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[elpa] master a6728b4 3/4: Squashed 'packages/math-symbol-lists/' change
|
From: |
Vitalie Spinu |
|
Subject: |
[elpa] master a6728b4 3/4: Squashed 'packages/math-symbol-lists/' changes from d11f74fef..dbf4a6d26 |
|
Date: |
Tue, 7 May 2019 04:58:24 -0400 (EDT) |
branch: master
commit a6728b4bb838be7417bb86d16837be8583005b99
Author: Vitalie Spinu <address@hidden>
Commit: Vitalie Spinu <address@hidden>
Squashed 'packages/math-symbol-lists/' changes from d11f74fef..dbf4a6d26
dbf4a6d26 Fix checkdoc
e15ec26a0 Add PILCROW symbol
1af8fdcab Version 1.2
6d2ba0af3 [Fix #5] Add subscript and superscripts lists
751766141 Docs
b540f6720 Add known consumers of this package
5bf2a0501 Add W3C source
371596177 Update readme
3eea8b2ea Clarify docs of math-symbol-list-packages
335bbf8c5 Fix inconsistent formatting of the base list
9b47ab5d6 Add build utilities to the repo
0d14c1770 [Fix #2, fix #3] Cleanup basic list and add LaTeX package symbols
list
git-subtree-dir: packages/math-symbol-lists
git-subtree-split: dbf4a6d26c1b54e2106d0fc86f16651717139fb8
---
math-symbol-lists.el | 6589 +++++++++++++++++++++++++++-----------------------
msl-build.el | 145 ++
readme.md | 15 +-
3 files changed, 3748 insertions(+), 3001 deletions(-)
diff --git a/math-symbol-lists.el b/math-symbol-lists.el
index ff19e7d..dd847dc 100644
--- a/math-symbol-lists.el
+++ b/math-symbol-lists.el
@@ -1,10 +1,10 @@
;;; math-symbol-lists.el --- Lists of Unicode math symbols and latex commands
;;
;; Copyright (C) 2014 Free Software Foundation, Inc.
-;; Author: Vitalie Spinu
+;; Author: Vitalie Spinu <address@hidden>
;; URL: https://github.com/vspinu/math-symbol-lists
;; Keywords: Unicode, symbols, mathematics
-;; Version: 1.1
+;; Version: 1.2
;;
;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
;;
@@ -34,2973 +34,27 @@
;;
;; Defined (a)lists are:
;;
-;; symbols-math-basic
-;; symbols-math-extended
-;; symbols-latex-commands
+;; `math-symbol-list-basic`
+;; `math-symbol-list-extended`
+;; `math-symbol-list-packages`
+;; `math-symbol-list-latex-commands`
+;;
+;; Sources:
+;;
+;; [1] http://milde.users.sourceforge.net/LUCR/Math/
+;; [2] https://github.com/wspr/unicode-math/blob/master/unicode-math-table.tex
+;; [3] http://milde.users.sourceforge.net/LUCR/Math/data/unimathsymbols.txt
+;; [4] M-x describe-input-method TeX
+;; [5] `LaTeX-math-default' in AucTeX package
+;; [6] LaTeX 2 unicode: https://www.cl.cam.ac.uk/%7Emgk25/ucs/examples/TeX.txt
+;; [7] W3C math WG: https://www.w3.org/2003/entities/2007xml/unicode.xml
;;
;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
;;
;;; Code:
-(defconst math-symbol-list-basic
- '(("Greek Lowercase" "\\alpha" #X3B1)
- ("Greek Lowercase" "\\beta" #X3B2)
- ("Greek Lowercase" "\\gamma" #X3B3)
- ("Greek Lowercase" "\\delta" #X3B4)
- ("Greek Lowercase" "\\epsilon" #X3F5)
- ("Greek Lowercase" "\\zeta" #X3B6)
- ("Greek Lowercase" "\\eta" #X3B7)
- ("Greek Lowercase" "\\theta" #X3B8)
- ("Greek Lowercase" "\\iota" #X3B9)
- ("Greek Lowercase" "\\kappa" #X3BA)
- ("Greek Lowercase" "\\lambda" #X3BB)
- ("Greek Lowercase" "\\mu" #X3BC)
- ("Greek Lowercase" "\\nu" #X3BD)
- ("Greek Lowercase" "\\xi" #X3BE)
- ("Greek Lowercase" "\\pi" #X3C0)
- ("Greek Lowercase" "\\rho" #X3C1)
- ("Greek Lowercase" "\\sigma" #X3C3)
- ("Greek Lowercase" "\\tau" #X3C4)
- ("Greek Lowercase" "\\upsilon" #X3C5)
- ("Greek Lowercase" "\\phi" #X3D5)
- ("Greek Lowercase" "\\chi" #X3C7)
- ("Greek Lowercase" "\\psi" #X3C8)
- ("Greek Lowercase" "\\omega" #X3C9)
- ("Greek Lowercase" "\\varepsilon" #X3B5)
- ("Greek Lowercase" "\\vartheta" #X3D1)
- ("Greek Lowercase" "\\varpi" #X3D6)
- ("Greek Lowercase" "\\varrho" #X3F1)
- ("Greek Lowercase" "\\varsigma" #X3C2)
- ("Greek Lowercase" "\\varphi" #X3C6)
- ("Greek Uppercase" "\\Gamma" #X393)
- ("Greek Uppercase" "\\Delta" #X394)
- ("Greek Uppercase" "\\Theta" #X398)
- ("Greek Uppercase" "\\Lambda" #X39B)
- ("Greek Uppercase" "\\Xi" #X39E)
- ("Greek Uppercase" "\\Pi" #X3A0)
- ("Greek Uppercase" "\\Sigma" #X3A3)
- ("Greek Uppercase" "\\Upsilon" #X3D2)
- ("Greek Uppercase" "\\Phi" #X3A6)
- ("Greek Uppercase" "\\Psi" #X3A8)
- ("Greek Uppercase" "\\Omega" #X3A9)
- ("Binary Op" "\\pm" #XB1)
- ("Binary Op" "\\mp" #X2213)
- ("Binary Op" "\\times" #XD7)
- ("Binary Op" "\\div" #XF7)
- ("Binary Op" "\\ast" #X2217)
- ("Binary Op" "\\star" #X22C6)
- ("Binary Op" "\\circ" #X2218)
- ("Binary Op" "\\bullet" #X2219)
- ("Binary Op" "\\cdot" #X22C5)
- ("Binary Op" "\\cap" #X2229)
- ("Binary Op" "\\cup" #X222A)
- ("Binary Op" "\\uplus" #X228E)
- ("Binary Op" "\\sqcap" #X2293)
- ("Binary Op" "\\vee" #X2228)
- ("Binary Op" "\\wedge" #X2227)
- ("Binary Op" "\\setminus" #X2216)
- ("Binary Op" "\\wr" #X2240)
- ("Binary Op" "\\diamond" #X22C4)
- ("Binary Op" "\\bigtriangleup" #X25B3)
- ("Binary Op" "\\bigtriangledown" #X25BD)
- ("Binary Op" "\\triangleleft" #X25C1)
- ("Binary Op" "\\triangleright" #X25B7)
- ("Binary Op" "\\lhd")
- ("Binary Op" "\\rhd")
- ("Binary Op" "\\unlhd")
- ("Binary Op" "\\unrhd")
- ("Binary Op" "\\oplus" #X2295)
- ("Binary Op" "\\ominus" #X2296)
- ("Binary Op" "\\otimes" #X2297)
- ("Binary Op" "\\oslash" #X2205)
- ("Binary Op" "\\odot" #X2299)
- ("Binary Op" "\\bigcirc" #X25CB)
- ("Binary Op" "\\dagger" #X2020)
- ("Binary Op" "\\ddagger" #X2021)
- ("Binary Op" "\\amalg" #X2A3F)
- ("Relational" "\\leq" #X2264)
- ("Relational" "\\geq" #X2265)
- ("Relational" "\\qed" #X220E)
- ("Relational" "\\equiv" #X2261)
- ("Relational" "\\models" #X22A7)
- ("Relational" "\\prec" #X227A)
- ("Relational" "\\succ" #X227B)
- ("Relational" "\\sim" #X223C)
- ("Relational" "\\perp" #X27C2)
- ("Relational" "\\preceq" #X2AAF)
- ("Relational" "\\succeq" #X2AB0)
- ("Relational" "\\simeq" #X2243)
- ("Relational" "\\mid" #X2223)
- ("Relational" "\\ll" #X226A)
- ("Relational" "\\gg" #X226B)
- ("Relational" "\\asymp" #X224D)
- ("Relational" "\\parallel" #X2225)
- ("Relational" "\\subset" #X2282)
- ("Relational" "\\supset" #X2283)
- ("Relational" "\\approx" #X2248)
- ("Relational" "\\bowtie" #X22C8)
- ("Relational" "\\subseteq" #X2286)
- ("Relational" "\\supseteq" #X2287)
- ("Relational" "\\cong" #X2245)
- ("Relational" "\\Join" #X2A1D)
- ("Relational" "\\sqsubset" #X228F)
- ("Relational" "\\sqsupset" #X2290)
- ("Relational" "\\neq" #X2260)
- ("Relational" "\\smile" #X2323)
- ("Relational" "\\sqsubseteq" #X2291)
- ("Relational" "\\sqsupseteq" #X2292)
- ("Relational" "\\doteq" #X2250)
- ("Relational" "\\frown" #X2322)
- ("Relational" "\\in" #X2208)
- ("Relational" "\\ni" #X220B)
- ("Relational" "\\propto" #X221D)
- ("Relational" "\\vdash" #X22A2)
- ("Relational" "\\dashv" #X22A3)
- ("Arrows" "\\leftarrow" #X2190)
- ("Arrows" "\\Leftarrow" #X21D0)
- ("Arrows" "\\rightarrow" #X2192)
- ("Arrows" "\\Rightarrow" #X21D2)
- ("Arrows" "\\leftrightarrow" #X2194)
- ("Arrows" "\\Leftrightarrow" #X21D4)
- ("Arrows" "\\mapsto" #X21A6)
- ("Arrows" "\\hookleftarrow" #X21A9)
- ("Arrows" "\\leftharpoonup" #X21BC)
- ("Arrows" "\\leftharpoondown" #X21BD)
- ("Arrows" "\\longleftarrow" #X27F5)
- ("Arrows" "\\Longleftarrow" #X27F8)
- ("Arrows" "\\longrightarrow" #X27F6)
- ("Arrows" "\\Longrightarrow" #X27F9)
- ("Arrows" "\\longleftrightarrow" #X27F7)
- ("Arrows" "\\Longleftrightarrow" #X27FA)
- ("Arrows" "\\longmapsto" #X27FC)
- ("Arrows" "\\hookrightarrow" #X21AA)
- ("Arrows" "\\rightharpoonup" #X21C0)
- ("Arrows" "\\rightharpoondown" #X21C1)
- ("Arrows" "\\uparrow" #X2191)
- ("Arrows" "\\Uparrow" #X21D1)
- ("Arrows" "\\downarrow" #X2193)
- ("Arrows" "\\Downarrow" #X21D3)
- ("Arrows" "\\updownarrow" #X2195)
- ("Arrows" "\\Updownarrow" #X21D5)
- ("Arrows" "\\nearrow" #X2197)
- ("Arrows" "\\searrow" #X2198)
- ("Arrows" "\\swarrow" #X2199)
- ("Arrows" "\\nwarrow" #X2196)
- ("Punctuation" "\\ldots" #X2026)
- ("Punctuation" "\\cdots" #X22EF)
- ("Punctuation" "\\vdots" #X22EE)
- ("Punctuation" "\\ddots" #X22F1)
- ("Punctuation" "\\colon" #X3A)
- ("Misc Symbol" "\\nabla" #X2207)
- ("Misc Symbol" "\\aleph" #X2135)
- ("Misc Symbol" "\\prime" #X2032)
- ("Misc Symbol" "\\forall" #X2200)
- ("Misc Symbol" "\\infty" #X221E)
- ("Misc Symbol" "\\hbar" #X210F)
- ("Misc Symbol" "\\emptyset" #X2205)
- ("Misc Symbol" "\\exists" #X2203)
- ("Misc Symbol" "\\surd" #X221A)
- ("Misc Symbol" "\\Box")
- ("Misc Symbol" "\\triangle" #X25B3)
- ("Misc Symbol" "\\Diamond")
- ("Misc Symbol" "\\imath" #X131)
- ("Misc Symbol" "\\jmath" #X1D6A5)
- ("Misc Symbol" "\\ell" #X2113)
- ("Misc Symbol" "\\neg" #XAC)
- ("Misc Symbol" "\\not" #X338)
- ("Misc Symbol" "\\top" #X22A4)
- ("Misc Symbol" "\\flat" #X266D)
- ("Misc Symbol" "\\natural" #X266E)
- ("Misc Symbol" "\\sharp" #X266F)
- ("Misc Symbol" "\\wp" #X2118)
- ("Misc Symbol" "\\bot" #X22A5)
- ("Misc Symbol" "\\clubsuit" #X2663)
- ("Misc Symbol" "\\diamondsuit" #X2662)
- ("Misc Symbol" "\\heartsuit" #X2661)
- ("Misc Symbol" "\\spadesuit" #X2660)
- ("Misc Symbol" "\\mho" #X2127)
- ("Misc Symbol" "\\Re" #X211C)
- ("Misc Symbol" "\\Im" #X2111)
- ("Misc Symbol" "\\angle" #X2220)
- ("Misc Symbol" "\\partial" #X2202)
- ("Var Symbol" "\\sum" #X2211)
- ("Var Symbol" "\\prod" #X220F)
- ("Var Symbol" "\\coprod" #X2210)
- ("Var Symbol" "\\int" #X222B)
- ("Var Symbol" "\\oint" #X222E)
- ("Var Symbol" "\\bigcap" #X22C2)
- ("Var Symbol" "\\bigcup" #X22C3)
- ("Var Symbol" "\\bigsqcup" #X2A06)
- ("Var Symbol" "\\bigvee" #X22C1)
- ("Var Symbol" "\\bigwedge" #X22C0)
- ("Var Symbol" "\\bigodot" #X2A00)
- ("Var Symbol" "\\bigotimes" #X2A02)
- ("Var Symbol" "\\bigoplus" #X2A01)
- ("Var Symbol" "\\biguplus" #X2A04)
- ("Log-like" "\\arccos")
- ("Log-like" "\\arcsin")
- ("Log-like" "\\arctan")
- ("Log-like" "\\arg")
- ("Log-like" "\\cos")
- ("Log-like" "\\cosh")
- ("Log-like" "\\cot")
- ("Log-like" "\\coth")
- ("Log-like" "\\csc")
- ("Log-like" "\\deg")
- ("Log-like" "\\det")
- ("Log-like" "\\dim")
- ("Log-like" "\\exp")
- ("Log-like" "\\gcd")
- ("Log-like" "\\hom")
- ("Log-like" "\\inf")
- ("Log-like" "\\ker")
- ("Log-like" "\\lg")
- ("Log-like" "\\lim")
- ("Log-like" "\\liminf")
- ("Log-like" "\\limsup")
- ("Log-like" "\\ln")
- ("Log-like" "\\log")
- ("Log-like" "\\max")
- ("Log-like" "\\min")
- ("Log-like" "\\Pr")
- ("Log-like" "\\sec")
- ("Log-like" "\\sin")
- ("Log-like" "\\sinh")
- ("Log-like" "\\sup")
- ("Log-like" "\\tan")
- ("Log-like" "\\tanh")
- ("Delimiters" "\\{")
- ("Delimiters" "\\}")
- ("Delimiters" "\\lfloor" #X230A)
- ("Delimiters" "\\rfloor" #X230B)
- ("Delimiters" "\\lceil" #X2308)
- ("Delimiters" "\\rceil" #X2309)
- ("Delimiters" "\\langle" #X27E8)
- ("Delimiters" "\\rangle" #X27E9)
- ("Delimiters" "\\rmoustache" #X23B1)
- ("Delimiters" "\\lmoustache" #X23B0)
- ("Delimiters" "\\rgroup")
- ("Delimiters" "\\lgroup")
- ("Delimiters" "\\backslash" #X5C)
- ("Delimiters" "\\|")
- ("Delimiters" "\\arrowvert")
- ("Delimiters" "\\Arrowvert")
- ("Delimiters" "\\bracevert")
- ("Constructs" "\\widetilde" #X303)
- ("Constructs" "\\widehat" #X302)
- ("Constructs" "\\overleftarrow" #X20D6)
- ("Constructs" "\\overrightarrow")
- ("Constructs" "\\overline")
- ("Constructs" "\\underline")
- ("Constructs" "\\overbrace" #XFE37)
- ("Constructs" "\\underbrace" #XFE38)
- ("Constructs" "\\sqrt" #X221A)
- ("Constructs" "\\frac")
- ("Accents" "\\hat" #X302)
- ("Accents" "\\acute" #X301)
- ("Accents" "\\bar" #X304)
- ("Accents" "\\dot" #X307)
- ("Accents" "\\breve" #X306)
- ("Accents" "\\check" #X30C)
- ("Accents" "\\grave" #X300)
- ("Accents" "\\vec" #X20D7)
- ("Accents" "\\ddot" #X308)
- ("Accents" "\\tilde" #X303)
- ("AMS/Hebrew" "\\digamma" #X3DD)
- ("AMS/Hebrew" "\\varkappa" #X3F0)
- ("AMS/Hebrew" "\\beth" #X2136)
- ("AMS/Hebrew" "\\daleth" #X2138)
- ("AMS/Hebrew" "\\gimel" #X2137)
- ("AMS/Greek Uppercase" "\\varGamma")
- ("AMS/Greek Uppercase" "\\varDelta")
- ("AMS/Greek Uppercase" "\\varTheta")
- ("AMS/Greek Uppercase" "\\varLambda")
- ("AMS/Greek Uppercase" "\\varXi")
- ("AMS/Greek Uppercase" "\\varPi")
- ("AMS/Greek Uppercase" "\\varSigma")
- ("AMS/Greek Uppercase" "\\varUpsilon")
- ("AMS/Greek Uppercase" "\\varPhi")
- ("AMS/Greek Uppercase" "\\varPsi")
- ("AMS/Greek Uppercase" "\\varOmega")
- ("AMS/Arrows" "\\dashrightarrow")
- ("AMS/Arrows" "\\dashleftarrow")
- ("AMS/Arrows" "\\leftleftarrows" #X21C7)
- ("AMS/Arrows" "\\leftrightarrows" #X21C6)
- ("AMS/Arrows" "\\Lleftarrow" #X21DA)
- ("AMS/Arrows" "\\twoheadleftarrow" #X219E)
- ("AMS/Arrows" "\\leftarrowtail" #X21A2)
- ("AMS/Arrows" "\\looparrowleft" #X21AB)
- ("AMS/Arrows" "\\leftrightharpoons" #X21CB)
- ("AMS/Arrows" "\\curvearrowleft" #X21B6)
- ("AMS/Arrows" "\\circlearrowleft")
- ("AMS/Arrows" "\\Lsh" #X21B0)
- ("AMS/Arrows" "\\upuparrows" #X21C8)
- ("AMS/Arrows" "\\upharpoonleft" #X21BF)
- ("AMS/Arrows" "\\downharpoonleft" #X21C3)
- ("AMS/Arrows" "\\multimap" #X22B8)
- ("AMS/Arrows" "\\leftrightsquigarrow" #X21AD)
- ("AMS/Arrows" "\\looparrowright" #X21AC)
- ("AMS/Arrows" "\\rightleftharpoons" #X21CC)
- ("AMS/Arrows" "\\curvearrowright" #X21B7)
- ("AMS/Arrows" "\\circlearrowright")
- ("AMS/Arrows" "\\Rsh" #X21B1)
- ("AMS/Arrows" "\\downdownarrows" #X21CA)
- ("AMS/Arrows" "\\upharpoonright" #X21BE)
- ("AMS/Arrows" "\\downharpoonright" #X21C2)
- ("AMS/Arrows" "\\rightsquigarrow" #X219D)
- ("AMS/Neg Arrows" "\\nleftarrow" #X219A)
- ("AMS/Neg Arrows" "\\nrightarrow" #X219B)
- ("AMS/Neg Arrows" "\\nLeftarrow" #X21CD)
- ("AMS/Neg Arrows" "\\nRightarrow" #X21CF)
- ("AMS/Neg Arrows" "\\nleftrightarrow" #X21AE)
- ("AMS/Neg Arrows" "\\nLeftrightarrow" #X21CE)
- ("AMS/Relational I" "\\leqq" #X2266)
- ("AMS/Relational I" "\\leqslant" #X2A7D)
- ("AMS/Relational I" "\\eqslantless" #X2A95)
- ("AMS/Relational I" "\\lesssim" #X2272)
- ("AMS/Relational I" "\\lessapprox" #X2A85)
- ("AMS/Relational I" "\\approxeq" #X224A)
- ("AMS/Relational I" "\\lessdot" #X22D6)
- ("AMS/Relational I" "\\lll" #X22D8)
- ("AMS/Relational I" "\\lessgtr" #X2276)
- ("AMS/Relational I" "\\lesseqgtr" #X22DA)
- ("AMS/Relational I" "\\lesseqqgtr" #X2A8B)
- ("AMS/Relational I" "\\doteqdot")
- ("AMS/Relational I" "\\risingdotseq" #X2253)
- ("AMS/Relational I" "\\fallingdotseq" #X2252)
- ("AMS/Relational I" "\\backsim" #X223D)
- ("AMS/Relational I" "\\backsimeq" #X22CD)
- ("AMS/Relational I" "\\subseteqq" #X2AC5)
- ("AMS/Relational I" "\\Subset" #X22D0)
- ("AMS/Relational I" "\\sqsubset" #X228F)
- ("AMS/Relational I" "\\preccurlyeq" #X227C)
- ("AMS/Relational I" "\\curlyeqprec" #X22DE)
- ("AMS/Relational I" "\\precsim" #X227E)
- ("AMS/Relational I" "\\precapprox" #X2AB7)
- ("AMS/Relational I" "\\vartriangleleft" #X22B2)
- ("AMS/Relational I" "\\trianglelefteq" #X22B4)
- ("AMS/Relational I" "\\vDash" #X22A8)
- ("AMS/Relational I" "\\Vvdash" #X22AA)
- ("AMS/Relational I" "\\smallsmile" #X2323)
- ("AMS/Relational I" "\\smallfrown" #X2322)
- ("AMS/Relational I" "\\bumpeq" #X224F)
- ("AMS/Relational I" "\\Bumpeq" #X224E)
- ("AMS/Relational II" "\\geqq" #X2267)
- ("AMS/Relational II" "\\geqslant" #X2A7E)
- ("AMS/Relational II" "\\eqslantgtr" #X2A96)
- ("AMS/Relational II" "\\gtrsim" #X2273)
- ("AMS/Relational II" "\\gtrapprox" #X2A86)
- ("AMS/Relational II" "\\gtrdot" #X22D7)
- ("AMS/Relational II" "\\ggg" #X22D9)
- ("AMS/Relational II" "\\gtrless" #X2277)
- ("AMS/Relational II" "\\gtreqless" #X22DB)
- ("AMS/Relational II" "\\gtreqqless" #X2A8C)
- ("AMS/Relational II" "\\eqcirc" #X2256)
- ("AMS/Relational II" "\\circeq" #X2257)
- ("AMS/Relational II" "\\triangleq" #X225C)
- ("AMS/Relational II" "\\thicksim" #X223C)
- ("AMS/Relational II" "\\thickapprox" #X2248)
- ("AMS/Relational II" "\\supseteqq" #X2AC6)
- ("AMS/Relational II" "\\Supset" #X22D1)
- ("AMS/Relational II" "\\sqsupset" #X2290)
- ("AMS/Relational II" "\\succcurlyeq" #X227D)
- ("AMS/Relational II" "\\curlyeqsucc" #X22DF)
- ("AMS/Relational II" "\\succsim" #X227F)
- ("AMS/Relational II" "\\succapprox" #X2AB8)
- ("AMS/Relational II" "\\vartriangleright" #X22B3)
- ("AMS/Relational II" "\\trianglerighteq" #X22B5)
- ("AMS/Relational II" "\\Vdash" #X22A9)
- ("AMS/Relational II" "\\shortmid" #X2223)
- ("AMS/Relational II" "\\shortparallel" #X2225)
- ("AMS/Relational II" "\\between" #X226C)
- ("AMS/Relational II" "\\pitchfork" #X22D4)
- ("AMS/Relational II" "\\varpropto" #X221D)
- ("AMS/Relational II" "\\blacktriangleleft" #X25C0)
- ("AMS/Relational II" "\\therefore" #X2234)
- ("AMS/Relational II" "\\backepsilon" #X3F6)
- ("AMS/Relational II" "\\blacktriangleright" #X25B6)
- ("AMS/Relational II" "\\because" #X2235)
- ("AMS/Neg Rel I" "\\nless" #X226E)
- ("AMS/Neg Rel I" "\\nleq" #X2270)
- ("AMS/Neg Rel I" "\\nleqslant")
- ("AMS/Neg Rel I" "\\nleqq")
- ("AMS/Neg Rel I" "\\lneq" #X2A87)
- ("AMS/Neg Rel I" "\\lneqq" #X2268)
- ("AMS/Neg Rel I" "\\lvertneqq")
- ("AMS/Neg Rel I" "\\lnsim" #X22E6)
- ("AMS/Neg Rel I" "\\lnapprox" #X2A89)
- ("AMS/Neg Rel I" "\\nprec" #X2280)
- ("AMS/Neg Rel I" "\\npreceq")
- ("AMS/Neg Rel I" "\\precnsim" #X22E8)
- ("AMS/Neg Rel I" "\\precnapprox" #X2AB9)
- ("AMS/Neg Rel I" "\\nsim" #X2241)
- ("AMS/Neg Rel I" "\\nshortmid" #X2224)
- ("AMS/Neg Rel I" "\\nmid" #X2224)
- ("AMS/Neg Rel I" "\\nvdash" #X22AC)
- ("AMS/Neg Rel I" "\\nvDash" #X22AD)
- ("AMS/Neg Rel I" "\\ntriangleleft" #X22EA)
- ("AMS/Neg Rel I" "\\ntrianglelefteq" #X22EC)
- ("AMS/Neg Rel I" "\\nsubseteq" #X2288)
- ("AMS/Neg Rel I" "\\subsetneq" #X228A)
- ("AMS/Neg Rel I" "\\varsubsetneq")
- ("AMS/Neg Rel I" "\\subsetneqq" #X2ACB)
- ("AMS/Neg Rel I" "\\varsubsetneqq")
- ("AMS/Neg Rel II" "\\ngtr" #X226F)
- ("AMS/Neg Rel II" "\\ngeq" #X2271)
- ("AMS/Neg Rel II" "\\ngeqslant")
- ("AMS/Neg Rel II" "\\ngeqq")
- ("AMS/Neg Rel II" "\\gneq" #X2A88)
- ("AMS/Neg Rel II" "\\gneqq" #X2269)
- ("AMS/Neg Rel II" "\\gvertneqq")
- ("AMS/Neg Rel II" "\\gnsim" #X22E7)
- ("AMS/Neg Rel II" "\\gnapprox" #X2A8A)
- ("AMS/Neg Rel II" "\\nsucc" #X2281)
- ("AMS/Neg Rel II" "\\nsucceq")
- ("AMS/Neg Rel II" "\\succnsim" #X22E9)
- ("AMS/Neg Rel II" "\\succnapprox" #X2ABA)
- ("AMS/Neg Rel II" "\\ncong" #X2247)
- ("AMS/Neg Rel II" "\\nshortparallel" #X2226)
- ("AMS/Neg Rel II" "\\nparallel" #X2226)
- ("AMS/Neg Rel II" "\\nvDash" #X22AD)
- ("AMS/Neg Rel II" "\\nVDash" #X22AF)
- ("AMS/Neg Rel II" "\\ntriangleright" #X22EB)
- ("AMS/Neg Rel II" "\\ntrianglerighteq" #X22ED)
- ("AMS/Neg Rel II" "\\nsupseteq" #X2289)
- ("AMS/Neg Rel II" "\\nsupseteqq")
- ("AMS/Neg Rel II" "\\supsetneq" #X228B)
- ("AMS/Neg Rel II" "\\varsupsetneq")
- ("AMS/Neg Rel II" "\\supsetneqq" #X2ACC)
- ("AMS/Neg Rel II" "\\varsupsetneqq")
- ("AMS/Binary Op" "\\dotplus" #X2214)
- ("AMS/Binary Op" "\\smallsetminus" #X2216)
- ("AMS/Binary Op" "\\Cap" #X22D2)
- ("AMS/Binary Op" "\\Cup" #X22D3)
- ("AMS/Binary Op" "\\barwedge" #X22BC)
- ("AMS/Binary Op" "\\veebar" #X22BB)
- ("AMS/Binary Op" "\\doublebarwedge" #X2306)
- ("AMS/Binary Op" "\\boxminus" #X229F)
- ("AMS/Binary Op" "\\boxtimes" #X22A0)
- ("AMS/Binary Op" "\\boxdot" #X22A1)
- ("AMS/Binary Op" "\\boxplus" #X229E)
- ("AMS/Binary Op" "\\divideontimes" #X22C7)
- ("AMS/Binary Op" "\\ltimes" #X22C9)
- ("AMS/Binary Op" "\\rtimes" #X22CA)
- ("AMS/Binary Op" "\\leftthreetimes" #X22CB)
- ("AMS/Binary Op" "\\rightthreetimes" #X22CC)
- ("AMS/Binary Op" "\\curlywedge" #X22CF)
- ("AMS/Binary Op" "\\curlyvee" #X22CE)
- ("AMS/Binary Op" "\\circleddash" #X229D)
- ("AMS/Binary Op" "\\circledast" #X229B)
- ("AMS/Binary Op" "\\circledcirc" #X229A)
- ("AMS/Binary Op" "\\centerdot")
- ("AMS/Binary Op" "\\intercal" #X22BA)
- ("AMS/Misc" "\\hbar" #X210F)
- ("AMS/Misc" "\\hslash" #X210F)
- ("AMS/Misc" "\\vartriangle" #X25B5)
- ("AMS/Misc" "\\triangledown" #X25BF)
- ("AMS/Misc" "\\square" #X25A1)
- ("AMS/Misc" "\\lozenge" #X25CA)
- ("AMS/Misc" "\\circledS" #X24C8)
- ("AMS/Misc" "\\angle" #X2220)
- ("AMS/Misc" "\\measuredangle" #X2221)
- ("AMS/Misc" "\\nexists" #X2204)
- ("AMS/Misc" "\\mho" #X2127)
- ("AMS/Misc" "\\Finv" #X2132)
- ("AMS/Misc" "\\Game" #X2141)
- ("AMS/Misc" "\\Bbbk" #X1D55C)
- ("AMS/Misc" "\\backprime" #X2035)
- ("AMS/Misc" "\\varnothing" #X2205)
- ("AMS/Misc" "\\blacktriangle" #X25B4)
- ("AMS/Misc" "\\blacktriangledown" #X25BE)
- ("AMS/Misc" "\\blacksquare" #X25A0)
- ("AMS/Misc" "\\blacklozenge" #X29EB)
- ("AMS/Misc" "\\bigstar" #X2605)
- ("AMS/Misc" "\\sphericalangle" #X2222)
- ("AMS/Misc" "\\complement" #X2201)
- ("AMS/Misc" "\\eth" #XF0)
- ("AMS/Misc" "\\diagup" #X2571)
- ("AMS/Misc" "\\diagdown" #X2572)
- ("AMS/Accents" "\\dddot" #X20DB)
- ("AMS/Accents" "\\ddddot" #X20DC)
- ("AMS/Delimiters" "\\bigl")
- ("AMS/Delimiters" "\\bigr")
- ("AMS/Delimiters" "\\Bigl")
- ("AMS/Delimiters" "\\Bigr")
- ("AMS/Delimiters" "\\biggl")
- ("AMS/Delimiters" "\\biggr")
- ("AMS/Delimiters" "\\Biggl")
- ("AMS/Delimiters" "\\Biggr")
- ("AMS/Delimiters" "\\lvert")
- ("AMS/Delimiters" "\\rvert")
- ("AMS/Delimiters" "\\lVert")
- ("AMS/Delimiters" "\\rVert")
- ("AMS/Delimiters" "\\ulcorner" #X231C)
- ("AMS/Delimiters" "\\urcorner" #X231D)
- ("AMS/Delimiters" "\\llcorner" #X231E)
- ("AMS/Delimiters" "\\lrcorner" #X231F)
- ("AMS/Special" "\\nobreakdash")
- ("AMS/Special" "\\leftroot")
- ("AMS/Special" "\\uproot")
- ("AMS/Special" "\\accentedsymbol")
- ("AMS/Special" "\\xleftarrow")
- ("AMS/Special" "\\xrightarrow")
- ("AMS/Special" "\\overset")
- ("AMS/Special" "\\underset")
- ("AMS/Special" "\\dfrac")
- ("AMS/Special" "\\genfrac")
- ("AMS/Special" "\\tfrac")
- ("AMS/Special" "\\binom")
- ("AMS/Special" "\\dbinom")
- ("AMS/Special" "\\tbinom")
- ("AMS/Special" "\\smash")
- ("AMS/Special" "\\eucal")
- ("AMS/Special" "\\boldsymbol")
- ("AMS/Special" "\\text")
- ("AMS/Special" "\\intertext")
- ("AMS/Special" "\\substack")
- ("AMS/Special" "\\subarray")
- ("AMS/Special" "\\sideset"))
- "List of basic mathematical symbols.
-Processed from `LaTeX-math-default' in AucTeX/latex.el. This list
-contains a mapping of standard LaTeX math commands to unicode
-characters. See also `math-symbol-list-extended'.")
-
-(defconst math-symbol-list-extended
- '(("mathaccent" "\\acute" #X00301 "́")
- ("mathaccent" "\\annuity" #X020E7 "⃧")
- ("mathaccent" "\\asteraccent" #X020F0 "⃰")
- ("mathaccent" "\\bar" #X00304 "̄")
- ("mathaccent" "\\breve" #X00306 "̆")
- ("mathaccent" "\\candra" #X00310 "̐")
- ("mathaccent" "\\check" #X0030C "̌")
- ("mathaccent" "\\ddddot" #X020DC "⃜")
- ("mathaccent" "\\dddot" #X020DB "⃛")
- ("mathaccent" "\\ddot" #X00308 "̈")
- ("mathaccent" "\\dot" #X00307 "̇")
- ("mathaccent" "\\droang" #X0031A "̚")
- ("mathaccent" "\\enclosecircle" #X020DD "⃝")
- ("mathaccent" "\\enclosediamond" #X020DF "⃟")
- ("mathaccent" "\\enclosesquare" #X020DE "⃞")
- ("mathaccent" "\\enclosetriangle" #X020E4 "⃤")
- ("mathaccent" "\\grave" #X00300 "̀")
- ("mathaccent" "\\hat" #X00302 "̂")
- ("mathaccent" "\\leftharpoonaccent" #X020D0 "⃐")
- ("mathaccent" "\\not" #X00338 "̸")
- ("mathaccent" "\\ocirc" #X0030A "̊")
- ("mathaccent" "\\ocommatopright" #X00315 "̕")
- ("mathaccent" "\\oturnedcomma" #X00312 "̒")
- ("mathaccent" "\\overbar" #X00305 "̅")
- ("mathaccent" "\\overleftarrow" #X020D6 "⃖")
- ("mathaccent" "\\overleftrightarrow" #X020E1 "⃡")
- ("mathaccent" "\\ovhook" #X00309 "̉")
- ("mathaccent" "\\rightharpoonaccent" #X020D1 "⃑")
- ("mathaccent" "\\threeunderdot" #X020E8 "⃨")
- ("mathaccent" "\\tilde" #X00303 "̃")
- ("mathaccent" "\\underbar" #X00331 "̱")
- ("mathaccent" "\\underleftarrow" #X020EE "⃮")
- ("mathaccent" "\\underleftharpoondown" #X020ED "⃭")
- ("mathaccent" "\\underrightarrow" #X020EF "⃯")
- ("mathaccent" "\\underrightharpoondown" #X020EC "⃬")
- ("mathaccent" "\\vec" #X020D7 "⃗")
- ("mathaccent" "\\vertoverlay" #X020D2 "⃒")
- ("mathaccent" "\\widebridgeabove" #X020E9 "⃩")
- ("mathaccent" "\\wideutilde" #X00330 "̰")
- ("mathalpha" "\\Angstrom" #X0212B "Å")
- ("mathalpha" "\\BbbA" #X1D538 "𝔸")
- ("mathalpha" "\\BbbB" #X1D539 "𝔹")
- ("mathalpha" "\\BbbC" #X02102 "ℂ")
- ("mathalpha" "\\BbbD" #X1D53B "𝔻")
- ("mathalpha" "\\BbbE" #X1D53C "𝔼")
- ("mathalpha" "\\BbbF" #X1D53D "𝔽")
- ("mathalpha" "\\BbbG" #X1D53E "𝔾")
- ("mathalpha" "\\BbbGamma" #X0213E "ℾ")
- ("mathalpha" "\\BbbH" #X0210D "ℍ")
- ("mathalpha" "\\BbbI" #X1D540 "𝕀")
- ("mathalpha" "\\BbbJ" #X1D541 "𝕁")
- ("mathalpha" "\\BbbK" #X1D542 "𝕂")
- ("mathalpha" "\\BbbL" #X1D543 "𝕃")
- ("mathalpha" "\\BbbM" #X1D544 "𝕄")
- ("mathalpha" "\\BbbN" #X02115 "ℕ")
- ("mathalpha" "\\BbbO" #X1D546 "𝕆")
- ("mathalpha" "\\BbbP" #X02119 "ℙ")
- ("mathalpha" "\\BbbPi" #X0213F "ℿ")
- ("mathalpha" "\\BbbQ" #X0211A "ℚ")
- ("mathalpha" "\\BbbR" #X0211D "ℝ")
- ("mathalpha" "\\BbbS" #X1D54A "𝕊")
- ("mathalpha" "\\BbbT" #X1D54B "𝕋")
- ("mathalpha" "\\BbbU" #X1D54C "𝕌")
- ("mathalpha" "\\BbbV" #X1D54D "𝕍")
- ("mathalpha" "\\BbbW" #X1D54E "𝕎")
- ("mathalpha" "\\BbbX" #X1D54F "𝕏")
- ("mathalpha" "\\BbbY" #X1D550 "𝕐")
- ("mathalpha" "\\BbbZ" #X02124 "ℤ")
- ("mathalpha" "\\Bbba" #X1D552 "𝕒")
- ("mathalpha" "\\Bbbb" #X1D553 "𝕓")
- ("mathalpha" "\\Bbbc" #X1D554 "𝕔")
- ("mathalpha" "\\Bbbd" #X1D555 "𝕕")
- ("mathalpha" "\\Bbbe" #X1D556 "𝕖")
- ("mathalpha" "\\Bbbf" #X1D557 "𝕗")
- ("mathalpha" "\\Bbbg" #X1D558 "𝕘")
- ("mathalpha" "\\Bbbgamma" #X0213D "ℽ")
- ("mathalpha" "\\Bbbh" #X1D559 "𝕙")
- ("mathalpha" "\\Bbbi" #X1D55A "𝕚")
- ("mathalpha" "\\Bbbj" #X1D55B "𝕛")
- ("mathalpha" "\\Bbbk" #X1D55C "𝕜")
- ("mathalpha" "\\Bbbl" #X1D55D "𝕝")
- ("mathalpha" "\\Bbbm" #X1D55E "𝕞")
- ("mathalpha" "\\Bbbn" #X1D55F "𝕟")
- ("mathalpha" "\\Bbbo" #X1D560 "𝕠")
- ("mathalpha" "\\Bbbp" #X1D561 "𝕡")
- ("mathalpha" "\\Bbbq" #X1D562 "𝕢")
- ("mathalpha" "\\Bbbr" #X1D563 "𝕣")
- ("mathalpha" "\\Bbbs" #X1D564 "𝕤")
- ("mathalpha" "\\Bbbt" #X1D565 "𝕥")
- ("mathalpha" "\\Bbbu" #X1D566 "𝕦")
- ("mathalpha" "\\Bbbv" #X1D567 "𝕧")
- ("mathalpha" "\\Bbbw" #X1D568 "𝕨")
- ("mathalpha" "\\Bbbx" #X1D569 "𝕩")
- ("mathalpha" "\\Bbby" #X1D56A "𝕪")
- ("mathalpha" "\\Bbbz" #X1D56B "𝕫")
- ("mathalpha" "\\Im" #X02111 "ℑ")
- ("mathalpha" "\\Re" #X0211C "ℜ")
- ("mathalpha" "\\aleph" #X02135 "ℵ")
- ("mathalpha" "\\beth" #X02136 "ℶ")
- ("mathalpha" "\\daleth" #X02138 "ℸ")
- ("mathalpha" "\\ell" #X02113 "ℓ")
- ("mathalpha" "\\gimel" #X02137 "ℷ")
- ("mathalpha" "\\hslash" #X0210F "ℏ")
- ("mathalpha" "\\imath" #X1D6A4 "𝚤")
- ("mathalpha" "\\jmath" #X1D6A5 "𝚥")
- ("mathalpha" "\\matheth" #X000F0 "ð")
- ("mathalpha" "\\mbfA" #X1D400 "𝐀")
- ("mathalpha" "\\mbfAlpha" #X1D6A8 "𝚨")
- ("mathalpha" "\\mbfB" #X1D401 "𝐁")
- ("mathalpha" "\\mbfBeta" #X1D6A9 "𝚩")
- ("mathalpha" "\\mbfC" #X1D402 "𝐂")
- ("mathalpha" "\\mbfChi" #X1D6BE "𝚾")
- ("mathalpha" "\\mbfD" #X1D403 "𝐃")
- ("mathalpha" "\\mbfDelta" #X1D6AB "𝚫")
- ("mathalpha" "\\mbfDigamma" #X1D7CA "𝟊")
- ("mathalpha" "\\mbfE" #X1D404 "𝐄")
- ("mathalpha" "\\mbfEpsilon" #X1D6AC "𝚬")
- ("mathalpha" "\\mbfEta" #X1D6AE "𝚮")
- ("mathalpha" "\\mbfF" #X1D405 "𝐅")
- ("mathalpha" "\\mbfG" #X1D406 "𝐆")
- ("mathalpha" "\\mbfGamma" #X1D6AA "𝚪")
- ("mathalpha" "\\mbfH" #X1D407 "𝐇")
- ("mathalpha" "\\mbfI" #X1D408 "𝐈")
- ("mathalpha" "\\mbfIota" #X1D6B0 "𝚰")
- ("mathalpha" "\\mbfJ" #X1D409 "𝐉")
- ("mathalpha" "\\mbfK" #X1D40A "𝐊")
- ("mathalpha" "\\mbfKappa" #X1D6B1 "𝚱")
- ("mathalpha" "\\mbfL" #X1D40B "𝐋")
- ("mathalpha" "\\mbfLambda" #X1D6B2 "𝚲")
- ("mathalpha" "\\mbfM" #X1D40C "𝐌")
- ("mathalpha" "\\mbfMu" #X1D6B3 "𝚳")
- ("mathalpha" "\\mbfN" #X1D40D "𝐍")
- ("mathalpha" "\\mbfNu" #X1D6B4 "𝚴")
- ("mathalpha" "\\mbfO" #X1D40E "𝐎")
- ("mathalpha" "\\mbfOmega" #X1D6C0 "𝛀")
- ("mathalpha" "\\mbfOmicron" #X1D6B6 "𝚶")
- ("mathalpha" "\\mbfP" #X1D40F "𝐏")
- ("mathalpha" "\\mbfPhi" #X1D6BD "𝚽")
- ("mathalpha" "\\mbfPi" #X1D6B7 "𝚷")
- ("mathalpha" "\\mbfPsi" #X1D6BF "𝚿")
- ("mathalpha" "\\mbfQ" #X1D410 "𝐐")
- ("mathalpha" "\\mbfR" #X1D411 "𝐑")
- ("mathalpha" "\\mbfRho" #X1D6B8 "𝚸")
- ("mathalpha" "\\mbfS" #X1D412 "𝐒")
- ("mathalpha" "\\mbfSigma" #X1D6BA "𝚺")
- ("mathalpha" "\\mbfT" #X1D413 "𝐓")
- ("mathalpha" "\\mbfTau" #X1D6BB "𝚻")
- ("mathalpha" "\\mbfTheta" #X1D6AF "𝚯")
- ("mathalpha" "\\mbfU" #X1D414 "𝐔")
- ("mathalpha" "\\mbfUpsilon" #X1D6BC "𝚼")
- ("mathalpha" "\\mbfV" #X1D415 "𝐕")
- ("mathalpha" "\\mbfW" #X1D416 "𝐖")
- ("mathalpha" "\\mbfX" #X1D417 "𝐗")
- ("mathalpha" "\\mbfXi" #X1D6B5 "𝚵")
- ("mathalpha" "\\mbfY" #X1D418 "𝐘")
- ("mathalpha" "\\mbfZ" #X1D419 "𝐙")
- ("mathalpha" "\\mbfZeta" #X1D6AD "𝚭")
- ("mathalpha" "\\mbfa" #X1D41A "𝐚")
- ("mathalpha" "\\mbfalpha" #X1D6C2 "𝛂")
- ("mathalpha" "\\mbfb" #X1D41B "𝐛")
- ("mathalpha" "\\mbfbeta" #X1D6C3 "𝛃")
- ("mathalpha" "\\mbfc" #X1D41C "𝐜")
- ("mathalpha" "\\mbfchi" #X1D6D8 "𝛘")
- ("mathalpha" "\\mbfd" #X1D41D "𝐝")
- ("mathalpha" "\\mbfdelta" #X1D6C5 "𝛅")
- ("mathalpha" "\\mbfdigamma" #X1D7CB "𝟋")
- ("mathalpha" "\\mbfe" #X1D41E "𝐞")
- ("mathalpha" "\\mbfepsilon" #X1D6C6 "𝛆")
- ("mathalpha" "\\mbfeta" #X1D6C8 "𝛈")
- ("mathalpha" "\\mbff" #X1D41F "𝐟")
- ("mathalpha" "\\mbffrakA" #X1D56C "𝕬")
- ("mathalpha" "\\mbffrakB" #X1D56D "𝕭")
- ("mathalpha" "\\mbffrakC" #X1D56E "𝕮")
- ("mathalpha" "\\mbffrakD" #X1D56F "𝕯")
- ("mathalpha" "\\mbffrakE" #X1D570 "𝕰")
- ("mathalpha" "\\mbffrakF" #X1D571 "𝕱")
- ("mathalpha" "\\mbffrakG" #X1D572 "𝕲")
- ("mathalpha" "\\mbffrakH" #X1D573 "𝕳")
- ("mathalpha" "\\mbffrakI" #X1D574 "𝕴")
- ("mathalpha" "\\mbffrakJ" #X1D575 "𝕵")
- ("mathalpha" "\\mbffrakK" #X1D576 "𝕶")
- ("mathalpha" "\\mbffrakL" #X1D577 "𝕷")
- ("mathalpha" "\\mbffrakM" #X1D578 "𝕸")
- ("mathalpha" "\\mbffrakN" #X1D579 "𝕹")
- ("mathalpha" "\\mbffrakO" #X1D57A "𝕺")
- ("mathalpha" "\\mbffrakP" #X1D57B "𝕻")
- ("mathalpha" "\\mbffrakQ" #X1D57C "𝕼")
- ("mathalpha" "\\mbffrakR" #X1D57D "𝕽")
- ("mathalpha" "\\mbffrakS" #X1D57E "𝕾")
- ("mathalpha" "\\mbffrakT" #X1D57F "𝕿")
- ("mathalpha" "\\mbffrakU" #X1D580 "𝖀")
- ("mathalpha" "\\mbffrakV" #X1D581 "𝖁")
- ("mathalpha" "\\mbffrakW" #X1D582 "𝖂")
- ("mathalpha" "\\mbffrakX" #X1D583 "𝖃")
- ("mathalpha" "\\mbffrakY" #X1D584 "𝖄")
- ("mathalpha" "\\mbffrakZ" #X1D585 "𝖅")
- ("mathalpha" "\\mbffraka" #X1D586 "𝖆")
- ("mathalpha" "\\mbffrakb" #X1D587 "𝖇")
- ("mathalpha" "\\mbffrakc" #X1D588 "𝖈")
- ("mathalpha" "\\mbffrakd" #X1D589 "𝖉")
- ("mathalpha" "\\mbffrake" #X1D58A "𝖊")
- ("mathalpha" "\\mbffrakf" #X1D58B "𝖋")
- ("mathalpha" "\\mbffrakg" #X1D58C "𝖌")
- ("mathalpha" "\\mbffrakh" #X1D58D "𝖍")
- ("mathalpha" "\\mbffraki" #X1D58E "𝖎")
- ("mathalpha" "\\mbffrakj" #X1D58F "𝖏")
- ("mathalpha" "\\mbffrakk" #X1D590 "𝖐")
- ("mathalpha" "\\mbffrakl" #X1D591 "𝖑")
- ("mathalpha" "\\mbffrakm" #X1D592 "𝖒")
- ("mathalpha" "\\mbffrakn" #X1D593 "𝖓")
- ("mathalpha" "\\mbffrako" #X1D594 "𝖔")
- ("mathalpha" "\\mbffrakp" #X1D595 "𝖕")
- ("mathalpha" "\\mbffrakq" #X1D596 "𝖖")
- ("mathalpha" "\\mbffrakr" #X1D597 "𝖗")
- ("mathalpha" "\\mbffraks" #X1D598 "𝖘")
- ("mathalpha" "\\mbffrakt" #X1D599 "𝖙")
- ("mathalpha" "\\mbffraku" #X1D59A "𝖚")
- ("mathalpha" "\\mbffrakv" #X1D59B "𝖛")
- ("mathalpha" "\\mbffrakw" #X1D59C "𝖜")
- ("mathalpha" "\\mbffrakx" #X1D59D "𝖝")
- ("mathalpha" "\\mbffraky" #X1D59E "𝖞")
- ("mathalpha" "\\mbffrakz" #X1D59F "𝖟")
- ("mathalpha" "\\mbfg" #X1D420 "𝐠")
- ("mathalpha" "\\mbfgamma" #X1D6C4 "𝛄")
- ("mathalpha" "\\mbfh" #X1D421 "𝐡")
- ("mathalpha" "\\mbfi" #X1D422 "𝐢")
- ("mathalpha" "\\mbfiota" #X1D6CA "𝛊")
- ("mathalpha" "\\mbfitA" #X1D468 "𝑨")
- ("mathalpha" "\\mbfitAlpha" #X1D71C "𝜜")
- ("mathalpha" "\\mbfitB" #X1D469 "𝑩")
- ("mathalpha" "\\mbfitBeta" #X1D71D "𝜝")
- ("mathalpha" "\\mbfitC" #X1D46A "𝑪")
- ("mathalpha" "\\mbfitChi" #X1D732 "𝜲")
- ("mathalpha" "\\mbfitD" #X1D46B "𝑫")
- ("mathalpha" "\\mbfitDelta" #X1D71F "𝜟")
- ("mathalpha" "\\mbfitE" #X1D46C "𝑬")
- ("mathalpha" "\\mbfitEpsilon" #X1D720 "𝜠")
- ("mathalpha" "\\mbfitEta" #X1D722 "𝜢")
- ("mathalpha" "\\mbfitF" #X1D46D "𝑭")
- ("mathalpha" "\\mbfitG" #X1D46E "𝑮")
- ("mathalpha" "\\mbfitGamma" #X1D71E "𝜞")
