├── after └── plugin │ └── compe_latex_symbols.vim ├── README.md ├── LICENSE.md └── lua └── compe_latex_symbols └── init.lua /after/plugin/compe_latex_symbols.vim: -------------------------------------------------------------------------------- 1 | if exists('g:loaded_compe') && has('nvim') 2 | lua require'compe'.register_source('latex_symbols', require'compe_latex_symbols') 3 | endif 4 | -------------------------------------------------------------------------------- /README.md: -------------------------------------------------------------------------------- 1 | # compe-latex-symbols 2 | 3 | [nvim-compe] source for Unicode symbols insertion by LaTeX-like name. Just type `\pointright`, 4 | invoke completion and enjoy your ☞. 5 | 6 | Supports most symbols from this list: 7 | 8 | ## Installation 9 | Use your favorite package manager. Example for [packer.nvim]: 10 | 11 | ```lua 12 | use 'GoldsteinE/compe-latex-symbols' 13 | ``` 14 | 15 | Requires [nvim-compe] to use. 16 | 17 | ## Configuration 18 | 19 | ```lua 20 | require('compe').setup { 21 | -- Other options 22 | source = { 23 | -- Other sources 24 | latex_symbols = true; 25 | } 26 | } 27 | ``` 28 | 29 | ## Options 30 | 31 | ### Insert the code 32 | 33 | You can customize to insert either the symbol or the code itself with `b:compe_latex_insert_code`. 34 | 35 | ```vim 36 | " Always insert the code in markdown files 37 | autocmd FileType markdown let b:compe_latex_insert_code = v:true 38 | ``` 39 | 40 | [nvim-compe]: https://github.com/hrsh7th/nvim-compe/ 41 | [packer.nvim]: https://github.com/wbthomason/packer.nvim/ 42 | -------------------------------------------------------------------------------- /LICENSE.md: -------------------------------------------------------------------------------- 1 | # Blue Oak Model License 2 | 3 | Version 1.0.0 4 | 5 | ## Purpose 6 | 7 | This license gives everyone as much permission to work with 8 | this software as possible, while protecting contributors 9 | from liability. 10 | 11 | ## Acceptance 12 | 13 | In order to receive this license, you must agree to its 14 | rules. The rules of this license are both obligations 15 | under that agreement and conditions to your license. 16 | You must not do anything with this software that triggers 17 | a rule that you cannot or will not follow. 18 | 19 | ## Copyright 20 | 21 | Each contributor licenses you to do everything with this 22 | software that would otherwise infringe that contributor's 23 | copyright in it. 24 | 25 | ## Notices 26 | 27 | You must ensure that everyone who gets a copy of 28 | any part of this software from you, with or without 29 | changes, also gets the text of this license or a link to 30 | . 31 | 32 | ## Excuse 33 | 34 | If anyone notifies you in writing that you have not 35 | complied with [Notices](#notices), you can keep your 36 | license by taking all practical steps to comply within 30 37 | days after the notice. If you do not do so, your license 38 | ends immediately. 39 | 40 | ## Patent 41 | 42 | Each contributor licenses you to do everything with this 43 | software that would otherwise infringe any patent claims 44 | they can license or become able to license. 45 | 46 | ## Reliability 47 | 48 | No contributor can revoke this license. 49 | 50 | ## No Liability 51 | 52 | ***As far as the law allows, this software comes as is, 53 | without any warranty or condition, and no contributor 54 | will be liable to anyone for any damages related to this 55 | software or this license, under any kind of legal claim.*** 56 | -------------------------------------------------------------------------------- /lua/compe_latex_symbols/init.lua: -------------------------------------------------------------------------------- 1 | local compe = require 'compe' 2 | 3 | local Source = {} 4 | 5 | function Source.get_metadata(self) 6 | return { 7 | priority = 100, 8 | dup = 1, 9 | menu = '[latex]', 10 | } 11 | end 12 | 13 | function Source.determine(self, context) 14 | local start = context.before_line:find('\\%S*$') 15 | if start ~= nil then 16 | return { 17 | keyword_pattern_offset = start, 18 | trigger_character_offset = start, 19 | } 20 | end 21 | return {} 22 | end 23 | 24 | local symbols 25 | local symbols_1l = nil 26 | local symbols_all = nil 27 | 28 | local function prepare_symbols() 29 | symbols_1l = {} 30 | symbols_all = {} 31 | 32 | for code, symbol in pairs(symbols) do 33 | local first_letter = code:sub(2, 2) 34 | local precompiled = { 35 | word = symbol, 36 | filter_text = code, 37 | menu = code, 38 | } 39 | 40 | local by_letter = symbols_1l[first_letter] 41 | if by_letter == nil then 42 | symbols_1l[first_letter] = { 43 | [code] = precompiled, 44 | } 45 | else 46 | by_letter[code] = precompiled 47 | end 48 | 49 | table.insert(symbols_all, precompiled) 50 | end 51 | end 52 | 53 | function Source.complete(self, args) 54 | local input = args.input 55 | if input == nil or input == "" then 56 | return 57 | end 58 | 59 | if symbols_1l == nil then 60 | prepare_symbols() 61 | end 62 | 63 | local first_letter = input:sub(2, 2) 64 | if first_letter == "" then 65 | args.callback { items = symbols_all } 66 | return 67 | end 68 | 69 | local items = {} 70 | for code, symbol in pairs(symbols_1l[first_letter]) do 71 | if code:sub(1, #input):lower() == input:lower() then 72 | if vim.b.compe_latex_insert_code then 73 | local symbol_rev = vim.deepcopy(symbol) 74 | symbol_rev.word = symbol_rev.menu 75 | table.insert(items, symbol_rev) 76 | else 77 | table.insert(items, symbol) 78 | end 79 | end 80 | end 81 | 82 | args.callback { items = items } 83 | end 84 | 85 | -- Just a giant table, nothing to see here 86 | -- Source: http://milde.users.sourceforge.net/LUCR/Math/ 87 | symbols = { 88 | ["\\:"] = " ", 89 | ["\\AC"] = "∿", 90 | ["\\APLboxquestion"] = "⍰", 91 | ["\\APLboxupcaret"] = "⍓", 92 | ["\\APLcomment"] = "⍝", 93 | ["\\APLdownarrowbox"] = "⍗", 94 | ["\\APLinput"] = "⍞", 95 | ["\\APLinv"] = "⌹", 96 | ["\\APLleftarrowbox"] = "⍇", 97 | ["\\APLlog"] = "⍟", 98 | ["\\APLrightarrowbox"] = "⍈", 99 | ["\\APLuparrowbox"] = "⍐", 100 | ["\\Alpha"] = "Α", 101 | ["\\Angstroem"] = "Å", 102 | ["\\Barv"] = "⫧", 103 | ["\\Beta"] = "Β", 104 | ["\\Bot"] = "⫫", 105 | ["\\Bumpeq"] = "≎", 106 | ["\\CIRCLE"] = "●", 107 | ["\\Cap"] = "⋒", 108 | ["\\CapitalDifferentialD"] = "ⅅ", 109 | ["\\CheckedBox"] = "☑", 110 | ["\\Chi"] = "Χ", 111 | ["\\Circle"] = "○", 112 | ["\\Coloneqq"] = "⩴", 113 | ["\\ComplexI"] = "ⅈ", 114 | ["\\ComplexJ"] = "ⅉ", 115 | ["\\Cup"] = "⋓", 116 | ["\\DDownarrow"] = "⟱", 117 | ["\\DashV"] = "⫥", 118 | ["\\DashVDash"] = "⟚", 119 | ["\\Dashv"] = "⫤", 120 | ["\\Ddownarrow"] = "⤋", 121 | ["\\Delta"] = "Δ", 122 | ["\\Diamond"] = "◇", 123 | ["\\Diamondblack"] = "◆", 124 | ["\\Diamonddot"] = "⟐", 125 | ["\\DifferentialD"] = "ⅆ", 126 | ["\\Digamma"] = "Ϝ", 127 | ["\\Doteq"] = "≑", 128 | ["\\DownArrowBar"] = "⤓", 129 | ["\\DownLeftTeeVector"] = "⥞", 130 | ["\\DownLeftVectorBar"] = "⥖", 131 | ["\\DownRightTeeVector"] = "⥟", 132 | ["\\DownRightVectorBar"] = "⥗", 133 | ["\\Downarrow"] = "⇓", 134 | ["\\Epsilon"] = "Ε", 135 | ["\\Equal"] = "⩵", 136 | ["\\Equiv"] = "≣", 137 | ["\\Eta"] = "Η", 138 | ["\\Euler"] = "ℇ", 139 | ["\\Exclam"] = "‼", 140 | ["\\ExponetialE"] = "ⅇ", 141 | ["\\Finv"] = "Ⅎ", 142 | ["\\Game"] = "⅁", 143 | ["\\Gamma"] = "Γ", 144 | ["\\Hermaphrodite"] = "⚥", 145 | ["\\Im"] = "ℑ", 146 | ["\\Iota"] = "Ι", 147 | ["\\Join"] = "⨝", 148 | ["\\Kappa"] = "Κ", 149 | ["\\Koppa"] = "Ϟ", 150 | ["\\LEFTCIRCLE"] = "◖", 151 | ["\\LEFTcircle"] = "◐", 152 | ["\\LHD"] = "◀", 153 | ["\\LLeftarrow"] = "⭅", 154 | ["\\Lambda"] = "Λ", 155 | ["\\Lbag"] = "⟅", 156 | ["\\Lbrbrak"] = "〘", 157 | ["\\LeftArrowBar"] = "⇤", 158 | ["\\LeftDownTeeVector"] = "⥡", 159 | ["\\LeftDownVectorBar"] = "⥙", 160 | ["\\LeftTeeVector"] = "⥚", 161 | ["\\LeftTriangleBar"] = "⧏", 162 | ["\\LeftUpTeeVector"] = "⥠", 163 | ["\\LeftUpVectorBar"] = "⥘", 164 | ["\\LeftVectorBar"] = "⥒", 165 | ["\\Leftarrow"] = "⇐", 166 | ["\\Leftrightarrow"] = "⇔", 167 | ["\\Lleftarrow"] = "⇚", 168 | ["\\Longleftarrow"] = "⟸", 169 | ["\\Longleftrightarrow"] = "⟺", 170 | ["\\Longmapsfrom"] = "⟽", 171 | ["\\Longmapsto"] = "⟾", 172 | ["\\Longrightarrow"] = "⟹", 173 | ["\\Lparen"] = "⦅", 174 | ["\\Lparengtr"] = "⦕", 175 | ["\\Lsh"] = "↰", 176 | ["\\Lvzigzag"] = "⧚", 177 | ["\\MapsDown"] = "↧", 178 | ["\\MapsUp"] = "↥", 179 | ["\\Mapsfrom"] = "⤆", 180 | ["\\Mapsto"] = "⤇", 181 | ["\\Micro"] = "µ", 182 | ["\\Nearrow"] = "⇗", 183 | ["\\NestedGreaterGreater"] = "⪢", 184 | ["\\NestedLessLess"] = "⪡", 185 | ["\\Not"] = "⫬", 186 | ["\\NotGreaterLess"] = "≹", 187 | ["\\NotGreaterTilde"] = "≵", 188 | ["\\NotLessTilde"] = "≴", 189 | ["\\Nwarrow"] = "⇖", 190 | ["\\Omega"] = "Ω", 191 | ["\\Otimes"] = "⨷", 192 | ["\\Phi"] = "Φ", 193 | ["\\Pi"] = "Π", 194 | ["\\Planckconst"] = "ℎ", 195 | ["\\PropertyLine"] = "⅊", 196 | ["\\Proportion"] = "∷", 197 | ["\\Psi"] = "Ψ", 198 | ["\\QED"] = "∎", 199 | ["\\Question"] = "⁇", 200 | ["\\RHD"] = "▶", 201 | ["\\RIGHTCIRCLE"] = "◗", 202 | ["\\RIGHTcircle"] = "◑", 203 | ["\\RRightarrow"] = "⭆", 204 | ["\\Rbag"] = "⟆", 205 | ["\\Rbrbrak"] = "〙", 206 | ["\\Re"] = "ℜ", 207 | ["\\Rho"] = "Ρ", 208 | ["\\RightArrowBar"] = "⇥", 209 | ["\\RightDownTeeVector"] = "⥝", 210 | ["\\RightDownVectorBar"] = "⥕", 211 | ["\\RightTeeVector"] = "⥛", 212 | ["\\RightTriangleBar"] = "⧐", 213 | ["\\RightUpTeeVector"] = "⥜", 214 | ["\\RightUpVectorBar"] = "⥔", 215 | ["\\RightVectorBar"] = "⥓", 216 | ["\\Rightarrow"] = "⇒", 217 | ["\\Rparen"] = "⦆", 218 | ["\\Rparenless"] = "⦖", 219 | ["\\Rrightarrow"] = "⇛", 220 | ["\\Rsh"] = "↱", 221 | ["\\Rvzigzag"] = "⧛", 222 | ["\\Same"] = "⩶", 223 | ["\\Sampi"] = "Ϡ", 224 | ["\\Searrow"] = "⇘", 225 | ["\\Sigma"] = "Σ", 226 | ["\\Sqcap"] = "⩎", 227 | ["\\Sqcup"] = "⩏", 228 | ["\\Square"] = "☐", 229 | ["\\Stigma"] = "Ϛ", 230 | ["\\Subset"] = "⋐", 231 | ["\\Sun"] = "☉", 232 | ["\\Supset"] = "⋑", 233 | ["\\Swarrow"] = "⇙", 234 | ["\\Tau"] = "Τ", 235 | ["\\Theta"] = "Θ", 236 | ["\\Top"] = "⫪", 237 | ["\\UUparrow"] = "⟰", 238 | ["\\UpArrowBar"] = "⤒", 239 | ["\\Uparrow"] = "⇑", 240 | ["\\Updownarrow"] = "⇕", 241 | ["\\Upsilon"] = "Υ", 242 | ["\\Uuparrow"] = "⤊", 243 | ["\\VDash"] = "⊫", 244 | ["\\VERT"] = "⦀", 245 | ["\\Vdash"] = "⊩", 246 | ["\\Vee"] = "⩔", 247 | ["\\Vvdash"] = "⊪", 248 | ["\\Wedge"] = "⩓", 249 | ["\\XBox"] = "☒", 250 | ["\\Xi"] = "Ξ", 251 | ["\\Yup"] = "⅄", 252 | ["\\Zbar"] = "Ƶ", 253 | ["\\Zeta"] = "Ζ", 254 | ["\\accurrent"] = "⏦", 255 | ["\\acidfree"] = "♾", 256 | ["\\acwcirclearrow"] = "⥀", 257 | ["\\acwgapcirclearrow"] = "⟲", 258 | ["\\acwleftarcarrow"] = "⤹", 259 | ["\\acwoverarcarrow"] = "⤺", 260 | ["\\acwunderarcarrow"] = "⤻", 261 | ["\\aleph"] = "ℵ", 262 | ["\\alpha"] = "α", 263 | ["\\amalg"] = "⨿", 264 | ["\\anchor"] = "⚓", 265 | ["\\angdnr"] = "⦟", 266 | ["\\angle"] = "∠", 267 | ["\\angles"] = "⦞", 268 | ["\\angleubar"] = "⦤", 269 | ["\\approx"] = "≈", 270 | ["\\approxeq"] = "≊", 271 | ["\\approxeqq"] = "⩰", 272 | ["\\approxident"] = "≋", 273 | ["\\aquarius"] = "♒", 274 | ["\\arceq"] = "≘", 275 | ["\\aries"] = "♈", 276 | ["\\arrowbullet"] = "➢", 277 | ["\\assert"] = "⊦", 278 | ["\\ast"] = "∗", 279 | ["\\asteq"] = "⩮", 280 | ["\\asymp"] = "≍", 281 | ["\\awint"] = "⨑", 282 | ["\\bNot"] = "⫭", 283 | ["\\backcong"] = "≌", 284 | ["\\backdprime"] = "‶", 285 | ["\\backepsilon"] = "϶", 286 | ["\\backprime"] = "‵", 287 | ["\\backsim"] = "∽", 288 | ["\\backsimeq"] = "⋍", 289 | ["\\backtrprime"] = "‷", 290 | ["\\bagmember"] = "⋿", 291 | ["\\ballotx"] = "✗", 292 | ["\\barcap"] = "⩃", 293 | ["\\barcup"] = "⩂", 294 | ["\\barin"] = "⋶", 295 | ["\\barleftarrowrightarrowba"] = "↹", 296 | ["\\barleftharpoon"] = "⥫", 297 | ["\\barovernorthwestarrow"] = "↸", 298 | ["\\barrightarrowdiamond"] = "⤠", 299 | ["\\barrightharpoon"] = "⥭", 300 | ["\\barvee"] = "⊽", 301 | ["\\barwedge"] = "⊼", 302 | ["\\bbrktbrk"] = "⎶", 303 | ["\\bdtriplevdash"] = "┆", 304 | ["\\because"] = "∵", 305 | ["\\benzenr"] = "⏣", 306 | ["\\beta"] = "β", 307 | ["\\beth"] = "ℶ", 308 | ["\\between"] = "≬", 309 | ["\\bigblacktriangledown"] = "▼", 310 | ["\\bigblacktriangleup"] = "▲", 311 | ["\\bigbot"] = "⟘", 312 | ["\\bigcap"] = "⋂", 313 | ["\\bigcup"] = "⋃", 314 | ["\\bigcupdot"] = "⨃", 315 | ["\\biginterleave"] = "⫼", 316 | ["\\bigodot"] = "⨀", 317 | ["\\bigoplus"] = "⨁", 318 | ["\\bigotimes"] = "⨂", 319 | ["\\bigslopedvee"] = "⩗", 320 | ["\\bigslopedwedge"] = "⩘", 321 | ["\\bigsqcap"] = "⨅", 322 | ["\\bigsqcup"] = "⨆", 323 | ["\\bigstar"] = "★", 324 | ["\\bigtalloblong"] = "⫿", 325 | ["\\bigtop"] = "⟙", 326 | ["\\bigtriangledown"] = "▽", 327 | ["\\bigtriangleleft"] = "⨞", 328 | ["\\bigtriangleup"] = "△", 329 | ["\\biguplus"] = "⨄", 330 | ["\\bigvee"] = "⋁", 331 | ["\\bigwedge"] = "⋀", 332 | ["\\bigwhitestar"] = "☆", 333 | ["\\bij"] = "⤖", 334 | ["\\biohazard"] = "☣", 335 | ["\\blackcircledownarrow"] = "⧭", 336 | ["\\blackcircledrightdot"] = "⚈", 337 | ["\\blackcircledtwodots"] = "⚉", 338 | ["\\blackcircleulquadwhite"] = "◕", 339 | ["\\blackdiamonddownarrow"] = "⧪", 340 | ["\\blackhourglass"] = "⧗", 341 | ["\\blackinwhitediamond"] = "◈", 342 | ["\\blackinwhitesquare"] = "▣", 343 | ["\\blacklozenge"] = "⧫", 344 | ["\\blackpointerleft"] = "◄", 345 | ["\\blackpointerright"] = "►", 346 | ["\\blacksmiley"] = "☻", 347 | ["\\blacksquare"] = "⬛", 348 | ["\\blacktriangledown"] = "▾", 349 | ["\\blacktriangleleft"] = "◂", 350 | ["\\blacktriangleright"] = "▸", 351 | ["\\blacktriangleup"] = "▴", 352 | ["\\blkhorzoval"] = "⬬", 353 | ["\\blkvertoval"] = "⬮", 354 | ["\\blockfull"] = "█", 355 | ["\\blockhalfshaded"] = "▒", 356 | ["\\blocklefthalf"] = "▌", 357 | ["\\blocklowhalf"] = "▄", 358 | ["\\blockqtrshaded"] = "░", 359 | ["\\blockrighthalf"] = "▐", 360 | ["\\blockthreeqtrshaded"] = "▓", 361 | ["\\blockuphalf"] = "▀", 362 | ["\\bot"] = "⊥", 363 | ["\\botsemicircle"] = "◡", 364 | ["\\bowtie"] = "⋈", 365 | ["\\boxast"] = "⧆", 366 | ["\\boxbar"] = "◫", 367 | ["\\boxbox"] = "⧈", 368 | ["\\boxbslash"] = "⧅", 369 | ["\\boxcircle"] = "⧇", 370 | ["\\boxdot"] = "⊡", 371 | ["\\boxminus"] = "⊟", 372 | ["\\boxonbox"] = "⧉", 373 | ["\\boxplus"] = "⊞", 374 | ["\\boxslash"] = "⧄", 375 | ["\\boxtimes"] = "⊠", 376 | ["\\bsimilarleftarrow"] = "⭁", 377 | ["\\bsimilarrightarrow"] = "⭇", 378 | ["\\bsolhsub"] = "⟈", 379 | ["\\btimes"] = "⨲", 380 | ["\\bullet"] = "∙", 381 | ["\\bullseye"] = "◎", 382 | ["\\bumpeq"] = "≏", 383 | ["\\bumpeqq"] = "⪮", 384 | ["\\cancer"] = "♋", 385 | ["\\cap"] = "∩", 386 | ["\\capbarcup"] = "⩉", 387 | ["\\capdot"] = "⩀", 388 | ["\\capovercup"] = "⩇", 389 | ["\\capricornus"] = "♑", 390 | ["\\capwedge"] = "⩄", 391 | ["\\caretinsert"] = "‸", 392 | ["\\carriagereturn"] = "↵", 393 | ["\\cat"] = "⁀", 394 | ["\\ccwundercurvearrow"] = "⤿", 395 | ["\\cdot"] = "⋅", 396 | ["\\cdotp"] = "·", 397 | ["\\cdots"] = "⋯", 398 | ["\\cent"] = "¢", 399 | ["\\checkmark"] = "✓", 400 | ["\\chi"] = "χ", 401 | ["\\cirE"] = "⧃", 402 | ["\\cirbot"] = "⟟", 403 | ["\\circ"] = "∘", 404 | ["\\circeq"] = "≗", 405 | ["\\circlearrowleft"] = "↺", 406 | ["\\circlearrowright"] = "↻", 407 | ["\\circlebottomhalfblack"] = "◒", 408 | ["\\circledR"] = "®", 409 | ["\\circledast"] = "⊛", 410 | ["\\circledbslash"] = "⦸", 411 | ["\\circledbullet"] = "⦿", 412 | ["\\circledcirc"] = "⊚", 413 | ["\\circleddash"] = "⊝", 414 | ["\\circledequal"] = "⊜", 415 | ["\\circledgtr"] = "⧁", 416 | ["\\circledless"] = "⧀", 417 | ["\\circledownarrow"] = "⧬", 418 | ["\\circledparallel"] = "⦷", 419 | ["\\circledrightdot"] = "⚆", 420 | ["\\circledstar"] = "✪", 421 | ["\\circledtwodots"] = "⚇", 422 | ["\\circledvert"] = "⦶", 423 | ["\\circledwhitebullet"] = "⦾", 424 | ["\\circlehbar"] = "⦵", 425 | ["\\circlellquad"] = "◵", 426 | ["\\circlelrquad"] = "◶", 427 | ["\\circleonleftarrow"] = "⬰", 428 | ["\\circleonrightarrow"] = "⇴", 429 | ["\\circletophalfblack"] = "◓", 430 | ["\\circleulquad"] = "◴", 431 | ["\\circleurquad"] = "◷", 432 | ["\\circleurquadblack"] = "◔", 433 | ["\\circlevertfill"] = "◍", 434 | ["\\cirfnint"] = "⨐", 435 | ["\\cirmid"] = "⫯", 436 | ["\\cirscir"] = "⧂", 437 | ["\\closedvarcap"] = "⩍", 438 | ["\\closedvarcup"] = "⩌", 439 | ["\\closedvarcupsmashprod"] = "⩐", 440 | ["\\clubsuit"] = "♣", 441 | ["\\coloneq"] = "≔", 442 | ["\\commaminus"] = "⨩", 443 | ["\\complement"] = "∁", 444 | ["\\concavediamond"] = "⟡", 445 | ["\\concavediamondtickleft"] = "⟢", 446 | ["\\concavediamondtickright"] = "⟣", 447 | ["\\cong"] = "≅", 448 | ["\\congdot"] = "⩭", 449 | ["\\conictaper"] = "⌲", 450 | ["\\conjquant"] = "⨇", 451 | ["\\coprod"] = "∐", 452 | ["\\corresponds"] = "≙", 453 | ["\\csub"] = "⫏", 454 | ["\\csube"] = "⫑", 455 | ["\\csup"] = "⫐", 456 | ["\\csupe"] = "⫒", 457 | ["\\cup"] = "∪", 458 | ["\\cupbarcap"] = "⩈", 459 | ["\\cupdot"] = "⊍", 460 | ["\\cupleftarrow"] = "⊌", 461 | ["\\cupovercap"] = "⩆", 462 | ["\\cupvee"] = "⩅", 463 | ["\\curlyeqprec"] = "⋞", 464 | ["\\curlyeqsucc"] = "⋟", 465 | ["\\curlyvee"] = "⋎", 466 | ["\\curlywedge"] = "⋏", 467 | ["\\curvearrowleft"] = "↶", 468 | ["\\curvearrowleftplus"] = "⤽", 469 | ["\\curvearrowright"] = "↷", 470 | ["\\curvearrowrightminus"] = "⤼", 471 | ["\\cwcirclearrow"] = "⥁", 472 | ["\\cwgapcirclearrow"] = "⟳", 473 | ["\\cwrightarcarrow"] = "⤸", 474 | ["\\cwundercurvearrow"] = "⤾", 475 | ["\\dagger"] = "†", 476 | ["\\daleth"] = "ℸ", 477 | ["\\danger"] = "☡", 478 | ["\\dashV"] = "⫣", 479 | ["\\dashVdash"] = "⟛", 480 | ["\\dashleftarrow"] = "⇠", 481 | ["\\dashrightarrow"] = "⇢", 482 | ["\\dashv"] = "⊣", 483 | ["\\dbkarow"] = "⤏", 484 | ["\\ddagger"] = "‡", 485 | ["\\ddots"] = "⋱", 486 | ["\\ddotseq"] = "⩷", 487 | ["\\delta"] = "δ", 488 | ["\\diameter"] = "⌀", 489 | ["\\diamond"] = "⋄", 490 | ["\\diamondbotblack"] = "⬙", 491 | ["\\diamondleftarrow"] = "⤝", 492 | ["\\diamondleftarrowbar"] = "⤟", 493 | ["\\diamondleftblack"] = "⬖", 494 | ["\\diamondrightblack"] = "⬗", 495 | ["\\diamondsuit"] = "♢", 496 | ["\\diamondtopblack"] = "⬘", 497 | ["\\dicei"] = "⚀", 498 | ["\\diceii"] = "⚁", 499 | ["\\diceiii"] = "⚂", 500 | ["\\diceiv"] = "⚃", 501 | ["\\dicev"] = "⚄", 502 | ["\\dicevi"] = "⚅", 503 | ["\\digamma"] = "ϝ", 504 | ["\\dingasterisk"] = "✽", 505 | ["\\disin"] = "⋲", 506 | ["\\disjquant"] = "⨈", 507 | ["\\div"] = "÷", 508 | ["\\divideontimes"] = "⋇", 509 | ["\\dlsh"] = "↲", 510 | ["\\doteq"] = "≐", 511 | ["\\dotequiv"] = "⩧", 512 | ["\\dotminus"] = "∸", 513 | ["\\dotplus"] = "∔", 514 | ["\\dotsim"] = "⩪", 515 | ["\\dotsminusdots"] = "∺", 516 | ["\\dottedcircle"] = "◌", 517 | ["\\dottedsquare"] = "⬚", 518 | ["\\dottimes"] = "⨰", 519 | ["\\doublebarvee"] = "⩢", 520 | ["\\doublebarwedge"] = "⩞", 521 | ["\\doubleplus"] = "⧺", 522 | ["\\downarrow"] = "↓", 523 | ["\\downarrowbarred"] = "⤈", 524 | ["\\downdasharrow"] = "⇣", 525 | ["\\downdownarrows"] = "⇊", 526 | ["\\downdownharpoons"] = "⥥", 527 | ["\\downfishtail"] = "⥿", 528 | ["\\downharpoonleft"] = "⇃", 529 | ["\\downharpoonright"] = "⇂", 530 | ["\\downrightcurvedarrow"] = "⤵", 531 | ["\\downtriangleleftblack"] = "⧨", 532 | ["\\downtrianglerightblack"] = "⧩", 533 | ["\\downuparrows"] = "⇵", 534 | ["\\downupharpoons"] = "⥯", 535 | ["\\downwhitearrow"] = "⇩", 536 | ["\\draftingarrow"] = "➛", 537 | ["\\drbkarow"] = "⤐", 538 | ["\\drsh"] = "↳", 539 | ["\\dsol"] = "⧶", 540 | ["\\dsub"] = "⩤", 541 | ["\\earth"] = "♁", 542 | ["\\egsdot"] = "⪘", 543 | ["\\eighthnote"] = "♪", 544 | ["\\elinters"] = "⏧", 545 | ["\\ell"] = "ℓ", 546 | ["\\elsdot"] = "⪗", 547 | ["\\emptyset"] = "∅", 548 | ["\\emptysetoarr"] = "⦳", 549 | ["\\emptysetoarrl"] = "⦴", 550 | ["\\emptysetobar"] = "⦱", 551 | ["\\emptysetocirc"] = "⦲", 552 | ["\\enleadertwodots"] = "‥", 553 | ["\\eparsl"] = "⧣", 554 | ["\\epsilon"] = "ϵ", 555 | ["\\eqcirc"] = "≖", 556 | ["\\eqcolon"] = "≕", 557 | ["\\eqdef"] = "≝", 558 | ["\\eqdot"] = "⩦", 559 | ["\\eqgtr"] = "⋝", 560 | ["\\eqless"] = "⋜", 561 | ["\\eqqgtr"] = "⪚", 562 | ["\\eqqless"] = "⪙", 563 | ["\\eqqplus"] = "⩱", 564 | ["\\eqqsim"] = "⩳", 565 | ["\\eqqslantgtr"] = "⪜", 566 | ["\\eqqslantless"] = "⪛", 567 | ["\\eqsim"] = "≂", 568 | ["\\eqslantgtr"] = "⪖", 569 | ["\\eqslantless"] = "⪕", 570 | ["\\equalleftarrow"] = "⭀", 571 | ["\\equalrightarrow"] = "⥱", 572 | ["\\equiv"] = "≡", 573 | ["\\equivDD"] = "⩸", 574 | ["\\equivVert"] = "⩨", 575 | ["\\equivVvert"] = "⩩", 576 | ["\\eqvparsl"] = "⧥", 577 | ["\\errbarblackcircle"] = "⧳", 578 | ["\\errbarblackdiamond"] = "⧱", 579 | ["\\errbarblacksquare"] = "⧯", 580 | ["\\errbarcircle"] = "⧲", 581 | ["\\errbardiamond"] = "⧰", 582 | ["\\errbarsquare"] = "⧮", 583 | ["\\eta"] = "η", 584 | ["\\eth"] = "ð", 585 | ["\\euro"] = "€", 586 | ["\\exists"] = "∃", 587 | ["\\fallingdotseq"] = "≒", 588 | ["\\fbowtie"] = "⧓", 589 | ["\\fcmp"] = "⨾", 590 | ["\\fdiagovnearrow"] = "⤯", 591 | ["\\fdiagovrdiag"] = "⤬", 592 | ["\\female"] = "♀", 593 | ["\\ffun"] = "⇻", 594 | ["\\finj"] = "⤕", 595 | ["\\fint"] = "⨏", 596 | ["\\fisheye"] = "◉", 597 | ["\\flat"] = "♭", 598 | ["\\fltns"] = "⏥", 599 | ["\\forall"] = "∀", 600 | ["\\forks"] = "⫝̸", 601 | ["\\forksnot"] = "⫝", 602 | ["\\forkv"] = "⫙", 603 | ["\\fourth"] = "⁗", 604 | ["\\fourvdots"] = "⦙", 605 | ["\\fracslash"] = "⁄", 606 | ["\\frown"] = "⌢", 607 | ["\\frownie"] = "☹", 608 | ["\\fullouterjoin"] = "⟗", 609 | ["\\gamma"] = "γ", 610 | ["\\gemini"] = "♊", 611 | ["\\geq"] = "≥", 612 | ["\\geqq"] = "≧", 613 | ["\\geqqslant"] = "⫺", 614 | ["\\geqslant"] = "⩾", 615 | ["\\gescc"] = "⪩", 616 | ["\\gesdot"] = "⪀", 617 | ["\\gesdoto"] = "⪂", 618 | ["\\gesdotol"] = "⪄", 619 | ["\\gesles"] = "⪔", 620 | ["\\gg"] = "≫", 621 | ["\\ggcurly"] = "⪼", 622 | ["\\ggg"] = "⋙", 623 | ["\\gggnest"] = "⫸", 624 | ["\\gimel"] = "ℷ", 625 | ["\\glE"] = "⪒", 626 | ["\\gla"] = "⪥", 627 | ["\\gleichstark"] = "⧦", 628 | ["\\glj"] = "⪤", 629 | ["\\gnapprox"] = "⪊", 630 | ["\\gneq"] = "⪈", 631 | ["\\gneqq"] = "≩", 632 | ["\\gnsim"] = "⋧", 633 | ["\\gsime"] = "⪎", 634 | ["\\gsiml"] = "⪐", 635 | ["\\gtcir"] = "⩺", 636 | ["\\gtlpar"] = "⦠", 637 | ["\\gtquest"] = "⩼", 638 | ["\\gtrapprox"] = "⪆", 639 | ["\\gtrarr"] = "⥸", 640 | ["\\gtrdot"] = "⋗", 641 | ["\\gtreqless"] = "⋛", 642 | ["\\gtreqqless"] = "⪌", 643 | ["\\gtrless"] = "≷", 644 | ["\\gtrsim"] = "≳", 645 | ["\\harrowextender"] = "⎯", 646 | ["\\hash"] = "⋕", 647 | ["\\hatapprox"] = "⩯", 648 | ["\\heartsuit"] = "♡", 649 | ["\\hermitmatrix"] = "⊹", 650 | ["\\hexagon"] = "⎔", 651 | ["\\hexagonblack"] = "⬣", 652 | ["\\hknearrow"] = "⤤", 653 | ["\\hknwarrow"] = "⤣", 654 | ["\\hksearow"] = "⤥", 655 | ["\\hkswarow"] = "⤦", 656 | ["\\hookleftarrow"] = "↩", 657 | ["\\hookrightarrow"] = "↪", 658 | ["\\horizbar"] = "―", 659 | ["\\hourglass"] = "⧖", 660 | ["\\house"] = "⌂", 661 | ["\\hrectangle"] = "▭", 662 | ["\\hrectangleblack"] = "▬", 663 | ["\\hslash"] = "ℏ", 664 | ["\\hyphenbullet"] = "⁃", 665 | ["\\hzigzag"] = "〰", 666 | ["\\iddots"] = "⋰", 667 | ["\\iiiint"] = "⨌", 668 | ["\\iiint"] = "∭", 669 | ["\\iinfin"] = "⧜", 670 | ["\\iint"] = "∬", 671 | ["\\imath"] = "𝚤", 672 | ["\\in"] = "∈", 673 | ["\\increment"] = "∆", 674 | ["\\infty"] = "∞", 675 | ["\\int"] = "∫", 676 | ["\\intBar"] = "⨎", 677 | ["\\intbar"] = "⨍", 678 | ["\\intbottom"] = "⌡", 679 | ["\\intcap"] = "⨙", 680 | ["\\intclockwise"] = "∱", 681 | ["\\intcup"] = "⨚", 682 | ["\\intercal"] = "⊺", 683 | ["\\interleave"] = "⫴", 684 | ["\\intextender"] = "⎮", 685 | ["\\intlarhk"] = "⨗", 686 | ["\\intprod"] = "⨼", 687 | ["\\intprodr"] = "⨽", 688 | ["\\inttop"] = "⌠", 689 | ["\\intx"] = "⨘", 690 | ["\\invamp"] = "⅋", 691 | ["\\inversebullet"] = "◘", 692 | ["\\inversewhitecircle"] = "◙", 693 | ["\\invlazys"] = "∾", 694 | ["\\invneg"] = "⌐", 695 | ["\\invwhitelowerhalfcircle"] = "◛", 696 | ["\\invwhiteupperhalfcircle"] = "◚", 697 | ["\\iota"] = "ι", 698 | ["\\isinE"] = "⋹", 699 | ["\\isindot"] = "⋵", 700 | ["\\isinobar"] = "⋷", 701 | ["\\isins"] = "⋴", 702 | ["\\isinvb"] = "⋸", 703 | ["\\jmath"] = "𝚥", 704 | ["\\jupiter"] = "♃", 705 | ["\\kappa"] = "κ", 706 | ["\\kernelcontraction"] = "∻", 707 | ["\\lBrace"] = "⦃", 708 | ["\\lambda"] = "λ", 709 | ["\\land"] = "∧", 710 | ["\\lang"] = "⟪", 711 | ["\\langle"] = "⟨", 712 | ["\\langledot"] = "⦑", 713 | ["\\laplac"] = "⧠", 714 | ["\\lat"] = "⪫", 715 | ["\\late"] = "⪭", 716 | ["\\lblkbrbrak"] = "⦗", 717 | ["\\lblot"] = "⦉", 718 | ["\\lbracelend"] = "⎩", 719 | ["\\lbracemid"] = "⎨", 720 | ["\\lbraceuend"] = "⎧", 721 | ["\\lbrackextender"] = "⎢", 722 | ["\\lbracklend"] = "⎣", 723 | ["\\lbracklltick"] = "⦏", 724 | ["\\lbrackubar"] = "⦋", 725 | ["\\lbrackuend"] = "⎡", 726 | ["\\lbrackultick"] = "⦍", 727 | ["\\lbrbrak"] = "〔", 728 | ["\\lceil"] = "⌈", 729 | ["\\lcurvyangle"] = "⧼", 730 | ["\\ldots"] = "…", 731 | ["\\leadsto"] = "⤳", 732 | ["\\leftarrow"] = "←", 733 | ["\\leftarrowapprox"] = "⭊", 734 | ["\\leftarrowbackapprox"] = "⭂", 735 | ["\\leftarrowbsimilar"] = "⭋", 736 | ["\\leftarrowless"] = "⥷", 737 | ["\\leftarrowonoplus"] = "⬲", 738 | ["\\leftarrowplus"] = "⥆", 739 | ["\\leftarrowshortrightarrow"] = "⥃", 740 | ["\\leftarrowsimilar"] = "⥳", 741 | ["\\leftarrowsubset"] = "⥺", 742 | ["\\leftarrowtail"] = "↢", 743 | ["\\leftarrowtriangle"] = "⇽", 744 | ["\\leftarrowx"] = "⬾", 745 | ["\\leftbarharpoon"] = "⥪", 746 | ["\\leftbkarrow"] = "⤌", 747 | ["\\leftcurvedarrow"] = "⬿", 748 | ["\\leftdbkarrow"] = "⤎", 749 | ["\\leftdbltail"] = "⤛", 750 | ["\\leftdotarrow"] = "⬸", 751 | ["\\leftdowncurvedarrow"] = "⤶", 752 | ["\\leftharpoondown"] = "↽", 753 | ["\\leftharpoonup"] = "↼", 754 | ["\\leftleftarrows"] = "⇇", 755 | ["\\leftleftharpoons"] = "⥢", 756 | ["\\leftmoon"] = "☾", 757 | ["\\leftouterjoin"] = "⟕", 758 | ["\\leftrightarrow"] = "↔", 759 | ["\\leftrightarrowcircle"] = "⥈", 760 | ["\\leftrightarrows"] = "⇆", 761 | ["\\leftrightarrowtriangle"] = "⇿", 762 | ["\\leftrightharpoon"] = "⥊", 763 | ["\\leftrightharpoondown"] = "⥐", 764 | ["\\leftrightharpoons"] = "⇋", 765 | ["\\leftrightharpoonsdown"] = "⥧", 766 | ["\\leftrightharpoonsup"] = "⥦", 767 | ["\\leftrightharpoonup"] = "⥎", 768 | ["\\leftrightsquigarrow"] = "↭", 769 | ["\\leftslice"] = "⪦", 770 | ["\\leftsquigarrow"] = "⇜", 771 | ["\\lefttail"] = "⤙", 772 | ["\\leftthreearrows"] = "⬱", 773 | ["\\leftthreetimes"] = "⋋", 774 | ["\\leftupdownharpoon"] = "⥑", 775 | ["\\leftwavearrow"] = "↜", 776 | ["\\leftwhitearrow"] = "⇦", 777 | ["\\leo"] = "♌", 778 | ["\\leq"] = "≤", 779 | ["\\leqq"] = "≦", 780 | ["\\leqqslant"] = "⫹", 781 | ["\\leqslant"] = "⩽", 782 | ["\\lescc"] = "⪨", 783 | ["\\lesdot"] = "⩿", 784 | ["\\lesdoto"] = "⪁", 785 | ["\\lesdotor"] = "⪃", 786 | ["\\lesges"] = "⪓", 787 | ["\\lessapprox"] = "⪅", 788 | ["\\lessdot"] = "⋖", 789 | ["\\lesseqgtr"] = "⋚", 790 | ["\\lesseqqgtr"] = "⪋", 791 | ["\\lessgtr"] = "≶", 792 | ["\\lesssim"] = "≲", 793 | ["\\lfbowtie"] = "⧑", 794 | ["\\lfloor"] = "⌊", 795 | ["\\lftimes"] = "⧔", 796 | ["\\lgE"] = "⪑", 797 | ["\\lgblkcircle"] = "⬤", 798 | ["\\lgroup"] = "⟮", 799 | ["\\lgwhtcircle"] = "◯", 800 | ["\\lhd"] = "◁", 801 | ["\\libra"] = "♎", 802 | ["\\lightning"] = "↯", 803 | ["\\limg"] = "⦇", 804 | ["\\linefeed"] = "↴", 805 | ["\\ll"] = "≪", 806 | ["\\llarc"] = "◟", 807 | ["\\llblacktriangle"] = "◣", 808 | ["\\llbracket"] = "⟦", 809 | ["\\llcorner"] = "⌞", 810 | ["\\llcurly"] = "⪻", 811 | ["\\lll"] = "⋘", 812 | ["\\lllnest"] = "⫷", 813 | ["\\lltriangle"] = "◺", 814 | ["\\lmoustache"] = "⎰", 815 | ["\\lnapprox"] = "⪉", 816 | ["\\lneq"] = "⪇", 817 | ["\\lneqq"] = "≨", 818 | ["\\lnot"] = "¬", 819 | ["\\lnsim"] = "⋦", 820 | ["\\longdashv"] = "⟞", 821 | ["\\longdivision"] = "⟌", 822 | ["\\longleftarrow"] = "⟵", 823 | ["\\longleftrightarrow"] = "⟷", 824 | ["\\longleftsquigarrow"] = "⬳", 825 | ["\\longmapsfrom"] = "⟻", 826 | ["\\longmapsto"] = "⟼", 827 | ["\\longrightarrow"] = "⟶", 828 | ["\\longrightsquigarrow"] = "⟿", 829 | ["\\looparrowleft"] = "↫", 830 | ["\\looparrowright"] = "↬", 831 | ["\\lor"] = "∨", 832 | ["\\lowint"] = "⨜", 833 | ["\\lozenge"] = "◊", 834 | ["\\lozengeminus"] = "⟠", 835 | ["\\lparenextender"] = "⎜", 836 | ["\\lparenlend"] = "⎝", 837 | ["\\lparenless"] = "⦓", 838 | ["\\lparenuend"] = "⎛", 839 | ["\\lrarc"] = "◞", 840 | ["\\lrblacktriangle"] = "◢", 841 | ["\\lrcorner"] = "⌟", 842 | ["\\lrtriangle"] = "◿", 843 | ["\\lrtriangleeq"] = "⧡", 844 | ["\\lsime"] = "⪍", 845 | ["\\lsimg"] = "⪏", 846 | ["\\lsqhook"] = "⫍", 847 | ["\\ltcir"] = "⩹", 848 | ["\\ltimes"] = "⋉", 849 | ["\\ltlarr"] = "⥶", 850 | ["\\ltquest"] = "⩻", 851 | ["\\lvboxline"] = "⎸", 852 | ["\\lvzigzag"] = "⧘", 853 | ["\\male"] = "♂", 854 | ["\\maltese"] = "✠", 855 | ["\\mapsfrom"] = "↤", 856 | ["\\mapsto"] = "↦", 857 | ["\\mathord"] = "⍹", 858 | ["\\mbfAlpha"] = "𝚨", 859 | ["\\mbfBeta"] = "𝚩", 860 | ["\\mbfChi"] = "𝚾", 861 | ["\\mbfDigamma"] = "𝟊", 862 | ["\\mbfEpsilon"] = "𝚬", 863 | ["\\mbfEta"] = "𝚮", 864 | ["\\mbfIota"] = "𝚰", 865 | ["\\mbfKappa"] = "𝚱", 866 | ["\\mbfMu"] = "𝚳", 867 | ["\\mbfNu"] = "𝚴", 868 | ["\\mbfOmicron"] = "𝚶", 869 | ["\\mbfRho"] = "𝚸", 870 | ["\\mbfTau"] = "𝚻", 871 | ["\\mbfZeta"] = "𝚭", 872 | ["\\mbfdigamma"] = "𝟋", 873 | ["\\mbffrakA"] = "𝕬", 874 | ["\\mbffrakB"] = "𝕭", 875 | ["\\mbffrakC"] = "𝕮", 876 | ["\\mbffrakD"] = "𝕯", 877 | ["\\mbffrakE"] = "𝕰", 878 | ["\\mbffrakF"] = "𝕱", 879 | ["\\mbffrakG"] = "𝕲", 880 | ["\\mbffrakH"] = "𝕳", 881 | ["\\mbffrakI"] = "𝕴", 882 | ["\\mbffrakJ"] = "𝕵", 883 | ["\\mbffrakK"] = "𝕶", 884 | ["\\mbffrakL"] = "𝕷", 885 | ["\\mbffrakM"] = "𝕸", 886 | ["\\mbffrakN"] = "𝕹", 887 | ["\\mbffrakO"] = "𝕺", 888 | ["\\mbffrakP"] = "𝕻", 889 | ["\\mbffrakQ"] = "𝕼", 890 | ["\\mbffrakR"] = "𝕽", 891 | ["\\mbffrakS"] = "𝕾", 892 | ["\\mbffrakT"] = "𝕿", 893 | ["\\mbffrakU"] = "𝖀", 894 | ["\\mbffrakV"] = "𝖁", 895 | ["\\mbffrakW"] = "𝖂", 896 | ["\\mbffrakX"] = "𝖃", 897 | ["\\mbffrakY"] = "𝖄", 898 | ["\\mbffrakZ"] = "𝖅", 899 | ["\\mbffraka"] = "𝖆", 900 | ["\\mbffrakb"] = "𝖇", 901 | ["\\mbffrakc"] = "𝖈", 902 | ["\\mbffrakd"] = "𝖉", 903 | ["\\mbffrake"] = "𝖊", 904 | ["\\mbffrakf"] = "𝖋", 905 | ["\\mbffrakg"] = "𝖌", 906 | ["\\mbffrakh"] = "𝖍", 907 | ["\\mbffraki"] = "𝖎", 908 | ["\\mbffrakj"] = "𝖏", 909 | ["\\mbffrakk"] = "𝖐", 910 | ["\\mbffrakl"] = "𝖑", 911 | ["\\mbffrakm"] = "𝖒", 912 | ["\\mbffrakn"] = "𝖓", 913 | ["\\mbffrako"] = "𝖔", 914 | ["\\mbffrakp"] = "𝖕", 915 | ["\\mbffrakq"] = "𝖖", 916 | ["\\mbffrakr"] = "𝖗", 917 | ["\\mbffraks"] = "𝖘", 918 | ["\\mbffrakt"] = "𝖙", 919 | ["\\mbffraku"] = "𝖚", 920 | ["\\mbffrakv"] = "𝖛", 921 | ["\\mbffrakw"] = "𝖜", 922 | ["\\mbffrakx"] = "𝖝", 923 | ["\\mbffraky"] = "𝖞", 924 | ["\\mbffrakz"] = "𝖟", 925 | ["\\mbfitAlpha"] = "𝜜", 926 | ["\\mbfitBeta"] = "𝜝", 927 | ["\\mbfitChi"] = "𝜲", 928 | ["\\mbfitEpsilon"] = "𝜠", 929 | ["\\mbfitEta"] = "𝜢", 930 | ["\\mbfitIota"] = "𝜤", 931 | ["\\mbfitKappa"] = "𝜥", 932 | ["\\mbfitMu"] = "𝜧", 933 | ["\\mbfitNu"] = "𝜨", 934 | ["\\mbfitOmicron"] = "𝜪", 935 | ["\\mbfitRho"] = "𝜬", 936 | ["\\mbfitTau"] = "𝜯", 937 | ["\\mbfitZeta"] = "𝜡", 938 | ["\\mbfitnabla"] = "𝜵", 939 | ["\\mbfitomicron"] = "𝝄", 940 | ["\\mbfitpartial"] = "𝝏", 941 | ["\\mbfitsansAlpha"] = "𝞐", 942 | ["\\mbfitsansBeta"] = "𝞑", 943 | ["\\mbfitsansChi"] = "𝞦", 944 | ["\\mbfitsansEpsilon"] = "𝞔", 945 | ["\\mbfitsansEta"] = "𝞖", 946 | ["\\mbfitsansIota"] = "𝞘", 947 | ["\\mbfitsansKappa"] = "𝞙", 948 | ["\\mbfitsansMu"] = "𝞛", 949 | ["\\mbfitsansNu"] = "𝞜", 950 | ["\\mbfitsansOmicron"] = "𝞞", 951 | ["\\mbfitsansRho"] = "𝞠", 952 | ["\\mbfitsansTau"] = "𝞣", 953 | ["\\mbfitsansZeta"] = "𝞕", 954 | ["\\mbfitsansnabla"] = "𝞩", 955 | ["\\mbfitsansomicron"] = "𝞸", 956 | ["\\mbfitsanspartial"] = "𝟃", 957 | ["\\mbfitsansvarTheta"] = "𝞡", 958 | ["\\mbfitsansvarkappa"] = "𝟆", 959 | ["\\mbfitvarTheta"] = "𝜭", 960 | ["\\mbfitvarkappa"] = "𝝒", 961 | ["\\mbfnabla"] = "𝛁", 962 | ["\\mbfomicron"] = "𝛐", 963 | ["\\mbfpartial"] = "𝛛", 964 | ["\\mbfsansAlpha"] = "𝝖", 965 | ["\\mbfsansBeta"] = "𝝗", 966 | ["\\mbfsansChi"] = "𝝬", 967 | ["\\mbfsansEpsilon"] = "𝝚", 968 | ["\\mbfsansEta"] = "𝝜", 969 | ["\\mbfsansIota"] = "𝝞", 970 | ["\\mbfsansKappa"] = "𝝟", 971 | ["\\mbfsansMu"] = "𝝡", 972 | ["\\mbfsansNu"] = "𝝢", 973 | ["\\mbfsansOmicron"] = "𝝤", 974 | ["\\mbfsansRho"] = "𝝦", 975 | ["\\mbfsansTau"] = "𝝩", 976 | ["\\mbfsansZeta"] = "𝝛", 977 | ["\\mbfsansnabla"] = "𝝯", 978 | ["\\mbfsansomicron"] = "𝝾", 979 | ["\\mbfsanspartial"] = "𝞉", 980 | ["\\mbfsansvarTheta"] = "𝝧", 981 | ["\\mbfsansvarkappa"] = "𝞌", 982 | ["\\mbfscrA"] = "𝓐", 983 | ["\\mbfscrB"] = "𝓑", 984 | ["\\mbfscrC"] = "𝓒", 985 | ["\\mbfscrD"] = "𝓓", 986 | ["\\mbfscrE"] = "𝓔", 987 | ["\\mbfscrF"] = "𝓕", 988 | ["\\mbfscrG"] = "𝓖", 989 | ["\\mbfscrH"] = "𝓗", 990 | ["\\mbfscrI"] = "𝓘", 991 | ["\\mbfscrJ"] = "𝓙", 992 | ["\\mbfscrK"] = "𝓚", 993 | ["\\mbfscrL"] = "𝓛", 994 | ["\\mbfscrM"] = "𝓜", 995 | ["\\mbfscrN"] = "𝓝", 996 | ["\\mbfscrO"] = "𝓞", 997 | ["\\mbfscrP"] = "𝓟", 998 | ["\\mbfscrQ"] = "𝓠", 999 | ["\\mbfscrR"] = "𝓡", 1000 | ["\\mbfscrS"] = "𝓢", 1001 | ["\\mbfscrT"] = "𝓣", 1002 | ["\\mbfscrU"] = "𝓤", 1003 | ["\\mbfscrV"] = "𝓥", 1004 | ["\\mbfscrW"] = "𝓦", 1005 | ["\\mbfscrX"] = "𝓧", 1006 | ["\\mbfscrY"] = "𝓨", 1007 | ["\\mbfscrZ"] = "𝓩", 1008 | ["\\mbfscra"] = "𝓪", 1009 | ["\\mbfscrb"] = "𝓫", 1010 | ["\\mbfscrc"] = "𝓬", 1011 | ["\\mbfscrd"] = "𝓭", 1012 | ["\\mbfscre"] = "𝓮", 1013 | ["\\mbfscrf"] = "𝓯", 1014 | ["\\mbfscrg"] = "𝓰", 1015 | ["\\mbfscrh"] = "𝓱", 1016 | ["\\mbfscri"] = "𝓲", 1017 | ["\\mbfscrj"] = "𝓳", 1018 | ["\\mbfscrk"] = "𝓴", 1019 | ["\\mbfscrl"] = "𝓵", 1020 | ["\\mbfscrm"] = "𝓶", 1021 | ["\\mbfscrn"] = "𝓷", 1022 | ["\\mbfscro"] = "𝓸", 1023 | ["\\mbfscrp"] = "𝓹", 1024 | ["\\mbfscrq"] = "𝓺", 1025 | ["\\mbfscrr"] = "𝓻", 1026 | ["\\mbfscrs"] = "𝓼", 1027 | ["\\mbfscrt"] = "𝓽", 1028 | ["\\mbfscru"] = "𝓾", 1029 | ["\\mbfscrv"] = "𝓿", 1030 | ["\\mbfscrw"] = "𝔀", 