mirror of
https://github.com/fjdu/obsidian-latex-unicode.git
synced 2026-07-22 07:30:30 +00:00
4392 lines
117 KiB
TypeScript
4392 lines
117 KiB
TypeScript
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// autogenerated with python -m unicodeit.export_data
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export const replacements = [
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['\\barleftarrowrightarrowba', '↹'],
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['\\rightarrowshortleftarrow', '⥂'],
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['\\leftarrowshortrightarrow', '⥃'],
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['\\shortrightarrowleftarrow', '⥄'],
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['\\leftrightharpoondowndown', '⥐'],
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['\\smallblacktriangleright', '▸'],
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['\\invwhiteupperhalfcircle', '◚'],
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['\\invwhitelowerhalfcircle', '◛'],
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['\\concavediamondtickright', '⟣'],
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['\\nvtwoheadrightarrowtail', '⤗'],
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['\\nVtwoheadrightarrowtail', '⤘'],
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['\\updownharpoonrightright', '⥏'],
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['\\updownharpoonsleftright', '⥮'],
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['\\downupharpoonsleftright', '⥯'],
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['\\mathsfbfit{\\varepsilon}', '𝞮'],
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['\\leftrightarrowtriangle', '⇿'],
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['\\smallblacktriangleleft', '◂'],
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['\\blackcircleulquadwhite', '◕'],
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['\\concavediamondtickleft', '⟢'],
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['\\leftrightharpoonupdown', '⥊'],
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['\\leftrightharpoondownup', '⥋'],
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['\\updownharpoonrightleft', '⥌'],
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['\\updownharpoonleftright', '⥍'],
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['\\downtrianglerightblack', '⧩'],
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['\\partialmeetcontraction', '⪣'],
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['\\nvtwoheadleftarrowtail', '⬼'],
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['\\nVtwoheadleftarrowtail', '⬽'],
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['\\underrightharpoondown', '⃬'],
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['\\barovernorthwestarrow', '↸'],
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['\\rangledownzigzagarrow', '⍼'],
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['\\circlebottomhalfblack', '◒'],
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['\\twoheadrightarrowtail', '⤖'],
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['\\updownharpoonleftleft', '⥑'],
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['\\downharpoonsleftright', '⥥'],
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['\\leftrightharpoonsdown', '⥧'],
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['\\rightleftharpoonsdown', '⥩'],
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['\\downtriangleleftblack', '⧨'],
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['\\blackdiamonddownarrow', '⧪'],
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['\\closedvarcupsmashprod', '⩐'],
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['\\mathbfit{\\varepsilon}', '𝜺'],
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['\\mathbold{\\varepsilon}', '𝜺'],
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['\\mathsfbf{\\varepsilon}', '𝝴'],
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['\\mathsfbfit{\\varsigma}', '𝞻'],
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['\\mathsfbfit{\\vartheta}', '𝟅'],
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['\\underleftharpoondown', '⃭'],
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['\\mathring{\\mathrm{A}}', 'Å'],
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['\\CapitalDifferentialD', 'ⅅ'],
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['\\bigblacktriangledown', '▼'],
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['\\circlerighthalfblack', '◑'],
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['\\blackrighthalfcircle', '◗'],
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['\\blackcircledrightdot', '⚈'],
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['\\whiteinwhitetriangle', '⟁'],
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['\\whitesquaretickright', '⟥'],
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['\\barrightarrowdiamond', '⤠'],
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['\\downrightcurvedarrow', '⤵'],
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['\\rightdowncurvedarrow', '⤷'],
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['\\curvearrowrightminus', '⤼'],
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['\\leftrightarrowcircle', '⥈'],
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['\\twoheaduparrowcircle', '⥉'],
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['\\leftrightharpoonupup', '⥎'],
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['\\leftrightharpoondown', '⥐'],
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['\\dashrightharpoondown', '⥭'],
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['\\blackcircledownarrow', '⧭'],
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['\\NestedGreaterGreater', '⪢'],
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['\\twoheadleftarrowtail', '⬻'],
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['\\rightarrowbackapprox', '⭈'],
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['\\mathsfbfit{\\Upsilon}', '𝞤'],
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['\\mathsfbfit{\\upsilon}', '𝞾'],
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['\\mathsfbfit{\\epsilon}', '𝟄'],
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['\\textfractionsolidus', '⁄'],
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['\\leftrightsquigarrow', '↭'],
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['\\mathrm{\\varepsilon}', 'ε'],
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['\\whitearrowupfrombar', '⇪'],
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['\\blockthreeqtrshaded', '▓'],
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['\\blackinwhitediamond', '◈'],
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['\\circlelefthalfblack', '◐'],
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['\\blacklefthalfcircle', '◖'],
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['\\blackcircledtwodots', '⚉'],
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['\\whitesquaretickleft', '⟤'],
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['\\longrightsquigarrow', '⟿'],
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['\\nvtwoheadrightarrow', '⤀'],
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['\\nVtwoheadrightarrow', '⤁'],
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['\\diamondleftarrowbar', '⤟'],
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['\\leftdowncurvedarrow', '⤶'],
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['\\downharpoonrightbar', '⥕'],
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['\\rightharpoondownbar', '⥗'],
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['\\bardownharpoonright', '⥝'],
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['\\barrightharpoondown', '⥟'],
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['\\upharpoonsleftright', '⥣'],
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['\\rightharpoonsupdown', '⥤'],
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['\\leftrightharpoonsup', '⥦'],
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['\\rightleftharpoonsup', '⥨'],
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['\\dashleftharpoondown', '⥫'],
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['\\twoheadleftdbkarrow', '⬷'],
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['\\leftarrowbackapprox', '⭂'],
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['\\mathbf{\\varepsilon}', '𝛆'],
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['\\mathit{\\varepsilon}', '𝜀'],
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['\\mathbfit{\\varsigma}', '𝝇'],
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['\\mathbold{\\varsigma}', '𝝇'],
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['\\mathbfit{\\vartheta}', '𝝑'],
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['\\mathbold{\\vartheta}', '𝝑'],
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['\\mathsfbf{\\varsigma}', '𝞁'],
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['\\mathsfbf{\\vartheta}', '𝞋'],
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['\\mathsfbfit{\\Lambda}', '𝞚'],
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['\\mathsfbfit{\\lambda}', '𝞴'],
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['\\mathsfbfit{\\varphi}', '𝞿'],
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['\\mbfitsansvarepsilon', '𝟄'],
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['\\mathsfbfit{\\varrho}', '𝟈'],
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['\\textpertenthousand', '‱'],
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['\\blacktriangleright', '▸'],
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['\\rightharpoonaccent', '⃑'],
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['\\overleftrightarrow', '⃡'],
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['\\acwopencirclearrow', '↺'],
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['\\upharpoonrightdown', '⇂'],
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['\\circleonrightarrow', '⇴'],
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['\\rightarrowtriangle', '⇾'],
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['\\PrecedesSlantEqual', '≼'],
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['\\SucceedsSlantEqual', '≽'],
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['\\measuredrightangle', '⊾'],
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['\\blackinwhitesquare', '▣'],
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['\\parallelogramblack', '▰'],
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['\\bigblacktriangleup', '▲'],
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['\\smalltriangleright', '▹'],
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['\\circletophalfblack', '◓'],
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['\\inversewhitecircle', '◙'],
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['\\trianglerightblack', '◮'],
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['\\longleftrightarrow', '⟷'],
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['\\Longleftrightarrow', '⟺'],
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['\\curvearrowleftplus', '⤽'],
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['\\ccwundercurvearrow', '⤿'],
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['\\leftrightharpoonup', '⥎'],
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['\\rightupdownharpoon', '⥏'],
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['\\RightDownVectorBar', '⥕'],
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['\\barleftharpoondown', '⥖'],
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['\\DownRightVectorBar', '⥗'],
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['\\downharpoonleftbar', '⥙'],
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['\\RightDownTeeVector', '⥝'],
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['\\leftharpoondownbar', '⥞'],
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['\\DownRightTeeVector', '⥟'],
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['\\bardownharpoonleft', '⥡'],
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['\\leftharpoonsupdown', '⥢'],
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['\\rightrightharpoons', '⥤'],
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['\\rightharpoonupdash', '⥬'],
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['\\circledwhitebullet', '⦾'],
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['\\errbarblackdiamond', '⧱'],
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['\\longleftsquigarrow', '⬳'],
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['\\nvtwoheadleftarrow', '⬴'],
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['\\nVtwoheadleftarrow', '⬵'],
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['\\bsimilarrightarrow', '⭇'],
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['\\rightarrowbsimilar', '⭌'],
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['\\rightpentagonblack', '⭓'],
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['\\mathbfit{\\Upsilon}', '𝜰'],
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['\\mathbold{\\Upsilon}', '𝜰'],
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['\\mathbfit{\\upsilon}', '𝝊'],
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['\\mathbold{\\upsilon}', '𝝊'],
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['\\mathbfit{\\epsilon}', '𝝐'],
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['\\mathbold{\\epsilon}', '𝝐'],
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['\\mathsfbf{\\Upsilon}', '𝝪'],
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['\\mathsfbf{\\upsilon}', '𝞄'],
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['\\mathsfbf{\\epsilon}', '𝞊'],
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['\\mathsfbfit{\\Gamma}', '𝞒'],
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['\\mathsfbfit{\\Delta}', '𝞓'],
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['\\mathsfbfit{\\Theta}', '𝞗'],
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['\\mathsfbfit{\\Sigma}', '𝞢'],
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['\\mathsfbfit{\\Omega}', '𝞨'],
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['\\mathsfbfit{\\alpha}', '𝞪'],
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['\\mathsfbfit{\\gamma}', '𝞬'],
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['\\mathsfbfit{\\delta}', '𝞭'],
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['\\mathsfbfit{\\theta}', '𝞱'],
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['\\mathsfbfit{\\kappa}', '𝞳'],
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['\\mathsfbfit{\\sigma}', '𝞼'],
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['\\mathsfbfit{\\omega}', '𝟂'],
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['\\mathsfbfit{\\varpi}', '𝟉'],
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['\\blacktriangledown', '▾'],
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['\\blacktriangleleft', '◂'],
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['\\twoheadrightarrow', '↠'],
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['\\leftrightharpoons', '⇋'],
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['\\rightleftharpoons', '⇌'],
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['\\textreferencemark', '※'],
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['\\mathrm{\\varsigma}', 'ς'],
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['\\mathrm{\\vartheta}', 'ϑ'],
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['\\leftharpoonaccent', '⃐'],
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['\\cwopencirclearrow', '↻'],
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['\\upharpoonleftdown', '⇃'],
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['\\leftarrowtriangle', '⇽'],
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['\\kernelcontraction', '∻'],
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['\\vardoublebarwedge', '⌆'],
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['\\varhexagonlrbonds', '⌬'],
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['\\APLvert{\\APLdown}', '⍒'],
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['\\varcarriagereturn', '⏎'],
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['\\blackpointerright', '►'],
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['\\whitepointerright', '▻'],
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['\\smalltriangledown', '▿'],
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['\\smalltriangleleft', '◃'],
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['\\circleurquadblack', '◔'],
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['\\triangleleftblack', '◭'],
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['\\acwgapcirclearrow', '⟲'],
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['\\rightarrowonoplus', '⟴'],
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['\\rightarrowdiamond', '⤞'],
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['\\uprightcurvearrow', '⤴'],
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['\\cwundercurvearrow', '⤾'],
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['\\leftupdownharpoon', '⥑'],
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['\\rightharpoonupbar', '⥓'],
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['\\barupharpoonright', '⥔'],
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['\\DownLeftVectorBar', '⥖'],
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['\\LeftDownVectorBar', '⥙'],
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['\\barrightharpoonup', '⥛'],
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['\\upharpoonrightbar', '⥜'],
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['\\DownLeftTeeVector', '⥞'],
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['\\LeftDownTeeVector', '⥡'],
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['\\leftharpoonupdash', '⥪'],
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['\\similarrightarrow', '⥲'],
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['\\rightarrowsimilar', '⥴'],
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['\\measuredangleleft', '⦛'],
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['\\errbarblacksquare', '⧯'],
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['\\errbarblackcircle', '⧳'],
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['\\diamondrightblack', '⬗'],
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['\\circleonleftarrow', '⬰'],
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['\\bsimilarleftarrow', '⭁'],
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['\\leftarrowbsimilar', '⭋'],
