{"ast":null,"code":"\"use strict\";\n\nvar __importDefault = this && this.__importDefault || function (mod) {\n  return mod && mod.__esModule ? mod : {\n    \"default\": mod\n  };\n};\nObject.defineProperty(exports, \"__esModule\", {\n  value: true\n});\nvar SymbolMap_js_1 = require(\"../SymbolMap.js\");\nvar PhysicsMethods_js_1 = __importDefault(require(\"./PhysicsMethods.js\"));\nvar TexConstants_js_1 = require(\"../TexConstants.js\");\nvar ParseMethods_js_1 = __importDefault(require(\"../ParseMethods.js\"));\nvar MmlNode_js_1 = require(\"../../../core/MmlTree/MmlNode.js\");\nnew SymbolMap_js_1.CommandMap('Physics-automatic-bracing-macros', {\n  'quantity': 'Quantity',\n  'qty': 'Quantity',\n  'pqty': ['Quantity', '(', ')', true],\n  'bqty': ['Quantity', '[', ']', true],\n  'vqty': ['Quantity', '|', '|', true],\n  'Bqty': ['Quantity', '\\\\{', '\\\\}', true],\n  'absolutevalue': ['Quantity', '|', '|', true],\n  'abs': ['Quantity', '|', '|', true],\n  'norm': ['Quantity', '\\\\|', '\\\\|', true],\n  'evaluated': 'Eval',\n  'eval': 'Eval',\n  'order': ['Quantity', '(', ')', true, 'O', TexConstants_js_1.TexConstant.Variant.CALLIGRAPHIC],\n  'commutator': 'Commutator',\n  'comm': 'Commutator',\n  'anticommutator': ['Commutator', '\\\\{', '\\\\}'],\n  'acomm': ['Commutator', '\\\\{', '\\\\}'],\n  'poissonbracket': ['Commutator', '\\\\{', '\\\\}'],\n  'pb': ['Commutator', '\\\\{', '\\\\}']\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.CharacterMap('Physics-vector-mo', ParseMethods_js_1.default.mathchar0mo, {\n  dotproduct: ['\\u22C5', {\n    mathvariant: TexConstants_js_1.TexConstant.Variant.BOLD\n  }],\n  vdot: ['\\u22C5', {\n    mathvariant: TexConstants_js_1.TexConstant.Variant.BOLD\n  }],\n  crossproduct: '\\u00D7',\n  cross: '\\u00D7',\n  cp: '\\u00D7',\n  gradientnabla: ['\\u2207', {\n    mathvariant: TexConstants_js_1.TexConstant.Variant.BOLD\n  }]\n});\nnew SymbolMap_js_1.CharacterMap('Physics-vector-mi', ParseMethods_js_1.default.mathchar0mi, {\n  real: ['\\u211C', {\n    mathvariant: TexConstants_js_1.TexConstant.Variant.NORMAL\n  }],\n  imaginary: ['\\u2111', {\n    mathvariant: TexConstants_js_1.TexConstant.Variant.NORMAL\n  }]\n});\nnew SymbolMap_js_1.CommandMap('Physics-vector-macros', {\n  'vnabla': 'Vnabla',\n  'vectorbold': 'VectorBold',\n  'vb': 'VectorBold',\n  'vectorarrow': ['StarMacro', 1, '\\\\vec{\\\\vb', '{#1}}'],\n  'va': ['StarMacro', 1, '\\\\vec{\\\\vb', '{#1}}'],\n  'vectorunit': ['StarMacro', 1, '\\\\hat{\\\\vb', '{#1}}'],\n  'vu': ['StarMacro', 1, '\\\\hat{\\\\vb', '{#1}}'],\n  'gradient': ['OperatorApplication', '\\\\vnabla', '(', '['],\n  'grad': ['OperatorApplication', '\\\\vnabla', '(', '['],\n  'divergence': ['VectorOperator', '\\\\vnabla\\\\vdot', '(', '['],\n  'div': ['VectorOperator', '\\\\vnabla\\\\vdot', '(', '['],\n  'curl': ['VectorOperator', '\\\\vnabla\\\\crossproduct', '(', '['],\n  'laplacian': ['OperatorApplication', '\\\\nabla^2', '(', '[']\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.CommandMap('Physics-expressions-macros', {\n  'sin': 'Expression',\n  'sinh': 'Expression',\n  'arcsin': 'Expression',\n  'asin': 'Expression',\n  'cos': 'Expression',\n  'cosh': 'Expression',\n  'arccos': 