1031 | ["\\mbfscrx"] = "𝔁", 1032 | ["\\mbfscry"] = "𝔂", 1033 | ["\\mbfscrz"] = "𝔃", 1034 | ["\\mbfvarTheta"] = "𝚹", 1035 | ["\\mbfvarkappa"] = "𝛞", 1036 | ["\\mdblkdiamond"] = "⬥", 1037 | ["\\mdblklozenge"] = "⬧", 1038 | ["\\mdlgblksquare"] = "■", 1039 | ["\\mdlgwhtsquare"] = "□", 1040 | ["\\mdsmblksquare"] = "◾", 1041 | ["\\mdsmwhtcircle"] = "⚬", 1042 | ["\\mdsmwhtsquare"] = "◽", 1043 | ["\\mdwhtdiamond"] = "⬦", 1044 | ["\\mdwhtlozenge"] = "⬨", 1045 | ["\\measangledltosw"] = "⦯", 1046 | ["\\measangledrtose"] = "⦮", 1047 | ["\\measangleldtosw"] = "⦫", 1048 | ["\\measanglelutonw"] = "⦩", 1049 | ["\\measanglerdtose"] = "⦪", 1050 | ["\\measanglerutone"] = "⦨", 1051 | ["\\measangleultonw"] = "⦭", 1052 | ["\\measangleurtone"] = "⦬", 1053 | ["\\measeq"] = "≞", 1054 | ["\\measuredangle"] = "∡", 1055 | ["\\measuredangleleft"] = "⦛", 1056 | ["\\measuredrightangle"] = "⊾", 1057 | ["\\medblackstar"] = "⭑", 1058 | ["\\medbullet"] = "⚫", 1059 | ["\\medcirc"] = "⚪", 1060 | ["\\medwhitestar"] = "⭐", 1061 | ["\\mercury"] = "☿", 1062 | ["\\mho"] = "℧", 1063 | ["\\mid"] = "∣", 1064 | ["\\midbarvee"] = "⩝", 1065 | ["\\midbarwedge"] = "⩜", 1066 | ["\\midcir"] = "⫰", 1067 | ["\\minusdot"] = "⨪", 1068 | ["\\minusfdots"] = "⨫", 1069 | ["\\minusrdots"] = "⨬", 1070 | ["\\mitAlpha"] = "𝛢", 1071 | ["\\mitBeta"] = "𝛣", 1072 | ["\\mitChi"] = "𝛸", 1073 | ["\\mitEpsilon"] = "𝛦", 1074 | ["\\mitEta"] = "𝛨", 1075 | ["\\mitIota"] = "𝛪", 1076 | ["\\mitKappa"] = "𝛫", 1077 | ["\\mitMu"] = "𝛭", 1078 | ["\\mitNu"] = "𝛮", 1079 | ["\\mitOmicron"] = "𝛰", 1080 | ["\\mitRho"] = "𝛲", 1081 | ["\\mitTau"] = "𝛵", 1082 | ["\\mitZeta"] = "𝛧", 1083 | ["\\mitnabla"] = "𝛻", 1084 | ["\\mitomicron"] = "𝜊", 1085 | ["\\mitvarTheta"] = "𝛳", 1086 | ["\\mlcp"] = "⫛", 1087 | ["\\models"] = "⊧", 1088 | ["\\modtwosum"] = "⨊", 1089 | ["\\mp"] = "∓", 1090 | ["\\mu"] = "μ", 1091 | ["\\multimap"] = "⊸", 1092 | ["\\multimapboth"] = "⧟", 1093 | ["\\multimapdotbothA"] = "⊶", 1094 | ["\\multimapdotbothB"] = "⊷", 1095 | ["\\multimapinv"] = "⟜", 1096 | ["\\nHdownarrow"] = "⇟", 1097 | ["\\nHuparrow"] = "⇞", 1098 | ["\\nLeftarrow"] = "⇍", 1099 | ["\\nLeftrightarrow"] = "⇎", 1100 | ["\\nRightarrow"] = "⇏", 1101 | ["\\nVDash"] = "⊯", 1102 | ["\\nVdash"] = "⊮", 1103 | ["\\nVleftarrow"] = "⇺", 1104 | ["\\nVleftarrowtail"] = "⬺", 1105 | ["\\nVleftrightarrow"] = "⇼", 1106 | ["\\nVtwoheadleftarrow"] = "⬵", 1107 | ["\\nVtwoheadleftarrowtail"] = "⬽", 1108 | ["\\nVtwoheadrightarrow"] = "⤁", 1109 | ["\\nVtwoheadrightarrowtail"] = "⤘", 1110 | ["\\nabla"] = "∇", 1111 | ["\\napprox"] = "≉", 1112 | ["\\natural"] = "♮", 1113 | ["\\ncong"] = "≇", 1114 | ["\\nearrow"] = "↗", 1115 | ["\\neg"] = "¬", 1116 | ["\\neovnwarrow"] = "⤱", 1117 | ["\\neovsearrow"] = "⤮", 1118 | ["\\neptune"] = "♆", 1119 | ["\\neq"] = "≠", 1120 | ["\\nequiv"] = "≢", 1121 | ["\\neswarrow"] = "⤢", 1122 | ["\\neuter"] = "⚲", 1123 | ["\\nexists"] = "∄", 1124 | ["\\ngeq"] = "≱", 1125 | ["\\ngtr"] = "≯", 1126 | ["\\nhVvert"] = "⫵", 1127 | ["\\nhpar"] = "⫲", 1128 | ["\\ni"] = "∋", 1129 | ["\\niobar"] = "⋾", 1130 | ["\\nis"] = "⋼", 1131 | ["\\nisd"] = "⋺", 1132 | ["\\nleftarrow"] = "↚", 1133 | ["\\nleftrightarrow"] = "↮", 1134 | ["\\nleq"] = "≰", 1135 | ["\\nless"] = "≮", 1136 | ["\\nlessgtr"] = "≸", 1137 | ["\\nmid"] = "∤", 1138 | ["\\nni"] = "∌", 1139 | ["\\notasymp"] = "≭", 1140 | ["\\notbackslash"] = "⍀", 1141 | ["\\notin"] = "∉", 1142 | ["\\notslash"] = "⌿", 1143 | ["\\nparallel"] = "∦", 1144 | ["\\npolint"] = "⨔", 1145 | ["\\nprec"] = "⊀", 1146 | ["\\npreceq"] = "⋠", 1147 | ["\\nrightarrow"] = "↛", 1148 | ["\\nsim"] = "≁", 1149 | ["\\nsimeq"] = "≄", 1150 | ["\\nsqsubseteq"] = "⋢", 1151 | ["\\nsqsupseteq"] = "⋣", 1152 | ["\\nsubset"] = "⊄", 1153 | ["\\nsubseteq"] = "⊈", 1154 | ["\\nsucc"] = "⊁", 1155 | ["\\nsucceq"] = "⋡", 1156 | ["\\nsupset"] = "⊅", 1157 | ["\\nsupseteq"] = "⊉", 1158 | ["\\ntriangleleft"] = "⋪", 1159 | ["\\ntrianglelefteq"] = "⋬", 1160 | ["\\ntriangleright"] = "⋫", 1161 | ["\\ntrianglerighteq"] = "⋭", 1162 | ["\\nu"] = "ν", 1163 | ["\\nvDash"] = "⊭", 1164 | ["\\nvLeftarrow"] = "⤂", 1165 | ["\\nvLeftrightarrow"] = "⤄", 1166 | ["\\nvRightarrow"] = "⤃", 1167 | ["\\nvdash"] = "⊬", 1168 | ["\\nvinfty"] = "⧞", 1169 | ["\\nvleftarrow"] = "⇷", 1170 | ["\\nvleftarrowtail"] = "⬹", 1171 | ["\\nvleftrightarrow"] = "⇹", 1172 | ["\\nvtwoheadleftarrow"] = "⬴", 1173 | ["\\nvtwoheadleftarrowtail"] = "⬼", 1174 | ["\\nvtwoheadrightarrowtail"] = "⤗", 1175 | ["\\nwarrow"] = "↖", 1176 | ["\\nwovnearrow"] = "⤲", 1177 | ["\\nwsearrow"] = "⤡", 1178 | ["\\obar"] = "⌽", 1179 | ["\\obot"] = "⦺", 1180 | ["\\odiv"] = "⨸", 1181 | ["\\odot"] = "⊙", 1182 | ["\\odotslashdot"] = "⦼", 1183 | ["\\oiiint"] = "∰", 1184 | ["\\oiint"] = "∯", 1185 | ["\\oint"] = "∮", 1186 | ["\\ointctrclockwise"] = "∳", 1187 | ["\\olcross"] = "⦻", 1188 | ["\\omega"] = "ω", 1189 | ["\\ominus"] = "⊖", 1190 | ["\\operp"] = "⦹", 1191 | ["\\oplus"] = "⊕", 1192 | ["\\opluslhrim"] = "⨭", 1193 | ["\\oplusrhrim"] = "⨮", 1194 | ["\\oslash"] = "⊘", 1195 | ["\\otimes"] = "⊗", 1196 | ["\\otimeshat"] = "⨶", 1197 | ["\\otimeslhrim"] = "⨴", 1198 | ["\\otimesrhrim"] = "⨵", 1199 | ["\\overbracket"] = "⎴", 1200 | ["\\parallel"] = "∥", 1201 | ["\\parallelogram"] = "▱", 1202 | ["\\parallelogramblack"] = "▰", 1203 | ["\\parsim"] = "⫳", 1204 | ["\\partial"] = "𝜕", 1205 | ["\\partialmeetcontraction"] = "⪣", 1206 | ["\\pencil"] = "✎", 1207 | ["\\pentagon"] = "⬠", 1208 | ["\\pentagonblack"] = "⬟", 1209 | ["\\perp"] = "⟂", 1210 | ["\\perps"] = "⫡", 1211 | ["\\pfun"] = "⇸", 1212 | ["\\phi"] = "ϕ", 1213 | ["\\pi"] = "π", 1214 | ["\\pinj"] = "⤔", 1215 | ["\\pisces"] = "♓", 1216 | ["\\pitchfork"] = "⋔", 1217 | ["\\plusdot"] = "⨥", 1218 | ["\\pluseqq"] = "⩲", 1219 | ["\\plushat"] = "⨣", 1220 | ["\\plussim"] = "⨦", 1221 | ["\\plussubtwo"] = "⨧", 1222 | ["\\plustrif"] = "⨨", 1223 | ["\\pluto"] = "♇", 1224 | ["\\pm"] = "±", 1225 | ["\\pointint"] = "⨕", 1226 | ["\\pointright"] = "☞", 1227 | ["\\postalmark"] = "〒", 1228 | ["\\pounds"] = "£", 1229 | ["\\prec"] = "≺", 1230 | ["\\precapprox"] = "⪷", 1231 | ["\\preccurlyeq"] = "≼", 1232 | ["\\preceq"] = "⪯", 1233 | ["\\preceqq"] = "⪳", 1234 | ["\\precnapprox"] = "⪹", 1235 | ["\\precneq"] = "⪱", 1236 | ["\\precneqq"] = "⪵", 1237 | ["\\precnsim"] = "⋨", 1238 | ["\\precsim"] = "≾", 1239 | ["\\prime"] = "′", 1240 | ["\\prod"] = "∏", 1241 | ["\\profline"] = "⌒", 1242 | ["\\profsurf"] = "⌓", 1243 | ["\\propto"] = "∝", 1244 | ["\\prurel"] = "⊰", 1245 | ["\\psi"] = "ψ", 1246 | ["\\psur"] = "⤀", 1247 | ["\\pullback"] = "⟓", 1248 | ["\\pushout"] = "⟔", 1249 | ["\\quad"] = " ", 1250 | ["\\quarternote"] = "♩", 1251 | ["\\questeq"] = "≟", 1252 | ["\\rBrace"] = "⦄", 1253 | ["\\radiation"] = "☢", 