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['\\mathbf{\\varsigma}', '𝛓'],
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['\\mathbf{\\vartheta}', '𝛝'],
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['\\mathit{\\varsigma}', '𝜍'],
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['\\mathit{\\vartheta}', '𝜗'],
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['\\mathbfit{\\Lambda}', '𝜦'],
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['\\mathbold{\\Lambda}', '𝜦'],
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['\\mathbfit{\\lambda}', '𝝀'],
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['\\mathbold{\\lambda}', '𝝀'],
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['\\mathbfit{\\varphi}', '𝝋'],
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['\\mathbold{\\varphi}', '𝝋'],
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['\\mathbfit{\\varrho}', '𝝔'],
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['\\mathbold{\\varrho}', '𝝔'],
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['\\mathsfbf{\\Lambda}', '𝝠'],
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['\\mathsfbf{\\lambda}', '𝝺'],
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['\\mathsfbf{\\varphi}', '𝞅'],
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['\\mbfsansvarepsilon', '𝞊'],
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['\\mathsfbf{\\varrho}', '𝞎'],
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['\\mbfitsansvarTheta', '𝞡'],
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['\\mathsfbfit{\\beta}', '𝞫'],
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['\\mathsfbfit{\\zeta}', '𝞯'],
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['\\mathsfbfit{\\iota}', '𝞲'],
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['\\mbfitsansvarsigma', '𝞻'],
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['\\mbfitsansvartheta', '𝟅'],
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['\\mbfitsansvarkappa', '𝟆'],
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['\\circlearrowright', '↻'],
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['\\rightrightarrows', '⇉'],
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['\\vartriangleright', '⊳'],
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['\\textordmasculine', 'º'],
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['\\textvisiblespace', '␣'],
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['\\twoheadleftarrow', '↞'],
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['\\downharpoonright', '⇂'],
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['\\ntrianglerighteq', '⋭'],
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['\\rightharpoondown', '⇁'],
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['\\mathrm{\\Upsilon}', 'Υ'],
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['\\mathrm{\\upsilon}', 'υ'],
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['\\mathrm{\\epsilon}', 'ϵ'],
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['\\twoheaddownarrow', '↡'],
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['\\upharpoonrightup', '↾'],
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['\\uparrowdownarrow', '⇅'],
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['\\downarrowuparrow', '⇵'],
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['\\rightthreearrows', '⇶'],
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['\\nvleftrightarrow', '⇹'],
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['\\nVleftrightarrow', '⇼'],
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['\\varointclockwise', '∲'],
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['\\ointctrclockwise', '∳'],
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['\\multimapdotbothA', '⊶'],
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['\\multimapdotbothB', '⊷'],
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['\\NotRightTriangle', '⋫'],
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['\\APLcirc{\\APLbox}', '⌼'],
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['\\APLvert{\\Circle}', '⌽'],
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['\\APLcirc{\\Circle}', '⌾'],
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['\\APLrightarrowbox', '⍈'],
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['\\APLnot{\\APLdown}', '⍫'],
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['\\blackpointerleft', '◄'],
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['\\whitepointerleft', '◅'],
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['\\squarerightblack', '◨'],
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['\\cwgapcirclearrow', '⟳'],
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['\\nvLeftrightarrow', '⤄'],
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['\\nvrightarrowtail', '⤔'],
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['\\nVrightarrowtail', '⤕'],
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['\\diamondleftarrow', '⤝'],
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['\\rightcurvedarrow', '⤳'],
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['\\acwunderarcarrow', '⤻'],
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['\\leftrightharpoon', '⥊'],
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['\\rightleftharpoon', '⥋'],
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|
|
['\\barleftharpoonup', '⥒'],
|
|||
|
|
['\\RightUpVectorBar', '⥔'],
|
|||
|
|
['\\barupharpoonleft', '⥘'],
|
|||
|
|
['\\leftharpoonupbar', '⥚'],
|
|||
|
|
['\\RightUpTeeVector', '⥜'],
|
|||
|
|
['\\upharpoonleftbar', '⥠'],
|
|||
|
|
['\\leftleftharpoons', '⥢'],
|
|||
|
|
['\\downdownharpoons', '⥥'],
|
|||
|
|
['\\uprevequilibrium', '⥯'],
|
|||
|
|
['\\leftarrowsimilar', '⥳'],
|
|||
|
|
['\\rightarrowapprox', '⥵'],
|
|||
|
|
['\\sphericalangleup', '⦡'],
|
|||
|
|
['\\RightTriangleBar', '⧐'],
|
|||
|
|
['\\diamondleftblack', '⬖'],
|
|||
|
|
['\\leftarrowonoplus', '⬲'],
|
|||
|
|
['\\rightarrowsupset', '⭄'],
|
|||
|
|
['\\similarleftarrow', '⭉'],
|
|||
|
|
['\\mathbf{\\Upsilon}', '𝚼'],
|
|||
|
|
['\\mathbf{\\upsilon}', '𝛖'],
|
|||
|
|
['\\mathbf{\\epsilon}', '𝛜'],
|
|||
|
|
['\\mathit{\\Upsilon}', '𝛶'],
|
|||
|
|
['\\mathit{\\upsilon}', '𝜐'],
|
|||
|
|
['\\mathit{\\partial}', '𝜕'],
|
|||
|
|
['\\mathit{\\epsilon}', '𝜖'],
|
|||
|
|
['\\mathbfit{\\Gamma}', '𝜞'],
|
|||
|
|
['\\mathbold{\\Gamma}', '𝜞'],
|
|||
|
|
['\\mathbfit{\\Delta}', '𝜟'],
|
|||
|
|
['\\mathbold{\\Delta}', '𝜟'],
|
|||
|
|
['\\mathbfit{\\Theta}', '𝜣'],
|
|||
|
|
['\\mathbold{\\Theta}', '𝜣'],
|
|||
|
|
['\\mathbfit{\\Sigma}', '𝜮'],
|
|||
|
|
['\\mathbold{\\Sigma}', '𝜮'],
|
|||
|
|
['\\mathbfit{\\Omega}', '𝜴'],
|
|||
|
|
['\\mathbold{\\Omega}', '𝜴'],
|
|||
|
|
['\\mathbfit{\\alpha}', '𝜶'],
|
|||
|
|
['\\mathbold{\\alpha}', '𝜶'],
|
|||
|
|
['\\mathbfit{\\gamma}', '𝜸'],
|
|||
|
|
['\\mathbold{\\gamma}', '𝜸'],
|
|||
|
|
['\\mathbfit{\\delta}', '𝜹'],
|
|||
|
|
['\\mathbold{\\delta}', '𝜹'],
|
|||
|
|
['\\mathbfit{\\theta}', '𝜽'],
|
|||
|
|
['\\mathbold{\\theta}', '𝜽'],
|
|||
|
|
['\\mathbfit{\\kappa}', '𝜿'],
|
|||
|
|
['\\mathbold{\\kappa}', '𝜿'],
|
|||
|
|
['\\mathbfit{\\sigma}', '𝝈'],
|
|||
|
|
['\\mathbold{\\sigma}', '𝝈'],
|
|||
|
|
['\\mathbfit{\\omega}', '𝝎'],
|
|||
|
|
['\\mathbold{\\omega}', '𝝎'],
|
|||
|
|
['\\mathbfit{\\varpi}', '𝝕'],
|
|||
|
|
['\\mathbold{\\varpi}', '𝝕'],
|
|||
|
|
['\\mathsfbf{\\Gamma}', '𝝘'],
|
|||
|
|
['\\mathsfbf{\\Delta}', '𝝙'],
|
|||
|
|
['\\mathsfbf{\\Theta}', '𝝝'],
|
|||
|
|
['\\mathsfbf{\\Sigma}', '𝝨'],
|
|||
|
|
['\\mathsfbf{\\Omega}', '𝝮'],
|
|||
|
|
['\\mathsfbf{\\alpha}', '𝝰'],
|
|||
|
|
['\\mathsfbf{\\gamma}', '𝝲'],
|
|||
|
|
['\\mathsfbf{\\delta}', '𝝳'],
|
|||
|
|
['\\mathsfbf{\\theta}', '𝝷'],
|
|||
|
|
['\\mathsfbf{\\kappa}', '𝝹'],
|
|||
|
|
['\\mathsfbf{\\sigma}', '𝞂'],
|
|||
|
|
['\\mathsfbf{\\omega}', '𝞈'],
|
|||
|
|
['\\mathsfbf{\\varpi}', '𝞏'],
|
|||
|
|
['\\mbfitsansEpsilon', '𝞔'],
|
|||
|
|
['\\mbfitsansOmicron', '𝞞'],
|
|||
|
|
['\\mbfitsansUpsilon', '𝞤'],
|
|||
|
|
['\\mathsfbfit{\\Phi}', '𝞥'],
|
|||
|
|
['\\mathsfbfit{\\Psi}', '𝞧'],
|
|||
|
|
['\\mbfitsansepsilon', '𝞮'],
|
|||
|
|
['\\mathsfbfit{\\eta}', '𝞰'],
|
|||
|
|
['\\mbfitsansomicron', '𝞸'],
|
|||
|
|
['\\mathsfbfit{\\rho}', '𝞺'],
|
|||
|
|
['\\mathsfbfit{\\tau}', '𝞽'],
|
|||
|
|
['\\mbfitsansupsilon', '𝞾'],
|
|||
|
|
['\\mathsfbfit{\\chi}', '𝟀'],
|
|||
|
|
['\\mathsfbfit{\\psi}', '𝟁'],
|
|||
|
|
['\\mbfitsanspartial', '𝟃'],
|
|||
|
|
['\\mathsfbfit{\\phi}', '𝟇'],
|
|||
|
|
['\\textperthousand', '‰'],
|
|||
|
|
['\\leftrightarrows', '⇆'],
|
|||
|
|
['\\textmusicalnote', '♪'],
|
|||
|
|
['\\nleftrightarrow', '↮'],
|
|||
|
|
['\\rightleftarrows', '⇄'],
|
|||
|
|
['\\bigtriangledown', '▽'],
|
|||
|
|
['\\textordfeminine', 'ª'],
|
|||
|
|
['\\ntrianglelefteq', '⋬'],
|
|||
|
|
['\\rightthreetimes', '⋌'],
|
|||
|
|
['\\trianglerighteq', '⊵'],
|
|||
|
|
['\\vartriangleleft', '⊲'],
|
|||
|
|
['\\rightsquigarrow', '⇝'],
|
|||
|
|
['\\downharpoonleft', '⇃'],
|
|||
|
|
['\\curvearrowright', '↷'],
|
|||
|
|
['\\circlearrowleft', '↺'],
|
|||
|
|
['\\leftharpoondown', '↽'],
|
|||
|
|
['\\nLeftrightarrow', '⇎'],
|
|||
|
|
['\\mathrm{\\Lambda}', 'Λ'],
|
|||
|
|
['\\mathrm{\\lambda}', 'λ'],
|
|||
|
|
['\\mathrm{\\varphi}', 'φ'],
|
|||
|
|
['\\mathrm{\\varrho}', 'ϱ'],
|
|||
|
|
['\\enleadertwodots', '‥'],
|
|||
|
|
['\\unicodeellipsis', '…'],
|
|||
|
|
['\\enclosetriangle', '⃤'],
|
|||
|
|
['\\widebridgeabove', '⃩'],
|
|||
|
|
['\\underrightarrow', '⃯'],
|
|||
|
|
['\\downzigzagarrow', '↯'],
|
|||
|
|
['\\upharpoonleftup', '↿'],
|
|||
|
|
['\\rightwhitearrow', '⇨'],
|
|||
|
|
['\\NotGreaterTilde', '≵'],
|
|||
|
|
['\\NotLeftTriangle', '⋪'],
|
|||
|
|
['\\APLnotbackslash', '⍀'],
|
|||
|
|
['\\APLleftarrowbox', '⍇'],
|
|||
|
|
['\\APLvert{\\APLup}', '⍋'],
|
|||
|
|
['\\APLdownarrowbox', '⍗'],
|
|||
|
|
['\\blockhalfshaded', '▒'],
|
|||
|
|
['\\squarecrossfill', '▩'],
|
|||
|
|
['\\hrectangleblack', '▬'],
|
|||
|
|
['\\vrectangleblack', '▮'],
|
|||
|
|
['\\blacktriangleup', '▴'],
|
|||
|
|
['\\smalltriangleup', '▵'],
|
|||
|
|
['\\lrblacktriangle', '◢'],
|
|||
|
|
['\\llblacktriangle', '◣'],
|
|||
|
|
['\\ulblacktriangle', '◤'],
|
|||
|
|
['\\urblacktriangle', '◥'],
|
|||
|
|
['\\squareleftblack', '◧'],
|
|||
|
|
['\\circledrightdot', '⚆'],
|
|||
|
|
['\\downarrowbarred', '⤈'],
|
|||
|
|
['\\cwrightarcarrow', '⤸'],
|
|||
|
|
['\\acwleftarcarrow', '⤹'],
|
|||
|
|
['\\acwoverarcarrow', '⤺'],
|
|||
|
|
['\\LeftUpVectorBar', '⥘'],
|
|||
|
|
['\\LeftUpTeeVector', '⥠'],
|
|||
|
|
['\\rightbarharpoon', '⥬'],
|
|||
|
|
['\\barrightharpoon', '⥭'],
|
|||
|
|
['\\equalrightarrow', '⥱'],
|
|||
|
|
['\\leftarrowsubset', '⥺'],
|
|||
|
|
['\\measanglerutone', '⦨'],
|
|||
|
|
['\\measanglelutonw', '⦩'],
|
|||
|
|
['\\measanglerdtose', '⦪'],
|
|||
|
|
['\\measangleldtosw', '⦫'],
|
|||
|
|
['\\measangleurtone', '⦬'],
|
|||
|
|
['\\measangleultonw', '⦭'],
|
|||
|
|
['\\measangledrtose', '⦮'],
|
|||
|
|
['\\measangledltosw', '⦯'],
|
|||
|
|
['\\circledparallel', '⦷'],
|
|||
|
|
['\\uparrowoncircle', '⦽'],
|
|||
|
|
['\\LeftTriangleBar', '⧏'],
|
|||
|
|
['\\circledownarrow', '⧬'],
|
|||
|
|
['\\bigtriangleleft', '⨞'],
|
|||
|
|
['\\diamondtopblack', '⬘'],
|
|||
|
|
['\\diamondbotblack', '⬙'],
|
|||
|
|
['\\varhexagonblack', '⬢'],
|
|||
|
|
['\\leftthreearrows', '⬱'],
|
|||
|
|
['\\twoheadmapsfrom', '⬶'],
|
|||
|
|
['\\nvleftarrowtail', '⬹'],
|
|||
|
|
['\\nVleftarrowtail', '⬺'],
|
|||
|
|
['\\leftcurvedarrow', '⬿'],
|
|||
|
|
['\\leftarrowapprox', '⭊'],
|
|||
|
|
['\\mathbf{\\Lambda}', '𝚲'],
|
|||
|
|
['\\mathbf{\\lambda}', '𝛌'],
|
|||
|
|
['\\mathbf{\\varphi}', '𝛗'],
|
|||
|
|
['\\mathbf{\\varrho}', '𝛠'],
|
|||
|
|
['\\mathit{\\Lambda}', '𝛬'],
|
|||
|
|
['\\mathit{\\lambda}', '𝜆'],
|
|||
|
|
['\\mathit{\\varphi}', '𝜑'],
|
|||
|
|
['\\mathit{\\varrho}', '𝜚'],
|
|||
|
|
['\\mathbfit{\\beta}', '𝜷'],
|
|||
|
|
['\\mathbold{\\beta}', '𝜷'],
|
|||
|
|
['\\mathbfit{\\zeta}', '𝜻'],
|
|||
|
|
['\\mathbold{\\zeta}', '𝜻'],
|
|||
|
|
['\\mathbfit{\\iota}', '𝜾'],
|
|||
|
|
['\\mathbold{\\iota}', '𝜾'],
|
|||
|
|
['\\mbfitvarepsilon', '𝝐'],
|
|||
|
|
['\\mbfsansvarTheta', '𝝧'],
|
|||
|
|
['\\mathsfbf{\\beta}', '𝝱'],
|
|||
|
|
['\\mathsfbf{\\zeta}', '𝝵'],
|
|||
|
|
['\\mathsfbf{\\iota}', '𝝸'],
|
|||
|
|
['\\mbfsansvarsigma', '𝞁'],
|
|||
|
|
['\\mbfsansvartheta', '𝞋'],
|
|||
|
|
['\\mbfsansvarkappa', '𝞌'],
|
|||
|
|
['\\mbfitsansLambda', '𝞚'],
|
|||
|
|
['\\mathsfbfit{\\Xi}', '𝞝'],
|
|||
|
|
['\\mathsfbfit{\\Pi}', '𝞟'],
|
|||
|
|
['\\mbfitsanslambda', '𝞴'],
|
|||
|
|
['\\mathsfbfit{\\mu}', '𝞵'],
|
|||
|
|
['\\mathsfbfit{\\nu}', '𝞶'],
|
|||
|
|
['\\mathsfbfit{\\xi}', '𝞷'],
|
|||
|
|
['\\mathsfbfit{\\pi}', '𝞹'],
|
|||
|
|
['\\mbfitsansvarphi', '𝟇'],
|
|||
|
|
['\\mbfitsansvarrho', '𝟈'],
|
|||
|
|
['\\curvearrowleft', '↶'],
|
|||
|
|
['\\guilsinglright', '›'],
|
|||
|
|
['\\leftthreetimes', '⋋'],
|
|||
|
|
['\\leftrightarrow', '↔'],
|
|||
|
|
['\\rightharpoonup', '⇀'],
|
|||
|
|
['\\guillemotright', '»'],
|
|||
|
|
['\\downdownarrows', '⇊'],
|
|||
|
|
['\\hookrightarrow', '↪'],
|
|||
|
|
['\\hspace{0.25em}', ' '],
|
|||
|
|
['\\dashrightarrow', '⇢'],
|
|||
|
|
['\\leftleftarrows', '⇇'],
|
|||
|
|
['\\trianglelefteq', '⊴'],
|
|||
|
|
['\\ntriangleright', '⋫'],
|
|||
|
|
['\\doublebarwedge', '⌆'],
|
|||
|
|
['\\upharpoonright', '↾'],
|
|||
|
|
['\\rightarrowtail', '↣'],
|
|||
|
|
['\\looparrowright', '↬'],
|
|||
|
|
['\\Leftrightarrow', '⇔'],
|
|||
|
|
['\\sphericalangle', '∢'],
|
|||
|
|
['\\ocommatopright', '̕'],
|
|||
|
|
['\\mathrm{\\Gamma}', 'Γ'],
|
|||
|
|
['\\mathrm{\\Delta}', 'Δ'],
|
|||
|
|
['\\mathrm{\\Theta}', 'Θ'],
|
|||
|
|
['\\mathrm{\\Sigma}', 'Σ'],
|
|||
|
|
['\\mathrm{\\Omega}', 'Ω'],
|
|||
|
|
['\\mathrm{\\alpha}', 'α'],
|
|||
|
|
['\\mathrm{\\gamma}', 'γ'],
|
|||
|
|
['\\mathrm{\\delta}', 'δ'],
|
|||
|
|
['\\mathrm{\\theta}', 'θ'],
|
|||
|
|
['\\mathrm{\\kappa}', 'κ'],
|
|||
|
|
['\\mathrm{\\sigma}', 'σ'],
|
|||
|
|
['\\mathrm{\\omega}', 'ω'],
|
|||
|
|
['\\mathrm{\\varpi}', 'ϖ'],
|
|||
|
|
['\\overrightarrow', '⃗'],
|
|||
|
|
['\\enclosediamond', '⃟'],
|
|||
|
|
['\\underleftarrow', '⃮'],
|
|||
|
|
['\\mathbb{\\gamma}', 'ℽ'],
|
|||
|
|
['\\mathbb{\\Gamma}', 'ℾ'],
|
|||
|
|
['\\mathbb{\\Sigma}', '⅀'],
|
|||
|
|
['\\rightwavearrow', '↝'],
|
|||
|
|
['\\twoheaduparrow', '↟'],
|
|||
|
|
['\\updownarrowbar', '↨'],
|
|||
|
|
['\\carriagereturn', '↵'],
|
|||
|
|
['\\rightleftarrow', '⇄'],
|
|||
|
|
['\\revequilibrium', '⇋'],
|
|||
|
|
['\\leftsquigarrow', '⇜'],
|
|||
|
|
['\\rightdasharrow', '⇢'],
|
|||
|
|
['\\leftwhitearrow', '⇦'],
|
|||
|
|
['\\downwhitearrow', '⇩'],
|
|||
|
|
['\\NotGreaterLess', '≹'],
|
|||
|
|
['\\APLboxquestion', '⍰'],
|
|||
|
|
['\\lparenextender', '⎜'],
|
|||
|
|
['\\rparenextender', '⎟'],
|
|||
|
|
['\\lbrackextender', '⎢'],
|
|||
|
|
['\\rbrackextender', '⎥'],
|
|||
|
|
['\\vbraceextender', '⎪'],
|
|||
|
|
['\\harrowextender', '⎯'],
|
|||
|
|
['\\blockrighthalf', '▐'],
|
|||
|
|
['\\blockqtrshaded', '░'],
|
|||
|
|
['\\squarenwsefill', '▧'],
|
|||
|
|
['\\squareneswfill', '▨'],
|
|||
|
|
['\\mdlgblkdiamond', '◆'],
|
|||
|
|
['\\mdlgwhtdiamond', '◇'],
|
|||
|
|
['\\mdlgwhtlozenge', '◊'],
|
|||
|
|
['\\circlevertfill', '◍'],
|
|||
|
|
['\\vardiamondsuit', '♦'],
|
|||
|
|
['\\circledtwodots', '⚇'],
|
|||
|
|
['\\rightouterjoin', '⟖'],
|
|||
|
|
['\\concavediamond', '⟡'],
|
|||
|
|
['\\longrightarrow', '⟶'],
|
|||
|
|
['\\Longrightarrow', '⟹'],
|
|||
|
|
['\\longmappedfrom', '⟻'],
|
|||
|
|
['\\Longmappedfrom', '⟽'],
|
|||
|
|
['\\fdiagovnearrow', '⤯'],
|
|||
|
|
['\\rdiagovsearrow', '⤰'],
|
|||
|
|
['\\acwcirclearrow', '⥀'],
|
|||
|
|
['\\rightarrowplus', '⥅'],
|
|||
|
|
['\\RightVectorBar', '⥓'],
|
|||
|
|
['\\RightTeeVector', '⥛'],
|
|||
|
|
['\\leftbarharpoon', '⥪'],
|
|||
|
|
['\\barleftharpoon', '⥫'],
|
|||
|
|
['\\updownharpoons', '⥮'],
|
|||
|
|
['\\downupharpoons', '⥯'],
|
|||
|
|
['\\rightanglemdot', '⦝'],
|
|||
|
|
['\\triangleserifs', '⧍'],
|
|||
|
|
['\\blackhourglass', '⧗'],
|
|||
|
|
['\\mdlgblklozenge', '⧫'],
|
|||
|
|
['\\bigslopedwedge', '⩘'],
|
|||
|
|
['\\wedgedoublebar', '⩠'],
|
|||
|
|
['\\NestedLessLess', '⪡'],
|
|||
|
|
['\\squaretopblack', '⬒'],
|
|||
|
|
['\\squarebotblack', '⬓'],
|
|||
|
|
['\\equalleftarrow', '⭀'],
|
|||
|
|
['\\mathbf{\\Gamma}', '𝚪'],
|
|||
|
|
['\\mathbf{\\Delta}', '𝚫'],
|
|||
|
|
['\\mathbf{\\Theta}', '𝚯'],
|
|||
|
|
['\\mathbf{\\Sigma}', '𝚺'],
|
|||
|
|
['\\mathbf{\\Omega}', '𝛀'],
|
|||
|
|
['\\mathbf{\\alpha}', '𝛂'],
|
|||
|
|
['\\mathbf{\\gamma}', '𝛄'],
|
|||
|
|
['\\mathbf{\\delta}', '𝛅'],
|
|||
|
|
['\\mathbf{\\theta}', '𝛉'],
|
|||
|
|
['\\mathbf{\\kappa}', '𝛋'],
|
|||
|
|
['\\mathbf{\\sigma}', '𝛔'],
|
|||
|
|
['\\mathbf{\\omega}', '𝛚'],
|
|||
|
|
['\\mathbf{\\varpi}', '𝛡'],
|
|||
|
|
['\\mathit{\\Gamma}', '𝛤'],
|
|||
|
|
['\\mathit{\\Delta}', '𝛥'],
|
|||
|
|
['\\mathit{\\Theta}', '𝛩'],
|
|||
|
|
['\\mathit{\\Sigma}', '𝛴'],
|
|||
|
|
['\\mathit{\\Omega}', '𝛺'],
|
|||
|
|
['\\mathit{\\alpha}', '𝛼'],
|
|||
|
|
['\\mathit{\\gamma}', '𝛾'],
|
|||
|
|
['\\mathit{\\delta}', '𝛿'],
|
|||
|
|
['\\mathit{\\theta}', '𝜃'],
|
|||
|
|
['\\mathit{\\kappa}', '𝜅'],
|
|||
|
|
['\\mathit{\\sigma}', '𝜎'],
|
|||
|
|
['\\mathit{\\omega}', '𝜔'],
|
|||
|
|
['\\mathit{\\varpi}', '𝜛'],
|
|||
|
|
['\\mathbfit{\\Phi}', '𝜱'],
|
|||
|
|
['\\mathbold{\\Phi}', '𝜱'],
|
|||
|
|
['\\mathbfit{\\Psi}', '𝜳'],
|
|||
|
|
['\\mathbold{\\Psi}', '𝜳'],
|
|||
|
|
['\\mathbfit{\\eta}', '𝜼'],
|
|||
|
|
['\\mathbold{\\eta}', '𝜼'],
|
|||
|
|
['\\mathbfit{\\rho}', '𝝆'],
|
|||
|
|
['\\mathbold{\\rho}', '𝝆'],
|
|||
|
|
['\\mathbfit{\\tau}', '𝝉'],
|
|||
|
|
['\\mathbold{\\tau}', '𝝉'],
|
|||
|
|
['\\mathbfit{\\chi}', '𝝌'],
|
|||
|
|
['\\mathbold{\\chi}', '𝝌'],
|
|||
|
|
['\\mathbfit{\\psi}', '𝝍'],
|
|||
|
|
['\\mathbold{\\psi}', '𝝍'],
|
|||
|
|
['\\mathbfit{\\phi}', '𝝓'],
|
|||
|
|
['\\mathbold{\\phi}', '𝝓'],
|
|||
|
|
['\\mbfsansEpsilon', '𝝚'],
|
|||
|
|
['\\mbfsansOmicron', '𝝤'],
|
|||
|
|
['\\mbfsansUpsilon', '𝝪'],
|
|||
|
|
['\\mathsfbf{\\Phi}', '𝝫'],
|
|||
|
|
['\\mathsfbf{\\Psi}', '𝝭'],
|
|||
|
|
['\\mbfsansepsilon', '𝝴'],
|
|||
|
|
['\\mathsfbf{\\eta}', '𝝶'],
|
|||
|
|
['\\mbfsansomicron', '𝝾'],
|
|||
|
|
['\\mathsfbf{\\rho}', '𝞀'],
|
|||
|
|
['\\mathsfbf{\\tau}', '𝞃'],
|
|||
|
|
['\\mbfsansupsilon', '𝞄'],
|
|||
|
|
['\\mathsfbf{\\chi}', '𝞆'],
|
|||
|
|
['\\mathsfbf{\\psi}', '𝞇'],
|
|||
|
|
['\\mbfsanspartial', '𝞉'],
|
|||
|
|
['\\mathsfbf{\\phi}', '𝞍'],
|
|||
|
|
['\\mbfitsansAlpha', '𝞐'],
|
|||
|
|
['\\mbfitsansGamma', '𝞒'],
|
|||
|
|
['\\mbfitsansDelta', '𝞓'],
|
|||
|
|
['\\mbfitsansTheta', '𝞗'],
|
|||
|
|
['\\mbfitsansKappa', '𝞙'],
|
|||
|
|
['\\mbfitsansSigma', '𝞢'],
|
|||
|
|
['\\mbfitsansOmega', '𝞨'],
|
|||
|
|
['\\mbfitsansnabla', '𝞩'],
|
|||
|
|
['\\mbfitsansalpha', '𝞪'],
|
|||
|
|
['\\mbfitsansgamma', '𝞬'],
|
|||
|
|
['\\mbfitsansdelta', '𝞭'],
|
|||
|
|
['\\mbfitsanstheta', '𝞱'],
|
|||
|
|
['\\mbfitsanskappa', '𝞳'],
|
|||
|
|
['\\mbfitsanssigma', '𝞼'],
|
|||
|
|
['\\mbfitsansomega', '𝟂'],
|
|||
|
|
['\\mbfitsansvarpi', '𝟉'],
|
|||
|
|
['\\divideontimes', '⋇'],
|
|||
|
|
['\\measuredangle', '∡'],
|
|||
|
|
['\\blacktriangle', '▴'],
|
|||
