Mercurial > repos > shellac > guppy_basecaller
comparison env/lib/python3.7/site-packages/docutils/utils/math/unichar2tex.py @ 0:26e78fe6e8c4 draft
"planemo upload commit c699937486c35866861690329de38ec1a5d9f783"
| author | shellac |
|---|---|
| date | Sat, 02 May 2020 07:14:21 -0400 |
| parents | |
| children |
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| -1:000000000000 | 0:26e78fe6e8c4 |
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| 1 # LaTeX math to Unicode symbols translation table | |
| 2 # for use with the translate() method of unicode objects. | |
| 3 # Generated with ``write_unichar2tex.py`` from the data in | |
| 4 # http://milde.users.sourceforge.net/LUCR/Math/ | |
| 5 | |
| 6 # Includes commands from: standard LaTeX, amssymb, amsmath | |
| 7 | |
| 8 uni2tex_table = { | |
| 9 160: u'~', | |
| 10 163: u'\\pounds ', | |
| 11 165: u'\\yen ', | |
| 12 172: u'\\neg ', | |
| 13 174: u'\\circledR ', | |
| 14 177: u'\\pm ', | |
| 15 215: u'\\times ', | |
| 16 240: u'\\eth ', | |
| 17 247: u'\\div ', | |
| 18 305: u'\\imath ', | |
| 19 567: u'\\jmath ', | |
| 20 915: u'\\Gamma ', | |
| 21 916: u'\\Delta ', | |
| 22 920: u'\\Theta ', | |
| 23 923: u'\\Lambda ', | |
| 24 926: u'\\Xi ', | |
| 25 928: u'\\Pi ', | |
| 26 931: u'\\Sigma ', | |
| 27 933: u'\\Upsilon ', | |
| 28 934: u'\\Phi ', | |
| 29 936: u'\\Psi ', | |
| 30 937: u'\\Omega ', | |
| 31 945: u'\\alpha ', | |
| 32 946: u'\\beta ', | |
| 33 947: u'\\gamma ', | |
| 34 948: u'\\delta ', | |
| 35 949: u'\\varepsilon ', | |
| 36 950: u'\\zeta ', | |
| 37 951: u'\\eta ', | |
| 38 952: u'\\theta ', | |
| 39 953: u'\\iota ', | |
| 40 954: u'\\kappa ', | |
| 41 955: u'\\lambda ', | |
| 42 956: u'\\mu ', | |
| 43 957: u'\\nu ', | |
| 44 958: u'\\xi ', | |
| 45 960: u'\\pi ', | |
| 46 961: u'\\rho ', | |
| 47 962: u'\\varsigma ', | |
| 48 963: u'\\sigma ', | |
| 49 964: u'\\tau ', | |
| 50 965: u'\\upsilon ', | |
| 51 966: u'\\varphi ', | |
| 52 967: u'\\chi ', | |
| 53 968: u'\\psi ', | |
| 54 969: u'\\omega ', | |
| 55 977: u'\\vartheta ', | |
| 56 981: u'\\phi ', | |
| 57 982: u'\\varpi ', | |
| 58 989: u'\\digamma ', | |
| 59 1014: u'\\backepsilon ', | |
| 60 8193: u'\\quad ', | |
| 61 8214: u'\\| ', | |
| 62 8224: u'\\dagger ', | |
| 63 8225: u'\\ddagger ', | |
| 64 8230: u'\\ldots ', | |
| 65 8242: u'\\prime ', | |
| 66 8245: u'\\backprime ', | |
| 67 8287: u'\\: ', | |
| 68 8450: u'\\mathbb{C}', | |
| 69 8459: u'\\mathcal{H}', | |
| 70 8460: u'\\mathfrak{H}', | |
| 71 8461: u'\\mathbb{H}', | |
| 72 8463: u'\\hslash ', | |
| 73 8464: u'\\mathcal{I}', | |
| 74 8465: u'\\Im ', | |
| 75 8466: u'\\mathcal{L}', | |
| 76 8467: u'\\ell ', | |
| 77 8469: u'\\mathbb{N}', | |
| 78 8472: u'\\wp ', | |