1254 | ["\\rang"] = "⟫", 1255 | ["\\rangle"] = "⟩", 1256 | ["\\rangledot"] = "⦒", 1257 | ["\\rangledownzigzagarrow"] = "⍼", 1258 | ["\\rblkbrbrak"] = "⦘", 1259 | ["\\rblot"] = "⦊", 1260 | ["\\rbracelend"] = "⎭", 1261 | ["\\rbracemid"] = "⎬", 1262 | ["\\rbraceuend"] = "⎫", 1263 | ["\\rbrackextender"] = "⎥", 1264 | ["\\rbracklend"] = "⎦", 1265 | ["\\rbracklrtick"] = "⦎", 1266 | ["\\rbrackubar"] = "⦌", 1267 | ["\\rbrackuend"] = "⎤", 1268 | ["\\rbrackurtick"] = "⦐", 1269 | ["\\rbrbrak"] = "〕", 1270 | ["\\rceil"] = "⌉", 1271 | ["\\rcurvyangle"] = "⧽", 1272 | ["\\rdiagovfdiag"] = "⤫", 1273 | ["\\rdiagovsearrow"] = "⤰", 1274 | ["\\recycle"] = "♻", 1275 | ["\\revangle"] = "⦣", 1276 | ["\\revangleubar"] = "⦥", 1277 | ["\\revemptyset"] = "⦰", 1278 | ["\\revnmid"] = "⫮", 1279 | ["\\rfbowtie"] = "⧒", 1280 | ["\\rfloor"] = "⌋", 1281 | ["\\rftimes"] = "⧕", 1282 | ["\\rgroup"] = "⟯", 1283 | ["\\rhd"] = "▷", 1284 | ["\\rho"] = "ρ", 1285 | ["\\rightangle"] = "∟", 1286 | ["\\rightanglemdot"] = "⦝", 1287 | ["\\rightanglesqr"] = "⦜", 1288 | ["\\rightarrow"] = "→", 1289 | ["\\rightarrowapprox"] = "⥵", 1290 | ["\\rightarrowbackapprox"] = "⭈", 1291 | ["\\rightarrowbsimilar"] = "⭌", 1292 | ["\\rightarrowdiamond"] = "⤞", 1293 | ["\\rightarrowgtr"] = "⭃", 1294 | ["\\rightarrowonoplus"] = "⟴", 1295 | ["\\rightarrowplus"] = "⥅", 1296 | ["\\rightarrowshortleftarrow"] = "⥂", 1297 | ["\\rightarrowsimilar"] = "⥴", 1298 | ["\\rightarrowsupset"] = "⭄", 1299 | ["\\rightarrowtail"] = "↣", 1300 | ["\\rightarrowtriangle"] = "⇾", 1301 | ["\\rightarrowx"] = "⥇", 1302 | ["\\rightbarharpoon"] = "⥬", 1303 | ["\\rightbkarrow"] = "⤍", 1304 | ["\\rightdbltail"] = "⤜", 1305 | ["\\rightdotarrow"] = "⤑", 1306 | ["\\rightdowncurvedarrow"] = "⤷", 1307 | ["\\rightharpoondown"] = "⇁", 1308 | ["\\rightharpoonup"] = "⇀", 1309 | ["\\rightimply"] = "⥰", 1310 | ["\\rightleftarrows"] = "⇄", 1311 | ["\\rightleftharpoon"] = "⥋", 1312 | ["\\rightleftharpoons"] = "⇌", 1313 | ["\\rightleftharpoonsdown"] = "⥩", 1314 | ["\\rightleftharpoonsup"] = "⥨", 1315 | ["\\rightmoon"] = "☽", 1316 | ["\\rightouterjoin"] = "⟖", 1317 | ["\\rightpentagon"] = "⭔", 1318 | ["\\rightpentagonblack"] = "⭓", 1319 | ["\\rightrightarrows"] = "⇉", 1320 | ["\\rightrightharpoons"] = "⥤", 1321 | ["\\rightslice"] = "⪧", 1322 | ["\\rightsquigarrow"] = "⇝", 1323 | ["\\righttail"] = "⤚", 1324 | ["\\rightthreearrows"] = "⇶", 1325 | ["\\rightthreetimes"] = "⋌", 1326 | ["\\rightupdownharpoon"] = "⥏", 1327 | ["\\rightwavearrow"] = "↝", 1328 | ["\\rightwhitearrow"] = "⇨", 1329 | ["\\rimg"] = "⦈", 1330 | ["\\ringplus"] = "⨢", 1331 | ["\\risingdotseq"] = "≓", 1332 | ["\\rmoustache"] = "⎱", 1333 | ["\\rparenextender"] = "⎟", 1334 | ["\\rparengtr"] = "⦔", 1335 | ["\\rparenlend"] = "⎠", 1336 | ["\\rparenuend"] = "⎞", 1337 | ["\\rppolint"] = "⨒", 1338 | ["\\rrbracket"] = "⟧", 1339 | ["\\rsolbar"] = "⧷", 1340 | ["\\rsqhook"] = "⫎", 1341 | ["\\rsub"] = "⩥", 1342 | ["\\rtimes"] = "⋊", 1343 | ["\\rtriltri"] = "⧎", 1344 | ["\\ruledelayed"] = "⧴", 1345 | ["\\rvboxline"] = "⎹", 1346 | ["\\rvzigzag"] = "⧙", 1347 | ["\\sagittarius"] = "♐", 1348 | ["\\sansLmirrored"] = "⅃", 1349 | ["\\sansLturned"] = "⅂", 1350 | ["\\saturn"] = "♄", 1351 | ["\\scorpio"] = "♏", 1352 | ["\\scpolint"] = "⨓", 1353 | ["\\scurel"] = "⊱", 1354 | ["\\searrow"] = "↘", 1355 | ["\\second"] = "″", 1356 | ["\\seovnearrow"] = "⤭", 1357 | ["\\setminus"] = "⧵", 1358 | ["\\sharp"] = "♯", 1359 | ["\\shortdowntack"] = "⫟", 1360 | ["\\shortlefttack"] = "⫞", 1361 | ["\\shortrightarrowleftarrow"] = "⥄", 1362 | ["\\shortuptack"] = "⫠", 1363 | ["\\shuffle"] = "⧢", 1364 | ["\\sigma"] = "σ", 1365 | ["\\sim"] = "∼", 1366 | ["\\simeq"] = "≃", 1367 | ["\\simgE"] = "⪠", 1368 | ["\\simgtr"] = "⪞", 1369 | ["\\similarleftarrow"] = "⭉", 1370 | ["\\similarrightarrow"] = "⥲", 1371 | ["\\simlE"] = "⪟", 1372 | ["\\simless"] = "⪝", 1373 | ["\\simminussim"] = "⩬", 1374 | ["\\simneqq"] = "≆", 1375 | ["\\simplus"] = "⨤", 1376 | ["\\simrdots"] = "⩫", 1377 | ["\\sixteenthnote"] = "♬", 1378 | ["\\skull"] = "☠", 1379 | ["\\slash"] = "∕", 1380 | ["\\smallin"] = "∊", 1381 | ["\\smallni"] = "∍", 1382 | ["\\smallsetminus"] = "∖", 1383 | ["\\smalltriangledown"] = "▿", 1384 | ["\\smalltriangleleft"] = "◃", 1385 | ["\\smalltriangleright"] = "▹", 1386 | ["\\smalltriangleup"] = "▵", 1387 | ["\\smashtimes"] = "⨳", 1388 | ["\\smblkcircle"] = "•", 1389 | ["\\smblkdiamond"] = "⬩", 1390 | ["\\smblklozenge"] = "⬪", 1391 | ["\\smblksquare"] = "▪", 1392 | ["\\smeparsl"] = "⧤", 1393 | ["\\smile"] = "⌣", 1394 | ["\\smiley"] = "☺", 1395 | ["\\smt"] = "⪪", 1396 | ["\\smte"] = "⪬", 1397 | ["\\smwhitestar"] = "⭒", 1398 | ["\\smwhtcircle"] = "◦", 1399 | ["\\smwhtlozenge"] = "⬫", 1400 | ["\\smwhtsquare"] = "▫", 1401 | ["\\spadesuit"] = "♠", 1402 | ["\\spddot"] = "¨", 1403 | ["\\sphericalangle"] = "∢", 1404 | ["\\sphericalangleup"] = "⦡", 1405 | ["\\spot"] = "⦁", 1406 | ["\\sqcap"] = "⊓", 1407 | ["\\sqcup"] = "⊔", 1408 | ["\\sqint"] = "⨖", 1409 | ["\\sqrt"] = "√", 1410 | ["\\sqrtbottom"] = "⎷", 1411 | ["\\sqsubset"] = "⊏", 1412 | ["\\sqsubseteq"] = "⊑", 1413 | ["\\sqsubsetneq"] = "⋤", 1414 | ["\\sqsupset"] = "⊐", 1415 | ["\\sqsupseteq"] = "⊒", 1416 | ["\\sqsupsetneq"] = "⋥", 1417 | ["\\square"] = "⬜", 1418 | ["\\squarebotblack"] = "⬓", 1419 | ["\\squarecrossfill"] = "▩", 1420 | ["\\squarehfill"] = "▤", 1421 | ["\\squarehvfill"] = "▦", 1422 | ["\\squareleftblack"] = "◧", 1423 | ["\\squarellblack"] = "⬕", 1424 | ["\\squarellquad"] = "◱", 1425 | ["\\squarelrblack"] = "◪", 1426 | ["\\squarelrquad"] = "◲", 1427 | ["\\squareneswfill"] = "▨", 1428 | ["\\squarenwsefill"] = "▧", 1429 | ["\\squarerightblack"] = "◨", 1430 | ["\\squaretopblack"] = "⬒", 1431 | ["\\squareulblack"] = "◩", 1432 | ["\\squareulquad"] = "◰", 1433 | ["\\squareurblack"] = "⬔", 1434 | ["\\squareurquad"] = "◳", 1435 | ["\\squarevfill"] = "▥", 1436 | ["\\squoval"] = "▢", 1437 | ["\\sslash"] = "⫽", 1438 | ["\\star"] = "⋆", 1439 | ["\\stareq"] = "≛", 1440 | ["\\steaming"] = "☕", 1441 | ["\\strictfi"] = "⥼", 1442 | ["\\strictif"] = "⥽", 1443 | ["\\strns"] = "⏤", 1444 | ["\\subedot"] = "⫃", 1445 | ["\\submult"] = "⫁", 1446 | ["\\subrarr"] = "⥹", 1447 | ["\\subset"] = "⊂", 1448 | ["\\subsetapprox"] = "⫉", 1449 | ["\\subsetcirc"] = "⟃", 1450 | ["\\subsetdot"] = "⪽", 1451 | ["\\subseteq"] = "⊆", 1452 | ["\\subseteqq"] = "⫅", 1453 | ["\\subsetneq"] = "⊊", 1454 | ["\\subsetneqq"] = "⫋", 1455 | ["\\subsetplus"] = "⪿", 1456 | ["\\subsim"] = "⫇", 1457 | ["\\subsub"] = "⫕", 1458 | ["\\subsup"] = "⫓", 1459 | ["\\succ"] = "≻", 1460 | ["\\succapprox"] = "⪸", 1461 | ["\\succcurlyeq"] = "≽", 1462 | ["\\succeq"] = "⪰", 1463 | ["\\succeqq"] = "⪴", 1464 | ["\\succnapprox"] = "⪺", 1465 | ["\\succneq"] = "⪲", 