|
|
['\\ntriangleleft', '⋪'],
|
|||
|
|
['\\mathchar"1356', '⁁'],
|
|||
|
|
['\\texttrademark', '™'],
|
|||
|
|
['\\mathchar"2208', '⌖'],
|
|||
|
|
['\\triangleright', '▹'],
|
|||
|
|
['\\leftarrowtail', '↢'],
|
|||
|
|
['\\guilsinglleft', '‹'],
|
|||
|
|
['\\upharpoonleft', '↿'],
|
|||
|
|
['\\mathbb{gamma}', 'ℽ'],
|
|||
|
|
['\\fallingdotseq', '≒'],
|
|||
|
|
['\\looparrowleft', '↫'],
|
|||
|
|
['\\textbrokenbar', '¦'],
|
|||
|
|
['\\hookleftarrow', '↩'],
|
|||
|
|
['\\smallsetminus', '﹨'],
|
|||
|
|
['\\dashleftarrow', '⇠'],
|
|||
|
|
['\\guillemotleft', '«'],
|
|||
|
|
['\\leftharpoonup', '↼'],
|
|||
|
|
['\\mathbb{Gamma}', 'ℾ'],
|
|||
|
|
['\\bigtriangleup', '△'],
|
|||
|
|
['\\mathrm{\\beta}', 'β'],
|
|||
|
|
['\\mathrm{\\zeta}', 'ζ'],
|
|||
|
|
['\\mathrm{\\iota}', 'ι'],
|
|||
|
|
['\\upbackepsilon', '϶'],
|
|||
|
|
['\\overleftarrow', '⃖'],
|
|||
|
|
['\\enclosecircle', '⃝'],
|
|||
|
|
['\\enclosesquare', '⃞'],
|
|||
|
|
['\\threeunderdot', '⃨'],
|
|||
|
|
['\\sansLmirrored', '⅃'],
|
|||
|
|
['\\DifferentialD', 'ⅆ'],
|
|||
|
|
['\\leftwavearrow', '↜'],
|
|||
|
|
['\\leftdasharrow', '⇠'],
|
|||
|
|
['\\downdasharrow', '⇣'],
|
|||
|
|
['\\RightArrowBar', '⇥'],
|
|||
|
|
['\\rightarrowbar', '⇥'],
|
|||
|
|
['\\vysmwhtcircle', '∘'],
|
|||
|
|
['\\vysmblkcircle', '∙'],
|
|||
|
|
['\\wasytherefore', '∴'],
|
|||
|
|
['\\dotsminusdots', '∺'],
|
|||
|
|
['\\PrecedesTilde', '≾'],
|
|||
|
|
['\\SucceedsTilde', '≿'],
|
|||
|
|
['\\varlrtriangle', '⊿'],
|
|||
|
|
['\\equalparallel', '⋕'],
|
|||
|
|
['\\APLuparrowbox', '⍐'],
|
|||
|
|
['\\APLboxupcaret', '⍓'],
|
|||
|
|
['\\bdtriplevdash', '┆'],
|
|||
|
|
['\\blocklefthalf', '▌'],
|
|||
|
|
['\\mdlgblksquare', '■'],
|
|||
|
|
['\\mdlgwhtsquare', '□'],
|
|||
|
|
['\\parallelogram', '▱'],
|
|||
|
|
['\\RightTriangle', '▷'],
|
|||
|
|
['\\mdlgwhtcircle', '○'],
|
|||
|
|
['\\mdlgblkcircle', '●'],
|
|||
|
|
['\\inversebullet', '◘'],
|
|||
|
|
['\\topsemicircle', '◠'],
|
|||
|
|
['\\botsemicircle', '◡'],
|
|||
|
|
['\\squareulblack', '◩'],
|
|||
|
|
['\\squarelrblack', '◪'],
|
|||
|
|
['\\mdsmwhtsquare', '◽'],
|
|||
|
|
['\\mdsmblksquare', '◾'],
|
|||
|
|
['\\sixteenthnote', '♬'],
|
|||
|
|
['\\Hermaphrodite', '⚥'],
|
|||
|
|
['\\mdsmwhtcircle', '⚬'],
|
|||
|
|
['\\draftingarrow', '➛'],
|
|||
|
|
['\\leftouterjoin', '⟕'],
|
|||
|
|
['\\fullouterjoin', '⟗'],
|
|||
|
|
['\\longleftarrow', '⟵'],
|
|||
|
|
['\\Longleftarrow', '⟸'],
|
|||
|
|
['\\twoheadmapsto', '⤅'],
|
|||
|
|
['\\uparrowbarred', '⤉'],
|
|||
|
|
['\\rightdotarrow', '⤑'],
|
|||
|
|
['\\cwcirclearrow', '⥁'],
|
|||
|
|
['\\leftarrowplus', '⥆'],
|
|||
|
|
['\\LeftVectorBar', '⥒'],
|
|||
|
|
['\\LeftTeeVector', '⥚'],
|
|||
|
|
['\\upequilibrium', '⥮'],
|
|||
|
|
['\\leftarrowless', '⥷'],
|
|||
|
|
['\\rightfishtail', '⥽'],
|
|||
|
|
['\\mdsmblkcircle', '⦁'],
|
|||
|
|
['\\llparenthesis', '⦇'],
|
|||
|
|
['\\rrparenthesis', '⦈'],
|
|||
|
|
['\\rightanglesqr', '⦜'],
|
|||
|
|
['\\wideangledown', '⦦'],
|
|||
|
|
['\\emptysetocirc', '⦲'],
|
|||
|
|
['\\emptysetoarrl', '⦴'],
|
|||
|
|
['\\circledbslash', '⦸'],
|
|||
|
|
['\\circledbullet', '⦿'],
|
|||
|
|
['\\errbardiamond', '⧰'],
|
|||
|
|
['\\triangleminus', '⨺'],
|
|||
|
|
['\\triangletimes', '⨻'],
|
|||
|
|
['\\shortlefttack', '⫞'],
|
|||
|
|
['\\shortdowntack', '⫟'],
|
|||
|
|
['\\threedotcolon', '⫶'],
|
|||
|
|
['\\biginterleave', '⫼'],
|
|||
|
|
['\\bigtalloblong', '⫿'],
|
|||
|
|
['\\squareurblack', '⬔'],
|
|||
|
|
['\\squarellblack', '⬕'],
|
|||
|
|
['\\vysmblksquare', '⬝'],
|
|||
|
|
['\\vysmwhtsquare', '⬞'],
|
|||
|
|
['\\pentagonblack', '⬟'],
|
|||
|
|
['\\rightarrowgtr', '⭃'],
|
|||
|
|
['\\rightpentagon', '⭔'],
|
|||
|
|
['\\mathsfbfit{A}', '𝘼'],
|
|||
|
|
['\\mathsfbfit{B}', '𝘽'],
|
|||
|
|
['\\mathsfbfit{C}', '𝘾'],
|
|||
|
|
['\\mathsfbfit{D}', '𝘿'],
|
|||
|
|
['\\mathsfbfit{E}', '𝙀'],
|
|||
|
|
['\\mathsfbfit{F}', '𝙁'],
|
|||
|
|
['\\mathsfbfit{G}', '𝙂'],
|
|||
|
|
['\\mathsfbfit{H}', '𝙃'],
|
|||
|
|
['\\mathsfbfit{I}', '𝙄'],
|
|||
|
|
['\\mathsfbfit{J}', '𝙅'],
|
|||
|
|
['\\mathsfbfit{K}', '𝙆'],
|
|||
|
|
['\\mathsfbfit{L}', '𝙇'],
|
|||
|
|
['\\mathsfbfit{M}', '𝙈'],
|
|||
|
|
['\\mathsfbfit{N}', '𝙉'],
|
|||
|
|
['\\mathsfbfit{O}', '𝙊'],
|
|||
|
|
['\\mathsfbfit{P}', '𝙋'],
|
|||
|
|
['\\mathsfbfit{Q}', '𝙌'],
|
|||
|
|
['\\mathsfbfit{R}', '𝙍'],
|
|||
|
|
['\\mathsfbfit{S}', '𝙎'],
|
|||
|
|
['\\mathsfbfit{T}', '𝙏'],
|
|||
|
|
['\\mathsfbfit{U}', '𝙐'],
|
|||
|
|
['\\mathsfbfit{V}', '𝙑'],
|
|||
|
|
['\\mathsfbfit{W}', '𝙒'],
|
|||
|
|
['\\mathsfbfit{X}', '𝙓'],
|
|||
|
|
['\\mathsfbfit{Y}', '𝙔'],
|
|||
|
|
['\\mathsfbfit{Z}', '𝙕'],
|
|||
|
|
['\\mathsfbfit{a}', '𝙖'],
|
|||
|
|
['\\mathsfbfit{b}', '𝙗'],
|
|||
|
|
['\\mathsfbfit{c}', '𝙘'],
|
|||
|
|
['\\mathsfbfit{d}', '𝙙'],
|
|||
|
|
['\\mathsfbfit{e}', '𝙚'],
|
|||
|
|
['\\mathsfbfit{f}', '𝙛'],
|
|||
|
|
['\\mathsfbfit{g}', '𝙜'],
|
|||
|
|
['\\mathsfbfit{h}', '𝙝'],
|
|||
|
|
['\\mathsfbfit{i}', '𝙞'],
|
|||
|
|
['\\mathsfbfit{j}', '𝙟'],
|
|||
|
|
['\\mathsfbfit{k}', '𝙠'],
|
|||
|
|
['\\mathsfbfit{l}', '𝙡'],
|
|||
|
|
['\\mathsfbfit{m}', '𝙢'],
|
|||
|
|
['\\mathsfbfit{n}', '𝙣'],
|
|||
|
|
['\\mathsfbfit{o}', '𝙤'],
|
|||
|
|
['\\mathsfbfit{p}', '𝙥'],
|
|||
|
|
['\\mathsfbfit{q}', '𝙦'],
|
|||
|
|
['\\mathsfbfit{r}', '𝙧'],
|
|||
|
|
['\\mathsfbfit{s}', '𝙨'],
|
|||
|
|
['\\mathsfbfit{t}', '𝙩'],
|
|||
|
|
['\\mathsfbfit{u}', '𝙪'],
|
|||
|
|
['\\mathsfbfit{v}', '𝙫'],
|
|||
|
|
['\\mathsfbfit{w}', '𝙬'],
|
|||
|
|
['\\mathsfbfit{x}', '𝙭'],
|
|||
|
|
['\\mathsfbfit{y}', '𝙮'],
|
|||
|
|
['\\mathsfbfit{z}', '𝙯'],
|
|||
|
|
['\\mathbf{\\beta}', '𝛃'],
|
|||
|
|
['\\mathbf{\\zeta}', '𝛇'],
|
|||
|
|
['\\mathbf{\\iota}', '𝛊'],
|
|||
|
|
['\\mbfvarepsilon', '𝛜'],
|
|||
|
|
['\\mathit{\\beta}', '𝛽'],
|
|||
|
|
['\\mathit{\\zeta}', '𝜁'],
|
|||
|
|
['\\mathit{\\iota}', '𝜄'],
|
|||
|
|
['\\mitvarepsilon', '𝜖'],
|
|||
|
|
['\\mathbfit{\\Xi}', '𝜩'],
|
|||
|
|
['\\mathbold{\\Xi}', '𝜩'],
|
|||
|
|
['\\mathbfit{\\Pi}', '𝜫'],
|
|||
|
|
['\\mathbold{\\Pi}', '𝜫'],
|
|||
|
|
['\\mbfitvarTheta', '𝜭'],
|
|||
|
|
['\\mathbfit{\\mu}', '𝝁'],
|
|||
|
|
['\\mathbold{\\mu}', '𝝁'],
|
|||
|
|
['\\mathbfit{\\nu}', '𝝂'],
|
|||
|
|
['\\mathbold{\\nu}', '𝝂'],
|
|||
|
|
['\\mathbfit{\\xi}', '𝝃'],
|
|||
|
|
['\\mathbold{\\xi}', '𝝃'],
|
|||
|
|
['\\mathbfit{\\pi}', '𝝅'],
|
|||
|
|
['\\mathbold{\\pi}', '𝝅'],
|
|||
|
|
['\\mbfitvarsigma', '𝝇'],
|
|||
|
|
['\\mbfitvartheta', '𝝑'],
|
|||
|
|
['\\mbfitvarkappa', '𝝒'],
|
|||
|
|
['\\mbfsansLambda', '𝝠'],
|
|||
|
|
['\\mathsfbf{\\Xi}', '𝝣'],
|
|||
|
|
['\\mathsfbf{\\Pi}', '𝝥'],
|
|||
|
|
['\\mbfsanslambda', '𝝺'],
|
|||
|
|
['\\mathsfbf{\\mu}', '𝝻'],
|
|||
|
|
['\\mathsfbf{\\nu}', '𝝼'],
|
|||
|
|
['\\mathsfbf{\\xi}', '𝝽'],
|
|||
|
|
['\\mathsfbf{\\pi}', '𝝿'],
|
|||
|
|
['\\mbfsansvarphi', '𝞍'],
|
|||
|
|
['\\mbfsansvarrho', '𝞎'],
|
|||
|
|
['\\mbfitsansBeta', '𝞑'],
|
|||
|
|
['\\mbfitsansZeta', '𝞕'],
|
|||
|
|
['\\mbfitsansIota', '𝞘'],
|
|||
|
|
['\\mbfitsansbeta', '𝞫'],
|
|||
|
|
['\\mbfitsanszeta', '𝞯'],
|
|||
|
|
['\\mbfitsansiota', '𝞲'],
|
|||
|
|
['\\textcircledP', '℗'],
|
|||
|
|
['\\risingdotseq', '≓'],
|
|||
|
|
['\\triangleleft', '◃'],
|
|||
|
|
['\\mathsterling', '£'],
|
|||
|
|
['\\textcurrency', '¤'],
|
|||
|
|
['\\triangledown', '▿'],
|
|||
|
|
['\\blacklozenge', ''],
|
|||
|
|
['\\binampersand', '&'],
|
|||
|
|
['\\oturnedcomma', '̒'],
|
|||
|
|
['\\mathrm{\\Phi}', 'Φ'],
|
|||
|
|
['\\mathrm{\\Psi}', 'Ψ'],
|
|||
|
|
['\\varepsilonup', 'ε'],
|
|||
|
|
['\\mathrm{\\eta}', 'η'],
|
|||
|
|
['\\mathrm{\\rho}', 'ρ'],
|
|||
|
|
['\\mathrm{\\tau}', 'τ'],
|
|||
|
|
['\\mathrm{\\chi}', 'χ'],
|
|||
|
|
['\\mathrm{\\psi}', 'ψ'],
|
|||
|
|
['\\mathrm{\\phi}', 'ϕ'],
|
|||
|
|
['\\upvarepsilon', 'ϵ'],
|
|||
|
|
['\\hyphenbullet', '⁃'],
|
|||
|
|
['\\PropertyLine', '⅊'],
|
|||
|
|
['\\bindnasrepma', '⅋'],
|
|||
|
|
['\\updownarrows', '⇅'],
|
|||
|
|
['\\LeftArrowBar', '⇤'],
|
|||
|
|
['\\barleftarrow', '⇤'],
|
|||
|
|
['\\upwhitearrow', '⇧'],
|
|||
|
|
['\\downuparrows', '⇵'],
|
|||
|
|
['\\nvrightarrow', '⇸'],
|
|||
|
|
['\\nVrightarrow', '⇻'],
|
|||
|
|
['\\intclockwise', '∱'],
|
|||
|
|
['\\cntclockoint', '∳'],
|
|||
|
|
['\\GreaterTilde', '≳'],
|
|||
|
|
['\\NotLessTilde', '≴'],
|
|||
|
|
['\\varsubsetneq', '⊊'],
|
|||
|
|
['\\cupleftarrow', '⊌'],
|
|||
|
|
['\\circledequal', '⊜'],
|
|||
|
|
['\\hermitmatrix', '⊹'],
|
|||
|
|
['\\smwhtdiamond', '⋄'],
|
|||
|
|
['\\npreccurlyeq', '⋠'],
|
|||
|
|
['\\nsucccurlyeq', '⋡'],
|
|||
|
|
['\\unicodecdots', '⋯'],
|
|||
|
|
['\\notbackslash', '⍀'],
|
|||
|
|
['\\underbracket', '⎵'],
|
|||
|
|
['\\blocklowhalf', '▄'],
|
|||
|
|
['\\squarehvfill', '▦'],
|
|||
|
|
['\\LeftTriangle', '◁'],
|
|||
|
|
['\\Diamondblack', '◆'],
|
|||
|
|
['\\dottedcircle', '◌'],
|
|||
|
|
['\\trianglecdot', '◬'],
|
|||
|
|
['\\squareulquad', '◰'],
|
|||
|
|
['\\squarellquad', '◱'],
|
|||
|
|
['\\squarelrquad', '◲'],
|
|||
|
|
['\\squareurquad', '◳'],
|
|||
|
|
['\\circleulquad', '◴'],
|
|||
|
|
['\\circlellquad', '◵'],
|
|||
|
|
['\\circlelrquad', '◶'],
|
|||
|
|
['\\circleurquad', '◷'],
|
|||
|
|
['\\bigwhitestar', '☆'],
|
|||
|
|
['\\invsmileface', '☻'],
|
|||
|
|
['\\varspadesuit', '♤'],
|
|||
|
|
['\\varheartsuit', '♥'],
|
|||
|
|
['\\dingasterisk', '✽'],
|
|||
|
|
['\\longdivision', '⟌'],
|
|||
|
|
['\\lozengeminus', '⟠'],
|
|||
|
|
['\\longmapsfrom', '⟻'],
|
|||
|
|
['\\Longmapsfrom', '⟽'],
|
|||
|
|
['\\nvRightarrow', '⤃'],
|
|||
|
|
['\\rightbkarrow', '⤍'],
|
|||
|
|
['\\leftdbkarrow', '⤎'],
|
|||
|
|
['\\DownArrowBar', '⤓'],
|
|||
|
|
['\\downarrowbar', '⤓'],
|
|||
|
|
['\\rightdbltail', '⤜'],
|
|||
|
|
['\\rdiagovfdiag', '⤫'],
|
|||
|
|
['\\fdiagovrdiag', '⤬'],
|
|||
|
|
['\\upupharpoons', '⥣'],
|
|||
|
|
['\\leftfishtail', '⥼'],
|
|||
|
|
['\\downfishtail', '⥿'],
|
|||
|
|
['\\lbrackultick', '⦍'],
|
|||
|
|
['\\rbracklrtick', '⦎'],
|
|||
|
|
['\\lbracklltick', '⦏'],
|
|||
|
|
['\\rbrackurtick', '⦐'],
|
|||
|
|
['\\revangleubar', '⦥'],
|
|||
|
|
['\\emptysetobar', '⦱'],
|
|||
|
|
['\\emptysetoarr', '⦳'],
|
|||
|
|
['\\odotslashdot', '⦼'],
|
|||
|
|
['\\ogreaterthan', '⧁'],
|
|||
|
|
['\\triangleodot', '⧊'],
|
|||
|
|
['\\triangleubar', '⧋'],
|
|||
|
|
['\\multimapboth', '⧟'],
|
|||
|
|
['\\lrtriangleeq', '⧡'],
|
|||
|
|
['\\errbarsquare', '⧮'],
|
|||
|
|
['\\errbarcircle', '⧲'],
|
|||
|
|
['\\triangleplus', '⨹'],
|
|||
|
|
['\\closedvarcup', '⩌'],
|
|||
|
|
['\\closedvarcap', '⩍'],
|
|||
|
|
['\\wedgeonwedge', '⩕'],
|
|||
|
|
['\\bigslopedvee', '⩗'],
|
|||
|
|
['\\wedgemidvert', '⩚'],
|
|||
|
|
['\\doublebarvee', '⩢'],
|
|||
|
|
['\\veedoublebar', '⩣'],
|
|||
|
|
['\\eqqslantless', '⪛'],
|
|||
|
|
['\\subsetapprox', '⫉'],
|
|||
|
|
['\\supsetapprox', '⫊'],
|
|||
|
|
['\\dottedsquare', '⬚'],
|
|||
|
|
['\\hexagonblack', '⬣'],
|
|||
|
|
['\\mdblkdiamond', '⬥'],
|
|||
|
|
['\\mdwhtdiamond', '⬦'],
|
|||
|
|
['\\mdblklozenge', '⬧'],
|
|||
|
|
['\\mdwhtlozenge', '⬨'],
|
|||
|
|
['\\smblkdiamond', '⬩'],
|
|||
|
|
['\\smblklozenge', '⬪'],
|
|||
|
|
['\\smwhtlozenge', '⬫'],
|
|||
|
|
['\\leftdotarrow', '⬸'],
|
|||
|
|
['\\medwhitestar', '⭐'],
|
|||
|
|
['\\medblackstar', '⭑'],
|
|||
|
|
['\\mathbf{\\Phi}', '𝚽'],
|
|||
|
|
['\\mathbf{\\Psi}', '𝚿'],
|
|||
|
|
['\\mathbf{\\eta}', '𝛈'],
|
|||
|
|
['\\mathbf{\\rho}', '𝛒'],
|
|||
|
|
['\\mathbf{\\tau}', '𝛕'],
|
|||
|
|
['\\mathbf{\\chi}', '𝛘'],
|
|||
|
|
['\\mathbf{\\psi}', '𝛙'],
|
|||
|
|
['\\mathbf{\\phi}', '𝛟'],
|
|||
|
|
['\\mathit{\\Phi}', '𝛷'],
|
|||
|
|
['\\mathit{\\Psi}', '𝛹'],
|
|||
|
|
['\\mathit{\\eta}', '𝜂'],
|
|||
|
|
['\\mathit{\\rho}', '𝜌'],
|
|||
|
|
['\\mathit{\\tau}', '𝜏'],
|
|||
|
|
['\\mathit{\\chi}', '𝜒'],
|
|||
|
|
['\\mathit{\\psi}', '𝜓'],
|
|||
|
|
['\\mathit{\\phi}', '𝜙'],
|
|||
|
|
['\\mbfitEpsilon', '𝜠'],
|
|||
|
|
['\\mbfitOmicron', '𝜪'],
|
|||
|
|
['\\mbfitUpsilon', '𝜰'],
|
|||
|
|
['\\mbfitepsilon', '𝜺'],
|
|||
|
|
['\\mbfitomicron', '𝝄'],
|
|||
|
|
['\\mbfitupsilon', '𝝊'],
|
|||
|
|
['\\mbfitpartial', '𝝏'],
|
|||
|
|
['\\mbfsansAlpha', '𝝖'],
|
|||
|
|
['\\mbfsansGamma', '𝝘'],
|
|||
|
|
['\\mbfsansDelta', '𝝙'],
|
|||
|
|
['\\mbfsansTheta', '𝝝'],
|
|||
|
|
['\\mbfsansKappa', '𝝟'],
|
|||
|
|
['\\mbfsansSigma', '𝝨'],
|
|||
|
|
['\\mbfsansOmega', '𝝮'],
|
|||
|
|
['\\mbfsansnabla', '𝝯'],
|
|||
|
|
['\\mbfsansalpha', '𝝰'],
|
|||
|
|
['\\mbfsansgamma', '𝝲'],
|
|||
|
|
['\\mbfsansdelta', '𝝳'],
|
|||
|
|
['\\mbfsanstheta', '𝝷'],
|
|||
|
|
['\\mbfsanskappa', '𝝹'],
|
|||
|
|
['\\mbfsanssigma', '𝞂'],
|
|||
|
|
['\\mbfsansomega', '𝞈'],
|
|||
|
|
['\\mbfsansvarpi', '𝞏'],
|
|||
|
|
['\\mbfitsansEta', '𝞖'],
|
|||
|
|
['\\mbfitsansRho', '𝞠'],
|
|||
|
|
['\\mbfitsansTau', '𝞣'],
|
|||
|
|
['\\mbfitsansPhi', '𝞥'],
|
|||
|
|
['\\mbfitsansChi', '𝞦'],
|
|||
|
|
['\\mbfitsansPsi', '𝞧'],
|
|||
|
|
['\\mbfitsanseta', '𝞰'],
|
|||
|
|
['\\mbfitsansrho', '𝞺'],
|
|||
|
|
['\\mbfitsanstau', '𝞽'],
|
|||
|
|
['\\mbfitsansphi', '𝞿'],
|
|||
|
|
['\\mbfitsanschi', '𝟀'],
|
|||
|
|
['\\mbfitsanspsi', '𝟁'],
|
|||
|
|
['\\mbfsansthree', '𝟯'],
|
|||
|
|
['\\mbfsansseven', '𝟳'],
|
|||
|
|
['\\mbfsanseight', '𝟴'],
|
|||
|
|
['\\sfrac{5}{6}', '⅚'],
|
|||
|
|
['\\preccurlyeq', '≼'],
|
|||
|
|
['\\Rrightarrow', '⇛'],
|
|||
|
|
['\\circledcirc', '⊚'],
|
|||
|
|
['\\nRightarrow', '⇏'],
|
|||
|
|
['\\sfrac{3}{8}', '⅜'],
|
|||
|
|
['\\sfrac{1}{3}', '⅓'],
|
|||
|
|
['\\sfrac{2}{5}', '⅖'],
|
|||
|
|
['\\vartriangle', '▵'],
|
|||
|
|
['\\Updownarrow', '⇕'],
|
|||
|
|
['\\nrightarrow', '↛'],
|
|||
|
|
['\\sfrac{1}{2}', '½'],
|
|||
|
|
['\\sfrac{3}{5}', '⅗'],
|
|||
|
|
['\\succcurlyeq', '≽'],
|
|||
|
|
['\\sfrac{4}{5}', '⅘'],
|
|||
|
|
['\\diamondsuit', '♦'],
|
|||
|
|
['\\hphantom{0}', ' '],
|
|||
|
|
['\\sfrac{1}{6}', '⅙'],
|
|||
|
|
['\\curlyeqsucc', '⋟'],
|
|||
|
|
['\\blacksquare', '▪'],
|
|||
|
|
['\\hphantom{,}', ' '],
|
|||
|
|
['\\curlyeqprec', '⋞'],
|
|||
|
|
['\\sfrac{1}{8}', '⅛'],
|
|||
|
|
['\\sfrac{7}{8}', '⅞'],
|
|||
|
|
['\\sfrac{1}{5}', '⅕'],
|
|||
|
|
['\\sfrac{2}{3}', '⅔'],
|
|||
|
|
['\\updownarrow', '↕'],
|
|||
|
|
['\\backepsilon', '∍'],
|
|||
|
|
['\\circleddash', '⊝'],
|
|||
|
|
['\\eqslantless', '⋜'],
|
|||
|
|
['\\sfrac{3}{4}', '¾'],
|
|||
|
|
['\\sfrac{5}{8}', '⅝'],
|
|||
|
|
['\\hspace{1pt}', ' '],
|
|||
|
|
['\\sfrac{1}{4}', '¼'],
|
|||
|
|
['\\mathrm{\\mu}', 'µ'],
|
|||
|
|
['\\mathrm{\\Xi}', 'Ξ'],
|
|||
|
|
['\\mathrm{\\Pi}', 'Π'],
|
|||
|
|
['\\mathrm{\\nu}', 'ν'],
|
|||
|
|
['\\mathrm{\\xi}', 'ξ'],
|
|||
|
|
['\\mathrm{\\pi}', 'π'],
|
|||
|
|
['\\hspace{0pt}', ''],
|
|||
|
|
['\\smblkcircle', '•'],
|
|||
|
|
['\\backtrprime', '‷'],
|
|||
|
|
['\\caretinsert', '‸'],
|
|||
|
|
['\\vertoverlay', '⃒'],
|
|||
|
|
['\\asteraccent', '⃰'],
|
|||
|
|
['\\mathfrak{H}', 'ℌ'],
|
|||
|
|
['\\Planckconst', 'ℎ'],
|
|||
|
|
['\\mathfrak{I}', 'ℑ'],
|
|||
|
|
['\\mathfrak{R}', 'ℜ'],
|
|||
|
|
['\\mathfrak{Z}', 'ℨ'],
|
|||
|
|
['\\mathfrak{C}', 'ℭ'],
|
|||
|
|
['\\mathbb{\\pi}', 'ℼ'],
|
|||
|
|
['\\mathbb{\\Pi}', 'ℿ'],
|
|||
|
|
['\\sansLturned', '⅂'],
|
|||
|
|
['\\ExponetialE', 'ⅇ'],
|
|||
|
|
['\\restriction', '↾'],
|
|||
|
|
['\\equilibrium', '⇌'],
|
|||
|
|
['\\nHdownarrow', '⇟'],
|
|||
|
|
['\\updasharrow', '⇡'],
|
|||
|
|
['\\nvleftarrow', '⇷'],
|
|||
|
|
['\\nVleftarrow', '⇺'],
|
|||
|
|
['\\approxident', '≋'],
|
|||
|
|
['\\corresponds', '≙'],
|
|||
|
|
['\\Corresponds', '≙'],
|
|||
|
|
['\\GreaterLess', '≷'],
|
|||
|
|
['\\nsqsubseteq', '⋢'],
|
|||
|
|
['\\nsqsupseteq', '⋣'],
|
|||
|
|
['\\sqsubsetneq', '⋤'],
|
|||
|
|
['\\sqsupsetneq', '⋥'],
|
|||
|
|
['\\varisinobar', '⋶'],
|
|||
|
|
['\\varbarwedge', '⌅'],
|
|||
|
|
['\\wasylozenge', '⌑'],
|
|||
|
|
['\\APLnotslash', '⌿'],
|
|||
|
|
['\\invdiameter', '⍉'],
|
|||
|
|
['\\intextender', '⎮'],
|
|||
|
|
['\\overbracket', '⎴'],
|
|||
|
|
['\\blockuphalf', '▀'],
|
|||
|
|
['\\squarehfill', '▤'],
|
|||
|
|
['\\squarevfill', '▥'],
|
|||
|
|
['\\smblksquare', '▪'],
|
|||
|
|
['\\smwhtsquare', '▫'],
|
|||
|
|
['\\RIGHTcircle', '◑'],
|
|||
|
|
['\\RIGHTCIRCLE', '◗'],
|
|||
|
|
['\\smwhtcircle', '◦'],
|
|||
|
|
['\\lgwhtcircle', '◯'],
|
|||
|
|
['\\mdwhtsquare', '◻'],
|
|||
|
|
['\\mdblksquare', '◼'],
|
|||
|
|
['\\CONJUNCTION', '☌'],
|
|||
|
|
['\\blacksmiley', '☻'],
|
|||
|
|
['\\sagittarius', '♐'],
|
|||
|
|
['\\capricornus', '♑'],
|
|||
|
|
['\\varclubsuit', '♧'],
|
|||
|
|
['\\quarternote', '♩'],
|
|||
|
|
['\\mdwhtcircle', '⚪'],
|
|||
|
|
['\\mdblkcircle', '⚫'],
|
|||
|
|
['\\ballotcheck', '✓'],
|
|||
|
|
['\\circledstar', '✪'],
|
|||
|
|
['\\arrowbullet', '➢'],
|
|||
|
|
['\\threedangle', '⟀'],
|
|||
|
|
['\\diamondcdot', '⟐'],
|
|||
|
|
['\\multimapinv', '⟜'],
|
|||
|
|
['\\nvLeftarrow', '⤂'],
|
|||
|
|
['\\leftbkarrow', '⤌'],
|
|||
|
|
['\\leftdbltail', '⤛'],
|
|||
|
|
['\\seovnearrow', '⤭'],
|
|||
|
|
['\\neovsearrow', '⤮'],
|
|||
|
|
['\\neovnwarrow', '⤱'],
|
|||
|
|
['\\nwovnearrow', '⤲'],
|
|||
|
|
['\\rightarrowx', '⥇'],
|
|||
|
|
['\\wideangleup', '⦧'],
|
|||
|
|
['\\revemptyset', '⦰'],
|
|||
|
|
['\\circledvert', '⦶'],
|
|||
|
|
['\\circledless', '⧀'],
|
|||
|
|
['\\gleichstark', '⧦'],
|
|||
|
|
['\\ruledelayed', '⧴'],
|
|||
|
|
['\\lcurvyangle', '⧼'],
|
|||
|
|
['\\rcurvyangle', '⧽'],
|
|||
|
|
['\\otimeslhrim', '⨴'],
|
|||
|
|
['\\otimesrhrim', '⨵'],
|
|||
|
|
['\\midbarwedge', '⩜'],
|
|||
|
|
['\\simminussim', '⩬'],
|
|||
|
|
['\\eqqslantgtr', '⪜'],
|
|||
|
|
['\\precnapprox', '⪹'],
|
|||
|
|
['\\succnapprox', '⪺'],
|
|||
|
|
['\\shortuptack', '⫠'],
|
|||
|
|
['\\varparallel', '⫽'],
|
|||
|
|
['\\lgblksquare', '⬛'],
|
|||
|
|
['\\lgwhtsquare', '⬜'],
|
|||
|
|
['\\lgblkcircle', '⬤'],
|
|||
|
|
['\\blkhorzoval', '⬬'],
|
|||
|
|
['\\whthorzoval', '⬭'],
|
|||
|
|
['\\blkvertoval', '⬮'],
|
|||
|
|
['\\whtvertoval', '⬯'],
|
|||
|
|
['\\RRightarrow', '⭆'],
|
|||
|
|
['\\smwhitestar', '⭒'],
|
|||
|
|
['\\mathbfit{A}', '𝑨'],
|
|||
|
|
['\\mathbold{A}', '𝑨'],
|
|||
|
|
['\\mathbfit{B}', '𝑩'],
|
|||
|
|
['\\mathbold{B}', '𝑩'],
|
|||
|
|
['\\mathbfit{C}', '𝑪'],
|
|||
|
|
['\\mathbold{C}', '𝑪'],
|
|||
|
|
['\\mathbfit{D}', '𝑫'],
|
|||
|
|
['\\mathbold{D}', '𝑫'],
|
|||
|
|
['\\mathbfit{E}', '𝑬'],
|
|||
|
|
['\\mathbold{E}', '𝑬'],
|
|||
|
|
['\\mathbfit{F}', '𝑭'],
|
|||
|
|
['\\mathbold{F}', '𝑭'],
|
|||
|
|
['\\mathbfit{G}', '𝑮'],
|
|||
|
|
['\\mathbold{G}', '𝑮'],
|
|||
|
|
['\\mathbfit{H}', '𝑯'],
|
|||
|
|
['\\mathbold{H}', '𝑯'],
|
|||
|
|
['\\mathbfit{I}', '𝑰'],
|
|||
|
|
['\\mathbold{I}', '𝑰'],
|
|||
|
|
['\\mathbfit{J}', '𝑱'],
|
|||
|
|
['\\mathbold{J}', '𝑱'],
|
|||
|
|
['\\mathbfit{K}', '𝑲'],
|
|||
|
|
['\\mathbold{K}', '𝑲'],
|
|||
|
|
['\\mathbfit{L}', '𝑳'],
|
|||
|
|
['\\mathbold{L}', '𝑳'],
|
|||
|
|
['\\mathbfit{M}', '𝑴'],
|
|||
|
|
['\\mathbold{M}', '𝑴'],
|
|||
|
|
['\\mathbfit{N}', '𝑵'],
|
|||
|
|
['\\mathbold{N}', '𝑵'],
|
|||
|
|
['\\mathbfit{O}', '𝑶'],
|
|||
|
|
['\\mathbold{O}', '𝑶'],
|
|||
|
|
['\\mathbfit{P}', '𝑷'],
|
|||
|
|
['\\mathbold{P}', '𝑷'],
|
|||
|
|
['\\mathbfit{Q}', '𝑸'],
|
|||
|
|
['\\mathbold{Q}', '𝑸'],
|
|||
|
|
['\\mathbfit{R}', '𝑹'],
|
|||
|
|
['\\mathbold{R}', '𝑹'],
|
|||
|
|
['\\mathbfit{S}', '𝑺'],
|
|||
|
|
['\\mathbold{S}', '𝑺'],
|
|||
|
|
['\\mathbfit{T}', '𝑻'],
|
|||
|
|
['\\mathbold{T}', '𝑻'],
|
|||
|
|
['\\mathbfit{U}', '𝑼'],
|
|||
|
|
['\\mathbold{U}', '𝑼'],
|
|||
|
|
['\\mathbfit{V}', '𝑽'],
|
|||
|
|
['\\mathbold{V}', '𝑽'],
|
|||
|
|
['\\mathbfit{W}', '𝑾'],
|
|||
|
|
['\\mathbold{W}', '𝑾'],