| 79 8473: u'\\mathbb{P}', | |
| 80 8474: u'\\mathbb{Q}', | |
| 81 8475: u'\\mathcal{R}', | |
| 82 8476: u'\\Re ', | |
| 83 8477: u'\\mathbb{R}', | |
| 84 8484: u'\\mathbb{Z}', | |
| 85 8487: u'\\mho ', | |
| 86 8488: u'\\mathfrak{Z}', | |
| 87 8492: u'\\mathcal{B}', | |
| 88 8493: u'\\mathfrak{C}', | |
| 89 8496: u'\\mathcal{E}', | |
| 90 8497: u'\\mathcal{F}', | |
| 91 8498: u'\\Finv ', | |
| 92 8499: u'\\mathcal{M}', | |
| 93 8501: u'\\aleph ', | |
| 94 8502: u'\\beth ', | |
| 95 8503: u'\\gimel ', | |
| 96 8504: u'\\daleth ', | |
| 97 8592: u'\\leftarrow ', | |
| 98 8593: u'\\uparrow ', | |
| 99 8594: u'\\rightarrow ', | |
| 100 8595: u'\\downarrow ', | |
| 101 8596: u'\\leftrightarrow ', | |
| 102 8597: u'\\updownarrow ', | |
| 103 8598: u'\\nwarrow ', | |
| 104 8599: u'\\nearrow ', | |
| 105 8600: u'\\searrow ', | |
| 106 8601: u'\\swarrow ', | |
| 107 8602: u'\\nleftarrow ', | |
| 108 8603: u'\\nrightarrow ', | |
| 109 8606: u'\\twoheadleftarrow ', | |
| 110 8608: u'\\twoheadrightarrow ', | |
| 111 8610: u'\\leftarrowtail ', | |
| 112 8611: u'\\rightarrowtail ', | |
| 113 8614: u'\\mapsto ', | |
| 114 8617: u'\\hookleftarrow ', | |
| 115 8618: u'\\hookrightarrow ', | |
| 116 8619: u'\\looparrowleft ', | |
| 117 8620: u'\\looparrowright ', | |
| 118 8621: u'\\leftrightsquigarrow ', | |
| 119 8622: u'\\nleftrightarrow ', | |
| 120 8624: u'\\Lsh ', | |
| 121 8625: u'\\Rsh ', | |
| 122 8630: u'\\curvearrowleft ', | |
| 123 8631: u'\\curvearrowright ', | |
| 124 8634: u'\\circlearrowleft ', | |
| 125 8635: u'\\circlearrowright ', | |
| 126 8636: u'\\leftharpoonup ', | |
| 127 8637: u'\\leftharpoondown ', | |
| 128 8638: u'\\upharpoonright ', | |
| 129 8639: u'\\upharpoonleft ', | |
| 130 8640: u'\\rightharpoonup ', | |
| 131 8641: u'\\rightharpoondown ', | |
| 132 8642: u'\\downharpoonright ', | |
| 133 8643: u'\\downharpoonleft ', | |
| 134 8644: u'\\rightleftarrows ', | |
| 135 8646: u'\\leftrightarrows ', | |
| 136 8647: u'\\leftleftarrows ', | |
| 137 8648: u'\\upuparrows ', | |
| 138 8649: u'\\rightrightarrows ', | |
| 139 8650: u'\\downdownarrows ', | |
| 140 8651: u'\\leftrightharpoons ', | |
| 141 8652: u'\\rightleftharpoons ', | |
| 142 8653: u'\\nLeftarrow ', | |
| 143 8654: u'\\nLeftrightarrow ', | |
| 144 8655: u'\\nRightarrow ', | |
| 145 8656: u'\\Leftarrow ', | |
| 146 8657: u'\\Uparrow ', | |
| 147 8658: u'\\Rightarrow ', | |
| 148 8659: u'\\Downarrow ', | |
| 149 8660: u'\\Leftrightarrow ', | |
| 150 8661: u'\\Updownarrow ', | |
| 151 8666: u'\\Lleftarrow ', | |
| 152 8667: u'\\Rrightarrow ', | |
| 153 8669: u'\\rightsquigarrow ', | |
| 154 8672: u'\\dashleftarrow ', | |
| 155 8674: u'\\dashrightarrow ', | |
| 156 8704: u'\\forall ', | |
| 157 8705: u'\\complement ', | |