- ("mathalpha" "\\mbfitH" #X1D46F "𝑯")
- ("mathalpha" "\\mbfitI" #X1D470 "𝑰")
- ("mathalpha" "\\mbfitIota" #X1D724 "𝜤")
- ("mathalpha" "\\mbfitJ" #X1D471 "𝑱")
- ("mathalpha" "\\mbfitK" #X1D472 "𝑲")
- ("mathalpha" "\\mbfitKappa" #X1D725 "𝜥")
- ("mathalpha" "\\mbfitL" #X1D473 "𝑳")
- ("mathalpha" "\\mbfitLambda" #X1D726 "𝜦")
- ("mathalpha" "\\mbfitM" #X1D474 "𝑴")
- ("mathalpha" "\\mbfitMu" #X1D727 "𝜧")
- ("mathalpha" "\\mbfitN" #X1D475 "𝑵")
- ("mathalpha" "\\mbfitNu" #X1D728 "𝜨")
- ("mathalpha" "\\mbfitO" #X1D476 "𝑶")
- ("mathalpha" "\\mbfitOmega" #X1D734 "𝜴")
- ("mathalpha" "\\mbfitOmicron" #X1D72A "𝜪")
- ("mathalpha" "\\mbfitP" #X1D477 "𝑷")
- ("mathalpha" "\\mbfitPhi" #X1D731 "𝜱")
- ("mathalpha" "\\mbfitPi" #X1D72B "𝜫")
- ("mathalpha" "\\mbfitPsi" #X1D733 "𝜳")
- ("mathalpha" "\\mbfitQ" #X1D478 "𝑸")
- ("mathalpha" "\\mbfitR" #X1D479 "𝑹")
- ("mathalpha" "\\mbfitRho" #X1D72C "𝜬")
- ("mathalpha" "\\mbfitS" #X1D47A "𝑺")
- ("mathalpha" "\\mbfitSigma" #X1D72E "𝜮")
- ("mathalpha" "\\mbfitT" #X1D47B "𝑻")
- ("mathalpha" "\\mbfitTau" #X1D72F "𝜯")
- ("mathalpha" "\\mbfitTheta" #X1D723 "𝜣")
- ("mathalpha" "\\mbfitU" #X1D47C "𝑼")
- ("mathalpha" "\\mbfitUpsilon" #X1D730 "𝜰")
- ("mathalpha" "\\mbfitV" #X1D47D "𝑽")
- ("mathalpha" "\\mbfitW" #X1D47E "𝑾")
- ("mathalpha" "\\mbfitX" #X1D47F "𝑿")
- ("mathalpha" "\\mbfitXi" #X1D729 "𝜩")
- ("mathalpha" "\\mbfitY" #X1D480 "𝒀")
- ("mathalpha" "\\mbfitZ" #X1D481 "𝒁")
- ("mathalpha" "\\mbfitZeta" #X1D721 "𝜡")
- ("mathalpha" "\\mbfita" #X1D482 "𝒂")
- ("mathalpha" "\\mbfitalpha" #X1D736 "𝜶")
- ("mathalpha" "\\mbfitb" #X1D483 "𝒃")
- ("mathalpha" "\\mbfitbeta" #X1D737 "𝜷")
- ("mathalpha" "\\mbfitc" #X1D484 "𝒄")
- ("mathalpha" "\\mbfitchi" #X1D74C "𝝌")
- ("mathalpha" "\\mbfitd" #X1D485 "𝒅")
- ("mathalpha" "\\mbfitdelta" #X1D739 "𝜹")
- ("mathalpha" "\\mbfite" #X1D486 "𝒆")
- ("mathalpha" "\\mbfitepsilon" #X1D73A "𝜺")
- ("mathalpha" "\\mbfiteta" #X1D73C "𝜼")
- ("mathalpha" "\\mbfitf" #X1D487 "𝒇")
- ("mathalpha" "\\mbfitg" #X1D488 "𝒈")
- ("mathalpha" "\\mbfitgamma" #X1D738 "𝜸")
- ("mathalpha" "\\mbfith" #X1D489 "𝒉")
- ("mathalpha" "\\mbfiti" #X1D48A "𝒊")
- ("mathalpha" "\\mbfitiota" #X1D73E "𝜾")
- ("mathalpha" "\\mbfitj" #X1D48B "𝒋")
- ("mathalpha" "\\mbfitk" #X1D48C "𝒌")
- ("mathalpha" "\\mbfitkappa" #X1D73F "𝜿")
- ("mathalpha" "\\mbfitl" #X1D48D "𝒍")
- ("mathalpha" "\\mbfitlambda" #X1D740 "𝝀")
- ("mathalpha" "\\mbfitm" #X1D48E "𝒎")
- ("mathalpha" "\\mbfitmu" #X1D741 "𝝁")
- ("mathalpha" "\\mbfitn" #X1D48F "𝒏")
- ("mathalpha" "\\mbfitnu" #X1D742 "𝝂")
- ("mathalpha" "\\mbfito" #X1D490 "𝒐")
- ("mathalpha" "\\mbfitomega" #X1D74E "𝝎")
- ("mathalpha" "\\mbfitomicron" #X1D744 "𝝄")
- ("mathalpha" "\\mbfitp" #X1D491 "𝒑")
- ("mathalpha" "\\mbfitphi" #X1D74B "𝝋")
- ("mathalpha" "\\mbfitpi" #X1D745 "𝝅")
- ("mathalpha" "\\mbfitpsi" #X1D74D "𝝍")
- ("mathalpha" "\\mbfitq" #X1D492 "𝒒")
- ("mathalpha" "\\mbfitr" #X1D493 "𝒓")
- ("mathalpha" "\\mbfitrho" #X1D746 "𝝆")
- ("mathalpha" "\\mbfits" #X1D494 "𝒔")
- ("mathalpha" "\\mbfitsansA" #X1D63C "𝘼")
- ("mathalpha" "\\mbfitsansAlpha" #X1D790 "𝞐")
- ("mathalpha" "\\mbfitsansB" #X1D63D "𝘽")
- ("mathalpha" "\\mbfitsansBeta" #X1D791 "𝞑")
- ("mathalpha" "\\mbfitsansC" #X1D63E "𝘾")
- ("mathalpha" "\\mbfitsansChi" #X1D7A6 "𝞦")
- ("mathalpha" "\\mbfitsansD" #X1D63F "𝘿")
- ("mathalpha" "\\mbfitsansDelta" #X1D793 "𝞓")
- ("mathalpha" "\\mbfitsansE" #X1D640 "𝙀")
- ("mathalpha" "\\mbfitsansEpsilon" #X1D794 "𝞔")
- ("mathalpha" "\\mbfitsansEta" #X1D796 "𝞖")
- ("mathalpha" "\\mbfitsansF" #X1D641 "𝙁")
- ("mathalpha" "\\mbfitsansG" #X1D642 "𝙂")
- ("mathalpha" "\\mbfitsansGamma" #X1D792 "𝞒")
- ("mathalpha" "\\mbfitsansH" #X1D643 "𝙃")
- ("mathalpha" "\\mbfitsansI" #X1D644 "𝙄")
- ("mathalpha" "\\mbfitsansIota" #X1D798 "𝞘")
- ("mathalpha" "\\mbfitsansJ" #X1D645 "𝙅")
- ("mathalpha" "\\mbfitsansK" #X1D646 "𝙆")
- ("mathalpha" "\\mbfitsansKappa" #X1D799 "𝞙")
- ("mathalpha" "\\mbfitsansL" #X1D647 "𝙇")
- ("mathalpha" "\\mbfitsansLambda" #X1D79A "𝞚")
- ("mathalpha" "\\mbfitsansM" #X1D648 "𝙈")
- ("mathalpha" "\\mbfitsansMu" #X1D79B "𝞛")
- ("mathalpha" "\\mbfitsansN" #X1D649 "𝙉")
- ("mathalpha" "\\mbfitsansNu" #X1D79C "𝞜")
- ("mathalpha" "\\mbfitsansO" #X1D64A "𝙊")
- ("mathalpha" "\\mbfitsansOmega" #X1D7A8 "𝞨")
- ("mathalpha" "\\mbfitsansOmicron" #X1D79E "𝞞")
- ("mathalpha" "\\mbfitsansP" #X1D64B "𝙋")
- ("mathalpha" "\\mbfitsansPhi" #X1D7A5 "𝞥")
- ("mathalpha" "\\mbfitsansPi" #X1D79F "𝞟")
- ("mathalpha" "\\mbfitsansPsi" #X1D7A7 "𝞧")
- ("mathalpha" "\\mbfitsansQ" #X1D64C "𝙌")
- ("mathalpha" "\\mbfitsansR" #X1D64D "𝙍")
- ("mathalpha" "\\mbfitsansRho" #X1D7A0 "𝞠")
- ("mathalpha" "\\mbfitsansS" #X1D64E "𝙎")
- ("mathalpha" "\\mbfitsansSigma" #X1D7A2 "𝞢")
- ("mathalpha" "\\mbfitsansT" #X1D64F "𝙏")
- ("mathalpha" "\\mbfitsansTau" #X1D7A3 "𝞣")
- ("mathalpha" "\\mbfitsansTheta" #X1D797 "𝞗")
- ("mathalpha" "\\mbfitsansU" #X1D650 "𝙐")
- ("mathalpha" "\\mbfitsansUpsilon" #X1D7A4 "𝞤")
- ("mathalpha" "\\mbfitsansV" #X1D651 "𝙑")
- ("mathalpha" "\\mbfitsansW" #X1D652 "𝙒")
- ("mathalpha" "\\mbfitsansX" #X1D653 "𝙓")
- ("mathalpha" "\\mbfitsansXi" #X1D79D "𝞝")
- ("mathalpha" "\\mbfitsansY" #X1D654 "𝙔")
- ("mathalpha" "\\mbfitsansZ" #X1D655 "𝙕")
- ("mathalpha" "\\mbfitsansZeta" #X1D795 "𝞕")
- ("mathalpha" "\\mbfitsansa" #X1D656 "𝙖")
- ("mathalpha" "\\mbfitsansalpha" #X1D7AA "𝞪")
- ("mathalpha" "\\mbfitsansb" #X1D657 "𝙗")
- ("mathalpha" "\\mbfitsansbeta" #X1D7AB "𝞫")
- ("mathalpha" "\\mbfitsansc" #X1D658 "𝙘")
- ("mathalpha" "\\mbfitsanschi" #X1D7C0 "𝟀")
- ("mathalpha" "\\mbfitsansd" #X1D659 "𝙙")
- ("mathalpha" "\\mbfitsansdelta" #X1D7AD "𝞭")
- ("mathalpha" "\\mbfitsanse" #X1D65A "𝙚")
- ("mathalpha" "\\mbfitsansepsilon" #X1D7AE "𝞮")
- ("mathalpha" "\\mbfitsanseta" #X1D7B0 "𝞰")
- ("mathalpha" "\\mbfitsansf" #X1D65B "𝙛")
- ("mathalpha" "\\mbfitsansg" #X1D65C "𝙜")
- ("mathalpha" "\\mbfitsansgamma" #X1D7AC "𝞬")
- ("mathalpha" "\\mbfitsansh" #X1D65D "𝙝")
- ("mathalpha" "\\mbfitsansi" #X1D65E "𝙞")
- ("mathalpha" "\\mbfitsansiota" #X1D7B2 "𝞲")
- ("mathalpha" "\\mbfitsansj" #X1D65F "𝙟")
- ("mathalpha" "\\mbfitsansk" #X1D660 "𝙠")
- ("mathalpha" "\\mbfitsanskappa" #X1D7B3 "𝞳")
- ("mathalpha" "\\mbfitsansl" #X1D661 "𝙡")
- ("mathalpha" "\\mbfitsanslambda" #X1D7B4 "𝞴")
- ("mathalpha" "\\mbfitsansm" #X1D662 "𝙢")
- ("mathalpha" "\\mbfitsansmu" #X1D7B5 "𝞵")
- ("mathalpha" "\\mbfitsansn" #X1D663 "𝙣")
- ("mathalpha" "\\mbfitsansnu" #X1D7B6 "𝞶")
- ("mathalpha" "\\mbfitsanso" #X1D664 "𝙤")
- ("mathalpha" "\\mbfitsansomega" #X1D7C2 "𝟂")
- ("mathalpha" "\\mbfitsansomicron" #X1D7B8 "𝞸")
- ("mathalpha" "\\mbfitsansp" #X1D665 "𝙥")
- ("mathalpha" "\\mbfitsansphi" #X1D7BF "𝞿")
- ("mathalpha" "\\mbfitsanspi" #X1D7B9 "𝞹")
- ("mathalpha" "\\mbfitsanspsi" #X1D7C1 "𝟁")
- ("mathalpha" "\\mbfitsansq" #X1D666 "𝙦")
- ("mathalpha" "\\mbfitsansr" #X1D667 "𝙧")
- ("mathalpha" "\\mbfitsansrho" #X1D7BA "𝞺")
- ("mathalpha" "\\mbfitsanss" #X1D668 "𝙨")
- ("mathalpha" "\\mbfitsanssigma" #X1D7BC "𝞼")
- ("mathalpha" "\\mbfitsanst" #X1D669 "𝙩")
- ("mathalpha" "\\mbfitsanstau" #X1D7BD "𝞽")
- ("mathalpha" "\\mbfitsanstheta" #X1D7B1 "𝞱")
- ("mathalpha" "\\mbfitsansu" #X1D66A "𝙪")
- ("mathalpha" "\\mbfitsansupsilon" #X1D7BE "𝞾")
- ("mathalpha" "\\mbfitsansv" #X1D66B "𝙫")
- ("mathalpha" "\\mbfitsansvarTheta" #X1D7A1 "𝞡")
- ("mathalpha" "\\mbfitsansvarepsilon" #X1D7C4 "𝟄")
- ("mathalpha" "\\mbfitsansvarkappa" #X1D7C6 "𝟆")
- ("mathalpha" "\\mbfitsansvarphi" #X1D7C7 "𝟇")
- ("mathalpha" "\\mbfitsansvarpi" #X1D7C9 "𝟉")
- ("mathalpha" "\\mbfitsansvarrho" #X1D7C8 "𝟈")
- ("mathalpha" "\\mbfitsansvarsigma" #X1D7BB "𝞻")
- ("mathalpha" "\\mbfitsansvartheta" #X1D7C5 "𝟅")
- ("mathalpha" "\\mbfitsansw" #X1D66C "𝙬")
- ("mathalpha" "\\mbfitsansx" #X1D66D "𝙭")
- ("mathalpha" "\\mbfitsansxi" #X1D7B7 "𝞷")
- ("mathalpha" "\\mbfitsansy" #X1D66E "𝙮")
- ("mathalpha" "\\mbfitsansz" #X1D66F "𝙯")
- ("mathalpha" "\\mbfitsanszeta" #X1D7AF "𝞯")
- ("mathalpha" "\\mbfitsigma" #X1D748 "𝝈")
- ("mathalpha" "\\mbfitt" #X1D495 "𝒕")
- ("mathalpha" "\\mbfittau" #X1D749 "𝝉")
- ("mathalpha" "\\mbfittheta" #X1D73D "𝜽")
- ("mathalpha" "\\mbfitu" #X1D496 "𝒖")
- ("mathalpha" "\\mbfitupsilon" #X1D74A "𝝊")
- ("mathalpha" "\\mbfitv" #X1D497 "𝒗")
- ("mathalpha" "\\mbfitvarTheta" #X1D72D "𝜭")
- ("mathalpha" "\\mbfitvarepsilon" #X1D750 "𝝐")
- ("mathalpha" "\\mbfitvarkappa" #X1D752 "𝝒")
- ("mathalpha" "\\mbfitvarphi" #X1D753 "𝝓")
- ("mathalpha" "\\mbfitvarpi" #X1D755 "𝝕")
- ("mathalpha" "\\mbfitvarrho" #X1D754 "𝝔")
- ("mathalpha" "\\mbfitvarsigma" #X1D747 "𝝇")
- ("mathalpha" "\\mbfitvartheta" #X1D751 "𝝑")
- ("mathalpha" "\\mbfitw" #X1D498 "𝒘")
- ("mathalpha" "\\mbfitx" #X1D499 "𝒙")
- ("mathalpha" "\\mbfitxi" #X1D743 "𝝃")
- ("mathalpha" "\\mbfity" #X1D49A "𝒚")
- ("mathalpha" "\\mbfitz" #X1D49B "𝒛")
- ("mathalpha" "\\mbfitzeta" #X1D73B "𝜻")
- ("mathalpha" "\\mbfj" #X1D423 "𝐣")
- ("mathalpha" "\\mbfk" #X1D424 "𝐤")
- ("mathalpha" "\\mbfkappa" #X1D6CB "𝛋")
- ("mathalpha" "\\mbfl" #X1D425 "𝐥")
- ("mathalpha" "\\mbflambda" #X1D6CC "𝛌")
- ("mathalpha" "\\mbfm" #X1D426 "𝐦")
- ("mathalpha" "\\mbfmu" #X1D6CD "𝛍")
- ("mathalpha" "\\mbfn" #X1D427 "𝐧")
- ("mathalpha" "\\mbfnu" #X1D6CE "𝛎")
- ("mathalpha" "\\mbfo" #X1D428 "𝐨")
- ("mathalpha" "\\mbfomega" #X1D6DA "𝛚")
- ("mathalpha" "\\mbfomicron" #X1D6D0 "𝛐")
- ("mathalpha" "\\mbfp" #X1D429 "𝐩")
- ("mathalpha" "\\mbfphi" #X1D6DF "𝛟")
- ("mathalpha" "\\mbfpi" #X1D6D1 "𝛑")
- ("mathalpha" "\\mbfpsi" #X1D6D9 "𝛙")
- ("mathalpha" "\\mbfq" #X1D42A "𝐪")
- ("mathalpha" "\\mbfr" #X1D42B "𝐫")
- ("mathalpha" "\\mbfrho" #X1D6D2 "𝛒")
- ("mathalpha" "\\mbfs" #X1D42C "𝐬")
- ("mathalpha" "\\mbfsansA" #X1D5D4 "𝗔")
- ("mathalpha" "\\mbfsansAlpha" #X1D756 "𝝖")
- ("mathalpha" "\\mbfsansB" #X1D5D5 "𝗕")
- ("mathalpha" "\\mbfsansBeta" #X1D757 "𝝗")
- ("mathalpha" "\\mbfsansC" #X1D5D6 "𝗖")
- ("mathalpha" "\\mbfsansChi" #X1D76C "𝝬")
- ("mathalpha" "\\mbfsansD" #X1D5D7 "𝗗")
- ("mathalpha" "\\mbfsansDelta" #X1D759 "𝝙")
- ("mathalpha" "\\mbfsansE" #X1D5D8 "𝗘")
- ("mathalpha" "\\mbfsansEpsilon" #X1D75A "𝝚")
- ("mathalpha" "\\mbfsansEta" #X1D75C "𝝜")
- ("mathalpha" "\\mbfsansF" #X1D5D9 "𝗙")
- ("mathalpha" "\\mbfsansG" #X1D5DA "𝗚")
- ("mathalpha" "\\mbfsansGamma" #X1D758 "𝝘")
- ("mathalpha" "\\mbfsansH" #X1D5DB "𝗛")
- ("mathalpha" "\\mbfsansI" #X1D5DC "𝗜")
- ("mathalpha" "\\mbfsansIota" #X1D75E "𝝞")
- ("mathalpha" "\\mbfsansJ" #X1D5DD "𝗝")
- ("mathalpha" "\\mbfsansK" #X1D5DE "𝗞")
- ("mathalpha" "\\mbfsansKappa" #X1D75F "𝝟")
- ("mathalpha" "\\mbfsansL" #X1D5DF "𝗟")
- ("mathalpha" "\\mbfsansLambda" #X1D760 "𝝠")
- ("mathalpha" "\\mbfsansM" #X1D5E0 "𝗠")
- ("mathalpha" "\\mbfsansMu" #X1D761 "𝝡")
- ("mathalpha" "\\mbfsansN" #X1D5E1 "𝗡")
- ("mathalpha" "\\mbfsansNu" #X1D762 "𝝢")
- ("mathalpha" "\\mbfsansO" #X1D5E2 "𝗢")
- ("mathalpha" "\\mbfsansOmega" #X1D76E "𝝮")
- ("mathalpha" "\\mbfsansOmicron" #X1D764 "𝝤")
- ("mathalpha" "\\mbfsansP" #X1D5E3 "𝗣")
- ("mathalpha" "\\mbfsansPhi" #X1D76B "𝝫")
- ("mathalpha" "\\mbfsansPi" #X1D765 "𝝥")
- ("mathalpha" "\\mbfsansPsi" #X1D76D "𝝭")
- ("mathalpha" "\\mbfsansQ" #X1D5E4 "𝗤")
- ("mathalpha" "\\mbfsansR" #X1D5E5 "𝗥")
- ("mathalpha" "\\mbfsansRho" #X1D766 "𝝦")
- ("mathalpha" "\\mbfsansS" #X1D5E6 "𝗦")
- ("mathalpha" "\\mbfsansSigma" #X1D768 "𝝨")
- ("mathalpha" "\\mbfsansT" #X1D5E7 "𝗧")
- ("mathalpha" "\\mbfsansTau" #X1D769 "𝝩")
- ("mathalpha" "\\mbfsansTheta" #X1D75D "𝝝")
- ("mathalpha" "\\mbfsansU" #X1D5E8 "𝗨")
- ("mathalpha" "\\mbfsansUpsilon" #X1D76A "𝝪")
- ("mathalpha" "\\mbfsansV" #X1D5E9 "𝗩")
- ("mathalpha" "\\mbfsansW" #X1D5EA "𝗪")
- ("mathalpha" "\\mbfsansX" #X1D5EB "𝗫")
- ("mathalpha" "\\mbfsansXi" #X1D763 "𝝣")
- ("mathalpha" "\\mbfsansY" #X1D5EC "𝗬")
- ("mathalpha" "\\mbfsansZ" #X1D5ED "𝗭")
- ("mathalpha" "\\mbfsansZeta" #X1D75B "𝝛")
- ("mathalpha" "\\mbfsansa" #X1D5EE "𝗮")
- ("mathalpha" "\\mbfsansalpha" #X1D770 "𝝰")
- ("mathalpha" "\\mbfsansb" #X1D5EF "𝗯")
- ("mathalpha" "\\mbfsansbeta" #X1D771 "𝝱")
- ("mathalpha" "\\mbfsansc" #X1D5F0 "𝗰")
- ("mathalpha" "\\mbfsanschi" #X1D786 "𝞆")
- ("mathalpha" "\\mbfsansd" #X1D5F1 "𝗱")
- ("mathalpha" "\\mbfsansdelta" #X1D773 "𝝳")
- ("mathalpha" "\\mbfsanse" #X1D5F2 "𝗲")
- ("mathalpha" "\\mbfsansepsilon" #X1D774 "𝝴")
- ("mathalpha" "\\mbfsanseta" #X1D776 "𝝶")
- ("mathalpha" "\\mbfsansf" #X1D5F3 "𝗳")
- ("mathalpha" "\\mbfsansg" #X1D5F4 "𝗴")
- ("mathalpha" "\\mbfsansgamma" #X1D772 "𝝲")
- ("mathalpha" "\\mbfsansh" #X1D5F5 "𝗵")
- ("mathalpha" "\\mbfsansi" #X1D5F6 "𝗶")
- ("mathalpha" "\\mbfsansiota" #X1D778 "𝝸")
- ("mathalpha" "\\mbfsansj" #X1D5F7 "𝗷")
- ("mathalpha" "\\mbfsansk" #X1D5F8 "𝗸")
- ("mathalpha" "\\mbfsanskappa" #X1D779 "𝝹")
- ("mathalpha" "\\mbfsansl" #X1D5F9 "𝗹")
- ("mathalpha" "\\mbfsanslambda" #X1D77A "𝝺")
- ("mathalpha" "\\mbfsansm" #X1D5FA "𝗺")
- ("mathalpha" "\\mbfsansmu" #X1D77B "𝝻")
- ("mathalpha" "\\mbfsansn" #X1D5FB "𝗻")
- ("mathalpha" "\\mbfsansnu" #X1D77C "𝝼")
- ("mathalpha" "\\mbfsanso" #X1D5FC "𝗼")
- ("mathalpha" "\\mbfsansomega" #X1D788 "𝞈")
- ("mathalpha" "\\mbfsansomicron" #X1D77E "𝝾")
- ("mathalpha" "\\mbfsansp" #X1D5FD "𝗽")
- ("mathalpha" "\\mbfsansphi" #X1D785 "𝞅")
- ("mathalpha" "\\mbfsanspi" #X1D77F "𝝿")
- ("mathalpha" "\\mbfsanspsi" #X1D787 "𝞇")
- ("mathalpha" "\\mbfsansq" #X1D5FE "𝗾")
- ("mathalpha" "\\mbfsansr" #X1D5FF "𝗿")
- ("mathalpha" "\\mbfsansrho" #X1D780 "𝞀")
- ("mathalpha" "\\mbfsanss" #X1D600 "𝘀")
- ("mathalpha" "\\mbfsanssigma" #X1D782 "𝞂")
- ("mathalpha" "\\mbfsanst" #X1D601 "𝘁")
- ("mathalpha" "\\mbfsanstau" #X1D783 "𝞃")
- ("mathalpha" "\\mbfsanstheta" #X1D777 "𝝷")
- ("mathalpha" "\\mbfsansu" #X1D602 "𝘂")
- ("mathalpha" "\\mbfsansupsilon" #X1D784 "𝞄")
- ("mathalpha" "\\mbfsansv" #X1D603 "𝘃")
- ("mathalpha" "\\mbfsansvarTheta" #X1D767 "𝝧")
- ("mathalpha" "\\mbfsansvarepsilon" #X1D78A "𝞊")
- ("mathalpha" "\\mbfsansvarkappa" #X1D78C "𝞌")
- ("mathalpha" "\\mbfsansvarphi" #X1D78D "𝞍")
- ("mathalpha" "\\mbfsansvarpi" #X1D78F "𝞏")
- ("mathalpha" "\\mbfsansvarrho" #X1D78E "𝞎")
- ("mathalpha" "\\mbfsansvarsigma" #X1D781 "𝞁")
- ("mathalpha" "\\mbfsansvartheta" #X1D78B "𝞋")
- ("mathalpha" "\\mbfsansw" #X1D604 "𝘄")
- ("mathalpha" "\\mbfsansx" #X1D605 "𝘅")
- ("mathalpha" "\\mbfsansxi" #X1D77D "𝝽")
- ("mathalpha" "\\mbfsansy" #X1D606 "𝘆")
- ("mathalpha" "\\mbfsansz" #X1D607 "𝘇")
- ("mathalpha" "\\mbfsanszeta" #X1D775 "𝝵")
- ("mathalpha" "\\mbfscrA" #X1D4D0 "𝓐")
- ("mathalpha" "\\mbfscrB" #X1D4D1 "𝓑")
- ("mathalpha" "\\mbfscrC" #X1D4D2 "𝓒")
- ("mathalpha" "\\mbfscrD" #X1D4D3 "𝓓")
- ("mathalpha" "\\mbfscrE" #X1D4D4 "𝓔")
- ("mathalpha" "\\mbfscrF" #X1D4D5 "𝓕")
- ("mathalpha" "\\mbfscrG" #X1D4D6 "𝓖")
- ("mathalpha" "\\mbfscrH" #X1D4D7 "𝓗")
- ("mathalpha" "\\mbfscrI" #X1D4D8 "𝓘")
- ("mathalpha" "\\mbfscrJ" #X1D4D9 "𝓙")
- ("mathalpha" "\\mbfscrK" #X1D4DA "𝓚")
- ("mathalpha" "\\mbfscrL" #X1D4DB "𝓛")
- ("mathalpha" "\\mbfscrM" #X1D4DC "𝓜")
- ("mathalpha" "\\mbfscrN" #X1D4DD "𝓝")
- ("mathalpha" "\\mbfscrO" #X1D4DE "𝓞")
- ("mathalpha" "\\mbfscrP" #X1D4DF "𝓟")
- ("mathalpha" "\\mbfscrQ" #X1D4E0 "𝓠")
- ("mathalpha" "\\mbfscrR" #X1D4E1 "𝓡")
- ("mathalpha" "\\mbfscrS" #X1D4E2 "𝓢")
- ("mathalpha" "\\mbfscrT" #X1D4E3 "𝓣")
- ("mathalpha" "\\mbfscrU" #X1D4E4 "𝓤")
- ("mathalpha" "\\mbfscrV" #X1D4E5 "𝓥")
- ("mathalpha" "\\mbfscrW" #X1D4E6 "𝓦")
- ("mathalpha" "\\mbfscrX" #X1D4E7 "𝓧")
- ("mathalpha" "\\mbfscrY" #X1D4E8 "𝓨")
- ("mathalpha" "\\mbfscrZ" #X1D4E9 "𝓩")
- ("mathalpha" "\\mbfscra" #X1D4EA "𝓪")
- ("mathalpha" "\\mbfscrb" #X1D4EB "𝓫")
- ("mathalpha" "\\mbfscrc" #X1D4EC "𝓬")
- ("mathalpha" "\\mbfscrd" #X1D4ED "𝓭")
- ("mathalpha" "\\mbfscre" #X1D4EE "𝓮")
- ("mathalpha" "\\mbfscrf" #X1D4EF "𝓯")
- ("mathalpha" "\\mbfscrg" #X1D4F0 "𝓰")
- ("mathalpha" "\\mbfscrh" #X1D4F1 "𝓱")
- ("mathalpha" "\\mbfscri" #X1D4F2 "𝓲")
- ("mathalpha" "\\mbfscrj" #X1D4F3 "𝓳")
- ("mathalpha" "\\mbfscrk" #X1D4F4 "𝓴")
- ("mathalpha" "\\mbfscrl" #X1D4F5 "𝓵")
- ("mathalpha" "\\mbfscrm" #X1D4F6 "𝓶")
- ("mathalpha" "\\mbfscrn" #X1D4F7 "𝓷")
- ("mathalpha" "\\mbfscro" #X1D4F8 "𝓸")
- ("mathalpha" "\\mbfscrp" #X1D4F9 "𝓹")
- ("mathalpha" "\\mbfscrq" #X1D4FA "𝓺")
- ("mathalpha" "\\mbfscrr" #X1D4FB "𝓻")
- ("mathalpha" "\\mbfscrs" #X1D4FC "𝓼")
- ("mathalpha" "\\mbfscrt" #X1D4FD "𝓽")
- ("mathalpha" "\\mbfscru" #X1D4FE "𝓾")
- ("mathalpha" "\\mbfscrv" #X1D4FF "𝓿")
- ("mathalpha" "\\mbfscrw" #X1D500 "𝔀")
- ("mathalpha" "\\mbfscrx" #X1D501 "𝔁")
- ("mathalpha" "\\mbfscry" #X1D502 "𝔂")
- ("mathalpha" "\\mbfscrz" #X1D503 "𝔃")
- ("mathalpha" "\\mbfsigma" #X1D6D4 "𝛔")
- ("mathalpha" "\\mbft" #X1D42D "𝐭")
- ("mathalpha" "\\mbftau" #X1D6D5 "𝛕")
- ("mathalpha" "\\mbftheta" #X1D6C9 "𝛉")
- ("mathalpha" "\\mbfu" #X1D42E "𝐮")
- ("mathalpha" "\\mbfupsilon" #X1D6D6 "𝛖")
- ("mathalpha" "\\mbfv" #X1D42F "𝐯")
- ("mathalpha" "\\mbfvarTheta" #X1D6B9 "𝚹")
- ("mathalpha" "\\mbfvarepsilon" #X1D6DC "𝛜")
- ("mathalpha" "\\mbfvarkappa" #X1D6DE "𝛞")
- ("mathalpha" "\\mbfvarphi" #X1D6D7 "𝛗")
- ("mathalpha" "\\mbfvarpi" #X1D6E1 "𝛡")
- ("mathalpha" "\\mbfvarrho" #X1D6E0 "𝛠")
- ("mathalpha" "\\mbfvarsigma" #X1D6D3 "𝛓")
- ("mathalpha" "\\mbfvartheta" #X1D6DD "𝛝")
- ("mathalpha" "\\mbfw" #X1D430 "𝐰")
- ("mathalpha" "\\mbfx" #X1D431 "𝐱")
- ("mathalpha" "\\mbfxi" #X1D6CF "𝛏")
- ("mathalpha" "\\mbfy" #X1D432 "𝐲")
- ("mathalpha" "\\mbfz" #X1D433 "𝐳")
- ("mathalpha" "\\mbfzeta" #X1D6C7 "𝛇")
- ("mathalpha" "\\mfrakA" #X1D504 "𝔄")
- ("mathalpha" "\\mfrakB" #X1D505 "𝔅")
- ("mathalpha" "\\mfrakC" #X0212D "ℭ")
- ("mathalpha" "\\mfrakD" #X1D507 "𝔇")
- ("mathalpha" "\\mfrakE" #X1D508 "𝔈")
- ("mathalpha" "\\mfrakF" #X1D509 "𝔉")
- ("mathalpha" "\\mfrakG" #X1D50A "𝔊")
- ("mathalpha" "\\mfrakH" #X0210C "ℌ")
- ("mathalpha" "\\mfrakJ" #X1D50D "𝔍")
- ("mathalpha" "\\mfrakK" #X1D50E "𝔎")
- ("mathalpha" "\\mfrakL" #X1D50F "𝔏")
- ("mathalpha" "\\mfrakM" #X1D510 "𝔐")
- ("mathalpha" "\\mfrakN" #X1D511 "𝔑")
- ("mathalpha" "\\mfrakO" #X1D512 "𝔒")
- ("mathalpha" "\\mfrakP" #X1D513 "𝔓")
- ("mathalpha" "\\mfrakQ" #X1D514 "𝔔")
- ("mathalpha" "\\mfrakS" #X1D516 "𝔖")
- ("mathalpha" "\\mfrakT" #X1D517 "𝔗")
- ("mathalpha" "\\mfrakU" #X1D518 "𝔘")
- ("mathalpha" "\\mfrakV" #X1D519 "𝔙")
- ("mathalpha" "\\mfrakW" #X1D51A "𝔚")
- ("mathalpha" "\\mfrakX" #X1D51B "𝔛")
- ("mathalpha" "\\mfrakY" #X1D51C "𝔜")
- ("mathalpha" "\\mfrakZ" #X02128 "ℨ")
- ("mathalpha" "\\mfraka" #X1D51E "𝔞")
- ("mathalpha" "\\mfrakb" #X1D51F "𝔟")
- ("mathalpha" "\\mfrakc" #X1D520 "𝔠")
- ("mathalpha" "\\mfrakd" #X1D521 "𝔡")
- ("mathalpha" "\\mfrake" #X1D522 "𝔢")
- ("mathalpha" "\\mfrakf" #X1D523 "𝔣")
- ("mathalpha" "\\mfrakg" #X1D524 "𝔤")
- ("mathalpha" "\\mfrakh" #X1D525 "𝔥")
- ("mathalpha" "\\mfraki" #X1D526 "𝔦")
- ("mathalpha" "\\mfrakj" #X1D527 "𝔧")
- ("mathalpha" "\\mfrakk" #X1D528 "𝔨")
- ("mathalpha" "\\mfrakl" #X1D529 "𝔩")
- ("mathalpha" "\\mfrakm" #X1D52A "𝔪")
- ("mathalpha" "\\mfrakn" #X1D52B "𝔫")
- ("mathalpha" "\\mfrako" #X1D52C "𝔬")
- ("mathalpha" "\\mfrakp" #X1D52D "𝔭")
- ("mathalpha" "\\mfrakq" #X1D52E "𝔮")
- ("mathalpha" "\\mfrakr" #X1D52F "𝔯")
- ("mathalpha" "\\mfraks" #X1D530 "𝔰")
- ("mathalpha" "\\mfrakt" #X1D531 "𝔱")
- ("mathalpha" "\\mfraku" #X1D532 "𝔲")
- ("mathalpha" "\\mfrakv" #X1D533 "𝔳")
- ("mathalpha" "\\mfrakw" #X1D534 "𝔴")
- ("mathalpha" "\\mfrakx" #X1D535 "𝔵")
- ("mathalpha" "\\mfraky" #X1D536 "𝔶")
- ("mathalpha" "\\mfrakz" #X1D537 "𝔷")
- ("mathalpha" "\\mitA" #X1D434 "𝐴")
- ("mathalpha" "\\mitAlpha" #X1D6E2 "𝛢")
- ("mathalpha" "\\mitB" #X1D435 "𝐵")
- ("mathalpha" "\\mitBeta" #X1D6E3 "𝛣")
- ("mathalpha" "\\mitC" #X1D436 "𝐶")
- ("mathalpha" "\\mitChi" #X1D6F8 "𝛸")
- ("mathalpha" "\\mitD" #X1D437 "𝐷")
- ("mathalpha" "\\mitDelta" #X1D6E5 "𝛥")
- ("mathalpha" "\\mitE" #X1D438 "𝐸")
- ("mathalpha" "\\mitEpsilon" #X1D6E6 "𝛦")
- ("mathalpha" "\\mitEta" #X1D6E8 "𝛨")
- ("mathalpha" "\\mitF" #X1D439 "𝐹")
- ("mathalpha" "\\mitG" #X1D43A "𝐺")
- ("mathalpha" "\\mitGamma" #X1D6E4 "𝛤")
- ("mathalpha" "\\mitH" #X1D43B "𝐻")
- ("mathalpha" "\\mitI" #X1D43C "𝐼")
- ("mathalpha" "\\mitIota" #X1D6EA "𝛪")
- ("mathalpha" "\\mitJ" #X1D43D "𝐽")
- ("mathalpha" "\\mitK" #X1D43E "𝐾")
- ("mathalpha" "\\mitKappa" #X1D6EB "𝛫")
- ("mathalpha" "\\mitL" #X1D43F "𝐿")
- ("mathalpha" "\\mitLambda" #X1D6EC "𝛬")
- ("mathalpha" "\\mitM" #X1D440 "𝑀")
- ("mathalpha" "\\mitMu" #X1D6ED "𝛭")
- ("mathalpha" "\\mitN" #X1D441 "𝑁")
- ("mathalpha" "\\mitNu" #X1D6EE "𝛮")
- ("mathalpha" "\\mitO" #X1D442 "𝑂")
- ("mathalpha" "\\mitOmega" #X1D6FA "𝛺")
- ("mathalpha" "\\mitOmicron" #X1D6F0 "𝛰")
- ("mathalpha" "\\mitP" #X1D443 "𝑃")
- ("mathalpha" "\\mitPhi" #X1D6F7 "𝛷")
- ("mathalpha" "\\mitPi" #X1D6F1 "𝛱")
- ("mathalpha" "\\mitPsi" #X1D6F9 "𝛹")
- ("mathalpha" "\\mitQ" #X1D444 "𝑄")
- ("mathalpha" "\\mitR" #X1D445 "𝑅")
- ("mathalpha" "\\mitRho" #X1D6F2 "𝛲")
- ("mathalpha" "\\mitS" #X1D446 "𝑆")
- ("mathalpha" "\\mitSigma" #X1D6F4 "𝛴")
- ("mathalpha" "\\mitT" #X1D447 "𝑇")
- ("mathalpha" "\\mitTau" #X1D6F5 "𝛵")
- ("mathalpha" "\\mitTheta" #X1D6E9 "𝛩")
- ("mathalpha" "\\mitU" #X1D448 "𝑈")
- ("mathalpha" "\\mitUpsilon" #X1D6F6 "𝛶")
- ("mathalpha" "\\mitV" #X1D449 "𝑉")
- ("mathalpha" "\\mitW" #X1D44A "𝑊")
- ("mathalpha" "\\mitX" #X1D44B "𝑋")
- ("mathalpha" "\\mitXi" #X1D6EF "𝛯")
- ("mathalpha" "\\mitY" #X1D44C "𝑌")
- ("mathalpha" "\\mitZ" #X1D44D "𝑍")
- ("mathalpha" "\\mitZeta" #X1D6E7 "𝛧")
- ("mathalpha" "\\mita" #X1D44E "𝑎")
- ("mathalpha" "\\mitalpha" #X1D6FC "𝛼")
- ("mathalpha" "\\mitb" #X1D44F "𝑏")
- ("mathalpha" "\\mitbeta" #X1D6FD "𝛽")
- ("mathalpha" "\\mitc" #X1D450 "𝑐")
- ("mathalpha" "\\mitchi" #X1D712 "𝜒")
- ("mathalpha" "\\mitd" #X1D451 "𝑑")
- ("mathalpha" "\\mitdelta" #X1D6FF "𝛿")
- ("mathalpha" "\\mite" #X1D452 "𝑒")
- ("mathalpha" "\\mitepsilon" #X1D700 "𝜀")
- ("mathalpha" "\\miteta" #X1D702 "𝜂")
- ("mathalpha" "\\mitf" #X1D453 "𝑓")
- ("mathalpha" "\\mitg" #X1D454 "𝑔")
- ("mathalpha" "\\mitgamma" #X1D6FE "𝛾")
- ("mathalpha" "\\miti" #X1D456 "𝑖")
- ("mathalpha" "\\mitiota" #X1D704 "𝜄")
- ("mathalpha" "\\mitj" #X1D457 "𝑗")
- ("mathalpha" "\\mitk" #X1D458 "𝑘")
- ("mathalpha" "\\mitkappa" #X1D705 "𝜅")
- ("mathalpha" "\\mitl" #X1D459 "𝑙")
- ("mathalpha" "\\mitlambda" #X1D706 "𝜆")
- ("mathalpha" "\\mitm" #X1D45A "𝑚")
- ("mathalpha" "\\mitmu" #X1D707 "𝜇")
- ("mathalpha" "\\mitn" #X1D45B "𝑛")
- ("mathalpha" "\\mitnu" #X1D708 "𝜈")
- ("mathalpha" "\\mito" #X1D45C "𝑜")
- ("mathalpha" "\\mitomega" #X1D714 "𝜔")
- ("mathalpha" "\\mitomicron" #X1D70A "𝜊")
- ("mathalpha" "\\mitp" #X1D45D "𝑝")
- ("mathalpha" "\\mitphi" #X1D711 "𝜑")
- ("mathalpha" "\\mitpi" #X1D70B "𝜋")
- ("mathalpha" "\\mitpsi" #X1D713 "𝜓")
- ("mathalpha" "\\mitq" #X1D45E "𝑞")
- ("mathalpha" "\\mitr" #X1D45F "𝑟")
- ("mathalpha" "\\mitrho" #X1D70C "𝜌")
- ("mathalpha" "\\mits" #X1D460 "𝑠")
- ("mathalpha" "\\mitsansA" #X1D608 "𝘈")
- ("mathalpha" "\\mitsansB" #X1D609 "𝘉")
- ("mathalpha" "\\mitsansC" #X1D60A "𝘊")
- ("mathalpha" "\\mitsansD" #X1D60B "𝘋")
- ("mathalpha" "\\mitsansE" #X1D60C "𝘌")
- ("mathalpha" "\\mitsansF" #X1D60D "𝘍")
- ("mathalpha" "\\mitsansG" #X1D60E "𝘎")
- ("mathalpha" "\\mitsansH" #X1D60F "𝘏")
- ("mathalpha" "\\mitsansI" #X1D610 "𝘐")
- ("mathalpha" "\\mitsansJ" #X1D611 "𝘑")
- ("mathalpha" "\\mitsansK" #X1D612 "𝘒")
- ("mathalpha" "\\mitsansL" #X1D613 "𝘓")
- ("mathalpha" "\\mitsansM" #X1D614 "𝘔")
- ("mathalpha" "\\mitsansN" #X1D615 "𝘕")
- ("mathalpha" "\\mitsansO" #X1D616 "𝘖")
- ("mathalpha" "\\mitsansP" #X1D617 "𝘗")
- ("mathalpha" "\\mitsansQ" #X1D618 "𝘘")
- ("mathalpha" "\\mitsansR" #X1D619 "𝘙")
- ("mathalpha" "\\mitsansS" #X1D61A "𝘚")
- ("mathalpha" "\\mitsansT" #X1D61B "𝘛")
- ("mathalpha" "\\mitsansU" #X1D61C "𝘜")
- ("mathalpha" "\\mitsansV" #X1D61D "𝘝")
- ("mathalpha" "\\mitsansW" #X1D61E "𝘞")
- ("mathalpha" "\\mitsansX" #X1D61F "𝘟")
- ("mathalpha" "\\mitsansY" #X1D620 "𝘠")
- ("mathalpha" "\\mitsansZ" #X1D621 "𝘡")
- ("mathalpha" "\\mitsansa" #X1D622 "𝘢")
- ("mathalpha" "\\mitsansb" #X1D623 "𝘣")
- ("mathalpha" "\\mitsansc" #X1D624 "𝘤")
- ("mathalpha" "\\mitsansd" #X1D625 "𝘥")
- ("mathalpha" "\\mitsanse" #X1D626 "𝘦")
- ("mathalpha" "\\mitsansf" #X1D627 "𝘧")
- ("mathalpha" "\\mitsansg" #X1D628 "𝘨")
- ("mathalpha" "\\mitsansh" #X1D629 "𝘩")
- ("mathalpha" "\\mitsansi" #X1D62A "𝘪")
- ("mathalpha" "\\mitsansj" #X1D62B "𝘫")
- ("mathalpha" "\\mitsansk" #X1D62C "𝘬")
- ("mathalpha" "\\mitsansl" #X1D62D "𝘭")
- ("mathalpha" "\\mitsansm" #X1D62E "𝘮")
- ("mathalpha" "\\mitsansn" #X1D62F "𝘯")
- ("mathalpha" "\\mitsanso" #X1D630 "𝘰")
- ("mathalpha" "\\mitsansp" #X1D631 "𝘱")
- ("mathalpha" "\\mitsansq" #X1D632 "𝘲")
- ("mathalpha" "\\mitsansr" #X1D633 "𝘳")
- ("mathalpha" "\\mitsanss" #X1D634 "𝘴")
- ("mathalpha" "\\mitsanst" #X1D635 "𝘵")
- ("mathalpha" "\\mitsansu" #X1D636 "𝘶")
- ("mathalpha" "\\mitsansv" #X1D637 "𝘷")
- ("mathalpha" "\\mitsansw" #X1D638 "𝘸")
- ("mathalpha" "\\mitsansx" #X1D639 "𝘹")
- ("mathalpha" "\\mitsansy" #X1D63A "𝘺")
- ("mathalpha" "\\mitsansz" #X1D63B "𝘻")
- ("mathalpha" "\\mitsigma" #X1D70E "𝜎")
- ("mathalpha" "\\mitt" #X1D461 "𝑡")
- ("mathalpha" "\\mittau" #X1D70F "𝜏")
- ("mathalpha" "\\mittheta" #X1D703 "𝜃")
- ("mathalpha" "\\mitu" #X1D462 "𝑢")
- ("mathalpha" "\\mitupsilon" #X1D710 "𝜐")
- ("mathalpha" "\\mitv" #X1D463 "𝑣")
- ("mathalpha" "\\mitvarTheta" #X1D6F3 "𝛳")
- ("mathalpha" "\\mitvarepsilon" #X1D716 "𝜖")
- ("mathalpha" "\\mitvarkappa" #X1D718 "𝜘")
- ("mathalpha" "\\mitvarphi" #X1D719 "𝜙")
- ("mathalpha" "\\mitvarpi" #X1D71B "𝜛")
- ("mathalpha" "\\mitvarrho" #X1D71A "𝜚")
- ("mathalpha" "\\mitvarsigma" #X1D70D "𝜍")
- ("mathalpha" "\\mitvartheta" #X1D717 "𝜗")
- ("mathalpha" "\\mitw" #X1D464 "𝑤")
- ("mathalpha" "\\mitx" #X1D465 "𝑥")
- ("mathalpha" "\\mitxi" #X1D709 "𝜉")
- ("mathalpha" "\\mity" #X1D466 "𝑦")
- ("mathalpha" "\\mitz" #X1D467 "𝑧")
- ("mathalpha" "\\mitzeta" #X1D701 "𝜁")
- ("mathalpha" "\\msansA" #X1D5A0 "𝖠")
- ("mathalpha" "\\msansB" #X1D5A1 "𝖡")
- ("mathalpha" "\\msansC" #X1D5A2 "𝖢")
- ("mathalpha" "\\msansD" #X1D5A3 "𝖣")
- ("mathalpha" "\\msansE" #X1D5A4 "𝖤")
- ("mathalpha" "\\msansF" #X1D5A5 "𝖥")
- ("mathalpha" "\\msansG" #X1D5A6 "𝖦")
- ("mathalpha" "\\msansH" #X1D5A7 "𝖧")
- ("mathalpha" "\\msansI" #X1D5A8 "𝖨")
- ("mathalpha" "\\msansJ" #X1D5A9 "𝖩")
- ("mathalpha" "\\msansK" #X1D5AA "𝖪")
- ("mathalpha" "\\msansL" #X1D5AB "𝖫")
- ("mathalpha" "\\msansM" #X1D5AC "𝖬")
- ("mathalpha" "\\msansN" #X1D5AD "𝖭")
- ("mathalpha" "\\msansO" #X1D5AE "𝖮")
- ("mathalpha" "\\msansP" #X1D5AF "𝖯")
- ("mathalpha" "\\msansQ" #X1D5B0 "𝖰")
- ("mathalpha" "\\msansR" #X1D5B1 "𝖱")
- ("mathalpha" "\\msansS" #X1D5B2 "𝖲")
- ("mathalpha" "\\msansT" #X1D5B3 "𝖳")
- ("mathalpha" "\\msansU" #X1D5B4 "𝖴")
- ("mathalpha" "\\msansV" #X1D5B5 "𝖵")
- ("mathalpha" "\\msansW" #X1D5B6 "𝖶")
- ("mathalpha" "\\msansX" #X1D5B7 "𝖷")
- ("mathalpha" "\\msansY" #X1D5B8 "𝖸")
- ("mathalpha" "\\msansZ" #X1D5B9 "𝖹")
- ("mathalpha" "\\msansa" #X1D5BA "𝖺")
- ("mathalpha" "\\msansb" #X1D5BB "𝖻")
- ("mathalpha" "\\msansc" #X1D5BC "𝖼")
- ("mathalpha" "\\msansd" #X1D5BD "𝖽")
- ("mathalpha" "\\msanse" #X1D5BE "𝖾")
- ("mathalpha" "\\msansf" #X1D5BF "𝖿")
- ("mathalpha" "\\msansg" #X1D5C0 "𝗀")
- ("mathalpha" "\\msansh" #X1D5C1 "𝗁")
- ("mathalpha" "\\msansi" #X1D5C2 "𝗂")
- ("mathalpha" "\\msansj" #X1D5C3 "𝗃")
- ("mathalpha" "\\msansk" #X1D5C4 "𝗄")
- ("mathalpha" "\\msansl" #X1D5C5 "𝗅")
- ("mathalpha" "\\msansm" #X1D5C6 "𝗆")
- ("mathalpha" "\\msansn" #X1D5C7 "𝗇")
- ("mathalpha" "\\msanso" #X1D5C8 "𝗈")
- ("mathalpha" "\\msansp" #X1D5C9 "𝗉")
- ("mathalpha" "\\msansq" #X1D5CA "𝗊")
- ("mathalpha" "\\msansr" #X1D5CB "𝗋")
- ("mathalpha" "\\msanss" #X1D5CC "𝗌")
- ("mathalpha" "\\msanst" #X1D5CD "𝗍")
- ("mathalpha" "\\msansu" #X1D5CE "𝗎")
- ("mathalpha" "\\msansv" #X1D5CF "𝗏")
- ("mathalpha" "\\msansw" #X1D5D0 "𝗐")
- ("mathalpha" "\\msansx" #X1D5D1 "𝗑")
- ("mathalpha" "\\msansy" #X1D5D2 "𝗒")
- ("mathalpha" "\\msansz" #X1D5D3 "𝗓")
- ("mathalpha" "\\mscrA" #X1D49C "𝒜")
- ("mathalpha" "\\mscrB" #X0212C "ℬ")
- ("mathalpha" "\\mscrC" #X1D49E "𝒞")
- ("mathalpha" "\\mscrD" #X1D49F "𝒟")
- ("mathalpha" "\\mscrE" #X02130 "ℰ")
- ("mathalpha" "\\mscrF" #X02131 "ℱ")
- ("mathalpha" "\\mscrG" #X1D4A2 "𝒢")
- ("mathalpha" "\\mscrH" #X0210B "ℋ")
- ("mathalpha" "\\mscrI" #X02110 "ℐ")
- ("mathalpha" "\\mscrJ" #X1D4A5 "𝒥")
- ("mathalpha" "\\mscrK" #X1D4A6 "𝒦")
- ("mathalpha" "\\mscrL" #X02112 "ℒ")
- ("mathalpha" "\\mscrM" #X02133 "ℳ")
- ("mathalpha" "\\mscrN" #X1D4A9 "𝒩")
- ("mathalpha" "\\mscrO" #X1D4AA "𝒪")
- ("mathalpha" "\\mscrP" #X1D4AB "𝒫")
- ("mathalpha" "\\mscrQ" #X1D4AC "𝒬")
- ("mathalpha" "\\mscrR" #X0211B "ℛ")
- ("mathalpha" "\\mscrS" #X1D4AE "𝒮")
- ("mathalpha" "\\mscrT" #X1D4AF "𝒯")
- ("mathalpha" "\\mscrU" #X1D4B0 "𝒰")
- ("mathalpha" "\\mscrV" #X1D4B1 "𝒱")
- ("mathalpha" "\\mscrW" #X1D4B2 "𝒲")
- ("mathalpha" "\\mscrX" #X1D4B3 "𝒳")
- ("mathalpha" "\\mscrY" #X1D4B4 "𝒴")
- ("mathalpha" "\\mscrZ" #X1D4B5 "𝒵")
- ("mathalpha" "\\mscra" #X1D4B6 "𝒶")
- ("mathalpha" "\\mscrb" #X1D4B7 "𝒷")
- ("mathalpha" "\\mscrc" #X1D4B8 "𝒸")
- ("mathalpha" "\\mscrd" #X1D4B9 "𝒹")
- ("mathalpha" "\\mscre" #X0212F "ℯ")
- ("mathalpha" "\\mscrf" #X1D4BB "𝒻")
- ("mathalpha" "\\mscrg" #X0210A "ℊ")
- ("mathalpha" "\\mscrh" #X1D4BD "𝒽")
- ("mathalpha" "\\mscri" #X1D4BE "𝒾")
- ("mathalpha" "\\mscrj" #X1D4BF "𝒿")
- ("mathalpha" "\\mscrk" #X1D4C0 "𝓀")
- ("mathalpha" "\\mscrl" #X1D4C1 "𝓁")
- ("mathalpha" "\\mscrm" #X1D4C2 "𝓂")
- ("mathalpha" "\\mscrn" #X1D4C3 "𝓃")
- ("mathalpha" "\\mscro" #X02134 "ℴ")
- ("mathalpha" "\\mscrp" #X1D4C5 "𝓅")
- ("mathalpha" "\\mscrq" #X1D4C6 "𝓆")
- ("mathalpha" "\\mscrr" #X1D4C7 "𝓇")
- ("mathalpha" "\\mscrs" #X1D4C8 "𝓈")
- ("mathalpha" "\\mscrt" #X1D4C9 "𝓉")
- ("mathalpha" "\\mscru" #X1D4CA "𝓊")
- ("mathalpha" "\\mscrv" #X1D4CB "𝓋")
- ("mathalpha" "\\mscrw" #X1D4CC "𝓌")
- ("mathalpha" "\\mscrx" #X1D4CD "𝓍")
- ("mathalpha" "\\mscry" #X1D4CE "𝓎")
- ("mathalpha" "\\mscrz" #X1D4CF "𝓏")
- ("mathalpha" "\\mttA" #X1D670 "𝙰")
- ("mathalpha" "\\mttB" #X1D671 "𝙱")
- ("mathalpha" "\\mttC" #X1D672 "𝙲")
- ("mathalpha" "\\mttD" #X1D673 "𝙳")
- ("mathalpha" "\\mttE" #X1D674 "𝙴")
- ("mathalpha" "\\mttF" #X1D675 "𝙵")
- ("mathalpha" "\\mttG" #X1D676 "𝙶")
- ("mathalpha" "\\mttH" #X1D677 "𝙷")
- ("mathalpha" "\\mttI" #X1D678 "𝙸")
- ("mathalpha" "\\mttJ" #X1D679 "𝙹")
- ("mathalpha" "\\mttK" #X1D67A "𝙺")
- ("mathalpha" "\\mttL" #X1D67B "𝙻")
- ("mathalpha" "\\mttM" #X1D67C "𝙼")
- ("mathalpha" "\\mttN" #X1D67D "𝙽")
- ("mathalpha" "\\mttO" #X1D67E "𝙾")
- ("mathalpha" "\\mttP" #X1D67F "𝙿")
- ("mathalpha" "\\mttQ" #X1D680 "𝚀")
- ("mathalpha" "\\mttR" #X1D681 "𝚁")
- ("mathalpha" "\\mttS" #X1D682 "𝚂")
- ("mathalpha" "\\mttT" #X1D683 "𝚃")
- ("mathalpha" "\\mttU" #X1D684 "𝚄")
- ("mathalpha" "\\mttV" #X1D685 "𝚅")
- ("mathalpha" "\\mttW" #X1D686 "𝚆")
- ("mathalpha" "\\mttX" #X1D687 "𝚇")
- ("mathalpha" "\\mttY" #X1D688 "𝚈")
- ("mathalpha" "\\mttZ" #X1D689 "𝚉")
- ("mathalpha" "\\mtta" #X1D68A "𝚊")
- ("mathalpha" "\\mttb" #X1D68B "𝚋")
- ("mathalpha" "\\mttc" #X1D68C "𝚌")
- ("mathalpha" "\\mttd" #X1D68D "𝚍")
- ("mathalpha" "\\mtte" #X1D68E "𝚎")
- ("mathalpha" "\\mttf" #X1D68F "𝚏")
- ("mathalpha" "\\mttg" #X1D690 "𝚐")
- ("mathalpha" "\\mtth" #X1D691 "𝚑")
- ("mathalpha" "\\mtti" #X1D692 "𝚒")
- ("mathalpha" "\\mttj" #X1D693 "𝚓")
- ("mathalpha" "\\mttk" #X1D694 "𝚔")
- ("mathalpha" "\\mttl" #X1D695 "𝚕")
- ("mathalpha" "\\mttm" #X1D696 "𝚖")
- ("mathalpha" "\\mttn" #X1D697 "𝚗")
- ("mathalpha" "\\mtto" #X1D698 "𝚘")
- ("mathalpha" "\\mttp" #X1D699 "𝚙")
- ("mathalpha" "\\mttq" #X1D69A "𝚚")
- ("mathalpha" "\\mttr" #X1D69B "𝚛")
- ("mathalpha" "\\mtts" #X1D69C "𝚜")
- ("mathalpha" "\\mttt" #X1D69D "𝚝")
- ("mathalpha" "\\mttu" #X1D69E "𝚞")
- ("mathalpha" "\\mttv" #X1D69F "𝚟")
- ("mathalpha" "\\mttw" #X1D6A0 "𝚠")
- ("mathalpha" "\\mttx" #X1D6A1 "𝚡")
- ("mathalpha" "\\mtty" #X1D6A2 "𝚢")
- ("mathalpha" "\\mttz" #X1D6A3 "𝚣")
- ("mathalpha" "\\period" #X0002E ".")