|
|||
|
|
['\\mathbfit{X}', '𝑿'],
|
|||
|
|
['\\mathbold{X}', '𝑿'],
|
|||
|
|
['\\mathbfit{Y}', '𝒀'],
|
|||
|
|
['\\mathbold{Y}', '𝒀'],
|
|||
|
|
['\\mathbfit{Z}', '𝒁'],
|
|||
|
|
['\\mathbold{Z}', '𝒁'],
|
|||
|
|
['\\mathbfit{a}', '𝒂'],
|
|||
|
|
['\\mathbold{a}', '𝒂'],
|
|||
|
|
['\\mathbfit{b}', '𝒃'],
|
|||
|
|
['\\mathbold{b}', '𝒃'],
|
|||
|
|
['\\mathbfit{c}', '𝒄'],
|
|||
|
|
['\\mathbold{c}', '𝒄'],
|
|||
|
|
['\\mathbfit{d}', '𝒅'],
|
|||
|
|
['\\mathbold{d}', '𝒅'],
|
|||
|
|
['\\mathbfit{e}', '𝒆'],
|
|||
|
|
['\\mathbold{e}', '𝒆'],
|
|||
|
|
['\\mathbfit{f}', '𝒇'],
|
|||
|
|
['\\mathbold{f}', '𝒇'],
|
|||
|
|
['\\mathbfit{g}', '𝒈'],
|
|||
|
|
['\\mathbold{g}', '𝒈'],
|
|||
|
|
['\\mathbfit{h}', '𝒉'],
|
|||
|
|
['\\mathbold{h}', '𝒉'],
|
|||
|
|
['\\mathbfit{i}', '𝒊'],
|
|||
|
|
['\\mathbold{i}', '𝒊'],
|
|||
|
|
['\\mathbfit{j}', '𝒋'],
|
|||
|
|
['\\mathbold{j}', '𝒋'],
|
|||
|
|
['\\mathbfit{k}', '𝒌'],
|
|||
|
|
['\\mathbold{k}', '𝒌'],
|
|||
|
|
['\\mathbfit{l}', '𝒍'],
|
|||
|
|
['\\mathbold{l}', '𝒍'],
|
|||
|
|
['\\mathbfit{m}', '𝒎'],
|
|||
|
|
['\\mathbold{m}', '𝒎'],
|
|||
|
|
['\\mathbfit{n}', '𝒏'],
|
|||
|
|
['\\mathbold{n}', '𝒏'],
|
|||
|
|
['\\mathbfit{o}', '𝒐'],
|
|||
|
|
['\\mathbold{o}', '𝒐'],
|
|||
|
|
['\\mathbfit{p}', '𝒑'],
|
|||
|
|
['\\mathbold{p}', '𝒑'],
|
|||
|
|
['\\mathbfit{q}', '𝒒'],
|
|||
|
|
['\\mathbold{q}', '𝒒'],
|
|||
|
|
['\\mathbfit{r}', '𝒓'],
|
|||
|
|
['\\mathbold{r}', '𝒓'],
|
|||
|
|
['\\mathbfit{s}', '𝒔'],
|
|||
|
|
['\\mathbold{s}', '𝒔'],
|
|||
|
|
['\\mathbfit{t}', '𝒕'],
|
|||
|
|
['\\mathbold{t}', '𝒕'],
|
|||
|
|
['\\mathbfit{u}', '𝒖'],
|
|||
|
|
['\\mathbold{u}', '𝒖'],
|
|||
|
|
['\\mathbfit{v}', '𝒗'],
|
|||
|
|
['\\mathbold{v}', '𝒗'],
|
|||
|
|
['\\mathbfit{w}', '𝒘'],
|
|||
|
|
['\\mathbold{w}', '𝒘'],
|
|||
|
|
['\\mathbfit{x}', '𝒙'],
|
|||
|
|
['\\mathbold{x}', '𝒙'],
|
|||
|
|
['\\mathbfit{y}', '𝒚'],
|
|||
|
|
['\\mathbold{y}', '𝒚'],
|
|||
|
|
['\\mathbfit{z}', '𝒛'],
|
|||
|
|
['\\mathbold{z}', '𝒛'],
|
|||
|
|
['\\mathfrak{A}', '𝔄'],
|
|||
|
|
['\\mathfrak{B}', '𝔅'],
|
|||
|
|
['\\mathfrak{D}', '𝔇'],
|
|||
|
|
['\\mathfrak{E}', '𝔈'],
|
|||
|
|
['\\mathfrak{F}', '𝔉'],
|
|||
|
|
['\\mathfrak{G}', '𝔊'],
|
|||
|
|
['\\mathfrak{J}', '𝔍'],
|
|||
|
|
['\\mathfrak{K}', '𝔎'],
|
|||
|
|
['\\mathfrak{L}', '𝔏'],
|
|||
|
|
['\\mathfrak{M}', '𝔐'],
|
|||
|
|
['\\mathfrak{N}', '𝔑'],
|
|||
|
|
['\\mathfrak{O}', '𝔒'],
|
|||
|
|
['\\mathfrak{P}', '𝔓'],
|
|||
|
|
['\\mathfrak{Q}', '𝔔'],
|
|||
|
|
['\\mathfrak{S}', '𝔖'],
|
|||
|
|
['\\mathfrak{T}', '𝔗'],
|
|||
|
|
['\\mathfrak{U}', '𝔘'],
|
|||
|
|
['\\mathfrak{V}', '𝔙'],
|
|||
|
|
['\\mathfrak{W}', '𝔚'],
|
|||
|
|
['\\mathfrak{X}', '𝔛'],
|
|||
|
|
['\\mathfrak{Y}', '𝔜'],
|
|||
|
|
['\\mathfrak{a}', '𝔞'],
|
|||
|
|
['\\mathfrak{b}', '𝔟'],
|
|||
|
|
['\\mathfrak{c}', '𝔠'],
|
|||
|
|
['\\mathfrak{d}', '𝔡'],
|
|||
|
|
['\\mathfrak{e}', '𝔢'],
|
|||
|
|
['\\mathfrak{f}', '𝔣'],
|
|||
|
|
['\\mathfrak{g}', '𝔤'],
|
|||
|
|
['\\mathfrak{h}', '𝔥'],
|
|||
|
|
['\\mathfrak{i}', '𝔦'],
|
|||
|
|
['\\mathfrak{j}', '𝔧'],
|
|||
|
|
['\\mathfrak{k}', '𝔨'],
|
|||
|
|
['\\mathfrak{l}', '𝔩'],
|
|||
|
|
['\\mathfrak{m}', '𝔪'],
|
|||
|
|
['\\mathfrak{n}', '𝔫'],
|
|||
|
|
['\\mathfrak{o}', '𝔬'],
|
|||
|
|
['\\mathfrak{p}', '𝔭'],
|
|||
|
|
['\\mathfrak{q}', '𝔮'],
|
|||
|
|
['\\mathfrak{r}', '𝔯'],
|
|||
|
|
['\\mathfrak{s}', '𝔰'],
|
|||
|
|
['\\mathfrak{t}', '𝔱'],
|
|||
|
|
['\\mathfrak{u}', '𝔲'],
|
|||
|
|
['\\mathfrak{v}', '𝔳'],
|
|||
|
|
['\\mathfrak{w}', '𝔴'],
|
|||
|
|
['\\mathfrak{x}', '𝔵'],
|
|||
|
|
['\\mathfrak{y}', '𝔶'],
|
|||
|
|
['\\mathfrak{z}', '𝔷'],
|
|||
|
|
['\\mathsfbf{A}', '𝗔'],
|
|||
|
|
['\\mathsfbf{B}', '𝗕'],
|
|||
|
|
['\\mathsfbf{C}', '𝗖'],
|
|||
|
|
['\\mathsfbf{D}', '𝗗'],
|
|||
|
|
['\\mathsfbf{E}', '𝗘'],
|
|||
|
|
['\\mathsfbf{F}', '𝗙'],
|
|||
|
|
['\\mathsfbf{G}', '𝗚'],
|
|||
|
|
['\\mathsfbf{H}', '𝗛'],
|
|||
|
|
['\\mathsfbf{I}', '𝗜'],
|
|||
|
|
['\\mathsfbf{J}', '𝗝'],
|
|||
|
|
['\\mathsfbf{K}', '𝗞'],
|
|||
|
|
['\\mathsfbf{L}', '𝗟'],
|
|||
|
|
['\\mathsfbf{M}', '𝗠'],
|
|||
|
|
['\\mathsfbf{N}', '𝗡'],
|
|||
|
|
['\\mathsfbf{O}', '𝗢'],
|
|||
|
|
['\\mathsfbf{P}', '𝗣'],
|
|||
|
|
['\\mathsfbf{Q}', '𝗤'],
|
|||
|
|
['\\mathsfbf{R}', '𝗥'],
|
|||
|
|
['\\mathsfbf{S}', '𝗦'],
|
|||
|
|
['\\mathsfbf{T}', '𝗧'],
|
|||
|
|
['\\mathsfbf{U}', '𝗨'],
|
|||
|
|
['\\mathsfbf{V}', '𝗩'],
|
|||
|
|
['\\mathsfbf{W}', '𝗪'],
|
|||
|
|
['\\mathsfbf{X}', '𝗫'],
|
|||
|
|
['\\mathsfbf{Y}', '𝗬'],
|
|||
|
|
['\\mathsfbf{Z}', '𝗭'],
|
|||
|
|
['\\mathsfbf{a}', '𝗮'],
|
|||
|
|
['\\mathsfbf{b}', '𝗯'],
|
|||
|
|
['\\mathsfbf{c}', '𝗰'],
|
|||
|
|
['\\mathsfbf{d}', '𝗱'],
|
|||
|
|
['\\mathsfbf{e}', '𝗲'],
|
|||
|
|
['\\mathsfbf{f}', '𝗳'],
|
|||
|
|
['\\mathsfbf{g}', '𝗴'],
|
|||
|
|
['\\mathsfbf{h}', '𝗵'],
|
|||
|
|
['\\mathsfbf{i}', '𝗶'],
|
|||
|
|
['\\mathsfbf{j}', '𝗷'],
|
|||
|
|
['\\mathsfbf{k}', '𝗸'],
|
|||
|
|
['\\mathsfbf{l}', '𝗹'],
|
|||
|
|
['\\mathsfbf{m}', '𝗺'],
|
|||
|
|
['\\mathsfbf{n}', '𝗻'],
|
|||
|
|
['\\mathsfbf{o}', '𝗼'],
|
|||
|
|
['\\mathsfbf{p}', '𝗽'],
|
|||
|
|
['\\mathsfbf{q}', '𝗾'],
|
|||
|
|
['\\mathsfbf{r}', '𝗿'],
|
|||
|
|
['\\mathsfbf{s}', '𝘀'],
|
|||
|
|
['\\mathsfbf{t}', '𝘁'],
|
|||
|
|
['\\mathsfbf{u}', '𝘂'],
|
|||
|
|
['\\mathsfbf{v}', '𝘃'],
|
|||
|
|
['\\mathsfbf{w}', '𝘄'],
|
|||
|
|
['\\mathsfbf{x}', '𝘅'],
|
|||
|
|
['\\mathsfbf{y}', '𝘆'],
|
|||
|
|
['\\mathsfbf{z}', '𝘇'],
|
|||
|
|
['\\mathsfit{A}', '𝘈'],
|
|||
|
|
['\\mathsfit{B}', '𝘉'],
|
|||
|
|
['\\mathsfit{C}', '𝘊'],
|
|||
|
|
['\\mathsfit{D}', '𝘋'],
|
|||
|
|
['\\mathsfit{E}', '𝘌'],
|
|||
|
|
['\\mathsfit{F}', '𝘍'],
|
|||
|
|
['\\mathsfit{G}', '𝘎'],
|
|||
|
|
['\\mathsfit{H}', '𝘏'],
|
|||
|
|
['\\mathsfit{I}', '𝘐'],
|
|||
|
|
['\\mathsfit{J}', '𝘑'],
|
|||
|
|
['\\mathsfit{K}', '𝘒'],
|
|||
|
|
['\\mathsfit{L}', '𝘓'],
|
|||
|
|
['\\mathsfit{M}', '𝘔'],
|
|||
|
|
['\\mathsfit{N}', '𝘕'],
|
|||
|
|
['\\mathsfit{O}', '𝘖'],
|
|||
|
|
['\\mathsfit{P}', '𝘗'],
|
|||
|
|
['\\mathsfit{Q}', '𝘘'],
|
|||
|
|
['\\mathsfit{R}', '𝘙'],
|
|||
|
|
['\\mathsfit{S}', '𝘚'],
|
|||
|
|
['\\mathsfit{T}', '𝘛'],
|
|||
|
|
['\\mathsfit{U}', '𝘜'],
|
|||
|
|
['\\mathsfit{V}', '𝘝'],
|
|||
|
|
['\\mathsfit{W}', '𝘞'],
|
|||
|
|
['\\mathsfit{X}', '𝘟'],
|
|||
|
|
['\\mathsfit{Y}', '𝘠'],
|
|||
|
|
['\\mathsfit{Z}', '𝘡'],
|
|||
|
|
['\\mathsfit{a}', '𝘢'],
|
|||
|
|
['\\mathsfit{b}', '𝘣'],
|
|||
|
|
['\\mathsfit{c}', '𝘤'],
|
|||
|
|
['\\mathsfit{d}', '𝘥'],
|
|||
|
|
['\\mathsfit{e}', '𝘦'],
|
|||
|
|
['\\mathsfit{f}', '𝘧'],
|
|||
|
|
['\\mathsfit{g}', '𝘨'],
|
|||
|
|
['\\mathsfit{h}', '𝘩'],
|
|||
|
|
['\\mathsfit{i}', '𝘪'],
|
|||
|
|
['\\mathsfit{j}', '𝘫'],
|
|||
|
|
['\\mathsfit{k}', '𝘬'],
|
|||
|
|
['\\mathsfit{l}', '𝘭'],
|
|||
|
|
['\\mathsfit{m}', '𝘮'],
|
|||
|
|
['\\mathsfit{n}', '𝘯'],
|
|||
|
|
['\\mathsfit{o}', '𝘰'],
|
|||
|
|
['\\mathsfit{p}', '𝘱'],
|
|||
|
|
['\\mathsfit{q}', '𝘲'],
|
|||
|
|
['\\mathsfit{r}', '𝘳'],
|
|||
|
|
['\\mathsfit{s}', '𝘴'],
|
|||
|
|
['\\mathsfit{t}', '𝘵'],
|
|||
|
|
['\\mathsfit{u}', '𝘶'],
|
|||
|
|
['\\mathsfit{v}', '𝘷'],
|
|||
|
|
['\\mathsfit{w}', '𝘸'],
|
|||
|
|
['\\mathsfit{x}', '𝘹'],
|
|||
|
|
['\\mathsfit{y}', '𝘺'],
|
|||
|
|
['\\mathsfit{z}', '𝘻'],
|
|||
|
|
['\\mathbf{\\Xi}', '𝚵'],
|
|||
|
|
['\\mathbf{\\Pi}', '𝚷'],
|
|||
|
|
['\\mbfvarTheta', '𝚹'],
|
|||
|
|
['\\mathbf{\\mu}', '𝛍'],
|
|||
|
|
['\\mathbf{\\nu}', '𝛎'],
|
|||
|
|
['\\mathbf{\\xi}', '𝛏'],
|
|||
|
|
['\\mathbf{\\pi}', '𝛑'],
|
|||
|
|
['\\mbfvarsigma', '𝛓'],
|
|||
|
|
['\\mbfvartheta', '𝛝'],
|
|||
|
|
['\\mbfvarkappa', '𝛞'],
|
|||
|
|
['\\mathit{\\Xi}', '𝛯'],
|
|||
|
|
['\\mathit{\\Pi}', '𝛱'],
|
|||
|
|
['\\mitvarTheta', '𝛳'],
|
|||
|
|
['\\mathit{\\mu}', '𝜇'],
|
|||
|
|
['\\mathit{\\nu}', '𝜈'],
|
|||
|
|
['\\mathit{\\xi}', '𝜉'],
|
|||
|
|
['\\mathit{\\pi}', '𝜋'],
|
|||
|
|
['\\mitvarsigma', '𝜍'],
|
|||
|
|
['\\mitvartheta', '𝜗'],
|
|||
|
|
['\\mitvarkappa', '𝜘'],
|
|||
|
|
['\\mbfitLambda', '𝜦'],
|
|||
|
|
['\\mbfitlambda', '𝝀'],
|
|||
|
|
['\\mbfitvarphi', '𝝓'],
|
|||
|
|
['\\mbfitvarrho', '𝝔'],
|
|||
|
|
['\\mbfsansBeta', '𝝗'],
|
|||
|
|
['\\mbfsansZeta', '𝝛'],
|
|||
|
|
['\\mbfsansIota', '𝝞'],
|
|||
|
|
['\\mbfsansbeta', '𝝱'],
|
|||
|
|
['\\mbfsanszeta', '𝝵'],
|
|||
|
|
['\\mbfsansiota', '𝝸'],
|
|||
|
|
['\\mbfitsansMu', '𝞛'],
|
|||
|
|
['\\mbfitsansNu', '𝞜'],
|
|||
|
|
['\\mbfitsansXi', '𝞝'],
|
|||
|
|
['\\mbfitsansPi', '𝞟'],
|
|||
|
|
['\\mbfitsansmu', '𝞵'],
|
|||
|
|
['\\mbfitsansnu', '𝞶'],
|
|||
|
|
['\\mbfitsansxi', '𝞷'],
|
|||
|
|
['\\mbfitsanspi', '𝞹'],
|
|||
|
|
['\\mathsfbf{0}', '𝟬'],
|
|||
|
|
['\\mbfsanszero', '𝟬'],
|
|||
|
|
['\\mathsfbf{1}', '𝟭'],
|
|||
|
|
['\\mathsfbf{2}', '𝟮'],
|
|||
|
|
['\\mathsfbf{3}', '𝟯'],
|
|||
|
|
['\\mathsfbf{4}', '𝟰'],
|
|||
|
|
['\\mbfsansfour', '𝟰'],
|
|||
|
|
['\\mathsfbf{5}', '𝟱'],
|
|||
|
|
['\\mbfsansfive', '𝟱'],
|
|||
|
|
['\\mathsfbf{6}', '𝟲'],
|
|||
|
|
['\\mathsfbf{7}', '𝟳'],
|
|||
|
|
['\\mathsfbf{8}', '𝟴'],
|
|||
|
|
['\\mathsfbf{9}', '𝟵'],
|
|||
|
|
['\\mbfsansnine', '𝟵'],
|
|||
|
|
['\\mathbb{Pi}', 'ℿ'],
|
|||
|
|
['\\mathcal{M}', 'ℳ'],
|
|||
|
|
['\\mathcal{o}', 'ℴ'],
|
|||
|
|
['\\mathcal{O}', '𝒪'],
|
|||
|
|
['\\nsupseteqq', '⊉'],
|
|||
|
|
['\\mathcal{B}', 'ℬ'],
|
|||
|
|
['\\textrecipe', '℞'],
|
|||
|
|
['\\nsubseteqq', '⊈'],
|
|||
|
|
['\\subsetneqq', '⊊'],
|
|||
|
|
['\\mathcal{I}', 'ℑ'],
|
|||
|
|
['\\upuparrows', '⇈'],
|
|||
|
|
['\\mathcal{e}', 'ℯ'],
|
|||
|
|
['\\mathcal{L}', 'ℒ'],
|
|||
|
|
['\\nleftarrow', '↚'],
|
|||
|
|
['\\mathcal{H}', 'ℋ'],
|
|||
|
|
['\\mathcal{E}', 'ℰ'],
|
|||
|
|
['\\eqslantgtr', '⋝'],
|
|||
|
|
['\\curlywedge', '⋏'],
|
|||
|
|
['\\varepsilon', 'ε'],
|
|||
|
|
['\\supsetneqq', '⊋'],
|
|||
|
|
['\\rightarrow', '→'],
|
|||
|
|
['\\mathcal{R}', 'ℛ'],
|
|||
|
|
['\\sqsubseteq', '⊑'],
|
|||
|
|
['\\mathcal{g}', 'ℊ'],
|
|||
|
|
['\\sqsupseteq', '⊒'],
|
|||
|
|
['\\complement', '∁'],
|
|||
|
|
['\\Rightarrow', '⇒'],
|
|||
|
|
['\\gtreqqless', '⋛'],
|
|||
|
|
['\\lesseqqgtr', '⋚'],
|
|||
|
|
['\\circledast', '⊛'],
|
|||
|
|
['\\nLeftarrow', '⇍'],
|
|||
|
|
['\\Lleftarrow', '⇚'],
|
|||
|
|
['\\varnothing', '∅'],
|
|||
|
|
['\\mathcal{N}', '𝒩'],
|
|||
|
|
['\\octothorpe', '#'],
|
|||
|
|
['\\mathdollar', '$'],
|
|||
|
|
['\\wideutilde', '̰'],
|
|||
|
|
['\\upvarsigma', 'ς'],
|
|||
|
|
['\\varsigmaup', 'ς'],
|
|||
|
|
['\\upvartheta', 'ϑ'],
|
|||
|
|
['\\varthetaup', 'ϑ'],
|
|||
|
|
['\\upoldKoppa', 'Ϙ'],
|
|||
|
|
['\\upoldkoppa', 'ϙ'],
|
|||
|
|
['\\upvarkappa', 'ϰ'],
|
|||
|
|
['\\upvarTheta', 'ϴ'],
|
|||
|
|
['\\twolowline', '‗'],
|
|||
|
|
['\\backdprime', '‶'],
|
|||
|
|
['\\Eulerconst', 'ℇ'],
|
|||
|
|
['\\turnediota', '℩'],
|
|||
|
|
['\\mathcal{F}', 'ℱ'],
|
|||
|
|
['\\EulerGamma', 'ℽ'],
|
|||
|
|
['\\mappedfrom', '↤'],
|
|||
|
|
['\\fourthroot', '∜'],
|
|||
|
|
['\\rightangle', '∟'],
|
|||
|
|
['\\Proportion', '∷'],
|
|||
|
|
['\\SetDelayed', '≔'],
|
|||
|
|
['\\smallfrown', '⌢'],
|
|||
|
|
['\\smallsmile', '⌣'],
|
|||
|
|
['\\conictaper', '⌲'],
|
|||
|
|
['\\APLcomment', '⍝'],
|
|||
|
|
['\\lparenuend', '⎛'],
|
|||
|
|
['\\lparenlend', '⎝'],
|
|||
|
|
['\\rparenuend', '⎞'],
|
|||
|
|
['\\rparenlend', '⎠'],
|
|||
|
|
['\\lbrackuend', '⎡'],
|
|||
|
|
['\\lbracklend', '⎣'],
|
|||
|
|
['\\rbrackuend', '⎤'],
|
|||
|
|
['\\rbracklend', '⎦'],
|
|||
|
|
['\\lbraceuend', '⎧'],
|
|||
|
|
['\\lbracelend', '⎩'],
|
|||
|
|
['\\rbraceuend', '⎫'],
|
|||
|
|
['\\rbracelend', '⎭'],
|
|||
|
|
['\\lmoustache', '⎰'],
|
|||
|
|
['\\rmoustache', '⎱'],
|
|||
|
|
['\\sqrtbottom', '⎷'],
|
|||
|
|
['\\underparen', '⏝'],
|
|||
|
|
['\\underbrace', '⏟'],
|
|||
|
|
['\\hrectangle', '▭'],
|
|||
|
|
['\\vrectangle', '▯'],
|
|||
|
|
['\\LEFTcircle', '◐'],
|
|||
|
|
['\\LEFTCIRCLE', '◖'],
|
|||
|
|
['\\ultriangle', '◸'],
|
|||
|
|
['\\urtriangle', '◹'],
|
|||
|
|
['\\lltriangle', '◺'],
|
|||
|
|
['\\lrtriangle', '◿'],
|
|||
|
|
['\\CheckedBox', '☑'],
|
|||
|
|
['\\Checkedbox', '☑'],
|
|||
|
|
['\\Crossedbox', '☒'],
|
|||
|
|
['\\pointright', '☞'],
|
|||
|
|
['\\vardiamond', '♦'],
|
|||
|
|
['\\eighthnote', '♪'],
|
|||
|
|
['\\subsetcirc', '⟃'],
|
|||
|
|
['\\supsetcirc', '⟄'],
|
|||
|
|
['\\Diamonddot', '⟐'],
|
|||
|
|
['\\DDownarrow', '⟱'],
|
|||
|
|
['\\longmapsto', '⟼'],
|
|||
|
|
['\\Longmapsto', '⟾'],
|
|||
|
|
['\\Mappedfrom', '⤆'],
|
|||
|
|
['\\Ddownarrow', '⤋'],
|
|||
|
|
['\\UpArrowBar', '⤒'],
|
|||
|
|
['\\baruparrow', '⤒'],
|
|||
|
|
['\\rightimply', '⥰'],
|
|||
|
|
['\\upfishtail', '⥾'],
|
|||
|
|
['\\lbrackubar', '⦋'],
|
|||
|
|
['\\rbrackubar', '⦌'],
|
|||
|
|
['\\lparenless', '⦓'],
|
|||
|
|
['\\Rparenless', '⦖'],
|
|||
|
|
['\\lblkbrbrak', '⦗'],
|
|||
|
|
['\\rblkbrbrak', '⦘'],
|
|||
|
|
['\\circlehbar', '⦵'],
|
|||
|
|
['\\circledgtr', '⧁'],
|
|||
|
|
['\\doubleplus', '⧺'],
|
|||
|
|
['\\tripleplus', '⧻'],
|
|||
|
|
['\\plussubtwo', '⨧'],
|
|||
|
|
['\\commaminus', '⨩'],
|
|||
|
|
['\\minusfdots', '⨫'],
|
|||
|
|
['\\minusrdots', '⨬'],
|
|||
|
|
['\\opluslhrim', '⨭'],
|
|||
|
|
['\\oplusrhrim', '⨮'],
|
|||
|
|
['\\smashtimes', '⨳'],
|
|||
|
|
['\\cupovercap', '⩆'],
|
|||
|
|
['\\capovercup', '⩇'],
|
|||
|
|
['\\veeonwedge', '⩙'],
|
|||
|
|
['\\veemidvert', '⩛'],
|
|||
|
|
['\\equivVvert', '⩩'],
|
|||
|
|
['\\lessapprox', '⪅'],
|
|||
|
|
['\\rightslice', '⪧'],
|
|||
|
|
['\\precapprox', '⪷'],
|
|||
|
|
['\\succapprox', '⪸'],
|
|||
|
|
['\\subsetplus', '⪿'],
|
|||
|
|
['\\supsetplus', '⫀'],
|
|||
|
|
['\\interleave', '⫴'],
|
|||
|
|
['\\talloblong', '⫾'],
|
|||
|
|
['\\varhexagon', '⬡'],
|
|||
|
|
['\\leftarrowx', '⬾'],
|
|||
|
|
['\\LLeftarrow', '⭅'],
|
|||
|
|
['\\postalmark', '〒'],
|
|||
|
|
['\\mathcal{A}', '𝒜'],
|
|||
|
|
['\\mathcal{C}', '𝒞'],
|
|||
|
|
['\\mathcal{D}', '𝒟'],
|
|||
|
|
['\\mathcal{G}', '𝒢'],
|
|||
|
|
['\\mathcal{J}', '𝒥'],
|
|||
|
|
['\\mathcal{K}', '𝒦'],
|
|||
|
|
['\\mathcal{P}', '𝒫'],
|
|||
|
|
['\\mathcal{Q}', '𝒬'],
|
|||
|
|
['\\mathcal{S}', '𝒮'],
|
|||
|
|
['\\mathcal{T}', '𝒯'],
|
|||
|
|
['\\mathcal{U}', '𝒰'],
|
|||
|
|
['\\mathcal{V}', '𝒱'],
|
|||
|
|
['\\mathcal{W}', '𝒲'],
|
|||
|
|
['\\mathcal{X}', '𝒳'],
|
|||
|
|
['\\mathcal{Y}', '𝒴'],
|
|||
|
|
['\\mathcal{Z}', '𝒵'],
|
|||
|
|
['\\mathcal{a}', '𝒶'],
|
|||
|
|
['\\mathcal{b}', '𝒷'],
|
|||
|
|
['\\mathcal{c}', '𝒸'],
|
|||
|
|
['\\mathcal{d}', '𝒹'],
|
|||
|
|
['\\mathcal{f}', '𝒻'],
|
|||
|
|
['\\mathcal{h}', '𝒽'],
|
|||
|
|
['\\mathcal{i}', '𝒾'],
|
|||
|
|
['\\mathcal{j}', '𝒿'],
|
|||
|
|
['\\mathcal{k}', '𝓀'],
|
|||
|
|
['\\mathcal{l}', '𝓁'],
|
|||
|
|
['\\mathcal{m}', '𝓂'],
|
|||
|
|
['\\mathcal{n}', '𝓃'],
|
|||
|
|
['\\mathcal{p}', '𝓅'],
|
|||
|
|
['\\mathcal{q}', '𝓆'],
|
|||
|
|
['\\mathcal{r}', '𝓇'],
|
|||
|
|
['\\mathcal{s}', '𝓈'],
|
|||
|
|
['\\mathcal{t}', '𝓉'],
|
|||
|
|
['\\mathcal{u}', '𝓊'],
|
|||
|
|
['\\mathcal{v}', '𝓋'],
|
|||
|
|
['\\mathcal{w}', '𝓌'],
|
|||
|
|
['\\mathcal{x}', '𝓍'],
|
|||
|
|
['\\mathcal{y}', '𝓎'],
|
|||
|
|
['\\mathcal{z}', '𝓏'],
|
|||
|
|
['\\mbfitsansA', '𝘼'],
|
|||
|
|
['\\mbfitsansB', '𝘽'],
|
|||
|
|
['\\mbfitsansC', '𝘾'],
|
|||
|
|
['\\mbfitsansD', '𝘿'],
|
|||
|
|
['\\mbfitsansE', '𝙀'],
|
|||
|
|
['\\mbfitsansF', '𝙁'],
|
|||
|
|
['\\mbfitsansG', '𝙂'],
|
|||
|
|
['\\mbfitsansH', '𝙃'],
|
|||
|
|
['\\mbfitsansI', '𝙄'],
|
|||
|
|
['\\mbfitsansJ', '𝙅'],
|
|||
|
|
['\\mbfitsansK', '𝙆'],
|
|||
|
|
['\\mbfitsansL', '𝙇'],
|
|||
|
|
['\\mbfitsansM', '𝙈'],
|
|||
|
|
['\\mbfitsansN', '𝙉'],
|
|||
|
|
['\\mbfitsansO', '𝙊'],
|
|||
|
|
['\\mbfitsansP', '𝙋'],
|
|||
|
|
['\\mbfitsansQ', '𝙌'],
|
|||
|
|
['\\mbfitsansR', '𝙍'],
|
|||
|
|
['\\mbfitsansS', '𝙎'],
|
|||
|
|
['\\mbfitsansT', '𝙏'],
|
|||
|
|
['\\mbfitsansU', '𝙐'],
|
|||
|
|
['\\mbfitsansV', '𝙑'],
|
|||
|
|
['\\mbfitsansW', '𝙒'],
|
|||
|
|
['\\mbfitsansX', '𝙓'],
|
|||
|
|
['\\mbfitsansY', '𝙔'],
|
|||
|
|
['\\mbfitsansZ', '𝙕'],
|
|||
|
|
['\\mbfitsansa', '𝙖'],
|
|||
|
|
['\\mbfitsansb', '𝙗'],
|
|||
|
|
['\\mbfitsansc', '𝙘'],
|
|||
|
|
['\\mbfitsansd', '𝙙'],
|
|||
|
|
['\\mbfitsanse', '𝙚'],
|
|||
|
|
['\\mbfitsansf', '𝙛'],
|
|||
|
|
['\\mbfitsansg', '𝙜'],
|
|||
|
|
['\\mbfitsansh', '𝙝'],
|
|||
|
|
['\\mbfitsansi', '𝙞'],
|
|||
|
|
['\\mbfitsansj', '𝙟'],
|
|||
|
|
['\\mbfitsansk', '𝙠'],
|
|||
|
|
['\\mbfitsansl', '𝙡'],
|
|||
|
|
['\\mbfitsansm', '𝙢'],
|
|||
|
|
['\\mbfitsansn', '𝙣'],
|
|||
|
|
['\\mbfitsanso', '𝙤'],
|
|||
|
|
['\\mbfitsansp', '𝙥'],
|
|||
|
|
['\\mbfitsansq', '𝙦'],
|
|||
|
|
['\\mbfitsansr', '𝙧'],
|
|||
|
|
['\\mbfitsanss', '𝙨'],
|
|||
|
|
['\\mbfitsanst', '𝙩'],
|
|||
|
|
['\\mbfitsansu', '𝙪'],
|
|||
|
|
['\\mbfitsansv', '𝙫'],
|
|||
|
|
['\\mbfitsansw', '𝙬'],
|
|||
|
|
['\\mbfitsansx', '𝙭'],
|
|||
|
|
['\\mbfitsansy', '𝙮'],
|
|||
|
|
['\\mbfitsansz', '𝙯'],
|
|||
|
|
['\\mbfEpsilon', '𝚬'],
|
|||
|
|
['\\mbfOmicron', '𝚶'],
|
|||
|
|
['\\mbfUpsilon', '𝚼'],
|
|||
|
|
['\\mbfepsilon', '𝛆'],
|
|||
|
|
['\\mbfomicron', '𝛐'],
|
|||
|
|
['\\mbfupsilon', '𝛖'],
|
|||
|
|
['\\mbfpartial', '𝛛'],
|
|||
|
|
['\\mitEpsilon', '𝛦'],
|
|||
|
|
['\\mitOmicron', '𝛰'],
|
|||
|
|
['\\mitUpsilon', '𝛶'],
|
|||
|
|
['\\varUpsilon', '𝛶'],
|
|||
|
|
['\\mitepsilon', '𝜀'],
|
|||
|
|
['\\mitomicron', '𝜊'],
|
|||
|
|
['\\mitupsilon', '𝜐'],
|
|||
|
|
['\\mitpartial', '𝜕'],
|
|||
|
|
['\\mbfitAlpha', '𝜜'],
|
|||
|
|
['\\mbfitGamma', '𝜞'],
|
|||
|
|
['\\mbfitDelta', '𝜟'],
|
|||
|
|
['\\mbfitTheta', '𝜣'],
|
|||
|
|
['\\mbfitKappa', '𝜥'],
|
|||
|
|
['\\mbfitSigma', '𝜮'],
|
|||
|
|
['\\mbfitOmega', '𝜴'],
|
|||
|
|
['\\mbfitnabla', '𝜵'],
|
|||
|
|
['\\mbfitalpha', '𝜶'],
|
|||
|
|
['\\mbfitgamma', '𝜸'],
|
|||
|
|
['\\mbfitdelta', '𝜹'],
|
|||
|
|
['\\mbfittheta', '𝜽'],
|
|||
|
|
['\\mbfitkappa', '𝜿'],
|
|||
|
|
['\\mbfitsigma', '𝝈'],
|
|||
|
|
['\\mbfitomega', '𝝎'],
|
|||
|
|
['\\mbfitvarpi', '𝝕'],
|
|||
|
|
['\\mbfsansEta', '𝝜'],
|
|||
|
|
['\\mbfsansRho', '𝝦'],
|
|||
|
|
['\\mbfsansTau', '𝝩'],
|
|||
|
|
['\\mbfsansPhi', '𝝫'],
|
|||
|
|
['\\mbfsansChi', '𝝬'],
|
|||
|
|
['\\mbfsansPsi', '𝝭'],
|
|||
|
|
['\\mbfsanseta', '𝝶'],
|
|||
|
|
['\\mbfsansrho', '𝞀'],
|
|||
|
|
['\\mbfsanstau', '𝞃'],
|
|||
|
|
['\\mbfsansphi', '𝞅'],
|
|||
|
|
['\\mbfsanschi', '𝞆'],
|
|||
|
|
['\\mbfsanspsi', '𝞇'],
|
|||
|
|
['\\mbfDigamma', '𝟊'],
|
|||
|
|
['\\mbfdigamma', '𝟋'],
|
|||
|
|
['\\msansthree', '𝟥'],
|
|||
|
|
['\\msansseven', '𝟩'],
|
|||
|
|
['\\msanseight', '𝟪'],
|
|||
|
|
['\\mbfsansone', '𝟭'],
|
|||
|
|
['\\mbfsanstwo', '𝟮'],
|
|||
|
|
['\\mbfsanssix', '𝟲'],
|
|||
|
|
['\\Leftarrow', '⇐'],
|
|||
|
|
['\\gvertneqq', '≩'],
|
|||
|
|
['\\mathbb{C}', 'ℂ'],
|
|||
|
|
['\\supsetneq', '⊋'],
|
|||
|
|
['\\leftarrow', '←'],
|
|||
|
|
['\\nleqslant', '≰'],
|
|||
|
|
['\\mathbb{Q}', 'ℚ'],
|
|||
|
|
['\\mathbb{Z}', 'ℤ'],
|
|||
|
|
['\\llbracket', '〚'],
|
|||
|
|
['\\mathbb{H}', 'ℍ'],
|
|||
|
|
['\\spadesuit', '♠'],
|
|||
|
|
['\\mathbb{P}', 'ℙ'],
|
|||
|
|
['\\rrbracket', '〛'],
|
|||
|
|
['\\supseteqq', '⊇'],
|
|||
|
|
['\\copyright', '©'],
|
|||
|
|
['\\textsc{k}', 'ĸ'],
|
|||
|
|
['\\gtreqless', '⋛'],
|
|||
|
|
['\\mathbb{j}', 'ⅉ'],
|
|||
|
|
['\\pitchfork', '⋔'],
|
|||
|
|
['\\estimated', '℮'],
|
|||
|
|
['\\ngeqslant', '≱'],
|
|||
|
|
['\\mathbb{e}', 'ⅇ'],
|
|||
|
|
['\\therefore', '∴'],
|
|||
|
|
['\\triangleq', '≜'],
|
|||
|
|
['\\varpropto', '∝'],
|
|||
|
|
['\\subsetneq', '⊊'],
|
|||
|
|
['\\heartsuit', '♥'],
|
|||
|
|
['\\mathbb{d}', 'ⅆ'],
|
|||
|
|
['\\lvertneqq', '≨'],
|
|||
|
|
['\\checkmark', '✓'],
|
|||
|
|
['\\nparallel', '∦'],