| 158 8706: u'\\partial ', | |
| 159 8707: u'\\exists ', | |
| 160 8708: u'\\nexists ', | |
| 161 8709: u'\\varnothing ', | |
| 162 8711: u'\\nabla ', | |
| 163 8712: u'\\in ', | |
| 164 8713: u'\\notin ', | |
| 165 8715: u'\\ni ', | |
| 166 8719: u'\\prod ', | |
| 167 8720: u'\\coprod ', | |
| 168 8721: u'\\sum ', | |
| 169 8722: u'-', | |
| 170 8723: u'\\mp ', | |
| 171 8724: u'\\dotplus ', | |
| 172 8725: u'\\slash ', | |
| 173 8726: u'\\smallsetminus ', | |
| 174 8727: u'\\ast ', | |
| 175 8728: u'\\circ ', | |
| 176 8729: u'\\bullet ', | |
| 177 8730: u'\\sqrt ', | |
| 178 8731: u'\\sqrt[3] ', | |
| 179 8732: u'\\sqrt[4] ', | |
| 180 8733: u'\\propto ', | |
| 181 8734: u'\\infty ', | |
| 182 8736: u'\\angle ', | |
| 183 8737: u'\\measuredangle ', | |
| 184 8738: u'\\sphericalangle ', | |
| 185 8739: u'\\mid ', | |
| 186 8740: u'\\nmid ', | |
| 187 8741: u'\\parallel ', | |
| 188 8742: u'\\nparallel ', | |
| 189 8743: u'\\wedge ', | |
| 190 8744: u'\\vee ', | |
| 191 8745: u'\\cap ', | |
| 192 8746: u'\\cup ', | |
| 193 8747: u'\\int ', | |
| 194 8748: u'\\iint ', | |
| 195 8749: u'\\iiint ', | |
| 196 8750: u'\\oint ', | |
| 197 8756: u'\\therefore ', | |
| 198 8757: u'\\because ', | |
| 199 8758: u':', | |
| 200 8764: u'\\sim ', | |
| 201 8765: u'\\backsim ', | |
| 202 8768: u'\\wr ', | |
| 203 8769: u'\\nsim ', | |
| 204 8770: u'\\eqsim ', | |
| 205 8771: u'\\simeq ', | |
| 206 8773: u'\\cong ', | |
| 207 8775: u'\\ncong ', | |
| 208 8776: u'\\approx ', | |
| 209 8778: u'\\approxeq ', | |
| 210 8781: u'\\asymp ', | |
| 211 8782: u'\\Bumpeq ', | |
| 212 8783: u'\\bumpeq ', | |
| 213 8784: u'\\doteq ', | |
| 214 8785: u'\\Doteq ', | |
| 215 8786: u'\\fallingdotseq ', | |
| 216 8787: u'\\risingdotseq ', | |
| 217 8790: u'\\eqcirc ', | |
| 218 8791: u'\\circeq ', | |
| 219 8796: u'\\triangleq ', | |
| 220 8800: u'\\neq ', | |
| 221 8801: u'\\equiv ', | |
| 222 8804: u'\\leq ', | |
| 223 8805: u'\\geq ', | |
| 224 8806: u'\\leqq ', | |
| 225 8807: u'\\geqq ', | |
| 226 8808: u'\\lneqq ', | |
| 227 8809: u'\\gneqq ', | |
| 228 8810: u'\\ll ', | |
| 229 8811: u'\\gg ', | |
| 230 8812: u'\\between ', | |
| 231 8814: u'\\nless ', | |
| 232 8815: u'\\ngtr ', | |
| 233 8816: u'\\nleq ', | |
| 234 8817: u'\\ngeq ', | |
| 235 8818: u'\\lesssim ', | |
| 236 8819: u'\\gtrsim ', | |
| 237 8822: u'\\lessgtr ', | |
| 238 8823: u'\\gtrless ', | |
| 239 8826: u'\\prec ', | |
| 240 8827: u'\\succ ', | |
| 241 8828: u'\\preccurlyeq ', | |
| 242 8829: u'\\succcurlyeq ', | |
| 243 8830: u'\\precsim ', | |
| 244 8831: u'\\succsim ', | |
| 245 8832: u'\\nprec ', | |
| 246 8833: u'\\nsucc ', | |
| 247 8834: u'\\subset ', | |
| 248 8835: u'\\supset ', | |
| 249 8838: u'\\subseteq ', | |