- ("mathalpha" "\\turnediota" #X02129 "℩")
- ("mathalpha" "\\upAlpha" #X00391 "Α")
- ("mathalpha" "\\upBeta" #X00392 "Β")
- ("mathalpha" "\\upChi" #X003A7 "Χ")
- ("mathalpha" "\\upDelta" #X00394 "Δ")
- ("mathalpha" "\\upDigamma" #X003DC "Ϝ")
- ("mathalpha" "\\upEpsilon" #X00395 "Ε")
- ("mathalpha" "\\upEta" #X00397 "Η")
- ("mathalpha" "\\upGamma" #X00393 "Γ")
- ("mathalpha" "\\upIota" #X00399 "Ι")
- ("mathalpha" "\\upKappa" #X0039A "Κ")
- ("mathalpha" "\\upKoppa" #X003DE "Ϟ")
- ("mathalpha" "\\upLambda" #X0039B "Λ")
- ("mathalpha" "\\upMu" #X0039C "Μ")
- ("mathalpha" "\\upNu" #X0039D "Ν")
- ("mathalpha" "\\upOmega" #X003A9 "Ω")
- ("mathalpha" "\\upOmicron" #X0039F "Ο")
- ("mathalpha" "\\upPhi" #X003A6 "Φ")
- ("mathalpha" "\\upPi" #X003A0 "Π")
- ("mathalpha" "\\upPsi" #X003A8 "Ψ")
- ("mathalpha" "\\upRho" #X003A1 "Ρ")
- ("mathalpha" "\\upSampi" #X003E0 "Ϡ")
- ("mathalpha" "\\upSigma" #X003A3 "Σ")
- ("mathalpha" "\\upStigma" #X003DA "Ϛ")
- ("mathalpha" "\\upTau" #X003A4 "Τ")
- ("mathalpha" "\\upTheta" #X00398 "Θ")
- ("mathalpha" "\\upUpsilon" #X003A5 "Υ")
- ("mathalpha" "\\upUpsilon" #X003D2 "ϒ")
- ("mathalpha" "\\upXi" #X0039E "Ξ")
- ("mathalpha" "\\upZeta" #X00396 "Ζ")
- ("mathalpha" "\\upalpha" #X003B1 "α")
- ("mathalpha" "\\upbeta" #X003B2 "β")
- ("mathalpha" "\\upchi" #X003C7 "χ")
- ("mathalpha" "\\updelta" #X003B4 "δ")
- ("mathalpha" "\\updigamma" #X003DD "ϝ")
- ("mathalpha" "\\upepsilon" #X003B5 "ε")
- ("mathalpha" "\\upeta" #X003B7 "η")
- ("mathalpha" "\\upgamma" #X003B3 "γ")
- ("mathalpha" "\\upiota" #X003B9 "ι")
- ("mathalpha" "\\upkappa" #X003BA "κ")
- ("mathalpha" "\\upkoppa" #X003DF "ϟ")
- ("mathalpha" "\\uplambda" #X003BB "λ")
- ("mathalpha" "\\upmu" #X003BC "μ")
- ("mathalpha" "\\upnu" #X003BD "ν")
- ("mathalpha" "\\upomega" #X003C9 "ω")
- ("mathalpha" "\\upomicron" #X003BF "ο")
- ("mathalpha" "\\upphi" #X003D5 "ϕ")
- ("mathalpha" "\\uppi" #X003C0 "π")
- ("mathalpha" "\\uppsi" #X003C8 "ψ")
- ("mathalpha" "\\uprho" #X003C1 "ρ")
- ("mathalpha" "\\upsampi" #X003E1 "ϡ")
- ("mathalpha" "\\upsigma" #X003C3 "σ")
- ("mathalpha" "\\upstigma" #X003DB "ϛ")
- ("mathalpha" "\\uptau" #X003C4 "τ")
- ("mathalpha" "\\uptheta" #X003B8 "θ")
- ("mathalpha" "\\upupsilon" #X003C5 "υ")
- ("mathalpha" "\\upvarTheta" #X003F4 "ϴ")
- ("mathalpha" "\\upvarbeta" #X003D0 "ϐ")
- ("mathalpha" "\\upvarepsilon" #X003F5 "ϵ")
- ("mathalpha" "\\upvarkappa" #X003F0 "ϰ")
- ("mathalpha" "\\upvarphi" #X003C6 "φ")
- ("mathalpha" "\\upvarpi" #X003D6 "ϖ")
- ("mathalpha" "\\upvarrho" #X003F1 "ϱ")
- ("mathalpha" "\\upvarsigma" #X003C2 "ς")
- ("mathalpha" "\\upvartheta" #X003D1 "ϑ")
- ("mathalpha" "\\upxi" #X003BE "ξ")
- ("mathalpha" "\\upzeta" #X003B6 "ζ")
- ("mathalpha" "\\wp" #X02118 "℘")
- ("mathbin" "\\Cap" #X022D2 "⋒")
- ("mathbin" "\\Cup" #X022D3 "⋓")
- ("mathbin" "\\Otimes" #X02A37 "⨷")
- ("mathbin" "\\Sqcap" #X02A4E "⩎")
- ("mathbin" "\\Sqcup" #X02A4F "⩏")
- ("mathbin" "\\Vee" #X02A54 "⩔")
- ("mathbin" "\\Wedge" #X02A53 "⩓")
- ("mathbin" "\\amalg" #X02A3F "⨿")
- ("mathbin" "\\ast" #X02217 "∗")
- ("mathbin" "\\barcap" #X02A43 "⩃")
- ("mathbin" "\\barcup" #X02A42 "⩂")
- ("mathbin" "\\barvee" #X022BD "⊽")
- ("mathbin" "\\barwedge" #X022BC "⊼")
- ("mathbin" "\\bigslopedvee" #X02A57 "⩗")
- ("mathbin" "\\bigslopedwedge" #X02A58 "⩘")
- ("mathbin" "\\bigtriangledown" #X025BD "▽")
- ("mathbin" "\\bigtriangleup" #X025B3 "△")
- ("mathbin" "\\blackhourglass" #X029D7 "⧗")
- ("mathbin" "\\blacktriangle" #X025B4 "▴")
- ("mathbin" "\\blacktriangledown" #X025BE "▾")
- ("mathbin" "\\blacktriangleleft" #X025C0 "◀")
- ("mathbin" "\\blacktriangleright" #X025B6 "▶")
- ("mathbin" "\\boxast" #X029C6 "⧆")
- ("mathbin" "\\boxbar" #X025EB "◫")
- ("mathbin" "\\boxbox" #X029C8 "⧈")
- ("mathbin" "\\boxbslash" #X029C5 "⧅")
- ("mathbin" "\\boxcircle" #X029C7 "⧇")
- ("mathbin" "\\boxdiag" #X029C4 "⧄")
- ("mathbin" "\\boxdot" #X022A1 "⊡")
- ("mathbin" "\\boxminus" #X0229F "⊟")
- ("mathbin" "\\boxplus" #X0229E "⊞")
- ("mathbin" "\\boxtimes" #X022A0 "⊠")
- ("mathbin" "\\btimes" #X02A32 "⨲")
- ("mathbin" "\\cap" #X02229 "∩")
- ("mathbin" "\\capbarcup" #X02A49 "⩉")
- ("mathbin" "\\capdot" #X02A40 "⩀")
- ("mathbin" "\\capovercup" #X02A47 "⩇")
- ("mathbin" "\\capwedge" #X02A44 "⩄")
- ("mathbin" "\\cdot" #X022C5 "⋅")
- ("mathbin" "\\cdotp" #X000B7 "·")
- ("mathbin" "\\circledast" #X0229B "⊛")
- ("mathbin" "\\circledcirc" #X0229A "⊚")
- ("mathbin" "\\circleddash" #X0229D "⊝")
- ("mathbin" "\\circledequal" #X0229C "⊜")
- ("mathbin" "\\circledparallel" #X029B7 "⦷")
- ("mathbin" "\\circledvert" #X029B6 "⦶")
- ("mathbin" "\\circlehbar" #X029B5 "⦵")
- ("mathbin" "\\closedvarcap" #X02A4D "⩍")
- ("mathbin" "\\closedvarcup" #X02A4C "⩌")
- ("mathbin" "\\closedvarcupsmashprod" #X02A50 "⩐")
- ("mathbin" "\\commaminus" #X02A29 "⨩")
- ("mathbin" "\\concavediamond" #X027E1 "⟡")
- ("mathbin" "\\concavediamondtickleft" #X027E2 "⟢")
- ("mathbin" "\\concavediamondtickright" #X027E3 "⟣")
- ("mathbin" "\\cup" #X0222A "∪")
- ("mathbin" "\\cupbarcap" #X02A48 "⩈")
- ("mathbin" "\\cupdot" #X0228D "⊍")
- ("mathbin" "\\cupleftarrow" #X0228C "⊌")
- ("mathbin" "\\cupovercap" #X02A46 "⩆")
- ("mathbin" "\\cupvee" #X02A45 "⩅")
- ("mathbin" "\\curlyvee" #X022CE "⋎")
- ("mathbin" "\\curlywedge" #X022CF "⋏")
- ("mathbin" "\\dagger" #X02020 "†")
- ("mathbin" "\\ddagger" #X02021 "‡")
- ("mathbin" "\\div" #X000F7 "÷")
- ("mathbin" "\\divideontimes" #X022C7 "⋇")
- ("mathbin" "\\divslash" #X02215 "∕")
- ("mathbin" "\\dotminus" #X02238 "∸")
- ("mathbin" "\\dotplus" #X02214 "∔")
- ("mathbin" "\\dottimes" #X02A30 "⨰")
- ("mathbin" "\\doublebarvee" #X02A62 "⩢")
- ("mathbin" "\\doublebarwedge" #X02A5E "⩞")
- ("mathbin" "\\doubleplus" #X029FA "⧺")
- ("mathbin" "\\dsol" #X029F6 "⧶")
- ("mathbin" "\\dsub" #X02A64 "⩤")
- ("mathbin" "\\eqqplus" #X02A71 "⩱")
- ("mathbin" "\\fcmp" #X02A3E "⨾")
- ("mathbin" "\\fracslash" #X02044 "⁄")
- ("mathbin" "\\hourglass" #X029D6 "⧖")
- ("mathbin" "\\intercal" #X022BA "⊺")
- ("mathbin" "\\interleave" #X02AF4 "⫴")
- ("mathbin" "\\intprod" #X02A3C "⨼")
- ("mathbin" "\\intprodr" #X02A3D "⨽")
- ("mathbin" "\\invlazys" #X0223E "∾")
- ("mathbin" "\\leftthreetimes" #X022CB "⋋")
- ("mathbin" "\\lozengeminus" #X027E0 "⟠")
- ("mathbin" "\\ltimes" #X022C9 "⋉")
- ("mathbin" "\\mdlgblklozenge" #X029EB "⧫")
- ("mathbin" "\\mdlgwhtcircle" #X025CB "○")
- ("mathbin" "\\midbarvee" #X02A5D "⩝")
- ("mathbin" "\\midbarwedge" #X02A5C "⩜")
- ("mathbin" "\\minus" #X02212 "−")
- ("mathbin" "\\minusdot" #X02A2A "⨪")
- ("mathbin" "\\minusfdots" #X02A2B "⨫")
- ("mathbin" "\\minusrdots" #X02A2C "⨬")
- ("mathbin" "\\mp" #X02213 "∓")
- ("mathbin" "\\nhVvert" #X02AF5 "⫵")
- ("mathbin" "\\obar" #X0233D "⌽")
- ("mathbin" "\\obslash" #X029B8 "⦸")
- ("mathbin" "\\odiv" #X02A38 "⨸")
- ("mathbin" "\\odot" #X02299 "⊙")
- ("mathbin" "\\ogreaterthan" #X029C1 "⧁")
- ("mathbin" "\\olessthan" #X029C0 "⧀")
- ("mathbin" "\\ominus" #X02296 "⊖")
- ("mathbin" "\\operp" #X029B9 "⦹")
- ("mathbin" "\\oplus" #X02295 "⊕")
- ("mathbin" "\\opluslhrim" #X02A2D "⨭")
- ("mathbin" "\\oplusrhrim" #X02A2E "⨮")
- ("mathbin" "\\oslash" #X02298 "⊘")
- ("mathbin" "\\otimes" #X02297 "⊗")
- ("mathbin" "\\otimeshat" #X02A36 "⨶")
- ("mathbin" "\\otimeslhrim" #X02A34 "⨴")
- ("mathbin" "\\otimesrhrim" #X02A35 "⨵")
- ("mathbin" "\\plus" #X0002B "+")
- ("mathbin" "\\plusdot" #X02A25 "⨥")
- ("mathbin" "\\pluseqq" #X02A72 "⩲")
- ("mathbin" "\\plushat" #X02A23 "⨣")
- ("mathbin" "\\plussim" #X02A26 "⨦")
- ("mathbin" "\\plussubtwo" #X02A27 "⨧")
- ("mathbin" "\\plustrif" #X02A28 "⨨")
- ("mathbin" "\\pm" #X000B1 "±")
- ("mathbin" "\\rightthreetimes" #X022CC "⋌")
- ("mathbin" "\\ringplus" #X02A22 "⨢")
- ("mathbin" "\\rsolbar" #X029F7 "⧷")
- ("mathbin" "\\rsub" #X02A65 "⩥")
- ("mathbin" "\\rtimes" #X022CA "⋊")
- ("mathbin" "\\setminus" #X029F5 "⧵")
- ("mathbin" "\\shuffle" #X029E2 "⧢")
- ("mathbin" "\\simplus" #X02A24 "⨤")
- ("mathbin" "\\smallblacktriangleleft" #X025C2 "◂")
- ("mathbin" "\\smallblacktriangleright" #X025B8 "▸")
- ("mathbin" "\\smallsetminus" #X02216 "∖")
- ("mathbin" "\\smalltriangleleft" #X025C3 "◃")
- ("mathbin" "\\smalltriangleright" #X025B9 "▹")
- ("mathbin" "\\smashtimes" #X02A33 "⨳")
- ("mathbin" "\\smblkcircle" #X02022 "•")
- ("mathbin" "\\smwhtdiamond" #X022C4 "⋄")
- ("mathbin" "\\sqcap" #X02293 "⊓")
- ("mathbin" "\\sqcup" #X02294 "⊔")
- ("mathbin" "\\sslash" #X02AFD "⫽")
- ("mathbin" "\\star" #X022C6 "⋆")
- ("mathbin" "\\talloblong" #X02AFE "⫾")
- ("mathbin" "\\threedotcolon" #X02AF6 "⫶")
- ("mathbin" "\\tieconcat" #X02040 "⁀")
- ("mathbin" "\\times" #X000D7 "×")
- ("mathbin" "\\timesbar" #X02A31 "⨱")
- ("mathbin" "\\tminus" #X029FF "⧿")
- ("mathbin" "\\tplus" #X029FE "⧾")
- ("mathbin" "\\triangledown" #X025BF "▿")
- ("mathbin" "\\triangleleft" #X025C1 "◁")
- ("mathbin" "\\triangleminus" #X02A3A "⨺")
- ("mathbin" "\\triangleplus" #X02A39 "⨹")
- ("mathbin" "\\triangleright" #X025B7 "▷")
- ("mathbin" "\\triangleserifs" #X029CD "⧍")
- ("mathbin" "\\triangletimes" #X02A3B "⨻")
- ("mathbin" "\\tripleplus" #X029FB "⧻")
- ("mathbin" "\\trslash" #X02AFB "⫻")
- ("mathbin" "\\twocaps" #X02A4B "⩋")
- ("mathbin" "\\twocups" #X02A4A "⩊")
- ("mathbin" "\\typecolon" #X02982 "⦂")
- ("mathbin" "\\uminus" #X02A41 "⩁")
- ("mathbin" "\\upand" #X0214B "⅋")
- ("mathbin" "\\uplus" #X0228E "⊎")
- ("mathbin" "\\varbarwedge" #X02305 "⌅")
- ("mathbin" "\\vardoublebarwedge" #X02306 "⌆")
- ("mathbin" "\\vartriangle" #X025B5 "▵")
- ("mathbin" "\\varveebar" #X02A61 "⩡")
- ("mathbin" "\\vectimes" #X02A2F "⨯")
- ("mathbin" "\\vee" #X02228 "∨")
- ("mathbin" "\\veebar" #X022BB "⊻")
- ("mathbin" "\\veedot" #X027C7 "⟇")
- ("mathbin" "\\veedoublebar" #X02A63 "⩣")
- ("mathbin" "\\veemidvert" #X02A5B "⩛")
- ("mathbin" "\\veeodot" #X02A52 "⩒")
- ("mathbin" "\\veeonvee" #X02A56 "⩖")
- ("mathbin" "\\vysmblkcircle" #X02219 "∙")
- ("mathbin" "\\vysmwhtcircle" #X02218 "∘")
- ("mathbin" "\\wedge" #X02227 "∧")
- ("mathbin" "\\wedgebar" #X02A5F "⩟")
- ("mathbin" "\\wedgedot" #X027D1 "⟑")
- ("mathbin" "\\wedgedoublebar" #X02A60 "⩠")
- ("mathbin" "\\wedgemidvert" #X02A5A "⩚")
- ("mathbin" "\\wedgeodot" #X02A51 "⩑")
- ("mathbin" "\\wedgeonwedge" #X02A55 "⩕")
- ("mathbin" "\\whitesquaretickleft" #X027E4 "⟤")
- ("mathbin" "\\whitesquaretickright" #X027E5 "⟥")
- ("mathbin" "\\wr" #X02240 "≀")
- ("mathclose" "\\Rbrbrak" #X027ED "⟭")
- ("mathclose" "\\Rbrbrak" #X03019 "〙")
- ("mathclose" "\\Rparenless" #X02996 "⦖")
- ("mathclose" "\\Rvzigzag" #X029DB "⧛")
- ("mathclose" "\\lrcorner" #X0231F "⌟")
- ("mathclose" "\\rAngle" #X027EB "⟫")
- ("mathclose" "\\rBrace" #X02984 "⦄")
- ("mathclose" "\\rBrack" #X027E7 "⟧")
- ("mathclose" "\\rParen" #X02986 "⦆")
- ("mathclose" "\\rangle" #X027E9 "⟩")
- ("mathclose" "\\rangledot" #X02992 "⦒")
- ("mathclose" "\\rbag" #X027C6 "⟆")
- ("mathclose" "\\rblkbrbrak" #X02998 "⦘")
- ("mathclose" "\\rbrace" #X0007D "}")
- ("mathclose" "\\rbrack" #X0005D "]")
- ("mathclose" "\\rbracklrtick" #X0298E "⦎")
- ("mathclose" "\\rbrackubar" #X0298C "⦌")
- ("mathclose" "\\rbrackurtick" #X02990 "⦐")
- ("mathclose" "\\rbrbrak" #X02773 "❳")
- ("mathclose" "\\rbrbrak" #X03015 "〕")
- ("mathclose" "\\rceil" #X02309 "⌉")
- ("mathclose" "\\rcurvyangle" #X029FD "⧽")
- ("mathclose" "\\rfloor" #X0230B "⌋")
- ("mathclose" "\\rparen" #X00029 ")")
- ("mathclose" "\\rparengtr" #X02994 "⦔")
- ("mathclose" "\\rrangle" #X0298A "⦊")
- ("mathclose" "\\rrparenthesis" #X02988 "⦈")
- ("mathclose" "\\rvzigzag" #X029D9 "⧙")
- ("mathclose" "\\urcorner" #X0231D "⌝")
- ("mathfence" "\\Vert" #X02016 "‖")
- ("mathfence" "\\Vvert" #X02980 "⦀")
- ("mathfence" "\\vert" #X0007C "|")
- ("mathop" "\\Bbbsum" #X02140 "⅀")
- ("mathop" "\\Join" #X02A1D "⨝")
- ("mathop" "\\awint" #X02A11 "⨑")
- ("mathop" "\\bigbot" #X027D8 "⟘")
- ("mathop" "\\bigcap" #X022C2 "⋂")
- ("mathop" "\\bigcup" #X022C3 "⋃")
- ("mathop" "\\bigcupdot" #X02A03 "⨃")
- ("mathop" "\\biginterleave" #X02AFC "⫼")
- ("mathop" "\\bigodot" #X02A00 "⨀")
- ("mathop" "\\bigoplus" #X02A01 "⨁")
- ("mathop" "\\bigotimes" #X02A02 "⨂")
- ("mathop" "\\bigsqcap" #X02A05 "⨅")
- ("mathop" "\\bigsqcup" #X02A06 "⨆")
- ("mathop" "\\bigtalloblong" #X02AFF "⫿")
- ("mathop" "\\bigtimes" #X02A09 "⨉")
- ("mathop" "\\bigtop" #X027D9 "⟙")
- ("mathop" "\\bigtriangleleft" #X02A1E "⨞")
- ("mathop" "\\biguplus" #X02A04 "⨄")
- ("mathop" "\\bigvee" #X022C1 "⋁")
- ("mathop" "\\bigwedge" #X022C0 "⋀")
- ("mathop" "\\cirfnint" #X02A10 "⨐")
- ("mathop" "\\conjquant" #X02A07 "⨇")
- ("mathop" "\\coprod" #X02210 "∐")
- ("mathop" "\\disjquant" #X02A08 "⨈")
- ("mathop" "\\fint" #X02A0F "⨏")
- ("mathop" "\\fullouterjoin" #X027D7 "⟗")
- ("mathop" "\\iiiint" #X02A0C "⨌")
- ("mathop" "\\iiint" #X0222D "∭")
- ("mathop" "\\iint" #X0222C "∬")
- ("mathop" "\\int" #X0222B "∫")
- ("mathop" "\\intBar" #X02A0E "⨎")
- ("mathop" "\\intbar" #X02A0D "⨍")
- ("mathop" "\\intcap" #X02A19 "⨙")
- ("mathop" "\\intclockwise" #X02231 "∱")
- ("mathop" "\\intcup" #X02A1A "⨚")
- ("mathop" "\\intlarhk" #X02A17 "⨗")
- ("mathop" "\\intx" #X02A18 "⨘")
- ("mathop" "\\leftouterjoin" #X027D5 "⟕")
- ("mathop" "\\lowint" #X02A1C "⨜")
- ("mathop" "\\npolint" #X02A14 "⨔")
- ("mathop" "\\oiiint" #X02230 "∰")
- ("mathop" "\\oiint" #X0222F "∯")
- ("mathop" "\\oint" #X0222E "∮")
- ("mathop" "\\ointctrclockwise" #X02233 "∳")
- ("mathop" "\\pointint" #X02A15 "⨕")
- ("mathop" "\\prod" #X0220F "∏")
- ("mathop" "\\rightouterjoin" #X027D6 "⟖")
- ("mathop" "\\rppolint" #X02A12 "⨒")
- ("mathop" "\\scpolint" #X02A13 "⨓")
- ("mathop" "\\sqint" #X02A16 "⨖")
- ("mathop" "\\sum" #X02211 "∑")
- ("mathop" "\\sumint" #X02A0B "⨋")
- ("mathop" "\\upint" #X02A1B "⨛")
- ("mathop" "\\varointclockwise" #X02232 "∲")
- ("mathop" "\\xbsol" #X029F9 "⧹")
- ("mathop" "\\xsol" #X029F8 "⧸")
- ("mathop" "\\zcmp" #X02A1F "⨟")
- ("mathop" "\\zpipe" #X02A20 "⨠")
- ("mathop" "\\zproject" #X02A21 "⨡")
- ("mathopen" "\\Lbrbrak" #X027EC "⟬")
- ("mathopen" "\\Lbrbrak" #X03018 "〘")
- ("mathopen" "\\Lparengtr" #X02995 "⦕")
- ("mathopen" "\\Lvzigzag" #X029DA "⧚")
- ("mathopen" "\\lAngle" #X027EA "⟪")
- ("mathopen" "\\lBrace" #X02983 "⦃")
- ("mathopen" "\\lBrack" #X027E6 "⟦")
- ("mathopen" "\\lParen" #X02985 "⦅")
- ("mathopen" "\\langle" #X027E8 "⟨")
- ("mathopen" "\\langledot" #X02991 "⦑")
- ("mathopen" "\\lbag" #X027C5 "⟅")
- ("mathopen" "\\lblkbrbrak" #X02997 "⦗")
- ("mathopen" "\\lbrace" #X0007B "{")
- ("mathopen" "\\lbrack" #X0005B "[")
- ("mathopen" "\\lbracklltick" #X0298F "⦏")
- ("mathopen" "\\lbrackubar" #X0298B "⦋")
- ("mathopen" "\\lbrackultick" #X0298D "⦍")
- ("mathopen" "\\lbrbrak" #X02772 "❲")
- ("mathopen" "\\lbrbrak" #X03014 "〔")
- ("mathopen" "\\lceil" #X02308 "⌈")
- ("mathopen" "\\lcurvyangle" #X029FC "⧼")
- ("mathopen" "\\lfloor" #X0230A "⌊")
- ("mathopen" "\\llangle" #X02989 "⦉")
- ("mathopen" "\\llcorner" #X0231E "⌞")
- ("mathopen" "\\llparenthesis" #X02987 "⦇")
- ("mathopen" "\\longdivision" #X027CC "⟌")
- ("mathopen" "\\lparen" #X00028 "(")
- ("mathopen" "\\lparenless" #X02993 "⦓")
- ("mathopen" "\\lvzigzag" #X029D8 "⧘")
- ("mathopen" "\\ulcorner" #X0231C "⌜")
- ("mathord" "\\APLboxquestion" #X02370 "⍰")
- ("mathord" "\\APLboxupcaret" #X02353 "⍓")
- ("mathord" "\\APLnotbackslash" #X02340 "⍀")
- ("mathord" "\\Bbbeight" #X1D7E0 "𝟠")
- ("mathord" "\\Bbbfive" #X1D7DD "𝟝")
- ("mathord" "\\Bbbfour" #X1D7DC "𝟜")
- ("mathord" "\\Bbbnine" #X1D7E1 "𝟡")
- ("mathord" "\\Bbbone" #X1D7D9 "𝟙")
- ("mathord" "\\Bbbpi" #X0213C "ℼ")
- ("mathord" "\\Bbbseven" #X1D7DF "𝟟")
- ("mathord" "\\Bbbsix" #X1D7DE "𝟞")
- ("mathord" "\\Bbbthree" #X1D7DB "𝟛")
- ("mathord" "\\Bbbtwo" #X1D7DA "𝟚")
- ("mathord" "\\Bbbzero" #X1D7D8 "𝟘")
- ("mathord" "\\Eulerconst" #X02107 "ℇ")
- ("mathord" "\\Exclam" #X0203C "‼")
- ("mathord" "\\Finv" #X02132 "Ⅎ")
- ("mathord" "\\Game" #X02141 "⅁")
- ("mathord" "\\Hermaphrodite" #X026A5 "⚥")
- ("mathord" "\\Planckconst" #X0210E "ℎ")
- ("mathord" "\\PropertyLine" #X0214A "⅊")
- ("mathord" "\\QED" #X0220E "∎")
- ("mathord" "\\Question" #X02047 "⁇")
- ("mathord" "\\Yup" #X02144 "⅄")
- ("mathord" "\\Zbar" #X001B5 "Ƶ")
- ("mathord" "\\accurrent" #X023E6 "⏦")
- ("mathord" "\\acidfree" #X0267E "♾")
- ("mathord" "\\acwopencirclearrow" #X021BA "↺")
- ("mathord" "\\ampersand" #X00026 "&")
- ("mathord" "\\angdnr" #X0299F "⦟")
- ("mathord" "\\angle" #X02220 "∠")
- ("mathord" "\\angles" #X0299E "⦞")
- ("mathord" "\\angleubar" #X029A4 "⦤")
- ("mathord" "\\astrosun" #X02609 "☉")
- ("mathord" "\\atsign" #X00040 "@")
- ("mathord" "\\backdprime" #X02036 "‶")
- ("mathord" "\\backprime" #X02035 "‵")
- ("mathord" "\\backslash" #X0005C "\\")
- ("mathord" "\\backtrprime" #X02037 "‷")
- ("mathord" "\\barleftarrowrightarrowba" #X021B9 "↹")
- ("mathord" "\\barovernorthwestarrow" #X021B8 "↸")
- ("mathord" "\\bbrktbrk" #X023B6 "⎶")
- ("mathord" "\\bdtriplevdash" #X02506 "┆")
- ("mathord" "\\because" #X02235 "∵")
- ("mathord" "\\benzenr" #X023E3 "⏣")
- ("mathord" "\\bigblacktriangledown" #X025BC "▼")
- ("mathord" "\\bigblacktriangleup" #X025B2 "▲")
- ("mathord" "\\bigstar" #X02605 "★")
- ("mathord" "\\bigwhitestar" #X02606 "☆")
- ("mathord" "\\blackcircledownarrow" #X029ED "⧭")
- ("mathord" "\\blackcircledrightdot" #X02688 "⚈")
- ("mathord" "\\blackcircledtwodots" #X02689 "⚉")
- ("mathord" "\\blackcircleulquadwhite" #X025D5 "◕")
- ("mathord" "\\blackdiamonddownarrow" #X029EA "⧪")
- ("mathord" "\\blackinwhitediamond" #X025C8 "◈")
- ("mathord" "\\blackinwhitesquare" #X025A3 "▣")
- ("mathord" "\\blacklefthalfcircle" #X025D6 "◖")
- ("mathord" "\\blackpointerleft" #X025C4 "◄")
- ("mathord" "\\blackpointerright" #X025BA "►")
- ("mathord" "\\blackrighthalfcircle" #X025D7 "◗")
- ("mathord" "\\blacksmiley" #X0263B "☻")
- ("mathord" "\\blkhorzoval" #X02B2C "⬬")
- ("mathord" "\\blkvertoval" #X02B2E "⬮")
- ("mathord" "\\blockfull" #X02588 "█")
- ("mathord" "\\blockhalfshaded" #X02592 "▒")
- ("mathord" "\\blocklefthalf" #X0258C "▌")
- ("mathord" "\\blocklowhalf" #X02584 "▄")
- ("mathord" "\\blockqtrshaded" #X02591 "░")
- ("mathord" "\\blockrighthalf" #X02590 "▐")
- ("mathord" "\\blockthreeqtrshaded" #X02593 "▓")
- ("mathord" "\\blockuphalf" #X02580 "▀")
- ("mathord" "\\bot" #X022A5 "⊥")
- ("mathord" "\\botsemicircle" #X025E1 "◡")
- ("mathord" "\\boxonbox" #X029C9 "⧉")
- ("mathord" "\\bullseye" #X025CE "◎")
- ("mathord" "\\caretinsert" #X02038 "‸")
- ("mathord" "\\carriagereturn" #X021B5 "↵")
- ("mathord" "\\checkmark" #X02713 "✓")
- ("mathord" "\\cirE" #X029C3 "⧃")
- ("mathord" "\\circlebottomhalfblack" #X025D2 "◒")
- ("mathord" "\\circledbullet" #X029BF "⦿")
- ("mathord" "\\circledownarrow" #X029EC "⧬")
- ("mathord" "\\circledrightdot" #X02686 "⚆")
- ("mathord" "\\circledstar" #X0272A "✪")
- ("mathord" "\\circledtwodots" #X02687 "⚇")
- ("mathord" "\\circledwhitebullet" #X029BE "⦾")
- ("mathord" "\\circlelefthalfblack" #X025D0 "◐")
- ("mathord" "\\circlellquad" #X025F5 "◵")
- ("mathord" "\\circlelrquad" #X025F6 "◶")
- ("mathord" "\\circlerighthalfblack" #X025D1 "◑")
- ("mathord" "\\circletophalfblack" #X025D3 "◓")
- ("mathord" "\\circleulquad" #X025F4 "◴")
- ("mathord" "\\circleurquad" #X025F7 "◷")
- ("mathord" "\\circleurquadblack" #X025D4 "◔")
- ("mathord" "\\circlevertfill" #X025CD "◍")
- ("mathord" "\\cirscir" #X029C2 "⧂")
- ("mathord" "\\clubsuit" #X02663 "♣")
- ("mathord" "\\complement" #X02201 "∁")
- ("mathord" "\\conictaper" #X02332 "⌲")
- ("mathord" "\\cwopencirclearrow" #X021BB "↻")
- ("mathord" "\\danger" #X02621 "☡")
- ("mathord" "\\diameter" #X02300 "⌀")
- ("mathord" "\\diamondbotblack" #X02B19 "⬙")
- ("mathord" "\\diamondcdot" #X027D0 "⟐")
- ("mathord" "\\diamondleftblack" #X02B16 "⬖")
- ("mathord" "\\diamondrightblack" #X02B17 "⬗")
- ("mathord" "\\diamondsuit" #X02662 "♢")
- ("mathord" "\\diamondtopblack" #X02B18 "⬘")
- ("mathord" "\\dicei" #X02680 "⚀")
- ("mathord" "\\diceii" #X02681 "⚁")
- ("mathord" "\\diceiii" #X02682 "⚂")
- ("mathord" "\\diceiv" #X02683 "⚃")
- ("mathord" "\\dicev" #X02684 "⚄")
- ("mathord" "\\dicevi" #X02685 "⚅")
- ("mathord" "\\dingasterisk" #X0273D "✽")
- ("mathord" "\\dottedcircle" #X025CC "◌")
- ("mathord" "\\dottedsquare" #X02B1A "⬚")
- ("mathord" "\\downdasharrow" #X021E3 "⇣")
- ("mathord" "\\downrightcurvedarrow" #X02935 "⤵")
- ("mathord" "\\downtriangleleftblack" #X029E8 "⧨")
- ("mathord" "\\downtrianglerightblack" #X029E9 "⧩")
- ("mathord" "\\downwhitearrow" #X021E9 "⇩")
- ("mathord" "\\dprime" #X02033 "″")
- ("mathord" "\\draftingarrow" #X0279B "➛")
- ("mathord" "\\eighthnote" #X0266A "♪")
- ("mathord" "\\elinters" #X023E7 "⏧")
- ("mathord" "\\emptysetoarr" #X029B3 "⦳")
- ("mathord" "\\emptysetoarrl" #X029B4 "⦴")
- ("mathord" "\\emptysetobar" #X029B1 "⦱")
- ("mathord" "\\emptysetocirc" #X029B2 "⦲")
- ("mathord" "\\enleadertwodots" #X02025 "‥")
- ("mathord" "\\errbarblackcircle" #X029F3 "⧳")
- ("mathord" "\\errbarblackdiamond" #X029F1 "⧱")
- ("mathord" "\\errbarblacksquare" #X029EF "⧯")
- ("mathord" "\\errbarcircle" #X029F2 "⧲")
- ("mathord" "\\errbardiamond" #X029F0 "⧰")
- ("mathord" "\\errbarsquare" #X029EE "⧮")
- ("mathord" "\\euro" #X020AC "€")
- ("mathord" "\\exists" #X02203 "∃")
- ("mathord" "\\fdiagovnearrow" #X0292F "⤯")
- ("mathord" "\\fdiagovrdiag" #X0292C "⤬")
- ("mathord" "\\female" #X02640 "♀")
- ("mathord" "\\fisheye" #X025C9 "◉")
- ("mathord" "\\flat" #X0266D "♭")
- ("mathord" "\\fltns" #X023E5 "⏥")
- ("mathord" "\\forall" #X02200 "∀")
- ("mathord" "\\fourvdots" #X02999 "⦙")
- ("mathord" "\\gtlpar" #X029A0 "⦠")
- ("mathord" "\\harrowextender" #X023AF "⎯")
- ("mathord" "\\heartsuit" #X02661 "♡")
- ("mathord" "\\hermitmatrix" #X022B9 "⊹")
- ("mathord" "\\hexagon" #X02394 "⎔")
- ("mathord" "\\hexagonblack" #X02B23 "⬣")
- ("mathord" "\\horizbar" #X02015 "―")
- ("mathord" "\\house" #X02302 "⌂")
- ("mathord" "\\hrectangle" #X025AD "▭")
- ("mathord" "\\hrectangleblack" #X025AC "▬")
- ("mathord" "\\hyphenbullet" #X02043 "⁃")
- ("mathord" "\\hzigzag" #X03030 "〰")
- ("mathord" "\\iinfin" #X029DC "⧜")
- ("mathord" "\\increment" #X02206 "∆")
- ("mathord" "\\infty" #X0221E "∞")
- ("mathord" "\\intbottom" #X02321 "⌡")
- ("mathord" "\\intextender" #X023AE "⎮")
- ("mathord" "\\inttop" #X02320 "⌠")
- ("mathord" "\\inversebullet" #X025D8 "◘")
- ("mathord" "\\inversewhitecircle" #X025D9 "◙")
- ("mathord" "\\invnot" #X02310 "⌐")
- ("mathord" "\\invwhitelowerhalfcircle" #X025DB "◛")
- ("mathord" "\\invwhiteupperhalfcircle" #X025DA "◚")
- ("mathord" "\\laplac" #X029E0 "⧠")
- ("mathord" "\\lbracelend" #X023A9 "⎩")
- ("mathord" "\\lbracemid" #X023A8 "⎨")
- ("mathord" "\\lbraceuend" #X023A7 "⎧")
- ("mathord" "\\lbrackextender" #X023A2 "⎢")
- ("mathord" "\\lbracklend" #X023A3 "⎣")
- ("mathord" "\\lbrackuend" #X023A1 "⎡")
- ("mathord" "\\leftdasharrow" #X021E0 "⇠")
- ("mathord" "\\leftmoon" #X0263E "☾")
- ("mathord" "\\leftwhitearrow" #X021E6 "⇦")
- ("mathord" "\\lgblkcircle" #X02B24 "⬤")
- ("mathord" "\\lgblksquare" #X02B1B "⬛")
- ("mathord" "\\lgwhtcircle" #X025EF "◯")
- ("mathord" "\\lgwhtsquare" #X02B1C "⬜")
- ("mathord" "\\linefeed" #X021B4 "↴")
- ("mathord" "\\llarc" #X025DF "◟")
- ("mathord" "\\llblacktriangle" #X025E3 "◣")
- ("mathord" "\\lltriangle" #X025FA "◺")
- ("mathord" "\\lmoustache" #X023B0 "⎰")
- ("mathord" "\\lparenextender" #X0239C "⎜")
- ("mathord" "\\lparenlend" #X0239D "⎝")
- ("mathord" "\\lparenuend" #X0239B "⎛")
- ("mathord" "\\lrarc" #X025DE "◞")
- ("mathord" "\\lrblacktriangle" #X025E2 "◢")
- ("mathord" "\\lrtriangle" #X025FF "◿")
- ("mathord" "\\lvboxline" #X023B8 "⎸")
- ("mathord" "\\male" #X02642 "♂")
- ("mathord" "\\maltese" #X02720 "✠")
- ("mathord" "\\mathdollar" #X00024 "$")
- ("mathord" "\\mathslash" #X0002F "/")
- ("mathord" "\\mbfitnabla" #X1D735 "𝜵")
- ("mathord" "\\mbfitpartial" #X1D74F "𝝏")
- ("mathord" "\\mbfitsansnabla" #X1D7A9 "𝞩")
- ("mathord" "\\mbfitsanspartial" #X1D7C3 "𝟃")
- ("mathord" "\\mbfnabla" #X1D6C1 "𝛁")
- ("mathord" "\\mbfpartial" #X1D6DB "𝛛")
- ("mathord" "\\mbfsanseight" #X1D7F4 "𝟴")
- ("mathord" "\\mbfsansfive" #X1D7F1 "𝟱")
- ("mathord" "\\mbfsansfour" #X1D7F0 "𝟰")
- ("mathord" "\\mbfsansnabla" #X1D76F "𝝯")
- ("mathord" "\\mbfsansnine" #X1D7F5 "𝟵")
- ("mathord" "\\mbfsansone" #X1D7ED "𝟭")
- ("mathord" "\\mbfsanspartial" #X1D789 "𝞉")
- ("mathord" "\\mbfsansseven" #X1D7F3 "𝟳")
- ("mathord" "\\mbfsanssix" #X1D7F2 "𝟲")
- ("mathord" "\\mbfsansthree" #X1D7EF "𝟯")
- ("mathord" "\\mbfsanstwo" #X1D7EE "𝟮")
- ("mathord" "\\mbfsanszero" #X1D7EC "𝟬")
- ("mathord" "\\mdblkcircle" #X026AB "⚫")
- ("mathord" "\\mdblkdiamond" #X02B25 "⬥")
- ("mathord" "\\mdblklozenge" #X02B27 "⬧")
- ("mathord" "\\mdblksquare" #X025FC "◼")
- ("mathord" "\\mdlgblkcircle" #X025CF "●")
- ("mathord" "\\mdlgblkdiamond" #X025C6 "◆")
- ("mathord" "\\mdlgblksquare" #X025A0 "■")
- ("mathord" "\\mdlgwhtdiamond" #X025C7 "◇")
- ("mathord" "\\mdlgwhtlozenge" #X025CA "◊")
- ("mathord" "\\mdlgwhtsquare" #X025A1 "□")
- ("mathord" "\\mdsmblkcircle" #X02981 "⦁")
- ("mathord" "\\mdsmblksquare" #X025FE "◾")
- ("mathord" "\\mdsmwhtcircle" #X026AC "⚬")
- ("mathord" "\\mdsmwhtsquare" #X025FD "◽")
- ("mathord" "\\mdwhtcircle" #X026AA "⚪")
- ("mathord" "\\mdwhtdiamond" #X02B26 "⬦")
- ("mathord" "\\mdwhtlozenge" #X02B28 "⬨")
- ("mathord" "\\mdwhtsquare" #X025FB "◻")
- ("mathord" "\\measangledltosw" #X029AF "⦯")
- ("mathord" "\\measangledrtose" #X029AE "⦮")
- ("mathord" "\\measangleldtosw" #X029AB "⦫")
- ("mathord" "\\measanglelutonw" #X029A9 "⦩")
- ("mathord" "\\measanglerdtose" #X029AA "⦪")
- ("mathord" "\\measanglerutone" #X029A8 "⦨")
- ("mathord" "\\measangleultonw" #X029AD "⦭")
- ("mathord" "\\measangleurtone" #X029AC "⦬")
- ("mathord" "\\measuredangle" #X02221 "∡")
- ("mathord" "\\measuredangleleft" #X0299B "⦛")
- ("mathord" "\\measuredrightangle" #X022BE "⊾")
- ("mathord" "\\medblackstar" #X02B51 "⭑")
- ("mathord" "\\medwhitestar" #X02B50 "⭐")
- ("mathord" "\\mho" #X02127 "℧")
- ("mathord" "\\mitBbbD" #X02145 "ⅅ")
- ("mathord" "\\mitBbbd" #X02146 "ⅆ")
- ("mathord" "\\mitBbbe" #X02147 "ⅇ")
- ("mathord" "\\mitBbbi" #X02148 "ⅈ")
- ("mathord" "\\mitBbbj" #X02149 "ⅉ")
- ("mathord" "\\mitnabla" #X1D6FB "𝛻")
- ("mathord" "\\mitpartial" #X1D715 "𝜕")
- ("mathord" "\\modtwosum" #X02A0A "⨊")
- ("mathord" "\\msanseight" #X1D7EA "𝟪")
- ("mathord" "\\msansfive" #X1D7E7 "𝟧")
- ("mathord" "\\msansfour" #X1D7E6 "𝟦")
- ("mathord" "\\msansnine" #X1D7EB "𝟫")
- ("mathord" "\\msansone" #X1D7E3 "𝟣")
- ("mathord" "\\msansseven" #X1D7E9 "𝟩")
- ("mathord" "\\msanssix" #X1D7E8 "𝟨")
- ("mathord" "\\msansthree" #X1D7E5 "𝟥")
- ("mathord" "\\msanstwo" #X1D7E4 "𝟤")
- ("mathord" "\\msanszero" #X1D7E2 "𝟢")
- ("mathord" "\\mtteight" #X1D7FE "𝟾")
- ("mathord" "\\mttfive" #X1D7FB "𝟻")
- ("mathord" "\\mttfour" #X1D7FA "𝟺")
- ("mathord" "\\mttnine" #X1D7FF "𝟿")
- ("mathord" "\\mttone" #X1D7F7 "𝟷")
- ("mathord" "\\mttseven" #X1D7FD "𝟽")
- ("mathord" "\\mttsix" #X1D7FC "𝟼")
- ("mathord" "\\mttthree" #X1D7F9 "𝟹")
- ("mathord" "\\mtttwo" #X1D7F8 "𝟸")
- ("mathord" "\\mttzero" #X1D7F6 "𝟶")
- ("mathord" "\\nHdownarrow" #X021DF "⇟")
- ("mathord" "\\nHuparrow" #X021DE "⇞")
- ("mathord" "\\nabla" #X02207 "∇")
- ("mathord" "\\natural" #X0266E "♮")
- ("mathord" "\\neg" #X000AC "¬")
- ("mathord" "\\neovnwarrow" #X02931 "⤱")
- ("mathord" "\\neovsearrow" #X0292E "⤮")
- ("mathord" "\\neuter" #X026B2 "⚲")
- ("mathord" "\\nexists" #X02204 "∄")
- ("mathord" "\\nvinfty" #X029DE "⧞")
- ("mathord" "\\nwovnearrow" #X02932 "⤲")
- ("mathord" "\\obot" #X029BA "⦺")
- ("mathord" "\\obrbrak" #X023E0 "⏠")
- ("mathord" "\\octothorpe" #X00023 "#")
- ("mathord" "\\odotslashdot" #X029BC "⦼")
- ("mathord" "\\olcross" #X029BB "⦻")
- ("mathord" "\\parallelogram" #X025B1 "▱")
- ("mathord" "\\parallelogramblack" #X025B0 "▰")
- ("mathord" "\\partial" #X02202 "∂")
- ("mathord" "\\pentagon" #X02B20 "⬠")
- ("mathord" "\\pentagonblack" #X02B1F "⬟")
- ("mathord" "\\percent" #X00025 "%")
- ("mathord" "\\perps" #X02AE1 "⫡")
- ("mathord" "\\postalmark" #X03012 "〒")
- ("mathord" "\\prime" #X02032 "′")
- ("mathord" "\\profline" #X02312 "⌒")
- ("mathord" "\\profsurf" #X02313 "⌓")
- ("mathord" "\\qprime" #X02057 "⁗")
- ("mathord" "\\quarternote" #X02669 "♩")
- ("mathord" "\\question" #X0003F "?")
- ("mathord" "\\rangledownzigzagarrow" #X0237C "⍼")
- ("mathord" "\\rbracelend" #X023AD "⎭")
- ("mathord" "\\rbracemid" #X023AC "⎬")
- ("mathord" "\\rbraceuend" #X023AB "⎫")
- ("mathord" "\\rbrackextender" #X023A5 "⎥")
- ("mathord" "\\rbracklend" #X023A6 "⎦")
- ("mathord" "\\rbrackuend" #X023A4 "⎤")
- ("mathord" "\\rdiagovfdiag" #X0292B "⤫")
- ("mathord" "\\rdiagovsearrow" #X02930 "⤰")
- ("mathord" "\\revangle" #X029A3 "⦣")
- ("mathord" "\\revangleubar" #X029A5 "⦥")
- ("mathord" "\\revemptyset" #X029B0 "⦰")
- ("mathord" "\\rightangle" #X0221F "∟")
- ("mathord" "\\rightanglemdot" #X0299D "⦝")
- ("mathord" "\\rightanglesqr" #X0299C "⦜")
- ("mathord" "\\rightdasharrow" #X021E2 "⇢")
- ("mathord" "\\rightmoon" #X0263D "☽")
- ("mathord" "\\rightpentagon" #X02B54 "⭔")
- ("mathord" "\\rightpentagonblack" #X02B53 "⭓")
- ("mathord" "\\rightwhitearrow" #X021E8 "⇨")
- ("mathord" "\\rmoustache" #X023B1 "⎱")
- ("mathord" "\\rparenextender" #X0239F "⎟")
- ("mathord" "\\rparenlend" #X023A0 "⎠")
- ("mathord" "\\rparenuend" #X0239E "⎞")
- ("mathord" "\\rvboxline" #X023B9 "⎹")
- ("mathord" "\\sansLmirrored" #X02143 "⅃")
- ("mathord" "\\sansLturned" #X02142 "⅂")
- ("mathord" "\\seovnearrow" #X0292D "⤭")
- ("mathord" "\\sharp" #X0266F "♯")
- ("mathord" "\\sinewave" #X0223F "∿")
- ("mathord" "\\smblkdiamond" #X02B29 "⬩")
- ("mathord" "\\smblklozenge" #X02B2A "⬪")
- ("mathord" "\\smblksquare" #X025AA "▪")
- ("mathord" "\\smwhitestar" #X02B52 "⭒")
- ("mathord" "\\smwhtcircle" #X025E6 "◦")
- ("mathord" "\\smwhtlozenge" #X02B2B "⬫")
- ("mathord" "\\smwhtsquare" #X025AB "▫")
- ("mathord" "\\spadesuit" #X02660 "♠")
- ("mathord" "\\sphericalangle" #X02222 "∢")
- ("mathord" "\\sphericalangleup" #X029A1 "⦡")
- ("mathord" "\\sqlozenge" #X02311 "⌑")
- ("mathord" "\\sqrtbottom" #X023B7 "⎷")
- ("mathord" "\\squarebotblack" #X02B13 "⬓")
- ("mathord" "\\squarecrossfill" #X025A9 "▩")
- ("mathord" "\\squarehfill" #X025A4 "▤")
- ("mathord" "\\squarehvfill" #X025A6 "▦")
- ("mathord" "\\squareleftblack" #X025E7 "◧")
- ("mathord" "\\squarellblack" #X02B15 "⬕")
- ("mathord" "\\squarellquad" #X025F1 "◱")
- ("mathord" "\\squarelrblack" #X025EA "◪")
- ("mathord" "\\squarelrquad" #X025F2 "◲")
- ("mathord" "\\squareneswfill" #X025A8 "▨")
- ("mathord" "\\squarenwsefill" #X025A7 "▧")
- ("mathord" "\\squarerightblack" #X025E8 "◨")
- ("mathord" "\\squaretopblack" #X02B12 "⬒")
- ("mathord" "\\squareulblack" #X025E9 "◩")
- ("mathord" "\\squareulquad" #X025F0 "◰")
- ("mathord" "\\squareurblack" #X02B14 "⬔")
- ("mathord" "\\squareurquad" #X025F3 "◳")
- ("mathord" "\\squarevfill" #X025A5 "▥")
- ("mathord" "\\squoval" #X025A2 "▢")
- ("mathord" "\\sterling" #X000A3 "£")
- ("mathord" "\\strns" #X023E4 "⏤")
- ("mathord" "\\subsetcirc" #X027C3 "⟃")
- ("mathord" "\\sumbottom" #X023B3 "⎳")
- ("mathord" "\\sumtop" #X023B2 "⎲")
- ("mathord" "\\sun" #X0263C "☼")
- ("mathord" "\\supsetcirc" #X027C4 "⟄")
- ("mathord" "\\therefore" #X02234 "∴")
- ("mathord" "\\thermod" #X029E7 "⧧")
- ("mathord" "\\threedangle" #X027C0 "⟀")
- ("mathord" "\\tieinfty" #X029DD "⧝")
- ("mathord" "\\top" #X022A4 "⊤")
- ("mathord" "\\topbot" #X02336 "⌶")
- ("mathord" "\\topcir" #X02AF1 "⫱")
- ("mathord" "\\topsemicircle" #X025E0 "◠")
- ("mathord" "\\trapezium" #X023E2 "⏢")
- ("mathord" "\\trianglecdot" #X025EC "◬")
- ("mathord" "\\triangleleftblack" #X025ED "◭")
- ("mathord" "\\triangleodot" #X029CA "⧊")
- ("mathord" "\\trianglerightblack" #X025EE "◮")
- ("mathord" "\\triangles" #X029CC "⧌")
- ("mathord" "\\triangleubar" #X029CB "⧋")
- ("mathord" "\\trprime" #X02034 "‴")
- ("mathord" "\\turnangle" #X029A2 "⦢")
- ("mathord" "\\turnednot" #X02319 "⌙")
- ("mathord" "\\twolowline" #X02017 "‗")
- ("mathord" "\\twonotes" #X0266B "♫")
- ("mathord" "\\ubrbrak" #X023E1 "⏡")
- ("mathord" "\\ularc" #X025DC "◜")
- ("mathord" "\\ulblacktriangle" #X025E4 "◤")
- ("mathord" "\\ultriangle" #X025F8 "◸")
- ("mathord" "\\unicodecdots" #X022EF "⋯")
- ("mathord" "\\unicodeellipsis" #X02026 "…")
- ("mathord" "\\uparrowoncircle" #X029BD "⦽")
- ("mathord" "\\upbackepsilon" #X003F6 "϶")
- ("mathord" "\\updasharrow" #X021E1 "⇡")
- ("mathord" "\\updownarrowbar" #X021A8 "↨")
- ("mathord" "\\upoldKoppa" #X003D8 "Ϙ")
- ("mathord" "\\upoldkoppa" #X003D9 "ϙ")
- ("mathord" "\\uprightcurvearrow" #X02934 "⤴")
- ("mathord" "\\upwhitearrow" #X021E7 "⇧")
- ("mathord" "\\urarc" #X025DD "◝")
- ("mathord" "\\urblacktriangle" #X025E5 "◥")
- ("mathord" "\\urtriangle" #X025F9 "◹")
- ("mathord" "\\varcarriagereturn" #X023CE "⏎")
- ("mathord" "\\varclubsuit" #X02667 "♧")
- ("mathord" "\\vardiamondsuit" #X02666 "♦")
- ("mathord" "\\varheartsuit" #X02665 "♥")
- ("mathord" "\\varhexagon" #X02B21 "⬡")
- ("mathord" "\\varhexagonblack" #X02B22 "⬢")
- ("mathord" "\\varhexagonlrbonds" #X0232C "⌬")
- ("mathord" "\\varlrtriangle" #X022BF "⊿")
- ("mathord" "\\varnothing" #X02205 "∅")
- ("mathord" "\\varspadesuit" #X02664 "♤")
- ("mathord" "\\varstar" #X02736 "✶")
- ("mathord" "\\vbraceextender" #X023AA "⎪")
- ("mathord" "\\viewdata" #X02317 "⌗")
- ("mathord" "\\vrectangle" #X025AF "▯")
- ("mathord" "\\vrectangleblack" #X025AE "▮")
- ("mathord" "\\vysmblksquare" #X02B1D "⬝")
- ("mathord" "\\vysmwhtsquare" #X02B1E "⬞")
- ("mathord" "\\vzigzag" #X0299A "⦚")
- ("mathord" "\\whitearrowupfrombar" #X021EA "⇪")
- ("mathord" "\\whiteinwhitetriangle" #X027C1 "⟁")
- ("mathord" "\\whitepointerleft" #X025C5 "◅")
- ("mathord" "\\whitepointerright" #X025BB "▻")
- ("mathord" "\\whthorzoval" #X02B2D "⬭")
- ("mathord" "\\whtvertoval" #X02B2F "⬯")
- ("mathord" "\\wideangledown" #X029A6 "⦦")
- ("mathord" "\\wideangleup" #X029A7 "⦧")
- ("mathord" "\\yen" #X000A5 "¥")
- ("mathover" "\\overbrace" #X023DE "⏞")
- ("mathover" "\\overbracket" #X023B4 "⎴")
- ("mathover" "\\overparen" #X023DC "⏜")
- ("mathpunct" "\\comma" #X0002C ",")
- ("mathpunct" "\\exclam" #X00021 "!")