|
|||
|
|
['\\mathbb{R}', 'ℝ'],
|
|||
|
|
['\\lesseqgtr', '⋚'],
|
|||
|
|
['\\downarrow', '↓'],
|
|||
|
|
['\\mathbb{D}', 'ⅅ'],
|
|||
|
|
['\\mathbb{i}', 'ⅈ'],
|
|||
|
|
['\\backsimeq', '⋍'],
|
|||
|
|
['\\mathbb{N}', 'ℕ'],
|
|||
|
|
['\\Downarrow', '⇓'],
|
|||
|
|
['\\subseteqq', '⊆'],
|
|||
|
|
['\\ampersand', '&'],
|
|||
|
|
['\\mathslash', '/'],
|
|||
|
|
['\\mathcolon', ':'],
|
|||
|
|
['\\semicolon', ';'],
|
|||
|
|
['\\mathrm{A}', 'A'],
|
|||
|
|
['\\mathrm{B}', 'B'],
|
|||
|
|
['\\mathrm{C}', 'C'],
|
|||
|
|
['\\mathrm{D}', 'D'],
|
|||
|
|
['\\mathrm{E}', 'E'],
|
|||
|
|
['\\mathrm{F}', 'F'],
|
|||
|
|
['\\mathrm{G}', 'G'],
|
|||
|
|
['\\mathrm{H}', 'H'],
|
|||
|
|
['\\mathrm{I}', 'I'],
|
|||
|
|
['\\mathrm{J}', 'J'],
|
|||
|
|
['\\mathrm{K}', 'K'],
|
|||
|
|
['\\mathrm{L}', 'L'],
|
|||
|
|
['\\mathrm{M}', 'M'],
|
|||
|
|
['\\mathrm{N}', 'N'],
|
|||
|
|
['\\mathrm{O}', 'O'],
|
|||
|
|
['\\mathrm{P}', 'P'],
|
|||
|
|
['\\mathrm{Q}', 'Q'],
|
|||
|
|
['\\mathrm{R}', 'R'],
|
|||
|
|
['\\mathrm{S}', 'S'],
|
|||
|
|
['\\mathrm{T}', 'T'],
|
|||
|
|
['\\mathrm{U}', 'U'],
|
|||
|
|
['\\mathrm{V}', 'V'],
|
|||
|
|
['\\mathrm{W}', 'W'],
|
|||
|
|
['\\mathrm{X}', 'X'],
|
|||
|
|
['\\mathrm{Y}', 'Y'],
|
|||
|
|
['\\mathrm{Z}', 'Z'],
|
|||
|
|
['\\backslash', '\\'],
|
|||
|
|
['\\mathrm{a}', 'a'],
|
|||
|
|
['\\mathrm{b}', 'b'],
|
|||
|
|
['\\mathrm{c}', 'c'],
|
|||
|
|
['\\mathrm{d}', 'd'],
|
|||
|
|
['\\mathrm{e}', 'e'],
|
|||
|
|
['\\mathrm{f}', 'f'],
|
|||
|
|
['\\mathrm{g}', 'g'],
|
|||
|
|
['\\mathrm{h}', 'h'],
|
|||
|
|
['\\mathrm{i}', 'i'],
|
|||
|
|
['\\mathrm{j}', 'j'],
|
|||
|
|
['\\mathrm{k}', 'k'],
|
|||
|
|
['\\mathrm{l}', 'l'],
|
|||
|
|
['\\mathrm{m}', 'm'],
|
|||
|
|
['\\mathrm{n}', 'n'],
|
|||
|
|
['\\mathrm{o}', 'o'],
|
|||
|
|
['\\mathrm{p}', 'p'],
|
|||
|
|
['\\mathrm{q}', 'q'],
|
|||
|
|
['\\mathrm{r}', 'r'],
|
|||
|
|
['\\mathrm{s}', 's'],
|
|||
|
|
['\\mathrm{t}', 't'],
|
|||
|
|
['\\mathrm{u}', 'u'],
|
|||
|
|
['\\mathrm{v}', 'v'],
|
|||
|
|
['\\mathrm{w}', 'w'],
|
|||
|
|
['\\mathrm{x}', 'x'],
|
|||
|
|
['\\mathrm{y}', 'y'],
|
|||
|
|
['\\mathrm{z}', 'z'],
|
|||
|
|
['\\widetilde', '̃'],
|
|||
|
|
['\\upEpsilon', 'Ε'],
|
|||
|
|
['\\upOmicron', 'Ο'],
|
|||
|
|
['\\upUpsilon', 'Υ'],
|
|||
|
|
['\\upepsilon', 'ε'],
|
|||
|
|
['\\upomicron', 'ο'],
|
|||
|
|
['\\upupsilon', 'υ'],
|
|||
|
|
['\\upsilonup', 'υ'],
|
|||
|
|
['\\upvarbeta', 'ϐ'],
|
|||
|
|
['\\upDigamma', 'Ϝ'],
|
|||
|
|
['\\updigamma', 'ϝ'],
|
|||
|
|
['\\epsilonup', 'ϵ'],
|
|||
|
|
['\\backprime', '‵'],
|
|||
|
|
['\\tieconcat', '⁀'],
|
|||
|
|
['\\fracslash', '⁄'],
|
|||
|
|
['\\mathds{C}', 'ℂ'],
|
|||
|
|
['\\mathds{H}', 'ℍ'],
|
|||
|
|
['\\mathds{N}', 'ℕ'],
|
|||
|
|
['\\mathds{P}', 'ℙ'],
|
|||
|
|
['\\mathds{Q}', 'ℚ'],
|
|||
|
|
['\\mathds{R}', 'ℝ'],
|
|||
|
|
['\\mathds{Z}', 'ℤ'],
|
|||
|
|
['\\Angstroem', 'Å'],
|
|||
|
|
['\\lightning', '↯'],
|
|||
|
|
['\\Lightning', '↯'],
|
|||
|
|
['\\rightturn', '↻'],
|
|||
|
|
['\\nHuparrow', '⇞'],
|
|||
|
|
['\\dasharrow', '⇢'],
|
|||
|
|
['\\partialup', '∂'],
|
|||
|
|
['\\increment', '∆'],
|
|||
|
|
['\\clockoint', '∲'],
|
|||
|
|
['\\mathratio', '∶'],
|
|||
|
|
['\\dashcolon', '∹'],
|
|||
|
|
['\\LessTilde', '≲'],
|
|||
|
|
['\\nsubseteq', '⊈'],
|
|||
|
|
['\\nsupseteq', '⊉'],
|
|||
|
|
['\\varniobar', '⋽'],
|
|||
|
|
['\\bagmember', '⋿'],
|
|||
|
|
['\\sqlozenge', '⌑'],
|
|||
|
|
['\\turnednot', '⌙'],
|
|||
|
|
['\\intbottom', '⌡'],
|
|||
|
|
['\\lbracemid', '⎨'],
|
|||
|
|
['\\rbracemid', '⎬'],
|
|||
|
|
['\\sumbottom', '⎳'],
|
|||
|
|
['\\lvboxline', '⎸'],
|
|||
|
|
['\\rvboxline', '⎹'],
|
|||
|
|
['\\overparen', '⏜'],
|
|||
|
|
['\\wideparen', '⏜'],
|
|||
|
|
['\\overbrace', '⏞'],
|
|||
|
|
['\\trapezium', '⏢'],
|
|||
|
|
['\\accurrent', '⏦'],
|
|||
|
|
['\\blockfull', '█'],
|
|||
|
|
['\\radiation', '☢'],
|
|||
|
|
['\\biohazard', '☣'],
|
|||
|
|
['\\smileface', '☺'],
|
|||
|
|
['\\rightmoon', '☽'],
|
|||
|
|
['\\medbullet', '⚫'],
|
|||
|
|
['\\DashVDash', '⟚'],
|
|||
|
|
['\\dashVdash', '⟛'],
|
|||
|
|
['\\vlongdash', '⟝'],
|
|||
|
|
['\\longdashv', '⟞'],
|
|||
|
|
['\\impliedby', '⟸'],
|
|||
|
|
['\\righttail', '⤚'],
|
|||
|
|
['\\nwsearrow', '⤡'],
|
|||
|
|
['\\neswarrow', '⤢'],
|
|||
|
|
['\\hknwarrow', '⤣'],
|
|||
|
|
['\\hknearrow', '⤤'],
|
|||
|
|
['\\typecolon', '⦂'],
|
|||
|
|
['\\langledot', '⦑'],
|
|||
|
|
['\\rangledot', '⦒'],
|
|||
|
|
['\\rparengtr', '⦔'],
|
|||
|
|
['\\Lparengtr', '⦕'],
|
|||
|
|
['\\fourvdots', '⦙'],
|
|||
|
|
['\\turnangle', '⦢'],
|
|||
|
|
['\\angleubar', '⦤'],
|
|||
|
|
['\\olessthan', '⧀'],
|
|||
|
|
['\\boxbslash', '⧅'],
|
|||
|
|
['\\boxcircle', '⧇'],
|
|||
|
|
['\\triangles', '⧌'],
|
|||
|
|
['\\hourglass', '⧖'],
|
|||
|
|
['\\bigotimes', '⨂'],
|
|||
|
|
['\\bigcupdot', '⨃'],
|
|||
|
|
['\\conjquant', '⨇'],
|
|||
|
|
['\\disjquant', '⨈'],
|
|||
|
|
['\\modtwosum', '⨊'],
|
|||
|
|
['\\otimeshat', '⨶'],
|
|||
|
|
['\\cupbarcap', '⩈'],
|
|||
|
|
['\\capbarcup', '⩉'],
|
|||
|
|
['\\wedgeodot', '⩑'],
|
|||
|
|
['\\midbarvee', '⩝'],
|
|||
|
|
['\\varveebar', '⩡'],
|
|||
|
|
['\\equivVert', '⩨'],
|
|||
|
|
['\\hatapprox', '⩯'],
|
|||
|
|
['\\approxeqq', '⩰'],
|
|||
|
|
['\\gtrapprox', '⪆'],
|
|||
|
|
['\\leftslice', '⪦'],
|
|||
|
|
['\\subsetdot', '⪽'],
|
|||
|
|
['\\supsetdot', '⪾'],
|
|||
|
|
['\\leqqslant', '⫹'],
|
|||
|
|
['\\geqqslant', '⫺'],
|
|||
|
|
['\\centerdot', '⬝'],
|
|||
|
|
['\\Squaredot', '⬝'],
|
|||
|
|
['\\mathbf{A}', '𝐀'],
|
|||
|
|
['\\mathbf{B}', '𝐁'],
|
|||
|
|
['\\mathbf{C}', '𝐂'],
|
|||
|
|
['\\mathbf{D}', '𝐃'],
|
|||
|
|
['\\mathbf{E}', '𝐄'],
|
|||
|
|
['\\mathbf{F}', '𝐅'],
|
|||
|
|
['\\mathbf{G}', '𝐆'],
|
|||
|
|
['\\mathbf{H}', '𝐇'],
|
|||
|
|
['\\mathbf{I}', '𝐈'],
|
|||
|
|
['\\mathbf{J}', '𝐉'],
|
|||
|
|
['\\mathbf{K}', '𝐊'],
|
|||
|
|
['\\mathbf{L}', '𝐋'],
|
|||
|
|
['\\mathbf{M}', '𝐌'],
|
|||
|
|
['\\mathbf{N}', '𝐍'],
|
|||
|
|
['\\mathbf{O}', '𝐎'],
|
|||
|
|
['\\mathbf{P}', '𝐏'],
|
|||
|
|
['\\mathbf{Q}', '𝐐'],
|
|||
|
|
['\\mathbf{R}', '𝐑'],
|
|||
|
|
['\\mathbf{S}', '𝐒'],
|
|||
|
|
['\\mathbf{T}', '𝐓'],
|
|||
|
|
['\\mathbf{U}', '𝐔'],
|
|||
|
|
['\\mathbf{V}', '𝐕'],
|
|||
|
|
['\\mathbf{W}', '𝐖'],
|
|||
|
|
['\\mathbf{X}', '𝐗'],
|
|||
|
|
['\\mathbf{Y}', '𝐘'],
|
|||
|
|
['\\mathbf{Z}', '𝐙'],
|
|||
|
|
['\\mathbf{a}', '𝐚'],
|
|||
|
|
['\\mathbf{b}', '𝐛'],
|
|||
|
|
['\\mathbf{c}', '𝐜'],
|
|||
|
|
['\\mathbf{d}', '𝐝'],
|
|||
|
|
['\\mathbf{e}', '𝐞'],
|
|||
|
|
['\\mathbf{f}', '𝐟'],
|
|||
|
|
['\\mathbf{g}', '𝐠'],
|
|||
|
|
['\\mathbf{h}', '𝐡'],
|
|||
|
|
['\\mathbf{i}', '𝐢'],
|
|||
|
|
['\\mathbf{j}', '𝐣'],
|
|||
|
|
['\\mathbf{k}', '𝐤'],
|
|||
|
|
['\\mathbf{l}', '𝐥'],
|
|||
|
|
['\\mathbf{m}', '𝐦'],
|
|||
|
|
['\\mathbf{n}', '𝐧'],
|
|||
|
|
['\\mathbf{o}', '𝐨'],
|
|||
|
|
['\\mathbf{p}', '𝐩'],
|
|||
|
|
['\\mathbf{q}', '𝐪'],
|
|||
|
|
['\\mathbf{r}', '𝐫'],
|
|||
|
|
['\\mathbf{s}', '𝐬'],
|
|||
|
|
['\\mathbf{t}', '𝐭'],
|
|||
|
|
['\\mathbf{u}', '𝐮'],
|
|||
|
|
['\\mathbf{v}', '𝐯'],
|
|||
|
|
['\\mathbf{w}', '𝐰'],
|
|||
|
|
['\\mathbf{x}', '𝐱'],
|
|||
|
|
['\\mathbf{y}', '𝐲'],
|
|||
|
|
['\\mathbf{z}', '𝐳'],
|
|||
|
|
['\\mathit{A}', '𝐴'],
|
|||
|
|
['\\mathit{B}', '𝐵'],
|
|||
|
|
['\\mathit{C}', '𝐶'],
|
|||
|
|
['\\mathit{D}', '𝐷'],
|
|||
|
|
['\\mathit{E}', '𝐸'],
|
|||
|
|
['\\mathit{F}', '𝐹'],
|
|||
|
|
['\\mathit{G}', '𝐺'],
|
|||
|
|
['\\mathit{H}', '𝐻'],
|
|||
|
|
['\\mathit{I}', '𝐼'],
|
|||
|
|
['\\mathit{J}', '𝐽'],
|
|||
|
|
['\\mathit{K}', '𝐾'],
|
|||
|
|
['\\mathit{L}', '𝐿'],
|
|||
|
|
['\\mathit{M}', '𝑀'],
|
|||
|
|
['\\mathit{N}', '𝑁'],
|
|||
|
|
['\\mathit{O}', '𝑂'],
|
|||
|
|
['\\mathit{P}', '𝑃'],
|
|||
|
|
['\\mathit{Q}', '𝑄'],
|
|||
|
|
['\\mathit{R}', '𝑅'],
|
|||
|
|
['\\mathit{S}', '𝑆'],
|
|||
|
|
['\\mathit{T}', '𝑇'],
|
|||
|
|
['\\mathit{U}', '𝑈'],
|
|||
|
|
['\\mathit{V}', '𝑉'],
|
|||
|
|
['\\mathit{W}', '𝑊'],
|
|||
|
|
['\\mathit{X}', '𝑋'],
|
|||
|
|
['\\mathit{Y}', '𝑌'],
|
|||
|
|
['\\mathit{Z}', '𝑍'],
|
|||
|
|
['\\mathit{a}', '𝑎'],
|
|||
|
|
['\\mathit{b}', '𝑏'],
|
|||
|
|
['\\mathit{c}', '𝑐'],
|
|||
|
|
['\\mathit{d}', '𝑑'],
|
|||
|
|
['\\mathit{e}', '𝑒'],
|
|||
|
|
['\\mathit{f}', '𝑓'],
|
|||
|
|
['\\mathit{g}', '𝑔'],
|
|||
|
|
['\\mathit{i}', '𝑖'],
|
|||
|
|
['\\mathit{j}', '𝑗'],
|
|||
|
|
['\\mathit{k}', '𝑘'],
|
|||
|
|
['\\mathit{l}', '𝑙'],
|
|||
|
|
['\\mathit{m}', '𝑚'],
|
|||
|
|
['\\mathit{n}', '𝑛'],
|
|||
|
|
['\\mathit{o}', '𝑜'],
|
|||
|
|
['\\mathit{p}', '𝑝'],
|
|||
|
|
['\\mathit{q}', '𝑞'],
|
|||
|
|
['\\mathit{r}', '𝑟'],
|
|||
|
|
['\\mathit{s}', '𝑠'],
|
|||
|
|
['\\mathit{t}', '𝑡'],
|
|||
|
|
['\\mathit{u}', '𝑢'],
|
|||
|
|
['\\mathit{v}', '𝑣'],
|
|||
|
|
['\\mathit{w}', '𝑤'],
|
|||
|
|
['\\mathit{x}', '𝑥'],
|
|||
|
|
['\\mathit{y}', '𝑦'],
|
|||
|
|
['\\mathit{z}', '𝑧'],
|
|||
|
|
['\\mathbb{A}', '𝔸'],
|
|||
|
|
['\\mathds{A}', '𝔸'],
|
|||
|
|
['\\mathbb{B}', '𝔹'],
|
|||
|
|
['\\mathds{B}', '𝔹'],
|
|||
|
|
['\\mathds{D}', '𝔻'],
|
|||
|
|
['\\mathbb{E}', '𝔼'],
|
|||
|
|
['\\mathds{E}', '𝔼'],
|
|||
|
|
['\\mathbb{F}', '𝔽'],
|
|||
|
|
['\\mathds{F}', '𝔽'],
|
|||
|
|
['\\mathbb{G}', '𝔾'],
|
|||
|
|
['\\mathds{G}', '𝔾'],
|
|||
|
|
['\\mathbb{I}', '𝕀'],
|
|||
|
|
['\\mathds{I}', '𝕀'],
|
|||
|
|
['\\mathbb{J}', '𝕁'],
|
|||
|
|
['\\mathds{J}', '𝕁'],
|
|||
|
|
['\\mathbb{K}', '𝕂'],
|
|||
|
|
['\\mathds{K}', '𝕂'],
|
|||
|
|
['\\mathbb{L}', '𝕃'],
|
|||
|
|
['\\mathds{L}', '𝕃'],
|
|||
|
|
['\\mathbb{M}', '𝕄'],
|
|||
|
|
['\\mathds{M}', '𝕄'],
|
|||
|
|
['\\mathbb{O}', '𝕆'],
|
|||
|
|
['\\mathds{O}', '𝕆'],
|
|||
|
|
['\\mathbb{S}', '𝕊'],
|
|||
|
|
['\\mathds{S}', '𝕊'],
|
|||
|
|
['\\mathbb{T}', '𝕋'],
|
|||
|
|
['\\mathds{T}', '𝕋'],
|
|||
|
|
['\\mathbb{U}', '𝕌'],
|
|||
|
|
['\\mathds{U}', '𝕌'],
|
|||
|
|
['\\mathbb{V}', '𝕍'],
|
|||
|
|
['\\mathds{V}', '𝕍'],
|
|||
|
|
['\\mathbb{W}', '𝕎'],
|
|||
|
|
['\\mathds{W}', '𝕎'],
|
|||
|
|
['\\mathbb{X}', '𝕏'],
|
|||
|
|
['\\mathds{X}', '𝕏'],
|
|||
|
|
['\\mathbb{Y}', '𝕐'],
|
|||
|
|
['\\mathds{Y}', '𝕐'],
|
|||
|
|
['\\mathbb{a}', '𝕒'],
|
|||
|
|
['\\mathbb{b}', '𝕓'],
|
|||
|
|
['\\mathbb{c}', '𝕔'],
|
|||
|
|
['\\mathbb{f}', '𝕗'],
|
|||
|
|
['\\mathbb{g}', '𝕘'],
|
|||
|
|
['\\mathbb{h}', '𝕙'],
|
|||
|
|
['\\mathbb{k}', '𝕜'],
|
|||
|
|
['\\mathbb{l}', '𝕝'],
|
|||
|
|
['\\mathbb{m}', '𝕞'],
|
|||
|
|
['\\mathbb{n}', '𝕟'],
|
|||
|
|
['\\mathbb{o}', '𝕠'],
|
|||
|
|
['\\mathbb{p}', '𝕡'],
|
|||
|
|
['\\mathbb{q}', '𝕢'],
|
|||
|
|
['\\mathbb{r}', '𝕣'],
|
|||
|
|
['\\mathbb{s}', '𝕤'],
|
|||
|
|
['\\mathbb{t}', '𝕥'],
|
|||
|
|
['\\mathbb{u}', '𝕦'],
|
|||
|
|
['\\mathbb{v}', '𝕧'],
|
|||
|
|
['\\mathbb{w}', '𝕨'],
|
|||
|
|
['\\mathbb{x}', '𝕩'],
|
|||
|
|
['\\mathbb{y}', '𝕪'],
|
|||
|
|
['\\mathbb{z}', '𝕫'],
|
|||
|
|
['\\mathsf{A}', '𝖠'],
|
|||
|
|
['\\mathsf{B}', '𝖡'],
|
|||
|
|
['\\mathsf{C}', '𝖢'],
|
|||
|
|
['\\mathsf{D}', '𝖣'],
|
|||
|
|
['\\mathsf{E}', '𝖤'],
|
|||
|
|
['\\mathsf{F}', '𝖥'],
|
|||
|
|
['\\mathsf{G}', '𝖦'],
|
|||
|
|
['\\mathsf{H}', '𝖧'],
|
|||
|
|
['\\mathsf{I}', '𝖨'],
|
|||
|
|
['\\mathsf{J}', '𝖩'],
|
|||
|
|
['\\mathsf{K}', '𝖪'],
|
|||
|
|
['\\mathsf{L}', '𝖫'],
|
|||
|
|
['\\mathsf{M}', '𝖬'],
|
|||
|
|
['\\mathsf{N}', '𝖭'],
|
|||
|
|
['\\mathsf{O}', '𝖮'],
|
|||
|
|
['\\mathsf{P}', '𝖯'],
|
|||
|
|
['\\mathsf{Q}', '𝖰'],
|
|||
|
|
['\\mathsf{R}', '𝖱'],
|
|||
|
|
['\\mathsf{S}', '𝖲'],
|
|||
|
|
['\\mathsf{T}', '𝖳'],
|
|||
|
|
['\\mathsf{U}', '𝖴'],
|
|||
|
|
['\\mathsf{V}', '𝖵'],
|
|||
|
|
['\\mathsf{W}', '𝖶'],
|
|||
|
|
['\\mathsf{X}', '𝖷'],
|
|||
|
|
['\\mathsf{Y}', '𝖸'],
|
|||
|
|
['\\mathsf{Z}', '𝖹'],
|
|||
|
|
['\\mathsf{a}', '𝖺'],
|
|||
|
|
['\\mathsf{b}', '𝖻'],
|
|||
|
|
['\\mathsf{c}', '𝖼'],
|
|||
|
|
['\\mathsf{d}', '𝖽'],
|
|||
|
|
['\\mathsf{e}', '𝖾'],
|
|||
|
|
['\\mathsf{f}', '𝖿'],
|
|||
|
|
['\\mathsf{g}', '𝗀'],
|
|||
|
|
['\\mathsf{h}', '𝗁'],
|
|||
|
|
['\\mathsf{i}', '𝗂'],
|
|||
|
|
['\\mathsf{j}', '𝗃'],
|
|||
|
|
['\\mathsf{k}', '𝗄'],
|
|||
|
|
['\\mathsf{l}', '𝗅'],
|
|||
|
|
['\\mathsf{m}', '𝗆'],
|
|||
|
|
['\\mathsf{n}', '𝗇'],
|
|||
|
|
['\\mathsf{o}', '𝗈'],
|
|||
|
|
['\\mathsf{p}', '𝗉'],
|
|||
|
|
['\\mathsf{q}', '𝗊'],
|
|||
|
|
['\\mathsf{r}', '𝗋'],
|
|||
|
|
['\\mathsf{s}', '𝗌'],
|
|||
|
|
['\\mathsf{t}', '𝗍'],
|
|||
|
|
['\\mathsf{u}', '𝗎'],
|
|||
|
|
['\\mathsf{v}', '𝗏'],
|
|||
|
|
['\\mathsf{w}', '𝗐'],
|
|||
|
|
['\\mathsf{x}', '𝗑'],
|
|||
|
|
['\\mathsf{y}', '𝗒'],
|
|||
|
|
['\\mathsf{z}', '𝗓'],
|
|||
|
|
['\\mathtt{A}', '𝙰'],
|
|||
|
|
['\\mathtt{B}', '𝙱'],
|
|||
|
|
['\\mathtt{C}', '𝙲'],
|
|||
|
|
['\\mathtt{D}', '𝙳'],
|
|||
|
|
['\\mathtt{E}', '𝙴'],
|
|||
|
|
['\\mathtt{F}', '𝙵'],
|
|||
|
|
['\\mathtt{G}', '𝙶'],
|
|||
|
|
['\\mathtt{H}', '𝙷'],
|
|||
|
|
['\\mathtt{I}', '𝙸'],
|
|||
|
|
['\\mathtt{J}', '𝙹'],
|
|||
|
|
['\\mathtt{K}', '𝙺'],
|
|||
|
|
['\\mathtt{L}', '𝙻'],
|
|||
|
|
['\\mathtt{M}', '𝙼'],
|
|||
|
|
['\\mathtt{N}', '𝙽'],
|
|||
|
|
['\\mathtt{O}', '𝙾'],
|
|||
|
|
['\\mathtt{P}', '𝙿'],
|
|||
|
|
['\\mathtt{Q}', '𝚀'],
|
|||
|
|
['\\mathtt{R}', '𝚁'],
|
|||
|
|
['\\mathtt{S}', '𝚂'],
|
|||
|
|
['\\mathtt{T}', '𝚃'],
|
|||
|
|
['\\mathtt{U}', '𝚄'],
|
|||
|
|
['\\mathtt{V}', '𝚅'],
|
|||
|
|
['\\mathtt{W}', '𝚆'],
|
|||
|
|
['\\mathtt{X}', '𝚇'],
|
|||
|
|
['\\mathtt{Y}', '𝚈'],
|
|||
|
|
['\\mathtt{Z}', '𝚉'],
|
|||
|
|
['\\mathtt{a}', '𝚊'],
|
|||
|
|
['\\mathtt{b}', '𝚋'],
|
|||
|
|
['\\mathtt{c}', '𝚌'],
|
|||
|
|
['\\mathtt{d}', '𝚍'],
|
|||
|
|
['\\mathtt{e}', '𝚎'],
|
|||
|
|
['\\mathtt{f}', '𝚏'],
|
|||
|
|
['\\mathtt{g}', '𝚐'],
|
|||
|
|
['\\mathtt{h}', '𝚑'],
|
|||
|
|
['\\mathtt{i}', '𝚒'],
|
|||
|
|
['\\mathtt{j}', '𝚓'],
|
|||
|
|
['\\mathtt{k}', '𝚔'],
|
|||
|
|
['\\mathtt{l}', '𝚕'],
|
|||
|
|
['\\mathtt{m}', '𝚖'],
|
|||
|
|
['\\mathtt{n}', '𝚗'],
|
|||
|
|
['\\mathtt{o}', '𝚘'],
|
|||
|
|
['\\mathtt{p}', '𝚙'],
|
|||
|
|
['\\mathtt{q}', '𝚚'],
|
|||
|
|
['\\mathtt{r}', '𝚛'],
|
|||
|
|
['\\mathtt{s}', '𝚜'],
|
|||
|
|
['\\mathtt{t}', '𝚝'],
|
|||
|
|
['\\mathtt{u}', '𝚞'],
|
|||
|
|
['\\mathtt{v}', '𝚟'],
|
|||
|
|
['\\mathtt{w}', '𝚠'],
|
|||
|
|
['\\mathtt{x}', '𝚡'],
|
|||
|
|
['\\mathtt{y}', '𝚢'],
|
|||
|
|
['\\mathtt{z}', '𝚣'],
|
|||
|
|
['\\mbfLambda', '𝚲'],
|
|||
|
|
['\\mbflambda', '𝛌'],
|
|||
|
|
['\\mbfvarphi', '𝛗'],
|
|||
|
|
['\\mbfvarrho', '𝛠'],
|
|||
|
|
['\\mitLambda', '𝛬'],
|
|||
|
|
['\\varLambda', '𝛬'],
|
|||
|
|
['\\mitlambda', '𝜆'],
|
|||
|
|
['\\mitvarphi', '𝜙'],
|
|||
|
|
['\\mitvarrho', '𝜚'],
|
|||
|
|
['\\mbfitBeta', '𝜝'],
|
|||
|
|
['\\mbfitZeta', '𝜡'],
|
|||
|
|
['\\mbfitIota', '𝜤'],
|
|||
|
|
['\\mbfitbeta', '𝜷'],
|
|||
|
|
['\\mbfitzeta', '𝜻'],
|
|||
|
|
['\\mbfitiota', '𝜾'],
|
|||
|
|
['\\mbfsansMu', '𝝡'],
|
|||
|
|
['\\mbfsansNu', '𝝢'],
|
|||
|
|
['\\mbfsansXi', '𝝣'],
|
|||
|
|
['\\mbfsansPi', '𝝥'],
|
|||
|
|
['\\mbfsansmu', '𝝻'],
|
|||
|
|
['\\mbfsansnu', '𝝼'],
|
|||
|
|
['\\mbfsansxi', '𝝽'],
|
|||
|
|
['\\mbfsanspi', '𝝿'],
|
|||
|
|
['\\mathbf{0}', '𝟎'],
|
|||
|
|
['\\mathbf{1}', '𝟏'],
|
|||
|
|
['\\mathbf{2}', '𝟐'],
|
|||
|
|
['\\mathbf{3}', '𝟑'],
|
|||
|
|
['\\mathbf{4}', '𝟒'],
|
|||
|
|
['\\mathbf{5}', '𝟓'],
|
|||
|
|
['\\mathbf{6}', '𝟔'],
|
|||
|
|
['\\mathbf{7}', '𝟕'],
|
|||
|
|
['\\mathbf{8}', '𝟖'],
|
|||
|
|
['\\mathbf{9}', '𝟗'],
|
|||
|
|
['\\mathbb{0}', '𝟘'],
|
|||
|
|
['\\mathbb{1}', '𝟙'],
|
|||
|
|
['\\mathds{1}', '𝟙'],
|
|||
|
|
['\\mathbb{2}', '𝟚'],
|
|||
|
|
['\\mathbb{3}', '𝟛'],
|
|||
|
|
['\\mathbb{4}', '𝟜'],
|
|||
|
|
['\\mathbb{5}', '𝟝'],
|
|||
|
|
['\\mathbb{6}', '𝟞'],
|
|||
|
|
['\\mathbb{7}', '𝟟'],
|
|||
|
|
['\\mathbb{8}', '𝟠'],
|
|||
|
|
['\\mathbb{9}', '𝟡'],
|
|||
|
|
['\\mathsf{0}', '𝟢'],
|
|||
|
|
['\\msanszero', '𝟢'],
|
|||
|
|
['\\mathsf{1}', '𝟣'],
|
|||
|
|
['\\mathsf{2}', '𝟤'],
|
|||
|
|
['\\mathsf{3}', '𝟥'],
|
|||
|
|
['\\mathsf{4}', '𝟦'],
|
|||
|
|
['\\msansfour', '𝟦'],
|
|||
|
|
['\\mathsf{5}', '𝟧'],
|
|||
|
|
['\\msansfive', '𝟧'],
|
|||
|
|
['\\mathsf{6}', '𝟨'],
|
|||
|
|
['\\mathsf{7}', '𝟩'],
|
|||
|
|
['\\mathsf{8}', '𝟪'],
|
|||
|
|
['\\mathsf{9}', '𝟫'],
|
|||
|
|
['\\msansnine', '𝟫'],
|
|||
|
|
['\\mathtt{0}', '𝟶'],
|
|||
|
|
['\\mathtt{1}', '𝟷'],
|
|||
|
|
['\\mathtt{2}', '𝟸'],
|
|||
|
|
['\\mathtt{3}', '𝟹'],
|
|||
|
|
['\\mathtt{4}', '𝟺'],
|
|||
|
|
['\\mathtt{5}', '𝟻'],
|
|||
|
|
['\\mathtt{6}', '𝟼'],
|
|||
|
|
['\\mathtt{7}', '𝟽'],
|
|||
|
|
['\\mathtt{8}', '𝟾'],
|
|||
|
|
['\\mathtt{9}', '𝟿'],
|
|||
|
|
['\\setminus', '∖'],
|
|||
|
|
['\\succnsim', '⋩'],
|
|||
|
|
['\\doteqdot', '≑'],
|
|||
|
|
['\\clubsuit', '♣'],
|
|||
|
|
['\\emptyset', '∅'],
|
|||
|
|
['\\sqsupset', '⊐'],
|
|||
|
|
['\\fbox{~~}', '▭'],
|
|||
|
|
['\\curlyvee', '⋎'],
|
|||
|
|
['\\varkappa', 'ϰ'],
|
|||
|
|
['\\llcorner', '⌞'],
|
|||
|
|
['\\varsigma', 'ς'],
|
|||
|
|
['\\approxeq', '≊'],
|
|||
|
|
['\\backcong', '≌'],
|
|||
|
|
['\\supseteq', '⊇'],
|
|||
|
|
['\\circledS', 'Ⓢ'],
|
|||
|
|
['\\circledR', '®'],
|
|||
|
|
['\\textcent', '¢'],
|
|||
|
|
['\\urcorner', '⌝'],
|
|||
|
|
['\\lrcorner', '⌟'],
|
|||
|
|
['\\boxminus', '⊟'],
|
|||
|
|
['\\texteuro', '€'],
|
|||
|
|
['\\vartheta', 'ϑ'],
|
|||
|
|
['\\barwedge', '⊼'],
|
|||
|
|
['\\ding{86}', '✶'],
|
|||
|
|
['\\sqsubset', '⊏'],
|
|||
|
|
['\\subseteq', '⊆'],
|
|||
|
|
['\\intercal', '⊺'],
|
|||
|
|
['\\ding{73}', '☆'],
|
|||
|
|
['\\ulcorner', '⌜'],
|
|||
|
|
['\\recorder', '⌕'],
|
|||
|
|
['\\precnsim', '⋨'],
|
|||
|
|
['\\parallel', '∥'],
|
|||
|
|
['\\boxtimes', '⊠'],
|
|||
|
|
['\\ding{55}', '✗'],
|
|||
|
|
['\\multimap', '⊸'],
|
|||
|
|
['\\question', '?'],
|
|||
|
|
['\\mathcent', '¢'],
|
|||
|
|
['\\sterling', '£'],
|
|||
|
|
['\\currency', '¤'],
|
|||
|
|
['\\mathring', '̊'],
|
|||
|
|
['\\underbar', '̱'],
|
|||
|
|
['\\upLambda', 'Λ'],
|
|||
|
|
['\\uplambda', 'λ'],
|
|||
|
|
['\\lambdaup', 'λ'],
|
|||
|
|
['\\upvarphi', 'φ'],
|
|||
|
|
['\\varphiup', 'φ'],
|
|||
|
|
['\\upStigma', 'Ϛ'],
|
|||
|
|
['\\upstigma', 'ϛ'],
|
|||
|
|
['\\upvarrho', 'ϱ'],
|
|||
|
|
['\\varrhoup', 'ϱ'],
|
|||
|
|
['\\varTheta', 'ϴ'],
|
|||
|
|
['\\horizbar', '―'],
|
|||
|
|
['\\Question', '⁇'],
|
|||
|
|
['\\medspace', ' '],
|
|||
|
|
['\\Angstrom', 'Å'],
|
|||
|
|
['\\DoublePi', 'ℼ'],
|
|||
|
|
['\\Bbbgamma', 'ℽ'],
|
|||
|
|
['\\BbbGamma', 'ℾ'],
|
|||
|
|
['\\ComplexI', 'ⅈ'],
|
|||
|
|
['\\ComplexJ', 'ⅉ'],
|
|||
|
|
['\\mapsfrom', '↤'],
|
|||
|
|
['\\MapsDown', '↧'],
|
|||
|
|
['\\mapsdown', '↧'],
|
|||
|
|
['\\linefeed', '↴'],
|
|||
|
|
['\\leftturn', '↺'],
|
|||
|
|
['\\notowner', '∌'],
|
|||
|
|
['\\divslash', '∕'],
|
|||
|
|
['\\cuberoot', '∛'],
|
|||
|
|
['\\dotminus', '∸'],
|
|||
|
|
['\\invlazys', '∾'],
|
|||
|
|
['\\sinewave', '∿'],
|
|||
|
|
['\\dotequal', '≐'],
|
|||
|
|
['\\coloneqq', '≔'],
|
|||
|
|
['\\eqqcolon', '≕'],
|
|||
|
|
['\\notasymp', '≭'],
|
|||
|
|
['\\nlesssim', '≴'],
|
|||
|
|
['\\nlessgtr', '≸'],
|
|||
|
|
['\\ngtrless', '≹'],
|
|||
|
|
['\\bigwedge', '⋀'],
|
|||
|
|
['\\varisins', '⋳'],
|
|||
|
|
['\\isinobar', '⋷'],
|
|||
|
|
['\\diameter', '⌀'],
|
|||
|
|
['\\profline', '⌒'],
|
|||
|
|
['\\profsurf', '⌓'],
|
|||
|
|
['\\viewdata', '⌗'],
|
|||
|
|
['\\notslash', '⌿'],
|
|||
|
|
['\\APLinput', '⍞'],
|
|||
|
|
['\\bbrktbrk', '⎶'],
|
|||
|
|
['\\elinters', '⏧'],
|
|||
|
|
['\\triangle', '△'],
|
|||
|
|
['\\bullseye', '◎'],
|
|||
|
|
['\\astrosun', '☉'],
|
|||
|
|
['\\steaming', '☕'],
|
|||
|
|
['\\leftmoon', '☾'],
|
|||
|
|
['\\varEarth', '♁'],
|
|||
|
|
['\\aquarius', '♒'],
|
|||
|
|
['\\varspade', '♤'],
|
|||
|
|