| 250 8839: u'\\supseteq ', | |
| 251 8840: u'\\nsubseteq ', | |
| 252 8841: u'\\nsupseteq ', | |
| 253 8842: u'\\subsetneq ', | |
| 254 8843: u'\\supsetneq ', | |
| 255 8846: u'\\uplus ', | |
| 256 8847: u'\\sqsubset ', | |
| 257 8848: u'\\sqsupset ', | |
| 258 8849: u'\\sqsubseteq ', | |
| 259 8850: u'\\sqsupseteq ', | |
| 260 8851: u'\\sqcap ', | |
| 261 8852: u'\\sqcup ', | |
| 262 8853: u'\\oplus ', | |
| 263 8854: u'\\ominus ', | |
| 264 8855: u'\\otimes ', | |
| 265 8856: u'\\oslash ', | |
| 266 8857: u'\\odot ', | |
| 267 8858: u'\\circledcirc ', | |
| 268 8859: u'\\circledast ', | |
| 269 8861: u'\\circleddash ', | |
| 270 8862: u'\\boxplus ', | |
| 271 8863: u'\\boxminus ', | |
| 272 8864: u'\\boxtimes ', | |
| 273 8865: u'\\boxdot ', | |
| 274 8866: u'\\vdash ', | |
| 275 8867: u'\\dashv ', | |
| 276 8868: u'\\top ', | |
| 277 8869: u'\\bot ', | |
| 278 8871: u'\\models ', | |
| 279 8872: u'\\vDash ', | |
| 280 8873: u'\\Vdash ', | |
| 281 8874: u'\\Vvdash ', | |
| 282 8876: u'\\nvdash ', | |
| 283 8877: u'\\nvDash ', | |
| 284 8878: u'\\nVdash ', | |
| 285 8879: u'\\nVDash ', | |
| 286 8882: u'\\vartriangleleft ', | |
| 287 8883: u'\\vartriangleright ', | |
| 288 8884: u'\\trianglelefteq ', | |
| 289 8885: u'\\trianglerighteq ', | |
| 290 8888: u'\\multimap ', | |
| 291 8890: u'\\intercal ', | |
| 292 8891: u'\\veebar ', | |
| 293 8892: u'\\barwedge ', | |
| 294 8896: u'\\bigwedge ', | |
| 295 8897: u'\\bigvee ', | |
| 296 8898: u'\\bigcap ', | |
| 297 8899: u'\\bigcup ', | |
| 298 8900: u'\\diamond ', | |
| 299 8901: u'\\cdot ', | |
| 300 8902: u'\\star ', | |
| 301 8903: u'\\divideontimes ', | |
| 302 8904: u'\\bowtie ', | |
| 303 8905: u'\\ltimes ', | |
| 304 8906: u'\\rtimes ', | |
| 305 8907: u'\\leftthreetimes ', | |
| 306 8908: u'\\rightthreetimes ', | |
| 307 8909: u'\\backsimeq ', | |
| 308 8910: u'\\curlyvee ', | |
| 309 8911: u'\\curlywedge ', | |
| 310 8912: u'\\Subset ', | |
| 311 8913: u'\\Supset ', | |
| 312 8914: u'\\Cap ', | |
| 313 8915: u'\\Cup ', | |
| 314 8916: u'\\pitchfork ', | |
| 315 8918: u'\\lessdot ', | |
| 316 8919: u'\\gtrdot ', | |
| 317 8920: u'\\lll ', | |
| 318 8921: u'\\ggg ', | |
| 319 8922: u'\\lesseqgtr ', | |
| 320 8923: u'\\gtreqless ', | |
| 321 8926: u'\\curlyeqprec ', | |
| 322 8927: u'\\curlyeqsucc ', | |
| 323 8928: u'\\npreceq ', | |
| 324 8929: u'\\nsucceq ', | |
| 325 8934: u'\\lnsim ', | |
| 326 8935: u'\\gnsim ', | |
| 327 8936: u'\\precnsim ', | |
| 328 8937: u'\\succnsim ', | |
| 329 8938: u'\\ntriangleleft ', | |
| 330 8939: u'\\ntriangleright ', | |
| 331 8940: u'\\ntrianglelefteq ', | |
| 332 8941: u'\\ntrianglerighteq ', | |
| 333 8942: u'\\vdots ', | |
| 334 8943: u'\\cdots ', | |