- ("mathpunct" "\\mathcolon" #X0003A ":")
- ("mathpunct" "\\semicolon" #X0003B ";")
- ("mathradical" "\\cuberoot" #X0221B "∛")
- ("mathradical" "\\fourthroot" #X0221C "∜")
- ("mathradical" "\\sqrt" #X0221A "√")
- ("mathrel" "\\APLnotslash" #X0233F "⌿")
- ("mathrel" "\\Barv" #X02AE7 "⫧")
- ("mathrel" "\\Bumpeq" #X0224E "≎")
- ("mathrel" "\\Colon" #X02237 "∷")
- ("mathrel" "\\Coloneq" #X02A74 "⩴")
- ("mathrel" "\\DDownarrow" #X027F1 "⟱")
- ("mathrel" "\\DashV" #X02AE5 "⫥")
- ("mathrel" "\\DashVDash" #X027DA "⟚")
- ("mathrel" "\\Dashv" #X02AE4 "⫤")
- ("mathrel" "\\Ddownarrow" #X0290B "⤋")
- ("mathrel" "\\Doteq" #X02251 "≑")
- ("mathrel" "\\Downarrow" #X021D3 "⇓")
- ("mathrel" "\\Equiv" #X02263 "≣")
- ("mathrel" "\\Gt" #X02AA2 "⪢")
- ("mathrel" "\\LLeftarrow" #X02B45 "⭅")
- ("mathrel" "\\Ldsh" #X021B2 "↲")
- ("mathrel" "\\Leftarrow" #X021D0 "⇐")
- ("mathrel" "\\Leftrightarrow" #X021D4 "⇔")
- ("mathrel" "\\Lleftarrow" #X021DA "⇚")
- ("mathrel" "\\Longleftarrow" #X027F8 "⟸")
- ("mathrel" "\\Longleftrightarrow" #X027FA "⟺")
- ("mathrel" "\\Longmapsfrom" #X027FD "⟽")
- ("mathrel" "\\Longmapsto" #X027FE "⟾")
- ("mathrel" "\\Longrightarrow" #X027F9 "⟹")
- ("mathrel" "\\Lsh" #X021B0 "↰")
- ("mathrel" "\\Lt" #X02AA1 "⪡")
- ("mathrel" "\\Mapsfrom" #X02906 "⤆")
- ("mathrel" "\\Mapsto" #X02907 "⤇")
- ("mathrel" "\\Nearrow" #X021D7 "⇗")
- ("mathrel" "\\Not" #X02AEC "⫬")
- ("mathrel" "\\Nwarrow" #X021D6 "⇖")
- ("mathrel" "\\Prec" #X02ABB "⪻")
- ("mathrel" "\\RRightarrow" #X02B46 "⭆")
- ("mathrel" "\\Rdsh" #X021B3 "↳")
- ("mathrel" "\\Rightarrow" #X021D2 "⇒")
- ("mathrel" "\\Rrightarrow" #X021DB "⇛")
- ("mathrel" "\\Rsh" #X021B1 "↱")
- ("mathrel" "\\Searrow" #X021D8 "⇘")
- ("mathrel" "\\Subset" #X022D0 "⋐")
- ("mathrel" "\\Succ" #X02ABC "⪼")
- ("mathrel" "\\Supset" #X022D1 "⋑")
- ("mathrel" "\\Swarrow" #X021D9 "⇙")
- ("mathrel" "\\UUparrow" #X027F0 "⟰")
- ("mathrel" "\\Uparrow" #X021D1 "⇑")
- ("mathrel" "\\Updownarrow" #X021D5 "⇕")
- ("mathrel" "\\Uuparrow" #X0290A "⤊")
- ("mathrel" "\\VDash" #X022AB "⊫")
- ("mathrel" "\\Vbar" #X02AEB "⫫")
- ("mathrel" "\\Vdash" #X022A9 "⊩")
- ("mathrel" "\\Vvdash" #X022AA "⊪")
- ("mathrel" "\\acwcirclearrow" #X02940 "⥀")
- ("mathrel" "\\acwgapcirclearrow" #X027F2 "⟲")
- ("mathrel" "\\acwleftarcarrow" #X02939 "⤹")
- ("mathrel" "\\acwoverarcarrow" #X0293A "⤺")
- ("mathrel" "\\acwunderarcarrow" #X0293B "⤻")
- ("mathrel" "\\adots" #X022F0 "⋰")
- ("mathrel" "\\approx" #X02248 "≈")
- ("mathrel" "\\approxeq" #X0224A "≊")
- ("mathrel" "\\approxeqq" #X02A70 "⩰")
- ("mathrel" "\\approxident" #X0224B "≋")
- ("mathrel" "\\arceq" #X02258 "≘")
- ("mathrel" "\\assert" #X022A6 "⊦")
- ("mathrel" "\\asteq" #X02A6E "⩮")
- ("mathrel" "\\asymp" #X0224D "≍")
- ("mathrel" "\\bNot" #X02AED "⫭")
- ("mathrel" "\\backcong" #X0224C "≌")
- ("mathrel" "\\backsim" #X0223D "∽")
- ("mathrel" "\\backsimeq" #X022CD "⋍")
- ("mathrel" "\\bagmember" #X022FF "⋿")
- ("mathrel" "\\barV" #X02AEA "⫪")
- ("mathrel" "\\bardownharpoonleft" #X02961 "⥡")
- ("mathrel" "\\bardownharpoonright" #X0295D "⥝")
- ("mathrel" "\\barleftarrow" #X021E4 "⇤")
- ("mathrel" "\\barleftharpoondown" #X02956 "⥖")
- ("mathrel" "\\barleftharpoonup" #X02952 "⥒")
- ("mathrel" "\\barrightarrowdiamond" #X02920 "⤠")
- ("mathrel" "\\barrightharpoondown" #X0295F "⥟")
- ("mathrel" "\\barrightharpoonup" #X0295B "⥛")
- ("mathrel" "\\baruparrow" #X02912 "⤒")
- ("mathrel" "\\barupharpoonleft" #X02958 "⥘")
- ("mathrel" "\\barupharpoonright" #X02954 "⥔")
- ("mathrel" "\\between" #X0226C "≬")
- ("mathrel" "\\bowtie" #X022C8 "⋈")
- ("mathrel" "\\bsimilarleftarrow" #X02B41 "⭁")
- ("mathrel" "\\bsimilarrightarrow" #X02B47 "⭇")
- ("mathrel" "\\bsolhsub" #X027C8 "⟈")
- ("mathrel" "\\bumpeq" #X0224F "≏")
- ("mathrel" "\\bumpeqq" #X02AAE "⪮")
- ("mathrel" "\\ccwundercurvearrow" #X0293F "⤿")
- ("mathrel" "\\cirbot" #X027DF "⟟")
- ("mathrel" "\\circeq" #X02257 "≗")
- ("mathrel" "\\circleonleftarrow" #X02B30 "⬰")
- ("mathrel" "\\circleonrightarrow" #X021F4 "⇴")
- ("mathrel" "\\cirmid" #X02AEF "⫯")
- ("mathrel" "\\closure" #X02050 "⁐")
- ("mathrel" "\\coloneq" #X02254 "≔")
- ("mathrel" "\\cong" #X02245 "≅")
- ("mathrel" "\\congdot" #X02A6D "⩭")
- ("mathrel" "\\csub" #X02ACF "⫏")
- ("mathrel" "\\csube" #X02AD1 "⫑")
- ("mathrel" "\\csup" #X02AD0 "⫐")
- ("mathrel" "\\csupe" #X02AD2 "⫒")
- ("mathrel" "\\curlyeqprec" #X022DE "⋞")
- ("mathrel" "\\curlyeqsucc" #X022DF "⋟")
- ("mathrel" "\\curvearrowleft" #X021B6 "↶")
- ("mathrel" "\\curvearrowleftplus" #X0293D "⤽")
- ("mathrel" "\\curvearrowright" #X021B7 "↷")
- ("mathrel" "\\curvearrowrightminus" #X0293C "⤼")
- ("mathrel" "\\cwcirclearrow" #X02941 "⥁")
- ("mathrel" "\\cwgapcirclearrow" #X027F3 "⟳")
- ("mathrel" "\\cwrightarcarrow" #X02938 "⤸")
- ("mathrel" "\\cwundercurvearrow" #X0293E "⤾")
- ("mathrel" "\\dashV" #X02AE3 "⫣")
- ("mathrel" "\\dashVdash" #X027DB "⟛")
- ("mathrel" "\\dashcolon" #X02239 "∹")
- ("mathrel" "\\dashleftharpoondown" #X0296B "⥫")
- ("mathrel" "\\dashrightharpoondown" #X0296D "⥭")
- ("mathrel" "\\dashv" #X022A3 "⊣")
- ("mathrel" "\\dbkarow" #X0290F "⤏")
- ("mathrel" "\\ddots" #X022F1 "⋱")
- ("mathrel" "\\ddotseq" #X02A77 "⩷")
- ("mathrel" "\\diamondleftarrow" #X0291D "⤝")
- ("mathrel" "\\diamondleftarrowbar" #X0291F "⤟")
- ("mathrel" "\\disin" #X022F2 "⋲")
- ("mathrel" "\\doteq" #X02250 "≐")
- ("mathrel" "\\dotequiv" #X02A67 "⩧")
- ("mathrel" "\\dotsim" #X02A6A "⩪")
- ("mathrel" "\\dotsminusdots" #X0223A "∺")
- ("mathrel" "\\downarrow" #X02193 "↓")
- ("mathrel" "\\downarrowbar" #X02913 "⤓")
- ("mathrel" "\\downarrowbarred" #X02908 "⤈")
- ("mathrel" "\\downdownarrows" #X021CA "⇊")
- ("mathrel" "\\downfishtail" #X0297F "⥿")
- ("mathrel" "\\downharpoonleft" #X021C3 "⇃")
- ("mathrel" "\\downharpoonleftbar" #X02959 "⥙")
- ("mathrel" "\\downharpoonright" #X021C2 "⇂")
- ("mathrel" "\\downharpoonrightbar" #X02955 "⥕")
- ("mathrel" "\\downharpoonsleftright" #X02965 "⥥")
- ("mathrel" "\\downuparrows" #X021F5 "⇵")
- ("mathrel" "\\downupharpoonsleftright" #X0296F "⥯")
- ("mathrel" "\\downzigzagarrow" #X021AF "↯")
- ("mathrel" "\\drbkarow" #X02910 "⤐")
- ("mathrel" "\\dualmap" #X029DF "⧟")
- ("mathrel" "\\egsdot" #X02A98 "⪘")
- ("mathrel" "\\elsdot" #X02A97 "⪗")
- ("mathrel" "\\eparsl" #X029E3 "⧣")
- ("mathrel" "\\eqcirc" #X02256 "≖")
- ("mathrel" "\\eqcolon" #X02255 "≕")
- ("mathrel" "\\eqdef" #X0225D "≝")
- ("mathrel" "\\eqdot" #X02A66 "⩦")
- ("mathrel" "\\eqeq" #X02A75 "⩵")
- ("mathrel" "\\eqeqeq" #X02A76 "⩶")
- ("mathrel" "\\eqgtr" #X022DD "⋝")
- ("mathrel" "\\eqless" #X022DC "⋜")
- ("mathrel" "\\eqqgtr" #X02A9A "⪚")
- ("mathrel" "\\eqqless" #X02A99 "⪙")
- ("mathrel" "\\eqqsim" #X02A73 "⩳")
- ("mathrel" "\\eqqslantgtr" #X02A9C "⪜")
- ("mathrel" "\\eqqslantless" #X02A9B "⪛")
- ("mathrel" "\\eqsim" #X02242 "≂")
- ("mathrel" "\\eqslantgtr" #X02A96 "⪖")
- ("mathrel" "\\eqslantless" #X02A95 "⪕")
- ("mathrel" "\\equal" #X0003D "=")
- ("mathrel" "\\equalleftarrow" #X02B40 "⭀")
- ("mathrel" "\\equalparallel" #X022D5 "⋕")
- ("mathrel" "\\equalrightarrow" #X02971 "⥱")
- ("mathrel" "\\equiv" #X02261 "≡")
- ("mathrel" "\\equivDD" #X02A78 "⩸")
- ("mathrel" "\\equivVert" #X02A68 "⩨")
- ("mathrel" "\\equivVvert" #X02A69 "⩩")
- ("mathrel" "\\eqvparsl" #X029E5 "⧥")
- ("mathrel" "\\fallingdotseq" #X02252 "≒")
- ("mathrel" "\\fbowtie" #X029D3 "⧓")
- ("mathrel" "\\forks" #X02ADC "⫝̸")
- ("mathrel" "\\forksnot" #X02ADD "⫝")
- ("mathrel" "\\forkv" #X02AD9 "⫙")
- ("mathrel" "\\frown" #X02322 "⌢")
- ("mathrel" "\\geq" #X02265 "≥")
- ("mathrel" "\\geqq" #X02267 "≧")
- ("mathrel" "\\geqqslant" #X02AFA "⫺")
- ("mathrel" "\\geqslant" #X02A7E "⩾")
- ("mathrel" "\\gescc" #X02AA9 "⪩")
- ("mathrel" "\\gesdot" #X02A80 "⪀")
- ("mathrel" "\\gesdoto" #X02A82 "⪂")
- ("mathrel" "\\gesdotol" #X02A84 "⪄")
- ("mathrel" "\\gesles" #X02A94 "⪔")
- ("mathrel" "\\gg" #X0226B "≫")
- ("mathrel" "\\ggg" #X022D9 "⋙")
- ("mathrel" "\\gggnest" #X02AF8 "⫸")
- ("mathrel" "\\glE" #X02A92 "⪒")
- ("mathrel" "\\gla" #X02AA5 "⪥")
- ("mathrel" "\\gleichstark" #X029E6 "⧦")
- ("mathrel" "\\glj" #X02AA4 "⪤")
- ("mathrel" "\\gnapprox" #X02A8A "⪊")
- ("mathrel" "\\gneq" #X02A88 "⪈")
- ("mathrel" "\\gneqq" #X02269 "≩")
- ("mathrel" "\\gnsim" #X022E7 "⋧")
- ("mathrel" "\\greater" #X0003E ">")
- ("mathrel" "\\gsime" #X02A8E "⪎")
- ("mathrel" "\\gsiml" #X02A90 "⪐")
- ("mathrel" "\\gtcc" #X02AA7 "⪧")
- ("mathrel" "\\gtcir" #X02A7A "⩺")
- ("mathrel" "\\gtquest" #X02A7C "⩼")
- ("mathrel" "\\gtrapprox" #X02A86 "⪆")
- ("mathrel" "\\gtrarr" #X02978 "⥸")
- ("mathrel" "\\gtrdot" #X022D7 "⋗")
- ("mathrel" "\\gtreqless" #X022DB "⋛")
- ("mathrel" "\\gtreqqless" #X02A8C "⪌")
- ("mathrel" "\\gtrless" #X02277 "≷")
- ("mathrel" "\\gtrsim" #X02273 "≳")
- ("mathrel" "\\hatapprox" #X02A6F "⩯")
- ("mathrel" "\\hknearrow" #X02924 "⤤")
- ("mathrel" "\\hknwarrow" #X02923 "⤣")
- ("mathrel" "\\hksearow" #X02925 "⤥")
- ("mathrel" "\\hkswarow" #X02926 "⤦")
- ("mathrel" "\\hookleftarrow" #X021A9 "↩")
- ("mathrel" "\\hookrightarrow" #X021AA "↪")
- ("mathrel" "\\imageof" #X022B7 "⊷")
- ("mathrel" "\\in" #X02208 "∈")
- ("mathrel" "\\isinE" #X022F9 "⋹")
- ("mathrel" "\\isindot" #X022F5 "⋵")
- ("mathrel" "\\isinobar" #X022F7 "⋷")
- ("mathrel" "\\isins" #X022F4 "⋴")
- ("mathrel" "\\isinvb" #X022F8 "⋸")
- ("mathrel" "\\kernelcontraction" #X0223B "∻")
- ("mathrel" "\\lat" #X02AAB "⪫")
- ("mathrel" "\\late" #X02AAD "⪭")
- ("mathrel" "\\leftarrow" #X02190 "←")
- ("mathrel" "\\leftarrowapprox" #X02B4A "⭊")
- ("mathrel" "\\leftarrowbackapprox" #X02B42 "⭂")
- ("mathrel" "\\leftarrowbsimilar" #X02B4B "⭋")
- ("mathrel" "\\leftarrowless" #X02977 "⥷")
- ("mathrel" "\\leftarrowonoplus" #X02B32 "⬲")
- ("mathrel" "\\leftarrowplus" #X02946 "⥆")
- ("mathrel" "\\leftarrowshortrightarrow" #X02943 "⥃")
- ("mathrel" "\\leftarrowsimilar" #X02973 "⥳")
- ("mathrel" "\\leftarrowsubset" #X0297A "⥺")
- ("mathrel" "\\leftarrowtail" #X021A2 "↢")
- ("mathrel" "\\leftarrowtriangle" #X021FD "⇽")
- ("mathrel" "\\leftarrowx" #X02B3E "⬾")
- ("mathrel" "\\leftbkarrow" #X0290C "⤌")
- ("mathrel" "\\leftcurvedarrow" #X02B3F "⬿")
- ("mathrel" "\\leftdbkarrow" #X0290E "⤎")
- ("mathrel" "\\leftdbltail" #X0291B "⤛")
- ("mathrel" "\\leftdotarrow" #X02B38 "⬸")
- ("mathrel" "\\leftdowncurvedarrow" #X02936 "⤶")
- ("mathrel" "\\leftfishtail" #X0297C "⥼")
- ("mathrel" "\\leftharpoondown" #X021BD "↽")
- ("mathrel" "\\leftharpoondownbar" #X0295E "⥞")
- ("mathrel" "\\leftharpoonsupdown" #X02962 "⥢")
- ("mathrel" "\\leftharpoonup" #X021BC "↼")
- ("mathrel" "\\leftharpoonupbar" #X0295A "⥚")
- ("mathrel" "\\leftharpoonupdash" #X0296A "⥪")
- ("mathrel" "\\leftleftarrows" #X021C7 "⇇")
- ("mathrel" "\\leftrightarrow" #X02194 "↔")
- ("mathrel" "\\leftrightarrowcircle" #X02948 "⥈")
- ("mathrel" "\\leftrightarrows" #X021C6 "⇆")
- ("mathrel" "\\leftrightarrowtriangle" #X021FF "⇿")
- ("mathrel" "\\leftrightharpoondowndown" #X02950 "⥐")
- ("mathrel" "\\leftrightharpoondownup" #X0294B "⥋")
- ("mathrel" "\\leftrightharpoons" #X021CB "⇋")
- ("mathrel" "\\leftrightharpoonsdown" #X02967 "⥧")
- ("mathrel" "\\leftrightharpoonsup" #X02966 "⥦")
- ("mathrel" "\\leftrightharpoonupdown" #X0294A "⥊")
- ("mathrel" "\\leftrightharpoonupup" #X0294E "⥎")
- ("mathrel" "\\leftrightsquigarrow" #X021AD "↭")
- ("mathrel" "\\leftsquigarrow" #X021DC "⇜")
- ("mathrel" "\\lefttail" #X02919 "⤙")
- ("mathrel" "\\leftthreearrows" #X02B31 "⬱")
- ("mathrel" "\\leftwavearrow" #X0219C "↜")
- ("mathrel" "\\leq" #X02264 "≤")
- ("mathrel" "\\leqq" #X02266 "≦")
- ("mathrel" "\\leqqslant" #X02AF9 "⫹")
- ("mathrel" "\\leqslant" #X02A7D "⩽")
- ("mathrel" "\\lescc" #X02AA8 "⪨")
- ("mathrel" "\\lesdot" #X02A7F "⩿")
- ("mathrel" "\\lesdoto" #X02A81 "⪁")
- ("mathrel" "\\lesdotor" #X02A83 "⪃")
- ("mathrel" "\\lesges" #X02A93 "⪓")
- ("mathrel" "\\less" #X0003C "<")
- ("mathrel" "\\lessapprox" #X02A85 "⪅")
- ("mathrel" "\\lessdot" #X022D6 "⋖")
- ("mathrel" "\\lesseqgtr" #X022DA "⋚")
- ("mathrel" "\\lesseqqgtr" #X02A8B "⪋")
- ("mathrel" "\\lessgtr" #X02276 "≶")
- ("mathrel" "\\lesssim" #X02272 "≲")
- ("mathrel" "\\lfbowtie" #X029D1 "⧑")
- ("mathrel" "\\lftimes" #X029D4 "⧔")
- ("mathrel" "\\lgE" #X02A91 "⪑")
- ("mathrel" "\\ll" #X0226A "≪")
- ("mathrel" "\\lll" #X022D8 "⋘")
- ("mathrel" "\\lllnest" #X02AF7 "⫷")
- ("mathrel" "\\lnapprox" #X02A89 "⪉")
- ("mathrel" "\\lneq" #X02A87 "⪇")
- ("mathrel" "\\lneqq" #X02268 "≨")
- ("mathrel" "\\lnsim" #X022E6 "⋦")
- ("mathrel" "\\longdashv" #X027DE "⟞")
- ("mathrel" "\\longleftarrow" #X027F5 "⟵")
- ("mathrel" "\\longleftrightarrow" #X027F7 "⟷")
- ("mathrel" "\\longleftsquigarrow" #X02B33 "⬳")
- ("mathrel" "\\longmapsfrom" #X027FB "⟻")
- ("mathrel" "\\longmapsto" #X027FC "⟼")
- ("mathrel" "\\longrightarrow" #X027F6 "⟶")
- ("mathrel" "\\longrightsquigarrow" #X027FF "⟿")
- ("mathrel" "\\looparrowleft" #X021AB "↫")
- ("mathrel" "\\looparrowright" #X021AC "↬")
- ("mathrel" "\\lrtriangleeq" #X029E1 "⧡")
- ("mathrel" "\\lsime" #X02A8D "⪍")
- ("mathrel" "\\lsimg" #X02A8F "⪏")
- ("mathrel" "\\lsqhook" #X02ACD "⫍")
- ("mathrel" "\\ltcc" #X02AA6 "⪦")
- ("mathrel" "\\ltcir" #X02A79 "⩹")
- ("mathrel" "\\ltlarr" #X02976 "⥶")
- ("mathrel" "\\ltquest" #X02A7B "⩻")
- ("mathrel" "\\ltrivb" #X029CF "⧏")
- ("mathrel" "\\mapsdown" #X021A7 "↧")
- ("mathrel" "\\mapsfrom" #X021A4 "↤")
- ("mathrel" "\\mapsto" #X021A6 "↦")
- ("mathrel" "\\mapsup" #X021A5 "↥")
- ("mathrel" "\\mathratio" #X02236 "∶")
- ("mathrel" "\\measeq" #X0225E "≞")
- ("mathrel" "\\mid" #X02223 "∣")
- ("mathrel" "\\midcir" #X02AF0 "⫰")
- ("mathrel" "\\mlcp" #X02ADB "⫛")
- ("mathrel" "\\models" #X022A7 "⊧")
- ("mathrel" "\\multimap" #X022B8 "⊸")
- ("mathrel" "\\multimapinv" #X027DC "⟜")
- ("mathrel" "\\nLeftarrow" #X021CD "⇍")
- ("mathrel" "\\nLeftrightarrow" #X021CE "⇎")
- ("mathrel" "\\nRightarrow" #X021CF "⇏")
- ("mathrel" "\\nVDash" #X022AF "⊯")
- ("mathrel" "\\nVdash" #X022AE "⊮")
- ("mathrel" "\\nVleftarrow" #X021FA "⇺")
- ("mathrel" "\\nVleftarrowtail" #X02B3A "⬺")
- ("mathrel" "\\nVleftrightarrow" #X021FC "⇼")
- ("mathrel" "\\nVrightarrow" #X021FB "⇻")
- ("mathrel" "\\nVrightarrowtail" #X02915 "⤕")
- ("mathrel" "\\nVtwoheadleftarrow" #X02B35 "⬵")
- ("mathrel" "\\nVtwoheadleftarrowtail" #X02B3D "⬽")
- ("mathrel" "\\nVtwoheadrightarrow" #X02901 "⤁")
- ("mathrel" "\\nVtwoheadrightarrowtail" #X02918 "⤘")
- ("mathrel" "\\napprox" #X02249 "≉")
- ("mathrel" "\\nasymp" #X0226D "≭")
- ("mathrel" "\\ncong" #X02247 "≇")
- ("mathrel" "\\ne" #X02260 "≠")
- ("mathrel" "\\nearrow" #X02197 "↗")
- ("mathrel" "\\nequiv" #X02262 "≢")
- ("mathrel" "\\neswarrow" #X02922 "⤢")
- ("mathrel" "\\ngeq" #X02271 "≱")
- ("mathrel" "\\ngtr" #X0226F "≯")
- ("mathrel" "\\ngtrless" #X02279 "≹")
- ("mathrel" "\\ngtrsim" #X02275 "≵")
- ("mathrel" "\\nhpar" #X02AF2 "⫲")
- ("mathrel" "\\ni" #X0220B "∋")
- ("mathrel" "\\niobar" #X022FE "⋾")
- ("mathrel" "\\nis" #X022FC "⋼")
- ("mathrel" "\\nisd" #X022FA "⋺")
- ("mathrel" "\\nleftarrow" #X0219A "↚")
- ("mathrel" "\\nleftrightarrow" #X021AE "↮")
- ("mathrel" "\\nleq" #X02270 "≰")
- ("mathrel" "\\nless" #X0226E "≮")
- ("mathrel" "\\nlessgtr" #X02278 "≸")
- ("mathrel" "\\nlesssim" #X02274 "≴")
- ("mathrel" "\\nmid" #X02224 "∤")
- ("mathrel" "\\nni" #X0220C "∌")
- ("mathrel" "\\notin" #X02209 "∉")
- ("mathrel" "\\nparallel" #X02226 "∦")
- ("mathrel" "\\nprec" #X02280 "⊀")
- ("mathrel" "\\npreccurlyeq" #X022E0 "⋠")
- ("mathrel" "\\nrightarrow" #X0219B "↛")
- ("mathrel" "\\nsim" #X02241 "≁")
- ("mathrel" "\\nsime" #X02244 "≄")
- ("mathrel" "\\nsqsubseteq" #X022E2 "⋢")
- ("mathrel" "\\nsqsupseteq" #X022E3 "⋣")
- ("mathrel" "\\nsubset" #X02284 "⊄")
- ("mathrel" "\\nsubseteq" #X02288 "⊈")
- ("mathrel" "\\nsucc" #X02281 "⊁")
- ("mathrel" "\\nsucccurlyeq" #X022E1 "⋡")
- ("mathrel" "\\nsupset" #X02285 "⊅")
- ("mathrel" "\\nsupseteq" #X02289 "⊉")
- ("mathrel" "\\ntriangleleft" #X022EA "⋪")
- ("mathrel" "\\ntrianglelefteq" #X022EC "⋬")
- ("mathrel" "\\ntriangleright" #X022EB "⋫")
- ("mathrel" "\\ntrianglerighteq" #X022ED "⋭")
- ("mathrel" "\\nvDash" #X022AD "⊭")
- ("mathrel" "\\nvLeftarrow" #X02902 "⤂")
- ("mathrel" "\\nvLeftrightarrow" #X02904 "⤄")
- ("mathrel" "\\nvRightarrow" #X02903 "⤃")
- ("mathrel" "\\nvdash" #X022AC "⊬")
- ("mathrel" "\\nvleftarrow" #X021F7 "⇷")
- ("mathrel" "\\nvleftarrowtail" #X02B39 "⬹")
- ("mathrel" "\\nvleftrightarrow" #X021F9 "⇹")
- ("mathrel" "\\nvrightarrow" #X021F8 "⇸")
- ("mathrel" "\\nvrightarrowtail" #X02914 "⤔")
- ("mathrel" "\\nvtwoheadleftarrow" #X02B34 "⬴")
- ("mathrel" "\\nvtwoheadleftarrowtail" #X02B3C "⬼")
- ("mathrel" "\\nvtwoheadrightarrow" #X02900 "⤀")
- ("mathrel" "\\nvtwoheadrightarrowtail" #X02917 "⤗")
- ("mathrel" "\\nwarrow" #X02196 "↖")
- ("mathrel" "\\nwsearrow" #X02921 "⤡")
- ("mathrel" "\\origof" #X022B6 "⊶")
- ("mathrel" "\\parallel" #X02225 "∥")
- ("mathrel" "\\parsim" #X02AF3 "⫳")
- ("mathrel" "\\partialmeetcontraction" #X02AA3 "⪣")
- ("mathrel" "\\perp" #X027C2 "⟂")
- ("mathrel" "\\pitchfork" #X022D4 "⋔")
- ("mathrel" "\\prec" #X0227A "≺")
- ("mathrel" "\\precapprox" #X02AB7 "⪷")
- ("mathrel" "\\preccurlyeq" #X0227C "≼")
- ("mathrel" "\\preceq" #X02AAF "⪯")
- ("mathrel" "\\preceqq" #X02AB3 "⪳")
- ("mathrel" "\\precnapprox" #X02AB9 "⪹")
- ("mathrel" "\\precneq" #X02AB1 "⪱")
- ("mathrel" "\\precneqq" #X02AB5 "⪵")
- ("mathrel" "\\precnsim" #X022E8 "⋨")
- ("mathrel" "\\precsim" #X0227E "≾")
- ("mathrel" "\\propto" #X0221D "∝")
- ("mathrel" "\\prurel" #X022B0 "⊰")
- ("mathrel" "\\pullback" #X027D3 "⟓")
- ("mathrel" "\\pushout" #X027D4 "⟔")
- ("mathrel" "\\questeq" #X0225F "≟")
- ("mathrel" "\\revnmid" #X02AEE "⫮")
- ("mathrel" "\\rfbowtie" #X029D2 "⧒")
- ("mathrel" "\\rftimes" #X029D5 "⧕")
- ("mathrel" "\\rightarrow" #X02192 "→")
- ("mathrel" "\\rightarrowapprox" #X02975 "⥵")
- ("mathrel" "\\rightarrowbackapprox" #X02B48 "⭈")
- ("mathrel" "\\rightarrowbar" #X021E5 "⇥")
- ("mathrel" "\\rightarrowbsimilar" #X02B4C "⭌")
- ("mathrel" "\\rightarrowdiamond" #X0291E "⤞")
- ("mathrel" "\\rightarrowgtr" #X02B43 "⭃")
- ("mathrel" "\\rightarrowonoplus" #X027F4 "⟴")
- ("mathrel" "\\rightarrowplus" #X02945 "⥅")
- ("mathrel" "\\rightarrowshortleftarrow" #X02942 "⥂")
- ("mathrel" "\\rightarrowsimilar" #X02974 "⥴")
- ("mathrel" "\\rightarrowsupset" #X02B44 "⭄")
- ("mathrel" "\\rightarrowtail" #X021A3 "↣")
- ("mathrel" "\\rightarrowtriangle" #X021FE "⇾")
- ("mathrel" "\\rightarrowx" #X02947 "⥇")
- ("mathrel" "\\rightbkarrow" #X0290D "⤍")
- ("mathrel" "\\rightcurvedarrow" #X02933 "⤳")
- ("mathrel" "\\rightdbltail" #X0291C "⤜")
- ("mathrel" "\\rightdotarrow" #X02911 "⤑")
- ("mathrel" "\\rightdowncurvedarrow" #X02937 "⤷")
- ("mathrel" "\\rightfishtail" #X0297D "⥽")
- ("mathrel" "\\rightharpoondown" #X021C1 "⇁")
- ("mathrel" "\\rightharpoondownbar" #X02957 "⥗")
- ("mathrel" "\\rightharpoonsupdown" #X02964 "⥤")
- ("mathrel" "\\rightharpoonup" #X021C0 "⇀")
- ("mathrel" "\\rightharpoonupbar" #X02953 "⥓")
- ("mathrel" "\\rightharpoonupdash" #X0296C "⥬")
- ("mathrel" "\\rightimply" #X02970 "⥰")
- ("mathrel" "\\rightleftarrows" #X021C4 "⇄")
- ("mathrel" "\\rightleftharpoons" #X021CC "⇌")
- ("mathrel" "\\rightleftharpoonsdown" #X02969 "⥩")
- ("mathrel" "\\rightleftharpoonsup" #X02968 "⥨")
- ("mathrel" "\\rightrightarrows" #X021C9 "⇉")
- ("mathrel" "\\rightsquigarrow" #X021DD "⇝")
- ("mathrel" "\\righttail" #X0291A "⤚")
- ("mathrel" "\\rightthreearrows" #X021F6 "⇶")
- ("mathrel" "\\rightwavearrow" #X0219D "↝")
- ("mathrel" "\\risingdotseq" #X02253 "≓")
- ("mathrel" "\\rsqhook" #X02ACE "⫎")
- ("mathrel" "\\rtriltri" #X029CE "⧎")
- ("mathrel" "\\ruledelayed" #X029F4 "⧴")
- ("mathrel" "\\scurel" #X022B1 "⊱")
- ("mathrel" "\\searrow" #X02198 "↘")
- ("mathrel" "\\shortdowntack" #X02ADF "⫟")
- ("mathrel" "\\shortlefttack" #X02ADE "⫞")
- ("mathrel" "\\shortrightarrowleftarrow" #X02944 "⥄")
- ("mathrel" "\\shortuptack" #X02AE0 "⫠")
- ("mathrel" "\\sim" #X0223C "∼")
- ("mathrel" "\\simeq" #X02243 "≃")
- ("mathrel" "\\simgE" #X02AA0 "⪠")
- ("mathrel" "\\simgtr" #X02A9E "⪞")
- ("mathrel" "\\similarleftarrow" #X02B49 "⭉")
- ("mathrel" "\\similarrightarrow" #X02972 "⥲")
- ("mathrel" "\\simlE" #X02A9F "⪟")
- ("mathrel" "\\simless" #X02A9D "⪝")
- ("mathrel" "\\simminussim" #X02A6C "⩬")
- ("mathrel" "\\simneqq" #X02246 "≆")
- ("mathrel" "\\simrdots" #X02A6B "⩫")
- ("mathrel" "\\smallin" #X0220A "∊")
- ("mathrel" "\\smallni" #X0220D "∍")
- ("mathrel" "\\smeparsl" #X029E4 "⧤")
- ("mathrel" "\\smile" #X02323 "⌣")
- ("mathrel" "\\smt" #X02AAA "⪪")
- ("mathrel" "\\smte" #X02AAC "⪬")
- ("mathrel" "\\sqsubset" #X0228F "⊏")
- ("mathrel" "\\sqsubseteq" #X02291 "⊑")
- ("mathrel" "\\sqsubsetneq" #X022E4 "⋤")
- ("mathrel" "\\sqsupset" #X02290 "⊐")
- ("mathrel" "\\sqsupseteq" #X02292 "⊒")
- ("mathrel" "\\sqsupsetneq" #X022E5 "⋥")
- ("mathrel" "\\stareq" #X0225B "≛")
- ("mathrel" "\\subedot" #X02AC3 "⫃")
- ("mathrel" "\\submult" #X02AC1 "⫁")
- ("mathrel" "\\subrarr" #X02979 "⥹")
- ("mathrel" "\\subset" #X02282 "⊂")
- ("mathrel" "\\subsetapprox" #X02AC9 "⫉")
- ("mathrel" "\\subsetdot" #X02ABD "⪽")
- ("mathrel" "\\subseteq" #X02286 "⊆")
- ("mathrel" "\\subseteqq" #X02AC5 "⫅")
- ("mathrel" "\\subsetneq" #X0228A "⊊")
- ("mathrel" "\\subsetneqq" #X02ACB "⫋")
- ("mathrel" "\\subsetplus" #X02ABF "⪿")
- ("mathrel" "\\subsim" #X02AC7 "⫇")
- ("mathrel" "\\subsub" #X02AD5 "⫕")
- ("mathrel" "\\subsup" #X02AD3 "⫓")
- ("mathrel" "\\succ" #X0227B "≻")
- ("mathrel" "\\succapprox" #X02AB8 "⪸")
- ("mathrel" "\\succcurlyeq" #X0227D "≽")
- ("mathrel" "\\succeq" #X02AB0 "⪰")
- ("mathrel" "\\succeqq" #X02AB4 "⪴")
- ("mathrel" "\\succnapprox" #X02ABA "⪺")
- ("mathrel" "\\succneq" #X02AB2 "⪲")
- ("mathrel" "\\succneqq" #X02AB6 "⪶")
- ("mathrel" "\\succnsim" #X022E9 "⋩")
- ("mathrel" "\\succsim" #X0227F "≿")
- ("mathrel" "\\supdsub" #X02AD8 "⫘")
- ("mathrel" "\\supedot" #X02AC4 "⫄")
- ("mathrel" "\\suphsol" #X027C9 "⟉")
- ("mathrel" "\\suphsub" #X02AD7 "⫗")
- ("mathrel" "\\suplarr" #X0297B "⥻")
- ("mathrel" "\\supmult" #X02AC2 "⫂")
- ("mathrel" "\\supset" #X02283 "⊃")
- ("mathrel" "\\supsetapprox" #X02ACA "⫊")
- ("mathrel" "\\supsetdot" #X02ABE "⪾")
- ("mathrel" "\\supseteq" #X02287 "⊇")
- ("mathrel" "\\supseteqq" #X02AC6 "⫆")
- ("mathrel" "\\supsetneq" #X0228B "⊋")
- ("mathrel" "\\supsetneqq" #X02ACC "⫌")
- ("mathrel" "\\supsetplus" #X02AC0 "⫀")
- ("mathrel" "\\supsim" #X02AC8 "⫈")
- ("mathrel" "\\supsub" #X02AD4 "⫔")
- ("mathrel" "\\supsup" #X02AD6 "⫖")
- ("mathrel" "\\swarrow" #X02199 "↙")
- ("mathrel" "\\toea" #X02928 "⤨")
- ("mathrel" "\\tona" #X02927 "⤧")
- ("mathrel" "\\topfork" #X02ADA "⫚")
- ("mathrel" "\\tosa" #X02929 "⤩")
- ("mathrel" "\\towa" #X0292A "⤪")
- ("mathrel" "\\trianglelefteq" #X022B4 "⊴")
- ("mathrel" "\\triangleq" #X0225C "≜")
- ("mathrel" "\\trianglerighteq" #X022B5 "⊵")
- ("mathrel" "\\twoheaddownarrow" #X021A1 "↡")
- ("mathrel" "\\twoheadleftarrow" #X0219E "↞")
- ("mathrel" "\\twoheadleftarrowtail" #X02B3B "⬻")
- ("mathrel" "\\twoheadleftdbkarrow" #X02B37 "⬷")
- ("mathrel" "\\twoheadmapsfrom" #X02B36 "⬶")
- ("mathrel" "\\twoheadmapsto" #X02905 "⤅")
- ("mathrel" "\\twoheadrightarrow" #X021A0 "↠")
- ("mathrel" "\\twoheadrightarrowtail" #X02916 "⤖")
- ("mathrel" "\\twoheaduparrow" #X0219F "↟")
- ("mathrel" "\\twoheaduparrowcircle" #X02949 "⥉")
- ("mathrel" "\\uparrow" #X02191 "↑")
- ("mathrel" "\\uparrowbarred" #X02909 "⤉")
- ("mathrel" "\\updownarrow" #X02195 "↕")
- ("mathrel" "\\updownarrows" #X021C5 "⇅")
- ("mathrel" "\\updownharpoonleftleft" #X02951 "⥑")
- ("mathrel" "\\updownharpoonleftright" #X0294D "⥍")
- ("mathrel" "\\updownharpoonrightleft" #X0294C "⥌")
- ("mathrel" "\\updownharpoonrightright" #X0294F "⥏")
- ("mathrel" "\\updownharpoonsleftright" #X0296E "⥮")
- ("mathrel" "\\upfishtail" #X0297E "⥾")
- ("mathrel" "\\upharpoonleft" #X021BF "↿")
- ("mathrel" "\\upharpoonleftbar" #X02960 "⥠")
- ("mathrel" "\\upharpoonright" #X021BE "↾")
- ("mathrel" "\\upharpoonrightbar" #X0295C "⥜")
- ("mathrel" "\\upharpoonsleftright" #X02963 "⥣")
- ("mathrel" "\\upin" #X027D2 "⟒")
- ("mathrel" "\\upuparrows" #X021C8 "⇈")
- ("mathrel" "\\vBar" #X02AE8 "⫨")
- ("mathrel" "\\vBarv" #X02AE9 "⫩")
- ("mathrel" "\\vDash" #X022A8 "⊨")
- ("mathrel" "\\vDdash" #X02AE2 "⫢")
- ("mathrel" "\\varVdash" #X02AE6 "⫦")
- ("mathrel" "\\varisinobar" #X022F6 "⋶")
- ("mathrel" "\\varisins" #X022F3 "⋳")
- ("mathrel" "\\varniobar" #X022FD "⋽")
- ("mathrel" "\\varnis" #X022FB "⋻")
- ("mathrel" "\\vartriangleleft" #X022B2 "⊲")
- ("mathrel" "\\vartriangleright" #X022B3 "⊳")
- ("mathrel" "\\vbrtri" #X029D0 "⧐")
- ("mathrel" "\\vdash" #X022A2 "⊢")
- ("mathrel" "\\vdots" #X022EE "⋮")
- ("mathrel" "\\veeeq" #X0225A "≚")
- ("mathrel" "\\veeonwedge" #X02A59 "⩙")
- ("mathrel" "\\vlongdash" #X027DD "⟝")
- ("mathrel" "\\wedgeq" #X02259 "≙")
- ("mathunder" "\\underbrace" #X023DF "⏟")
- ("mathunder" "\\underbracket" #X023B5 "⎵")
- ("mathunder" "\\underparen" #X023DD "⏝"))
- "Extended list of mathematical symbols.
-Taken from http://milde.users.sourceforge.net/LUCR/Math/ and
-prepared with `msl--read-LUCR-list' function. This list does not
-contain some (about 190) of the standard LaTeX math commands in
-`math-symbol-list-basic' because they are named differently in
-unicode-math standard.")
+
+;;; SYMBOLS
(defconst math-symbol-list-latex-commands
'("address" "addtocounter" "addtolength" "addvspace" "Alph" "alph" "Alph
@@ -3019,7 +73,7 @@ unicode-math standard.")
"flushbottom" "fnsymbol" "fontencoding" "fontfamily" "fontseries"
"fontshape" "fontsize" "footnote" "footnotemark" "footnoterule"
"footnotesep" "footnotesize" "footnotetext" "footskip" "frame" "framebox"
- "fussy" "gets" "glossary" "glossaryentry"
+ "fussy" "gets" "glossary" "glossaryentry"
"headheight" "headsep" "height" "hfill" "hline" "hrulefill" "hspace"
"Huge" "huge" "hyphenation" "iff" "include" "includeonly"
"indent" "index" "indexentry" "input" "intextsep"
@@ -3061,41 +115,3578 @@ unicode-math standard.")
"width" "year")
"List of the latex commands.")
-
-;; IMPORT UTILITIES
+(defconst math-symbol-list-basic
+ '(("accent" "\\acute" #X301)
+ ("accent" "\\bar" #X304)
+ ("accent" "\\breve" #X306)
+ ("accent" "\\check" #X30C)
+ ("accent" "\\ddot" #X308)
+ ("accent" "\\dot" #X307)
+ ("accent" "\\grave" #X300)
+ ("accent" "\\hat" #X302)
+ ("accent" "\\tilde" #X303)
+ ("accent" "\\vec" #X20D7)
+ ("arrow" "\\Downarrow" #X21D3)
+ ("arrow" "\\Leftarrow" #X21D0)
+ ("arrow" "\\Leftrightarrow" #X21D4)
+ ("arrow" "\\Longleftarrow" #X27F8)
+ ("arrow" "\\Longleftrightarrow" #X27FA)
+ ("arrow" "\\Longrightarrow" #X27F9)
+ ("arrow" "\\Rightarrow" #X21D2)
+ ("arrow" "\\Uparrow" #X21D1)
+ ("arrow" "\\Updownarrow" #X21D5)
+ ("arrow" "\\downarrow" #X2193)
+ ("arrow" "\\hookleftarrow" #X21A9)
+ ("arrow" "\\hookrightarrow" #X21AA)
+ ("arrow" "\\leftarrow" #X2190)
+ ("arrow" "\\leftharpoondown" #X21BD)
+ ("arrow" "\\leftharpoonup" #X21BC)
+ ("arrow" "\\leftrightarrow" #X2194)
+ ("arrow" "\\longleftarrow" #X27F5)
+ ("arrow" "\\longleftrightarrow" #X27F7)
+ ("arrow" "\\longmapsto" #X27FC)
+ ("arrow" "\\longrightarrow" #X27F6)
+ ("arrow" "\\mapsto" #X21A6)
+ ("arrow" "\\nearrow" #X2197)
+ ("arrow" "\\nwarrow" #X2196)
+ ("arrow" "\\rightarrow" #X2192)
+ ("arrow" "\\rightharpoondown" #X21C1)
+ ("arrow" "\\rightharpoonup" #X21C0)
+ ("arrow" "\\searrow" #X2198)
+ ("arrow" "\\swarrow" #X2199)
+ ("arrow" "\\uparrow" #X2191)
+ ("arrow" "\\updownarrow" #X2195)
+ ("bin" "\\amalg" #X2A3F)
+ ("bin" "\\ast" #X2217)
+ ("bin" "\\bigcirc" #X25CB)
+ ("bin" "\\bigtriangledown" #X25BD)
+ ("bin" "\\bigtriangleup" #X25B3)
+ ("bin" "\\bullet" #X2219)
+ ("bin" "\\cap" #X2229)
+ ("bin" "\\cdot" #X22C5)
+ ("bin" "\\circ" #X2218)
+ ("bin" "\\cup" #X222A)
+ ("bin" "\\dagger" #X2020)
+ ("bin" "\\ddagger" #X2021)
+ ("bin" "\\diamond" #X22C4)
+ ("bin" "\\div" #XF7)
+ ("bin" "\\lhd")
+ ("bin" "\\mp" #X2213)
+ ("bin" "\\odot" #X2299)
+ ("bin" "\\ominus" #X2296)
+ ("bin" "\\oplus" #X2295)
+ ("bin" "\\oslash" #X2205)
+ ("bin" "\\otimes" #X2297)
+ ("bin" "\\pm" #XB1)
+ ("bin" "\\rhd")
+ ("bin" "\\setminus" #X2216)
+ ("bin" "\\sqcap" #X2293)
+ ("bin" "\\star" #X22C6)
+ ("bin" "\\times" #XD7)
+ ("bin" "\\triangleleft" #X25C1)
+ ("bin" "\\triangleright" #X25B7)
+ ("bin" "\\unlhd")
+ ("bin" "\\unrhd")
+ ("bin" "\\uplus" #X228E)
+ ("bin" "\\vee" #X2228)
+ ("bin" "\\wedge" #X2227)
+ ("bin" "\\wr" #X2240)
+ ("constr" "\\frac")
+ ("constr" "\\overbrace" #XFE37)
+ ("constr" "\\overleftarrow" #X20D6)
+ ("constr" "\\overline")
+ ("constr" "\\overrightarrow")
+ ("constr" "\\sqrt" #X221A)
+ ("constr" "\\underbrace" #XFE38)
+ ("constr" "\\underline")
+ ("constr" "\\widehat" #X302)
+ ("constr" "\\widetilde" #X303)
+ ("delim" "\\Arrowvert")
+ ("delim" "\\arrowvert")
+ ("delim" "\\backslash" #X5C)
+ ("delim" "\\bracevert")
+ ("delim" "\\langle" #X27E8)
+ ("delim" "\\lceil" #X2308)
+ ("delim" "\\lfloor" #X230A)
+ ("delim" "\\lgroup")
+ ("delim" "\\lmoustache" #X23B0)
+ ("delim" "\\rangle" #X27E9)
+ ("delim" "\\rceil" #X2309)
+ ("delim" "\\rfloor" #X230B)
+ ("delim" "\\rgroup")
+ ("delim" "\\rmoustache" #X23B1)
+ ("delim" "\\{")
+ ("delim" "\\|")
+ ("delim" "\\}")
+ ("greek" "\\alpha" #X3B1)
+ ("greek" "\\beta" #X3B2)
+ ("greek" "\\chi" #X3C7)
+ ("greek" "\\delta" #X3B4)
+ ("greek" "\\epsilon" #X3F5)
+ ("greek" "\\eta" #X3B7)
+ ("greek" "\\gamma" #X3B3)
+ ("greek" "\\iota" #X3B9)
+ ("greek" "\\kappa" #X3BA)
+ ("greek" "\\lambda" #X3BB)
+ ("greek" "\\mu" #X3BC)
+ ("greek" "\\nu" #X3BD)
+ ("greek" "\\omega" #X3C9)
+ ("greek" "\\phi" #X3D5)
+ ("greek" "\\pi" #X3C0)
+ ("greek" "\\psi" #X3C8)
+ ("greek" "\\rho" #X3C1)
+ ("greek" "\\sigma" #X3C3)
+ ("greek" "\\tau" #X3C4)
+ ("greek" "\\theta" #X3B8)
+ ("greek" "\\upsilon" #X3C5)
+ ("greek" "\\varepsilon" #X3B5)
+ ("greek" "\\varphi" #X3C6)
+ ("greek" "\\varpi" #X3D6)
+ ("greek" "\\varrho" #X3F1)
+ ("greek" "\\varsigma" #X3C2)
+ ("greek" "\\vartheta" #X3D1)
+ ("greek" "\\xi" #X3BE)
+ ("greek" "\\zeta" #X3B6)
+ ("Greek" "\\Delta" #X394)
+ ("Greek" "\\Gamma" #X393)
+ ("Greek" "\\Lambda" #X39B)
+ ("Greek" "\\Omega" #X3A9)
+ ("Greek" "\\Phi" #X3A6)
+ ("Greek" "\\Pi" #X3A0)
+ ("Greek" "\\Psi" #X3A8)
+ ("Greek" "\\Sigma" #X3A3)
+ ("Greek" "\\Theta" #X398)
+ ("Greek" "\\Upsilon" #X3D2)
+ ("Greek" "\\Xi" #X39E)
+ ("misc" "\\Im" #X2111)
+ ("misc" "\\Re" #X211C)
+ ("misc" "\\aleph" #X2135)
+ ("misc" "\\angle" #X2220)
+ ("misc" "\\bot" #X22A5)
+ ("misc" "\\clubsuit" #X2663)
+ ("misc" "\\diamondsuit" #X2662)
+ ("misc" "\\ell" #X2113)
+ ("misc" "\\emptyset" #X2205)
+ ("misc" "\\exists" #X2203)
+ ("misc" "\\flat" #X266D)
+ ("misc" "\\forall" #X2200)
+ ("misc" "\\hbar" #X210F)
+ ("misc" "\\heartsuit" #X2661)
+ ("misc" "\\imath" #X131)
+ ("misc" "\\infty" #X221E)
+ ("misc" "\\jmath" #X1D6A5)
+ ("misc" "\\mho" #X2127)
+ ("misc" "\\nabla" #X2207)
+ ("misc" "\\natural" #X266E)
+ ("misc" "\\neg" #XAC)
+ ("misc" "\\not" #X338)
+ ("misc" "\\partial" #X2202)
+ ("misc" "\\prime" #X2032)
+ ("misc" "\\sharp" #X266F)
+ ("misc" "\\spadesuit" #X2660)
+ ("misc" "\\surd" #X221A)
+ ("misc" "\\top" #X22A4)
+ ("misc" "\\triangle" #X25B3)
+ ("misc" "\\wp" #X2118)
+ ("nonsymb" "\\Box")
+ ("nonsymb" "\\Diamond")
+ ("nonsymb" "\\Pr")
+ ("nonsymb" "\\arccos")
+ ("nonsymb" "\\arcsin")
+ ("nonsymb" "\\arctan")
+ ("nonsymb" "\\arg")
+ ("nonsymb" "\\cos")
+ ("nonsymb" "\\cosh")
+ ("nonsymb" "\\cot")
+ ("nonsymb" "\\coth")
+ ("nonsymb" "\\csc")
+ ("nonsymb" "\\deg")
+ ("nonsymb" "\\det")
+ ("nonsymb" "\\dim")
+ ("nonsymb" "\\exp")
+ ("nonsymb" "\\gcd")
+ ("nonsymb" "\\hom")
+ ("nonsymb" "\\inf")
+ ("nonsymb" "\\ker")
+ ("nonsymb" "\\lg")
+ ("nonsymb" "\\lim")
+ ("nonsymb" "\\liminf")
+ ("nonsymb" "\\limsup")
+ ("nonsymb" "\\ln")
+ ("nonsymb" "\\log")
+ ("nonsymb" "\\max")
+ ("nonsymb" "\\min")
+ ("nonsymb" "\\sec")
+ ("nonsymb" "\\sin")
+ ("nonsymb" "\\sinh")
+ ("nonsymb" "\\sup")
+ ("nonsymb" "\\tan")
+ ("nonsymb" "\\tanh")
+ ("punct" "\\cdots" #X22EF)
+ ("punct" "\\colon" #X3A)
+ ("punct" "\\ddots" #X22F1)
+ ("punct" "\\ldots" #X2026)
+ ("punct" "\\vdots" #X22EE)
+ ("rel" "\\Join" #X2A1D)
+ ("rel" "\\approx" #X2248)
+ ("rel" "\\asymp" #X224D)
+ ("rel" "\\bowtie" #X22C8)
+ ("rel" "\\cong" #X2245)
+ ("rel" "\\dashv" #X22A3)
+ ("rel" "\\doteq" #X2250)
+ ("rel" "\\equiv" #X2261)
+ ("rel" "\\frown" #X2322)
+ ("rel" "\\geq" #X2265)
+ ("rel" "\\gg" #X226B)
+ ("rel" "\\in" #X2208)
+ ("rel" "\\leq" #X2264)
+ ("rel" "\\ll" #X226A)
+ ("rel" "\\mid" #X2223)
+ ("rel" "\\models" #X22A7)
+ ("rel" "\\neq" #X2260)
+ ("rel" "\\ni" #X220B)
+ ("rel" "\\parallel" #X2225)
+ ("rel" "\\perp" #X27C2)
+ ("rel" "\\prec" #X227A)
+ ("rel" "\\preceq" #X2AAF)
+ ("rel" "\\propto" #X221D)
+ ("rel" "\\qed" #X220E)
+ ("rel" "\\sim" #X223C)
+ ("rel" "\\simeq" #X2243)
+ ("rel" "\\smile" #X2323)
+ ("rel" "\\sqsubset" #X228F)
+ ("rel" "\\sqsubseteq" #X2291)
+ ("rel" "\\sqsupset" #X2290)
+ ("rel" "\\sqsupseteq" #X2292)
+ ("rel" "\\subset" #X2282)
+ ("rel" "\\subseteq" #X2286)
+ ("rel" "\\succ" #X227B)
+ ("rel" "\\succeq" #X2AB0)
+ ("rel" "\\supset" #X2283)
+ ("rel" "\\supseteq" #X2287)
+ ("rel" "\\vdash" #X22A2)
+ ("var" "\\bigcap" #X22C2)
+ ("var" "\\bigcup" #X22C3)
+ ("var" "\\bigodot" #X2A00)
+ ("var" "\\bigoplus" #X2A01)
+ ("var" "\\bigotimes" #X2A02)
+ ("var" "\\bigsqcup" #X2A06)
+ ("var" "\\biguplus" #X2A04)
+ ("var" "\\bigvee" #X22C1)
+ ("var" "\\bigwedge" #X22C0)
+ ("var" "\\coprod" #X2210)
+ ("var" "\\int" #X222B)
+ ("var" "\\oint" #X222E)
+ ("var" "\\prod" #X220F)
+ ("var" "\\sum" #X2211)
+ ;; extra aliases retrieved from LUCR
+ ("bin" "\\land" 8743 "∧")
+ ("bin" "\\lor" 8744 "∨")
+ ("close" "\\rbrace" 125 "}")
+ ("fence" "\\vert" 124 "|")
+ ("fence" "\\Vert" 8214 "‖")
+ ("open" "\\lbrace" 123 "{")
+ ("ord" "\\mathdollar" 36 "$")
+ ("ord" "\\lnot" 172 "¬")
+ ("rel" "\\gets" 8592 "←")
+ ("rel" "\\to" 8594 "→")
+ ("rel" "\\owns" 8715 "∋")
+ ("rel" "\\ne" 8800 "≠")
+ ("rel" "\\le" 8804 "≤")
+ ("rel" "\\ge" 8805 "≥")
+ ;; manually added
+ ("misc" "\\P" 182 "¶")
+ ("misc" "\\textpilcrow" 182 "¶")
+ )
+ "List of basic LaTeX mathematical symbols.
+This list maps standard LaTeX math commands to unicode
+characters. For some symbols in this list the unicode code is
+missing. It is an extension of `LaTeX-math-default' in
+AucTeX/latex.el, but it doesn't include AMS symbols. See also
+`math-symbol-list-extended' and `math-symbol-list-packages'.")
-(defun msl--read-LUCR-list (file &optional print)
- "Read in LUCR list from [1] and optionally PRINT.
-LUCR list is a super-set of unicode-math list [2]. FILE is a
-local file from [3].