'Expression',\n  'acos': 'Expression',\n  'tan': 'Expression',\n  'tanh': 'Expression',\n  'arctan': 'Expression',\n  'atan': 'Expression',\n  'csc': 'Expression',\n  'csch': 'Expression',\n  'arccsc': 'Expression',\n  'acsc': 'Expression',\n  'sec': 'Expression',\n  'sech': 'Expression',\n  'arcsec': 'Expression',\n  'asec': 'Expression',\n  'cot': 'Expression',\n  'coth': 'Expression',\n  'arccot': 'Expression',\n  'acot': 'Expression',\n  'exp': ['Expression', false],\n  'log': 'Expression',\n  'ln': 'Expression',\n  'det': ['Expression', false],\n  'Pr': ['Expression', false],\n  'tr': ['Expression', false],\n  'trace': ['Expression', false, 'tr'],\n  'Tr': ['Expression', false],\n  'Trace': ['Expression', false, 'Tr'],\n  'rank': 'NamedFn',\n  'erf': ['Expression', false],\n  'Residue': ['Macro', '\\\\mathrm{Res}'],\n  'Res': ['OperatorApplication', '\\\\Residue', '(', '[', '{'],\n  'principalvalue': ['OperatorApplication', '{\\\\cal P}'],\n  'pv': ['OperatorApplication', '{\\\\cal P}'],\n  'PV': ['OperatorApplication', '{\\\\rm P.V.}'],\n  'Re': ['OperatorApplication', '\\\\mathrm{Re}', '{'],\n  'Im': ['OperatorApplication', '\\\\mathrm{Im}', '{'],\n  'sine': ['NamedFn', 'sin'],\n  'hypsine': ['NamedFn', 'sinh'],\n  'arcsine': ['NamedFn', 'arcsin'],\n  'asine': ['NamedFn', 'asin'],\n  'cosine': ['NamedFn', 'cos'],\n  'hypcosine': ['NamedFn', 'cosh'],\n  'arccosine': ['NamedFn', 'arccos'],\n  'acosine': ['NamedFn', 'acos'],\n  'tangent': ['NamedFn', 'tan'],\n  'hyptangent': ['NamedFn', 'tanh'],\n  'arctangent': ['NamedFn', 'arctan'],\n  'atangent': ['NamedFn', 'atan'],\n  'cosecant': ['NamedFn', 'csc'],\n  'hypcosecant': ['NamedFn', 'csch'],\n  'arccosecant': ['NamedFn', 'arccsc'],\n  'acosecant': ['NamedFn', 'acsc'],\n  'secant': ['NamedFn', 'sec'],\n  'hypsecant': ['NamedFn', 'sech'],\n  'arcsecant': ['NamedFn', 'arcsec'],\n  'asecant': ['NamedFn', 'asec'],\n  'cotangent': ['NamedFn', 'cot'],\n  'hypcotangent': ['NamedFn', 'coth'],\n  'arccotangent': ['NamedFn', 'arccot'],\n  'acotangent': ['NamedFn', 'acot'],\n  'exponential': ['NamedFn', 'exp'],\n  'logarithm': ['NamedFn', 'log'],\n  'naturallogarithm': ['NamedFn', 'ln'],\n  'determinant': ['NamedFn', 'det'],\n  'Probability': ['NamedFn', 'Pr']\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.CommandMap('Physics-quick-quad-macros', {\n  'qqtext': 'Qqtext',\n  'qq': 'Qqtext',\n  'qcomma': ['Macro', '\\\\qqtext*{,}'],\n  'qc': ['Macro', '\\\\qqtext*{,}'],\n  'qcc': ['Qqtext', 'c.c.'],\n  'qif': ['Qqtext', 'if'],\n  'qthen': ['Qqtext', 'then'],\n  'qelse': ['Qqtext', 'else'],\n  'qotherwise': ['Qqtext', 'otherwise'],\n  'qunless': ['Qqtext', 'unless'],\n  'qgiven': ['Qqtext', 'given'],\n  'qusing': ['Qqtext', 'using'],\n  'qassume': ['Qqtext', 'assume'],\n  'qsince': ['Qqtext', 'since'],\n  'qlet': ['Qqtext', 'let'],\n  'qfor': ['Qqtext', 'for'],\n  'qall': ['Qqtext', 'all'],\n  'qeven': ['Qqtext', 'even'],\n  'qodd': ['Qqtext', 'odd'],\n  'qinteger': ['Qqtext', 'integer'],\n  'qand': ['Qqtext', 'and'],\n  'qor': ['Qqtext', 'or'],\n  'qas': ['Qqtext', 'as'],\n  'qin': ['Qqtext', 'in']\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.CommandMap('Physics-derivative-macros', {\n  'diffd': 'DiffD',\n  'flatfrac': ['Macro', '\\\\left.