1466 | ["\\succneqq"] = "⪶", 1467 | ["\\succnsim"] = "⋩", 1468 | ["\\succsim"] = "≿", 1469 | ["\\sum"] = "∑", 1470 | ["\\sumbottom"] = "⎳", 1471 | ["\\sumint"] = "⨋", 1472 | ["\\sumtop"] = "⎲", 1473 | ["\\sun"] = "☼", 1474 | ["\\supdsub"] = "⫘", 1475 | ["\\supedot"] = "⫄", 1476 | ["\\suphsol"] = "⟉", 1477 | ["\\suphsub"] = "⫗", 1478 | ["\\suplarr"] = "⥻", 1479 | ["\\supmult"] = "⫂", 1480 | ["\\supset"] = "⊃", 1481 | ["\\supsetapprox"] = "⫊", 1482 | ["\\supsetcirc"] = "⟄", 1483 | ["\\supsetdot"] = "⪾", 1484 | ["\\supseteq"] = "⊇", 1485 | ["\\supseteqq"] = "⫆", 1486 | ["\\supsetneq"] = "⊋", 1487 | ["\\supsetneqq"] = "⫌", 1488 | ["\\supsetplus"] = "⫀", 1489 | ["\\supsim"] = "⫈", 1490 | ["\\supsub"] = "⫔", 1491 | ["\\supsup"] = "⫖", 1492 | ["\\swarrow"] = "↙", 1493 | ["\\swords"] = "⚔", 1494 | ["\\talloblong"] = "⫾", 1495 | ["\\tau"] = "τ", 1496 | ["\\taurus"] = "♉", 1497 | ["\\tcohm"] = "Ω", 1498 | ["\\textTheta"] = "ϴ", 1499 | ["\\therefore"] = "∴", 1500 | ["\\thermod"] = "⧧", 1501 | ["\\theta"] = "θ", 1502 | ["\\third"] = "‴", 1503 | ["\\threedangle"] = "⟀", 1504 | ["\\threedotcolon"] = "⫶", 1505 | ["\\tieinfty"] = "⧝", 1506 | ["\\times"] = "×", 1507 | ["\\timesbar"] = "⨱", 1508 | ["\\tminus"] = "⧿", 1509 | ["\\to"] = "→", 1510 | ["\\toea"] = "⤨", 1511 | ["\\tona"] = "⤧", 1512 | ["\\top"] = "⊤", 1513 | ["\\topbot"] = "⌶", 1514 | ["\\topcir"] = "⫱", 1515 | ["\\topfork"] = "⫚", 1516 | ["\\topsemicircle"] = "◠", 1517 | ["\\tosa"] = "⤩", 1518 | ["\\towa"] = "⤪", 1519 | ["\\tplus"] = "⧾", 1520 | ["\\trapezium"] = "⏢", 1521 | ["\\trianglecdot"] = "◬", 1522 | ["\\triangleleftblack"] = "◭", 1523 | ["\\trianglelefteq"] = "⊴", 1524 | ["\\triangleminus"] = "⨺", 1525 | ["\\triangleodot"] = "⧊", 1526 | ["\\triangleplus"] = "⨹", 1527 | ["\\triangleq"] = "≜", 1528 | ["\\trianglerightblack"] = "◮", 1529 | ["\\trianglerighteq"] = "⊵", 1530 | ["\\triangles"] = "⧌", 1531 | ["\\triangleserifs"] = "⧍", 1532 | ["\\triangletimes"] = "⨻", 1533 | ["\\triangleubar"] = "⧋", 1534 | ["\\tripleplus"] = "⧻", 1535 | ["\\trslash"] = "⫻", 1536 | ["\\turnangle"] = "⦢", 1537 | ["\\turnediota"] = "℩", 1538 | ["\\turnednot"] = "⌙", 1539 | ["\\twocaps"] = "⩋", 1540 | ["\\twocups"] = "⩊", 1541 | ["\\twoheaddownarrow"] = "↡", 1542 | ["\\twoheadleftarrow"] = "↞", 1543 | ["\\twoheadleftarrowtail"] = "⬻", 1544 | ["\\twoheadleftdbkarrow"] = "⬷", 1545 | ["\\twoheadmapsfrom"] = "⬶", 1546 | ["\\twoheadmapsto"] = "⤅", 1547 | ["\\twoheadrightarrow"] = "↠", 1548 | ["\\twoheaduparrow"] = "↟", 1549 | ["\\twoheaduparrowcircle"] = "⥉", 1550 | ["\\twolowline"] = "‗", 1551 | ["\\twonotes"] = "♫", 1552 | ["\\typecolon"] = "⦂", 1553 | ["\\ularc"] = "◜", 1554 | ["\\ulblacktriangle"] = "◤", 1555 | ["\\ulcorner"] = "⌜", 1556 | ["\\ultriangle"] = "◸", 1557 | ["\\uminus"] = "⩁", 1558 | ["\\underbracket"] = "⎵", 1559 | ["\\upMu"] = "Μ", 1560 | ["\\upNu"] = "Ν", 1561 | ["\\upOmicron"] = "Ο", 1562 | ["\\uparrow"] = "↑", 1563 | ["\\uparrowbarred"] = "⤉", 1564 | ["\\uparrowoncircle"] = "⦽", 1565 | ["\\updasharrow"] = "⇡", 1566 | ["\\updownarrow"] = "↕", 1567 | ["\\updownarrowbar"] = "↨", 1568 | ["\\updownarrows"] = "⇅", 1569 | ["\\updownharpoonleftright"] = "⥍", 1570 | ["\\updownharpoonrightleft"] = "⥌", 1571 | ["\\updownharpoons"] = "⥮", 1572 | ["\\upepsilon"] = "ε", 1573 | ["\\upfishtail"] = "⥾", 1574 | ["\\upharpoonleft"] = "↿", 1575 | ["\\upharpoonright"] = "↾", 1576 | ["\\upin"] = "⟒", 1577 | ["\\upint"] = "⨛", 1578 | ["\\upkoppa"] = "ϟ", 1579 | ["\\uplus"] = "⊎", 1580 | ["\\upoldKoppa"] = "Ϙ", 1581 | ["\\upoldkoppa"] = "ϙ", 1582 | ["\\upomicron"] = "ο", 1583 | ["\\uprightcurvearrow"] = "⤴", 1584 | ["\\upsampi"] = "ϡ", 1585 | ["\\upsilon"] = "υ", 1586 | ["\\upstigma"] = "ϛ", 1587 | ["\\upuparrows"] = "⇈", 1588 | ["\\upupharpoons"] = "⥣", 1589 | ["\\upvarbeta"] = "ϐ", 1590 | ["\\upwhitearrow"] = "⇧", 1591 | ["\\uranus"] = "♅", 1592 | ["\\urarc"] = "◝", 1593 | ["\\urblacktriangle"] = "◥", 1594 | ["\\urcorner"] = "⌝", 1595 | ["\\urtriangle"] = "◹", 1596 | ["\\vBar"] = "⫨", 1597 | ["\\vBarv"] = "⫩", 1598 | ["\\vDash"] = "⊨", 1599 | ["\\vDdash"] = "⫢", 1600 | ["\\varVdash"] = "⫦", 1601 | ["\\varbarwedge"] = "⌅", 1602 | ["\\varcarriagereturn"] = "⏎", 1603 | ["\\varclubsuit"] = "♧", 1604 | ["\\vardiamondsuit"] = "♦", 1605 | ["\\vardoublebarwedge"] = "⌆", 1606 | ["\\varepsilon"] = "ε", 1607 | ["\\varheartsuit"] = "♥", 1608 | ["\\varhexagon"] = "⬡", 1609 | ["\\varhexagonblack"] = "⬢", 1610 | ["\\varhexagonlrbonds"] = "⌬", 1611 | ["\\varisins"] = "⋳", 1612 | ["\\varkappa"] = "ϰ", 1613 | ["\\varlrtriangle"] = "⊿", 1614 | ["\\varniobar"] = "⋽", 1615 | ["\\varnis"] = "⋻", 1616 | ["\\varnothing"] = "∅", 1617 | ["\\varointclockwise"] = "∲", 1618 | ["\\varphi"] = "φ", 1619 | ["\\varpi"] = "ϖ", 1620 | ["\\varprod"] = "⨉", 1621 | ["\\varrho"] = "ϱ", 1622 | ["\\varsigma"] = "ς", 1623 | ["\\varspadesuit"] = "♤", 1624 | ["\\varstar"] = "✶", 1625 | ["\\vartheta"] = "ϑ", 1626 | ["\\vartriangleleft"] = "⊲", 1627 | ["\\vartriangleright"] = "⊳", 1628 | ["\\varveebar"] = "⩡", 1629 | ["\\vbraceextender"] = "⎪", 1630 | ["\\vdash"] = "⊢", 1631 | ["\\vdots"] = "⋮", 1632 | ["\\vectimes"] = "⨯", 1633 | ["\\vee"] = "∨", 1634 | ["\\veebar"] = "⊻", 1635 | ["\\veedot"] = "⟇", 1636 | ["\\veedoublebar"] = "⩣", 1637 | ["\\veeeq"] = "≚", 1638 | ["\\veemidvert"] = "⩛", 1639 | ["\\veeodot"] = "⩒", 1640 | ["\\veeonvee"] = "⩖", 1641 | ["\\veeonwedge"] = "⩙", 1642 | ["\\viewdata"] = "⌗", 1643 | ["\\virgo"] = "♍", 1644 | ["\\vlongdash"] = "⟝", 1645 | ["\\vrectangle"] = "▯", 1646 | ["\\vrectangleblack"] = "▮", 1647 | ["\\vysmblksquare"] = "⬝", 1648 | ["\\vysmwhtsquare"] = "⬞", 1649 | ["\\vzigzag"] = "⦚", 1650 | ["\\warning"] = "⚠", 1651 | ["\\wasylozenge"] = "⌑", 1652 | ["\\wedge"] = "∧", 1653 | ["\\wedgebar"] = "⩟", 1654 | ["\\wedgedot"] = "⟑", 1655 | ["\\wedgedoublebar"] = "⩠", 1656 | ["\\wedgemidvert"] = "⩚", 1657 | ["\\wedgeodot"] = "⩑", 1658 | ["\\wedgeonwedge"] = "⩕", 1659 | ["\\whitearrowupfrombar"] = "⇪", 1660 | ["\\whiteinwhitetriangle"] = "⟁", 1661 | ["\\whitepointerleft"] = "◅", 1662 | ["\\whitepointerright"] = "▻", 1663 | ["\\whitesquaretickleft"] = "⟤", 1664 | ["\\whitesquaretickright"] = "⟥", 1665 | ["\\whthorzoval"] = "⬭", 1666 | ["\\whtvertoval"] = "⬯", 1667 | ["\\wideangledown"] = "⦦", 1668 | ["\\wideangleup"] = "⦧", 1669 | ["\\wp"] = "℘", 1670 | ["\\wr"] = "≀", 1671 | ["\\xi"] = "ξ", 1672 | ["\\xsol"] = "⧸", 1673 | ["\\yen"] = "¥", 1674 | ["\\yinyang"] = "☯", 1675 | ["\\zcmp"] = "⨟", 1676 | ["\\zeta"] = "ζ", 1677 | ["\\zhide"] = "⧹", 1678 | ["\\zpipe"] = "⨠", 1679 | ["\\zproject"] = "⨡", 1680 | ["\\|"] = "‖", 1681 | } 1682 | 1683 | return Source 1684 | --------------------------------------------------------------------------------