+(defconst math-symbol-list-extended
+ '(("mathaccent" "\\acute" 769 "́")
+ ("mathaccent" "\\annuity" 8423 "⃧")
+ ("mathaccent" "\\asteraccent" 8432 "⃰")
+ ("mathaccent" "\\bar" 772 "̄")
+ ("mathaccent" "\\breve" 774 "̆")
+ ("mathaccent" "\\candra" 784 "̐")
+ ("mathaccent" "\\check" 780 "̌")
+ ("mathaccent" "\\ddddot" 8412 "⃜")
+ ("mathaccent" "\\dddot" 8411 "⃛")
+ ("mathaccent" "\\ddot" 776 "̈")
+ ("mathaccent" "\\dot" 775 "̇")
+ ("mathaccent" "\\droang" 794 "̚")
+ ("mathaccent" "\\enclosecircle" 8413 "⃝")
+ ("mathaccent" "\\enclosediamond" 8415 "⃟")
+ ("mathaccent" "\\enclosesquare" 8414 "⃞")
+ ("mathaccent" "\\enclosetriangle" 8420 "⃤")
+ ("mathaccent" "\\grave" 768 "̀")
+ ("mathaccent" "\\hat" 770 "̂")
+ ("mathaccent" "\\leftharpoonaccent" 8400 "⃐")
+ ("mathaccent" "\\not" 824 "̸")
+ ("mathaccent" "\\ocirc" 778 "̊")
+ ("mathaccent" "\\ocommatopright" 789 "̕")
+ ("mathaccent" "\\oturnedcomma" 786 "̒")
+ ("mathaccent" "\\overbar" 773 "̅")
+ ("mathaccent" "\\overleftarrow" 8406 "⃖")
+ ("mathaccent" "\\overleftrightarrow" 8417 "⃡")
+ ("mathaccent" "\\ovhook" 777 "̉")
+ ("mathaccent" "\\rightharpoonaccent" 8401 "⃑")
+ ("mathaccent" "\\threeunderdot" 8424 "⃨")
+ ("mathaccent" "\\tilde" 771 "̃")
+ ("mathaccent" "\\underbar" 817 "̱")
+ ("mathaccent" "\\underleftarrow" 8430 "⃮")
+ ("mathaccent" "\\underleftharpoondown" 8429 "⃭")
+ ("mathaccent" "\\underrightarrow" 8431 "⃯")
+ ("mathaccent" "\\underrightharpoondown" 8428 "⃬")
+ ("mathaccent" "\\vec" 8407 "⃗")
+ ("mathaccent" "\\vertoverlay" 8402 "⃒")
+ ("mathaccent" "\\widebridgeabove" 8425 "⃩")
+ ("mathaccent" "\\wideutilde" 816 "̰")
+ ("mathalpha" "\\Angstrom" 8491 "Å")
+ ("mathalpha" "\\BbbA" 120120 "𝔸")
+ ("mathalpha" "\\BbbB" 120121 "𝔹")
+ ("mathalpha" "\\BbbC" 8450 "ℂ")
+ ("mathalpha" "\\BbbD" 120123 "𝔻")
+ ("mathalpha" "\\BbbE" 120124 "𝔼")
+ ("mathalpha" "\\BbbF" 120125 "𝔽")
+ ("mathalpha" "\\BbbG" 120126 "𝔾")
+ ("mathalpha" "\\BbbGamma" 8510 "ℾ")
+ ("mathalpha" "\\BbbH" 8461 "ℍ")
+ ("mathalpha" "\\BbbI" 120128 "𝕀")
+ ("mathalpha" "\\BbbJ" 120129 "𝕁")
+ ("mathalpha" "\\BbbK" 120130 "𝕂")
+ ("mathalpha" "\\BbbL" 120131 "𝕃")
+ ("mathalpha" "\\BbbM" 120132 "𝕄")
+ ("mathalpha" "\\BbbN" 8469 "ℕ")
+ ("mathalpha" "\\BbbO" 120134 "𝕆")
+ ("mathalpha" "\\BbbP" 8473 "ℙ")
+ ("mathalpha" "\\BbbPi" 8511 "ℿ")
+ ("mathalpha" "\\BbbQ" 8474 "ℚ")
+ ("mathalpha" "\\BbbR" 8477 "ℝ")
+ ("mathalpha" "\\BbbS" 120138 "𝕊")
+ ("mathalpha" "\\BbbT" 120139 "𝕋")
+ ("mathalpha" "\\BbbU" 120140 "𝕌")
+ ("mathalpha" "\\BbbV" 120141 "𝕍")
+ ("mathalpha" "\\BbbW" 120142 "𝕎")
+ ("mathalpha" "\\BbbX" 120143 "𝕏")
+ ("mathalpha" "\\BbbY" 120144 "𝕐")
+ ("mathalpha" "\\BbbZ" 8484 "ℤ")
+ ("mathalpha" "\\Bbba" 120146 "𝕒")
+ ("mathalpha" "\\Bbbb" 120147 "𝕓")
+ ("mathalpha" "\\Bbbc" 120148 "𝕔")
+ ("mathalpha" "\\Bbbd" 120149 "𝕕")
+ ("mathalpha" "\\Bbbe" 120150 "𝕖")
+ ("mathalpha" "\\Bbbf" 120151 "𝕗")
+ ("mathalpha" "\\Bbbg" 120152 "𝕘")
+ ("mathalpha" "\\Bbbgamma" 8509 "ℽ")
+ ("mathalpha" "\\Bbbh" 120153 "𝕙")
+ ("mathalpha" "\\Bbbi" 120154 "𝕚")
+ ("mathalpha" "\\Bbbj" 120155 "𝕛")
+ ("mathalpha" "\\Bbbk" 120156 "𝕜")
+ ("mathalpha" "\\Bbbl" 120157 "𝕝")
+ ("mathalpha" "\\Bbbm" 120158 "𝕞")
+ ("mathalpha" "\\Bbbn" 120159 "𝕟")
+ ("mathalpha" "\\Bbbo" 120160 "𝕠")
+ ("mathalpha" "\\Bbbp" 120161 "𝕡")
+ ("mathalpha" "\\Bbbq" 120162 "𝕢")
+ ("mathalpha" "\\Bbbr" 120163 "𝕣")
+ ("mathalpha" "\\Bbbs" 120164 "𝕤")
+ ("mathalpha" "\\Bbbt" 120165 "𝕥")
+ ("mathalpha" "\\Bbbu" 120166 "𝕦")
+ ("mathalpha" "\\Bbbv" 120167 "𝕧")
+ ("mathalpha" "\\Bbbw" 120168 "𝕨")
+ ("mathalpha" "\\Bbbx" 120169 "𝕩")
+ ("mathalpha" "\\Bbby" 120170 "𝕪")
+ ("mathalpha" "\\Bbbz" 120171 "𝕫")
+ ("mathalpha" "\\Im" 8465 "ℑ")
+ ("mathalpha" "\\Re" 8476 "ℜ")
+ ("mathalpha" "\\aleph" 8501 "ℵ")
+ ("mathalpha" "\\beth" 8502 "ℶ")
+ ("mathalpha" "\\daleth" 8504 "ℸ")
+ ("mathalpha" "\\ell" 8467 "ℓ")
+ ("mathalpha" "\\gimel" 8503 "ℷ")
+ ("mathalpha" "\\hslash" 8463 "ℏ")
+ ("mathalpha" "\\imath" 120484 "𝚤")
+ ("mathalpha" "\\jmath" 120485 "𝚥")
+ ("mathalpha" "\\matheth" 240 "ð")
+ ("mathalpha" "\\mbfA" 119808 "𝐀")
+ ("mathalpha" "\\mbfAlpha" 120488 "𝚨")
+ ("mathalpha" "\\mbfB" 119809 "𝐁")
+ ("mathalpha" "\\mbfBeta" 120489 "𝚩")
+ ("mathalpha" "\\mbfC" 119810 "𝐂")
+ ("mathalpha" "\\mbfChi" 120510 "𝚾")
+ ("mathalpha" "\\mbfD" 119811 "𝐃")
+ ("mathalpha" "\\mbfDelta" 120491 "𝚫")
+ ("mathalpha" "\\mbfDigamma" 120778 "𝟊")
+ ("mathalpha" "\\mbfE" 119812 "𝐄")
+ ("mathalpha" "\\mbfEpsilon" 120492 "𝚬")
+ ("mathalpha" "\\mbfEta" 120494 "𝚮")
+ ("mathalpha" "\\mbfF" 119813 "𝐅")
+ ("mathalpha" "\\mbfG" 119814 "𝐆")
+ ("mathalpha" "\\mbfGamma" 120490 "𝚪")
+ ("mathalpha" "\\mbfH" 119815 "𝐇")
+ ("mathalpha" "\\mbfI" 119816 "𝐈")
+ ("mathalpha" "\\mbfIota" 120496 "𝚰")
+ ("mathalpha" "\\mbfJ" 119817 "𝐉")
+ ("mathalpha" "\\mbfK" 119818 "𝐊")
+ ("mathalpha" "\\mbfKappa" 120497 "𝚱")
+ ("mathalpha" "\\mbfL" 119819 "𝐋")
+ ("mathalpha" "\\mbfLambda" 120498 "𝚲")
+ ("mathalpha" "\\mbfM" 119820 "𝐌")
+ ("mathalpha" "\\mbfMu" 120499 "𝚳")
+ ("mathalpha" "\\mbfN" 119821 "𝐍")
+ ("mathalpha" "\\mbfNu" 120500 "𝚴")
+ ("mathalpha" "\\mbfO" 119822 "𝐎")
+ ("mathalpha" "\\mbfOmega" 120512 "𝛀")
+ ("mathalpha" "\\mbfOmicron" 120502 "𝚶")
+ ("mathalpha" "\\mbfP" 119823 "𝐏")
+ ("mathalpha" "\\mbfPhi" 120509 "𝚽")
+ ("mathalpha" "\\mbfPi" 120503 "𝚷")
+ ("mathalpha" "\\mbfPsi" 120511 "𝚿")
+ ("mathalpha" "\\mbfQ" 119824 "𝐐")
+ ("mathalpha" "\\mbfR" 119825 "𝐑")
+ ("mathalpha" "\\mbfRho" 120504 "𝚸")
+ ("mathalpha" "\\mbfS" 119826 "𝐒")
+ ("mathalpha" "\\mbfSigma" 120506 "𝚺")
+ ("mathalpha" "\\mbfT" 119827 "𝐓")
+ ("mathalpha" "\\mbfTau" 120507 "𝚻")
+ ("mathalpha" "\\mbfTheta" 120495 "𝚯")
+ ("mathalpha" "\\mbfU" 119828 "𝐔")
+ ("mathalpha" "\\mbfUpsilon" 120508 "𝚼")
+ ("mathalpha" "\\mbfV" 119829 "𝐕")
+ ("mathalpha" "\\mbfW" 119830 "𝐖")
+ ("mathalpha" "\\mbfX" 119831 "𝐗")
+ ("mathalpha" "\\mbfXi" 120501 "𝚵")
+ ("mathalpha" "\\mbfY" 119832 "𝐘")
+ ("mathalpha" "\\mbfZ" 119833 "𝐙")
+ ("mathalpha" "\\mbfZeta" 120493 "𝚭")
+ ("mathalpha" "\\mbfa" 119834 "𝐚")
+ ("mathalpha" "\\mbfalpha" 120514 "𝛂")
+ ("mathalpha" "\\mbfb" 119835 "𝐛")
+ ("mathalpha" "\\mbfbeta" 120515 "𝛃")
+ ("mathalpha" "\\mbfc" 119836 "𝐜")
+ ("mathalpha" "\\mbfchi" 120536 "𝛘")
+ ("mathalpha" "\\mbfd" 119837 "𝐝")
+ ("mathalpha" "\\mbfdelta" 120517 "𝛅")
+ ("mathalpha" "\\mbfdigamma" 120779 "𝟋")
+ ("mathalpha" "\\mbfe" 119838 "𝐞")
+ ("mathalpha" "\\mbfepsilon" 120518 "𝛆")
+ ("mathalpha" "\\mbfeta" 120520 "𝛈")
+ ("mathalpha" "\\mbff" 119839 "𝐟")
+ ("mathalpha" "\\mbffrakA" 120172 "𝕬")
+ ("mathalpha" "\\mbffrakB" 120173 "𝕭")
+ ("mathalpha" "\\mbffrakC" 120174 "𝕮")
+ ("mathalpha" "\\mbffrakD" 120175 "𝕯")
+ ("mathalpha" "\\mbffrakE" 120176 "𝕰")
+ ("mathalpha" "\\mbffrakF" 120177 "𝕱")
+ ("mathalpha" "\\mbffrakG" 120178 "𝕲")
+ ("mathalpha" "\\mbffrakH" 120179 "𝕳")
+ ("mathalpha" "\\mbffrakI" 120180 "𝕴")
+ ("mathalpha" "\\mbffrakJ" 120181 "𝕵")
+ ("mathalpha" "\\mbffrakK" 120182 "𝕶")
+ ("mathalpha" "\\mbffrakL" 120183 "𝕷")
+ ("mathalpha" "\\mbffrakM" 120184 "𝕸")
+ ("mathalpha" "\\mbffrakN" 120185 "𝕹")
+ ("mathalpha" "\\mbffrakO" 120186 "𝕺")
+ ("mathalpha" "\\mbffrakP" 120187 "𝕻")
+ ("mathalpha" "\\mbffrakQ" 120188 "𝕼")
+ ("mathalpha" "\\mbffrakR" 120189 "𝕽")
+ ("mathalpha" "\\mbffrakS" 120190 "𝕾")
+ ("mathalpha" "\\mbffrakT" 120191 "𝕿")
+ ("mathalpha" "\\mbffrakU" 120192 "𝖀")
+ ("mathalpha" "\\mbffrakV" 120193 "𝖁")
+ ("mathalpha" "\\mbffrakW" 120194 "𝖂")
+ ("mathalpha" "\\mbffrakX" 120195 "𝖃")
+ ("mathalpha" "\\mbffrakY" 120196 "𝖄")
+ ("mathalpha" "\\mbffrakZ" 120197 "𝖅")
+ ("mathalpha" "\\mbffraka" 120198 "𝖆")
+ ("mathalpha" "\\mbffrakb" 120199 "𝖇")
+ ("mathalpha" "\\mbffrakc" 120200 "𝖈")
+ ("mathalpha" "\\mbffrakd" 120201 "𝖉")
+ ("mathalpha" "\\mbffrake" 120202 "𝖊")
+ ("mathalpha" "\\mbffrakf" 120203 "𝖋")
+ ("mathalpha" "\\mbffrakg" 120204 "𝖌")
+ ("mathalpha" "\\mbffrakh" 120205 "𝖍")
+ ("mathalpha" "\\mbffraki" 120206 "𝖎")
+ ("mathalpha" "\\mbffrakj" 120207 "𝖏")
+ ("mathalpha" "\\mbffrakk" 120208 "𝖐")
+ ("mathalpha" "\\mbffrakl" 120209 "𝖑")
+ ("mathalpha" "\\mbffrakm" 120210 "𝖒")
+ ("mathalpha" "\\mbffrakn" 120211 "𝖓")
+ ("mathalpha" "\\mbffrako" 120212 "𝖔")
+ ("mathalpha" "\\mbffrakp" 120213 "𝖕")
+ ("mathalpha" "\\mbffrakq" 120214 "𝖖")
+ ("mathalpha" "\\mbffrakr" 120215 "𝖗")
+ ("mathalpha" "\\mbffraks" 120216 "𝖘")
+ ("mathalpha" "\\mbffrakt" 120217 "𝖙")
+ ("mathalpha" "\\mbffraku" 120218 "𝖚")
+ ("mathalpha" "\\mbffrakv" 120219 "𝖛")
+ ("mathalpha" "\\mbffrakw" 120220 "𝖜")
+ ("mathalpha" "\\mbffrakx" 120221 "𝖝")
+ ("mathalpha" "\\mbffraky" 120222 "𝖞")
+ ("mathalpha" "\\mbffrakz" 120223 "𝖟")
+ ("mathalpha" "\\mbfg" 119840 "𝐠")
+ ("mathalpha" "\\mbfgamma" 120516 "𝛄")
+ ("mathalpha" "\\mbfh" 119841 "𝐡")
+ ("mathalpha" "\\mbfi" 119842 "𝐢")
+ ("mathalpha" "\\mbfiota" 120522 "𝛊")
+ ("mathalpha" "\\mbfitA" 119912 "𝑨")
+ ("mathalpha" "\\mbfitAlpha" 120604 "𝜜")
+ ("mathalpha" "\\mbfitB" 119913 "𝑩")
+ ("mathalpha" "\\mbfitBeta" 120605 "𝜝")
+ ("mathalpha" "\\mbfitC" 119914 "𝑪")
+ ("mathalpha" "\\mbfitChi" 120626 "𝜲")
+ ("mathalpha" "\\mbfitD" 119915 "𝑫")
+ ("mathalpha" "\\mbfitDelta" 120607 "𝜟")
+ ("mathalpha" "\\mbfitE" 119916 "𝑬")
+ ("mathalpha" "\\mbfitEpsilon" 120608 "𝜠")
+ ("mathalpha" "\\mbfitEta" 120610 "𝜢")
+ ("mathalpha" "\\mbfitF" 119917 "𝑭")
+ ("mathalpha" "\\mbfitG" 119918 "𝑮")
+ ("mathalpha" "\\mbfitGamma" 120606 "𝜞")
+ ("mathalpha" "\\mbfitH" 119919 "𝑯")
+ ("mathalpha" "\\mbfitI" 119920 "𝑰")
+ ("mathalpha" "\\mbfitIota" 120612 "𝜤")
+ ("mathalpha" "\\mbfitJ" 119921 "𝑱")
+ ("mathalpha" "\\mbfitK" 119922 "𝑲")
+ ("mathalpha" "\\mbfitKappa" 120613 "𝜥")
+ ("mathalpha" "\\mbfitL" 119923 "𝑳")
+ ("mathalpha" "\\mbfitLambda" 120614 "𝜦")
+ ("mathalpha" "\\mbfitM" 119924 "𝑴")
+ ("mathalpha" "\\mbfitMu" 120615 "𝜧")
+ ("mathalpha" "\\mbfitN" 119925 "𝑵")
+ ("mathalpha" "\\mbfitNu" 120616 "𝜨")
+ ("mathalpha" "\\mbfitO" 119926 "𝑶")
+ ("mathalpha" "\\mbfitOmega" 120628 "𝜴")
+ ("mathalpha" "\\mbfitOmicron" 120618 "𝜪")
+ ("mathalpha" "\\mbfitP" 119927 "𝑷")
+ ("mathalpha" "\\mbfitPhi" 120625 "𝜱")
+ ("mathalpha" "\\mbfitPi" 120619 "𝜫")
+ ("mathalpha" "\\mbfitPsi" 120627 "𝜳")
+ ("mathalpha" "\\mbfitQ" 119928 "𝑸")
+ ("mathalpha" "\\mbfitR" 119929 "𝑹")
+ ("mathalpha" "\\mbfitRho" 120620 "𝜬")
+ ("mathalpha" "\\mbfitS" 119930 "𝑺")
+ ("mathalpha" "\\mbfitSigma" 120622 "𝜮")
+ ("mathalpha" "\\mbfitT" 119931 "𝑻")
+ ("mathalpha" "\\mbfitTau" 120623 "𝜯")
+ ("mathalpha" "\\mbfitTheta" 120611 "𝜣")
+ ("mathalpha" "\\mbfitU" 119932 "𝑼")
+ ("mathalpha" "\\mbfitUpsilon" 120624 "𝜰")
+ ("mathalpha" "\\mbfitV" 119933 "𝑽")
+ ("mathalpha" "\\mbfitW" 119934 "𝑾")
+ ("mathalpha" "\\mbfitX" 119935 "𝑿")
+ ("mathalpha" "\\mbfitXi" 120617 "𝜩")
+ ("mathalpha" "\\mbfitY" 119936 "𝒀")
+ ("mathalpha" "\\mbfitZ" 119937 "𝒁")
+ ("mathalpha" "\\mbfitZeta" 120609 "𝜡")
+ ("mathalpha" "\\mbfita" 119938 "𝒂")
+ ("mathalpha" "\\mbfitalpha" 120630 "𝜶")
+ ("mathalpha" "\\mbfitb" 119939 "𝒃")
+ ("mathalpha" "\\mbfitbeta" 120631 "𝜷")
+ ("mathalpha" "\\mbfitc" 119940 "𝒄")
+ ("mathalpha" "\\mbfitchi" 120652 "𝝌")
+ ("mathalpha" "\\mbfitd" 119941 "𝒅")
+ ("mathalpha" "\\mbfitdelta" 120633 "𝜹")
+ ("mathalpha" "\\mbfite" 119942 "𝒆")
+ ("mathalpha" "\\mbfitepsilon" 120634 "𝜺")
+ ("mathalpha" "\\mbfiteta" 120636 "𝜼")
+ ("mathalpha" "\\mbfitf" 119943 "𝒇")
+ ("mathalpha" "\\mbfitg" 119944 "𝒈")
+ ("mathalpha" "\\mbfitgamma" 120632 "𝜸")
+ ("mathalpha" "\\mbfith" 119945 "𝒉")
+ ("mathalpha" "\\mbfiti" 119946 "𝒊")
+ ("mathalpha" "\\mbfitiota" 120638 "𝜾")
+ ("mathalpha" "\\mbfitj" 119947 "𝒋")
+ ("mathalpha" "\\mbfitk" 119948 "𝒌")
+ ("mathalpha" "\\mbfitkappa" 120639 "𝜿")
+ ("mathalpha" "\\mbfitl" 119949 "𝒍")
+ ("mathalpha" "\\mbfitlambda" 120640 "𝝀")
+ ("mathalpha" "\\mbfitm" 119950 "𝒎")
+ ("mathalpha" "\\mbfitmu" 120641 "𝝁")
+ ("mathalpha" "\\mbfitn" 119951 "𝒏")
+ ("mathalpha" "\\mbfitnu" 120642 "𝝂")
+ ("mathalpha" "\\mbfito" 119952 "𝒐")
+ ("mathalpha" "\\mbfitomega" 120654 "𝝎")
+ ("mathalpha" "\\mbfitomicron" 120644 "𝝄")
+ ("mathalpha" "\\mbfitp" 119953 "𝒑")
+ ("mathalpha" "\\mbfitphi" 120651 "𝝋")
+ ("mathalpha" "\\mbfitpi" 120645 "𝝅")
+ ("mathalpha" "\\mbfitpsi" 120653 "𝝍")
+ ("mathalpha" "\\mbfitq" 119954 "𝒒")
+ ("mathalpha" "\\mbfitr" 119955 "𝒓")
+ ("mathalpha" "\\mbfitrho" 120646 "𝝆")
+ ("mathalpha" "\\mbfits" 119956 "𝒔")
+ ("mathalpha" "\\mbfitsansA" 120380 "𝘼")
+ ("mathalpha" "\\mbfitsansAlpha" 120720 "𝞐")
+ ("mathalpha" "\\mbfitsansB" 120381 "𝘽")
+ ("mathalpha" "\\mbfitsansBeta" 120721 "𝞑")
+ ("mathalpha" "\\mbfitsansC" 120382 "𝘾")
+ ("mathalpha" "\\mbfitsansChi" 120742 "𝞦")
+ ("mathalpha" "\\mbfitsansD" 120383 "𝘿")
+ ("mathalpha" "\\mbfitsansDelta" 120723 "𝞓")
+ ("mathalpha" "\\mbfitsansE" 120384 "𝙀")
+ ("mathalpha" "\\mbfitsansEpsilon" 120724 "𝞔")
+ ("mathalpha" "\\mbfitsansEta" 120726 "𝞖")
+ ("mathalpha" "\\mbfitsansF" 120385 "𝙁")
+ ("mathalpha" "\\mbfitsansG" 120386 "𝙂")
+ ("mathalpha" "\\mbfitsansGamma" 120722 "𝞒")
+ ("mathalpha" "\\mbfitsansH" 120387 "𝙃")
+ ("mathalpha" "\\mbfitsansI" 120388 "𝙄")
+ ("mathalpha" "\\mbfitsansIota" 120728 "𝞘")
+ ("mathalpha" "\\mbfitsansJ" 120389 "𝙅")
+ ("mathalpha" "\\mbfitsansK" 120390 "𝙆")
+ ("mathalpha" "\\mbfitsansKappa" 120729 "𝞙")
+ ("mathalpha" "\\mbfitsansL" 120391 "𝙇")
+ ("mathalpha" "\\mbfitsansLambda" 120730 "𝞚")
+ ("mathalpha" "\\mbfitsansM" 120392 "𝙈")
+ ("mathalpha" "\\mbfitsansMu" 120731 "𝞛")
+ ("mathalpha" "\\mbfitsansN" 120393 "𝙉")
+ ("mathalpha" "\\mbfitsansNu" 120732 "𝞜")
+ ("mathalpha" "\\mbfitsansO" 120394 "𝙊")
+ ("mathalpha" "\\mbfitsansOmega" 120744 "𝞨")
+ ("mathalpha" "\\mbfitsansOmicron" 120734 "𝞞")
+ ("mathalpha" "\\mbfitsansP" 120395 "𝙋")
+ ("mathalpha" "\\mbfitsansPhi" 120741 "𝞥")
+ ("mathalpha" "\\mbfitsansPi" 120735 "𝞟")
+ ("mathalpha" "\\mbfitsansPsi" 120743 "𝞧")
+ ("mathalpha" "\\mbfitsansQ" 120396 "𝙌")
+ ("mathalpha" "\\mbfitsansR" 120397 "𝙍")
+ ("mathalpha" "\\mbfitsansRho" 120736 "𝞠")
+ ("mathalpha" "\\mbfitsansS" 120398 "𝙎")
+ ("mathalpha" "\\mbfitsansSigma" 120738 "𝞢")
+ ("mathalpha" "\\mbfitsansT" 120399 "𝙏")
+ ("mathalpha" "\\mbfitsansTau" 120739 "𝞣")
+ ("mathalpha" "\\mbfitsansTheta" 120727 "𝞗")
+ ("mathalpha" "\\mbfitsansU" 120400 "𝙐")
+ ("mathalpha" "\\mbfitsansUpsilon" 120740 "𝞤")
+ ("mathalpha" "\\mbfitsansV" 120401 "𝙑")
+ ("mathalpha" "\\mbfitsansW" 120402 "𝙒")
+ ("mathalpha" "\\mbfitsansX" 120403 "𝙓")
+ ("mathalpha" "\\mbfitsansXi" 120733 "𝞝")
+ ("mathalpha" "\\mbfitsansY" 120404 "𝙔")
+ ("mathalpha" "\\mbfitsansZ" 120405 "𝙕")
+ ("mathalpha" "\\mbfitsansZeta" 120725 "𝞕")
+ ("mathalpha" "\\mbfitsansa" 120406 "𝙖")
+ ("mathalpha" "\\mbfitsansalpha" 120746 "𝞪")
+ ("mathalpha" "\\mbfitsansb" 120407 "𝙗")
+ ("mathalpha" "\\mbfitsansbeta" 120747 "𝞫")
+ ("mathalpha" "\\mbfitsansc" 120408 "𝙘")
+ ("mathalpha" "\\mbfitsanschi" 120768 "𝟀")
+ ("mathalpha" "\\mbfitsansd" 120409 "𝙙")
+ ("mathalpha" "\\mbfitsansdelta" 120749 "𝞭")
+ ("mathalpha" "\\mbfitsanse" 120410 "𝙚")
+ ("mathalpha" "\\mbfitsansepsilon" 120750 "𝞮")
+ ("mathalpha" "\\mbfitsanseta" 120752 "𝞰")
+ ("mathalpha" "\\mbfitsansf" 120411 "𝙛")
+ ("mathalpha" "\\mbfitsansg" 120412 "𝙜")
+ ("mathalpha" "\\mbfitsansgamma" 120748 "𝞬")
+ ("mathalpha" "\\mbfitsansh" 120413 "𝙝")
+ ("mathalpha" "\\mbfitsansi" 120414 "𝙞")
+ ("mathalpha" "\\mbfitsansiota" 120754 "𝞲")
+ ("mathalpha" "\\mbfitsansj" 120415 "𝙟")
+ ("mathalpha" "\\mbfitsansk" 120416 "𝙠")
+ ("mathalpha" "\\mbfitsanskappa" 120755 "𝞳")
+ ("mathalpha" "\\mbfitsansl" 120417 "𝙡")
+ ("mathalpha" "\\mbfitsanslambda" 120756 "𝞴")
+ ("mathalpha" "\\mbfitsansm" 120418 "𝙢")
+ ("mathalpha" "\\mbfitsansmu" 120757 "𝞵")
+ ("mathalpha" "\\mbfitsansn" 120419 "𝙣")
+ ("mathalpha" "\\mbfitsansnu" 120758 "𝞶")
+ ("mathalpha" "\\mbfitsanso" 120420 "𝙤")
+ ("mathalpha" "\\mbfitsansomega" 120770 "𝟂")
+ ("mathalpha" "\\mbfitsansomicron" 120760 "𝞸")
+ ("mathalpha" "\\mbfitsansp" 120421 "𝙥")
+ ("mathalpha" "\\mbfitsansphi" 120767 "𝞿")
+ ("mathalpha" "\\mbfitsanspi" 120761 "𝞹")
+ ("mathalpha" "\\mbfitsanspsi" 120769 "𝟁")
+ ("mathalpha" "\\mbfitsansq" 120422 "𝙦")
+ ("mathalpha" "\\mbfitsansr" 120423 "𝙧")
+ ("mathalpha" "\\mbfitsansrho" 120762 "𝞺")
+ ("mathalpha" "\\mbfitsanss" 120424 "𝙨")
+ ("mathalpha" "\\mbfitsanssigma" 120764 "𝞼")
+ ("mathalpha" "\\mbfitsanst" 120425 "𝙩")
+ ("mathalpha" "\\mbfitsanstau" 120765 "𝞽")
+ ("mathalpha" "\\mbfitsanstheta" 120753 "𝞱")
+ ("mathalpha" "\\mbfitsansu" 120426 "𝙪")
+ ("mathalpha" "\\mbfitsansupsilon" 120766 "𝞾")
+ ("mathalpha" "\\mbfitsansv" 120427 "𝙫")
+ ("mathalpha" "\\mbfitsansvarTheta" 120737 "𝞡")
+ ("mathalpha" "\\mbfitsansvarepsilon" 120772 "𝟄")
+ ("mathalpha" "\\mbfitsansvarkappa" 120774 "𝟆")
+ ("mathalpha" "\\mbfitsansvarphi" 120775 "𝟇")
+ ("mathalpha" "\\mbfitsansvarpi" 120777 "𝟉")
+ ("mathalpha" "\\mbfitsansvarrho" 120776 "𝟈")
+ ("mathalpha" "\\mbfitsansvarsigma" 120763 "𝞻")
+ ("mathalpha" "\\mbfitsansvartheta" 120773 "𝟅")
+ ("mathalpha" "\\mbfitsansw" 120428 "𝙬")
+ ("mathalpha" "\\mbfitsansx" 120429 "𝙭")
+ ("mathalpha" "\\mbfitsansxi" 120759 "𝞷")
+ ("mathalpha" "\\mbfitsansy" 120430 "𝙮")
+ ("mathalpha" "\\mbfitsansz" 120431 "𝙯")
+ ("mathalpha" "\\mbfitsanszeta" 120751 "𝞯")
+ ("mathalpha" "\\mbfitsigma" 120648 "𝝈")
+ ("mathalpha" "\\mbfitt" 119957 "𝒕")
+ ("mathalpha" "\\mbfittau" 120649 "𝝉")
+ ("mathalpha" "\\mbfittheta" 120637 "𝜽")
+ ("mathalpha" "\\mbfitu" 119958 "𝒖")
+ ("mathalpha" "\\mbfitupsilon" 120650 "𝝊")
+ ("mathalpha" "\\mbfitv" 119959 "𝒗")
+ ("mathalpha" "\\mbfitvarTheta" 120621 "𝜭")
+ ("mathalpha" "\\mbfitvarepsilon" 120656 "𝝐")
+ ("mathalpha" "\\mbfitvarkappa" 120658 "𝝒")
+ ("mathalpha" "\\mbfitvarphi" 120659 "𝝓")
+ ("mathalpha" "\\mbfitvarpi" 120661 "𝝕")
+ ("mathalpha" "\\mbfitvarrho" 120660 "𝝔")
+ ("mathalpha" "\\mbfitvarsigma" 120647 "𝝇")
+ ("mathalpha" "\\mbfitvartheta" 120657 "𝝑")
+ ("mathalpha" "\\mbfitw" 119960 "𝒘")
+ ("mathalpha" "\\mbfitx" 119961 "𝒙")
+ ("mathalpha" "\\mbfitxi" 120643 "𝝃")
+ ("mathalpha" "\\mbfity" 119962 "𝒚")
+ ("mathalpha" "\\mbfitz" 119963 "𝒛")
+ ("mathalpha" "\\mbfitzeta" 120635 "𝜻")
+ ("mathalpha" "\\mbfj" 119843 "𝐣")
+ ("mathalpha" "\\mbfk" 119844 "𝐤")
+ ("mathalpha" "\\mbfkappa" 120523 "𝛋")
+ ("mathalpha" "\\mbfl" 119845 "𝐥")
+ ("mathalpha" "\\mbflambda" 120524 "𝛌")
+ ("mathalpha" "\\mbfm" 119846 "𝐦")
+ ("mathalpha" "\\mbfmu" 120525 "𝛍")
+ ("mathalpha" "\\mbfn" 119847 "𝐧")
+ ("mathalpha" "\\mbfnu" 120526 "𝛎")
+ ("mathalpha" "\\mbfo" 119848 "𝐨")
+ ("mathalpha" "\\mbfomega" 120538 "𝛚")
+ ("mathalpha" "\\mbfomicron" 120528 "𝛐")
+ ("mathalpha" "\\mbfp" 119849 "𝐩")
+ ("mathalpha" "\\mbfphi" 120543 "𝛟")
+ ("mathalpha" "\\mbfpi" 120529 "𝛑")
+ ("mathalpha" "\\mbfpsi" 120537 "𝛙")
+ ("mathalpha" "\\mbfq" 119850 "𝐪")
+ ("mathalpha" "\\mbfr" 119851 "𝐫")
+ ("mathalpha" "\\mbfrho" 120530 "𝛒")
+ ("mathalpha" "\\mbfs" 119852 "𝐬")
+ ("mathalpha" "\\mbfsansA" 120276 "𝗔")
+ ("mathalpha" "\\mbfsansAlpha" 120662 "𝝖")
+ ("mathalpha" "\\mbfsansB" 120277 "𝗕")
+ ("mathalpha" "\\mbfsansBeta" 120663 "𝝗")
+ ("mathalpha" "\\mbfsansC" 120278 "𝗖")
+ ("mathalpha" "\\mbfsansChi" 120684 "𝝬")
+ ("mathalpha" "\\mbfsansD" 120279 "𝗗")
+ ("mathalpha" "\\mbfsansDelta" 120665 "𝝙")
+ ("mathalpha" "\\mbfsansE" 120280 "𝗘")
+ ("mathalpha" "\\mbfsansEpsilon" 120666 "𝝚")
+ ("mathalpha" "\\mbfsansEta" 120668 "𝝜")
+ ("mathalpha" "\\mbfsansF" 120281 "𝗙")
+ ("mathalpha" "\\mbfsansG" 120282 "𝗚")
+ ("mathalpha" "\\mbfsansGamma" 120664 "𝝘")
+ ("mathalpha" "\\mbfsansH" 120283 "𝗛")
+ ("mathalpha" "\\mbfsansI" 120284 "𝗜")
+ ("mathalpha" "\\mbfsansIota" 120670 "𝝞")
+ ("mathalpha" "\\mbfsansJ" 120285 "𝗝")
+ ("mathalpha" "\\mbfsansK" 120286 "𝗞")
+ ("mathalpha" "\\mbfsansKappa" 120671 "𝝟")
+ ("mathalpha" "\\mbfsansL" 120287 "𝗟")
+ ("mathalpha" "\\mbfsansLambda" 120672 "𝝠")
+ ("mathalpha" "\\mbfsansM" 120288 "𝗠")
+ ("mathalpha" "\\mbfsansMu" 120673 "𝝡")
+ ("mathalpha" "\\mbfsansN" 120289 "𝗡")
+ ("mathalpha" "\\mbfsansNu" 120674 "𝝢")
+ ("mathalpha" "\\mbfsansO" 120290 "𝗢")
+ ("mathalpha" "\\mbfsansOmega" 120686 "𝝮")
+ ("mathalpha" "\\mbfsansOmicron" 120676 "𝝤")
+ ("mathalpha" "\\mbfsansP" 120291 "𝗣")
+ ("mathalpha" "\\mbfsansPhi" 120683 "𝝫")
+ ("mathalpha" "\\mbfsansPi" 120677 "𝝥")
+ ("mathalpha" "\\mbfsansPsi" 120685 "𝝭")
+ ("mathalpha" "\\mbfsansQ" 120292 "𝗤")
+ ("mathalpha" "\\mbfsansR" 120293 "𝗥")
+ ("mathalpha" "\\mbfsansRho" 120678 "𝝦")
+ ("mathalpha" "\\mbfsansS" 120294 "𝗦")
+ ("mathalpha" "\\mbfsansSigma" 120680 "𝝨")
+ ("mathalpha" "\\mbfsansT" 120295 "𝗧")
+ ("mathalpha" "\\mbfsansTau" 120681 "𝝩")
+ ("mathalpha" "\\mbfsansTheta" 120669 "𝝝")
+ ("mathalpha" "\\mbfsansU" 120296 "𝗨")
+ ("mathalpha" "\\mbfsansUpsilon" 120682 "𝝪")
+ ("mathalpha" "\\mbfsansV" 120297 "𝗩")
+ ("mathalpha" "\\mbfsansW" 120298 "𝗪")
+ ("mathalpha" "\\mbfsansX" 120299 "𝗫")
+ ("mathalpha" "\\mbfsansXi" 120675 "𝝣")
+ ("mathalpha" "\\mbfsansY" 120300 "𝗬")
+ ("mathalpha" "\\mbfsansZ" 120301 "𝗭")
+ ("mathalpha" "\\mbfsansZeta" 120667 "𝝛")
+ ("mathalpha" "\\mbfsansa" 120302 "𝗮")
+ ("mathalpha" "\\mbfsansalpha" 120688 "𝝰")
+ ("mathalpha" "\\mbfsansb" 120303 "𝗯")
+ ("mathalpha" "\\mbfsansbeta" 120689 "𝝱")
+ ("mathalpha" "\\mbfsansc" 120304 "𝗰")
+ ("mathalpha" "\\mbfsanschi" 120710 "𝞆")
+ ("mathalpha" "\\mbfsansd" 120305 "𝗱")
+ ("mathalpha" "\\mbfsansdelta" 120691 "𝝳")
+ ("mathalpha" "\\mbfsanse" 120306 "𝗲")
+ ("mathalpha" "\\mbfsansepsilon" 120692 "𝝴")
+ ("mathalpha" "\\mbfsanseta" 120694 "𝝶")
+ ("mathalpha" "\\mbfsansf" 120307 "𝗳")
+ ("mathalpha" "\\mbfsansg" 120308 "𝗴")
+ ("mathalpha" "\\mbfsansgamma" 120690 "𝝲")
+ ("mathalpha" "\\mbfsansh" 120309 "𝗵")
+ ("mathalpha" "\\mbfsansi" 120310 "𝗶")
+ ("mathalpha" "\\mbfsansiota" 120696 "𝝸")
+ ("mathalpha" "\\mbfsansj" 120311 "𝗷")
+ ("mathalpha" "\\mbfsansk" 120312 "𝗸")
+ ("mathalpha" "\\mbfsanskappa" 120697 "𝝹")
+ ("mathalpha" "\\mbfsansl" 120313 "𝗹")
+ ("mathalpha" "\\mbfsanslambda" 120698 "𝝺")
+ ("mathalpha" "\\mbfsansm" 120314 "𝗺")
+ ("mathalpha" "\\mbfsansmu" 120699 "𝝻")
+ ("mathalpha" "\\mbfsansn" 120315 "𝗻")
+ ("mathalpha" "\\mbfsansnu" 120700 "𝝼")
+ ("mathalpha" "\\mbfsanso" 120316 "𝗼")
+ ("mathalpha" "\\mbfsansomega" 120712 "𝞈")
+ ("mathalpha" "\\mbfsansomicron" 120702 "𝝾")
+ ("mathalpha" "\\mbfsansp" 120317 "𝗽")
+ ("mathalpha" "\\mbfsansphi" 120709 "𝞅")
+ ("mathalpha" "\\mbfsanspi" 120703 "𝝿")
+ ("mathalpha" "\\mbfsanspsi" 120711 "𝞇")
+ ("mathalpha" "\\mbfsansq" 120318 "𝗾")
+ ("mathalpha" "\\mbfsansr" 120319 "𝗿")
+ ("mathalpha" "\\mbfsansrho" 120704 "𝞀")
+ ("mathalpha" "\\mbfsanss" 120320 "𝘀")
+ ("mathalpha" "\\mbfsanssigma" 120706 "𝞂")
+ ("mathalpha" "\\mbfsanst" 120321 "𝘁")
+ ("mathalpha" "\\mbfsanstau" 120707 "𝞃")
+ ("mathalpha" "\\mbfsanstheta" 120695 "𝝷")
+ ("mathalpha" "\\mbfsansu" 120322 "𝘂")
+ ("mathalpha" "\\mbfsansupsilon" 120708 "𝞄")
+ ("mathalpha" "\\mbfsansv" 120323 "𝘃")
+ ("mathalpha" "\\mbfsansvarTheta" 120679 "𝝧")
+ ("mathalpha" "\\mbfsansvarepsilon" 120714 "𝞊")
+ ("mathalpha" "\\mbfsansvarkappa" 120716 "𝞌")
+ ("mathalpha" "\\mbfsansvarphi" 120717 "𝞍")
+ ("mathalpha" "\\mbfsansvarpi" 120719 "𝞏")
+ ("mathalpha" "\\mbfsansvarrho" 120718 "𝞎")
+ ("mathalpha" "\\mbfsansvarsigma" 120705 "𝞁")
+ ("mathalpha" "\\mbfsansvartheta" 120715 "𝞋")
+ ("mathalpha" "\\mbfsansw" 120324 "𝘄")
+ ("mathalpha" "\\mbfsansx" 120325 "𝘅")
+ ("mathalpha" "\\mbfsansxi" 120701 "𝝽")
+ ("mathalpha" "\\mbfsansy" 120326 "𝘆")
+ ("mathalpha" "\\mbfsansz" 120327 "𝘇")
+ ("mathalpha" "\\mbfsanszeta" 120693 "𝝵")
+ ("mathalpha" "\\mbfscrA" 120016 "𝓐")
+ ("mathalpha" "\\mbfscrB" 120017 "𝓑")
+ ("mathalpha" "\\mbfscrC" 120018 "𝓒")
+ ("mathalpha" "\\mbfscrD" 120019 "𝓓")
+ ("mathalpha" "\\mbfscrE" 120020 "𝓔")
+ ("mathalpha" "\\mbfscrF" 120021 "𝓕")
+ ("mathalpha" "\\mbfscrG" 120022 "𝓖")
+ ("mathalpha" "\\mbfscrH" 120023 "𝓗")
+ ("mathalpha" "\\mbfscrI" 120024 "𝓘")
+ ("mathalpha" "\\mbfscrJ" 120025 "𝓙")
+ ("mathalpha" "\\mbfscrK" 120026 "𝓚")
+ ("mathalpha" "\\mbfscrL" 120027 "𝓛")
+ ("mathalpha" "\\mbfscrM" 120028 "𝓜")
+ ("mathalpha" "\\mbfscrN" 120029 "𝓝")
+ ("mathalpha" "\\mbfscrO" 120030 "𝓞")
+ ("mathalpha" "\\mbfscrP" 120031 "𝓟")
+ ("mathalpha" "\\mbfscrQ" 120032 "𝓠")
+ ("mathalpha" "\\mbfscrR" 120033 "𝓡")
+ ("mathalpha" "\\mbfscrS" 120034 "𝓢")
+ ("mathalpha" "\\mbfscrT" 120035 "𝓣")
+ ("mathalpha" "\\mbfscrU" 120036 "𝓤")
+ ("mathalpha" "\\mbfscrV" 120037 "𝓥")
+ ("mathalpha" "\\mbfscrW" 120038 "𝓦")
+ ("mathalpha" "\\mbfscrX" 120039 "𝓧")
+ ("mathalpha" "\\mbfscrY" 120040 "𝓨")
+ ("mathalpha" "\\mbfscrZ" 120041 "𝓩")
+ ("mathalpha" "\\mbfscra" 120042 "𝓪")
+ ("mathalpha" "\\mbfscrb" 120043 "𝓫")
+ ("mathalpha" "\\mbfscrc" 120044 "𝓬")
+ ("mathalpha" "\\mbfscrd" 120045 "𝓭")
+ ("mathalpha" "\\mbfscre" 120046 "𝓮")
+ ("mathalpha" "\\mbfscrf" 120047 "𝓯")
+ ("mathalpha" "\\mbfscrg" 120048 "𝓰")
+ ("mathalpha" "\\mbfscrh" 120049 "𝓱")
+ ("mathalpha" "\\mbfscri" 120050 "𝓲")
+ ("mathalpha" "\\mbfscrj" 120051 "𝓳")
+ ("mathalpha" "\\mbfscrk" 120052 "𝓴")
+ ("mathalpha" "\\mbfscrl" 120053 "𝓵")
+ ("mathalpha" "\\mbfscrm" 120054 "𝓶")
+ ("mathalpha" "\\mbfscrn" 120055 "𝓷")
+ ("mathalpha" "\\mbfscro" 120056 "𝓸")
+ ("mathalpha" "\\mbfscrp" 120057 "𝓹")
+ ("mathalpha" "\\mbfscrq" 120058 "𝓺")
+ ("mathalpha" "\\mbfscrr" 120059 "𝓻")
+ ("mathalpha" "\\mbfscrs" 120060 "𝓼")
+ ("mathalpha" "\\mbfscrt" 120061 "𝓽")
+ ("mathalpha" "\\mbfscru" 120062 "𝓾")
+ ("mathalpha" "\\mbfscrv" 120063 "𝓿")
+ ("mathalpha" "\\mbfscrw" 120064 "𝔀")
+ ("mathalpha" "\\mbfscrx" 120065 "𝔁")
+ ("mathalpha" "\\mbfscry" 120066 "𝔂")
+ ("mathalpha" "\\mbfscrz" 120067 "𝔃")
+ ("mathalpha" "\\mbfsigma" 120532 "𝛔")
+ ("mathalpha" "\\mbft" 119853 "𝐭")
+ ("mathalpha" "\\mbftau" 120533 "𝛕")
+ ("mathalpha" "\\mbftheta" 120521 "𝛉")
+ ("mathalpha" "\\mbfu" 119854 "𝐮")
+ ("mathalpha" "\\mbfupsilon" 120534 "𝛖")
+ ("mathalpha" "\\mbfv" 119855 "𝐯")
+ ("mathalpha" "\\mbfvarTheta" 120505 "𝚹")
+ ("mathalpha" "\\mbfvarepsilon" 120540 "𝛜")
+ ("mathalpha" "\\mbfvarkappa" 120542 "𝛞")
+ ("mathalpha" "\\mbfvarphi" 120535 "𝛗")
+ ("mathalpha" "\\mbfvarpi" 120545 "𝛡")
+ ("mathalpha" "\\mbfvarrho" 120544 "𝛠")
+ ("mathalpha" "\\mbfvarsigma" 120531 "𝛓")
+ ("mathalpha" "\\mbfvartheta" 120541 "𝛝")
+ ("mathalpha" "\\mbfw" 119856 "𝐰")
+ ("mathalpha" "\\mbfx" 119857 "𝐱")
+ ("mathalpha" "\\mbfxi" 120527 "𝛏")
+ ("mathalpha" "\\mbfy" 119858 "𝐲")
+ ("mathalpha" "\\mbfz" 119859 "𝐳")
+ ("mathalpha" "\\mbfzeta" 120519 "𝛇")
+ ("mathalpha" "\\mfrakA" 120068 "𝔄")
+ ("mathalpha" "\\mfrakB" 120069 "𝔅")
+ ("mathalpha" "\\mfrakC" 8493 "ℭ")
+ ("mathalpha" "\\mfrakD" 120071 "𝔇")
+ ("mathalpha" "\\mfrakE" 120072 "𝔈")
+ ("mathalpha" "\\mfrakF" 120073 "𝔉")
+ ("mathalpha" "\\mfrakG" 120074 "𝔊")
+ ("mathalpha" "\\mfrakH" 8460 "ℌ")
+ ("mathalpha" "\\mfrakJ" 120077 "𝔍")
+ ("mathalpha" "\\mfrakK" 120078 "𝔎")
+ ("mathalpha" "\\mfrakL" 120079 "𝔏")
+ ("mathalpha" "\\mfrakM" 120080 "𝔐")
+ ("mathalpha" "\\mfrakN" 120081 "𝔑")
+ ("mathalpha" "\\mfrakO" 120082 "𝔒")
+ ("mathalpha" "\\mfrakP" 120083 "𝔓")
+ ("mathalpha" "\\mfrakQ" 120084 "𝔔")
+ ("mathalpha" "\\mfrakS" 120086 "𝔖")
+ ("mathalpha" "\\mfrakT" 120087 "𝔗")
+ ("mathalpha" "\\mfrakU" 120088 "𝔘")
+ ("mathalpha" "\\mfrakV" 120089 "𝔙")
+ ("mathalpha" "\\mfrakW" 120090 "𝔚")
+ ("mathalpha" "\\mfrakX" 120091 "𝔛")
+ ("mathalpha" "\\mfrakY" 120092 "𝔜")
+ ("mathalpha" "\\mfrakZ" 8488 "ℨ")
+ ("mathalpha" "\\mfraka" 120094 "𝔞")
+ ("mathalpha" "\\mfrakb" 120095 "𝔟")
+ ("mathalpha" "\\mfrakc" 120096 "𝔠")
+ ("mathalpha" "\\mfrakd" 120097 "𝔡")
+ ("mathalpha" "\\mfrake" 120098 "𝔢")
+ ("mathalpha" "\\mfrakf" 120099 "𝔣")
+ ("mathalpha" "\\mfrakg" 120100 "𝔤")
+ ("mathalpha" "\\mfrakh" 120101 "𝔥")
+ ("mathalpha" "\\mfraki" 120102 "𝔦")
+ ("mathalpha" "\\mfrakj" 120103 "𝔧")
+ ("mathalpha" "\\mfrakk" 120104 "𝔨")
+ ("mathalpha" "\\mfrakl" 120105 "𝔩")
+ ("mathalpha" "\\mfrakm" 120106 "𝔪")
+ ("mathalpha" "\\mfrakn" 120107 "𝔫")
+ ("mathalpha" "\\mfrako" 120108 "𝔬")
+ ("mathalpha" "\\mfrakp" 120109 "𝔭")
+ ("mathalpha" "\\mfrakq" 120110 "𝔮")
+ ("mathalpha" "\\mfrakr" 120111 "𝔯")
+ ("mathalpha" "\\mfraks" 120112 "𝔰")
+ ("mathalpha" "\\mfrakt" 120113 "𝔱")
+ ("mathalpha" "\\mfraku" 120114 "𝔲")
+ ("mathalpha" "\\mfrakv" 120115 "𝔳")
+ ("mathalpha" "\\mfrakw" 120116 "𝔴")
+ ("mathalpha" "\\mfrakx" 120117 "𝔵")
+ ("mathalpha" "\\mfraky" 120118 "𝔶")
+ ("mathalpha" "\\mfrakz" 120119 "𝔷")
+ ("mathalpha" "\\mitA" 119860 "𝐴")
+ ("mathalpha" "\\mitAlpha" 120546 "𝛢")
+ ("mathalpha" "\\mitB" 119861 "𝐵")
+ ("mathalpha" "\\mitBeta" 120547 "𝛣")
+ ("mathalpha" "\\mitC" 119862 "𝐶")
+ ("mathalpha" "\\mitChi" 120568 "𝛸")
+ ("mathalpha" "\\mitD" 119863 "𝐷")
+ ("mathalpha" "\\mitDelta" 120549 "𝛥")
+ ("mathalpha" "\\mitE" 119864 "𝐸")
+ ("mathalpha" "\\mitEpsilon" 120550 "𝛦")
+ ("mathalpha" "\\mitEta" 120552 "𝛨")
+ ("mathalpha" "\\mitF" 119865 "𝐹")
+ ("mathalpha" "\\mitG" 119866 "𝐺")
+ ("mathalpha" "\\mitGamma" 120548 "𝛤")
+ ("mathalpha" "\\mitH" 119867 "𝐻")
+ ("mathalpha" "\\mitI" 119868 "𝐼")
+ ("mathalpha" "\\mitIota" 120554 "𝛪")
+ ("mathalpha" "\\mitJ" 119869 "𝐽")
+ ("mathalpha" "\\mitK" 119870 "𝐾")
+ ("mathalpha" "\\mitKappa" 120555 "𝛫")
+ ("mathalpha" "\\mitL" 119871 "𝐿")
+ ("mathalpha" "\\mitLambda" 120556 "𝛬")
+ ("mathalpha" "\\mitM" 119872 "𝑀")
+ ("mathalpha" "\\mitMu" 120557 "𝛭")
+ ("mathalpha" "\\mitN" 119873 "𝑁")
+ ("mathalpha" "\\mitNu" 120558 "𝛮")
+ ("mathalpha" "\\mitO" 119874 "𝑂")
+ ("mathalpha" "\\mitOmega" 120570 "𝛺")
+ ("mathalpha" "\\mitOmicron" 120560 "𝛰")
+ ("mathalpha" "\\mitP" 119875 "𝑃")
+ ("mathalpha" "\\mitPhi" 120567 "𝛷")
+ ("mathalpha" "\\mitPi" 120561 "𝛱")
+ ("mathalpha" "\\mitPsi" 120569 "𝛹")
+ ("mathalpha" "\\mitQ" 119876 "𝑄")
+ ("mathalpha" "\\mitR" 119877 "𝑅")
+ ("mathalpha" "\\mitRho" 120562 "𝛲")
+ ("mathalpha" "\\mitS" 119878 "𝑆")
+ ("mathalpha" "\\mitSigma" 120564 "𝛴")
+ ("mathalpha" "\\mitT" 119879 "𝑇")
+ ("mathalpha" "\\mitTau" 120565 "𝛵")
+ ("mathalpha" "\\mitTheta" 120553 "𝛩")
+ ("mathalpha" "\\mitU" 119880 "𝑈")
+ ("mathalpha" "\\mitUpsilon" 120566 "𝛶")
+ ("mathalpha" "\\mitV" 119881 "𝑉")
+ ("mathalpha" "\\mitW" 119882 "𝑊")
+ ("mathalpha" "\\mitX" 119883 "𝑋")
+ ("mathalpha" "\\mitXi" 120559 "𝛯")
+ ("mathalpha" "\\mitY" 119884 "𝑌")
+ ("mathalpha" "\\mitZ" 119885 "𝑍")
+ ("mathalpha" "\\mitZeta" 120551 "𝛧")
+ ("mathalpha" "\\mita" 119886 "𝑎")
+ ("mathalpha" "\\mitalpha" 120572 "𝛼")
+ ("mathalpha" "\\mitb" 119887 "𝑏")
+ ("mathalpha" "\\mitbeta" 120573 "𝛽")
+ ("mathalpha" "\\mitc" 119888 "𝑐")
+ ("mathalpha" "\\mitchi" 120594 "𝜒")
+ ("mathalpha" "\\mitd" 119889 "𝑑")
+ ("mathalpha" "\\mitdelta" 120575 "𝛿")
+ ("mathalpha" "\\mite" 119890 "𝑒")
+ ("mathalpha" "\\mitepsilon" 120576 "𝜀")
+ ("mathalpha" "\\miteta" 120578 "𝜂")
+ ("mathalpha" "\\mitf" 119891 "𝑓")
+ ("mathalpha" "\\mitg" 119892 "𝑔")
+ ("mathalpha" "\\mitgamma" 120574 "𝛾")
+ ("mathalpha" "\\miti" 119894 "𝑖")
+ ("mathalpha" "\\mitiota" 120580 "𝜄")
+ ("mathalpha" "\\mitj" 119895 "𝑗")
+ ("mathalpha" "\\mitk" 119896 "𝑘")
+ ("mathalpha" "\\mitkappa" 120581 "𝜅")
+ ("mathalpha" "\\mitl" 119897 "𝑙")
+ ("mathalpha" "\\mitlambda" 120582 "𝜆")
+ ("mathalpha" "\\mitm" 119898 "𝑚")
+ ("mathalpha" "\\mitmu" 120583 "𝜇")
+ ("mathalpha" "\\mitn" 119899 "𝑛")
+ ("mathalpha" "\\mitnu" 120584 "𝜈")
+ ("mathalpha" "\\mito" 119900 "𝑜")
+ ("mathalpha" "\\mitomega" 120596 "𝜔")
+ ("mathalpha" "\\mitomicron" 120586 "𝜊")
+ ("mathalpha" "\\mitp" 119901 "𝑝")
+ ("mathalpha" "\\mitphi" 120593 "𝜑")
+ ("mathalpha" "\\mitpi" 120587 "𝜋")
+ ("mathalpha" "\\mitpsi" 120595 "𝜓")
+ ("mathalpha" "\\mitq" 119902 "𝑞")
+ ("mathalpha" "\\mitr" 119903 "𝑟")
+ ("mathalpha" "\\mitrho" 120588 "𝜌")
+ ("mathalpha" "\\mits" 119904 "𝑠")
+ ("mathalpha" "\\mitsansA" 120328 "𝘈")
+ ("mathalpha" "\\mitsansB" 120329 "𝘉")
+ ("mathalpha" "\\mitsansC" 120330 "𝘊")
+ ("mathalpha" "\\mitsansD" 120331 "𝘋")
+ ("mathalpha" "\\mitsansE" 120332 "𝘌")
+ ("mathalpha" "\\mitsansF" 120333 "𝘍")
+ ("mathalpha" "\\mitsansG" 120334 "𝘎")
+ ("mathalpha" "\\mitsansH" 120335 "𝘏")
+ ("mathalpha" "\\mitsansI" 120336 "𝘐")
+ ("mathalpha" "\\mitsansJ" 120337 "𝘑")
+ ("mathalpha" "\\mitsansK" 120338 "𝘒")
+ ("mathalpha" "\\mitsansL" 120339 "𝘓")
+ ("mathalpha" "\\mitsansM" 120340 "𝘔")
+ ("mathalpha" "\\mitsansN" 120341 "𝘕")
+ ("mathalpha" "\\mitsansO" 120342 "𝘖")
+ ("mathalpha" "\\mitsansP" 120343 "𝘗")
+ ("mathalpha" "\\mitsansQ" 120344 "𝘘")
+ ("mathalpha" "\\mitsansR" 120345 "𝘙")
+ ("mathalpha" "\\mitsansS" 120346 "𝘚")
+ ("mathalpha" "\\mitsansT" 120347 "𝘛")
+ ("mathalpha" "\\mitsansU" 120348 "𝘜")
+ ("mathalpha" "\\mitsansV" 120349 "𝘝")
+ ("mathalpha" "\\mitsansW" 120350 "𝘞")
+ ("mathalpha" "\\mitsansX" 120351 "𝘟")
+ ("mathalpha" "\\mitsansY" 120352 "𝘠")
+ ("mathalpha" "\\mitsansZ" 120353 "𝘡")
+ ("mathalpha" "\\mitsansa" 120354 "𝘢")
+ ("mathalpha" "\\mitsansb" 120355 "𝘣")
+ ("mathalpha" "\\mitsansc" 120356 "𝘤")
+ ("mathalpha" "\\mitsansd" 120357 "𝘥")
+ ("mathalpha" "\\mitsanse" 120358 "𝘦")
+ ("mathalpha" "\\mitsansf" 120359 "𝘧")
+ ("mathalpha" "\\mitsansg" 120360 "𝘨")
+ ("mathalpha" "\\mitsansh" 120361 "𝘩")
+ ("mathalpha" "\\mitsansi" 120362 "𝘪")
+ ("mathalpha" "\\mitsansj" 120363 "𝘫")
+ ("mathalpha" "\\mitsansk" 120364 "𝘬")
+ ("mathalpha" "\\mitsansl" 120365 "𝘭")
+ ("mathalpha" "\\mitsansm" 120366 "𝘮")
+ ("mathalpha" "\\mitsansn" 120367 "𝘯")
+ ("mathalpha" "\\mitsanso" 120368 "𝘰")
+ ("mathalpha" "\\mitsansp" 120369 "𝘱")
+ ("mathalpha" "\\mitsansq" 120370 "𝘲")
+ ("mathalpha" "\\mitsansr" 120371 "𝘳")
+ ("mathalpha" "\\mitsanss" 120372 "𝘴")
+ ("mathalpha" "\\mitsanst" 120373 "𝘵")
+ ("mathalpha" "\\mitsansu" 120374 "𝘶")
+ ("mathalpha" "\\mitsansv" 120375 "𝘷")
+ ("mathalpha" "\\mitsansw" 120376 "𝘸")
+ ("mathalpha" "\\mitsansx" 120377 "𝘹")
+ ("mathalpha" "\\mitsansy" 120378 "𝘺")
+ ("mathalpha" "\\mitsansz" 120379 "𝘻")
+ ("mathalpha" "\\mitsigma" 120590 "𝜎")
+ ("mathalpha" "\\mitt" 119905 "𝑡")
+ ("mathalpha" "\\mittau" 120591 "𝜏")
+ ("mathalpha" "\\mittheta" 120579 "𝜃")
+ ("mathalpha" "\\mitu" 119906 "𝑢")
+ ("mathalpha" "\\mitupsilon" 120592 "𝜐")
+ ("mathalpha" "\\mitv" 119907 "𝑣")
+ ("mathalpha" "\\mitvarTheta" 120563 "𝛳")
+ ("mathalpha" "\\mitvarepsilon" 120598 "𝜖")
+ ("mathalpha" "\\mitvarkappa" 120600 "𝜘")
+ ("mathalpha" "\\mitvarphi" 120601 "𝜙")
+ ("mathalpha" "\\mitvarpi" 120603 "𝜛")
+ ("mathalpha" "\\mitvarrho" 120602 "𝜚")
+ ("mathalpha" "\\mitvarsigma" 120589 "𝜍")
+ ("mathalpha" "\\mitvartheta" 120599 "𝜗")
+ ("mathalpha" "\\mitw" 119908 "𝑤")
+ ("mathalpha" "\\mitx" 119909 "𝑥")
+ ("mathalpha" "\\mitxi" 120585 "𝜉")
+ ("mathalpha" "\\mity" 119910 "𝑦")
+ ("mathalpha" "\\mitz" 119911 "𝑧")
+ ("mathalpha" "\\mitzeta" 120577 "𝜁")
+ ("mathalpha" "\\msansA" 120224 "𝖠")
+ ("mathalpha" "\\msansB" 120225 "𝖡")
+ ("mathalpha" "\\msansC" 120226 "𝖢")
+ ("mathalpha" "\\msansD" 120227 "𝖣")
+ ("mathalpha" "\\msansE" 120228 "𝖤")
+ ("mathalpha" "\\msansF" 120229 "𝖥")
+ ("mathalpha" "\\msansG" 120230 "𝖦")
+ ("mathalpha" "\\msansH" 120231 "𝖧")
+ ("mathalpha" "\\msansI" 120232 "𝖨")
+ ("mathalpha" "\\msansJ" 120233 "𝖩")
+ ("mathalpha" "\\msansK" 120234 "𝖪")
+ ("mathalpha" "\\msansL" 120235 "𝖫")
+ ("mathalpha" "\\msansM" 120236 "𝖬")
+ ("mathalpha" "\\msansN" 120237 "𝖭")
+ ("mathalpha" "\\msansO" 120238 "𝖮")
+ ("mathalpha" "\\msansP" 120239 "𝖯")
+ ("mathalpha" "\\msansQ" 120240 "𝖰")
+ ("mathalpha" "\\msansR" 120241 "𝖱")
+ ("mathalpha" "\\msansS" 120242 "𝖲")
+ ("mathalpha" "\\msansT" 120243 "𝖳")
+ ("mathalpha" "\\msansU" 120244 "𝖴")
+ ("mathalpha" "\\msansV" 120245 "𝖵")
+ ("mathalpha" "\\msansW" 120246 "𝖶")
+ ("mathalpha" "\\msansX" 120247 "𝖷")
+ ("mathalpha" "\\msansY" 120248 "𝖸")
+ ("mathalpha" "\\msansZ" 120249 "𝖹")
+ ("mathalpha" "\\msansa" 120250 "𝖺")
+ ("mathalpha" "\\msansb" 120251 "𝖻")
+ ("mathalpha" "\\msansc" 120252 "𝖼")
+ ("mathalpha" "\\msansd" 120253 "𝖽")
+ ("mathalpha" "\\msanse" 120254 "𝖾")
+ ("mathalpha" "\\msansf" 120255 "𝖿")
+ ("mathalpha" "\\msansg" 120256 "𝗀")
+ ("mathalpha" "\\msansh" 120257 "𝗁")
+ ("mathalpha" "\\msansi" 120258 "𝗂")
+ ("mathalpha" "\\msansj" 120259 "𝗃")
+ ("mathalpha" "\\msansk" 120260 "𝗄")
+ ("mathalpha" "\\msansl" 120261 "𝗅")
+ ("mathalpha" "\\msansm" 120262 "𝗆")
+ ("mathalpha" "\\msansn" 120263 "𝗇")
+ ("mathalpha" "\\msanso" 120264 "𝗈")
+ ("mathalpha" "\\msansp" 120265 "𝗉")
+ ("mathalpha" "\\msansq" 120266 "𝗊")
+ ("mathalpha" "\\msansr" 120267 "𝗋")
+ ("mathalpha" "\\msanss" 120268 "𝗌")
+ ("mathalpha" "\\msanst" 120269 "𝗍")
+ ("mathalpha" "\\msansu" 120270 "𝗎")
+ ("mathalpha" "\\msansv" 120271 "𝗏")
+ ("mathalpha" "\\msansw" 120272 "𝗐")
+ ("mathalpha" "\\msansx" 120273 "𝗑")
+ ("mathalpha" "\\msansy" 120274 "𝗒")
+ ("mathalpha" "\\msansz" 120275 "𝗓")
+ ("mathalpha" "\\mscrA" 119964 "𝒜")
+ ("mathalpha" "\\mscrB" 8492 "ℬ")
+ ("mathalpha" "\\mscrC" 119966 "𝒞")
+ ("mathalpha" "\\mscrD" 119967 "𝒟")
+ ("mathalpha" "\\mscrE" 8496 "ℰ")
+ ("mathalpha" "\\mscrF" 8497 "ℱ")
+ ("mathalpha" "\\mscrG" 119970 "𝒢")
+ ("mathalpha" "\\mscrH" 8459 "ℋ")
+ ("mathalpha" "\\mscrI" 8464 "ℐ")
+ ("mathalpha" "\\mscrJ" 119973 "𝒥")
+ ("mathalpha" "\\mscrK" 119974 "𝒦")
+ ("mathalpha" "\\mscrL" 8466 "ℒ")
+ ("mathalpha" "\\mscrM" 8499 "ℳ")
+ ("mathalpha" "\\mscrN" 119977 "𝒩")
+ ("mathalpha" "\\mscrO" 119978 "𝒪")
+ ("mathalpha" "\\mscrP" 119979 "𝒫")
+ ("mathalpha" "\\mscrQ" 119980 "𝒬")
+ ("mathalpha" "\\mscrR" 8475 "ℛ")
+ ("mathalpha" "\\mscrS" 119982 "𝒮")
+ ("mathalpha" "\\mscrT" 119983 "𝒯")
+ ("mathalpha" "\\mscrU" 119984 "𝒰")
+ ("mathalpha" "\\mscrV" 119985 "𝒱")
+ ("mathalpha" "\\mscrW" 119986 "𝒲")
+ ("mathalpha" "\\mscrX" 119987 "𝒳")
+ ("mathalpha" "\\mscrY" 119988 "𝒴")
+ ("mathalpha" "\\mscrZ" 119989 "𝒵")
+ ("mathalpha" "\\mscra" 119990 "𝒶")
+ ("mathalpha" "\\mscrb" 119991 "𝒷")
+ ("mathalpha" "\\mscrc" 119992 "𝒸")
+ ("mathalpha" "\\mscrd" 119993 "𝒹")
+ ("mathalpha" "\\mscre" 8495 "ℯ")
+ ("mathalpha" "\\mscrf" 119995 "𝒻")
+ ("mathalpha" "\\mscrg" 8458 "ℊ")
+ ("mathalpha" "\\mscrh" 119997 "𝒽")
+ ("mathalpha" "\\mscri" 119998 "𝒾")
+ ("mathalpha" "\\mscrj" 119999 "𝒿")
+ ("mathalpha" "\\mscrk" 120000 "𝓀")
+ ("mathalpha" "\\mscrl" 120001 "𝓁")
+ ("mathalpha" "\\mscrm" 120002 "𝓂")
+ ("mathalpha" "\\mscrn" 120003 "𝓃")
+ ("mathalpha" "\\mscro" 8500 "ℴ")
+ ("mathalpha" "\\mscrp" 120005 "𝓅")
+ ("mathalpha" "\\mscrq" 120006 "𝓆")
+ ("mathalpha" "\\mscrr" 120007 "𝓇")
+ ("mathalpha" "\\mscrs" 120008 "𝓈")
+ ("mathalpha" "\\mscrt" 120009 "𝓉")
+ ("mathalpha" "\\mscru" 120010 "𝓊")
+ ("mathalpha" "\\mscrv" 120011 "𝓋")
+ ("mathalpha" "\\mscrw" 120012 "𝓌")
+ ("mathalpha" "\\mscrx" 120013 "𝓍")
+ ("mathalpha" "\\mscry" 120014 "𝓎")
+ ("mathalpha" "\\mscrz" 120015 "𝓏")
+ ("mathalpha" "\\mttA" 120432 "𝙰")
+ ("mathalpha" "\\mttB" 120433 "𝙱")
+ ("mathalpha" "\\mttC" 120434 "𝙲")
+ ("mathalpha" "\\mttD" 120435 "𝙳")
+ ("mathalpha" "\\mttE" 120436 "𝙴")
+ ("mathalpha" "\\mttF" 120437 "𝙵")
+ ("mathalpha" "\\mttG" 120438 "𝙶")
+ ("mathalpha" "\\mttH" 120439 "𝙷")
+ ("mathalpha" "\\mttI" 120440 "𝙸")
+ ("mathalpha" "\\mttJ" 120441 "𝙹")
+ ("mathalpha" "\\mttK" 120442 "𝙺")
+ ("mathalpha" "\\mttL" 120443 "𝙻")
+ ("mathalpha" "\\mttM" 120444 "𝙼")
+ ("mathalpha" "\\mttN" 120445 "𝙽")
+ ("mathalpha" "\\mttO" 120446 "𝙾")
+ ("mathalpha" "\\mttP" 120447 "𝙿")
+ ("mathalpha" "\\mttQ" 120448 "𝚀")
+ ("mathalpha" "\\mttR" 120449 "𝚁")
+ ("mathalpha" "\\mttS" 120450 "𝚂")
+ ("mathalpha" "\\mttT" 120451 "𝚃")
+ ("mathalpha" "\\mttU" 120452 "𝚄")
+ ("mathalpha" "\\mttV" 120453 "𝚅")
+ ("mathalpha" "\\mttW" 120454 "𝚆")
+ ("mathalpha" "\\mttX" 120455 "𝚇")
+ ("mathalpha" "\\mttY" 120456 "𝚈")
+ ("mathalpha" "\\mttZ" 120457 "𝚉")
+ ("mathalpha" "\\mtta" 120458 "𝚊")
+ ("mathalpha" "\\mttb" 120459 "𝚋")
+ ("mathalpha" "\\mttc" 120460 "𝚌")
+ ("mathalpha" "\\mttd" 120461 "𝚍")
+ ("mathalpha" "\\mtte" 120462 "𝚎")
+ ("mathalpha" "\\mttf" 120463 "𝚏")
+ ("mathalpha" "\\mttg" 120464 "𝚐")
+ ("mathalpha" "\\mtth" 120465 "𝚑")
+ ("mathalpha" "\\mtti" 120466 "𝚒")
+ ("mathalpha" "\\mttj" 120467 "𝚓")
+ ("mathalpha" "\\mttk" 120468 "𝚔")
+ ("mathalpha" "\\mttl" 120469 "𝚕")
+ ("mathalpha" "\\mttm" 120470 "𝚖")
+ ("mathalpha" "\\mttn" 120471 "𝚗")
+ ("mathalpha" "\\mtto" 120472 "𝚘")
+ ("mathalpha" "\\mttp" 120473 "𝚙")
+ ("mathalpha" "\\mttq" 120474 "𝚚")
+ ("mathalpha" "\\mttr" 120475 "𝚛")
+ ("mathalpha" "\\mtts" 120476 "𝚜")
+ ("mathalpha" "\\mttt" 120477 "𝚝")
+ ("mathalpha" "\\mttu" 120478 "𝚞")
+ ("mathalpha" "\\mttv" 120479 "𝚟")
+ ("mathalpha" "\\mttw" 120480 "𝚠")
+ ("mathalpha" "\\mttx" 120481 "𝚡")
+ ("mathalpha" "\\mtty" 120482 "𝚢")
+ ("mathalpha" "\\mttz" 120483 "𝚣")
+ ("mathalpha" "\\period" 46 ".")