#1\\\\middle/#2\\\\right.', 2],\n  'differential': ['Differential', '\\\\diffd'],\n  'dd': ['Differential', '\\\\diffd'],\n  'variation': ['Differential', '\\\\delta'],\n  'var': ['Differential', '\\\\delta'],\n  'derivative': ['Derivative', 2, '\\\\diffd'],\n  'dv': ['Derivative', 2, '\\\\diffd'],\n  'partialderivative': ['Derivative', 3, '\\\\partial'],\n  'pderivative': ['Derivative', 3, '\\\\partial'],\n  'pdv': ['Derivative', 3, '\\\\partial'],\n  'functionalderivative': ['Derivative', 2, '\\\\delta'],\n  'fderivative': ['Derivative', 2, '\\\\delta'],\n  'fdv': ['Derivative', 2, '\\\\delta']\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.CommandMap('Physics-bra-ket-macros', {\n  'bra': 'Bra',\n  'ket': 'Ket',\n  'innerproduct': 'BraKet',\n  'ip': 'BraKet',\n  'braket': 'BraKet',\n  'outerproduct': 'KetBra',\n  'dyad': 'KetBra',\n  'ketbra': 'KetBra',\n  'op': 'KetBra',\n  'expectationvalue': 'Expectation',\n  'expval': 'Expectation',\n  'ev': 'Expectation',\n  'matrixelement': 'MatrixElement',\n  'matrixel': 'MatrixElement',\n  'mel': 'MatrixElement'\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.CommandMap('Physics-matrix-macros', {\n  'matrixquantity': 'MatrixQuantity',\n  'mqty': 'MatrixQuantity',\n  'pmqty': ['Macro', '\\\\mqty(#1)', 1],\n  'Pmqty': ['Macro', '\\\\mqty*(#1)', 1],\n  'bmqty': ['Macro', '\\\\mqty[#1]', 1],\n  'vmqty': ['Macro', '\\\\mqty|#1|', 1],\n  'smallmatrixquantity': ['MatrixQuantity', true],\n  'smqty': ['MatrixQuantity', true],\n  'spmqty': ['Macro', '\\\\smqty(#1)', 1],\n  'sPmqty': ['Macro', '\\\\smqty*(#1)', 1],\n  'sbmqty': ['Macro', '\\\\smqty[#1]', 1],\n  'svmqty': ['Macro', '\\\\smqty|#1|', 1],\n  'matrixdeterminant': ['Macro', '\\\\vmqty{#1}', 1],\n  'mdet': ['Macro', '\\\\vmqty{#1}', 1],\n  'smdet': ['Macro', '\\\\svmqty{#1}', 1],\n  'identitymatrix': 'IdentityMatrix',\n  'imat': 'IdentityMatrix',\n  'xmatrix': 'XMatrix',\n  'xmat': 'XMatrix',\n  'zeromatrix': ['Macro', '\\\\xmat{0}{#1}{#2}', 2],\n  'zmat': ['Macro', '\\\\xmat{0}{#1}{#2}', 2],\n  'paulimatrix': 'PauliMatrix',\n  'pmat': 'PauliMatrix',\n  'diagonalmatrix': 'DiagonalMatrix',\n  'dmat': 'DiagonalMatrix',\n  'antidiagonalmatrix': ['DiagonalMatrix', true],\n  'admat': ['DiagonalMatrix', true]\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.EnvironmentMap('Physics-aux-envs', ParseMethods_js_1.default.environment, {\n  smallmatrix: ['Array', null, null, null, 'c', '0.333em', '.2em', 'S', 1]\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.MacroMap('Physics-characters', {\n  '|': ['AutoClose', MmlNode_js_1.TEXCLASS.ORD],\n  ')': 'AutoClose',\n  ']': 'AutoClose'\n}, PhysicsMethods_js_1.default);","map":{"version":3,"names":["__importDefault","mod","__esModule","Object","defineProperty","exports","value","SymbolMap_js_1","require","PhysicsMethods_js_1","TexConstants_js_1","ParseMethods_js_1","MmlNode_js_1","CommandMap","TexConstant","Variant","CALLIGRAPHIC","default","CharacterMap","mathchar0mo","dotproduct","mathvariant","BOLD","vdot","crossproduct","cross","cp","gradientnabla","mathchar0mi","real","NORMAL","imaginary","EnvironmentMap","environment","smallmatrix","MacroMap","TEXCLASS","ORD"],"sources":["F:/workspace/202226701027/huinongbao-app/node_modules/mathjax-full/js/input/tex/physics/PhysicsMappings.js"],"sourcesContent":["\"use strict\";\nvar __importDefault = (this && this.