['\\varheart', '♥'],
|
|||
|
|
['\\twonotes', '♫'],
|
|||
|
|
['\\acidfree', '♾'],
|
|||
|
|
['\\bsolhsub', '⟈'],
|
|||
|
|
['\\wedgedot', '⟑'],
|
|||
|
|
['\\pullback', '⟓'],
|
|||
|
|
['\\UUparrow', '⟰'],
|
|||
|
|
['\\Mapsfrom', '⤆'],
|
|||
|
|
['\\Uuparrow', '⤊'],
|
|||
|
|
['\\drbkarow', '⤐'],
|
|||
|
|
['\\lefttail', '⤙'],
|
|||
|
|
['\\hksearow', '⤥'],
|
|||
|
|
['\\hkswarow', '⤦'],
|
|||
|
|
['\\strictfi', '⥼'],
|
|||
|
|
['\\strictif', '⥽'],
|
|||
|
|
['\\revangle', '⦣'],
|
|||
|
|
['\\boxslash', '⧄'],
|
|||
|
|
['\\boxonbox', '⧉'],
|
|||
|
|
['\\rtriltri', '⧎'],
|
|||
|
|
['\\lfbowtie', '⧑'],
|
|||
|
|
['\\rfbowtie', '⧒'],
|
|||
|
|
['\\lvzigzag', '⧘'],
|
|||
|
|
['\\rvzigzag', '⧙'],
|
|||
|
|
['\\Lvzigzag', '⧚'],
|
|||
|
|
['\\Rvzigzag', '⧛'],
|
|||
|
|
['\\tieinfty', '⧝'],
|
|||
|
|
['\\smeparsl', '⧤'],
|
|||
|
|
['\\eqvparsl', '⧥'],
|
|||
|
|
['\\bigoplus', '⨁'],
|
|||
|
|
['\\biguplus', '⨄'],
|
|||
|
|
['\\bigsqcap', '⨅'],
|
|||
|
|
['\\bigsqcup', '⨆'],
|
|||
|
|
['\\bigtimes', '⨉'],
|
|||
|
|
['\\cirfnint', '⨐'],
|
|||
|
|
['\\rppolint', '⨒'],
|
|||
|
|
['\\scpolint', '⨓'],
|
|||
|
|
['\\pointint', '⨕'],
|
|||
|
|
['\\intlarhk', '⨗'],
|
|||
|
|
['\\zproject', '⨡'],
|
|||
|
|
['\\ringplus', '⨢'],
|
|||
|
|
['\\plustrif', '⨨'],
|
|||
|
|
['\\minusdot', '⨪'],
|
|||
|
|
['\\vectimes', '⨯'],
|
|||
|
|
['\\dottimes', '⨰'],
|
|||
|
|
['\\timesbar', '⨱'],
|
|||
|
|
['\\intprodr', '⨽'],
|
|||
|
|
['\\capwedge', '⩄'],
|
|||
|
|
['\\veeonvee', '⩖'],
|
|||
|
|
['\\wedgebar', '⩟'],
|
|||
|
|
['\\dotequiv', '⩧'],
|
|||
|
|
['\\simrdots', '⩫'],
|
|||
|
|
['\\Coloneqq', '⩴'],
|
|||
|
|
['\\leqslant', '⩽'],
|
|||
|
|
['\\geqslant', '⩾'],
|
|||
|
|
['\\lesdotor', '⪃'],
|
|||
|
|
['\\gesdotol', '⪄'],
|
|||
|
|
['\\lnapprox', '⪉'],
|
|||
|
|
['\\gnapprox', '⪊'],
|
|||
|
|
['\\precneqq', '⪵'],
|
|||
|
|
['\\succneqq', '⪶'],
|
|||
|
|
['\\forksnot', '⫝'],
|
|||
|
|
['\\varVdash', '⫦'],
|
|||
|
|
['\\pentagon', '⬠'],
|
|||
|
|
['\\mbffrakA', '𝕬'],
|
|||
|
|
['\\mbffrakB', '𝕭'],
|
|||
|
|
['\\mbffrakC', '𝕮'],
|
|||
|
|
['\\mbffrakD', '𝕯'],
|
|||
|
|
['\\mbffrakE', '𝕰'],
|
|||
|
|
['\\mbffrakF', '𝕱'],
|
|||
|
|
['\\mbffrakG', '𝕲'],
|
|||
|
|
['\\mbffrakH', '𝕳'],
|
|||
|
|
['\\mbffrakI', '𝕴'],
|
|||
|
|
['\\mbffrakJ', '𝕵'],
|
|||
|
|
['\\mbffrakK', '𝕶'],
|
|||
|
|
['\\mbffrakL', '𝕷'],
|
|||
|
|
['\\mbffrakM', '𝕸'],
|
|||
|
|
['\\mbffrakN', '𝕹'],
|
|||
|
|
['\\mbffrakO', '𝕺'],
|
|||
|
|
['\\mbffrakP', '𝕻'],
|
|||
|
|
['\\mbffrakQ', '𝕼'],
|
|||
|
|
['\\mbffrakR', '𝕽'],
|
|||
|
|
['\\mbffrakS', '𝕾'],
|
|||
|
|
['\\mbffrakT', '𝕿'],
|
|||
|
|
['\\mbffrakU', '𝖀'],
|
|||
|
|
['\\mbffrakV', '𝖁'],
|
|||
|
|
['\\mbffrakW', '𝖂'],
|
|||
|
|
['\\mbffrakX', '𝖃'],
|
|||
|
|
['\\mbffrakY', '𝖄'],
|
|||
|
|
['\\mbffrakZ', '𝖅'],
|
|||
|
|
['\\mbffraka', '𝖆'],
|
|||
|
|
['\\mbffrakb', '𝖇'],
|
|||
|
|
['\\mbffrakc', '𝖈'],
|
|||
|
|
['\\mbffrakd', '𝖉'],
|
|||
|
|
['\\mbffrake', '𝖊'],
|
|||
|
|
['\\mbffrakf', '𝖋'],
|
|||
|
|
['\\mbffrakg', '𝖌'],
|
|||
|
|
['\\mbffrakh', '𝖍'],
|
|||
|
|
['\\mbffraki', '𝖎'],
|
|||
|
|
['\\mbffrakj', '𝖏'],
|
|||
|
|
['\\mbffrakk', '𝖐'],
|
|||
|
|
['\\mbffrakl', '𝖑'],
|
|||
|
|
['\\mbffrakm', '𝖒'],
|
|||
|
|
['\\mbffrakn', '𝖓'],
|
|||
|
|
['\\mbffrako', '𝖔'],
|
|||
|
|
['\\mbffrakp', '𝖕'],
|
|||
|
|
['\\mbffrakq', '𝖖'],
|
|||
|
|
['\\mbffrakr', '𝖗'],
|
|||
|
|
['\\mbffraks', '𝖘'],
|
|||
|
|
['\\mbffrakt', '𝖙'],
|
|||
|
|
['\\mbffraku', '𝖚'],
|
|||
|
|
['\\mbffrakv', '𝖛'],
|
|||
|
|
['\\mbffrakw', '𝖜'],
|
|||
|
|
['\\mbffrakx', '𝖝'],
|
|||
|
|
['\\mbffraky', '𝖞'],
|
|||
|
|
['\\mbffrakz', '𝖟'],
|
|||
|
|
['\\mbfsansA', '𝗔'],
|
|||
|
|
['\\mbfsansB', '𝗕'],
|
|||
|
|
['\\mbfsansC', '𝗖'],
|
|||
|
|
['\\mbfsansD', '𝗗'],
|
|||
|
|
['\\mbfsansE', '𝗘'],
|
|||
|
|
['\\mbfsansF', '𝗙'],
|
|||
|
|
['\\mbfsansG', '𝗚'],
|
|||
|
|
['\\mbfsansH', '𝗛'],
|
|||
|
|
['\\mbfsansI', '𝗜'],
|
|||
|
|
['\\mbfsansJ', '𝗝'],
|
|||
|
|
['\\mbfsansK', '𝗞'],
|
|||
|
|
['\\mbfsansL', '𝗟'],
|
|||
|
|
['\\mbfsansM', '𝗠'],
|
|||
|
|
['\\mbfsansN', '𝗡'],
|
|||
|
|
['\\mbfsansO', '𝗢'],
|
|||
|
|
['\\mbfsansP', '𝗣'],
|
|||
|
|
['\\mbfsansQ', '𝗤'],
|
|||
|
|
['\\mbfsansR', '𝗥'],
|
|||
|
|
['\\mbfsansS', '𝗦'],
|
|||
|
|
['\\mbfsansT', '𝗧'],
|
|||
|
|
['\\mbfsansU', '𝗨'],
|
|||
|
|
['\\mbfsansV', '𝗩'],
|
|||
|
|
['\\mbfsansW', '𝗪'],
|
|||
|
|
['\\mbfsansX', '𝗫'],
|
|||
|
|
['\\mbfsansY', '𝗬'],
|
|||
|
|
['\\mbfsansZ', '𝗭'],
|
|||
|
|
['\\mbfsansa', '𝗮'],
|
|||
|
|
['\\mbfsansb', '𝗯'],
|
|||
|
|
['\\mbfsansc', '𝗰'],
|
|||
|
|
['\\mbfsansd', '𝗱'],
|
|||
|
|
['\\mbfsanse', '𝗲'],
|
|||
|
|
['\\mbfsansf', '𝗳'],
|
|||
|
|
['\\mbfsansg', '𝗴'],
|
|||
|
|
['\\mbfsansh', '𝗵'],
|
|||
|
|
['\\mbfsansi', '𝗶'],
|
|||
|
|
['\\mbfsansj', '𝗷'],
|
|||
|
|
['\\mbfsansk', '𝗸'],
|
|||
|
|
['\\mbfsansl', '𝗹'],
|
|||
|
|
['\\mbfsansm', '𝗺'],
|
|||
|
|
['\\mbfsansn', '𝗻'],
|
|||
|
|
['\\mbfsanso', '𝗼'],
|
|||
|
|
['\\mbfsansp', '𝗽'],
|
|||
|
|
['\\mbfsansq', '𝗾'],
|
|||
|
|
['\\mbfsansr', '𝗿'],
|
|||
|
|
['\\mbfsanss', '𝘀'],
|
|||
|
|
['\\mbfsanst', '𝘁'],
|
|||
|
|
['\\mbfsansu', '𝘂'],
|
|||
|
|
['\\mbfsansv', '𝘃'],
|
|||
|
|
['\\mbfsansw', '𝘄'],
|
|||
|
|
['\\mbfsansx', '𝘅'],
|
|||
|
|
['\\mbfsansy', '𝘆'],
|
|||
|
|
['\\mbfsansz', '𝘇'],
|
|||
|
|
['\\mitsansA', '𝘈'],
|
|||
|
|
['\\mitsansB', '𝘉'],
|
|||
|
|
['\\mitsansC', '𝘊'],
|
|||
|
|
['\\mitsansD', '𝘋'],
|
|||
|
|
['\\mitsansE', '𝘌'],
|
|||
|
|
['\\mitsansF', '𝘍'],
|
|||
|
|
['\\mitsansG', '𝘎'],
|
|||
|
|
['\\mitsansH', '𝘏'],
|
|||
|
|
['\\mitsansI', '𝘐'],
|
|||
|
|
['\\mitsansJ', '𝘑'],
|
|||
|
|
['\\mitsansK', '𝘒'],
|
|||
|
|
['\\mitsansL', '𝘓'],
|
|||
|
|
['\\mitsansM', '𝘔'],
|
|||
|
|
['\\mitsansN', '𝘕'],
|
|||
|
|
['\\mitsansO', '𝘖'],
|
|||
|
|
['\\mitsansP', '𝘗'],
|
|||
|
|
['\\mitsansQ', '𝘘'],
|
|||
|
|
['\\mitsansR', '𝘙'],
|
|||
|
|
['\\mitsansS', '𝘚'],
|
|||
|
|
['\\mitsansT', '𝘛'],
|
|||
|
|
['\\mitsansU', '𝘜'],
|
|||
|
|
['\\mitsansV', '𝘝'],
|
|||
|
|
['\\mitsansW', '𝘞'],
|
|||
|
|
['\\mitsansX', '𝘟'],
|
|||
|
|
['\\mitsansY', '𝘠'],
|
|||
|
|
['\\mitsansZ', '𝘡'],
|
|||
|
|
['\\mitsansa', '𝘢'],
|
|||
|
|
['\\mitsansb', '𝘣'],
|
|||
|
|
['\\mitsansc', '𝘤'],
|
|||
|
|
['\\mitsansd', '𝘥'],
|
|||
|
|
['\\mitsanse', '𝘦'],
|
|||
|
|
['\\mitsansf', '𝘧'],
|
|||
|
|
['\\mitsansg', '𝘨'],
|
|||
|
|
['\\mitsansh', '𝘩'],
|
|||
|
|
['\\mitsansi', '𝘪'],
|
|||
|
|
['\\mitsansj', '𝘫'],
|
|||
|
|
['\\mitsansk', '𝘬'],
|
|||
|
|
['\\mitsansl', '𝘭'],
|
|||
|
|
['\\mitsansm', '𝘮'],
|
|||
|
|
['\\mitsansn', '𝘯'],
|
|||
|
|
['\\mitsanso', '𝘰'],
|
|||
|
|
['\\mitsansp', '𝘱'],
|
|||
|
|
['\\mitsansq', '𝘲'],
|
|||
|
|
['\\mitsansr', '𝘳'],
|
|||
|
|
['\\mitsanss', '𝘴'],
|
|||
|
|
['\\mitsanst', '𝘵'],
|
|||
|
|
['\\mitsansu', '𝘶'],
|
|||
|
|
['\\mitsansv', '𝘷'],
|
|||
|
|
['\\mitsansw', '𝘸'],
|
|||
|
|
['\\mitsansx', '𝘹'],
|
|||
|
|
['\\mitsansy', '𝘺'],
|
|||
|
|
['\\mitsansz', '𝘻'],
|
|||
|
|
['\\mbfAlpha', '𝚨'],
|
|||
|
|
['\\mbfGamma', '𝚪'],
|
|||
|
|
['\\mbfDelta', '𝚫'],
|
|||
|
|
['\\mbfTheta', '𝚯'],
|
|||
|
|
['\\mbfKappa', '𝚱'],
|
|||
|
|
['\\mbfSigma', '𝚺'],
|
|||
|
|
['\\mbfOmega', '𝛀'],
|
|||
|
|
['\\mbfnabla', '𝛁'],
|
|||
|
|
['\\mbfalpha', '𝛂'],
|
|||
|
|
['\\mbfgamma', '𝛄'],
|
|||
|
|
['\\mbfdelta', '𝛅'],
|
|||
|
|
['\\mbftheta', '𝛉'],
|
|||
|
|
['\\mbfkappa', '𝛋'],
|
|||
|
|
['\\mbfsigma', '𝛔'],
|
|||
|
|
['\\mbfomega', '𝛚'],
|
|||
|
|
['\\mbfvarpi', '𝛡'],
|
|||
|
|
['\\mitAlpha', '𝛢'],
|
|||
|
|
['\\mitGamma', '𝛤'],
|
|||
|
|
['\\varGamma', '𝛤'],
|
|||
|
|
['\\mitDelta', '𝛥'],
|
|||
|
|
['\\varDelta', '𝛥'],
|
|||
|
|
['\\mitTheta', '𝛩'],
|
|||
|
|
['\\mitKappa', '𝛫'],
|
|||
|
|
['\\mitSigma', '𝛴'],
|
|||
|
|
['\\varSigma', '𝛴'],
|
|||
|
|
['\\mitOmega', '𝛺'],
|
|||
|
|
['\\varOmega', '𝛺'],
|
|||
|
|
['\\mitnabla', '𝛻'],
|
|||
|
|
['\\mitalpha', '𝛼'],
|
|||
|
|
['\\mitgamma', '𝛾'],
|
|||
|
|
['\\mitdelta', '𝛿'],
|
|||
|
|
['\\mittheta', '𝜃'],
|
|||
|
|
['\\mitkappa', '𝜅'],
|
|||
|
|
['\\mitsigma', '𝜎'],
|
|||
|
|
['\\mitomega', '𝜔'],
|
|||
|
|
['\\mitvarpi', '𝜛'],
|
|||
|
|
['\\mbfitEta', '𝜢'],
|
|||
|
|
['\\mbfitRho', '𝜬'],
|
|||
|
|
['\\mbfitTau', '𝜯'],
|
|||
|
|
['\\mbfitPhi', '𝜱'],
|
|||
|
|
['\\mbfitChi', '𝜲'],
|
|||
|
|
['\\mbfitPsi', '𝜳'],
|
|||
|
|
['\\mbfiteta', '𝜼'],
|
|||
|
|
['\\mbfitrho', '𝝆'],
|
|||
|
|
['\\mbfittau', '𝝉'],
|
|||
|
|
['\\mbfitphi', '𝝋'],
|
|||
|
|
['\\mbfitchi', '𝝌'],
|
|||
|
|
['\\mbfitpsi', '𝝍'],
|
|||
|
|
['\\Bbbthree', '𝟛'],
|
|||
|
|
['\\Bbbseven', '𝟟'],
|
|||
|
|
['\\Bbbeight', '𝟠'],
|
|||
|
|
['\\msansone', '𝟣'],
|
|||
|
|
['\\msanstwo', '𝟤'],
|
|||
|
|
['\\msanssix', '𝟨'],
|
|||
|
|
['\\mttthree', '𝟹'],
|
|||
|
|
['\\mttseven', '𝟽'],
|
|||
|
|
['\\mtteight', '𝟾'],
|
|||
|
|
['\\maltese', '✠'],
|
|||
|
|
['\\nearrow', '↗'],
|
|||
|
|
['\\swarrow', '↙'],
|
|||
|
|
['\\lozenge', '◊'],
|
|||
|
|
['\\sqrt[3]', '∛'],
|
|||
|
|
['\\succsim', '≿'],
|
|||
|
|
['\\dotplus', '∔'],
|
|||
|
|
['\\tilde{}', '~'],
|
|||
|
|
['\\check{}', 'ˇ'],
|
|||
|
|
['\\lessgtr', '≶'],
|
|||
|
|
['\\Upsilon', 'ϒ'],
|
|||
|
|
['\\Cdprime', 'Ъ'],
|
|||
|
|
['\\gtrless', '≷'],
|
|||
|
|
['\\backsim', '∽'],
|
|||
|
|
['\\nexists', '∄'],
|
|||
|
|
['\\searrow', '↘'],
|
|||
|
|
['\\lessdot', '⋖'],
|
|||
|
|
['\\boxplus', '⊞'],
|
|||
|
|
['\\upsilon', 'υ'],
|
|||
|
|
['\\epsilon', 'ε'],
|
|||
|
|
['\\diamond', '⋄'],
|
|||
|
|
['\\bigstar', '★'],
|
|||
|
|
['\\ddagger', '‡'],
|
|||
|
|
['\\cdprime', 'ъ'],
|
|||
|
|
['\\Uparrow', '⇑'],
|
|||
|
|
['\\sqrt[4]', '∜'],
|
|||
|
|
['\\between', '≬'],
|
|||
|
|
['\\sqangle', '∟'],
|
|||
|
|
['\\digamma', 'Ϝ'],
|
|||
|
|
['\\uparrow', '↑'],
|
|||
|
|
['\\nwarrow', '↖'],
|
|||
|
|
['\\precsim', '≾'],
|
|||
|
|
['\\breve{}', '˘'],
|
|||
|
|
['\\because', '∵'],
|
|||
|
|
['\\bigcirc', '◯'],
|
|||
|
|
['\\acute{}', '´'],
|
|||
|
|
['\\grave{}', '`'],
|
|||
|
|
['\\lesssim', '≲'],
|
|||
|
|
['\\partial', '∂'],
|
|||
|
|
['\\natural', '♮'],
|
|||
|
|
['\\percent', '%'],
|
|||
|
|
['\\greater', '>'],
|
|||
|
|
['\\sptilde', '~'],
|
|||
|
|
['\\matheth', 'ð'],
|
|||
|
|
['\\widehat', '̂'],
|
|||
|
|
['\\overbar', '̅'],
|
|||
|
|
['\\upAlpha', 'Α'],
|
|||
|
|
['\\upGamma', 'Γ'],
|
|||
|
|
['\\upDelta', 'Δ'],
|
|||
|
|
['\\upTheta', 'Θ'],
|
|||
|
|
['\\upKappa', 'Κ'],
|
|||
|
|
['\\upSigma', 'Σ'],
|
|||
|
|
['\\upOmega', 'Ω'],
|
|||
|
|
['\\upalpha', 'α'],
|
|||
|
|
['\\alphaup', 'α'],
|
|||
|
|
['\\upgamma', 'γ'],
|
|||
|
|
['\\gammaup', 'γ'],
|
|||
|
|
['\\updelta', 'δ'],
|
|||
|
|
['\\deltaup', 'δ'],
|
|||
|
|
['\\uptheta', 'θ'],
|
|||
|
|
['\\thetaup', 'θ'],
|
|||
|
|
['\\upkappa', 'κ'],
|
|||
|
|
['\\kappaup', 'κ'],
|
|||
|
|
['\\upsigma', 'σ'],
|
|||
|
|
['\\sigmaup', 'σ'],
|
|||
|
|
['\\upomega', 'ω'],
|
|||
|
|
['\\omegaup', 'ω'],
|
|||
|
|
['\\varbeta', 'ϐ'],
|
|||
|
|
['\\upvarpi', 'ϖ'],
|
|||
|
|
['\\varpiup', 'ϖ'],
|
|||
|
|
['\\Digamma', 'Ϝ'],
|
|||
|
|
['\\upKoppa', 'Ϟ'],
|
|||
|
|
['\\upkoppa', 'ϟ'],
|
|||
|
|
['\\upSampi', 'Ϡ'],
|
|||
|
|
['\\upsampi', 'ϡ'],
|
|||
|
|
['\\trprime', '‴'],
|
|||
|
|
['\\closure', '⁐'],
|
|||
|
|
['\\annuity', '⃧'],
|
|||
|
|
['\\mitBbbD', 'ⅅ'],
|
|||
|
|
['\\mitBbbd', 'ⅆ'],
|
|||
|
|
['\\mitBbbe', 'ⅇ'],
|
|||
|
|
['\\mitBbbi', 'ⅈ'],
|
|||
|
|
['\\mitBbbj', 'ⅉ'],
|
|||
|
|
['\\Nwarrow', '⇖'],
|
|||
|
|
['\\Nearrow', '⇗'],
|
|||
|
|
['\\Searrow', '⇘'],
|
|||
|
|
['\\Swarrow', '⇙'],
|
|||
|
|
['\\smallin', '∊'],
|
|||
|
|
['\\notowns', '∌'],
|
|||
|
|
['\\smallni', '∍'],
|
|||
|
|
['\\dbloint', '∯'],
|
|||
|
|
['\\eqcolon', '∹'],
|
|||
|
|
['\\simneqq', '≆'],
|
|||
|
|
['\\napprox', '≉'],
|
|||
|
|
['\\coloneq', '≔'],
|
|||
|
|
['\\varsdef', '≜'],
|
|||
|
|
['\\questeq', '≟'],
|
|||
|
|
['\\ngtrsim', '≵'],
|
|||
|
|
['\\nsubset', '⊄'],
|
|||
|
|
['\\nsupset', '⊅'],
|
|||
|
|
['\\imageof', '⊷'],
|
|||
|
|
['\\lrtimes', '⋈'],
|
|||
|
|
['\\npreceq', '⋠'],
|
|||
|
|
['\\nsucceq', '⋡'],
|
|||
|
|
['\\isindot', '⋵'],
|
|||
|
|
['\\hexagon', '⎔'],
|
|||
|
|
['\\obrbrak', '⏠'],
|
|||
|
|
['\\ubrbrak', '⏡'],
|
|||
|
|
['\\benzenr', '⏣'],
|
|||
|
|
['\\squoval', '▢'],
|
|||
|
|
['\\Diamond', '◇'],
|
|||
|
|
['\\fisheye', '◉'],
|
|||
|
|
['\\yinyang', '☯'],
|
|||
|
|
['\\frownie', '☹'],
|
|||
|
|
['\\sadface', '☹'],
|
|||
|
|
['\\mercury', '☿'],
|
|||
|
|
['\\Mercury', '☿'],
|
|||
|
|
['\\jupiter', '♃'],
|
|||
|
|
['\\Jupiter', '♃'],
|
|||
|
|
['\\neptune', '♆'],
|
|||
|
|
['\\Neptune', '♆'],
|
|||
|
|
['\\scorpio', '♏'],
|
|||
|
|
['\\Scorpio', '♏'],
|
|||
|
|
['\\varclub', '♧'],
|
|||
|
|
['\\recycle', '♻'],
|
|||
|
|
['\\diceiii', '⚂'],
|
|||
|
|
['\\warning', '⚠'],
|
|||
|
|
['\\medcirc', '⚪'],
|
|||
|
|
['\\ballotx', '✗'],
|
|||
|
|
['\\varstar', '✶'],
|
|||
|
|
['\\lbrbrak', '❲'],
|
|||
|
|
['\\rbrbrak', '❳'],
|
|||
|
|
['\\suphsol', '⟉'],
|
|||
|
|
['\\pushout', '⟔'],
|
|||
|
|
['\\Lbrbrak', '⟬'],
|
|||
|
|
['\\Rbrbrak', '⟭'],
|
|||
|
|
['\\implies', '⟹'],
|
|||
|
|
['\\dbkarow', '⤏'],
|
|||
|
|
['\\leadsto', '⤳'],
|
|||
|
|
['\\subrarr', '⥹'],
|
|||
|
|
['\\suplarr', '⥻'],
|
|||
|
|
['\\llangle', '⦉'],
|
|||
|
|
['\\rrangle', '⦊'],
|
|||
|
|
['\\vzigzag', '⦚'],
|
|||
|
|
['\\obslash', '⦸'],
|
|||
|
|
['\\olcross', '⦻'],
|
|||
|
|
['\\cirscir', '⧂'],
|
|||
|
|
['\\boxdiag', '⧄'],
|
|||
|
|
['\\fbowtie', '⧓'],
|
|||
|
|
['\\lftimes', '⧔'],
|
|||
|
|
['\\rftimes', '⧕'],
|
|||
|
|
['\\nvinfty', '⧞'],
|
|||
|
|
['\\dualmap', '⧟'],
|
|||
|
|
['\\shuffle', '⧢'],
|
|||
|
|
['\\thermod', '⧧'],
|
|||
|
|
['\\rsolbar', '⧷'],
|
|||
|
|
['\\bigodot', '⨀'],
|
|||
|
|
['\\varprod', '⨉'],
|
|||
|
|
['\\npolint', '⨔'],
|
|||
|
|
['\\fatsemi', '⨟'],
|
|||
|
|
['\\project', '⨡'],
|
|||
|
|
['\\plushat', '⨣'],
|
|||
|
|
['\\simplus', '⨤'],
|
|||
|
|
['\\plusdot', '⨥'],
|
|||
|
|
['\\plussim', '⨦'],
|
|||
|
|
['\\intprod', '⨼'],
|
|||
|
|
['\\twocups', '⩊'],
|
|||
|
|
['\\twocaps', '⩋'],
|
|||
|
|
['\\veeodot', '⩒'],
|
|||
|
|
['\\congdot', '⩭'],
|
|||
|
|
['\\eqqplus', '⩱'],
|
|||
|
|
['\\pluseqq', '⩲'],
|
|||
|
|
['\\Coloneq', '⩴'],
|
|||
|
|
['\\ddotseq', '⩷'],
|
|||
|
|
['\\equivDD', '⩸'],
|
|||
|
|
['\\ltquest', '⩻'],
|
|||
|
|
['\\gtquest', '⩼'],
|
|||
|
|
['\\lesdoto', '⪁'],
|
|||
|
|
['\\gesdoto', '⪂'],
|
|||
|
|
['\\eqqless', '⪙'],
|
|||
|
|
['\\simless', '⪝'],
|
|||
|
|
['\\bumpeqq', '⪮'],
|
|||
|
|
['\\precneq', '⪱'],
|
|||
|
|
['\\succneq', '⪲'],
|
|||
|
|
['\\preceqq', '⪳'],
|
|||
|
|
['\\succeqq', '⪴'],
|
|||
|
|
['\\llcurly', '⪻'],
|
|||
|
|
['\\ggcurly', '⪼'],
|
|||
|
|
['\\submult', '⫁'],
|
|||
|
|
['\\supmult', '⫂'],
|
|||
|
|
['\\subedot', '⫃'],
|
|||
|
|
['\\supedot', '⫄'],
|
|||
|
|
['\\lsqhook', '⫍'],
|
|||
|
|
['\\rsqhook', '⫎'],
|
|||
|
|
['\\suphsub', '⫗'],
|
|||
|
|
['\\supdsub', '⫘'],
|
|||
|
|
['\\topfork', '⫚'],
|
|||
|
|
['\\revnmid', '⫮'],
|
|||
|
|
['\\nhVvert', '⫵'],
|
|||
|
|
['\\lllnest', '⫷'],
|
|||
|
|
['\\gggnest', '⫸'],
|
|||
|
|
['\\trslash', '⫻'],
|
|||
|
|
['\\hzigzag', '〰'],
|
|||
|
|
['\\mbfscrA', '𝓐'],
|
|||
|
|
['\\mbfscrB', '𝓑'],
|
|||
|
|
['\\mbfscrC', '𝓒'],
|
|||
|
|
['\\mbfscrD', '𝓓'],
|
|||
|
|
['\\mbfscrE', '𝓔'],
|
|||
|
|
['\\mbfscrF', '𝓕'],
|
|||
|
|
['\\mbfscrG', '𝓖'],
|
|||
|
|
['\\mbfscrH', '𝓗'],
|
|||
|
|
['\\mbfscrI', '𝓘'],
|
|||
|
|
['\\mbfscrJ', '𝓙'],
|
|||
|
|
['\\mbfscrK', '𝓚'],
|
|||
|
|
['\\mbfscrL', '𝓛'],
|
|||
|
|
['\\mbfscrM', '𝓜'],
|
|||
|
|
['\\mbfscrN', '𝓝'],
|
|||
|
|
['\\mbfscrO', '𝓞'],
|
|||
|
|
['\\mbfscrP', '𝓟'],
|
|||
|
|
['\\mbfscrQ', '𝓠'],
|
|||
|
|
['\\mbfscrR', '𝓡'],
|
|||
|
|
['\\mbfscrS', '𝓢'],
|
|||
|
|
['\\mbfscrT', '𝓣'],
|
|||
|
|
['\\mbfscrU', '𝓤'],
|
|||
|
|
['\\mbfscrV', '𝓥'],
|
|||
|
|
['\\mbfscrW', '𝓦'],
|
|||
|
|
['\\mbfscrX', '𝓧'],
|
|||
|
|
['\\mbfscrY', '𝓨'],
|
|||
|
|
['\\mbfscrZ', '𝓩'],
|
|||
|
|
['\\mbfscra', '𝓪'],
|
|||
|
|
['\\mbfscrb', '𝓫'],
|
|||
|
|
['\\mbfscrc', '𝓬'],
|
|||
|
|
['\\mbfscrd', '𝓭'],
|
|||
|
|
['\\mbfscre', '𝓮'],
|
|||
|
|
['\\mbfscrf', '𝓯'],
|
|||
|
|
['\\mbfscrg', '𝓰'],
|
|||
|
|
['\\mbfscrh', '𝓱'],
|
|||
|
|
['\\mbfscri', '𝓲'],
|
|||
|
|
['\\mbfscrj', '𝓳'],
|
|||
|
|
['\\mbfscrk', '𝓴'],
|
|||
|
|
['\\mbfscrl', '𝓵'],
|
|||
|
|
['\\mbfscrm', '𝓶'],
|
|||
|
|
['\\mbfscrn', '𝓷'],
|
|||
|
|
['\\mbfscro', '𝓸'],
|
|||
|
|
['\\mbfscrp', '𝓹'],
|
|||
|
|
['\\mbfscrq', '𝓺'],
|
|||
|
|
['\\mbfscrr', '𝓻'],
|
|||
|
|
['\\mbfscrs', '𝓼'],
|
|||
|
|
['\\mbfscrt', '𝓽'],
|
|||
|
|
['\\mbfscru', '𝓾'],
|
|||
|
|
['\\mbfscrv', '𝓿'],
|
|||
|
|
['\\mbfscrw', '𝔀'],
|
|||
|
|
['\\mbfscrx', '𝔁'],
|
|||
|
|
['\\mbfscry', '𝔂'],
|
|||
|
|
['\\mbfscrz', '𝔃'],
|
|||
|
|
['\\mbfBeta', '𝚩'],
|
|||
|
|
['\\mbfZeta', '𝚭'],
|
|||
|
|
['\\mbfIota', '𝚰'],
|
|||
|
|
['\\mbfbeta', '𝛃'],
|
|||
|
|
['\\mbfzeta', '𝛇'],
|
|||
|
|
['\\mbfiota', '𝛊'],
|
|||
|
|
['\\mitBeta', '𝛣'],
|
|||
|
|
['\\mitZeta', '𝛧'],
|
|||
|
|
['\\mitIota', '𝛪'],
|
|||
|
|
['\\mitbeta', '𝛽'],
|
|||
|
|
['\\mitzeta', '𝜁'],
|
|||
|
|
['\\mitiota', '𝜄'],
|
|||
|
|
['\\mbfitMu', '𝜧'],
|
|||
|
|
['\\mbfitNu', '𝜨'],
|
|||
|
|
['\\mbfitXi', '𝜩'],
|
|||
|
|
['\\mbfitPi', '𝜫'],
|
|||
|
|
['\\mbfitmu', '𝝁'],
|
|||
|
|
['\\mbfitnu', '𝝂'],
|
|||
|
|
['\\mbfitxi', '𝝃'],
|
|||
|
|
['\\mbfitpi', '𝝅'],
|
|||
|
|
['\\Bbbzero', '𝟘'],
|
|||
|
|
['\\Bbbfour', '𝟜'],
|
|||
|
|
['\\Bbbfive', '𝟝'],
|
|||
|
|
['\\Bbbnine', '𝟡'],
|
|||
|
|
['\\mttzero', '𝟶'],
|
|||
|
|
['\\mttfour', '𝟺'],
|
|||
|
|
['\\mttfive', '𝟻'],
|
|||
|
|
['\\mttnine', '𝟿'],
|
|||
|
|
['\\supset', '⊃'],
|
|||
|
|
['\\hstrok', 'ħ'],
|
|||
|
|
['\\Tstrok', 'Ŧ'],
|
|||
|
|
['\\coprod', '∐'],
|
|||
|
|
['\\models', '⊧'],
|
|||
|
|
['\\otimes', '⊗'],
|
|||
|
|
['\\degree', '°'],
|
|||
|
|
['\\gtrdot', '⋗'],
|
|||
|
|
['\\preceq', '≼'],
|
|||
|
|
['\\Lambda', 'Λ'],
|
|||
|
|
['\\lambda', 'λ'],
|
|||
|
|
['\\cprime', 'ь'],
|
|||
|
|
['\\varrho', 'ϱ'],
|
|||
|
|
['\\Bumpeq', '≎'],
|
|||
|
|
['\\hybull', '⁃'],
|
|||
|
|
['\\lmidot', 'ŀ'],
|
|||
|
|
['\\nvdash', '⊬'],
|
|||
|
|
['\\lbrace', '{'],
|
|||
|
|
['\\bullet', '•'],
|
|||
|
|
['\\varphi', 'φ'],
|
|||
|
|
['\\bumpeq', '≏'],
|
|||
|
|
['\\ddot{}', '¨'],
|
|||
|
|
['\\Lmidot', 'Ŀ'],
|
|||
|
|
['\\Cprime', 'Ь'],
|
|||
|
|
['\\female', '♀'],
|
|||
|
|
['\\rtimes', '⋊'],
|
|||
|
|
['\\gtrsim', '≳'],
|
|||
|
|
['\\mapsto', '↦'],
|
|||
|
|
['\\daleth', 'ℸ'],
|
|||
|
|
['\\square', '■'],
|
|||
|
|
['\\nVDash', '⊯'],
|
|||
|
|
['\\rangle', '〉'],
|
|||
|
|
['\\tstrok', 'ŧ'],
|
|||
|
|
['\\oslash', '⊘'],
|
|||
|
|
['\\ltimes', '⋉'],
|
|||
|
|
['\\lfloor', '⌊'],
|
|||
|
|
['\\marker', '▮'],
|
|||
|
|
['\\Subset', '⋐'],
|
|||
|
|
['\\Vvdash', '⊪'],
|
|||
|
|
['\\propto', '∝'],
|
|||
|
|
['\\Hstrok', 'Ħ'],
|
|||
|
|
['\\dlcrop', '⌍'],
|
|||
|
|
['\\forall', '∀'],
|
|||
|
|
['\\nVdash', '⊮'],
|
|||
|
|
['\\Supset', '⋑'],
|
|||
|
|
['\\langle', '〈'],
|
|||
|
|
['\\ominus', '⊖'],
|
|||
|
|
['\\rfloor', '⌋'],
|
|||
|
|
['\\circeq', '≗'],
|
|||
|
|
['\\eqcirc', '≖'],
|
|||
|
|
['\\drcrop', '⌌'],
|
|||
|
|
['\\veebar', '⊻'],
|
|||
|
|
['\\ulcrop', '⌏'],
|
|||
|
|
['\\nvDash', '⊭'],
|
|||
|
|
['\\urcrop', '⌎'],
|
|||
|
|
['\\exists', '∃'],
|
|||
|
|
['\\approx', '≈'],
|
|||
|
|
['\\dagger', '†'],
|
|||
|
|
['\\boxdot', '⊡'],
|
|||
|
|
['\\succeq', '≽'],
|
|||
|
|
['\\bowtie', '⋈'],
|
|||
|
|
['\\subset', '⊂'],
|
|||
|
|
['\\exclam', '!'],
|
|||
|
|
['\\lparen', '('],
|
|||
|
|
['\\rparen', ')'],
|
|||
|
|
['\\period', '.'],
|
|||
|
|
['\\atsign', '@'],
|
|||
|
|
['\\lbrack', '('],
|
|||
|
|
['\\rbrack', ')'],
|
|||
|
|
['\\rbrace', '}'],
|
|||
|
|
['\\pounds', '£'],
|