+ ("mathalpha" "\\turnediota" 8489 "℩")
+ ("mathalpha" "\\upAlpha" 913 "Α")
+ ("mathalpha" "\\upBeta" 914 "Β")
+ ("mathalpha" "\\upChi" 935 "Χ")
+ ("mathalpha" "\\upDelta" 916 "Δ")
+ ("mathalpha" "\\upDigamma" 988 "Ϝ")
+ ("mathalpha" "\\upEpsilon" 917 "Ε")
+ ("mathalpha" "\\upEta" 919 "Η")
+ ("mathalpha" "\\upGamma" 915 "Γ")
+ ("mathalpha" "\\upIota" 921 "Ι")
+ ("mathalpha" "\\upKappa" 922 "Κ")
+ ("mathalpha" "\\upKoppa" 990 "Ϟ")
+ ("mathalpha" "\\upLambda" 923 "Λ")
+ ("mathalpha" "\\upMu" 924 "Μ")
+ ("mathalpha" "\\upNu" 925 "Ν")
+ ("mathalpha" "\\upOmega" 937 "Ω")
+ ("mathalpha" "\\upOmicron" 927 "Ο")
+ ("mathalpha" "\\upPhi" 934 "Φ")
+ ("mathalpha" "\\upPi" 928 "Π")
+ ("mathalpha" "\\upPsi" 936 "Ψ")
+ ("mathalpha" "\\upRho" 929 "Ρ")
+ ("mathalpha" "\\upSampi" 992 "Ϡ")
+ ("mathalpha" "\\upSigma" 931 "Σ")
+ ("mathalpha" "\\upStigma" 986 "Ϛ")
+ ("mathalpha" "\\upTau" 932 "Τ")
+ ("mathalpha" "\\upTheta" 920 "Θ")
+ ("mathalpha" "\\upUpsilon" 933 "Υ")
+ ("mathalpha" "\\upUpsilon" 978 "ϒ")
+ ("mathalpha" "\\upXi" 926 "Ξ")
+ ("mathalpha" "\\upZeta" 918 "Ζ")
+ ("mathalpha" "\\upalpha" 945 "α")
+ ("mathalpha" "\\upbeta" 946 "β")
+ ("mathalpha" "\\upchi" 967 "χ")
+ ("mathalpha" "\\updelta" 948 "δ")
+ ("mathalpha" "\\updigamma" 989 "ϝ")
+ ("mathalpha" "\\upepsilon" 949 "ε")
+ ("mathalpha" "\\upeta" 951 "η")
+ ("mathalpha" "\\upgamma" 947 "γ")
+ ("mathalpha" "\\upiota" 953 "ι")
+ ("mathalpha" "\\upkappa" 954 "κ")
+ ("mathalpha" "\\upkoppa" 991 "ϟ")
+ ("mathalpha" "\\uplambda" 955 "λ")
+ ("mathalpha" "\\upmu" 956 "μ")
+ ("mathalpha" "\\upnu" 957 "ν")
+ ("mathalpha" "\\upomega" 969 "ω")
+ ("mathalpha" "\\upomicron" 959 "ο")
+ ("mathalpha" "\\upphi" 981 "ϕ")
+ ("mathalpha" "\\uppi" 960 "π")
+ ("mathalpha" "\\uppsi" 968 "ψ")
+ ("mathalpha" "\\uprho" 961 "ρ")
+ ("mathalpha" "\\upsampi" 993 "ϡ")
+ ("mathalpha" "\\upsigma" 963 "σ")
+ ("mathalpha" "\\upstigma" 987 "ϛ")
+ ("mathalpha" "\\uptau" 964 "τ")
+ ("mathalpha" "\\uptheta" 952 "θ")
+ ("mathalpha" "\\upupsilon" 965 "υ")
+ ("mathalpha" "\\upvarTheta" 1012 "ϴ")
+ ("mathalpha" "\\upvarbeta" 976 "ϐ")
+ ("mathalpha" "\\upvarepsilon" 1013 "ϵ")
+ ("mathalpha" "\\upvarkappa" 1008 "ϰ")
+ ("mathalpha" "\\upvarphi" 966 "φ")
+ ("mathalpha" "\\upvarpi" 982 "ϖ")
+ ("mathalpha" "\\upvarrho" 1009 "ϱ")
+ ("mathalpha" "\\upvarsigma" 962 "ς")
+ ("mathalpha" "\\upvartheta" 977 "ϑ")
+ ("mathalpha" "\\upxi" 958 "ξ")
+ ("mathalpha" "\\upzeta" 950 "ζ")
+ ("mathalpha" "\\wp" 8472 "℘")
+ ("mathbin" "\\Cap" 8914 "⋒")
+ ("mathbin" "\\Cup" 8915 "⋓")
+ ("mathbin" "\\Otimes" 10807 "⨷")
+ ("mathbin" "\\Sqcap" 10830 "⩎")
+ ("mathbin" "\\Sqcup" 10831 "⩏")
+ ("mathbin" "\\Vee" 10836 "⩔")
+ ("mathbin" "\\Wedge" 10835 "⩓")
+ ("mathbin" "\\amalg" 10815 "⨿")
+ ("mathbin" "\\ast" 8727 "∗")
+ ("mathbin" "\\barcap" 10819 "⩃")
+ ("mathbin" "\\barcup" 10818 "⩂")
+ ("mathbin" "\\barvee" 8893 "⊽")
+ ("mathbin" "\\barwedge" 8892 "⊼")
+ ("mathbin" "\\bigslopedvee" 10839 "⩗")
+ ("mathbin" "\\bigslopedwedge" 10840 "⩘")
+ ("mathbin" "\\bigtriangledown" 9661 "▽")
+ ("mathbin" "\\bigtriangleup" 9651 "△")
+ ("mathbin" "\\blackhourglass" 10711 "⧗")
+ ("mathbin" "\\blacktriangle" 9652 "▴")
+ ("mathbin" "\\blacktriangledown" 9662 "▾")
+ ("mathbin" "\\blacktriangleleft" 9664 "◀")
+ ("mathbin" "\\blacktriangleright" 9654 "▶")
+ ("mathbin" "\\boxast" 10694 "⧆")
+ ("mathbin" "\\boxbar" 9707 "◫")
+ ("mathbin" "\\boxbox" 10696 "⧈")
+ ("mathbin" "\\boxbslash" 10693 "⧅")
+ ("mathbin" "\\boxcircle" 10695 "⧇")
+ ("mathbin" "\\boxdiag" 10692 "⧄")
+ ("mathbin" "\\boxdot" 8865 "⊡")
+ ("mathbin" "\\boxminus" 8863 "⊟")
+ ("mathbin" "\\boxplus" 8862 "⊞")
+ ("mathbin" "\\boxtimes" 8864 "⊠")
+ ("mathbin" "\\btimes" 10802 "⨲")
+ ("mathbin" "\\cap" 8745 "∩")
+ ("mathbin" "\\capbarcup" 10825 "⩉")
+ ("mathbin" "\\capdot" 10816 "⩀")
+ ("mathbin" "\\capovercup" 10823 "⩇")
+ ("mathbin" "\\capwedge" 10820 "⩄")
+ ("mathbin" "\\cdot" 8901 "⋅")
+ ("mathbin" "\\cdotp" 183 "·")
+ ("mathbin" "\\circledast" 8859 "⊛")
+ ("mathbin" "\\circledcirc" 8858 "⊚")
+ ("mathbin" "\\circleddash" 8861 "⊝")
+ ("mathbin" "\\circledequal" 8860 "⊜")
+ ("mathbin" "\\circledparallel" 10679 "⦷")
+ ("mathbin" "\\circledvert" 10678 "⦶")
+ ("mathbin" "\\circlehbar" 10677 "⦵")
+ ("mathbin" "\\closedvarcap" 10829 "⩍")
+ ("mathbin" "\\closedvarcup" 10828 "⩌")
+ ("mathbin" "\\closedvarcupsmashprod" 10832 "⩐")
+ ("mathbin" "\\commaminus" 10793 "⨩")
+ ("mathbin" "\\concavediamond" 10209 "⟡")
+ ("mathbin" "\\concavediamondtickleft" 10210 "⟢")
+ ("mathbin" "\\concavediamondtickright" 10211 "⟣")
+ ("mathbin" "\\cup" 8746 "∪")
+ ("mathbin" "\\cupbarcap" 10824 "⩈")
+ ("mathbin" "\\cupdot" 8845 "⊍")
+ ("mathbin" "\\cupleftarrow" 8844 "⊌")
+ ("mathbin" "\\cupovercap" 10822 "⩆")
+ ("mathbin" "\\cupvee" 10821 "⩅")
+ ("mathbin" "\\curlyvee" 8910 "⋎")
+ ("mathbin" "\\curlywedge" 8911 "⋏")
+ ("mathbin" "\\dagger" 8224 "†")
+ ("mathbin" "\\ddagger" 8225 "‡")
+ ("mathbin" "\\div" 247 "÷")
+ ("mathbin" "\\divideontimes" 8903 "⋇")
+ ("mathbin" "\\divslash" 8725 "∕")
+ ("mathbin" "\\dotminus" 8760 "∸")
+ ("mathbin" "\\dotplus" 8724 "∔")
+ ("mathbin" "\\dottimes" 10800 "⨰")
+ ("mathbin" "\\doublebarvee" 10850 "⩢")
+ ("mathbin" "\\doublebarwedge" 10846 "⩞")
+ ("mathbin" "\\doubleplus" 10746 "⧺")
+ ("mathbin" "\\dsol" 10742 "⧶")
+ ("mathbin" "\\dsub" 10852 "⩤")
+ ("mathbin" "\\eqqplus" 10865 "⩱")
+ ("mathbin" "\\fcmp" 10814 "⨾")
+ ("mathbin" "\\fracslash" 8260 "⁄")
+ ("mathbin" "\\hourglass" 10710 "⧖")
+ ("mathbin" "\\intercal" 8890 "⊺")
+ ("mathbin" "\\interleave" 10996 "⫴")
+ ("mathbin" "\\intprod" 10812 "⨼")
+ ("mathbin" "\\intprodr" 10813 "⨽")
+ ("mathbin" "\\invlazys" 8766 "∾")
+ ("mathbin" "\\leftthreetimes" 8907 "⋋")
+ ("mathbin" "\\lozengeminus" 10208 "⟠")
+ ("mathbin" "\\ltimes" 8905 "⋉")
+ ("mathbin" "\\mdlgblklozenge" 10731 "⧫")
+ ("mathbin" "\\mdlgwhtcircle" 9675 "○")
+ ("mathbin" "\\midbarvee" 10845 "⩝")
+ ("mathbin" "\\midbarwedge" 10844 "⩜")
+ ("mathbin" "\\minus" 8722 "−")
+ ("mathbin" "\\minusdot" 10794 "⨪")
+ ("mathbin" "\\minusfdots" 10795 "⨫")
+ ("mathbin" "\\minusrdots" 10796 "⨬")
+ ("mathbin" "\\mp" 8723 "∓")
+ ("mathbin" "\\nhVvert" 10997 "⫵")
+ ("mathbin" "\\obar" 9021 "⌽")
+ ("mathbin" "\\obslash" 10680 "⦸")
+ ("mathbin" "\\odiv" 10808 "⨸")
+ ("mathbin" "\\odot" 8857 "⊙")
+ ("mathbin" "\\ogreaterthan" 10689 "⧁")
+ ("mathbin" "\\olessthan" 10688 "⧀")
+ ("mathbin" "\\ominus" 8854 "⊖")
+ ("mathbin" "\\operp" 10681 "⦹")
+ ("mathbin" "\\oplus" 8853 "⊕")
+ ("mathbin" "\\opluslhrim" 10797 "⨭")
+ ("mathbin" "\\oplusrhrim" 10798 "⨮")
+ ("mathbin" "\\oslash" 8856 "⊘")
+ ("mathbin" "\\otimes" 8855 "⊗")
+ ("mathbin" "\\otimeshat" 10806 "⨶")
+ ("mathbin" "\\otimeslhrim" 10804 "⨴")
+ ("mathbin" "\\otimesrhrim" 10805 "⨵")
+ ("mathbin" "\\plus" 43 "+")
+ ("mathbin" "\\plusdot" 10789 "⨥")
+ ("mathbin" "\\pluseqq" 10866 "⩲")
+ ("mathbin" "\\plushat" 10787 "⨣")
+ ("mathbin" "\\plussim" 10790 "⨦")
+ ("mathbin" "\\plussubtwo" 10791 "⨧")
+ ("mathbin" "\\plustrif" 10792 "⨨")
+ ("mathbin" "\\pm" 177 "±")
+ ("mathbin" "\\rightthreetimes" 8908 "⋌")
+ ("mathbin" "\\ringplus" 10786 "⨢")
+ ("mathbin" "\\rsolbar" 10743 "⧷")
+ ("mathbin" "\\rsub" 10853 "⩥")
+ ("mathbin" "\\rtimes" 8906 "⋊")
+ ("mathbin" "\\setminus" 10741 "⧵")
+ ("mathbin" "\\shuffle" 10722 "⧢")
+ ("mathbin" "\\simplus" 10788 "⨤")
+ ("mathbin" "\\smallblacktriangleleft" 9666 "◂")
+ ("mathbin" "\\smallblacktriangleright" 9656 "▸")
+ ("mathbin" "\\smallsetminus" 8726 "∖")
+ ("mathbin" "\\smalltriangleleft" 9667 "◃")
+ ("mathbin" "\\smalltriangleright" 9657 "▹")
+ ("mathbin" "\\smashtimes" 10803 "⨳")
+ ("mathbin" "\\smblkcircle" 8226 "•")
+ ("mathbin" "\\smwhtdiamond" 8900 "⋄")
+ ("mathbin" "\\sqcap" 8851 "⊓")
+ ("mathbin" "\\sqcup" 8852 "⊔")
+ ("mathbin" "\\sslash" 11005 "⫽")
+ ("mathbin" "\\star" 8902 "⋆")
+ ("mathbin" "\\talloblong" 11006 "⫾")
+ ("mathbin" "\\threedotcolon" 10998 "⫶")
+ ("mathbin" "\\tieconcat" 8256 "⁀")
+ ("mathbin" "\\times" 215 "×")
+ ("mathbin" "\\timesbar" 10801 "⨱")
+ ("mathbin" "\\tminus" 10751 "⧿")
+ ("mathbin" "\\tplus" 10750 "⧾")
+ ("mathbin" "\\triangledown" 9663 "▿")
+ ("mathbin" "\\triangleleft" 9665 "◁")
+ ("mathbin" "\\triangleminus" 10810 "⨺")
+ ("mathbin" "\\triangleplus" 10809 "⨹")
+ ("mathbin" "\\triangleright" 9655 "▷")
+ ("mathbin" "\\triangleserifs" 10701 "⧍")
+ ("mathbin" "\\triangletimes" 10811 "⨻")
+ ("mathbin" "\\tripleplus" 10747 "⧻")
+ ("mathbin" "\\trslash" 11003 "⫻")
+ ("mathbin" "\\twocaps" 10827 "⩋")
+ ("mathbin" "\\twocups" 10826 "⩊")
+ ("mathbin" "\\typecolon" 10626 "⦂")
+ ("mathbin" "\\uminus" 10817 "⩁")
+ ("mathbin" "\\upand" 8523 "⅋")
+ ("mathbin" "\\uplus" 8846 "⊎")
+ ("mathbin" "\\varbarwedge" 8965 "⌅")
+ ("mathbin" "\\vardoublebarwedge" 8966 "⌆")
+ ("mathbin" "\\vartriangle" 9653 "▵")
+ ("mathbin" "\\varveebar" 10849 "⩡")
+ ("mathbin" "\\vectimes" 10799 "⨯")
+ ("mathbin" "\\vee" 8744 "∨")
+ ("mathbin" "\\veebar" 8891 "⊻")
+ ("mathbin" "\\veedot" 10183 "⟇")
+ ("mathbin" "\\veedoublebar" 10851 "⩣")
+ ("mathbin" "\\veemidvert" 10843 "⩛")
+ ("mathbin" "\\veeodot" 10834 "⩒")
+ ("mathbin" "\\veeonvee" 10838 "⩖")
+ ("mathbin" "\\vysmblkcircle" 8729 "∙")
+ ("mathbin" "\\vysmwhtcircle" 8728 "∘")
+ ("mathbin" "\\wedge" 8743 "∧")
+ ("mathbin" "\\wedgebar" 10847 "⩟")
+ ("mathbin" "\\wedgedot" 10193 "⟑")
+ ("mathbin" "\\wedgedoublebar" 10848 "⩠")
+ ("mathbin" "\\wedgemidvert" 10842 "⩚")
+ ("mathbin" "\\wedgeodot" 10833 "⩑")
+ ("mathbin" "\\wedgeonwedge" 10837 "⩕")
+ ("mathbin" "\\whitesquaretickleft" 10212 "⟤")
+ ("mathbin" "\\whitesquaretickright" 10213 "⟥")
+ ("mathbin" "\\wr" 8768 "≀")
+ ("mathclose" "\\Rbrbrak" 10221 "⟭")
+ ("mathclose" "\\Rbrbrak" 12313 "〙")
+ ("mathclose" "\\Rparenless" 10646 "⦖")
+ ("mathclose" "\\Rvzigzag" 10715 "⧛")
+ ("mathclose" "\\lrcorner" 8991 "⌟")
+ ("mathclose" "\\rAngle" 10219 "⟫")
+ ("mathclose" "\\rBrace" 10628 "⦄")
+ ("mathclose" "\\rBrack" 10215 "⟧")
+ ("mathclose" "\\rParen" 10630 "⦆")
+ ("mathclose" "\\rangle" 10217 "⟩")
+ ("mathclose" "\\rangledot" 10642 "⦒")
+ ("mathclose" "\\rbag" 10182 "⟆")
+ ("mathclose" "\\rblkbrbrak" 10648 "⦘")
+ ("mathclose" "\\rbrace" 125 "}")
+ ("mathclose" "\\rbrack" 93 "]")
+ ("mathclose" "\\rbracklrtick" 10638 "⦎")
+ ("mathclose" "\\rbrackubar" 10636 "⦌")
+ ("mathclose" "\\rbrackurtick" 10640 "⦐")
+ ("mathclose" "\\rbrbrak" 10099 "❳")
+ ("mathclose" "\\rbrbrak" 12309 "〕")
+ ("mathclose" "\\rceil" 8969 "⌉")
+ ("mathclose" "\\rcurvyangle" 10749 "⧽")
+ ("mathclose" "\\rfloor" 8971 "⌋")
+ ("mathclose" "\\rparen" 41 ")")
+ ("mathclose" "\\rparengtr" 10644 "⦔")
+ ("mathclose" "\\rrangle" 10634 "⦊")
+ ("mathclose" "\\rrparenthesis" 10632 "⦈")
+ ("mathclose" "\\rvzigzag" 10713 "⧙")
+ ("mathclose" "\\urcorner" 8989 "⌝")
+ ("mathfence" "\\Vert" 8214 "‖")
+ ("mathfence" "\\Vvert" 10624 "⦀")
+ ("mathfence" "\\vert" 124 "|")
+ ("mathop" "\\Bbbsum" 8512 "⅀")
+ ("mathop" "\\Join" 10781 "⨝")
+ ("mathop" "\\awint" 10769 "⨑")
+ ("mathop" "\\bigbot" 10200 "⟘")
+ ("mathop" "\\bigcap" 8898 "⋂")
+ ("mathop" "\\bigcup" 8899 "⋃")
+ ("mathop" "\\bigcupdot" 10755 "⨃")
+ ("mathop" "\\biginterleave" 11004 "⫼")
+ ("mathop" "\\bigodot" 10752 "⨀")
+ ("mathop" "\\bigoplus" 10753 "⨁")
+ ("mathop" "\\bigotimes" 10754 "⨂")
+ ("mathop" "\\bigsqcap" 10757 "⨅")
+ ("mathop" "\\bigsqcup" 10758 "⨆")
+ ("mathop" "\\bigtalloblong" 11007 "⫿")
+ ("mathop" "\\bigtimes" 10761 "⨉")
+ ("mathop" "\\bigtop" 10201 "⟙")
+ ("mathop" "\\bigtriangleleft" 10782 "⨞")
+ ("mathop" "\\biguplus" 10756 "⨄")
+ ("mathop" "\\bigvee" 8897 "⋁")
+ ("mathop" "\\bigwedge" 8896 "⋀")
+ ("mathop" "\\cirfnint" 10768 "⨐")
+ ("mathop" "\\conjquant" 10759 "⨇")
+ ("mathop" "\\coprod" 8720 "∐")
+ ("mathop" "\\disjquant" 10760 "⨈")
+ ("mathop" "\\fint" 10767 "⨏")
+ ("mathop" "\\fullouterjoin" 10199 "⟗")
+ ("mathop" "\\iiiint" 10764 "⨌")
+ ("mathop" "\\iiint" 8749 "∭")
+ ("mathop" "\\iint" 8748 "∬")
+ ("mathop" "\\int" 8747 "∫")
+ ("mathop" "\\intBar" 10766 "⨎")
+ ("mathop" "\\intbar" 10765 "⨍")
+ ("mathop" "\\intcap" 10777 "⨙")
+ ("mathop" "\\intclockwise" 8753 "∱")
+ ("mathop" "\\intcup" 10778 "⨚")
+ ("mathop" "\\intlarhk" 10775 "⨗")
+ ("mathop" "\\intx" 10776 "⨘")
+ ("mathop" "\\leftouterjoin" 10197 "⟕")
+ ("mathop" "\\lowint" 10780 "⨜")
+ ("mathop" "\\npolint" 10772 "⨔")
+ ("mathop" "\\oiiint" 8752 "∰")
+ ("mathop" "\\oiint" 8751 "∯")
+ ("mathop" "\\oint" 8750 "∮")
+ ("mathop" "\\ointctrclockwise" 8755 "∳")
+ ("mathop" "\\pointint" 10773 "⨕")
+ ("mathop" "\\prod" 8719 "∏")
+ ("mathop" "\\rightouterjoin" 10198 "⟖")
+ ("mathop" "\\rppolint" 10770 "⨒")
+ ("mathop" "\\scpolint" 10771 "⨓")
+ ("mathop" "\\sqint" 10774 "⨖")
+ ("mathop" "\\sum" 8721 "∑")
+ ("mathop" "\\sumint" 10763 "⨋")
+ ("mathop" "\\upint" 10779 "⨛")
+ ("mathop" "\\varointclockwise" 8754 "∲")
+ ("mathop" "\\xbsol" 10745 "⧹")
+ ("mathop" "\\xsol" 10744 "⧸")
+ ("mathop" "\\zcmp" 10783 "⨟")
+ ("mathop" "\\zpipe" 10784 "⨠")
+ ("mathop" "\\zproject" 10785 "⨡")
+ ("mathopen" "\\Lbrbrak" 10220 "⟬")
+ ("mathopen" "\\Lbrbrak" 12312 "〘")
+ ("mathopen" "\\Lparengtr" 10645 "⦕")
+ ("mathopen" "\\Lvzigzag" 10714 "⧚")
+ ("mathopen" "\\lAngle" 10218 "⟪")
+ ("mathopen" "\\lBrace" 10627 "⦃")
+ ("mathopen" "\\lBrack" 10214 "⟦")
+ ("mathopen" "\\lParen" 10629 "⦅")
+ ("mathopen" "\\langle" 10216 "⟨")
+ ("mathopen" "\\langledot" 10641 "⦑")
+ ("mathopen" "\\lbag" 10181 "⟅")
+ ("mathopen" "\\lblkbrbrak" 10647 "⦗")
+ ("mathopen" "\\lbrace" 123 "{")
+ ("mathopen" "\\lbrack" 91 "[")
+ ("mathopen" "\\lbracklltick" 10639 "⦏")
+ ("mathopen" "\\lbrackubar" 10635 "⦋")
+ ("mathopen" "\\lbrackultick" 10637 "⦍")
+ ("mathopen" "\\lbrbrak" 10098 "❲")
+ ("mathopen" "\\lbrbrak" 12308 "〔")
+ ("mathopen" "\\lceil" 8968 "⌈")
+ ("mathopen" "\\lcurvyangle" 10748 "⧼")
+ ("mathopen" "\\lfloor" 8970 "⌊")
+ ("mathopen" "\\llangle" 10633 "⦉")
+ ("mathopen" "\\llcorner" 8990 "⌞")
+ ("mathopen" "\\llparenthesis" 10631 "⦇")
+ ("mathopen" "\\longdivision" 10188 "⟌")
+ ("mathopen" "\\lparen" 40 "(")
+ ("mathopen" "\\lparenless" 10643 "⦓")
+ ("mathopen" "\\lvzigzag" 10712 "⧘")
+ ("mathopen" "\\ulcorner" 8988 "⌜")
+ ("mathord" "\\APLboxquestion" 9072 "⍰")
+ ("mathord" "\\APLboxupcaret" 9043 "⍓")
+ ("mathord" "\\APLnotbackslash" 9024 "⍀")
+ ("mathord" "\\Bbbeight" 120800 "𝟠")
+ ("mathord" "\\Bbbfive" 120797 "𝟝")
+ ("mathord" "\\Bbbfour" 120796 "𝟜")
+ ("mathord" "\\Bbbnine" 120801 "𝟡")
+ ("mathord" "\\Bbbone" 120793 "𝟙")
+ ("mathord" "\\Bbbpi" 8508 "ℼ")
+ ("mathord" "\\Bbbseven" 120799 "𝟟")
+ ("mathord" "\\Bbbsix" 120798 "𝟞")
+ ("mathord" "\\Bbbthree" 120795 "𝟛")
+ ("mathord" "\\Bbbtwo" 120794 "𝟚")
+ ("mathord" "\\Bbbzero" 120792 "𝟘")
+ ("mathord" "\\Eulerconst" 8455 "ℇ")
+ ("mathord" "\\Exclam" 8252 "‼")
+ ("mathord" "\\Finv" 8498 "Ⅎ")
+ ("mathord" "\\Game" 8513 "⅁")
+ ("mathord" "\\Hermaphrodite" 9893 "⚥")
+ ("mathord" "\\Planckconst" 8462 "ℎ")
+ ("mathord" "\\PropertyLine" 8522 "⅊")
+ ("mathord" "\\QED" 8718 "∎")
+ ("mathord" "\\Question" 8263 "⁇")
+ ("mathord" "\\Yup" 8516 "⅄")
+ ("mathord" "\\Zbar" 437 "Ƶ")
+ ("mathord" "\\accurrent" 9190 "⏦")
+ ("mathord" "\\acidfree" 9854 "♾")
+ ("mathord" "\\acwopencirclearrow" 8634 "↺")
+ ("mathord" "\\ampersand" 38 "&")
+ ("mathord" "\\angdnr" 10655 "⦟")
+ ("mathord" "\\angle" 8736 "∠")
+ ("mathord" "\\angles" 10654 "⦞")
+ ("mathord" "\\angleubar" 10660 "⦤")
+ ("mathord" "\\astrosun" 9737 "☉")
+ ("mathord" "\\atsign" 64 "@")
+ ("mathord" "\\backdprime" 8246 "‶")
+ ("mathord" "\\backprime" 8245 "‵")
+ ("mathord" "\\backslash" 92 "\\")
+ ("mathord" "\\backtrprime" 8247 "‷")
+ ("mathord" "\\barleftarrowrightarrowba" 8633 "↹")
+ ("mathord" "\\barovernorthwestarrow" 8632 "↸")
+ ("mathord" "\\bbrktbrk" 9142 "⎶")
+ ("mathord" "\\bdtriplevdash" 9478 "┆")
+ ("mathord" "\\because" 8757 "∵")
+ ("mathord" "\\benzenr" 9187 "⏣")
+ ("mathord" "\\bigblacktriangledown" 9660 "▼")
+ ("mathord" "\\bigblacktriangleup" 9650 "▲")
+ ("mathord" "\\bigstar" 9733 "★")
+ ("mathord" "\\bigwhitestar" 9734 "☆")
+ ("mathord" "\\blackcircledownarrow" 10733 "⧭")
+ ("mathord" "\\blackcircledrightdot" 9864 "⚈")
+ ("mathord" "\\blackcircledtwodots" 9865 "⚉")
+ ("mathord" "\\blackcircleulquadwhite" 9685 "◕")
+ ("mathord" "\\blackdiamonddownarrow" 10730 "⧪")
+ ("mathord" "\\blackinwhitediamond" 9672 "◈")
+ ("mathord" "\\blackinwhitesquare" 9635 "▣")
+ ("mathord" "\\blacklefthalfcircle" 9686 "◖")
+ ("mathord" "\\blackpointerleft" 9668 "◄")
+ ("mathord" "\\blackpointerright" 9658 "►")
+ ("mathord" "\\blackrighthalfcircle" 9687 "◗")
+ ("mathord" "\\blacksmiley" 9787 "☻")
+ ("mathord" "\\blkhorzoval" 11052 "⬬")
+ ("mathord" "\\blkvertoval" 11054 "⬮")
+ ("mathord" "\\blockfull" 9608 "█")
+ ("mathord" "\\blockhalfshaded" 9618 "▒")
+ ("mathord" "\\blocklefthalf" 9612 "▌")
+ ("mathord" "\\blocklowhalf" 9604 "▄")
+ ("mathord" "\\blockqtrshaded" 9617 "░")
+ ("mathord" "\\blockrighthalf" 9616 "▐")
+ ("mathord" "\\blockthreeqtrshaded" 9619 "▓")
+ ("mathord" "\\blockuphalf" 9600 "▀")
+ ("mathord" "\\bot" 8869 "⊥")
+ ("mathord" "\\botsemicircle" 9697 "◡")
+ ("mathord" "\\boxonbox" 10697 "⧉")
+ ("mathord" "\\bullseye" 9678 "◎")
+ ("mathord" "\\caretinsert" 8248 "‸")
+ ("mathord" "\\carriagereturn" 8629 "↵")
+ ("mathord" "\\checkmark" 10003 "✓")
+ ("mathord" "\\cirE" 10691 "⧃")
+ ("mathord" "\\circlebottomhalfblack" 9682 "◒")
+ ("mathord" "\\circledbullet" 10687 "⦿")
+ ("mathord" "\\circledownarrow" 10732 "⧬")
+ ("mathord" "\\circledrightdot" 9862 "⚆")
+ ("mathord" "\\circledstar" 10026 "✪")
+ ("mathord" "\\circledtwodots" 9863 "⚇")
+ ("mathord" "\\circledwhitebullet" 10686 "⦾")
+ ("mathord" "\\circlelefthalfblack" 9680 "◐")
+ ("mathord" "\\circlellquad" 9717 "◵")
+ ("mathord" "\\circlelrquad" 9718 "◶")
+ ("mathord" "\\circlerighthalfblack" 9681 "◑")
+ ("mathord" "\\circletophalfblack" 9683 "◓")
+ ("mathord" "\\circleulquad" 9716 "◴")
+ ("mathord" "\\circleurquad" 9719 "◷")
+ ("mathord" "\\circleurquadblack" 9684 "◔")
+ ("mathord" "\\circlevertfill" 9677 "◍")
+ ("mathord" "\\cirscir" 10690 "⧂")
+ ("mathord" "\\clubsuit" 9827 "♣")
+ ("mathord" "\\complement" 8705 "∁")
+ ("mathord" "\\conictaper" 9010 "⌲")
+ ("mathord" "\\cwopencirclearrow" 8635 "↻")
+ ("mathord" "\\danger" 9761 "☡")
+ ("mathord" "\\diameter" 8960 "⌀")
+ ("mathord" "\\diamondbotblack" 11033 "⬙")
+ ("mathord" "\\diamondcdot" 10192 "⟐")
+ ("mathord" "\\diamondleftblack" 11030 "⬖")
+ ("mathord" "\\diamondrightblack" 11031 "⬗")
+ ("mathord" "\\diamondsuit" 9826 "♢")
+ ("mathord" "\\diamondtopblack" 11032 "⬘")
+ ("mathord" "\\dicei" 9856 "⚀")
+ ("mathord" "\\diceii" 9857 "⚁")
+ ("mathord" "\\diceiii" 9858 "⚂")
+ ("mathord" "\\diceiv" 9859 "⚃")
+ ("mathord" "\\dicev" 9860 "⚄")
+ ("mathord" "\\dicevi" 9861 "⚅")
+ ("mathord" "\\dingasterisk" 10045 "✽")
+ ("mathord" "\\dottedcircle" 9676 "◌")
+ ("mathord" "\\dottedsquare" 11034 "⬚")
+ ("mathord" "\\downdasharrow" 8675 "⇣")
+ ("mathord" "\\downrightcurvedarrow" 10549 "⤵")
+ ("mathord" "\\downtriangleleftblack" 10728 "⧨")
+ ("mathord" "\\downtrianglerightblack" 10729 "⧩")
+ ("mathord" "\\downwhitearrow" 8681 "⇩")
+ ("mathord" "\\dprime" 8243 "″")
+ ("mathord" "\\draftingarrow" 10139 "➛")
+ ("mathord" "\\eighthnote" 9834 "♪")
+ ("mathord" "\\elinters" 9191 "⏧")
+ ("mathord" "\\emptysetoarr" 10675 "⦳")
+ ("mathord" "\\emptysetoarrl" 10676 "⦴")
+ ("mathord" "\\emptysetobar" 10673 "⦱")
+ ("mathord" "\\emptysetocirc" 10674 "⦲")
+ ("mathord" "\\enleadertwodots" 8229 "‥")
+ ("mathord" "\\errbarblackcircle" 10739 "⧳")
+ ("mathord" "\\errbarblackdiamond" 10737 "⧱")
+ ("mathord" "\\errbarblacksquare" 10735 "⧯")
+ ("mathord" "\\errbarcircle" 10738 "⧲")
+ ("mathord" "\\errbardiamond" 10736 "⧰")
+ ("mathord" "\\errbarsquare" 10734 "⧮")
+ ("mathord" "\\euro" 8364 "€")
+ ("mathord" "\\exists" 8707 "∃")
+ ("mathord" "\\fdiagovnearrow" 10543 "⤯")
+ ("mathord" "\\fdiagovrdiag" 10540 "⤬")
+ ("mathord" "\\female" 9792 "♀")
+ ("mathord" "\\fisheye" 9673 "◉")
+ ("mathord" "\\flat" 9837 "♭")
+ ("mathord" "\\fltns" 9189 "⏥")
+ ("mathord" "\\forall" 8704 "∀")
+ ("mathord" "\\fourvdots" 10649 "⦙")
+ ("mathord" "\\gtlpar" 10656 "⦠")
+ ("mathord" "\\harrowextender" 9135 "⎯")
+ ("mathord" "\\heartsuit" 9825 "♡")
+ ("mathord" "\\hermitmatrix" 8889 "⊹")
+ ("mathord" "\\hexagon" 9108 "⎔")
+ ("mathord" "\\hexagonblack" 11043 "⬣")
+ ("mathord" "\\horizbar" 8213 "―")
+ ("mathord" "\\house" 8962 "⌂")
+ ("mathord" "\\hrectangle" 9645 "▭")
+ ("mathord" "\\hrectangleblack" 9644 "▬")
+ ("mathord" "\\hyphenbullet" 8259 "⁃")
+ ("mathord" "\\hzigzag" 12336 "〰")
+ ("mathord" "\\iinfin" 10716 "⧜")
+ ("mathord" "\\increment" 8710 "∆")
+ ("mathord" "\\infty" 8734 "∞")
+ ("mathord" "\\intbottom" 8993 "⌡")
+ ("mathord" "\\intextender" 9134 "⎮")
+ ("mathord" "\\inttop" 8992 "⌠")
+ ("mathord" "\\inversebullet" 9688 "◘")
+ ("mathord" "\\inversewhitecircle" 9689 "◙")
+ ("mathord" "\\invnot" 8976 "⌐")
+ ("mathord" "\\invwhitelowerhalfcircle" 9691 "◛")
+ ("mathord" "\\invwhiteupperhalfcircle" 9690 "◚")
+ ("mathord" "\\laplac" 10720 "⧠")
+ ("mathord" "\\lbracelend" 9129 "⎩")
+ ("mathord" "\\lbracemid" 9128 "⎨")
+ ("mathord" "\\lbraceuend" 9127 "⎧")
+ ("mathord" "\\lbrackextender" 9122 "⎢")
+ ("mathord" "\\lbracklend" 9123 "⎣")
+ ("mathord" "\\lbrackuend" 9121 "⎡")
+ ("mathord" "\\leftdasharrow" 8672 "⇠")
+ ("mathord" "\\leftmoon" 9790 "☾")
+ ("mathord" "\\leftwhitearrow" 8678 "⇦")
+ ("mathord" "\\lgblkcircle" 11044 "⬤")
+ ("mathord" "\\lgblksquare" 11035 "⬛")
+ ("mathord" "\\lgwhtcircle" 9711 "◯")
+ ("mathord" "\\lgwhtsquare" 11036 "⬜")
+ ("mathord" "\\linefeed" 8628 "↴")
+ ("mathord" "\\llarc" 9695 "◟")
+ ("mathord" "\\llblacktriangle" 9699 "◣")
+ ("mathord" "\\lltriangle" 9722 "◺")
+ ("mathord" "\\lmoustache" 9136 "⎰")
+ ("mathord" "\\lparenextender" 9116 "⎜")
+ ("mathord" "\\lparenlend" 9117 "⎝")
+ ("mathord" "\\lparenuend" 9115 "⎛")
+ ("mathord" "\\lrarc" 9694 "◞")
+ ("mathord" "\\lrblacktriangle" 9698 "◢")
+ ("mathord" "\\lrtriangle" 9727 "◿")
+ ("mathord" "\\lvboxline" 9144 "⎸")
+ ("mathord" "\\male" 9794 "♂")
+ ("mathord" "\\maltese" 10016 "✠")
+ ("mathord" "\\mathdollar" 36 "$")
+ ("mathord" "\\mathslash" 47 "/")
+ ("mathord" "\\mbfitnabla" 120629 "𝜵")
+ ("mathord" "\\mbfitpartial" 120655 "𝝏")
+ ("mathord" "\\mbfitsansnabla" 120745 "𝞩")
+ ("mathord" "\\mbfitsanspartial" 120771 "𝟃")
+ ("mathord" "\\mbfnabla" 120513 "𝛁")
+ ("mathord" "\\mbfpartial" 120539 "𝛛")
+ ("mathord" "\\mbfsanseight" 120820 "𝟴")
+ ("mathord" "\\mbfsansfive" 120817 "𝟱")
+ ("mathord" "\\mbfsansfour" 120816 "𝟰")
+ ("mathord" "\\mbfsansnabla" 120687 "𝝯")
+ ("mathord" "\\mbfsansnine" 120821 "𝟵")
+ ("mathord" "\\mbfsansone" 120813 "𝟭")
+ ("mathord" "\\mbfsanspartial" 120713 "𝞉")
+ ("mathord" "\\mbfsansseven" 120819 "𝟳")
+ ("mathord" "\\mbfsanssix" 120818 "𝟲")
+ ("mathord" "\\mbfsansthree" 120815 "𝟯")
+ ("mathord" "\\mbfsanstwo" 120814 "𝟮")
+ ("mathord" "\\mbfsanszero" 120812 "𝟬")
+ ("mathord" "\\mdblkcircle" 9899 "⚫")
+ ("mathord" "\\mdblkdiamond" 11045 "⬥")
+ ("mathord" "\\mdblklozenge" 11047 "⬧")
+ ("mathord" "\\mdblksquare" 9724 "◼")
+ ("mathord" "\\mdlgblkcircle" 9679 "●")
+ ("mathord" "\\mdlgblkdiamond" 9670 "◆")
+ ("mathord" "\\mdlgblksquare" 9632 "■")
+ ("mathord" "\\mdlgwhtdiamond" 9671 "◇")
+ ("mathord" "\\mdlgwhtlozenge" 9674 "◊")
+ ("mathord" "\\mdlgwhtsquare" 9633 "□")
+ ("mathord" "\\mdsmblkcircle" 10625 "⦁")
+ ("mathord" "\\mdsmblksquare" 9726 "◾")
+ ("mathord" "\\mdsmwhtcircle" 9900 "⚬")
+ ("mathord" "\\mdsmwhtsquare" 9725 "◽")
+ ("mathord" "\\mdwhtcircle" 9898 "⚪")
+ ("mathord" "\\mdwhtdiamond" 11046 "⬦")
+ ("mathord" "\\mdwhtlozenge" 11048 "⬨")
+ ("mathord" "\\mdwhtsquare" 9723 "◻")
+ ("mathord" "\\measangledltosw" 10671 "⦯")
+ ("mathord" "\\measangledrtose" 10670 "⦮")
+ ("mathord" "\\measangleldtosw" 10667 "⦫")
+ ("mathord" "\\measanglelutonw" 10665 "⦩")
+ ("mathord" "\\measanglerdtose" 10666 "⦪")
+ ("mathord" "\\measanglerutone" 10664 "⦨")
+ ("mathord" "\\measangleultonw" 10669 "⦭")
+ ("mathord" "\\measangleurtone" 10668 "⦬")
+ ("mathord" "\\measuredangle" 8737 "∡")
+ ("mathord" "\\measuredangleleft" 10651 "⦛")
+ ("mathord" "\\measuredrightangle" 8894 "⊾")
+ ("mathord" "\\medblackstar" 11089 "⭑")
+ ("mathord" "\\medwhitestar" 11088 "⭐")
+ ("mathord" "\\mho" 8487 "℧")
+ ("mathord" "\\mitBbbD" 8517 "ⅅ")
+ ("mathord" "\\mitBbbd" 8518 "ⅆ")
+ ("mathord" "\\mitBbbe" 8519 "ⅇ")
+ ("mathord" "\\mitBbbi" 8520 "ⅈ")
+ ("mathord" "\\mitBbbj" 8521 "ⅉ")
+ ("mathord" "\\mitnabla" 120571 "𝛻")
+ ("mathord" "\\mitpartial" 120597 "𝜕")
+ ("mathord" "\\modtwosum" 10762 "⨊")
+ ("mathord" "\\msanseight" 120810 "𝟪")
+ ("mathord" "\\msansfive" 120807 "𝟧")
+ ("mathord" "\\msansfour" 120806 "𝟦")
+ ("mathord" "\\msansnine" 120811 "𝟫")
+ ("mathord" "\\msansone" 120803 "𝟣")
+ ("mathord" "\\msansseven" 120809 "𝟩")
+ ("mathord" "\\msanssix" 120808 "𝟨")
+ ("mathord" "\\msansthree" 120805 "𝟥")
+ ("mathord" "\\msanstwo" 120804 "𝟤")
+ ("mathord" "\\msanszero" 120802 "𝟢")
+ ("mathord" "\\mtteight" 120830 "𝟾")
+ ("mathord" "\\mttfive" 120827 "𝟻")
+ ("mathord" "\\mttfour" 120826 "𝟺")
+ ("mathord" "\\mttnine" 120831 "𝟿")
+ ("mathord" "\\mttone" 120823 "𝟷")
+ ("mathord" "\\mttseven" 120829 "𝟽")
+ ("mathord" "\\mttsix" 120828 "𝟼")
+ ("mathord" "\\mttthree" 120825 "𝟹")
+ ("mathord" "\\mtttwo" 120824 "𝟸")
+ ("mathord" "\\mttzero" 120822 "𝟶")
+ ("mathord" "\\nHdownarrow" 8671 "⇟")
+ ("mathord" "\\nHuparrow" 8670 "⇞")
+ ("mathord" "\\nabla" 8711 "∇")
+ ("mathord" "\\natural" 9838 "♮")
+ ("mathord" "\\neg" 172 "¬")
+ ("mathord" "\\neovnwarrow" 10545 "⤱")
+ ("mathord" "\\neovsearrow" 10542 "⤮")
+ ("mathord" "\\neuter" 9906 "⚲")
+ ("mathord" "\\nexists" 8708 "∄")
+ ("mathord" "\\nvinfty" 10718 "⧞")
+ ("mathord" "\\nwovnearrow" 10546 "⤲")
+ ("mathord" "\\obot" 10682 "⦺")
+ ("mathord" "\\obrbrak" 9184 "⏠")
+ ("mathord" "\\octothorpe" 35 "#")
+ ("mathord" "\\odotslashdot" 10684 "⦼")
+ ("mathord" "\\olcross" 10683 "⦻")
+ ("mathord" "\\parallelogram" 9649 "▱")
+ ("mathord" "\\parallelogramblack" 9648 "▰")
+ ("mathord" "\\partial" 8706 "∂")
+ ("mathord" "\\pentagon" 11040 "⬠")
+ ("mathord" "\\pentagonblack" 11039 "⬟")
+ ("mathord" "\\percent" 37 "%")
+ ("mathord" "\\perps" 10977 "⫡")
+ ("mathord" "\\postalmark" 12306 "〒")
+ ("mathord" "\\prime" 8242 "′")
+ ("mathord" "\\profline" 8978 "⌒")
+ ("mathord" "\\profsurf" 8979 "⌓")
+ ("mathord" "\\qprime" 8279 "⁗")
+ ("mathord" "\\quarternote" 9833 "♩")
+ ("mathord" "\\question" 63 "?")