__importDefault) || function (mod) {\n    return (mod && mod.__esModule) ? mod : { \"default\": mod };\n};\nObject.defineProperty(exports, \"__esModule\", { value: true });\nvar SymbolMap_js_1 = require(\"../SymbolMap.js\");\nvar PhysicsMethods_js_1 = __importDefault(require(\"./PhysicsMethods.js\"));\nvar TexConstants_js_1 = require(\"../TexConstants.js\");\nvar ParseMethods_js_1 = __importDefault(require(\"../ParseMethods.js\"));\nvar MmlNode_js_1 = require(\"../../../core/MmlTree/MmlNode.js\");\nnew SymbolMap_js_1.CommandMap('Physics-automatic-bracing-macros', {\n    'quantity': 'Quantity',\n    'qty': 'Quantity',\n    'pqty': ['Quantity', '(', ')', true],\n    'bqty': ['Quantity', '[', ']', true],\n    'vqty': ['Quantity', '|', '|', true],\n    'Bqty': ['Quantity', '\\\\{', '\\\\}', true],\n    'absolutevalue': ['Quantity', '|', '|', true],\n    'abs': ['Quantity', '|', '|', true],\n    'norm': ['Quantity', '\\\\|', '\\\\|', true],\n    'evaluated': 'Eval',\n    'eval': 'Eval',\n    'order': ['Quantity', '(', ')', true, 'O',\n        TexConstants_js_1.TexConstant.Variant.CALLIGRAPHIC],\n    'commutator': 'Commutator',\n    'comm': 'Commutator',\n    'anticommutator': ['Commutator', '\\\\{', '\\\\}'],\n    'acomm': ['Commutator', '\\\\{', '\\\\}'],\n    'poissonbracket': ['Commutator', '\\\\{', '\\\\}'],\n    'pb': ['Commutator', '\\\\{', '\\\\}']\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.CharacterMap('Physics-vector-mo', ParseMethods_js_1.default.mathchar0mo, {\n    dotproduct: ['\\u22C5', { mathvariant: TexConstants_js_1.TexConstant.Variant.BOLD }],\n    vdot: ['\\u22C5', { mathvariant: TexConstants_js_1.TexConstant.Variant.BOLD }],\n    crossproduct: '\\u00D7',\n    cross: '\\u00D7',\n    cp: '\\u00D7',\n    gradientnabla: ['\\u2207', { mathvariant: TexConstants_js_1.TexConstant.Variant.BOLD }]\n});\nnew SymbolMap_js_1.CharacterMap('Physics-vector-mi', ParseMethods_js_1.default.mathchar0mi, {\n    real: ['\\u211C', { mathvariant: TexConstants_js_1.TexConstant.Variant.NORMAL }],\n    imaginary: ['\\u2111', { mathvariant: TexConstants_js_1.TexConstant.Variant.NORMAL }]\n});\nnew SymbolMap_js_1.CommandMap('Physics-vector-macros', {\n    'vnabla': 'Vnabla',\n    'vectorbold': 'VectorBold',\n    'vb': 'VectorBold',\n    'vectorarrow': ['StarMacro', 1, '\\\\vec{\\\\vb', '{#1}}'],\n    'va': ['StarMacro', 1, '\\\\vec{\\\\vb', '{#1}}'],\n    'vectorunit': ['StarMacro', 1, '\\\\hat{\\\\vb', '{#1}}'],\n    'vu': ['StarMacro', 1, '\\\\hat{\\\\vb', '{#1}}'],\n    'gradient': ['OperatorApplication', '\\\\vnabla', '(', '['],\n    'grad': ['OperatorApplication', '\\\\vnabla', '(', '['],\n    'divergence': ['VectorOperator', '\\\\vnabla\\\\vdot', '(', '['],\n    'div': ['VectorOperator', '\\\\vnabla\\\\vdot', '(', '['],\n    'curl': ['VectorOperator', '\\\\vnabla\\\\crossproduct', '(', '['],\n    'laplacian': ['OperatorApplication', '\\\\nabla^2', '(', '['],\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.CommandMap('Physics-expressions-macros', {\n    