in einem
-2D mit gerenderter Grafik
-
-Designanspruch: Minimalistisch, maximal erweiterbar, mit simpler Struktur
-
-Eingekaufte Grafik, Rendering in Blender
-
-Avatars:
-	Part 1: 1 Avatar, HumanGenerator, AutoRigPro, Mixamo Geh, Kampf, Sterbe-Animation
-	Part 2: Reallusion Investment
\ No newline at end of file
diff --git a/MyObsidianVault/Projects/Finanzielle Unabhängigkeit/Plan_Szenarien.md b/MyObsidianVault/Projects/z_retired/Finanzielle Unabhängigkeit/Plan_Szenarien.md
similarity index 100%
rename from MyObsidianVault/Projects/Finanzielle Unabhängigkeit/Plan_Szenarien.md
rename to MyObsidianVault/Projects/z_retired/Finanzielle Unabhängigkeit/Plan_Szenarien.md