+ ("mathord" "\\rangledownzigzagarrow" 9084 "⍼")
+ ("mathord" "\\rbracelend" 9133 "⎭")
+ ("mathord" "\\rbracemid" 9132 "⎬")
+ ("mathord" "\\rbraceuend" 9131 "⎫")
+ ("mathord" "\\rbrackextender" 9125 "⎥")
+ ("mathord" "\\rbracklend" 9126 "⎦")
+ ("mathord" "\\rbrackuend" 9124 "⎤")
+ ("mathord" "\\rdiagovfdiag" 10539 "⤫")
+ ("mathord" "\\rdiagovsearrow" 10544 "⤰")
+ ("mathord" "\\revangle" 10659 "⦣")
+ ("mathord" "\\revangleubar" 10661 "⦥")
+ ("mathord" "\\revemptyset" 10672 "⦰")
+ ("mathord" "\\rightangle" 8735 "∟")
+ ("mathord" "\\rightanglemdot" 10653 "⦝")
+ ("mathord" "\\rightanglesqr" 10652 "⦜")
+ ("mathord" "\\rightdasharrow" 8674 "⇢")
+ ("mathord" "\\rightmoon" 9789 "☽")
+ ("mathord" "\\rightpentagon" 11092 "⭔")
+ ("mathord" "\\rightpentagonblack" 11091 "⭓")
+ ("mathord" "\\rightwhitearrow" 8680 "⇨")
+ ("mathord" "\\rmoustache" 9137 "⎱")
+ ("mathord" "\\rparenextender" 9119 "⎟")
+ ("mathord" "\\rparenlend" 9120 "⎠")
+ ("mathord" "\\rparenuend" 9118 "⎞")
+ ("mathord" "\\rvboxline" 9145 "⎹")
+ ("mathord" "\\sansLmirrored" 8515 "⅃")
+ ("mathord" "\\sansLturned" 8514 "⅂")
+ ("mathord" "\\seovnearrow" 10541 "⤭")
+ ("mathord" "\\sharp" 9839 "♯")
+ ("mathord" "\\sinewave" 8767 "∿")
+ ("mathord" "\\smblkdiamond" 11049 "⬩")
+ ("mathord" "\\smblklozenge" 11050 "⬪")
+ ("mathord" "\\smblksquare" 9642 "▪")
+ ("mathord" "\\smwhitestar" 11090 "⭒")
+ ("mathord" "\\smwhtcircle" 9702 "◦")
+ ("mathord" "\\smwhtlozenge" 11051 "⬫")
+ ("mathord" "\\smwhtsquare" 9643 "▫")
+ ("mathord" "\\spadesuit" 9824 "♠")
+ ("mathord" "\\sphericalangle" 8738 "∢")
+ ("mathord" "\\sphericalangleup" 10657 "⦡")
+ ("mathord" "\\sqlozenge" 8977 "⌑")
+ ("mathord" "\\sqrtbottom" 9143 "⎷")
+ ("mathord" "\\squarebotblack" 11027 "⬓")
+ ("mathord" "\\squarecrossfill" 9641 "▩")
+ ("mathord" "\\squarehfill" 9636 "▤")
+ ("mathord" "\\squarehvfill" 9638 "▦")
+ ("mathord" "\\squareleftblack" 9703 "◧")
+ ("mathord" "\\squarellblack" 11029 "⬕")
+ ("mathord" "\\squarellquad" 9713 "◱")
+ ("mathord" "\\squarelrblack" 9706 "◪")
+ ("mathord" "\\squarelrquad" 9714 "◲")
+ ("mathord" "\\squareneswfill" 9640 "▨")
+ ("mathord" "\\squarenwsefill" 9639 "▧")
+ ("mathord" "\\squarerightblack" 9704 "◨")
+ ("mathord" "\\squaretopblack" 11026 "⬒")
+ ("mathord" "\\squareulblack" 9705 "◩")
+ ("mathord" "\\squareulquad" 9712 "◰")
+ ("mathord" "\\squareurblack" 11028 "⬔")
+ ("mathord" "\\squareurquad" 9715 "◳")
+ ("mathord" "\\squarevfill" 9637 "▥")
+ ("mathord" "\\squoval" 9634 "▢")
+ ("mathord" "\\sterling" 163 "£")
+ ("mathord" "\\strns" 9188 "⏤")
+ ("mathord" "\\subsetcirc" 10179 "⟃")
+ ("mathord" "\\sumbottom" 9139 "⎳")
+ ("mathord" "\\sumtop" 9138 "⎲")
+ ("mathord" "\\sun" 9788 "☼")
+ ("mathord" "\\supsetcirc" 10180 "⟄")
+ ("mathord" "\\therefore" 8756 "∴")
+ ("mathord" "\\thermod" 10727 "⧧")
+ ("mathord" "\\threedangle" 10176 "⟀")
+ ("mathord" "\\tieinfty" 10717 "⧝")
+ ("mathord" "\\top" 8868 "⊤")
+ ("mathord" "\\topbot" 9014 "⌶")
+ ("mathord" "\\topcir" 10993 "⫱")
+ ("mathord" "\\topsemicircle" 9696 "◠")
+ ("mathord" "\\trapezium" 9186 "⏢")
+ ("mathord" "\\trianglecdot" 9708 "◬")
+ ("mathord" "\\triangleleftblack" 9709 "◭")
+ ("mathord" "\\triangleodot" 10698 "⧊")
+ ("mathord" "\\trianglerightblack" 9710 "◮")
+ ("mathord" "\\triangles" 10700 "⧌")
+ ("mathord" "\\triangleubar" 10699 "⧋")
+ ("mathord" "\\trprime" 8244 "‴")
+ ("mathord" "\\turnangle" 10658 "⦢")
+ ("mathord" "\\turnednot" 8985 "⌙")
+ ("mathord" "\\twolowline" 8215 "‗")
+ ("mathord" "\\twonotes" 9835 "♫")
+ ("mathord" "\\ubrbrak" 9185 "⏡")
+ ("mathord" "\\ularc" 9692 "◜")
+ ("mathord" "\\ulblacktriangle" 9700 "◤")
+ ("mathord" "\\ultriangle" 9720 "◸")
+ ("mathord" "\\unicodecdots" 8943 "⋯")
+ ("mathord" "\\unicodeellipsis" 8230 "…")
+ ("mathord" "\\uparrowoncircle" 10685 "⦽")
+ ("mathord" "\\upbackepsilon" 1014 "϶")
+ ("mathord" "\\updasharrow" 8673 "⇡")
+ ("mathord" "\\updownarrowbar" 8616 "↨")
+ ("mathord" "\\upoldKoppa" 984 "Ϙ")
+ ("mathord" "\\upoldkoppa" 985 "ϙ")
+ ("mathord" "\\uprightcurvearrow" 10548 "⤴")
+ ("mathord" "\\upwhitearrow" 8679 "⇧")
+ ("mathord" "\\urarc" 9693 "◝")
+ ("mathord" "\\urblacktriangle" 9701 "◥")
+ ("mathord" "\\urtriangle" 9721 "◹")
+ ("mathord" "\\varcarriagereturn" 9166 "⏎")
+ ("mathord" "\\varclubsuit" 9831 "♧")
+ ("mathord" "\\vardiamondsuit" 9830 "♦")
+ ("mathord" "\\varheartsuit" 9829 "♥")
+ ("mathord" "\\varhexagon" 11041 "⬡")
+ ("mathord" "\\varhexagonblack" 11042 "⬢")
+ ("mathord" "\\varhexagonlrbonds" 9004 "⌬")
+ ("mathord" "\\varlrtriangle" 8895 "⊿")
+ ("mathord" "\\varnothing" 8709 "∅")
+ ("mathord" "\\varspadesuit" 9828 "♤")
+ ("mathord" "\\varstar" 10038 "✶")
+ ("mathord" "\\vbraceextender" 9130 "⎪")
+ ("mathord" "\\viewdata" 8983 "⌗")
+ ("mathord" "\\vrectangle" 9647 "▯")
+ ("mathord" "\\vrectangleblack" 9646 "▮")
+ ("mathord" "\\vysmblksquare" 11037 "⬝")
+ ("mathord" "\\vysmwhtsquare" 11038 "⬞")
+ ("mathord" "\\vzigzag" 10650 "⦚")
+ ("mathord" "\\whitearrowupfrombar" 8682 "⇪")
+ ("mathord" "\\whiteinwhitetriangle" 10177 "⟁")
+ ("mathord" "\\whitepointerleft" 9669 "◅")
+ ("mathord" "\\whitepointerright" 9659 "▻")
+ ("mathord" "\\whthorzoval" 11053 "⬭")
+ ("mathord" "\\whtvertoval" 11055 "⬯")
+ ("mathord" "\\wideangledown" 10662 "⦦")
+ ("mathord" "\\wideangleup" 10663 "⦧")
+ ("mathord" "\\yen" 165 "¥")
+ ("mathover" "\\overbrace" 9182 "⏞")
+ ("mathover" "\\overbracket" 9140 "⎴")
+ ("mathover" "\\overparen" 9180 "⏜")
+ ("mathpunct" "\\comma" 44 ",")
+ ("mathpunct" "\\exclam" 33 "!")
+ ("mathpunct" "\\mathcolon" 58 ":")
+ ("mathpunct" "\\semicolon" 59 ";")
+ ("mathradical" "\\cuberoot" 8731 "∛")
+ ("mathradical" "\\fourthroot" 8732 "∜")
+ ("mathradical" "\\sqrt" 8730 "√")
+ ("mathrel" "\\APLnotslash" 9023 "⌿")
+ ("mathrel" "\\Barv" 10983 "⫧")
+ ("mathrel" "\\Bumpeq" 8782 "≎")
+ ("mathrel" "\\Colon" 8759 "∷")
+ ("mathrel" "\\Coloneq" 10868 "⩴")
+ ("mathrel" "\\DDownarrow" 10225 "⟱")
+ ("mathrel" "\\DashV" 10981 "⫥")
+ ("mathrel" "\\DashVDash" 10202 "⟚")
+ ("mathrel" "\\Dashv" 10980 "⫤")
+ ("mathrel" "\\Ddownarrow" 10507 "⤋")
+ ("mathrel" "\\Doteq" 8785 "≑")
+ ("mathrel" "\\Downarrow" 8659 "⇓")
+ ("mathrel" "\\Equiv" 8803 "≣")
+ ("mathrel" "\\Gt" 10914 "⪢")
+ ("mathrel" "\\LLeftarrow" 11077 "⭅")
+ ("mathrel" "\\Ldsh" 8626 "↲")
+ ("mathrel" "\\Leftarrow" 8656 "⇐")
+ ("mathrel" "\\Leftrightarrow" 8660 "⇔")
+ ("mathrel" "\\Lleftarrow" 8666 "⇚")
+ ("mathrel" "\\Longleftarrow" 10232 "⟸")
+ ("mathrel" "\\Longleftrightarrow" 10234 "⟺")
+ ("mathrel" "\\Longmapsfrom" 10237 "⟽")
+ ("mathrel" "\\Longmapsto" 10238 "⟾")
+ ("mathrel" "\\Longrightarrow" 10233 "⟹")
+ ("mathrel" "\\Lsh" 8624 "↰")
+ ("mathrel" "\\Lt" 10913 "⪡")
+ ("mathrel" "\\Mapsfrom" 10502 "⤆")
+ ("mathrel" "\\Mapsto" 10503 "⤇")
+ ("mathrel" "\\Nearrow" 8663 "⇗")
+ ("mathrel" "\\Not" 10988 "⫬")
+ ("mathrel" "\\Nwarrow" 8662 "⇖")
+ ("mathrel" "\\Prec" 10939 "⪻")
+ ("mathrel" "\\RRightarrow" 11078 "⭆")
+ ("mathrel" "\\Rdsh" 8627 "↳")
+ ("mathrel" "\\Rightarrow" 8658 "⇒")
+ ("mathrel" "\\Rrightarrow" 8667 "⇛")
+ ("mathrel" "\\Rsh" 8625 "↱")
+ ("mathrel" "\\Searrow" 8664 "⇘")
+ ("mathrel" "\\Subset" 8912 "⋐")
+ ("mathrel" "\\Succ" 10940 "⪼")
+ ("mathrel" "\\Supset" 8913 "⋑")
+ ("mathrel" "\\Swarrow" 8665 "⇙")
+ ("mathrel" "\\UUparrow" 10224 "⟰")
+ ("mathrel" "\\Uparrow" 8657 "⇑")
+ ("mathrel" "\\Updownarrow" 8661 "⇕")
+ ("mathrel" "\\Uuparrow" 10506 "⤊")
+ ("mathrel" "\\VDash" 8875 "⊫")
+ ("mathrel" "\\Vbar" 10987 "⫫")
+ ("mathrel" "\\Vdash" 8873 "⊩")
+ ("mathrel" "\\Vvdash" 8874 "⊪")
+ ("mathrel" "\\acwcirclearrow" 10560 "⥀")
+ ("mathrel" "\\acwgapcirclearrow" 10226 "⟲")
+ ("mathrel" "\\acwleftarcarrow" 10553 "⤹")
+ ("mathrel" "\\acwoverarcarrow" 10554 "⤺")
+ ("mathrel" "\\acwunderarcarrow" 10555 "⤻")
+ ("mathrel" "\\adots" 8944 "⋰")
+ ("mathrel" "\\approx" 8776 "≈")
+ ("mathrel" "\\approxeq" 8778 "≊")
+ ("mathrel" "\\approxeqq" 10864 "⩰")
+ ("mathrel" "\\approxident" 8779 "≋")
+ ("mathrel" "\\arceq" 8792 "≘")
+ ("mathrel" "\\assert" 8870 "⊦")
+ ("mathrel" "\\asteq" 10862 "⩮")
+ ("mathrel" "\\asymp" 8781 "≍")
+ ("mathrel" "\\bNot" 10989 "⫭")
+ ("mathrel" "\\backcong" 8780 "≌")
+ ("mathrel" "\\backsim" 8765 "∽")
+ ("mathrel" "\\backsimeq" 8909 "⋍")
+ ("mathrel" "\\bagmember" 8959 "⋿")
+ ("mathrel" "\\barV" 10986 "⫪")
+ ("mathrel" "\\bardownharpoonleft" 10593 "⥡")
+ ("mathrel" "\\bardownharpoonright" 10589 "⥝")
+ ("mathrel" "\\barleftarrow" 8676 "⇤")
+ ("mathrel" "\\barleftharpoondown" 10582 "⥖")
+ ("mathrel" "\\barleftharpoonup" 10578 "⥒")
+ ("mathrel" "\\barrightarrowdiamond" 10528 "⤠")
+ ("mathrel" "\\barrightharpoondown" 10591 "⥟")
+ ("mathrel" "\\barrightharpoonup" 10587 "⥛")
+ ("mathrel" "\\baruparrow" 10514 "⤒")
+ ("mathrel" "\\barupharpoonleft" 10584 "⥘")
+ ("mathrel" "\\barupharpoonright" 10580 "⥔")
+ ("mathrel" "\\between" 8812 "≬")
+ ("mathrel" "\\bowtie" 8904 "⋈")
+ ("mathrel" "\\bsimilarleftarrow" 11073 "⭁")
+ ("mathrel" "\\bsimilarrightarrow" 11079 "⭇")
+ ("mathrel" "\\bsolhsub" 10184 "⟈")
+ ("mathrel" "\\bumpeq" 8783 "≏")
+ ("mathrel" "\\bumpeqq" 10926 "⪮")
+ ("mathrel" "\\ccwundercurvearrow" 10559 "⤿")
+ ("mathrel" "\\cirbot" 10207 "⟟")
+ ("mathrel" "\\circeq" 8791 "≗")
+ ("mathrel" "\\circleonleftarrow" 11056 "⬰")
+ ("mathrel" "\\circleonrightarrow" 8692 "⇴")
+ ("mathrel" "\\cirmid" 10991 "⫯")
+ ("mathrel" "\\closure" 8272 "⁐")
+ ("mathrel" "\\coloneq" 8788 "≔")
+ ("mathrel" "\\cong" 8773 "≅")
+ ("mathrel" "\\congdot" 10861 "⩭")
+ ("mathrel" "\\csub" 10959 "⫏")
+ ("mathrel" "\\csube" 10961 "⫑")
+ ("mathrel" "\\csup" 10960 "⫐")
+ ("mathrel" "\\csupe" 10962 "⫒")
+ ("mathrel" "\\curlyeqprec" 8926 "⋞")
+ ("mathrel" "\\curlyeqsucc" 8927 "⋟")
+ ("mathrel" "\\curvearrowleft" 8630 "↶")
+ ("mathrel" "\\curvearrowleftplus" 10557 "⤽")
+ ("mathrel" "\\curvearrowright" 8631 "↷")
+ ("mathrel" "\\curvearrowrightminus" 10556 "⤼")
+ ("mathrel" "\\cwcirclearrow" 10561 "⥁")
+ ("mathrel" "\\cwgapcirclearrow" 10227 "⟳")
+ ("mathrel" "\\cwrightarcarrow" 10552 "⤸")
+ ("mathrel" "\\cwundercurvearrow" 10558 "⤾")
+ ("mathrel" "\\dashV" 10979 "⫣")
+ ("mathrel" "\\dashVdash" 10203 "⟛")
+ ("mathrel" "\\dashcolon" 8761 "∹")
+ ("mathrel" "\\dashleftharpoondown" 10603 "⥫")
+ ("mathrel" "\\dashrightharpoondown" 10605 "⥭")
+ ("mathrel" "\\dashv" 8867 "⊣")
+ ("mathrel" "\\dbkarow" 10511 "⤏")
+ ("mathrel" "\\ddots" 8945 "⋱")
+ ("mathrel" "\\ddotseq" 10871 "⩷")
+ ("mathrel" "\\diamondleftarrow" 10525 "⤝")
+ ("mathrel" "\\diamondleftarrowbar" 10527 "⤟")
+ ("mathrel" "\\disin" 8946 "⋲")
+ ("mathrel" "\\doteq" 8784 "≐")
+ ("mathrel" "\\dotequiv" 10855 "⩧")
+ ("mathrel" "\\dotsim" 10858 "⩪")
+ ("mathrel" "\\dotsminusdots" 8762 "∺")
+ ("mathrel" "\\downarrow" 8595 "↓")
+ ("mathrel" "\\downarrowbar" 10515 "⤓")
+ ("mathrel" "\\downarrowbarred" 10504 "⤈")
+ ("mathrel" "\\downdownarrows" 8650 "⇊")
+ ("mathrel" "\\downfishtail" 10623 "⥿")
+ ("mathrel" "\\downharpoonleft" 8643 "⇃")
+ ("mathrel" "\\downharpoonleftbar" 10585 "⥙")
+ ("mathrel" "\\downharpoonright" 8642 "⇂")
+ ("mathrel" "\\downharpoonrightbar" 10581 "⥕")
+ ("mathrel" "\\downharpoonsleftright" 10597 "⥥")
+ ("mathrel" "\\downuparrows" 8693 "⇵")
+ ("mathrel" "\\downupharpoonsleftright" 10607 "⥯")
+ ("mathrel" "\\downzigzagarrow" 8623 "↯")
+ ("mathrel" "\\drbkarow" 10512 "⤐")
+ ("mathrel" "\\dualmap" 10719 "⧟")
+ ("mathrel" "\\egsdot" 10904 "⪘")
+ ("mathrel" "\\elsdot" 10903 "⪗")
+ ("mathrel" "\\eparsl" 10723 "⧣")
+ ("mathrel" "\\eqcirc" 8790 "≖")
+ ("mathrel" "\\eqcolon" 8789 "≕")
+ ("mathrel" "\\eqdef" 8797 "≝")
+ ("mathrel" "\\eqdot" 10854 "⩦")
+ ("mathrel" "\\eqeq" 10869 "⩵")
+ ("mathrel" "\\eqeqeq" 10870 "⩶")
+ ("mathrel" "\\eqgtr" 8925 "⋝")
+ ("mathrel" "\\eqless" 8924 "⋜")
+ ("mathrel" "\\eqqgtr" 10906 "⪚")
+ ("mathrel" "\\eqqless" 10905 "⪙")
+ ("mathrel" "\\eqqsim" 10867 "⩳")
+ ("mathrel" "\\eqqslantgtr" 10908 "⪜")
+ ("mathrel" "\\eqqslantless" 10907 "⪛")
+ ("mathrel" "\\eqsim" 8770 "≂")
+ ("mathrel" "\\eqslantgtr" 10902 "⪖")
+ ("mathrel" "\\eqslantless" 10901 "⪕")
+ ("mathrel" "\\equal" 61 "=")
+ ("mathrel" "\\equalleftarrow" 11072 "⭀")
+ ("mathrel" "\\equalparallel" 8917 "⋕")
+ ("mathrel" "\\equalrightarrow" 10609 "⥱")
+ ("mathrel" "\\equiv" 8801 "≡")
+ ("mathrel" "\\equivDD" 10872 "⩸")
+ ("mathrel" "\\equivVert" 10856 "⩨")
+ ("mathrel" "\\equivVvert" 10857 "⩩")
+ ("mathrel" "\\eqvparsl" 10725 "⧥")
+ ("mathrel" "\\fallingdotseq" 8786 "≒")
+ ("mathrel" "\\fbowtie" 10707 "⧓")
+ ("mathrel" "\\forks" 10972 "⫝̸")
+ ("mathrel" "\\forksnot" 10973 "⫝")
+ ("mathrel" "\\forkv" 10969 "⫙")
+ ("mathrel" "\\frown" 8994 "⌢")
+ ("mathrel" "\\geq" 8805 "≥")
+ ("mathrel" "\\geqq" 8807 "≧")
+ ("mathrel" "\\geqqslant" 11002 "⫺")
+ ("mathrel" "\\geqslant" 10878 "⩾")
+ ("mathrel" "\\gescc" 10921 "⪩")
+ ("mathrel" "\\gesdot" 10880 "⪀")
+ ("mathrel" "\\gesdoto" 10882 "⪂")
+ ("mathrel" "\\gesdotol" 10884 "⪄")
+ ("mathrel" "\\gesles" 10900 "⪔")
+ ("mathrel" "\\gg" 8811 "≫")
+ ("mathrel" "\\ggg" 8921 "⋙")
+ ("mathrel" "\\gggnest" 11000 "⫸")
+ ("mathrel" "\\glE" 10898 "⪒")
+ ("mathrel" "\\gla" 10917 "⪥")
+ ("mathrel" "\\gleichstark" 10726 "⧦")
+ ("mathrel" "\\glj" 10916 "⪤")
+ ("mathrel" "\\gnapprox" 10890 "⪊")
+ ("mathrel" "\\gneq" 10888 "⪈")
+ ("mathrel" "\\gneqq" 8809 "≩")
+ ("mathrel" "\\gnsim" 8935 "⋧")
+ ("mathrel" "\\greater" 62 ">")
+ ("mathrel" "\\gsime" 10894 "⪎")
+ ("mathrel" "\\gsiml" 10896 "⪐")
+ ("mathrel" "\\gtcc" 10919 "⪧")
+ ("mathrel" "\\gtcir" 10874 "⩺")
+ ("mathrel" "\\gtquest" 10876 "⩼")
+ ("mathrel" "\\gtrapprox" 10886 "⪆")
+ ("mathrel" "\\gtrarr" 10616 "⥸")
+ ("mathrel" "\\gtrdot" 8919 "⋗")
+ ("mathrel" "\\gtreqless" 8923 "⋛")
+ ("mathrel" "\\gtreqqless" 10892 "⪌")
+ ("mathrel" "\\gtrless" 8823 "≷")
+ ("mathrel" "\\gtrsim" 8819 "≳")
+ ("mathrel" "\\hatapprox" 10863 "⩯")
+ ("mathrel" "\\hknearrow" 10532 "⤤")
+ ("mathrel" "\\hknwarrow" 10531 "⤣")
+ ("mathrel" "\\hksearow" 10533 "⤥")
+ ("mathrel" "\\hkswarow" 10534 "⤦")
+ ("mathrel" "\\hookleftarrow" 8617 "↩")
+ ("mathrel" "\\hookrightarrow" 8618 "↪")
+ ("mathrel" "\\imageof" 8887 "⊷")
+ ("mathrel" "\\in" 8712 "∈")
+ ("mathrel" "\\isinE" 8953 "⋹")
+ ("mathrel" "\\isindot" 8949 "⋵")
+ ("mathrel" "\\isinobar" 8951 "⋷")
+ ("mathrel" "\\isins" 8948 "⋴")
+ ("mathrel" "\\isinvb" 8952 "⋸")
+ ("mathrel" "\\kernelcontraction" 8763 "∻")
+ ("mathrel" "\\lat" 10923 "⪫")
+ ("mathrel" "\\late" 10925 "⪭")
+ ("mathrel" "\\leftarrow" 8592 "←")
+ ("mathrel" "\\leftarrowapprox" 11082 "⭊")
+ ("mathrel" "\\leftarrowbackapprox" 11074 "⭂")
+ ("mathrel" "\\leftarrowbsimilar" 11083 "⭋")
+ ("mathrel" "\\leftarrowless" 10615 "⥷")
+ ("mathrel" "\\leftarrowonoplus" 11058 "⬲")
+ ("mathrel" "\\leftarrowplus" 10566 "⥆")
+ ("mathrel" "\\leftarrowshortrightarrow" 10563 "⥃")
+ ("mathrel" "\\leftarrowsimilar" 10611 "⥳")
+ ("mathrel" "\\leftarrowsubset" 10618 "⥺")
+ ("mathrel" "\\leftarrowtail" 8610 "↢")
+ ("mathrel" "\\leftarrowtriangle" 8701 "⇽")
+ ("mathrel" "\\leftarrowx" 11070 "⬾")
+ ("mathrel" "\\leftbkarrow" 10508 "⤌")
+ ("mathrel" "\\leftcurvedarrow" 11071 "⬿")
+ ("mathrel" "\\leftdbkarrow" 10510 "⤎")
+ ("mathrel" "\\leftdbltail" 10523 "⤛")
+ ("mathrel" "\\leftdotarrow" 11064 "⬸")
+ ("mathrel" "\\leftdowncurvedarrow" 10550 "⤶")
+ ("mathrel" "\\leftfishtail" 10620 "⥼")
+ ("mathrel" "\\leftharpoondown" 8637 "↽")
+ ("mathrel" "\\leftharpoondownbar" 10590 "⥞")
+ ("mathrel" "\\leftharpoonsupdown" 10594 "⥢")
+ ("mathrel" "\\leftharpoonup" 8636 "↼")
+ ("mathrel" "\\leftharpoonupbar" 10586 "⥚")
+ ("mathrel" "\\leftharpoonupdash" 10602 "⥪")
+ ("mathrel" "\\leftleftarrows" 8647 "⇇")
+ ("mathrel" "\\leftrightarrow" 8596 "↔")
+ ("mathrel" "\\leftrightarrowcircle" 10568 "⥈")
+ ("mathrel" "\\leftrightarrows" 8646 "⇆")
+ ("mathrel" "\\leftrightarrowtriangle" 8703 "⇿")
+ ("mathrel" "\\leftrightharpoondowndown" 10576 "⥐")
+ ("mathrel" "\\leftrightharpoondownup" 10571 "⥋")
+ ("mathrel" "\\leftrightharpoons" 8651 "⇋")
+ ("mathrel" "\\leftrightharpoonsdown" 10599 "⥧")
+ ("mathrel" "\\leftrightharpoonsup" 10598 "⥦")
+ ("mathrel" "\\leftrightharpoonupdown" 10570 "⥊")
+ ("mathrel" "\\leftrightharpoonupup" 10574 "⥎")
+ ("mathrel" "\\leftrightsquigarrow" 8621 "↭")
+ ("mathrel" "\\leftsquigarrow" 8668 "⇜")
+ ("mathrel" "\\lefttail" 10521 "⤙")
+ ("mathrel" "\\leftthreearrows" 11057 "⬱")
+ ("mathrel" "\\leftwavearrow" 8604 "↜")
+ ("mathrel" "\\leq" 8804 "≤")
+ ("mathrel" "\\leqq" 8806 "≦")
+ ("mathrel" "\\leqqslant" 11001 "⫹")
+ ("mathrel" "\\leqslant" 10877 "⩽")
+ ("mathrel" "\\lescc" 10920 "⪨")
+ ("mathrel" "\\lesdot" 10879 "⩿")
+ ("mathrel" "\\lesdoto" 10881 "⪁")
+ ("mathrel" "\\lesdotor" 10883 "⪃")
+ ("mathrel" "\\lesges" 10899 "⪓")
+ ("mathrel" "\\less" 60 "<")
+ ("mathrel" "\\lessapprox" 10885 "⪅")
+ ("mathrel" "\\lessdot" 8918 "⋖")
+ ("mathrel" "\\lesseqgtr" 8922 "⋚")
+ ("mathrel" "\\lesseqqgtr" 10891 "⪋")
+ ("mathrel" "\\lessgtr" 8822 "≶")
+ ("mathrel" "\\lesssim" 8818 "≲")
+ ("mathrel" "\\lfbowtie" 10705 "⧑")
+ ("mathrel" "\\lftimes" 10708 "⧔")
+ ("mathrel" "\\lgE" 10897 "⪑")
+ ("mathrel" "\\ll" 8810 "≪")
+ ("mathrel" "\\lll" 8920 "⋘")
+ ("mathrel" "\\lllnest" 10999 "⫷")
+ ("mathrel" "\\lnapprox" 10889 "⪉")
+ ("mathrel" "\\lneq" 10887 "⪇")
+ ("mathrel" "\\lneqq" 8808 "≨")
+ ("mathrel" "\\lnsim" 8934 "⋦")
+ ("mathrel" "\\longdashv" 10206 "⟞")
+ ("mathrel" "\\longleftarrow" 10229 "⟵")
+ ("mathrel" "\\longleftrightarrow" 10231 "⟷")
+ ("mathrel" "\\longleftsquigarrow" 11059 "⬳")
+ ("mathrel" "\\longmapsfrom" 10235 "⟻")
+ ("mathrel" "\\longmapsto" 10236 "⟼")
+ ("mathrel" "\\longrightarrow" 10230 "⟶")
+ ("mathrel" "\\longrightsquigarrow" 10239 "⟿")
+ ("mathrel" "\\looparrowleft" 8619 "↫")
+ ("mathrel" "\\looparrowright" 8620 "↬")
+ ("mathrel" "\\lrtriangleeq" 10721 "⧡")
+ ("mathrel" "\\lsime" 10893 "⪍")
+ ("mathrel" "\\lsimg" 10895 "⪏")
+ ("mathrel" "\\lsqhook" 10957 "⫍")
+ ("mathrel" "\\ltcc" 10918 "⪦")
+ ("mathrel" "\\ltcir" 10873 "⩹")
+ ("mathrel" "\\ltlarr" 10614 "⥶")
+ ("mathrel" "\\ltquest" 10875 "⩻")
+ ("mathrel" "\\ltrivb" 10703 "⧏")
+ ("mathrel" "\\mapsdown" 8615 "↧")
+ ("mathrel" "\\mapsfrom" 8612 "↤")
+ ("mathrel" "\\mapsto" 8614 "↦")
+ ("mathrel" "\\mapsup" 8613 "↥")
+ ("mathrel" "\\mathratio" 8758 "∶")
+ ("mathrel" "\\measeq" 8798 "≞")
+ ("mathrel" "\\mid" 8739 "∣")
+ ("mathrel" "\\midcir" 10992 "⫰")
+ ("mathrel" "\\mlcp" 10971 "⫛")
+ ("mathrel" "\\models" 8871 "⊧")
+ ("mathrel" "\\multimap" 8888 "⊸")
+ ("mathrel" "\\multimapinv" 10204 "⟜")
+ ("mathrel" "\\nLeftarrow" 8653 "⇍")
+ ("mathrel" "\\nLeftrightarrow" 8654 "⇎")
+ ("mathrel" "\\nRightarrow" 8655 "⇏")
+ ("mathrel" "\\nVDash" 8879 "⊯")
+ ("mathrel" "\\nVdash" 8878 "⊮")
+ ("mathrel" "\\nVleftarrow" 8698 "⇺")
+ ("mathrel" "\\nVleftarrowtail" 11066 "⬺")
+ ("mathrel" "\\nVleftrightarrow" 8700 "⇼")
+ ("mathrel" "\\nVrightarrow" 8699 "⇻")
+ ("mathrel" "\\nVrightarrowtail" 10517 "⤕")
+ ("mathrel" "\\nVtwoheadleftarrow" 11061 "⬵")
+ ("mathrel" "\\nVtwoheadleftarrowtail" 11069 "⬽")
+ ("mathrel" "\\nVtwoheadrightarrow" 10497 "⤁")
+ ("mathrel" "\\nVtwoheadrightarrowtail" 10520 "⤘")
+ ("mathrel" "\\napprox" 8777 "≉")
+ ("mathrel" "\\nasymp" 8813 "≭")
+ ("mathrel" "\\ncong" 8775 "≇")
+ ("mathrel" "\\ne" 8800 "≠")
+ ("mathrel" "\\nearrow" 8599 "↗")
+ ("mathrel" "\\nequiv" 8802 "≢")
+ ("mathrel" "\\neswarrow" 10530 "⤢")
+ ("mathrel" "\\ngeq" 8817 "≱")
+ ("mathrel" "\\ngtr" 8815 "≯")
+ ("mathrel" "\\ngtrless" 8825 "≹")
+ ("mathrel" "\\ngtrsim" 8821 "≵")
+ ("mathrel" "\\nhpar" 10994 "⫲")
+ ("mathrel" "\\ni" 8715 "∋")
+ ("mathrel" "\\niobar" 8958 "⋾")
+ ("mathrel" "\\nis" 8956 "⋼")
+ ("mathrel" "\\nisd" 8954 "⋺")
+ ("mathrel" "\\nleftarrow" 8602 "↚")
+ ("mathrel" "\\nleftrightarrow" 8622 "↮")
+ ("mathrel" "\\nleq" 8816 "≰")
+ ("mathrel" "\\nless" 8814 "≮")
+ ("mathrel" "\\nlessgtr" 8824 "≸")
+ ("mathrel" "\\nlesssim" 8820 "≴")
+ ("mathrel" "\\nmid" 8740 "∤")
+ ("mathrel" "\\nni" 8716 "∌")
+ ("mathrel" "\\notin" 8713 "∉")
+ ("mathrel" "\\nparallel" 8742 "∦")
+ ("mathrel" "\\nprec" 8832 "⊀")
+ ("mathrel" "\\npreccurlyeq" 8928 "⋠")
+ ("mathrel" "\\nrightarrow" 8603 "↛")
+ ("mathrel" "\\nsim" 8769 "≁")
+ ("mathrel" "\\nsime" 8772 "≄")
+ ("mathrel" "\\nsqsubseteq" 8930 "⋢")
+ ("mathrel" "\\nsqsupseteq" 8931 "⋣")
+ ("mathrel" "\\nsubset" 8836 "⊄")
+ ("mathrel" "\\nsubseteq" 8840 "⊈")
+ ("mathrel" "\\nsucc" 8833 "⊁")
+ ("mathrel" "\\nsucccurlyeq" 8929 "⋡")
+ ("mathrel" "\\nsupset" 8837 "⊅")
+ ("mathrel" "\\nsupseteq" 8841 "⊉")
+ ("mathrel" "\\ntriangleleft" 8938 "⋪")
+ ("mathrel" "\\ntrianglelefteq" 8940 "⋬")
+ ("mathrel" "\\ntriangleright" 8939 "⋫")
+ ("mathrel" "\\ntrianglerighteq" 8941 "⋭")
+ ("mathrel" "\\nvDash" 8877 "⊭")
+ ("mathrel" "\\nvLeftarrow" 10498 "⤂")
+ ("mathrel" "\\nvLeftrightarrow" 10500 "⤄")
+ ("mathrel" "\\nvRightarrow" 10499 "⤃")
+ ("mathrel" "\\nvdash" 8876 "⊬")
+ ("mathrel" "\\nvleftarrow" 8695 "⇷")
+ ("mathrel" "\\nvleftarrowtail" 11065 "⬹")
+ ("mathrel" "\\nvleftrightarrow" 8697 "⇹")
+ ("mathrel" "\\nvrightarrow" 8696 "⇸")
+ ("mathrel" "\\nvrightarrowtail" 10516 "⤔")
+ ("mathrel" "\\nvtwoheadleftarrow" 11060 "⬴")
+ ("mathrel" "\\nvtwoheadleftarrowtail" 11068 "⬼")
+ ("mathrel" "\\nvtwoheadrightarrow" 10496 "⤀")
+ ("mathrel" "\\nvtwoheadrightarrowtail" 10519 "⤗")
+ ("mathrel" "\\nwarrow" 8598 "↖")
+ ("mathrel" "\\nwsearrow" 10529 "⤡")
+ ("mathrel" "\\origof" 8886 "⊶")
+ ("mathrel" "\\parallel" 8741 "∥")
+ ("mathrel" "\\parsim" 10995 "⫳")
+ ("mathrel" "\\partialmeetcontraction" 10915 "⪣")
+ ("mathrel" "\\perp" 10178 "⟂")
+ ("mathrel" "\\pitchfork" 8916 "⋔")
+ ("mathrel" "\\prec" 8826 "≺")
+ ("mathrel" "\\precapprox" 10935 "⪷")
+ ("mathrel" "\\preccurlyeq" 8828 "≼")
+ ("mathrel" "\\preceq" 10927 "⪯")
+ ("mathrel" "\\preceqq" 10931 "⪳")
+ ("mathrel" "\\precnapprox" 10937 "⪹")
+ ("mathrel" "\\precneq" 10929 "⪱")
+ ("mathrel" "\\precneqq" 10933 "⪵")
+ ("mathrel" "\\precnsim" 8936 "⋨")
+ ("mathrel" "\\precsim" 8830 "≾")
+ ("mathrel" "\\propto" 8733 "∝")
+ ("mathrel" "\\prurel" 8880 "⊰")
+ ("mathrel" "\\pullback" 10195 "⟓")
+ ("mathrel" "\\pushout" 10196 "⟔")
+ ("mathrel" "\\questeq" 8799 "≟")
+ ("mathrel" "\\revnmid" 10990 "⫮")
+ ("mathrel" "\\rfbowtie" 10706 "⧒")
+ ("mathrel" "\\rftimes" 10709 "⧕")
+ ("mathrel" "\\rightarrow" 8594 "→")
+ ("mathrel" "\\rightarrowapprox" 10613 "⥵")
+ ("mathrel" "\\rightarrowbackapprox" 11080 "⭈")
+ ("mathrel" "\\rightarrowbar" 8677 "⇥")
+ ("mathrel" "\\rightarrowbsimilar" 11084 "⭌")
+ ("mathrel" "\\rightarrowdiamond" 10526 "⤞")
+ ("mathrel" "\\rightarrowgtr" 11075 "⭃")
+ ("mathrel" "\\rightarrowonoplus" 10228 "⟴")
+ ("mathrel" "\\rightarrowplus" 10565 "⥅")
+ ("mathrel" "\\rightarrowshortleftarrow" 10562 "⥂")
+ ("mathrel" "\\rightarrowsimilar" 10612 "⥴")
+ ("mathrel" "\\rightarrowsupset" 11076 "⭄")
+ ("mathrel" "\\rightarrowtail" 8611 "↣")
+ ("mathrel" "\\rightarrowtriangle" 8702 "⇾")
+ ("mathrel" "\\rightarrowx" 10567 "⥇")
+ ("mathrel" "\\rightbkarrow" 10509 "⤍")
+ ("mathrel" "\\rightcurvedarrow" 10547 "⤳")
+ ("mathrel" "\\rightdbltail" 10524 "⤜")
+ ("mathrel" "\\rightdotarrow" 10513 "⤑")
+ ("mathrel" "\\rightdowncurvedarrow" 10551 "⤷")
+ ("mathrel" "\\rightfishtail" 10621 "⥽")
+ ("mathrel" "\\rightharpoondown" 8641 "⇁")
+ ("mathrel" "\\rightharpoondownbar" 10583 "⥗")
+ ("mathrel" "\\rightharpoonsupdown" 10596 "⥤")
+ ("mathrel" "\\rightharpoonup" 8640 "⇀")
+ ("mathrel" "\\rightharpoonupbar" 10579 "⥓")
+ ("mathrel" "\\rightharpoonupdash" 10604 "⥬")
+ ("mathrel" "\\rightimply" 10608 "⥰")
+ ("mathrel" "\\rightleftarrows" 8644 "⇄")
+ ("mathrel" "\\rightleftharpoons" 8652 "⇌")
+ ("mathrel" "\\rightleftharpoonsdown" 10601 "⥩")
+ ("mathrel" "\\rightleftharpoonsup" 10600 "⥨")
+ ("mathrel" "\\rightrightarrows" 8649 "⇉")
+ ("mathrel" "\\rightsquigarrow" 8669 "⇝")
+ ("mathrel" "\\righttail" 10522 "⤚")
+ ("mathrel" "\\rightthreearrows" 8694 "⇶")
+ ("mathrel" "\\rightwavearrow" 8605 "↝")
+ ("mathrel" "\\risingdotseq" 8787 "≓")
+ ("mathrel" "\\rsqhook" 10958 "⫎")
+ ("mathrel" "\\rtriltri" 10702 "⧎")
+ ("mathrel" "\\ruledelayed" 10740 "⧴")
+ ("mathrel" "\\scurel" 8881 "⊱")
+ ("mathrel" "\\searrow" 8600 "↘")
+ ("mathrel" "\\shortdowntack" 10975 "⫟")
+ ("mathrel" "\\shortlefttack" 10974 "⫞")
+ ("mathrel" "\\shortrightarrowleftarrow" 10564 "⥄")
+ ("mathrel" "\\shortuptack" 10976 "⫠")
+ ("mathrel" "\\sim" 8764 "∼")
+ ("mathrel" "\\simeq" 8771 "≃")
+ ("mathrel" "\\simgE" 10912 "⪠")
+ ("mathrel" "\\simgtr" 10910 "⪞")
+ ("mathrel" "\\similarleftarrow" 11081 "⭉")
+ ("mathrel" "\\similarrightarrow" 10610 "⥲")
+ ("mathrel" "\\simlE" 10911 "⪟")
+ ("mathrel" "\\simless" 10909 "⪝")
+ ("mathrel" "\\simminussim" 10860 "⩬")
+ ("mathrel" "\\simneqq" 8774 "≆")
+ ("mathrel" "\\simrdots" 10859 "⩫")
+ ("mathrel" "\\smallin" 8714 "∊")
+ ("mathrel" "\\smallni" 8717 "∍")
+ ("mathrel" "\\smeparsl" 10724 "⧤")
+ ("mathrel" "\\smile" 8995 "⌣")
+ ("mathrel" "\\smt" 10922 "⪪")
+ ("mathrel" "\\smte" 10924 "⪬")
+ ("mathrel" "\\sqsubset" 8847 "⊏")
+ ("mathrel" "\\sqsubseteq" 8849 "⊑")
+ ("mathrel" "\\sqsubsetneq" 8932 "⋤")
+ ("mathrel" "\\sqsupset" 8848 "⊐")
+ ("mathrel" "\\sqsupseteq" 8850 "⊒")
+ ("mathrel" "\\sqsupsetneq" 8933 "⋥")
+ ("mathrel" "\\stareq" 8795 "≛")
+ ("mathrel" "\\subedot" 10947 "⫃")
+ ("mathrel" "\\submult" 10945 "⫁")
+ ("mathrel" "\\subrarr" 10617 "⥹")
+ ("mathrel" "\\subset" 8834 "⊂")
+ ("mathrel" "\\subsetapprox" 10953 "⫉")
+ ("mathrel" "\\subsetdot" 10941 "⪽")
+ ("mathrel" "\\subseteq" 8838 "⊆")
+ ("mathrel" "\\subseteqq" 10949 "⫅")
+ ("mathrel" "\\subsetneq" 8842 "⊊")
+ ("mathrel" "\\subsetneqq" 10955 "⫋")
+ ("mathrel" "\\subsetplus" 10943 "⪿")
+ ("mathrel" "\\subsim" 10951 "⫇")
+ ("mathrel" "\\subsub" 10965 "⫕")
+ ("mathrel" "\\subsup" 10963 "⫓")
+ ("mathrel" "\\succ" 8827 "≻")
+ ("mathrel" "\\succapprox" 10936 "⪸")
+ ("mathrel" "\\succcurlyeq" 8829 "≽")
+ ("mathrel" "\\succeq" 10928 "⪰")
+ ("mathrel" "\\succeqq" 10932 "⪴")
+ ("mathrel" "\\succnapprox" 10938 "⪺")
+ ("mathrel" "\\succneq" 10930 "⪲")
+ ("mathrel" "\\succneqq" 10934 "⪶")
+ ("mathrel" "\\succnsim" 8937 "⋩")
+ ("mathrel" "\\succsim" 8831 "≿")
+ ("mathrel" "\\supdsub" 10968 "⫘")
+ ("mathrel" "\\supedot" 10948 "⫄")
+ ("mathrel" "\\suphsol" 10185 "⟉")
+ ("mathrel" "\\suphsub" 10967 "⫗")
+ ("mathrel" "\\suplarr" 10619 "⥻")
+ ("mathrel" "\\supmult" 10946 "⫂")
+ ("mathrel" "\\supset" 8835 "⊃")
+ ("mathrel" "\\supsetapprox" 10954 "⫊")
+ ("mathrel" "\\supsetdot" 10942 "⪾")
+ ("mathrel" "\\supseteq" 8839 "⊇")
+ ("mathrel" "\\supseteqq" 10950 "⫆")
+ ("mathrel" "\\supsetneq" 8843 "⊋")
+ ("mathrel" "\\supsetneqq" 10956 "⫌")
+ ("mathrel" "\\supsetplus" 10944 "⫀")
+ ("mathrel" "\\supsim" 10952 "⫈")
+ ("mathrel" "\\supsub" 10964 "⫔")
+ ("mathrel" "\\supsup" 10966 "⫖")
+ ("mathrel" "\\swarrow" 8601 "↙")
+ ("mathrel" "\\toea" 10536 "⤨")
+ ("mathrel" "\\tona" 10535 "⤧")
+ ("mathrel" "\\topfork" 10970 "⫚")
+ ("mathrel" "\\tosa" 10537 "⤩")
+ ("mathrel" "\\towa" 10538 "⤪")
+ ("mathrel" "\\trianglelefteq" 8884 "⊴")
+ ("mathrel" "\\triangleq" 8796 "≜")
+ ("mathrel" "\\trianglerighteq" 8885 "⊵")
+ ("mathrel" "\\twoheaddownarrow" 8609 "↡")
+ ("mathrel" "\\twoheadleftarrow" 8606 "↞")
+ ("mathrel" "\\twoheadleftarrowtail" 11067 "⬻")
+ ("mathrel" "\\twoheadleftdbkarrow" 11063 "⬷")
+ ("mathrel" "\\twoheadmapsfrom" 11062 "⬶")
+ ("mathrel" "\\twoheadmapsto" 10501 "⤅")
+ ("mathrel" "\\twoheadrightarrow" 8608 "↠")
+ ("mathrel" "\\twoheadrightarrowtail" 10518 "⤖")
+ ("mathrel" "\\twoheaduparrow" 8607 "↟")
+ ("mathrel" "\\twoheaduparrowcircle" 10569 "⥉")
+ ("mathrel" "\\uparrow" 8593 "↑")
+ ("mathrel" "\\uparrowbarred" 10505 "⤉")
+ ("mathrel" "\\updownarrow" 8597 "↕")
+ ("mathrel" "\\updownarrows" 8645 "⇅")
+ ("mathrel" "\\updownharpoonleftleft" 10577 "⥑")
+ ("mathrel" "\\updownharpoonleftright" 10573 "⥍")
+ ("mathrel" "\\updownharpoonrightleft" 10572 "⥌")
+ ("mathrel" "\\updownharpoonrightright" 10575 "⥏")
+ ("mathrel" "\\updownharpoonsleftright" 10606 "⥮")
+ ("mathrel" "\\upfishtail" 10622 "⥾")
+ ("mathrel" "\\upharpoonleft" 8639 "↿")
+ ("mathrel" "\\upharpoonleftbar" 10592 "⥠")
+ ("mathrel" "\\upharpoonright" 8638 "↾")
+ ("mathrel" "\\upharpoonrightbar" 10588 "⥜")
+ ("mathrel" "\\upharpoonsleftright" 10595 "⥣")
+ ("mathrel" "\\upin" 10194 "⟒")
+ ("mathrel" "\\upuparrows" 8648 "⇈")
+ ("mathrel" "\\vBar" 10984 "⫨")
+ ("mathrel" "\\vBarv" 10985 "⫩")
+ ("mathrel" "\\vDash" 8872 "⊨")
+ ("mathrel" "\\vDdash" 10978 "⫢")
+ ("mathrel" "\\varVdash" 10982 "⫦")
+ ("mathrel" "\\varisinobar" 8950 "⋶")
+ ("mathrel" "\\varisins" 8947 "⋳")
+ ("mathrel" "\\varniobar" 8957 "⋽")
+ ("mathrel" "\\varnis" 8955 "⋻")
+ ("mathrel" "\\vartriangleleft" 8882 "⊲")
+ ("mathrel" "\\vartriangleright" 8883 "⊳")
+ ("mathrel" "\\vbrtri" 10704 "⧐")
+ ("mathrel" "\\vdash" 8866 "⊢")
+ ("mathrel" "\\vdots" 8942 "⋮")
+ ("mathrel" "\\veeeq" 8794 "≚")
+ ("mathrel" "\\veeonwedge" 10841 "⩙")
+ ("mathrel" "\\vlongdash" 10205 "⟝")
+ ("mathrel" "\\wedgeq" 8793 "≙")
+ ("mathunder" "\\underbrace" 9183 "⏟")
+ ("mathunder" "\\underbracket" 9141 "⎵")
+ ("mathunder" "\\underparen" 9181 "⏝"))
+ "Extended list of mathematical symbols.
+This list does not include about 190 of the standard LaTeX math
+commands in `math-symbol-list-basic' because of the conflicting
+names between latex and unicode-math standard.")