'sin': 'Expression',\n    'sinh': 'Expression',\n    'arcsin': 'Expression',\n    'asin': 'Expression',\n    'cos': 'Expression',\n    'cosh': 'Expression',\n    'arccos': 'Expression',\n    'acos': 'Expression',\n    'tan': 'Expression',\n    'tanh': 'Expression',\n    'arctan': 'Expression',\n    'atan': 'Expression',\n    'csc': 'Expression',\n    'csch': 'Expression',\n    'arccsc': 'Expression',\n    'acsc': 'Expression',\n    'sec': 'Expression',\n    'sech': 'Expression',\n    'arcsec': 'Expression',\n    'asec': 'Expression',\n    'cot': 'Expression',\n    'coth': 'Expression',\n    'arccot': 'Expression',\n    'acot': 'Expression',\n    'exp': ['Expression', false],\n    'log': 'Expression',\n    'ln': 'Expression',\n    'det': ['Expression', false],\n    'Pr': ['Expression', false],\n    'tr': ['Expression', false],\n    'trace': ['Expression', false, 'tr'],\n    'Tr': ['Expression', false],\n    'Trace': ['Expression', false, 'Tr'],\n    'rank': 'NamedFn',\n    'erf': ['Expression', false],\n    'Residue': ['Macro', '\\\\mathrm{Res}'],\n    'Res': ['OperatorApplication', '\\\\Residue', '(', '[', '{'],\n    'principalvalue': ['OperatorApplication', '{\\\\cal P}'],\n    'pv': ['OperatorApplication', '{\\\\cal P}'],\n    'PV': ['OperatorApplication', '{\\\\rm P.V.}'],\n    'Re': ['OperatorApplication', '\\\\mathrm{Re}', '{'],\n    'Im': ['OperatorApplication', '\\\\mathrm{Im}', '{'],\n    'sine': ['NamedFn', 'sin'],\n    'hypsine': ['NamedFn', 'sinh'],\n    'arcsine': ['NamedFn', 'arcsin'],\n    'asine': ['NamedFn', 'asin'],\n    'cosine': ['NamedFn', 'cos'],\n    'hypcosine': ['NamedFn', 'cosh'],\n    'arccosine': ['NamedFn', 'arccos'],\n    'acosine': ['NamedFn', 'acos'],\n    'tangent': ['NamedFn', 'tan'],\n    'hyptangent': ['NamedFn', 'tanh'],\n    'arctangent': ['NamedFn', 'arctan'],\n    'atangent': ['NamedFn', 'atan'],\n    'cosecant': ['NamedFn', 'csc'],\n    'hypcosecant': ['NamedFn', 'csch'],\n    'arccosecant': ['NamedFn', 'arccsc'],\n    'acosecant': ['NamedFn', 'acsc'],\n    'secant': ['NamedFn', 'sec'],\n    'hypsecant': ['NamedFn', 'sech'],\n    'arcsecant': ['NamedFn', 'arcsec'],\n    'asecant': ['NamedFn', 'asec'],\n    'cotangent': ['NamedFn', 'cot'],\n    'hypcotangent': ['NamedFn', 'coth'],\n    'arccotangent': ['NamedFn', 'arccot'],\n    'acotangent': ['NamedFn', 'acot'],\n    'exponential': ['NamedFn', 'exp'],\n    'logarithm': ['NamedFn', 'log'],\n    'naturallogarithm': ['NamedFn', 'ln'],\n    'determinant': ['NamedFn', 'det'],\n    'Probability': ['NamedFn', 'Pr'],\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.CommandMap('Physics-quick-quad-macros', {\n    'qqtext': 'Qqtext',\n    'qq': 'Qqtext',\n    'qcomma': ['Macro', '\\\\qqtext*{,}'],\n    'qc': ['Macro', '\\\\qqtext*{,}'],\n    'qcc': ['Qqtext', 'c.c.'],\n    'qif': ['Qqtext', 'if'],\n    'qthen': ['Qqtext', 'then'],\n    'qelse': ['Qqtext', 'else'],\n    'qotherwise': ['Qqtext', 'otherwise'],\n    'qunless': ['Qqtext', 'unless'],\n    'qgiven': ['Qqtext', 'given'],\n    'qusing': ['Qqtext', 'using'],\n    'qassume': ['Qqtext', 'assume'],\n    'qsince': ['Qqtext', 'since'],\n    'qlet': ['Qqtext', 'let'],\n    'qfor': ['Qqtext', 'for'],\n    'qall': ['Qqtext', 'all'],\n    'qeven': ['Qqtext', 'even'],\n    'qodd': ['Qqtext', 'odd'],\n    'qinteger': ['Qqtext', 'integer'],\n    'qand': ['Qqtext', 'and'],\n    'qor': ['Qqtext', 'or'],\n    'qas': ['Qqtext', 'as'],\n    'qin': ['Qqtext', 'in'],\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.CommandMap('Physics-derivative-macros', {\n    'diffd': 'DiffD',\n    'flatfrac': ['Macro', '\\\\left.