|||
|
|
['\\spddot', '¨'],
|
|||
|
|
['\\textmu', 'µ'],
|
|||
|
|
['\\ovhook', '̉'],
|
|||
|
|
['\\candra', '̐'],
|
|||
|
|
['\\droang', '̚'],
|
|||
|
|
['\\utilde', '̰'],
|
|||
|
|
['\\upBeta', 'Β'],
|
|||
|
|
['\\upZeta', 'Ζ'],
|
|||
|
|
['\\upIota', 'Ι'],
|
|||
|
|
['\\upbeta', 'β'],
|
|||
|
|
['\\betaup', 'β'],
|
|||
|
|
['\\upzeta', 'ζ'],
|
|||
|
|
['\\zetaup', 'ζ'],
|
|||
|
|
['\\upiota', 'ι'],
|
|||
|
|
['\\iotaup', 'ι'],
|
|||
|
|
['\\Stigma', 'Ϛ'],
|
|||
|
|
['\\stigma', 'ϛ'],
|
|||
|
|
['\\CYRSHA', 'Ш'],
|
|||
|
|
['\\second', '″'],
|
|||
|
|
['\\dprime', '″'],
|
|||
|
|
['\\Exclam', '‼'],
|
|||
|
|
['\\fourth', '⁗'],
|
|||
|
|
['\\qprime', '⁗'],
|
|||
|
|
['\\ddddot', '⃜'],
|
|||
|
|
['\\mfrakH', 'ℌ'],
|
|||
|
|
['\\hslash', 'ℏ'],
|
|||
|
|
['\\mfrakZ', 'ℨ'],
|
|||
|
|
['\\mfrakC', 'ℭ'],
|
|||
|
|
['\\Bbbsum', '⅀'],
|
|||
|
|
['\\invamp', '⅋'],
|
|||
|
|
['\\MapsUp', '↥'],
|
|||
|
|
['\\mapsup', '↥'],
|
|||
|
|
['\\oiiint', '∰'],
|
|||
|
|
['\\nsimeq', '≄'],
|
|||
|
|
['\\wedgeq', '≙'],
|
|||
|
|
['\\stareq', '≛'],
|
|||
|
|
['\\measeq', '≞'],
|
|||
|
|
['\\nequiv', '≢'],
|
|||
|
|
['\\nasymp', '≭'],
|
|||
|
|
['\\apprle', '≲'],
|
|||
|
|
['\\apprge', '≳'],
|
|||
|
|
['\\cupdot', '⊍'],
|
|||
|
|
['\\assert', '⊦'],
|
|||
|
|
['\\prurel', '⊰'],
|
|||
|
|
['\\scurel', '⊱'],
|
|||
|
|
['\\origof', '⊶'],
|
|||
|
|
['\\barvee', '⊽'],
|
|||
|
|
['\\bigvee', '⋁'],
|
|||
|
|
['\\bigcap', '⋂'],
|
|||
|
|
['\\dinter', '⋂'],
|
|||
|
|
['\\bigcup', '⋃'],
|
|||
|
|
['\\dunion', '⋃'],
|
|||
|
|
['\\eqless', '⋜'],
|
|||
|
|
['\\nunlhd', '⋬'],
|
|||
|
|
['\\nunrhd', '⋭'],
|
|||
|
|
['\\iddots', '⋰'],
|
|||
|
|
['\\isinvb', '⋸'],
|
|||
|
|
['\\varnis', '⋻'],
|
|||
|
|
['\\niobar', '⋾'],
|
|||
|
|
['\\invneg', '⌐'],
|
|||
|
|
['\\invnot', '⌐'],
|
|||
|
|
['\\inttop', '⌠'],
|
|||
|
|
['\\topbot', '⌶'],
|
|||
|
|
['\\APLinv', '⌹'],
|
|||
|
|
['\\APLlog', '⍟'],
|
|||
|
|
['\\sumtop', '⎲'],
|
|||
|
|
['\\Circle', '○'],
|
|||
|
|
['\\CIRCLE', '●'],
|
|||
|
|
['\\boxbar', '◫'],
|
|||
|
|
['\\Square', '☐'],
|
|||
|
|
['\\danger', '☡'],
|
|||
|
|
['\\smiley', '☺'],
|
|||
|
|
['\\saturn', '♄'],
|
|||
|
|
['\\Saturn', '♄'],
|
|||
|
|
['\\uranus', '♅'],
|
|||
|
|
['\\Uranus', '♅'],
|
|||
|
|
['\\taurus', '♉'],
|
|||
|
|
['\\Taurus', '♉'],
|
|||
|
|
['\\gemini', '♊'],
|
|||
|
|
['\\Gemini', '♊'],
|
|||
|
|
['\\cancer', '♋'],
|
|||
|
|
['\\pisces', '♓'],
|
|||
|
|
['\\diceii', '⚁'],
|
|||
|
|
['\\diceiv', '⚃'],
|
|||
|
|
['\\dicevi', '⚅'],
|
|||
|
|
['\\anchor', '⚓'],
|
|||
|
|
['\\swords', '⚔'],
|
|||
|
|
['\\neuter', '⚲'],
|
|||
|
|
['\\pencil', '✎'],
|
|||
|
|
['\\veedot', '⟇'],
|
|||
|
|
['\\bigbot', '⟘'],
|
|||
|
|
['\\bigtop', '⟙'],
|
|||
|
|
['\\cirbot', '⟟'],
|
|||
|
|
['\\lBrack', '⟦'],
|
|||
|
|
['\\Lbrack', '⟦'],
|
|||
|
|
['\\rBrack', '⟧'],
|
|||
|
|
['\\Rbrack', '⟧'],
|
|||
|
|
['\\lAngle', '⟪'],
|
|||
|
|
['\\rAngle', '⟫'],
|
|||
|
|
['\\lgroup', '⟮'],
|
|||
|
|
['\\rgroup', '⟯'],
|
|||
|
|
['\\Mapsto', '⤇'],
|
|||
|
|
['\\ltlarr', '⥶'],
|
|||
|
|
['\\gtrarr', '⥸'],
|
|||
|
|
['\\lBrace', '⦃'],
|
|||
|
|
['\\rBrace', '⦄'],
|
|||
|
|
['\\Lparen', '⦅'],
|
|||
|
|
['\\lParen', '⦅'],
|
|||
|
|
['\\Rparen', '⦆'],
|
|||
|
|
['\\rParen', '⦆'],
|
|||
|
|
['\\angles', '⦞'],
|
|||
|
|
['\\angdnr', '⦟'],
|
|||
|
|
['\\gtlpar', '⦠'],
|
|||
|
|
['\\boxast', '⧆'],
|
|||
|
|
['\\boxbox', '⧈'],
|
|||
|
|
['\\ltrivb', '⧏'],
|
|||
|
|
['\\vbrtri', '⧐'],
|
|||
|
|
['\\iinfin', '⧜'],
|
|||
|
|
['\\laplac', '⧠'],
|
|||
|
|
['\\eparsl', '⧣'],
|
|||
|
|
['\\tminus', '⧿'],
|
|||
|
|
['\\sumint', '⨋'],
|
|||
|
|
['\\iiiint', '⨌'],
|
|||
|
|
['\\intbar', '⨍'],
|
|||
|
|
['\\intBar', '⨎'],
|
|||
|
|
['\\sqrint', '⨖'],
|
|||
|
|
['\\intcap', '⨙'],
|
|||
|
|
['\\intcup', '⨚'],
|
|||
|
|
['\\lowint', '⨜'],
|
|||
|
|
['\\btimes', '⨲'],
|
|||
|
|
['\\Otimes', '⨷'],
|
|||
|
|
['\\capdot', '⩀'],
|
|||
|
|
['\\uminus', '⩁'],
|
|||
|
|
['\\barcup', '⩂'],
|
|||
|
|
['\\barcap', '⩃'],
|
|||
|
|
['\\cupvee', '⩅'],
|
|||
|
|
['\\dotsim', '⩪'],
|
|||
|
|
['\\eqqsim', '⩳'],
|
|||
|
|
['\\eqeqeq', '⩶'],
|
|||
|
|
['\\lesdot', '⩿'],
|
|||
|
|
['\\gesdot', '⪀'],
|
|||
|
|
['\\lesges', '⪓'],
|
|||
|
|
['\\gesles', '⪔'],
|
|||
|
|
['\\elsdot', '⪗'],
|
|||
|
|
['\\egsdot', '⪘'],
|
|||
|
|
['\\eqqgtr', '⪚'],
|
|||
|
|
['\\simgtr', '⪞'],
|
|||
|
|
['\\subsim', '⫇'],
|
|||
|
|
['\\supsim', '⫈'],
|
|||
|
|
['\\subsup', '⫓'],
|
|||
|
|
['\\supsub', '⫔'],
|
|||
|
|
['\\subsub', '⫕'],
|
|||
|
|
['\\supsup', '⫖'],
|
|||
|
|
['\\vDdash', '⫢'],
|
|||
|
|
['\\cirmid', '⫯'],
|
|||
|
|
['\\midcir', '⫰'],
|
|||
|
|
['\\topcir', '⫱'],
|
|||
|
|
['\\parsim', '⫳'],
|
|||
|
|
['\\sslash', '⫽'],
|
|||
|
|
['\\mbfitA', '𝑨'],
|
|||
|
|
['\\mbfitB', '𝑩'],
|
|||
|
|
['\\mbfitC', '𝑪'],
|
|||
|
|
['\\mbfitD', '𝑫'],
|
|||
|
|
['\\mbfitE', '𝑬'],
|
|||
|
|
['\\mbfitF', '𝑭'],
|
|||
|
|
['\\mbfitG', '𝑮'],
|
|||
|
|
['\\mbfitH', '𝑯'],
|
|||
|
|
['\\mbfitI', '𝑰'],
|
|||
|
|
['\\mbfitJ', '𝑱'],
|
|||
|
|
['\\mbfitK', '𝑲'],
|
|||
|
|
['\\mbfitL', '𝑳'],
|
|||
|
|
['\\mbfitM', '𝑴'],
|
|||
|
|
['\\mbfitN', '𝑵'],
|
|||
|
|
['\\mbfitO', '𝑶'],
|
|||
|
|
['\\mbfitP', '𝑷'],
|
|||
|
|
['\\mbfitQ', '𝑸'],
|
|||
|
|
['\\mbfitR', '𝑹'],
|
|||
|
|
['\\mbfitS', '𝑺'],
|
|||
|
|
['\\mbfitT', '𝑻'],
|
|||
|
|
['\\mbfitU', '𝑼'],
|
|||
|
|
['\\mbfitV', '𝑽'],
|
|||
|
|
['\\mbfitW', '𝑾'],
|
|||
|
|
['\\mbfitX', '𝑿'],
|
|||
|
|
['\\mbfitY', '𝒀'],
|
|||
|
|
['\\mbfitZ', '𝒁'],
|
|||
|
|
['\\mbfita', '𝒂'],
|
|||
|
|
['\\mbfitb', '𝒃'],
|
|||
|
|
['\\mbfitc', '𝒄'],
|
|||
|
|
['\\mbfitd', '𝒅'],
|
|||
|
|
['\\mbfite', '𝒆'],
|
|||
|
|
['\\mbfitf', '𝒇'],
|
|||
|
|
['\\mbfitg', '𝒈'],
|
|||
|
|
['\\mbfith', '𝒉'],
|
|||
|
|
['\\mbfiti', '𝒊'],
|
|||
|
|
['\\mbfitj', '𝒋'],
|
|||
|
|
['\\mbfitk', '𝒌'],
|
|||
|
|
['\\mbfitl', '𝒍'],
|
|||
|
|
['\\mbfitm', '𝒎'],
|
|||
|
|
['\\mbfitn', '𝒏'],
|
|||
|
|
['\\mbfito', '𝒐'],
|
|||
|
|
['\\mbfitp', '𝒑'],
|
|||
|
|
['\\mbfitq', '𝒒'],
|
|||
|
|
['\\mbfitr', '𝒓'],
|
|||
|
|
['\\mbfits', '𝒔'],
|
|||
|
|
['\\mbfitt', '𝒕'],
|
|||
|
|
['\\mbfitu', '𝒖'],
|
|||
|
|
['\\mbfitv', '𝒗'],
|
|||
|
|
['\\mbfitw', '𝒘'],
|
|||
|
|
['\\mbfitx', '𝒙'],
|
|||
|
|
['\\mbfity', '𝒚'],
|
|||
|
|
['\\mbfitz', '𝒛'],
|
|||
|
|
['\\mfrakA', '𝔄'],
|
|||
|
|
['\\mfrakB', '𝔅'],
|
|||
|
|
['\\mfrakD', '𝔇'],
|
|||
|
|
['\\mfrakE', '𝔈'],
|
|||
|
|
['\\mfrakF', '𝔉'],
|
|||
|
|
['\\mfrakG', '𝔊'],
|
|||
|
|
['\\mfrakJ', '𝔍'],
|
|||
|
|
['\\mfrakK', '𝔎'],
|
|||
|
|
['\\mfrakL', '𝔏'],
|
|||
|
|
['\\mfrakM', '𝔐'],
|
|||
|
|
['\\mfrakN', '𝔑'],
|
|||
|
|
['\\mfrakO', '𝔒'],
|
|||
|
|
['\\mfrakP', '𝔓'],
|
|||
|
|
['\\mfrakQ', '𝔔'],
|
|||
|
|
['\\mfrakS', '𝔖'],
|
|||
|
|
['\\mfrakT', '𝔗'],
|
|||
|
|
['\\mfrakU', '𝔘'],
|
|||
|
|
['\\mfrakV', '𝔙'],
|
|||
|
|
['\\mfrakW', '𝔚'],
|
|||
|
|
['\\mfrakX', '𝔛'],
|
|||
|
|
['\\mfrakY', '𝔜'],
|
|||
|
|
['\\mfraka', '𝔞'],
|
|||
|
|
['\\mfrakb', '𝔟'],
|
|||
|
|
['\\mfrakc', '𝔠'],
|
|||
|
|
['\\mfrakd', '𝔡'],
|
|||
|
|
['\\mfrake', '𝔢'],
|
|||
|
|
['\\mfrakf', '𝔣'],
|
|||
|
|
['\\mfrakg', '𝔤'],
|
|||
|
|
['\\mfrakh', '𝔥'],
|
|||
|
|
['\\mfraki', '𝔦'],
|
|||
|
|
['\\mfrakj', '𝔧'],
|
|||
|
|
['\\mfrakk', '𝔨'],
|
|||
|
|
['\\mfrakl', '𝔩'],
|
|||
|
|
['\\mfrakm', '𝔪'],
|
|||
|
|
['\\mfrakn', '𝔫'],
|
|||
|
|
['\\mfrako', '𝔬'],
|
|||
|
|
['\\mfrakp', '𝔭'],
|
|||
|
|
['\\mfrakq', '𝔮'],
|
|||
|
|
['\\mfrakr', '𝔯'],
|
|||
|
|
['\\mfraks', '𝔰'],
|
|||
|
|
['\\mfrakt', '𝔱'],
|
|||
|
|
['\\mfraku', '𝔲'],
|
|||
|
|
['\\mfrakv', '𝔳'],
|
|||
|
|
['\\mfrakw', '𝔴'],
|
|||
|
|
['\\mfrakx', '𝔵'],
|
|||
|
|
['\\mfraky', '𝔶'],
|
|||
|
|
['\\mfrakz', '𝔷'],
|
|||
|
|
['\\msansA', '𝖠'],
|
|||
|
|
['\\msansB', '𝖡'],
|
|||
|
|
['\\msansC', '𝖢'],
|
|||
|
|
['\\msansD', '𝖣'],
|
|||
|
|
['\\msansE', '𝖤'],
|
|||
|
|
['\\msansF', '𝖥'],
|
|||
|
|
['\\msansG', '𝖦'],
|
|||
|
|
['\\msansH', '𝖧'],
|
|||
|
|
['\\msansI', '𝖨'],
|
|||
|
|
['\\msansJ', '𝖩'],
|
|||
|
|
['\\msansK', '𝖪'],
|
|||
|
|
['\\msansL', '𝖫'],
|
|||
|
|
['\\msansM', '𝖬'],
|
|||
|
|
['\\msansN', '𝖭'],
|
|||
|
|
['\\msansO', '𝖮'],
|
|||
|
|
['\\msansP', '𝖯'],
|
|||
|
|
['\\msansQ', '𝖰'],
|
|||
|
|
['\\msansR', '𝖱'],
|
|||
|
|
['\\msansS', '𝖲'],
|
|||
|
|
['\\msansT', '𝖳'],
|
|||
|
|
['\\msansU', '𝖴'],
|
|||
|
|
['\\msansV', '𝖵'],
|
|||
|
|
['\\msansW', '𝖶'],
|
|||
|
|
['\\msansX', '𝖷'],
|
|||
|
|
['\\msansY', '𝖸'],
|
|||
|
|
['\\msansZ', '𝖹'],
|
|||
|
|
['\\msansa', '𝖺'],
|
|||
|
|
['\\msansb', '𝖻'],
|
|||
|
|
['\\msansc', '𝖼'],
|
|||
|
|
['\\msansd', '𝖽'],
|
|||
|
|
['\\msanse', '𝖾'],
|
|||
|
|
['\\msansf', '𝖿'],
|
|||
|
|
['\\msansg', '𝗀'],
|
|||
|
|
['\\msansh', '𝗁'],
|
|||
|
|
['\\msansi', '𝗂'],
|
|||
|
|
['\\msansj', '𝗃'],
|
|||
|
|
['\\msansk', '𝗄'],
|
|||
|
|
['\\msansl', '𝗅'],
|
|||
|
|
['\\msansm', '𝗆'],
|
|||
|
|
['\\msansn', '𝗇'],
|
|||
|
|
['\\msanso', '𝗈'],
|
|||
|
|
['\\msansp', '𝗉'],
|
|||
|
|
['\\msansq', '𝗊'],
|
|||
|
|
['\\msansr', '𝗋'],
|
|||
|
|
['\\msanss', '𝗌'],
|
|||
|
|
['\\msanst', '𝗍'],
|
|||
|
|
['\\msansu', '𝗎'],
|
|||
|
|
['\\msansv', '𝗏'],
|
|||
|
|
['\\msansw', '𝗐'],
|
|||
|
|
['\\msansx', '𝗑'],
|
|||
|
|
['\\msansy', '𝗒'],
|
|||
|
|
['\\msansz', '𝗓'],
|
|||
|
|
['\\mbfEta', '𝚮'],
|
|||
|
|
['\\mbfRho', '𝚸'],
|
|||
|
|
['\\mbfTau', '𝚻'],
|
|||
|
|
['\\mbfPhi', '𝚽'],
|
|||
|
|
['\\mbfChi', '𝚾'],
|
|||
|
|
['\\mbfPsi', '𝚿'],
|
|||
|
|
['\\mbfeta', '𝛈'],
|
|||
|
|
['\\mbfrho', '𝛒'],
|
|||
|
|
['\\mbftau', '𝛕'],
|
|||
|
|
['\\mbfchi', '𝛘'],
|
|||
|
|
['\\mbfpsi', '𝛙'],
|
|||
|
|
['\\mbfphi', '𝛟'],
|
|||
|
|
['\\mitEta', '𝛨'],
|
|||
|
|
['\\mitRho', '𝛲'],
|
|||
|
|
['\\mitTau', '𝛵'],
|
|||
|
|
['\\mitPhi', '𝛷'],
|
|||
|
|
['\\varPhi', '𝛷'],
|
|||
|
|
['\\mitChi', '𝛸'],
|
|||
|
|
['\\mitPsi', '𝛹'],
|
|||
|
|
['\\varPsi', '𝛹'],
|
|||
|
|
['\\miteta', '𝜂'],
|
|||
|
|
['\\mitrho', '𝜌'],
|
|||
|
|
['\\mittau', '𝜏'],
|
|||
|
|
['\\mitphi', '𝜑'],
|
|||
|
|
['\\mitchi', '𝜒'],
|
|||
|
|
['\\mitpsi', '𝜓'],
|
|||
|
|
['\\Bbbone', '𝟙'],
|
|||
|
|
['\\Bbbtwo', '𝟚'],
|
|||
|
|
['\\Bbbsix', '𝟞'],
|
|||
|
|
['\\mttone', '𝟷'],
|
|||
|
|
['\\mtttwo', '𝟸'],
|
|||
|
|
['\\mttsix', '𝟼'],
|
|||
|
|
['\\Sigma', 'Σ'],
|
|||
|
|
['\\Omega', 'Ω'],
|
|||
|
|
['\\nabla', '∇'],
|
|||
|
|
['\\colon', ':'],
|
|||
|
|
['\\boxHu', '╧'],
|
|||
|
|
['\\boxHd', '╤'],
|
|||
|
|
['\\aleph', 'ℵ'],
|
|||
|
|
['\\gnsim', '⋧'],
|
|||
|
|
['\\boxHU', '╩'],
|
|||
|
|
['\\boxHD', '╦'],
|
|||
|
|
['\\equiv', '≡'],
|
|||
|
|
['\\lneqq', '≨'],
|
|||
|
|
['\\alpha', 'α'],
|
|||
|
|
['\\amalg', '∐'],
|
|||
|
|
['\\boxhU', '╨'],
|
|||
|
|
['\\boxhD', '╥'],
|
|||
|
|
['\\uplus', '⊎'],
|
|||
|
|
['\\boxhu', '┴'],
|
|||
|
|
['\\kappa', 'κ'],
|
|||
|
|
['\\sigma', 'σ'],
|
|||
|
|
['\\boxDL', '╗'],
|
|||
|
|
['\\Theta', 'Θ'],
|
|||
|
|
['\\Vdash', '⊩'],
|
|||
|
|
['\\boxDR', '╔'],
|
|||
|
|
['\\boxDl', '╖'],
|
|||
|
|
['\\sqcap', '⊓'],
|
|||
|
|
['\\boxDr', '╓'],
|
|||
|
|
['\\bar{}', '¯'],
|
|||
|
|
['\\dashv', '⊣'],
|
|||
|
|
['\\vDash', '⊨'],
|
|||
|
|
['\\boxdl', '┐'],
|
|||
|
|
['\\boxVl', '╢'],
|
|||
|
|
['\\boxVh', '╫'],
|
|||
|
|
['\\boxVr', '╟'],
|
|||
|
|
['\\boxdr', '┌'],
|
|||
|
|
['\\boxdL', '╕'],
|
|||
|
|
['\\boxVL', '╣'],
|
|||
|
|
['\\boxVH', '╬'],
|
|||
|
|
['\\boxVR', '╠'],
|
|||
|
|
['\\boxdR', '╒'],
|
|||
|
|
['\\theta', 'θ'],
|
|||
|
|
['\\lhblk', '▄'],
|
|||
|
|
['\\uhblk', '▀'],
|
|||
|
|
['\\ldotp', '.'],
|
|||
|
|
['\\ldots', '…'],
|
|||
|
|
['\\boxvL', '╡'],
|
|||
|
|
['\\boxvH', '╪'],
|
|||
|
|
['\\boxvR', '╞'],
|
|||
|
|
['\\boxvl', '┤'],
|
|||
|
|
['\\boxvh', '┼'],
|
|||
|
|
['\\boxvr', '├'],
|
|||
|
|
['\\Delta', 'Δ'],
|
|||
|
|
['\\boxUR', '╚'],
|
|||
|
|
['\\boxUL', '╝'],
|
|||
|
|
['\\oplus', '⊕'],
|
|||
|
|
['\\boxUr', '╙'],
|
|||
|
|
['\\boxUl', '╜'],
|
|||
|
|
['\\doteq', '≐'],
|
|||
|
|
['\\happy', '㋡'],
|
|||
|
|
['\\varpi', 'ϖ'],
|
|||
|
|
['\\smile', '☺'],
|
|||
|
|
['\\boxul', '┘'],
|
|||
|
|
['\\simeq', '≃'],
|
|||
|
|
['\\boxuR', '╘'],
|
|||
|
|
['\\boxuL', '╛'],
|
|||
|
|
['\\boxhd', '┬'],
|
|||
|
|
['\\gimel', 'ℷ'],
|
|||
|
|
['\\Gamma', 'Γ'],
|
|||
|
|
['\\lnsim', '⋦'],
|
|||
|
|
['\\sqcup', '⊔'],
|
|||
|
|
['\\omega', 'ω'],
|
|||
|
|
['\\sharp', '♯'],
|
|||
|
|
['\\times', '×'],
|
|||
|
|
['\\block', '█'],
|
|||
|
|
['\\hat{}', '^'],
|
|||
|
|
['\\wedge', '∧'],
|
|||
|
|
['\\vdash', '⊢'],
|
|||
|
|
['\\angle', '∠'],
|
|||
|
|
['\\infty', '∞'],
|
|||
|
|
['\\gamma', 'γ'],
|
|||
|
|
['\\asymp', '≍'],
|
|||
|
|
['\\rceil', '⌉'],
|
|||
|
|
['\\dot{}', '˙'],
|
|||
|
|
['\\lceil', '⌈'],
|
|||
|
|
['\\delta', 'δ'],
|
|||
|
|
['\\gneqq', '≩'],
|
|||
|
|
['\\frown', '⌢'],
|
|||
|
|
['\\phone', '☎'],
|
|||
|
|
['\\vdots', '⋮'],
|
|||
|
|
['\\comma', ','],
|
|||
|
|
['\\slash', '/'],
|
|||
|
|
['\\equal', '='],
|
|||
|
|
['\\sphat', '^'],
|
|||
|
|
['\\Micro', 'µ'],
|
|||
|
|
['\\cdotp', '·'],
|
|||
|
|
['\\imath', 'ı'],
|
|||
|
|
['\\jmath', 'ȷ'],
|
|||
|
|
['\\ocirc', '̊'],
|
|||
|
|
['\\check', '̌'],
|
|||
|
|
['\\upEta', 'Η'],
|
|||
|
|
['\\upRho', 'Ρ'],
|
|||
|
|
['\\upTau', 'Τ'],
|
|||
|
|
['\\upPhi', 'Φ'],
|
|||
|
|
['\\upChi', 'Χ'],
|
|||
|
|
['\\upPsi', 'Ψ'],
|
|||
|
|
['\\upeta', 'η'],
|
|||
|
|
['\\etaup', 'η'],
|
|||
|
|
['\\uprho', 'ρ'],
|
|||
|
|
['\\rhoup', 'ρ'],
|
|||
|
|
['\\uptau', 'τ'],
|
|||
|
|
['\\tauup', 'τ'],
|
|||
|
|
['\\upchi', 'χ'],
|
|||
|
|
['\\chiup', 'χ'],
|
|||
|
|
['\\uppsi', 'ψ'],
|
|||
|
|
['\\psiup', 'ψ'],
|
|||
|
|
['\\upphi', 'ϕ'],
|
|||
|
|
['\\phiup', 'ϕ'],
|
|||
|
|
['\\Qoppa', 'Ϙ'],
|
|||
|
|
['\\Koppa', 'Ϙ'],
|
|||
|
|
['\\qoppa', 'ϙ'],
|
|||
|
|
['\\koppa', 'ϙ'],
|
|||
|
|
['\\Sampi', 'Ϡ'],
|
|||
|
|
['\\sampi', 'ϡ'],
|
|||
|
|
['\\prime', '′'],
|
|||
|
|
['\\third', '‴'],
|
|||
|
|
['\\dddot', '⃛'],
|
|||
|
|
['\\DDDot', '⃛'],
|
|||
|
|
['\\Euler', 'ℇ'],
|
|||
|
|
['\\mscrg', 'ℊ'],
|
|||
|
|
['\\mscrH', 'ℋ'],
|
|||
|
|
['=\\HBar', 'ℏ'],
|
|||
|
|
['#\\hbar', 'ℏ'],
|
|||
|
|
['\\mscrI', 'ℐ'],
|
|||
|
|
['\\mscrL', 'ℒ'],
|
|||
|
|
['\\mscrR', 'ℛ'],
|
|||
|
|
['\\tcohm', 'Ω'],
|
|||
|
|
['\\agemO', '℧'],
|
|||
|
|
['\\mscrB', 'ℬ'],
|
|||
|
|
['\\mscre', 'ℯ'],
|
|||
|
|
['\\mscrE', 'ℰ'],
|
|||
|
|
['\\mscrF', 'ℱ'],
|
|||
|
|
['\\mscrM', 'ℳ'],
|
|||
|
|
['\\mscro', 'ℴ'],
|
|||
|
|
['\\Bbbpi', 'ℼ'],
|
|||
|
|
['\\BbbPi', 'ℿ'],
|
|||
|
|
['\\upand', '⅋'],
|
|||
|
|
['\\notin', '∉'],
|
|||
|
|
['\\notni', '∌'],
|
|||
|
|
['\\minus', '−'],
|
|||
|
|
['\\iiint', '∭'],
|
|||
|
|
['\\oiint', '∯'],
|
|||
|
|
['\\Colon', '∷'],
|
|||
|
|
['\\eqsim', '≂'],
|
|||
|
|
['\\nsime', '≄'],
|
|||
|
|
['\\ncong', '≇'],
|
|||
|
|
['\\Doteq', '≑'],
|
|||
|
|
['\\arceq', '≘'],
|
|||
|
|
['\\veeeq', '≚'],
|
|||
|
|
['\\eqdef', '≝'],
|
|||
|
|
['\\Equiv', '≣'],
|
|||
|
|
['\\nless', '≮'],
|
|||
|
|
['\\nprec', '⊀'],
|
|||
|
|
['\\nsucc', '⊁'],
|
|||
|
|
['\\unlhd', '⊴'],
|
|||
|
|
['\\unrhd', '⊵'],
|
|||
|
|
['\\eqgtr', '⋝'],
|
|||
|
|
['\\cdots', '⋯'],
|
|||
|
|
['\\adots', '⋰'],
|
|||
|
|
['\\ddots', '⋱'],
|
|||
|
|
['\\disin', '⋲'],
|
|||
|
|
['\\isins', '⋴'],
|
|||
|
|
['\\barin', '⋶'],
|
|||
|
|
['\\isinE', '⋹'],
|
|||
|
|
['\\house', '⌂'],
|
|||
|
|
['\\strns', '⏤'],
|
|||
|
|
['\\fltns', '⏥'],
|
|||
|
|
['\\ularc', '◜'],
|
|||
|
|
['\\urarc', '◝'],
|
|||
|
|
['\\lrarc', '◞'],
|
|||
|
|
['\\llarc', '◟'],
|
|||
|
|
['\\skull', '☠'],
|
|||
|
|
['\\Venus', '♀'],
|
|||
|
|
['\\earth', '♁'],
|
|||
|
|
['\\pluto', '♇'],
|
|||
|
|
['\\Pluto', '♇'],
|
|||
|
|
['\\aries', '♈'],
|
|||
|
|
['\\Aries', '♈'],
|
|||
|
|
['\\virgo', '♍'],
|
|||
|
|
['\\libra', '♎'],
|
|||
|
|
['\\Libra', '♎'],
|
|||
|
|
['\\dicei', '⚀'],
|
|||
|
|
['\\dicev', '⚄'],
|
|||
|
|
['\\psurj', '⤀'],
|
|||
|
|
['\\Vvert', '⦀'],
|
|||
|
|
['\\lblot', '⦉'],
|
|||
|
|
['\\rblot', '⦊'],
|
|||
|
|
['\\operp', '⦹'],
|
|||
|
|
['\\zhide', '⧹'],
|
|||
|
|
['\\xbsol', '⧹'],
|
|||
|
|
['\\tplus', '⧾'],
|
|||
|
|
['\\awint', '⨑'],
|
|||
|
|
['\\sqint', '⨖'],
|
|||
|
|
['\\upint', '⨛'],
|
|||
|
|
['\\zpipe', '⨠'],
|
|||
|
|
['\\Sqcap', '⩎'],
|
|||
|
|
['\\Sqcup', '⩏'],
|
|||
|
|
['\\Wedge', '⩓'],
|
|||
|
|
['\\ndres', '⩤'],
|
|||
|
|
['\\nrres', '⩥'],
|
|||
|
|
['\\eqdot', '⩦'],
|
|||
|
|
['\\asteq', '⩮'],
|
|||
|
|
['\\Equal', '⩵'],
|
|||
|
|
['\\ltcir', '⩹'],
|
|||
|
|
['\\gtcir', '⩺'],
|
|||
|
|
['\\lsime', '⪍'],
|
|||
|
|
['\\gsime', '⪎'],
|
|||
|
|
['\\lsimg', '⪏'],
|
|||
|
|
['\\gsiml', '⪐'],
|
|||
|
|
['\\simlE', '⪟'],
|
|||
|
|
['\\simgE', '⪠'],
|
|||
|
|
['\\lescc', '⪨'],
|
|||
|
|
['\\gescc', '⪩'],
|
|||
|
|
['\\csube', '⫑'],
|
|||
|
|
['\\csupe', '⫒'],
|
|||
|
|
['\\forkv', '⫙'],
|
|||
|
|
['\\forks', '⫝̸'],
|
|||
|
|
['\\perps', '⫡'],
|
|||
|
|
['\\dashV', '⫣'],
|
|||
|
|
['\\Dashv', '⫤'],
|
|||
|
|
['\\DashV', '⫥'],
|
|||
|
|
['\\vBarv', '⫩'],
|
|||
|
|
['\\nhpar', '⫲'],
|
|||
|
|
['\\mscrA', '𝒜'],
|
|||
|
|
['\\mscrC', '𝒞'],
|
|||
|
|
['\\mscrD', '𝒟'],
|
|||
|
|
['\\mscrG', '𝒢'],
|
|||
|
|
['\\mscrJ', '𝒥'],
|
|||
|
|
['\\mscrK', '𝒦'],
|
|||
|
|
['\\mscrN', '𝒩'],
|
|||
|
|
['\\mscrO', '𝒪'],
|
|||
|
|
['\\mscrP', '𝒫'],
|
|||
|
|
['\\mscrQ', '𝒬'],
|
|||
|
|
['\\mscrS', '𝒮'],
|
|||
|
|
['\\mscrT', '𝒯'],
|
|||
|
|
['\\mscrU', '𝒰'],
|
|||
|
|
['\\mscrV', '𝒱'],
|
|||
|
|
['\\mscrW', '𝒲'],
|
|||
|
|
['\\mscrX', '𝒳'],
|
|||
|
|
['\\mscrY', '𝒴'],
|
|||
|
|
['\\mscrZ', '𝒵'],
|
|||
|
|
['\\mscra', '𝒶'],
|
|||
|
|
['\\mscrb', '𝒷'],
|
|||
|
|
['\\mscrc', '𝒸'],
|
|||
|
|
['\\mscrd', '𝒹'],
|
|||
|
|
['\\mscrf', '𝒻'],
|
|||
|
|
['\\mscrh', '𝒽'],
|
|||
|
|
['\\mscri', '𝒾'],
|
|||
|
|
['\\mscrj', '𝒿'],
|
|||
|
|
['\\mscrk', '𝓀'],
|
|||
|
|
['\\mscrl', '𝓁'],
|
|||
|
|
['\\mscrm', '𝓂'],
|
|||
|
|
['\\mscrn', '𝓃'],
|
|||
|
|
['\\mscrp', '𝓅'],
|
|||
|
|
['\\mscrq', '𝓆'],
|
|||
|
|
['\\mscrr', '𝓇'],
|
|||
|
|
['\\mscrs', '𝓈'],
|
|||
|
|
['\\mscrt', '𝓉'],
|
|||
|
|
['\\mscru', '𝓊'],
|
|||
|
|
['\\mscrv', '𝓋'],
|
|||
|
|
['\\mscrw', '𝓌'],
|
|||
|
|
['\\mscrx', '𝓍'],
|
|||
|
|
['\\mscry', '𝓎'],
|
|||
|
|
['\\mscrz', '𝓏'],
|
|||
|
|
['\\mbfMu', '𝚳'],
|
|||
|
|
['\\mbfNu', '𝚴'],
|
|||
|
|
['\\mbfXi', '𝚵'],
|
|||
|
|
['\\mbfPi', '𝚷'],
|
|||
|
|
['\\mbfmu', '𝛍'],
|
|||
|
|
['\\mbfnu', '𝛎'],
|
|||
|
|
['\\mbfxi', '𝛏'],
|
|||
|
|
['\\mbfpi', '𝛑'],
|
|||
|
|
['\\mitMu', '𝛭'],
|
|||
|
|
['\\mitNu', '𝛮'],
|
|||
|
|
['\\mitXi', '𝛯'],
|
|||
|
|
['\\varXi', '𝛯'],
|
|||
|
|
['\\mitPi', '𝛱'],
|
|||
|
|
['\\varPi', '𝛱'],
|
|||
|
|
['\\mitmu', '𝜇'],
|
|||
|
|
['\\mitnu', '𝜈'],
|
|||
|
|
['\\mitxi', '𝜉'],
|
|||
|
|
['\\mitpi', '𝜋'],
|
|||
|
|
['\\boxr', '└'],
|
|||
|
|
['\\k{i}', 'į'],
|
|||
|
|
['\\`{I}', 'Ì'],
|
|||
|
|
['\\perp', '⊥'],
|
|||
|
|
['\\"{o}', 'ö'],
|
|||
|
|
['\\={I}', 'Ī'],
|
|||
|
|
['\\`{a}', 'à'],
|
|||
|
|
['\\v{T}', 'Ť'],
|
|||
|
|
['\\surd', '√'],
|
|||
|
|
['\\H{O}', 'Ő'],
|
|||
|
|
['\\vert', '|'],
|
|||
|
|
['\\k{I}', 'Į'],
|
|||
|
|
['\\"{y}', 'ÿ'],
|
|||
|
|
['\\"{O}', 'Ö'],
|
|||
|
|
['\\\'{Y}', 'Ý'],
|
|||
|
|
['\\u{u}', 'ў'],
|
|||
|
|
['\\u{G}', 'Ğ'],
|
|||
|
|
['\\.{E}', 'Ė'],
|
|||
|
|
['\\.{z}', 'ż'],
|
|||
|
|
['\\v{t}', 'ť'],
|
|||
|
|
['\\prec', '≺'],
|
|||
|
|
['\\H{o}', 'ő'],
|
|||
|
|
['\\mldr', '…'],
|
|||
|
|
['\\\'{y}', 'ý'],
|
|||
|
|
['\\cong', '≅'],
|
|||
|
|
['\\.{e}', 'ė'],
|
|||
|
|
['\\\'{L}', 'Ĺ'],
|
|||
|
|
['\\star', '*'],
|
|||
|
|
['\\.{Z}', 'Ż'],
|
|||
|
|
['\\\'{e}', 'é'],
|
|||
|
|
['\\geqq', '≧'],
|
|||
|
|
['\\cdot', '⋅'],
|
|||
|
|
['\\`{U}', 'Ù'],
|
|||
|
|
['\\\'{l}', 'ĺ'],
|
|||
|
|
['\\v{L}', 'Ľ'],
|
|||
|
|
['\\c{s}', 'ş'],
|
|||
|
|
['\\\'{s}', 'ś'],
|
|||
|
|
['\\~{A}', 'Ã'],