| 335 8945: u'\\ddots ', | |
| 336 8968: u'\\lceil ', | |
| 337 8969: u'\\rceil ', | |
| 338 8970: u'\\lfloor ', | |
| 339 8971: u'\\rfloor ', | |
| 340 8988: u'\\ulcorner ', | |
| 341 8989: u'\\urcorner ', | |
| 342 8990: u'\\llcorner ', | |
| 343 8991: u'\\lrcorner ', | |
| 344 8994: u'\\frown ', | |
| 345 8995: u'\\smile ', | |
| 346 9182: u'\\overbrace ', | |
| 347 9183: u'\\underbrace ', | |
| 348 9651: u'\\bigtriangleup ', | |
| 349 9655: u'\\rhd ', | |
| 350 9661: u'\\bigtriangledown ', | |
| 351 9665: u'\\lhd ', | |
| 352 9671: u'\\Diamond ', | |
| 353 9674: u'\\lozenge ', | |
| 354 9723: u'\\square ', | |
| 355 9724: u'\\blacksquare ', | |
| 356 9733: u'\\bigstar ', | |
| 357 9824: u'\\spadesuit ', | |
| 358 9825: u'\\heartsuit ', | |
| 359 9826: u'\\diamondsuit ', | |
| 360 9827: u'\\clubsuit ', | |
| 361 9837: u'\\flat ', | |
| 362 9838: u'\\natural ', | |
| 363 9839: u'\\sharp ', | |
| 364 10003: u'\\checkmark ', | |
| 365 10016: u'\\maltese ', | |
| 366 10178: u'\\perp ', | |
| 367 10216: u'\\langle ', | |
| 368 10217: u'\\rangle ', | |
| 369 10222: u'\\lgroup ', | |
| 370 10223: u'\\rgroup ', | |
| 371 10229: u'\\longleftarrow ', | |
| 372 10230: u'\\longrightarrow ', | |
| 373 10231: u'\\longleftrightarrow ', | |
| 374 10232: u'\\Longleftarrow ', | |
| 375 10233: u'\\Longrightarrow ', | |
| 376 10234: u'\\Longleftrightarrow ', | |
| 377 10236: u'\\longmapsto ', | |
| 378 10731: u'\\blacklozenge ', | |
| 379 10741: u'\\setminus ', | |
| 380 10752: u'\\bigodot ', | |
| 381 10753: u'\\bigoplus ', | |
| 382 10754: u'\\bigotimes ', | |
| 383 10756: u'\\biguplus ', | |
| 384 10758: u'\\bigsqcup ', | |
| 385 10764: u'\\iiiint ', | |
| 386 10781: u'\\Join ', | |
| 387 10815: u'\\amalg ', | |
| 388 10846: u'\\doublebarwedge ', | |
| 389 10877: u'\\leqslant ', | |
| 390 10878: u'\\geqslant ', | |
| 391 10885: u'\\lessapprox ', | |
| 392 10886: u'\\gtrapprox ', | |
| 393 10887: u'\\lneq ', | |
| 394 10888: u'\\gneq ', | |
| 395 10889: u'\\lnapprox ', | |
| 396 10890: u'\\gnapprox ', | |
| 397 10891: u'\\lesseqqgtr ', | |
| 398 10892: u'\\gtreqqless ', | |
| 399 10901: u'\\eqslantless ', | |
| 400 10902: u'\\eqslantgtr ', | |
| 401 10927: u'\\preceq ', | |
| 402 10928: u'\\succeq ', | |
| 403 10935: u'\\precapprox ', | |
| 404 10936: u'\\succapprox ', | |
| 405 10937: u'\\precnapprox ', | |
| 406 10938: u'\\succnapprox ', | |
| 407 10949: u'\\subseteqq ', | |
| 408 10950: u'\\supseteqq ', | |
| 409 10955: u'\\subsetneqq ', | |
| 410 10956: u'\\supsetneqq ', | |
| 411 119808: u'\\mathbf{A}', | |
| 412 119809: u'\\mathbf{B}', | |
| 413 119810: u'\\mathbf{C}', | |
| 414 119811: u'\\mathbf{D}', | |
| 415 119812: u'\\mathbf{E}', | |
| 416 119813: u'\\mathbf{F}', | |