#1\\\\middle/#2\\\\right.', 2],\n    'differential': ['Differential', '\\\\diffd'],\n    'dd': ['Differential', '\\\\diffd'],\n    'variation': ['Differential', '\\\\delta'],\n    'var': ['Differential', '\\\\delta'],\n    'derivative': ['Derivative', 2, '\\\\diffd'],\n    'dv': ['Derivative', 2, '\\\\diffd'],\n    'partialderivative': ['Derivative', 3, '\\\\partial'],\n    'pderivative': ['Derivative', 3, '\\\\partial'],\n    'pdv': ['Derivative', 3, '\\\\partial'],\n    'functionalderivative': ['Derivative', 2, '\\\\delta'],\n    'fderivative': ['Derivative', 2, '\\\\delta'],\n    'fdv': ['Derivative', 2, '\\\\delta'],\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.CommandMap('Physics-bra-ket-macros', {\n    'bra': 'Bra',\n    'ket': 'Ket',\n    'innerproduct': 'BraKet',\n    'ip': 'BraKet',\n    'braket': 'BraKet',\n    'outerproduct': 'KetBra',\n    'dyad': 'KetBra',\n    'ketbra': 'KetBra',\n    'op': 'KetBra',\n    'expectationvalue': 'Expectation',\n    'expval': 'Expectation',\n    'ev': 'Expectation',\n    'matrixelement': 'MatrixElement',\n    'matrixel': 'MatrixElement',\n    'mel': 'MatrixElement',\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.CommandMap('Physics-matrix-macros', {\n    'matrixquantity': 'MatrixQuantity',\n    'mqty': 'MatrixQuantity',\n    'pmqty': ['Macro', '\\\\mqty(#1)', 1],\n    'Pmqty': ['Macro', '\\\\mqty*(#1)', 1],\n    'bmqty': ['Macro', '\\\\mqty[#1]', 1],\n    'vmqty': ['Macro', '\\\\mqty|#1|', 1],\n    'smallmatrixquantity': ['MatrixQuantity', true],\n    'smqty': ['MatrixQuantity', true],\n    'spmqty': ['Macro', '\\\\smqty(#1)', 1],\n    'sPmqty': ['Macro', '\\\\smqty*(#1)', 1],\n    'sbmqty': ['Macro', '\\\\smqty[#1]', 1],\n    'svmqty': ['Macro', '\\\\smqty|#1|', 1],\n    'matrixdeterminant': ['Macro', '\\\\vmqty{#1}', 1],\n    'mdet': ['Macro', '\\\\vmqty{#1}', 1],\n    'smdet': ['Macro', '\\\\svmqty{#1}', 1],\n    'identitymatrix': 'IdentityMatrix',\n    'imat': 'IdentityMatrix',\n    'xmatrix': 'XMatrix',\n    'xmat': 'XMatrix',\n    'zeromatrix': ['Macro', '\\\\xmat{0}{#1}{#2}', 2],\n    'zmat': ['Macro', '\\\\xmat{0}{#1}{#2}', 2],\n    'paulimatrix': 'PauliMatrix',\n    'pmat': 'PauliMatrix',\n    'diagonalmatrix': 'DiagonalMatrix',\n    'dmat': 'DiagonalMatrix',\n    'antidiagonalmatrix': ['DiagonalMatrix', true],\n    'admat': ['DiagonalMatrix', true]\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.EnvironmentMap('Physics-aux-envs', ParseMethods_js_1.default.environment, {\n    smallmatrix: ['Array', null, null, null, 'c', '0.333em', '.2em', 'S', 1]\n}, PhysicsMethods_js_1.default);\nnew SymbolMap_js_1.MacroMap('Physics-characters', {\n    '|': ['AutoClose', MmlNode_js_1.TEXCLASS.ORD],\n    ')': 'AutoClose',\n    ']': 'AutoClose'\n}, 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