|
|||
|
|
['\\Vert', '‖'],
|
|||
|
|
['\\k{e}', 'ę'],
|
|||
|
|
['\\lnot', '¬'],
|
|||
|
|
['\\\'{z}', 'ź'],
|
|||
|
|
['\\leqq', '≦'],
|
|||
|
|
['\\beta', 'β'],
|
|||
|
|
['\\beth', 'ℶ'],
|
|||
|
|
['\\\'{E}', 'É'],
|
|||
|
|
['\\~{n}', 'ñ'],
|
|||
|
|
['\\u{i}', 'й'],
|
|||
|
|
['\\c{S}', 'Ş'],
|
|||
|
|
['\\c{N}', 'Ņ'],
|
|||
|
|
['\\H{u}', 'ű'],
|
|||
|
|
['\\v{n}', 'ň'],
|
|||
|
|
['\\\'{S}', 'Ś'],
|
|||
|
|
['\\={U}', 'Ū'],
|
|||
|
|
['\\~{O}', 'Õ'],
|
|||
|
|
['\\\'{Z}', 'Ź'],
|
|||
|
|
['\\v{E}', 'Ě'],
|
|||
|
|
['\\\'{R}', 'Ŕ'],
|
|||
|
|
['\\H{U}', 'Ű'],
|
|||
|
|
['\\v{N}', 'Ň'],
|
|||
|
|
['\\prod', '∏'],
|
|||
|
|
['\\v{s}', 'š'],
|
|||
|
|
['\\"{U}', 'Ü'],
|
|||
|
|
['\\c{n}', 'ņ'],
|
|||
|
|
['\\k{U}', 'Ų'],
|
|||
|
|
['\\c{R}', 'Ŗ'],
|
|||
|
|
['\\\'{A}', 'Á'],
|
|||
|
|
['\\~{o}', 'õ'],
|
|||
|
|
['\\v{e}', 'ě'],
|
|||
|
|
['\\v{S}', 'Š'],
|
|||
|
|
['\\u{A}', 'Ă'],
|
|||
|
|
['\\circ', '∘'],
|
|||
|
|
['\\"{u}', 'ü'],
|
|||
|
|
['\\flat', '♭'],
|
|||
|
|
['\\v{z}', 'ž'],
|
|||
|
|
['\\r{U}', 'Ů'],
|
|||
|
|
['\\`{O}', 'Ò'],
|
|||
|
|
['\\={u}', 'ū'],
|
|||
|
|
['\\oint', '∮'],
|
|||
|
|
['\\c{K}', 'Ķ'],
|
|||
|
|
['\\k{u}', 'ų'],
|
|||
|
|
['\\not<', '≮'],
|
|||
|
|
['\\not>', '≯'],
|
|||
|
|
['\\`{o}', 'ò'],
|
|||
|
|
['\\"{I}', 'Ï'],
|
|||
|
|
['\\v{D}', 'Ď'],
|
|||
|
|
['\\.{G}', 'Ġ'],
|
|||
|
|
['\\r{u}', 'ů'],
|
|||
|
|
['\\not=', '≠'],
|
|||
|
|
['\\`{u}', 'ù'],
|
|||
|
|
['\\v{c}', 'č'],
|
|||
|
|
['\\c{k}', 'ķ'],
|
|||
|
|
['\\.{g}', 'ġ'],
|
|||
|
|
['\\\'{N}', 'Ń'],
|
|||
|
|
['\\odot', '⊙'],
|
|||
|
|
['\\`{e}', 'э'],
|
|||
|
|
['\\c{T}', 'Ţ'],
|
|||
|
|
['\\v{d}', 'ď'],
|
|||
|
|
['\\"{e}', 'ё'],
|
|||
|
|
['\\\'{I}', 'Í'],
|
|||
|
|
['\\v{R}', 'Ř'],
|
|||
|
|
['\\k{a}', 'ą'],
|
|||
|
|
['\\nldr', '‥'],
|
|||
|
|
['\\`{A}', 'À'],
|
|||
|
|
['\\\'{n}', 'ń'],
|
|||
|
|
['\\~{N}', 'Ñ'],
|
|||
|
|
['\\nmid', '∤'],
|
|||
|
|
['\\.{C}', 'Ċ'],
|
|||
|
|
['\\zeta', 'ζ'],
|
|||
|
|
['\\~{u}', 'ũ'],
|
|||
|
|
['\\`{E}', 'Э'],
|
|||
|
|
['\\~{a}', 'ã'],
|
|||
|
|
['\\c{t}', 'ţ'],
|
|||
|
|
['\\={o}', 'ō'],
|
|||
|
|
['\\v{r}', 'ř'],
|
|||
|
|
['\\={A}', 'Ā'],
|
|||
|
|
['\\.{c}', 'ċ'],
|
|||
|
|
['\\~{U}', 'Ũ'],
|
|||
|
|
['\\k{A}', 'Ą'],
|
|||
|
|
['\\"{a}', 'ä'],
|
|||
|
|
['\\u{U}', 'Ў'],
|
|||
|
|
['\\iota', 'ι'],
|
|||
|
|
['\\={O}', 'Ō'],
|
|||
|
|
['\\c{C}', 'Ç'],
|
|||
|
|
['\\gneq', '≩'],
|
|||
|
|
['\\\'{c}', 'ć'],
|
|||
|
|
['\\boxH', '═'],
|
|||
|
|
['\\hbar', 'ℏ'],
|
|||
|
|
['\\"{A}', 'Ä'],
|
|||
|
|
['\\boxv', '│'],
|
|||
|
|
['\\boxh', '─'],
|
|||
|
|
['\\male', '♂'],
|
|||
|
|
['\\\'{u}', 'ú'],
|
|||
|
|
['\\sqrt', '√'],
|
|||
|
|
['\\succ', '≻'],
|
|||
|
|
['\\c{c}', 'ç'],
|
|||
|
|
['\\\'{C}', 'Ć'],
|
|||
|
|
['\\v{l}', 'ľ'],
|
|||
|
|
['\\u{a}', 'ă'],
|
|||
|
|
['\\v{Z}', 'Ž'],
|
|||
|
|
['\\\'{o}', 'ó'],
|
|||
|
|
['\\c{G}', 'Ģ'],
|
|||
|
|
['\\v{C}', 'Č'],
|
|||
|
|
['\\lneq', '≨'],
|
|||
|
|
['\\"{E}', 'Ё'],
|
|||
|
|
['\\={a}', 'ā'],
|
|||
|
|
['\\c{l}', 'ļ'],
|
|||
|
|
['\\\'{a}', 'á'],
|
|||
|
|
['\\={E}', 'Ē'],
|
|||
|
|
['\\boxV', '║'],
|
|||
|
|
['\\u{g}', 'ğ'],
|
|||
|
|
['\\\'{O}', 'Ó'],
|
|||
|
|
['\\\'{g}', 'ǵ'],
|
|||
|
|
['\\u{I}', 'Й'],
|
|||
|
|
['\\c{L}', 'Ļ'],
|
|||
|
|
['\\k{E}', 'Ę'],
|
|||
|
|
['\\.{I}', 'İ'],
|
|||
|
|
['\\~{I}', 'Ĩ'],
|
|||
|
|
['\\quad', ' '],
|
|||
|
|
['\\c{r}', 'ŗ'],
|
|||
|
|
['\\\'{r}', 'ŕ'],
|
|||
|
|
['\\"{Y}', 'Ÿ'],
|
|||
|
|
['\\={e}', 'ē'],
|
|||
|
|
['\\\'{U}', 'Ú'],
|
|||
|
|
['\\plus', '+'],
|
|||
|
|
['\\less', '<'],
|
|||
|
|
['\\cent', '¢'],
|
|||
|
|
['\\tcmu', 'µ'],
|
|||
|
|
['\\muup', 'µ'],
|
|||
|
|
['\\Zbar', 'Ƶ'],
|
|||
|
|
['\\DDot', '̈'],
|
|||
|
|
['\\ring', '̊'],
|
|||
|
|
['\\upMu', 'Μ'],
|
|||
|
|
['\\upNu', 'Ν'],
|
|||
|
|
['\\upXi', 'Ξ'],
|
|||
|
|
['\\upPi', 'Π'],
|
|||
|
|
['\\upmu', 'μ'],
|
|||
|
|
['\\upnu', 'ν'],
|
|||
|
|
['\\nuup', 'ν'],
|
|||
|
|
['\\upxi', 'ξ'],
|
|||
|
|
['\\xiup', 'ξ'],
|
|||
|
|
['\\uppi', 'π'],
|
|||
|
|
['\\piup', 'π'],
|
|||
|
|
['\\euro', '€'],
|
|||
|
|
['\\lvec', '⃐'],
|
|||
|
|
['\\LVec', '⃖'],
|
|||
|
|
['\\BbbC', 'ℂ'],
|
|||
|
|
['\\BbbH', 'ℍ'],
|
|||
|
|
['\\BbbN', 'ℕ'],
|
|||
|
|
['\\BbbP', 'ℙ'],
|
|||
|
|
['\\BbbQ', 'ℚ'],
|
|||
|
|
['\\BbbR', 'ℝ'],
|
|||
|
|
['\\BbbZ', 'ℤ'],
|
|||
|
|
['\\Finv', 'Ⅎ'],
|
|||
|
|
['\\Game', '⅁'],
|
|||
|
|
['\\gets', '←'],
|
|||
|
|
['\\tfun', '→'],
|
|||
|
|
['\\tsur', '↠'],
|
|||
|
|
['\\surj', '↠'],
|
|||
|
|
['\\tinj', '↣'],
|
|||
|
|
['\\dlsh', '↲'],
|
|||
|
|
['\\Ldsh', '↲'],
|
|||
|
|
['\\drsh', '↳'],
|
|||
|
|
['\\Rdsh', '↳'],
|
|||
|
|
['\\pfun', '⇸'],
|
|||
|
|
['\\ffun', '⇻'],
|
|||
|
|
['\\nexi', '∄'],
|
|||
|
|
['\\owns', '∋'],
|
|||
|
|
['\\land', '∧'],
|
|||
|
|
['\\iint', '∬'],
|
|||
|
|
['\\nsim', '≁'],
|
|||
|
|
['\\sdef', '≙'],
|
|||
|
|
['\\ngtr', '≯'],
|
|||
|
|
['\\nleq', '≰'],
|
|||
|
|
['\\ngeq', '≱'],
|
|||
|
|
['\\buni', '⊎'],
|
|||
|
|
['\\dint', '⋂'],
|
|||
|
|
['\\duni', '⋃'],
|
|||
|
|
['\\hash', '⋕'],
|
|||
|
|
['\\nisd', '⋺'],
|
|||
|
|
['\\obar', '⌽'],
|
|||
|
|
['\\rres', '▷'],
|
|||
|
|
['\\dres', '◁'],
|
|||
|
|
['\\XBox', '☒'],
|
|||
|
|
['\\girl', '♀'],
|
|||
|
|
['\\Mars', '♂'],
|
|||
|
|
['\\Lbag', '⟅'],
|
|||
|
|
['\\lbag', '⟅'],
|
|||
|
|
['\\Rbag', '⟆'],
|
|||
|
|
['\\rbag', '⟆'],
|
|||
|
|
['\\upin', '⟒'],
|
|||
|
|
['\\lang', '⟪'],
|
|||
|
|
['\\rang', '⟫'],
|
|||
|
|
['\\psur', '⤀'],
|
|||
|
|
['\\pinj', '⤔'],
|
|||
|
|
['\\finj', '⤕'],
|
|||
|
|
['\\tona', '⤧'],
|
|||
|
|
['\\toea', '⤨'],
|
|||
|
|
['\\tosa', '⤩'],
|
|||
|
|
['\\towa', '⤪'],
|
|||
|
|
['\\VERT', '⦀'],
|
|||
|
|
['\\spot', '⦁'],
|
|||
|
|
['\\limg', '⦇'],
|
|||
|
|
['\\rimg', '⦈'],
|
|||
|
|
['\\obot', '⦺'],
|
|||
|
|
['\\cirE', '⧃'],
|
|||
|
|
['\\dsol', '⧶'],
|
|||
|
|
['\\xsol', '⧸'],
|
|||
|
|
['\\hide', '⧹'],
|
|||
|
|
['\\fint', '⨏'],
|
|||
|
|
['\\intx', '⨘'],
|
|||
|
|
['\\Join', '⨝'],
|
|||
|
|
['\\zcmp', '⨟'],
|
|||
|
|
['\\semi', '⨟'],
|
|||
|
|
['\\odiv', '⨸'],
|
|||
|
|
['\\fcmp', '⨾'],
|
|||
|
|
['\\comp', '⨾'],
|
|||
|
|
['\\dsub', '⩤'],
|
|||
|
|
['\\rsub', '⩥'],
|
|||
|
|
['\\eqeq', '⩵'],
|
|||
|
|
['\\Same', '⩶'],
|
|||
|
|
['\\ltcc', '⪦'],
|
|||
|
|
['\\gtcc', '⪧'],
|
|||
|
|
['\\smte', '⪬'],
|
|||
|
|
['\\late', '⪭'],
|
|||
|
|
['\\Prec', '⪻'],
|
|||
|
|
['\\Succ', '⪼'],
|
|||
|
|
['\\csub', '⫏'],
|
|||
|
|
['\\csup', '⫐'],
|
|||
|
|
['\\mlcp', '⫛'],
|
|||
|
|
['\\Barv', '⫧'],
|
|||
|
|
['\\vBar', '⫨'],
|
|||
|
|
['\\barV', '⫪'],
|
|||
|
|
['\\Vbar', '⫫'],
|
|||
|
|
['\\Perp', '⫫'],
|
|||
|
|
['\\bNot', '⫭'],
|
|||
|
|
['\\mbfA', '𝐀'],
|
|||
|
|
['\\mbfB', '𝐁'],
|
|||
|
|
['\\mbfC', '𝐂'],
|
|||
|
|
['\\mbfD', '𝐃'],
|
|||
|
|
['\\mbfE', '𝐄'],
|
|||
|
|
['\\mbfF', '𝐅'],
|
|||
|
|
['\\mbfG', '𝐆'],
|
|||
|
|
['\\mbfH', '𝐇'],
|
|||
|
|
['\\mbfI', '𝐈'],
|
|||
|
|
['\\mbfJ', '𝐉'],
|
|||
|
|
['\\mbfK', '𝐊'],
|
|||
|
|
['\\mbfL', '𝐋'],
|
|||
|
|
['\\mbfM', '𝐌'],
|
|||
|
|
['\\mbfN', '𝐍'],
|
|||
|
|
['\\mbfO', '𝐎'],
|
|||
|
|
['\\mbfP', '𝐏'],
|
|||
|
|
['\\mbfQ', '𝐐'],
|
|||
|
|
['\\mbfR', '𝐑'],
|
|||
|
|
['\\mbfS', '𝐒'],
|
|||
|
|
['\\mbfT', '𝐓'],
|
|||
|
|
['\\mbfU', '𝐔'],
|
|||
|
|
['\\mbfV', '𝐕'],
|
|||
|
|
['\\mbfW', '𝐖'],
|
|||
|
|
['\\mbfX', '𝐗'],
|
|||
|
|
['\\mbfY', '𝐘'],
|
|||
|
|
['\\mbfZ', '𝐙'],
|
|||
|
|
['\\mbfa', '𝐚'],
|
|||
|
|
['\\mbfb', '𝐛'],
|
|||
|
|
['\\mbfc', '𝐜'],
|
|||
|
|
['\\mbfd', '𝐝'],
|
|||
|
|
['\\mbfe', '𝐞'],
|
|||
|
|
['\\mbff', '𝐟'],
|
|||
|
|
['\\mbfg', '𝐠'],
|
|||
|
|
['\\mbfh', '𝐡'],
|
|||
|
|
['\\mbfi', '𝐢'],
|
|||
|
|
['\\mbfj', '𝐣'],
|
|||
|
|
['\\mbfk', '𝐤'],
|
|||
|
|
['\\mbfl', '𝐥'],
|
|||
|
|
['\\mbfm', '𝐦'],
|
|||
|
|
['\\mbfn', '𝐧'],
|
|||
|
|
['\\mbfo', '𝐨'],
|
|||
|
|
['\\mbfp', '𝐩'],
|
|||
|
|
['\\mbfq', '𝐪'],
|
|||
|
|
['\\mbfr', '𝐫'],
|
|||
|
|
['\\mbfs', '𝐬'],
|
|||
|
|
['\\mbft', '𝐭'],
|
|||
|
|
['\\mbfu', '𝐮'],
|
|||
|
|
['\\mbfv', '𝐯'],
|
|||
|
|
['\\mbfw', '𝐰'],
|
|||
|
|
['\\mbfx', '𝐱'],
|
|||
|
|
['\\mbfy', '𝐲'],
|
|||
|
|
['\\mbfz', '𝐳'],
|
|||
|
|
['\\mitA', '𝐴'],
|
|||
|
|
['\\mitB', '𝐵'],
|
|||
|
|
['\\mitC', '𝐶'],
|
|||
|
|
['\\mitD', '𝐷'],
|
|||
|
|
['\\mitE', '𝐸'],
|
|||
|
|
['\\mitF', '𝐹'],
|
|||
|
|
['\\mitG', '𝐺'],
|
|||
|
|
['\\mitH', '𝐻'],
|
|||
|
|
['\\mitI', '𝐼'],
|
|||
|
|
['\\mitJ', '𝐽'],
|
|||
|
|
['\\mitK', '𝐾'],
|
|||
|
|
['\\mitL', '𝐿'],
|
|||
|
|
['\\mitM', '𝑀'],
|
|||
|
|
['\\mitN', '𝑁'],
|
|||
|
|
['\\mitO', '𝑂'],
|
|||
|
|
['\\mitP', '𝑃'],
|
|||
|
|
['\\mitQ', '𝑄'],
|
|||
|
|
['\\mitR', '𝑅'],
|
|||
|
|
['\\mitS', '𝑆'],
|
|||
|
|
['\\mitT', '𝑇'],
|
|||
|
|
['\\mitU', '𝑈'],
|
|||
|
|
['\\mitV', '𝑉'],
|
|||
|
|
['\\mitW', '𝑊'],
|
|||
|
|
['\\mitX', '𝑋'],
|
|||
|
|
['\\mitY', '𝑌'],
|
|||
|
|
['\\mitZ', '𝑍'],
|
|||
|
|
['\\mita', '𝑎'],
|
|||
|
|
['\\mitb', '𝑏'],
|
|||
|
|
['\\mitc', '𝑐'],
|
|||
|
|
['\\mitd', '𝑑'],
|
|||
|
|
['\\mite', '𝑒'],
|
|||
|
|
['\\mitf', '𝑓'],
|
|||
|
|
['\\mitg', '𝑔'],
|
|||
|
|
['\\miti', '𝑖'],
|
|||
|
|
['\\mitj', '𝑗'],
|
|||
|
|
['\\mitk', '𝑘'],
|
|||
|
|
['\\mitl', '𝑙'],
|
|||
|
|
['\\mitm', '𝑚'],
|
|||
|
|
['\\mitn', '𝑛'],
|
|||
|
|
['\\mito', '𝑜'],
|
|||
|
|
['\\mitp', '𝑝'],
|
|||
|
|
['\\mitq', '𝑞'],
|
|||
|
|
['\\mitr', '𝑟'],
|
|||
|
|
['\\mits', '𝑠'],
|
|||
|
|
['\\mitt', '𝑡'],
|
|||
|
|
['\\mitu', '𝑢'],
|
|||
|
|
['\\mitv', '𝑣'],
|
|||
|
|
['\\mitw', '𝑤'],
|
|||
|
|
['\\mitx', '𝑥'],
|
|||
|
|
['\\mity', '𝑦'],
|
|||
|
|
['\\mitz', '𝑧'],
|
|||
|
|
['\\BbbA', '𝔸'],
|
|||
|
|
['\\BbbB', '𝔹'],
|
|||
|
|
['\\BbbD', '𝔻'],
|
|||
|
|
['\\BbbE', '𝔼'],
|
|||
|
|
['\\BbbF', '𝔽'],
|
|||
|
|
['\\BbbG', '𝔾'],
|
|||
|
|
['\\BbbI', '𝕀'],
|
|||
|
|
['\\BbbJ', '𝕁'],
|
|||
|
|
['\\BbbK', '𝕂'],
|
|||
|
|
['\\BbbL', '𝕃'],
|
|||
|
|
['\\BbbM', '𝕄'],
|
|||
|
|
['\\BbbO', '𝕆'],
|
|||
|
|
['\\BbbS', '𝕊'],
|
|||
|
|
['\\BbbT', '𝕋'],
|
|||
|
|
['\\BbbU', '𝕌'],
|
|||
|
|
['\\BbbV', '𝕍'],
|
|||
|
|
['\\BbbW', '𝕎'],
|
|||
|
|
['\\BbbX', '𝕏'],
|
|||
|
|
['\\BbbY', '𝕐'],
|
|||
|
|
['\\Bbba', '𝕒'],
|
|||
|
|
['\\Bbbb', '𝕓'],
|
|||
|
|
['\\Bbbc', '𝕔'],
|
|||
|
|
['\\Bbbd', '𝕕'],
|
|||
|
|
['\\Bbbe', '𝕖'],
|
|||
|
|
['\\Bbbf', '𝕗'],
|
|||
|
|
['\\Bbbg', '𝕘'],
|
|||
|
|
['\\Bbbh', '𝕙'],
|
|||
|
|
['\\Bbbi', '𝕚'],
|
|||
|
|
['\\Bbbj', '𝕛'],
|
|||
|
|
['\\Bbbk', '𝕜'],
|
|||
|
|
['\\Bbbl', '𝕝'],
|
|||
|
|
['\\Bbbm', '𝕞'],
|
|||
|
|
['\\Bbbn', '𝕟'],
|
|||
|
|
['\\Bbbo', '𝕠'],
|
|||
|
|
['\\Bbbp', '𝕡'],
|
|||
|
|
['\\Bbbq', '𝕢'],
|
|||
|
|
['\\Bbbr', '𝕣'],
|
|||
|
|
['\\Bbbs', '𝕤'],
|
|||
|
|
['\\Bbbt', '𝕥'],
|
|||
|
|
['\\Bbbu', '𝕦'],
|
|||
|
|
['\\Bbbv', '𝕧'],
|
|||
|
|
['\\Bbbw', '𝕨'],
|
|||
|
|
['\\Bbbx', '𝕩'],
|
|||
|
|
['\\Bbby', '𝕪'],
|
|||
|
|
['\\Bbbz', '𝕫'],
|
|||
|
|
['\\mttA', '𝙰'],
|
|||
|
|
['\\mttB', '𝙱'],
|
|||
|
|
['\\mttC', '𝙲'],
|
|||
|
|
['\\mttD', '𝙳'],
|
|||
|
|
['\\mttE', '𝙴'],
|
|||
|
|
['\\mttF', '𝙵'],
|
|||
|
|
['\\mttG', '𝙶'],
|
|||
|
|
['\\mttH', '𝙷'],
|
|||
|
|
['\\mttI', '𝙸'],
|
|||
|
|
['\\mttJ', '𝙹'],
|
|||
|
|
['\\mttK', '𝙺'],
|
|||
|
|
['\\mttL', '𝙻'],
|
|||
|
|
['\\mttM', '𝙼'],
|
|||
|
|
['\\mttN', '𝙽'],
|
|||
|
|
['\\mttO', '𝙾'],
|
|||
|
|
['\\mttP', '𝙿'],
|
|||
|
|
['\\mttQ', '𝚀'],
|
|||
|
|
['\\mttR', '𝚁'],
|
|||
|
|
['\\mttS', '𝚂'],
|
|||
|
|
['\\mttT', '𝚃'],
|
|||
|
|
['\\mttU', '𝚄'],
|
|||
|
|
['\\mttV', '𝚅'],
|
|||
|
|
['\\mttW', '𝚆'],
|
|||
|
|
['\\mttX', '𝚇'],
|
|||
|
|
['\\mttY', '𝚈'],
|
|||
|
|
['\\mttZ', '𝚉'],
|
|||
|
|
['\\mtta', '𝚊'],
|
|||
|
|
['\\mttb', '𝚋'],
|
|||
|
|
['\\mttc', '𝚌'],
|
|||
|
|
['\\mttd', '𝚍'],
|
|||
|
|
['\\mtte', '𝚎'],
|
|||
|
|
['\\mttf', '𝚏'],
|
|||
|
|
['\\mttg', '𝚐'],
|
|||
|
|
['\\mtth', '𝚑'],
|
|||
|
|
['\\mtti', '𝚒'],
|
|||
|
|
['\\mttj', '𝚓'],
|
|||
|
|
['\\mttk', '𝚔'],
|
|||
|
|
['\\mttl', '𝚕'],
|
|||
|
|
['\\mttm', '𝚖'],
|
|||
|
|
['\\mttn', '𝚗'],
|
|||
|
|
['\\mtto', '𝚘'],
|
|||
|
|
['\\mttp', '𝚙'],
|
|||
|
|
['\\mttq', '𝚚'],
|
|||
|
|
['\\mttr', '𝚛'],
|
|||
|
|
['\\mtts', '𝚜'],
|
|||
|
|
['\\mttt', '𝚝'],
|
|||
|
|
['\\mttu', '𝚞'],
|
|||
|
|
['\\mttv', '𝚟'],
|
|||
|
|
['\\mttw', '𝚠'],
|
|||
|
|
['\\mttx', '𝚡'],
|
|||
|
|
['\\mtty', '𝚢'],
|
|||
|
|
['\\mttz', '𝚣'],
|
|||
|
|
['\\leq', '≤'],
|
|||
|
|
['\\Cup', '⋓'],
|
|||
|
|
['\\Psi', 'Ψ'],
|
|||
|
|
['\\neq', '≠'],
|
|||
|
|
['\\k{}', '˛'],
|
|||
|
|
['\\={}', '‾'],
|
|||
|
|
['\\H{}', '˝'],
|
|||
|
|
['\\cup', '∪'],
|
|||
|
|
['\\geq', '≥'],
|
|||
|
|
['\\mho', '℧'],
|
|||
|
|
['\\Dzh', 'Џ'],
|
|||
|
|
['\\cap', '∩'],
|
|||
|
|
['\\bot', '⊥'],
|
|||
|
|
['\\psi', 'ψ'],
|
|||
|
|
['\\chi', 'χ'],
|
|||
|
|
['\\c{}', '¸'],
|
|||
|
|
['\\Phi', 'Φ'],
|
|||
|
|
['\\ast', '*'],
|
|||
|
|
['\\ell', 'ℓ'],
|
|||
|
|
['\\top', '⊤'],
|
|||
|
|
['\\lll', '⋘'],
|
|||
|
|
['\\tau', 'τ'],
|
|||
|
|
['\\Cap', '⋒'],
|
|||
|
|
['\\sad', '☹'],
|
|||
|
|
['\\iff', '⇔'],
|
|||
|
|
['\\eta', 'η'],
|
|||
|
|
['\\eth', 'ð'],
|
|||
|
|
['\\d{}', '̣'],
|
|||
|
|
['\\rho', 'ρ'],
|
|||
|
|
['\\dzh', 'џ'],
|
|||
|
|
['\\div', '÷'],
|
|||
|
|
['\\phi', 'ϕ'],
|
|||
|
|
['\\Rsh', '↱'],
|
|||
|
|
['\\vee', '∨'],
|
|||
|
|
['\\b{}', 'ˍ'],
|
|||
|
|
['\\t{}', '͡'],
|
|||
|
|
['\\int', '∫'],
|
|||
|
|
['\\sim', '∼'],
|
|||
|
|
['\\r{}', '˚'],
|
|||
|
|
['\\Lsh', '↰'],
|
|||
|
|
['\\yen', '¥'],
|
|||
|
|
['\\ggg', '⋙'],
|
|||
|
|
['\\mid', '∣'],
|
|||
|
|
['\\sum', '∑'],
|
|||
|
|
['\\neg', '¬'],
|
|||
|
|
['\\Dot', '̇'],
|
|||
|
|
['\\not', '̸'],
|
|||
|
|
['\\cat', '⁀'],
|
|||
|
|
['\\Vec', '⃗'],
|
|||
|
|
['\\Mho', '℧'],
|
|||
|
|
['\\Yup', '⅄'],
|
|||
|
|
['\\fun', '→'],
|
|||
|
|
['\\rel', '↔'],
|
|||
|
|
['\\inj', '↣'],
|
|||
|
|
['\\exi', '∃'],
|
|||
|
|
['\\nin', '∉'],
|
|||
|
|
['\\nni', '∌'],
|
|||
|
|
['\\QED', '∎'],
|
|||
|
|
['\\lor', '∨'],
|
|||
|
|
['\\nis', '⋼'],
|
|||
|
|
['25\\%', '░'],
|
|||
|
|
['50\\%', '▒'],
|
|||
|
|
['75\\%', '▓'],
|
|||
|
|
['\\RHD', '▶'],
|
|||
|
|
['\\rhd', '▷'],
|
|||
|
|
['\\LHD', '◀'],
|
|||
|
|
['\\lhd', '◁'],
|
|||
|
|
['\\Sun', '☉'],
|
|||
|
|
['\\sun', '☼'],
|
|||
|
|
['\\boy', '♂'],
|
|||
|
|
['\\leo', '♌'],
|
|||
|
|
['\\Leo', '♌'],
|
|||
|
|
['\\bij', '⤖'],
|
|||
|
|
['\\Vee', '⩔'],
|
|||
|
|
['\\lgE', '⪑'],
|
|||
|
|
['\\glE', '⪒'],
|
|||
|
|
['\\glj', '⪤'],
|
|||
|
|
['\\gla', '⪥'],
|
|||
|
|
['\\smt', '⪪'],
|
|||
|
|
['\\lat', '⪫'],
|
|||
|
|
['\\Top', '⫪'],
|
|||
|
|
['\\Bot', '⫫'],
|
|||
|
|
['\\Not', '⫬'],
|
|||
|
|
['\\Dz', 'Ѕ'],
|
|||
|
|
['\\Re', 'ℜ'],
|
|||
|
|
['\\oe', 'œ'],
|
|||
|
|
['\\DH', 'Ð'],
|
|||
|
|
['\\ll', '≪'],
|
|||
|
|
['\\ng', 'ŋ'],
|
|||
|
|
['\\\'G', 'Ѓ'],
|
|||
|
|
['\\wr', '≀'],
|
|||
|
|
['\\wp', '℘'],
|
|||
|
|
['\\=I', 'І'],
|
|||
|
|
['\\:)', '☺'],
|
|||
|
|
['\\:(', '☹'],
|
|||
|
|
['\\AE', 'Æ'],
|
|||
|
|
['\\AA', 'Å'],
|
|||
|
|
['\\ss', 'ß'],
|
|||
|
|
['\\dz', 'ѕ'],
|
|||
|
|
['\\ae', 'æ'],
|
|||
|
|
['\\aa', 'å'],
|
|||
|
|
['\\th', 'þ'],
|
|||
|
|
['\\to', '→'],
|
|||
|
|
['\\Pi', 'Π'],
|
|||
|
|
['\\mp', '∓'],
|
|||
|
|
['\\Im', 'ℑ'],
|
|||
|
|
['\\pm', '±'],
|
|||
|
|
['\\pi', 'π'],
|
|||
|
|
['\\"I', 'Ї'],
|
|||
|
|
['\\\'C', 'Ћ'],
|
|||
|
|
['\\in', '∈'],
|
|||
|
|
['\\\'K', 'Ќ'],
|
|||
|
|
['\\\'k', 'ќ'],
|
|||
|
|
['\\\'c', 'ћ'],
|
|||
|
|
['\\\'g', 'ѓ'],
|
|||
|
|
['\\ni', '∋'],
|
|||
|
|
['\\ne', '≠'],
|
|||
|
|
['\\TH', 'Þ'],
|
|||
|
|
['\\Xi', 'Ξ'],
|
|||
|
|
['\\nu', 'ν'],
|
|||
|
|
['\\NG', 'Ŋ'],
|
|||
|
|
['\\:G', '㋡'],
|
|||
|
|
['\\xi', 'ξ'],
|
|||
|
|
['\\OE', 'Œ'],
|
|||
|
|
['\\gg', '≫'],
|
|||
|
|
['\\DJ', 'Đ'],
|
|||
|
|
['\\=e', 'є'],
|
|||
|
|
['\\=E', 'Є'],
|
|||
|
|
['\\mu', 'μ'],
|
|||
|
|
['\\dj', 'đ'],
|
|||
|
|
['\\DD', 'ⅅ'],
|
|||
|
|
['\\dd', 'ⅆ'],
|
|||
|
|
['\\ee', 'ⅇ'],
|
|||
|
|
['\\ii', 'ⅈ'],
|
|||
|
|
['\\jj', 'ⅉ'],
|
|||
|
|
['\\AC', '∿'],
|
|||
|
|
['\\le', '≤'],
|
|||
|
|
['\\ge', '≥'],
|
|||
|
|
['\\Lt', '⪡'],
|
|||
|
|
['\\Gt', '⪢'],
|
|||
|
|
['\\:', ' '],
|
|||
|
|
['\\;', ' '],
|
|||
|
|
['\\&', '&'],
|
|||
|
|
['\\$', '$'],
|
|||
|
|
['\\%', '%'],
|
|||
|
|
['\\#', '#'],
|
|||
|
|
['\\,', ' '],
|
|||
|
|
['\\-', ''],
|
|||
|
|
['\\S', '§'],
|
|||
|
|
['\\P', '¶'],
|
|||
|
|
['\\O', 'Ø'],
|
|||
|
|
['\\L', 'Ł'],
|
|||
|
|
['\\}', '}'],
|
|||
|
|
['\\o', 'ø'],
|
|||
|
|
['\\l', 'ł'],
|
|||
|
|
['\\h', 'ℎ'],
|
|||
|
|
['\\i', 'ℹ'],
|
|||
|
|
['\\_', '_'],
|
|||
|
|
['\\{', '{'],
|
|||
|
|
['\\|', '‖'],
|
|||
|
|
['-', '−'],
|
|||
|
|
];
|
|||
|
|
|
|||
|
|
export const combiningmarks = [
|
|||
|
|
['\\doubleunderline', '\u0333'],
|
|||
|
|
['\\strikethrough', '\u0335'],
|
|||
|
|
['\\underline', '\u0332'],
|
|||
|
|
['\\overline', '\u0305'],
|
|||
|
|
['\\tilde', '\u0303'],
|
|||
|
|
['\\grave', '\u0300'],
|
|||
|
|
['\\acute', '\u0301'],
|
|||
|
|
['\\slash', '\u0338'],
|
|||
|
|
['\\breve', '\u0306'],
|
|||
|
|
['\\ddot', '\u0308'],
|
|||
|
|
['\\dot', '\u0307'],
|
|||
|
|
['\\bar', '\u0305'],
|
|||
|
|
['\\vec', '\u20d7'],
|
|||
|
|
['\\hat', '\u0302'],
|
|||
|
|
];
|
|||
|
|
|
|||
|
|
export const subsuperscripts = [
|
|||
|
|
['_x', 'ₓ'],
|
|||
|
|
['_v', 'ᵥ'],
|
|||
|
|
['_u', 'ᵤ'],
|
|||
|
|
['_t', 'ₜ'],
|
|||
|
|
['_s', 'ₛ'],
|
|||
|
|
['_r', 'ᵣ'],
|
|||
|
|
['_p', 'ₚ'],
|
|||
|
|
['_o', 'ₒ'],
|
|||
|
|
['_n', 'ₙ'],
|
|||
|
|
['_m', 'ₘ'],
|
|||
|
|
['_l', 'ₗ'],
|
|||
|
|
['_k', 'ₖ'],
|
|||
|
|
['_j', 'ⱼ'],
|
|||
|
|
['_i', 'ᵢ'],
|
|||
|
|
['_h', 'ₕ'],
|
|||
|
|
['_e', 'ₑ'],
|
|||
|
|
['_a', 'ₐ'],
|
|||
|
|
['^∫', 'ᶴ'],
|
|||
|
|
['_>', '˲'],
|
|||
|
|
['_=', '₌'],
|
|||
|
|
['_<', '˱'],
|
|||
|
|
['_9', '₉'],
|
|||
|
|
['_8', '₈'],
|
|||
|
|
['_7', '₇'],
|
|||
|
|
['_6', '₆'],
|
|||
|
|
['_5', '₅'],
|
|||
|
|
['_4', '₄'],
|
|||
|
|
['_3', '₃'],
|
|||
|
|
['_2', '₂'],
|
|||
|
|
['_1', '₁'],
|
|||
|
|
['_0', '₀'],
|
|||
|
|
['_-', '₋'],
|
|||
|
|
['_−', '₋'],
|
|||
|
|
['_+', '₊'],
|
|||
|
|
['_)', '₎'],
|
|||
|
|
['_(', '₍'],
|
|||
|
|
['_ρ', 'ᵨ'],
|
|||
|
|
['_χ', 'ᵪ'],
|
|||
|
|
['_φ', 'ᵩ'],
|
|||
|
|
['_β', 'ᵦ'],
|
|||
|
|
['_γ', 'ᵧ'],
|
|||
|
|
['^φ', 'ᵠ'],
|
|||
|
|
['^χ', 'ᵡ'],
|
|||
|
|
['^δ', 'ᵟ'],
|
|||
|
|
['^γ', 'ᵞ'],
|
|||
|
|
['^β', 'ᵝ'],
|
|||
|
|
['^8', '⁸'],
|
|||
|
|
['^9', '⁹'],
|
|||
|
|
['^<', '˂'],
|
|||
|
|
['^=', '⁼'],
|
|||
|
|
['^>', '˃'],
|
|||
|
|
['^0', '⁰'],
|
|||
|
|
['^1', '¹'],
|
|||
|
|
['^2', '²'],
|
|||
|
|
['^3', '³'],
|
|||
|
|
['^4', '⁴'],
|
|||
|
|
['^5', '⁵'],
|
|||
|
|
['^6', '⁶'],
|
|||
|
|
['^7', '⁷'],
|
|||
|
|
['^(', '⁽'],
|
|||
|
|
['^)', '⁾'],
|
|||
|
|
['^*', '*'],
|
|||
|
|
['^+', '⁺'],
|
|||
|
|
['^-', '⁻'],
|
|||
|
|
['^−', '⁻'],
|
|||
|
|
['^.', 'ᐧ'],
|
|||
|
|
['^P', 'ᴾ'],
|
|||
|
|
['^R', 'ᴿ'],
|
|||
|
|
['^T', 'ᵀ'],
|
|||
|
|
['^U', 'ᵁ'],
|
|||
|
|
['^V', 'ᄑ'],
|
|||
|
|
['^W', 'ᵂ'],
|
|||
|
|
['^H', 'ᴴ'],
|
|||
|
|
['^I', 'ᴵ'],
|
|||
|
|
['^J', 'ᴶ'],
|
|||
|
|
['^K', 'ᴷ'],
|
|||
|
|
['^L', 'ᴸ'],
|
|||
|
|
['^M', 'ᴹ'],
|
|||
|
|
['^N', 'ᴺ'],
|
|||
|
|
['^O', 'ᴼ'],
|
|||
|
|
['^A', 'ᴬ'],
|
|||
|
|
['^B', 'ᴮ'],
|
|||
|
|
['^D', 'ᴰ'],
|
|||
|
|
['^E', 'ᴱ'],
|
|||
|
|
['^G', 'ᴳ'],
|
|||
|
|
['^x', 'ˣ'],
|
|||
|
|
['^y', 'ʸ'],
|
|||
|
|
['^z', 'ᶻ'],
|
|||
|
|
['^p', 'ᵖ'],
|
|||
|
|
['^r', 'ʳ'],
|
|||
|
|
['^s', 'ˢ'],
|
|||
|
|
['^t', 'ᵗ'],
|
|||
|
|
['^u', 'ᵘ'],
|
|||
|
|
['^v', 'ᵛ'],
|
|||
|
|
['^w', 'ʷ'],
|
|||
|
|
['^h', 'ʰ'],
|
|||
|
|
['^i', 'ⁱ'],
|
|||
|
|
['^j', 'ʲ'],
|
|||
|
|
['^k', 'ᵏ'],
|
|||
|
|
['^l', 'ˡ'],
|
|||
|
|
['^m', 'ᵐ'],
|
|||
|
|
['^n', 'ⁿ'],
|
|||
|
|
['^o', 'ᵒ'],
|
|||
|
|
['^a', 'ᵃ'],
|
|||
|
|
['^b', 'ᵇ'],
|
|||
|
|
['^c', 'ᶜ'],
|
|||
|
|
['^d', 'ᵈ'],
|
|||
|
|
['^e', 'ᵉ'],
|
|||
|
|
['^f', 'ᶠ'],
|
|||
|
|
['^g', 'ᵍ'],
|
|||
|
|
];
|