+
+(defconst math-symbol-list-packages
+ '(("amsfonts" "mathclose" "\\urcorner" 8989 "⌝")
+ ("amsfonts" "mathclose" "\\lrcorner" 8991 "⌟")
+ ("amsfonts" "mathopen" "\\ulcorner" 8988 "⌜")
+ ("amsfonts" "mathopen" "\\llcorner" 8990 "⌞")
+ ("amsfonts" "mathord" "\\yen" 165 "¥")
+ ("amsfonts" "mathord" "\\circledR" 174 "®")
+ ("amsfonts" "mathord" "\\mho" 8487 "℧")
+ ("amsfonts" "mathord" "\\dashleftarrow" 8672 "⇠")
+ ("amsfonts" "mathord" "\\dashrightarrow" 8674 "⇢")
+ ("amsfonts" "mathord" "\\checkmark" 10003 "✓")
+ ("amsfonts" "mathord" "\\maltese" 10016 "✠")
+ ("amsfonts" "mathrel" "\\sqsubset" 8847 "⊏")
+ ("amsfonts" "mathrel" "\\sqsupset" 8848 "⊐")
+ ("amsmath" "mathaccent" "\\dddot" 8411 "⃛")
+ ("amsmath" "mathaccent" "\\ddddot" 8412 "⃜")
+ ("amsmath" "mathaccent" "\\overleftrightarrow" 8417 "⃡")
+ ("amsmath" "mathaccent" "\\underleftarrow" 8430 "⃮")
+ ("amsmath" "mathaccent" "\\underrightarrow" 8431 "⃯")
+ ("amsmath" "mathop" "\\iint" 8748 "∬")
+ ("amsmath" "mathop" "\\iiint" 8749 "∭")
+ ("amsmath" "mathop" "\\iiiint" 10764 "⨌")
+ ("amssymb" "mathaccent" "\\mathring" 778 "̊")
+ ("amssymb" "mathalpha" "\\eth" 240 "ð")
+ ("amssymb" "mathalpha" "\\Digamma" 988 "Ϝ" t)
+ ("amssymb" "mathalpha" "\\hslash" 8463 "ℏ")
+ ("amssymb" "mathalpha" "\\wp" 8472 "℘")
+ ("amssymb" "mathalpha" "\\beth" 8502 "ℶ")
+ ("amssymb" "mathalpha" "\\gimel" 8503 "ℷ")
+ ("amssymb" "mathalpha" "\\daleth" 8504 "ℸ")
+ ("amssymb" "mathalpha" "\\varkappa" 120600 "𝜘")
+ ("amssymb" "mathbin" "\\dotplus" 8724 "∔")
+ ("amssymb" "mathbin" "\\smallsetminus" 8726 "∖")
+ ("amssymb" "mathbin" "\\wedge" 8743 "∧")
+ ("amssymb" "mathbin" "\\wr" 8768 "≀")
+ ("amssymb" "mathbin" "\\circledcirc" 8858 "⊚")
+ ("amssymb" "mathbin" "\\circledast" 8859 "⊛")
+ ("amssymb" "mathbin" "\\circleddash" 8861 "⊝")
+ ("amssymb" "mathbin" "\\boxplus" 8862 "⊞")
+ ("amssymb" "mathbin" "\\boxminus" 8863 "⊟")
+ ("amssymb" "mathbin" "\\boxtimes" 8864 "⊠")
+ ("amssymb" "mathbin" "\\boxdot" 8865 "⊡")
+ ("amssymb" "mathbin" "\\intercal" 8890 "⊺")
+ ("amssymb" "mathbin" "\\veebar" 8891 "⊻")
+ ("amssymb" "mathbin" "\\barwedge" 8892 "⊼")
+ ("amssymb" "mathbin" "\\divideontimes" 8903 "⋇")
+ ("amssymb" "mathbin" "\\ltimes" 8905 "⋉")
+ ("amssymb" "mathbin" "\\rtimes" 8906 "⋊")
+ ("amssymb" "mathbin" "\\leftthreetimes" 8907 "⋋")
+ ("amssymb" "mathbin" "\\rightthreetimes" 8908 "⋌")
+ ("amssymb" "mathbin" "\\curlyvee" 8910 "⋎")
+ ("amssymb" "mathbin" "\\curlywedge" 8911 "⋏")
+ ("amssymb" "mathbin" "\\Cap" 8914 "⋒")
+ ("amssymb" "mathbin" "\\Cup" 8915 "⋓")
+ ("amssymb" "mathbin" "\\rhd" 9655 "▷")
+ ("amssymb" "mathbin" "\\lhd" 9665 "◁")
+ ("amssymb" "mathbin" "\\blacklozenge" 10731 "⧫")
+ ("amssymb" "mathbin" "\\doublebarwedge" 10846 "⩞")
+ ("amssymb" "mathop" "\\Join" 10781 "⨝")
+ ("amssymb" "mathord" "\\backepsilon" 1014 "϶")
+ ("amssymb" "mathord" "\\backprime" 8245 "‵")
+ ("amssymb" "mathord" "\\Finv" 8498 "Ⅎ")
+ ("amssymb" "mathord" "\\circlearrowleft" 8634 "↺")
+ ("amssymb" "mathord" "\\circlearrowright" 8635 "↻")
+ ("amssymb" "mathord" "\\complement" 8705 "∁")
+ ("amssymb" "mathord" "\\nexists" 8708 "∄")
+ ("amssymb" "mathord" "\\varnothing" 8709 "∅")
+ ("amssymb" "mathord" "\\measuredangle" 8737 "∡")
+ ("amssymb" "mathord" "\\sphericalangle" 8738 "∢")
+ ("amssymb" "mathord" "\\therefore" 8756 "∴")
+ ("amssymb" "mathord" "\\because" 8757 "∵")
+ ("amssymb" "mathord" "\\Diamond" 9671 "◇")
+ ("amssymb" "mathord" "\\lozenge" 9674 "◊")
+ ("amssymb" "mathord" "\\square" 9723 "◻")
+ ("amssymb" "mathord" "\\blacksquare" 9724 "◼")
+ ("amssymb" "mathord" "\\bigstar" 9733 "★")
+ ("amssymb" "mathord" "\\blacksquare" 11035 "⬛" t)
+ ("amssymb" "mathord" "\\square" 11036 "⬜" t)
+ ("amssymb" "mathrel" "\\nwarrow" 8598 "↖")
+ ("amssymb" "mathrel" "\\nleftarrow" 8602 "↚")
+ ("amssymb" "mathrel" "\\nrightarrow" 8603 "↛")
+ ("amssymb" "mathrel" "\\twoheadleftarrow" 8606 "↞")
+ ("amssymb" "mathrel" "\\twoheadrightarrow" 8608 "↠")
+ ("amssymb" "mathrel" "\\leftarrowtail" 8610 "↢")
+ ("amssymb" "mathrel" "\\rightarrowtail" 8611 "↣")
+ ("amssymb" "mathrel" "\\looparrowleft" 8619 "↫")
+ ("amssymb" "mathrel" "\\looparrowright" 8620 "↬")
+ ("amssymb" "mathrel" "\\leftrightsquigarrow" 8621 "↭")
+ ("amssymb" "mathrel" "\\nleftrightarrow" 8622 "↮")
+ ("amssymb" "mathrel" "\\Lsh" 8624 "↰")
+ ("amssymb" "mathrel" "\\Rsh" 8625 "↱")
+ ("amssymb" "mathrel" "\\curvearrowleft" 8630 "↶")
+ ("amssymb" "mathrel" "\\curvearrowright" 8631 "↷")
+ ("amssymb" "mathrel" "\\upharpoonright" 8638 "↾")
+ ("amssymb" "mathrel" "\\upharpoonleft" 8639 "↿")
+ ("amssymb" "mathrel" "\\downharpoonright" 8642 "⇂")
+ ("amssymb" "mathrel" "\\downharpoonleft" 8643 "⇃")
+ ("amssymb" "mathrel" "\\rightleftarrows" 8644 "⇄")
+ ("amssymb" "mathrel" "\\leftrightarrows" 8646 "⇆")
+ ("amssymb" "mathrel" "\\leftleftarrows" 8647 "⇇")
+ ("amssymb" "mathrel" "\\upuparrows" 8648 "⇈")
+ ("amssymb" "mathrel" "\\rightrightarrows" 8649 "⇉")
+ ("amssymb" "mathrel" "\\downdownarrows" 8650 "⇊")
+ ("amssymb" "mathrel" "\\leftrightharpoons" 8651 "⇋")
+ ("amssymb" "mathrel" "\\nLeftarrow" 8653 "⇍")
+ ("amssymb" "mathrel" "\\nLeftrightarrow" 8654 "⇎")
+ ("amssymb" "mathrel" "\\nRightarrow" 8655 "⇏")
+ ("amssymb" "mathrel" "\\Lleftarrow" 8666 "⇚")
+ ("amssymb" "mathrel" "\\Rrightarrow" 8667 "⇛")
+ ("amssymb" "mathrel" "\\rightsquigarrow" 8669 "⇝")
+ ("amssymb" "mathrel" "\\nmid" 8740 "∤")
+ ("amssymb" "mathrel" "\\nparallel" 8742 "∦")
+ ("amssymb" "mathrel" "\\backsim" 8765 "∽")
+ ("amssymb" "mathrel" "\\nsim" 8769 "≁")
+ ("amssymb" "mathrel" "\\eqsim" 8770 "≂")
+ ("amssymb" "mathrel" "\\ncong" 8775 "≇")
+ ("amssymb" "mathrel" "\\approxeq" 8778 "≊")
+ ("amssymb" "mathrel" "\\Bumpeq" 8782 "≎")
+ ("amssymb" "mathrel" "\\bumpeq" 8783 "≏")
+ ("amssymb" "mathrel" "\\Doteq" 8785 "≑")
+ ("amssymb" "mathrel" "\\fallingdotseq" 8786 "≒")
+ ("amssymb" "mathrel" "\\risingdotseq" 8787 "≓")
+ ("amssymb" "mathrel" "\\eqcirc" 8790 "≖")
+ ("amssymb" "mathrel" "\\circeq" 8791 "≗")
+ ("amssymb" "mathrel" "\\triangleq" 8796 "≜")
+ ("amssymb" "mathrel" "\\leqq" 8806 "≦")
+ ("amssymb" "mathrel" "\\geqq" 8807 "≧")
+ ("amssymb" "mathrel" "\\lneqq" 8808 "≨")
+ ("amssymb" "mathrel" "\\gneqq" 8809 "≩")
+ ("amssymb" "mathrel" "\\between" 8812 "≬")
+ ("amssymb" "mathrel" "\\nless" 8814 "≮")
+ ("amssymb" "mathrel" "\\ngtr" 8815 "≯")
+ ("amssymb" "mathrel" "\\nleq" 8816 "≰")
+ ("amssymb" "mathrel" "\\ngeq" 8817 "≱")
+ ("amssymb" "mathrel" "\\lesssim" 8818 "≲")
+ ("amssymb" "mathrel" "\\gtrsim" 8819 "≳")
+ ("amssymb" "mathrel" "\\lessgtr" 8822 "≶")
+ ("amssymb" "mathrel" "\\gtrless" 8823 "≷")
+ ("amssymb" "mathrel" "\\preccurlyeq" 8828 "≼")
+ ("amssymb" "mathrel" "\\succcurlyeq" 8829 "≽")
+ ("amssymb" "mathrel" "\\precsim" 8830 "≾")
+ ("amssymb" "mathrel" "\\succsim" 8831 "≿")
+ ("amssymb" "mathrel" "\\nprec" 8832 "⊀")
+ ("amssymb" "mathrel" "\\nsucc" 8833 "⊁")
+ ("amssymb" "mathrel" "\\nsubseteq" 8840 "⊈")
+ ("amssymb" "mathrel" "\\nsupseteq" 8841 "⊉")
+ ("amssymb" "mathrel" "\\subsetneq" 8842 "⊊")
+ ("amssymb" "mathrel" "\\supsetneq" 8843 "⊋")
+ ("amssymb" "mathrel" "\\dashv" 8867 "⊣")
+ ("amssymb" "mathrel" "\\vDash" 8872 "⊨")
+ ("amssymb" "mathrel" "\\Vdash" 8873 "⊩")
+ ("amssymb" "mathrel" "\\Vvdash" 8874 "⊪")
+ ("amssymb" "mathrel" "\\nvdash" 8876 "⊬")
+ ("amssymb" "mathrel" "\\nvDash" 8877 "⊭")
+ ("amssymb" "mathrel" "\\nVdash" 8878 "⊮")
+ ("amssymb" "mathrel" "\\nVDash" 8879 "⊯")
+ ("amssymb" "mathrel" "\\vartriangleleft" 8882 "⊲")
+ ("amssymb" "mathrel" "\\vartriangleright" 8883 "⊳")
+ ("amssymb" "mathrel" "\\trianglelefteq" 8884 "⊴")
+ ("amssymb" "mathrel" "\\trianglerighteq" 8885 "⊵")
+ ("amssymb" "mathrel" "\\multimap" 8888 "⊸")
+ ("amssymb" "mathrel" "\\backsimeq" 8909 "⋍")
+ ("amssymb" "mathrel" "\\Subset" 8912 "⋐")
+ ("amssymb" "mathrel" "\\Supset" 8913 "⋑")
+ ("amssymb" "mathrel" "\\pitchfork" 8916 "⋔")
+ ("amssymb" "mathrel" "\\lessdot" 8918 "⋖")
+ ("amssymb" "mathrel" "\\gtrdot" 8919 "⋗")
+ ("amssymb" "mathrel" "\\lll" 8920 "⋘")
+ ("amssymb" "mathrel" "\\ggg" 8921 "⋙")
+ ("amssymb" "mathrel" "\\lesseqgtr" 8922 "⋚")
+ ("amssymb" "mathrel" "\\gtreqless" 8923 "⋛")
+ ("amssymb" "mathrel" "\\curlyeqprec" 8926 "⋞")
+ ("amssymb" "mathrel" "\\curlyeqsucc" 8927 "⋟")
+ ("amssymb" "mathrel" "\\npreceq" 8928 "⋠")
+ ("amssymb" "mathrel" "\\nsucceq" 8929 "⋡")
+ ("amssymb" "mathrel" "\\lnsim" 8934 "⋦")
+ ("amssymb" "mathrel" "\\gnsim" 8935 "⋧")
+ ("amssymb" "mathrel" "\\precnsim" 8936 "⋨")
+ ("amssymb" "mathrel" "\\succnsim" 8937 "⋩")
+ ("amssymb" "mathrel" "\\ntriangleleft" 8938 "⋪")
+ ("amssymb" "mathrel" "\\ntriangleright" 8939 "⋫")
+ ("amssymb" "mathrel" "\\ntrianglelefteq" 8940 "⋬")
+ ("amssymb" "mathrel" "\\ntrianglerighteq" 8941 "⋭")
+ ("amssymb" "mathrel" "\\leqslant" 10877 "⩽")
+ ("amssymb" "mathrel" "\\geqslant" 10878 "⩾")
+ ("amssymb" "mathrel" "\\lessapprox" 10885 "⪅")
+ ("amssymb" "mathrel" "\\gtrapprox" 10886 "⪆")
+ ("amssymb" "mathrel" "\\lneq" 10887 "⪇")
+ ("amssymb" "mathrel" "\\gneq" 10888 "⪈")
+ ("amssymb" "mathrel" "\\lnapprox" 10889 "⪉")
+ ("amssymb" "mathrel" "\\gnapprox" 10890 "⪊")
+ ("amssymb" "mathrel" "\\lesseqqgtr" 10891 "⪋")
+ ("amssymb" "mathrel" "\\gtreqqless" 10892 "⪌")
+ ("amssymb" "mathrel" "\\eqslantless" 10901 "⪕")
+ ("amssymb" "mathrel" "\\eqslantgtr" 10902 "⪖")
+ ("amssymb" "mathrel" "\\precapprox" 10935 "⪷")
+ ("amssymb" "mathrel" "\\succapprox" 10936 "⪸")
+ ("amssymb" "mathrel" "\\precnapprox" 10937 "⪹")
+ ("amssymb" "mathrel" "\\succnapprox" 10938 "⪺")
+ ("amssymb" "mathrel" "\\subseteqq" 10949 "⫅")
+ ("amssymb" "mathrel" "\\supseteqq" 10950 "⫆")
+ ("amssymb" "mathrel" "\\subsetneqq" 10955 "⫋")
+ ("amssymb" "mathrel" "\\supsetneqq" 10956 "⫌")
+ ("amsxtra" "mathord" "\\sptilde" 126 "~")
+ ("amsxtra" "mathord" "\\spddot" 168 "¨")
+ ("arevmath" "mathalpha" "\\eth" 240 "ð")
+ ("arevmath" "mathalpha" "\\varbeta" 976 "ϐ")
+ ("arevmath" "mathalpha" "\\Stigma" 986 "Ϛ")
+ ("arevmath" "mathalpha" "\\stigma" 987 "ϛ")
+ ("arevmath" "mathalpha" "\\digamma" 989 "ϝ")
+ ("arevmath" "mathalpha" "\\Koppa" 990 "Ϟ")
+ ("arevmath" "mathalpha" "\\koppa" 991 "ϟ")
+ ("arevmath" "mathalpha" "\\Sampi" 992 "Ϡ")
+ ("arevmath" "mathalpha" "\\sampi" 993 "ϡ")
+ ("arevmath" "mathalpha" "\\hslash" 8463 "ℏ")
+ ("arevmath" "mathord" "\\Qoppa" 984 "Ϙ")
+ ("arevmath" "mathord" "\\qoppa" 985 "ϙ")
+ ("arevmath" "mathord" "\\mho" 8487 "℧")
+ ("arevmath" "mathord" "\\steaming" 9749 "☕")
+ ("arevmath" "mathord" "\\pointright" 9758 "☞")
+ ("arevmath" "mathord" "\\skull" 9760 "☠")
+ ("arevmath" "mathord" "\\radiation" 9762 "☢")
+ ("arevmath" "mathord" "\\biohazard" 9763 "☣")
+ ("arevmath" "mathord" "\\yinyang" 9775 "☯")
+ ("arevmath" "mathord" "\\quarternote" 9833 "♩")
+ ("arevmath" "mathord" "\\eighthnote" 9834 "♪")
+ ("arevmath" "mathord" "\\sixteenthnote" 9836 "♬")
+ ("arevmath" "mathord" "\\recycle" 9851 "♻")
+ ("arevmath" "mathord" "\\anchor" 9875 "⚓")
+ ("arevmath" "mathord" "\\swords" 9876 "⚔")
+ ("arevmath" "mathord" "\\warning" 9888 "⚠")
+ ("arevmath" "mathord" "\\pencil" 9998 "✎")
+ ("arevmath" "mathord" "\\ballotx" 10007 "✗")
+ ("arevmath" "mathord" "\\arrowbullet" 10146 "➢")
+ ("esint" "mathop" "\\iint" 8748 "∬")
+ ("esint" "mathop" "\\iiint" 8749 "∭")
+ ("esint" "mathop" "\\oiint" 8751 "∯")
+ ("esint" "mathop" "\\varointclockwise" 8754 "∲")
+ ("esint" "mathop" "\\ointctrclockwise" 8755 "∳")
+ ("esint" "mathop" "\\iiiint" 10764 "⨌")
+ ("esint" "mathop" "\\fint" 10767 "⨏")
+ ("esint" "mathop" "\\sqint" 10774 "⨖")
+ ("fourier" "mathalpha" "\\hslash" 8463 "ℏ")
+ ("fourier" "mathbin" "\\smallsetminus" 8726 "∖")
+ ("fourier" "mathbin" "\\intercal" 8890 "⊺")
+ ("fourier" "mathbin" "\\blacktriangleright" 9656 "▸" t)
+ ("fourier" "mathbin" "\\blacktriangleleft" 9666 "◂" t)
+ ("fourier" "mathclose" "\\rrbracket" 10215 "⟧")
+ ("fourier" "mathfence" "\\VERT" 10624 "⦀")
+ ("fourier" "mathop" "\\iint" 8748 "∬")
+ ("fourier" "mathop" "\\iiint" 8749 "∭")
+ ("fourier" "mathop" "\\oiint" 8751 "∯")
+ ("fourier" "mathop" "\\oiiint" 8752 "∰")
+ ("fourier" "mathopen" "\\llbracket" 10214 "⟦")
+ ("fourier" "mathord" "\\pounds" 163 "£" t)
+ ("fourier" "mathord" "\\complement" 8705 "∁")
+ ("fourier" "mathord" "\\nexists" 8708 "∄")
+ ("fourier" "mathord" "\\square" 9723 "◻" t)
+ ("fourier" "mathord" "\\blacksquare" 9724 "◼" t)
+ ("fourier" "mathord" "\\blacksquare" 11035 "⬛")
+ ("fourier" "mathord" "\\square" 11036 "⬜")
+ ("fourier" "mathrel" "\\curvearrowleft" 8630 "↶")
+ ("fourier" "mathrel" "\\curvearrowright" 8631 "↷")
+ ("fourier" "mathrel" "\\leftleftarrows" 8647 "⇇")
+ ("fourier" "mathrel" "\\rightrightarrows" 8649 "⇉")
+ ("fourier" "mathrel" "\\nparallel" 8742 "∦")
+ ("fourier" "mathrel" "\\vDash" 8872 "⊨")
+ ("fourier" "mathrel" "\\nvDash" 8877 "⊭")
+ ("fourier" "mathrel" "\\leqslant" 10877 "⩽")
+ ("fourier" "mathrel" "\\geqslant" 10878 "⩾")
+ ("frenchstyle" "mathalpha" "A" 119860 "𝐴" t)
+ ("frenchstyle" "mathalpha" "B" 119861 "𝐵" t)
+ ("frenchstyle" "mathalpha" "C" 119862 "𝐶" t)
+ ("frenchstyle" "mathalpha" "D" 119863 "𝐷" t)
+ ("frenchstyle" "mathalpha" "E" 119864 "𝐸" t)
+ ("frenchstyle" "mathalpha" "F" 119865 "𝐹" t)
+ ("frenchstyle" "mathalpha" "G" 119866 "𝐺" t)
+ ("frenchstyle" "mathalpha" "H" 119867 "𝐻" t)
+ ("frenchstyle" "mathalpha" "I" 119868 "𝐼" t)
+ ("frenchstyle" "mathalpha" "J" 119869 "𝐽" t)
+ ("frenchstyle" "mathalpha" "K" 119870 "𝐾" t)
+ ("frenchstyle" "mathalpha" "L" 119871 "𝐿" t)
+ ("frenchstyle" "mathalpha" "M" 119872 "𝑀" t)
+ ("frenchstyle" "mathalpha" "N" 119873 "𝑁" t)
+ ("frenchstyle" "mathalpha" "O" 119874 "𝑂" t)
+ ("frenchstyle" "mathalpha" "P" 119875 "𝑃" t)
+ ("frenchstyle" "mathalpha" "Q" 119876 "𝑄" t)
+ ("frenchstyle" "mathalpha" "R" 119877 "𝑅" t)
+ ("frenchstyle" "mathalpha" "S" 119878 "𝑆" t)
+ ("frenchstyle" "mathalpha" "T" 119879 "𝑇" t)
+ ("frenchstyle" "mathalpha" "U" 119880 "𝑈" t)
+ ("frenchstyle" "mathalpha" "V" 119881 "𝑉" t)
+ ("frenchstyle" "mathalpha" "W" 119882 "𝑊" t)
+ ("frenchstyle" "mathalpha" "X" 119883 "𝑋" t)
+ ("frenchstyle" "mathalpha" "Y" 119884 "𝑌" t)
+ ("frenchstyle" "mathalpha" "Z" 119885 "𝑍" t)
+ ("kpfonts" "mathclose" "\\rrbracket" 10215 "⟧")
+ ("kpfonts" "mathopen" "\\llbracket" 10214 "⟦")
+ ("literal" "mathalpha" "A" 65 "A" t)
+ ("literal" "mathalpha" "B" 66 "B" t)
+ ("literal" "mathalpha" "C" 67 "C" t)
+ ("literal" "mathalpha" "D" 68 "D" t)
+ ("literal" "mathalpha" "E" 69 "E" t)
+ ("literal" "mathalpha" "F" 70 "F" t)
+ ("literal" "mathalpha" "G" 71 "G" t)
+ ("literal" "mathalpha" "H" 72 "H" t)
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+ ("literal" "mathalpha" "X" 88 "X" t)
+ ("literal" "mathalpha" "Y" 89 "Y" t)
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+ ("literal" "mathalpha" "g" 103 "g" t)
+ ("literal" "mathalpha" "h" 104 "h" t)
+ ("literal" "mathalpha" "i" 105 "i" t)
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+ ("literal" "mathalpha" "k" 107 "k" t)
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+ ("literal" "mathalpha" "t" 116 "t" t)
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+ ("literal" "mathalpha" "x" 120 "x" t)
+ ("literal" "mathalpha" "y" 121 "y" t)
+ ("literal" "mathalpha" "z" 122 "z" t)
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+ ("mathabx" "mathbin" "\\smalltriangleup" 9653 "▵")
+ ("mathabx" "mathbin" "\\blacktriangleright" 9656 "▸")
+ ("mathabx" "mathbin" "\\smalltriangleright" 9657 "▹")
+ ("mathabx" "mathbin" "\\blacktriangledown" 9662 "▾")
+ ("mathabx" "mathbin" "\\smalltriangledown" 9663 "▿")
+ ("mathabx" "mathbin" "\\blacktriangleleft" 9666 "◂")
+ ("mathabx" "mathbin" "\\smalltriangleleft" 9667 "◃")
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+ ("mathabx" "mathord" "\\third" 8244 "‴")
+ ("mathabx" "mathord" "\\fourth" 8279 "⁗")
+ ("mathabx" "mathord" "\\diameter" 8960 "⌀")
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+ ("mathabx" "mathord" "\\rightmoon" 9789 "☽")
+ ("mathabx" "mathord" "\\leftmoon" 9790 "☾")
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+ ("mathabx" "mathrel" "\\eqcolon" 8789 "≕")
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+ ("mathabx" "mathrel" "\\ggg" 8921 "⋙" t)
+ ("mathabx" "mathrel" "\\barin" 8950 "⋶")
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+ ("mathabx" "mathrel" "\\rightleftharpoon" 10571 "⥋")
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+ ("mathabx" "mathrel" "\\downdownharpoons" 10597 "⥥")
+ ("mathabx" "mathrel" "\\leftbarharpoon" 10602 "⥪")
+ ("mathabx" "mathrel" "\\barleftharpoon" 10603 "⥫")
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+ ("mathabx" "mathrel" "\\barrightharpoon" 10605 "⥭")
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+ ("oz" "mathbin" "\\rsub" 10853 "⩥")
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+ ("oz" "mathclose" "\\rimg" 10632 "⦈")
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+ ("oz" "mathop" "\\zproject" 10785 "⨡")
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+ ("oz" "mathopen" "\\lblot" 10633 "⦉")
+ ("oz" "mathord" "\\#" 35 "#" t)
+ ("oz" "mathord" "\\spot" 10625 "⦁")
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+ ("oz" "mathrel" "\\ffun" 8699 "⇻")
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+ ("oz" "mathrel" "\\pinj" 10516 "⤔")
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+ ("oz" "mathrel" "\\bij" 10518 "⤖")
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+ ("slantedGreek" "mathalpha" "\\Phi" 120567 "𝛷")
+ ("slantedGreek" "mathalpha" "\\Psi" 120569 "𝛹")
+ ("slantedGreek" "mathalpha" "\\Omega" 120570 "𝛺")
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+ ("stmaryrd" "mathbin" "\\bigtriangledown" 9661 "▽" t)
+ ("stmaryrd" "mathbin" "\\boxbar" 9707 "◫")
+ ("stmaryrd" "mathbin" "\\boxslash" 10692 "⧄")
+ ("stmaryrd" "mathbin" "\\boxbslash" 10693 "⧅")
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+ ("stmaryrd" "mathbin" "\\boxbox" 10696 "⧈")
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+ ("stmaryrd" "mathbin" "\\sslash" 11005 "⫽")
+ ("stmaryrd" "mathbin" "\\talloblong" 11006 "⫾")
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+ ("stmaryrd" "mathop" "\\biginterleave" 11004 "⫼")
+ ("stmaryrd" "mathopen" "\\Lbag" 10181 "⟅")
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+ ("stmaryrd" "mathrel" "\\leftrightarrowtriangle" 8703 "⇿")
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+ ("txfonts" "mathbin" "\\circledless" 10688 "⧀")
+ ("txfonts" "mathbin" "\\circledgtr" 10689 "⧁")
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+ ("txfonts" "mathbin" "\\boxast" 10694 "⧆")
+ ("txfonts" "mathclose" "\\Rbag" 10182 "⟆")
+ ("txfonts" "mathop" "\\oiiint" 8752 "∰")
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+ ("txfonts" "mathop" "\\varprod" 10761 "⨉")
+ ("txfonts" "mathopen" "\\Lbag" 10181 "⟅")
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+ ("txfonts" "mathord" "\\vardiamondsuit" 9830 "♦")
+ ("txfonts" "mathord" "\\varclubsuit" 9831 "♧")
+ ("txfonts" "mathord" "\\medcirc" 9898 "⚪")
+ ("txfonts" "mathord" "\\medbullet" 9899 "⚫")
+ ("txfonts" "mathord" "\\Diamonddot" 10192 "⟐")
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+ ("txfonts" "mathrel" "\\Nearrow" 8663 "⇗")
+ ("txfonts" "mathrel" "\\Searrow" 8664 "⇘")
+ ("txfonts" "mathrel" "\\Swarrow" 8665 "⇙")
+ ("txfonts" "mathrel" "\\leftsquigarrow" 8668 "⇜")
+ ("txfonts" "mathrel" "\\eqcolon" 8761 "∹")
+ ("txfonts" "mathrel" "\\nsimeq" 8772 "≄")
+ ("txfonts" "mathrel" "\\coloneq" 8788 "≔" t)
+ ("txfonts" "mathrel" "\\eqcolon" 8789 "≕" t)
+ ("txfonts" "mathrel" "\\VDash" 8875 "⊫")
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+ ("txfonts" "mathrel" "\\multimapdotbothB" 8887 "⊷")
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+ ("txfonts" "mathrel" "\\strictfi" 10620 "⥼")
+ ("txfonts" "mathrel" "\\strictif" 10621 "⥽")
+ ("txfonts" "mathrel" "\\multimapboth" 10719 "⧟")
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+ ("txfonts" "mathrel" "\\preceqq" 10931 "⪳")
+ ("txfonts" "mathrel" "\\succeqq" 10932 "⪴")
+ ("txfonts" "mathrel" "\\Top" 10986 "⫪")
+ ("txfonts" "mathrel" "\\Bot" 10987 "⫫")
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+ ("uprightstyle" "mathalpha" "d" 119889 "𝑑" t)
+ ("uprightstyle" "mathalpha" "e" 119890 "𝑒" t)
+ ("uprightstyle" "mathalpha" "f" 119891 "𝑓" t)
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+ ("uprightstyle" "mathalpha" "i" 119894 "𝑖" t)
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+ ("uprightstyle" "mathalpha" "n" 119899 "𝑛" t)
+ ("uprightstyle" "mathalpha" "o" 119900 "𝑜" t)
+ ("uprightstyle" "mathalpha" "p" 119901 "𝑝" t)
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+ ("uprightstyle" "mathalpha" "r" 119903 "𝑟" t)
+ ("uprightstyle" "mathalpha" "s" 119904 "𝑠" t)
+ ("uprightstyle" "mathalpha" "t" 119905 "𝑡" t)
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+ ("uprightstyle" "mathalpha" "w" 119908 "𝑤" t)
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+ ("uprightstyle" "mathalpha" "y" 119910 "𝑦" t)
+ ("uprightstyle" "mathalpha" "z" 119911 "𝑧" t)
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+ ("wasysym" "mathbin" "\\lhd" 9665 "◁")
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+ ("wasysym" "mathord" "\\wasylozenge" 8977 "⌑")
+ ("wasysym" "mathord" "\\APLinv" 9017 "⌹")
+ ("wasysym" "mathord" "\\notbackslash" 9024 "⍀")
+ ("wasysym" "mathord" "\\APLleftarrowbox" 9031 "⍇")
+ ("wasysym" "mathord" "\\APLrightarrowbox" 9032 "⍈")
+ ("wasysym" "mathord" "\\APLuparrowbox" 9040 "⍐")
+ ("wasysym" "mathord" "\\APLdownarrowbox" 9047 "⍗")
+ ("wasysym" "mathord" "\\APLcomment" 9053 "⍝")
+ ("wasysym" "mathord" "\\APLinput" 9054 "⍞")
+ ("wasysym" "mathord" "\\APLlog" 9055 "⍟")
+ ("wasysym" "mathord" "\\CIRCLE" 9679 "●")
+ ("wasysym" "mathord" "\\LEFTcircle" 9680 "◐")
+ ("wasysym" "mathord" "\\RIGHTcircle" 9681 "◑")
+ ("wasysym" "mathord" "\\LEFTCIRCLE" 9686 "◖")
+ ("wasysym" "mathord" "\\RIGHTCIRCLE" 9687 "◗")
+ ("wasysym" "mathord" "\\Square" 9744 "☐")
+ ("wasysym" "mathord" "\\CheckedBox" 9745 "☑")
+ ("wasysym" "mathord" "\\XBox" 9746 "☒")
+ ("wasysym" "mathord" "\\frownie" 9785 "☹")
+ ("wasysym" "mathord" "\\smiley" 9786 "☺")
+ ("wasysym" "mathord" "\\blacksmiley" 9787 "☻")
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+ ("wasysym" "mathord" "\\rightmoon" 9789 "☽")
+ ("wasysym" "mathord" "\\leftmoon" 9790 "☾")
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+ ("wasysym" "mathord" "\\female" 9792 "♀")
+ ("wasysym" "mathord" "\\earth" 9793 "♁")
+ ("wasysym" "mathord" "\\male" 9794 "♂")
+ ("wasysym" "mathord" "\\jupiter" 9795 "♃")
+ ("wasysym" "mathord" "\\saturn" 9796 "♄")
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+ ("wasysym" "mathord" "\\cancer" 9803 "♋")
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+ ("wasysym" "mathord" "\\scorpio" 9807 "♏")
+ ("wasysym" "mathord" "\\sagittarius" 9808 "♐")
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+ ("wasysym" "mathord" "\\aquarius" 9810 "♒")
+ ("wasysym" "mathord" "\\pisces" 9811 "♓")
+ ("wasysym" "mathord" "\\quarternote" 9833 "♩")
+ ("wasysym" "mathord" "\\twonotes" 9835 "♫")
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+ ("wrisym" "mathaccent" "\\LVec" 8406 "⃖")
+ ("wrisym" "mathaccent" "\\vec" 8407 "⃗" t)
+ ("wrisym" "mathalpha" "\\Micro" 181 "µ")
+ ("wrisym" "mathalpha" "\\Stigma" 986 "Ϛ")
+ ("wrisym" "mathalpha" "\\stigma" 987 "ϛ")
+ ("wrisym" "mathalpha" "\\Digamma" 988 "Ϝ")
+ ("wrisym" "mathalpha" "\\digamma" 989 "ϝ")
+ ("wrisym" "mathalpha" "\\Sampi" 992 "Ϡ")
+ ("wrisym" "mathalpha" "\\Angstroem" 8491 "Å")
+ ("wrisym" "mathalpha" "\\beth" 8502 "ℶ")
+ ("wrisym" "mathalpha" "\\gimel" 8503 "ℷ")
+ ("wrisym" "mathalpha" "\\daleth" 8504 "ℸ")
+ ("wrisym" "mathclose" "\\rrbracket" 10215 "⟧")
+ ("wrisym" "mathop" "\\fint" 10767 "⨏")
+ ("wrisym" "mathopen" "\\llbracket" 10214 "⟦")
+ ("wrisym" "mathord" "\\backepsilon" 1014 "϶")
+ ("wrisym" "mathord" "\\Euler" 8455 "ℇ")
+ ("wrisym" "mathord" "\\CapitalDifferentialD" 8517 "ⅅ")
+ ("wrisym" "mathord" "\\DifferentialD" 8518 "ⅆ")
+ ("wrisym" "mathord" "\\ExponetialE" 8519 "ⅇ")
+ ("wrisym" "mathord" "\\ComplexI" 8520 "ⅈ")
+ ("wrisym" "mathord" "\\ComplexJ" 8521 "ⅉ")
+ ("wrisym" "mathord" "\\rightangle" 8735 "∟")
+ ("wrisym" "mathord" "\\measuredangle" 8737 "∡")
+ ("wrisym" "mathord" "\\sphericalangle" 8738 "∢")
+ ("wrisym" "mathord" "\\therefore" 8756 "∴")
+ ("wrisym" "mathord" "\\because" 8757 "∵")
+ ("wrisym" "mathover" "\\overparen" 9180 "⏜")
+ ("wrisym" "mathrel" "\\leftrightarrow" 8596 "↔" t)
+ ("wrisym" "mathrel" "\\MapsUp" 8613 "↥")
+ ("wrisym" "mathrel" "\\MapsDown" 8615 "↧")
+ ("wrisym" "mathrel" "\\LeftArrowBar" 8676 "⇤")
+ ("wrisym" "mathrel" "\\RightArrowBar" 8677 "⇥")
+ ("wrisym" "mathrel" "\\nni" 8716 "∌")
+ ("wrisym" "mathrel" "\\Proportion" 8759 "∷")
+ ("wrisym" "mathrel" "\\nsim" 8769 "≁")
+ ("wrisym" "mathrel" "\\ncong" 8775 "≇")
+ ("wrisym" "mathrel" "\\napprox" 8777 "≉")
+ ("wrisym" "mathrel" "\\Bumpeq" 8782 "≎")
+ ("wrisym" "mathrel" "\\bumpeq" 8783 "≏")
+ ("wrisym" "mathrel" "\\nequiv" 8802 "≢")
+ ("wrisym" "mathrel" "\\nleq" 8816 "≰")
+ ("wrisym" "mathrel" "\\ngeq" 8817 "≱")
+ ("wrisym" "mathrel" "\\NotLessTilde" 8820 "≴")
+ ("wrisym" "mathrel" "\\NotGreaterTilde" 8821 "≵")
+ ("wrisym" "mathrel" "\\NotGreaterLess" 8825 "≹")
+ ("wrisym" "mathrel" "\\nprec" 8832 "⊀")
+ ("wrisym" "mathrel" "\\nsucc" 8833 "⊁")
+ ("wrisym" "mathrel" "\\nsubset" 8836 "⊄")
+ ("wrisym" "mathrel" "\\nsupset" 8837 "⊅")
+ ("wrisym" "mathrel" "\\nsubseteq" 8840 "⊈")
+ ("wrisym" "mathrel" "\\nsupseteq" 8841 "⊉")
+ ("wrisym" "mathrel" "\\npreceq" 8928 "⋠")
+ ("wrisym" "mathrel" "\\nsucceq" 8929 "⋡")
+ ("wrisym" "mathrel" "\\nsqsubseteq" 8930 "⋢")
+ ("wrisym" "mathrel" "\\nsqsupseteq" 8931 "⋣")
+ ("wrisym" "mathrel" "\\UpArrowBar" 10514 "⤒")
+ ("wrisym" "mathrel" "\\DownArrowBar" 10515 "⤓")
+ ("wrisym" "mathrel" "\\leftrightharpoonup" 10574 "⥎")
+ ("wrisym" "mathrel" "\\rightupdownharpoon" 10575 "⥏")
+ ("wrisym" "mathrel" "\\leftrightharpoondown" 10576 "⥐")
+ ("wrisym" "mathrel" "\\leftupdownharpoon" 10577 "⥑")
+ ("wrisym" "mathrel" "\\LeftVectorBar" 10578 "⥒")
+ ("wrisym" "mathrel" "\\RightVectorBar" 10579 "⥓")
+ ("wrisym" "mathrel" "\\RightUpVectorBar" 10580 "⥔")
+ ("wrisym" "mathrel" "\\RightDownVectorBar" 10581 "⥕")
+ ("wrisym" "mathrel" "\\DownLeftVectorBar" 10582 "⥖")
+ ("wrisym" "mathrel" "\\DownRightVectorBar" 10583 "⥗")
+ ("wrisym" "mathrel" "\\LeftUpVectorBar" 10584 "⥘")
+ ("wrisym" "mathrel" "\\LeftDownVectorBar" 10585 "⥙")
+ ("wrisym" "mathrel" "\\LeftTeeVector" 10586 "⥚")
+ ("wrisym" "mathrel" "\\RightTeeVector" 10587 "⥛")
+ ("wrisym" "mathrel" "\\RightUpTeeVector" 10588 "⥜")
+ ("wrisym" "mathrel" "\\RightDownTeeVector" 10589 "⥝")
+ ("wrisym" "mathrel" "\\DownLeftTeeVector" 10590 "⥞")
+ ("wrisym" "mathrel" "\\DownRightTeeVector" 10591 "⥟")
+ ("wrisym" "mathrel" "\\LeftUpTeeVector" 10592 "⥠")
+ ("wrisym" "mathrel" "\\LeftDownTeeVector" 10593 "⥡")
+ ("wrisym" "mathrel" "\\LeftTriangleBar" 10703 "⧏")
+ ("wrisym" "mathrel" "\\RightTriangleBar" 10704 "⧐")
+ ("wrisym" "mathrel" "\\Equal" 10869 "⩵")
+ ("wrisym" "mathrel" "\\Same" 10870 "⩶")
+ ("wrisym" "mathrel" "\\NestedLessLess" 10913 "⪡")
+ ("wrisym" "mathrel" "\\NestedGreaterGreater" 10914 "⪢")
+ ("wrisym" "mathunder" "\\underparen" 9181 "⏝"))
+ "Mathematical symbols from various LaTeX packages.
+Each element is of the form
+
+ (package class command unicode symbol conflict)
+
+CONFLICT is a Boolean that indicates that this command conflicts
+or generates different symbol from math-unicode package. Thus the
+generated LaTeX symbol might be different from 5th
+element (symbol) in the list above. See LUCR reference [1] for
+more details. Package 'literal' corresponds to core (La)TeX.
+
+ [1] http://milde.users.sourceforge.net/LUCR/Math/";)
- [1] http://milde.users.sourceforge.net/LUCR/Math/
- [2] https://github.com/wspr/unicode-math/blob/master/unicode-math-table.tex
- [3] http://milde.users.sourceforge.net/LUCR/Math/data/unimathsymbols.txt
-"
- (let* ((lines (with-temp-buffer
- (insert-file-contents file)
- (split-string (buffer-string) "\n" t)))
- (symb (cl-loop for l in lines
- unless (string-match-p "^#" l)
- for words = (split-string l "\\^")
- if (> (length (nth 3 words)) 0)
- collect (list (nth 5 words) (nth 3 words) (nth 0
words) (substring (nth 1 words) -1))
- ;; if (and (> (length (nth 3 words)) 0)
- ;; (not (string= (nth 2 words) (nth 3 words))))
- ;; collect (list (nth 5 words) (nth 2 words) (nth 0
words) (substring (nth 1 words) -1))
- ))
- (symb (cl-sort symb (lambda (a b) (string-lessp (concat (car a) (cadr
a)) (concat (car b) (cadr b)))))))
- (if print
- (let ((out-buff (get-buffer-create "*symbol-list*")))
- (with-current-buffer out-buff
- (erase-buffer)
- (insert "(")
- (dolist (w symb)
- (insert (apply 'format "(\"%s\" \"\\%s\" #X%s \"%s\")\n" w )))
- (insert ")")
- (goto-char (point-min)))
- (switch-to-buffer out-buff))
- symb)))
+(defconst math-symbol-list-subscripts
+ '(("subscript" "_0" 8320 "₀")
+ ("subscript" "_1" 8321 "₁")
+ ("subscript" "_2" 8322 "₂")
+ ("subscript" "_3" 8323 "₃")
+ ("subscript" "_4" 8324 "₄")
+ ("subscript" "_5" 8325 "₅")
+ ("subscript" "_6" 8326 "₆")
+ ("subscript" "_7" 8327 "₇")
+ ("subscript" "_8" 8328 "₈")
+ ("subscript" "_9" 8329 "₉")
+ ("subscript" "_+" 8330 "₊")
+ ("subscript" "_-" 8331 "₋")
+ ("subscript" "_=" 8332 "₌")
+ ("subscript" "_(" 8333 "₍")
+ ("subscript" "_)" 8334 "₎")
+ ("subscript" "_a" 8336 "ₐ")
+ ("subscript" "_e" 8337 "ₑ")
+ ("subscript" "_h" 8341 "ₕ")
+ ("subscript" "_i" 7522 "ᵢ")
+ ("subscript" "_j" 11388 "ⱼ")
+ ("subscript" "_k" 8342 "ₖ")
+ ("subscript" "_l" 8343 "ₗ")
+ ("subscript" "_m" 8344 "ₘ")
+ ("subscript" "_n" 8345 "ₙ")
+ ("subscript" "_o" 8338 "ₒ")
+ ("subscript" "_p" 8346 "ₚ")
+ ("subscript" "_r" 7523 "ᵣ")
+ ("subscript" "_s" 8347 "ₛ")
+ ("subscript" "_t" 8348 "ₜ")
+ ("subscript" "_u" 7524 "ᵤ")
+ ("subscript" "_v" 7525 "ᵥ")
+ ("subscript" "_x" 8339 "ₓ")
+ ("subscript" "_beta" 7526 "ᵦ")
+ ("subscript" "_gamma" 7527 "ᵧ")
+ ("subscript" "_rho" 7528 "ᵨ")
+ ("subscript" "_varphi" 7529 "ᵩ")
+ ("subscript" "_chi" 7530 "ᵪ"))
+ "List of unicode subscripts.")
+
+(defconst math-symbol-list-superscripts
+ '(("superscripts" "^0" 8304 "⁰")
+ ("superscripts" "^1" 185 "¹")
+ ("superscripts" "^2" 178 "²")
+ ("superscripts" "^3" 179 "³")
+ ("superscripts" "^4" 8308 "⁴")
+ ("superscripts" "^5" 8309 "⁵")
+ ("superscripts" "^6" 8310 "⁶")
+ ("superscripts" "^7" 8311 "⁷")
+ ("superscripts" "^8" 8312 "⁸")
+ ("superscripts" "^9" 8313 "⁹")
+ ("superscripts" "^+" 8314 "⁺")
+ ("superscripts" "^-" 8315 "⁻")
+ ("superscripts" "^=" 8316 "⁼")
+ ("superscripts" "^(" 8317 "⁽")
+ ("superscripts" "^)" 8318 "⁾")
+ ("superscripts" "^a" 7491 "ᵃ")
+ ("superscripts" "^b" 7495 "ᵇ")
+ ("superscripts" "^c" 7580 "ᶜ")
+ ("superscripts" "^d" 7496 "ᵈ")
+ ("superscripts" "^e" 7497 "ᵉ")
+ ("superscripts" "^f" 7584 "ᶠ")
+ ("superscripts" "^g" 7501 "ᵍ")
+ ("superscripts" "^h" 688 "ʰ")
+ ("superscripts" "^i" 8305 "ⁱ")
+ ("superscripts" "^j" 690 "ʲ")
+ ("superscripts" "^k" 7503 "ᵏ")
+ ("superscripts" "^l" 737 "ˡ")
+ ("superscripts" "^m" 7504 "ᵐ")
+ ("superscripts" "^n" 8319 "ⁿ")
+ ("superscripts" "^o" 7506 "ᵒ")
+ ("superscripts" "^p" 7510 "ᵖ")
+ ("superscripts" "^r" 691 "ʳ")
+ ("superscripts" "^s" 738 "ˢ")
+ ("superscripts" "^t" 7511 "ᵗ")
+ ("superscripts" "^u" 7512 "ᵘ")
+ ("superscripts" "^v" 7515 "ᵛ")
+ ("superscripts" "^w" 695 "ʷ")
+ ("superscripts" "^x" 739 "ˣ")
+ ("superscripts" "^y" 696 "ʸ")
+ ("superscripts" "^z" 7611 "ᶻ")
+ ("superscripts" "^A" 7468 "ᴬ")
+ ("superscripts" "^B" 7470 "ᴮ")
+ ("superscripts" "^D" 7472 "ᴰ")
+ ("superscripts" "^E" 7473 "ᴱ")
+ ("superscripts" "^G" 7475 "ᴳ")
+ ("superscripts" "^H" 7476 "ᴴ")
+ ("superscripts" "^I" 7477 "ᴵ")
+ ("superscripts" "^J" 7478 "ᴶ")
+ ("superscripts" "^K" 7479 "ᴷ")
+ ("superscripts" "^L" 7480 "ᴸ")
+ ("superscripts" "^M" 7481 "ᴹ")
+ ("superscripts" "^N" 7482 "ᴺ")
+ ("superscripts" "^O" 7484 "ᴼ")
+ ("superscripts" "^P" 7486 "ᴾ")
+ ("superscripts" "^R" 7487 "ᴿ")
+ ("superscripts" "^T" 7488 "ᵀ")
+ ("superscripts" "^U" 7489 "ᵁ")
+ ("superscripts" "^V" 11389 "ⱽ")
+ ("superscripts" "^W" 7490 "ᵂ")
+ ("superscripts" "^beta" 7517 "ᵝ")
+ ("superscripts" "^gamma" 7518 "ᵞ")
+ ("superscripts" "^delta" 7519 "ᵟ")
+ ("superscripts" "^theta" 7615 "ᶿ")
+ ("superscripts" "^iota" 7589 "ᶥ")
+ ("superscripts" "^varphi" 7520 "ᵠ")
+ ("superscripts" "^chi" 7521 "ᵡ"))
+ "List of unicode superscripts.")
+
+(provide 'math-symbol-lists)
(provide 'math-symbol-lists)
+
+;;; math-symbol-lists.el ends here
diff --git a/msl-build.el b/msl-build.el
new file mode 100644
index 0000000..202c4bd
--- /dev/null
+++ b/msl-build.el
@@ -0,0 +1,145 @@
+;; functions to build symbol lists
+
+(require 'cl)
+
+;; IMPORT UTILITIES
+;;
+;; Utilities for reading LUCR list from [1] and optionally PRINT. LUCR list is
a
+;; super-set of unicode-math list [2]. FILE is a local file from [3].
+;;
+;; [1] http://milde.users.sourceforge.net/LUCR/Math/
+;; [2] https://github.com/wspr/unicode-math/blob/master/unicode-math-table.tex
+;; [3] http://milde.users.sourceforge.net/LUCR/Math/data/unimathsymbols.txt
+
+(defun msl--LUCR-parse-alias (str)
+ ;; (msl--LUCR-parse-alias "= \\Theta (-slantedGreek)")
+ ;; (msl--LUCR-parse-alias "= \\mathrm{\\Theta}")
+ (when (and str (msl--no-{}-p str))
+ (if (string-match " ?= ?\\(\\\\[^() ]+\\) *$" str)
+ (cons (match-string 1 str) "latex")
+ (if (string-match " ?= ?\\(\\\\[^() ]+\\) *(\\(.+\\)) *$" str)
+ (cons (match-string 1 str) (match-string 2 str))))))
+
+(defun msl--LUCR-parse-line (line)
+ (let* ((words (split-string line "\\^"))
+ (comment (nth 7 words))
+ (aliases (when comment
+ (delq nil
+ (mapcar #'msl--LUCR-parse-alias
+ (split-string comment ", *")))))
+ (packages (when (> (length (nth 6 words)) 0)
+ (split-string (nth 6 words) " +")))
+ (usymb (nth 1 words)))
+ (when (> (length usymb) 0)
+ (list (nth 0 words) ;; 0: HEX Code
+ (when (> (length usymb) 0)
+ (substring usymb -1)) ;; 1: Unicode Symbol
+ (nth 2 words) ;; 2: La(TeX) command
+ (nth 3 words) ;; 3: unicode-math package command
+ (nth 4 words) ;; 4: Class
+ (nth 5 words) ;; 5: category
+ packages ;; 6: packages (prefixed with _
are conflicts)
+ aliases)))) ;; 7: aliases (conses of (alias
. package))
+
+(defun msl--no-{}-p (str)
+ (not (string-match "[{}]" str)))
+
+(defun msl--LUCR-read-file (file)
+ (let ((lines (with-temp-buffer
+ (insert-file-contents file)
+ (split-string (buffer-string) "\n" t))))
+ (delq nil
+ (cl-loop for l in lines
+ unless (string-match-p "^#" l)
+ collect (msl--LUCR-parse-line l)))))
+
+(defun msl--LUCR-to-msl (lucr &optional latex alias no-parse)
+ "Convert LUCR list to this package conventions.
+If LATEX is non-nil, give package and latex command instead of
+unicode-math command. If ALIAS is non-nil give package and latex
+command from alias field. "
+ (flet ((code (el) (if no-parse (car el) (string-to-number (car el) 16))))
+ (let ((sl (delq nil
+ (cond
+ (latex (mapcan (lambda (el)
+ (and (> (length (nth 2 el)) 0)
+ (> (length (nth 6 el)) 0)
+ (msl--no-{}-p (nth 2 el))
+ (mapcar (lambda (pkg)
+ (list pkg (nth 5 el) (nth
2 el) (code el) (nth 1 el)))
+ (nth 6 el))))
+ lucr))
+ (alias (mapcan (lambda (el)
+ (mapcan (lambda (pkg)
+ (and (> (length (car pkg)) 0)
+ (msl--no-{}-p (car pkg))
+ (mapcar (lambda (pkg2)
+ (list pkg2 (nth
5 el) (car pkg) (code el) (nth 1 el)))
+ (split-string
(cdr pkg) " +"))))
+ (nth 7 el)))
+ lucr))
+ (t (mapcar (lambda (el)
+ (and (string-match-p "\\\\" (nth 3 el))
+ (list (nth 5 el) (nth 3 el) (code el)
(nth 1 el))))
+ lucr))))))
+ (when (or latex alias)
+ (setq sl (mapcar (lambda (el)
+ (if (not (string-match-p "^-" (car el)))
+ el
+ (append (list (substring (car el) 1)) (cdr el)
(list t))))
+ sl)))
+ (cl-sort sl (lambda (a b) (string-lessp (concat (car a) (cadr a))
(concat (car b) (cadr b))))))))
+
+(defun msl--LUCR-filter-LaTeX-aliases (list)
+ (delq nil
+ (mapcar (lambda (el)
+ (when (cl-some (lambda (al)
+ (and (string= "latex" (cdr al))
+ (msl--no-{}-p (car al))))
+ (nth 7 el))
+ el))
+ list)))
+
+;; this is how you build those
+(setq tt (msl--LUCR-read-file "./data/unimathsymbols.txt"))
+
+;; extra aliases for basic symbols
+(setq tt2 (msl--LUCR-filter-LaTeX-aliases tt))
+(msl--LUCR-to-msl tt2 nil t)
+
+;; extended
+(msl--LUCR-to-msl tt)
+;; packages
+(msl--LUCR-to-msl tt t)
+;; aliases
+(msl--LUCR-to-msl tt nil t)
+
+
+;; SUBSCRIPTS and SUPERSCRIPTS
+
+(defvar subscripts )
+(defvar superscripts
"ⱽª²³¹ºʰʱʲʳʴʵʶʷʸˠˡˢˣᴬᴭᴮᴯᴰᴱᴲᴳᴴᴵᴶᴷᴸᴹᴺᴻᴼᴽᴾᴿᵀᵁᵂᵃᵄᵅᵆᵇᵈᵉᵊᵋᵌᵍᵎᵏᵐᵑᵒᵓᵔᵕᵖᵗᵘᵙᵚᵛᵜᵝᵞᵟᵠᵡᵸᶛᶜᶝᶞᶟᶠᶡᶢᶣᶤᶥᶦᶧᶨᶩᶪᶫᶬᶭᶮᶯᶰᶱᶲᶳᶴᶵᶶᶷᶸᶹᶺᶻᶼᶽᶾᶿ⁰ⁱ⁴⁵⁶⁷⁸⁹⁺⁻⁼⁽⁾ⁿ")
+
+;; taken from
https://github.com/tpapp/company-unicode-subsuper/blob/master/company-unicode-subsuper.el
+(defconst unicode-name-table
+ '((?β . "beta")
+ (?γ . "gamma")
+ (?δ . "delta")
+ (?θ . "theta")
+ (?ɩ . "iota")
+ (?φ . "varphi") ; varphi instead of phi, as in LaTeX
+ (?χ . "chi")
+ (?ρ . "rho")
+ (?− . "-")) ; replace #x2212 with minus sign
+ "table for entering characters outside the ASCII range. Follows conventions
of LaTeX for Greek letters, but without the \\ prefix.")
+
+(defun gen-scirpted-alist (char-str type prefix)
+ (mapcar (lambda (c)
+ (let* ((dec (cdr (get-char-code-property c 'decomposition)))
+ (plain (or (cdr (assoc (car dec) unicode-name-table)) dec)))
+ (list type (concat prefix plain) c (char-to-string c))))
+ char-str))
+
+(gen-scirpted-alist "₀₁₂₃₄₅₆₇₈₉₊₋₌₍₎ₐₑₕᵢⱼₖₗₘₙₒₚᵣₛₜᵤᵥₓᵦᵧᵨᵩᵪ" "subscript" "_")
+(gen-scirpted-alist
"⁰¹²³⁴⁵⁶⁷⁸⁹⁺⁻⁼⁽⁾ᵃᵇᶜᵈᵉᶠᵍʰⁱʲᵏˡᵐⁿᵒᵖʳˢᵗᵘᵛʷˣʸᶻᴬᴮᴰᴱᴳᴴᴵᴶᴷᴸᴹᴺᴼᴾᴿᵀᵁⱽᵂᵝᵞᵟᶿᶥᵠᵡ"
"superscripts" "^")
+
diff --git a/readme.md b/readme.md
index ca45e5f..8c1a72f 100644
--- a/readme.md
+++ b/readme.md
@@ -1,4 +1,15 @@
This is a "storage" package used by completion engines such as
`company-math.el` and `ac-math.el`.
-Defined (a)lists are: `math-symbol-list-basic`, `math-symbol-list-extended`,
-`math-symbol-list-latex-commands`.
+Defined (a)lists are:
+
+ `math-symbol-list-basic`
+ `math-symbol-list-extended`
+ `math-symbol-list-packages`
+ `math-symbol-list-latex-commands`
+
+
+## Known packages that use these lists
+
+ - [company-math](https://github.com/vspinu/company-math)
+ - [ac-math](https://github.com/vspinu/ac-math)
+ - [unicode-math-input](https://github.com/tpapp/unicode-math-input)