| 417 119814: u'\\mathbf{G}', | |
| 418 119815: u'\\mathbf{H}', | |
| 419 119816: u'\\mathbf{I}', | |
| 420 119817: u'\\mathbf{J}', | |
| 421 119818: u'\\mathbf{K}', | |
| 422 119819: u'\\mathbf{L}', | |
| 423 119820: u'\\mathbf{M}', | |
| 424 119821: u'\\mathbf{N}', | |
| 425 119822: u'\\mathbf{O}', | |
| 426 119823: u'\\mathbf{P}', | |
| 427 119824: u'\\mathbf{Q}', | |
| 428 119825: u'\\mathbf{R}', | |
| 429 119826: u'\\mathbf{S}', | |
| 430 119827: u'\\mathbf{T}', | |
| 431 119828: u'\\mathbf{U}', | |
| 432 119829: u'\\mathbf{V}', | |
| 433 119830: u'\\mathbf{W}', | |
| 434 119831: u'\\mathbf{X}', | |
| 435 119832: u'\\mathbf{Y}', | |
| 436 119833: u'\\mathbf{Z}', | |
| 437 119834: u'\\mathbf{a}', | |
| 438 119835: u'\\mathbf{b}', | |
| 439 119836: u'\\mathbf{c}', | |
| 440 119837: u'\\mathbf{d}', | |
| 441 119838: u'\\mathbf{e}', | |
| 442 119839: u'\\mathbf{f}', | |
| 443 119840: u'\\mathbf{g}', | |
| 444 119841: u'\\mathbf{h}', | |
| 445 119842: u'\\mathbf{i}', | |
| 446 119843: u'\\mathbf{j}', | |
| 447 119844: u'\\mathbf{k}', | |
| 448 119845: u'\\mathbf{l}', | |
| 449 119846: u'\\mathbf{m}', | |
| 450 119847: u'\\mathbf{n}', | |
| 451 119848: u'\\mathbf{o}', | |
| 452 119849: u'\\mathbf{p}', | |
| 453 119850: u'\\mathbf{q}', | |
| 454 119851: u'\\mathbf{r}', | |
| 455 119852: u'\\mathbf{s}', | |
| 456 119853: u'\\mathbf{t}', | |
| 457 119854: u'\\mathbf{u}', | |
| 458 119855: u'\\mathbf{v}', | |
| 459 119856: u'\\mathbf{w}', | |
| 460 119857: u'\\mathbf{x}', | |
| 461 119858: u'\\mathbf{y}', | |
| 462 119859: u'\\mathbf{z}', | |
| 463 119860: u'A', | |
| 464 119861: u'B', | |
| 465 119862: u'C', | |
| 466 119863: u'D', | |
| 467 119864: u'E', | |
| 468 119865: u'F', | |
| 469 119866: u'G', | |
| 470 119867: u'H', | |
| 471 119868: u'I', | |
| 472 119869: u'J', | |
| 473 119870: u'K', | |
| 474 119871: u'L', | |
| 475 119872: u'M', | |
| 476 119873: u'N', | |
| 477 119874: u'O', | |
| 478 119875: u'P', | |
| 479 119876: u'Q', | |
| 480 119877: u'R', | |
| 481 119878: u'S', | |
| 482 119879: u'T', | |
| 483 119880: u'U', | |
| 484 119881: u'V', | |
| 485 119882: u'W', | |
| 486 119883: u'X', | |
| 487 119884: u'Y', | |
| 488 119885: u'Z', | |
| 489 119886: u'a', | |
| 490 119887: u'b', | |
| 491 119888: u'c', | |
| 492 119889: u'd', | |
| 493 119890: u'e', | |
| 494 119891: u'f', | |
| 495 119892: u'g', | |
| 496 119894: u'i', | |
| 497 119895: u'j', | |
| 498 119896: u'k', | |
| 499 119897: u'l', | |
| 500 119898: u'm', | |
| 501 119899: u'n', | |
| 502 119900: u'o', | |
| 503 119901: u'p', | |
| 504 119902: u'q', | |
| 505 119903: u'r', | |
| 506 119904: u's', | |
| 507 119905: u't', | |
| 508 119906: u'u', | |
| 509 119907: u'v', | |
| 510 119908: u'w', | |
| 511 119909: u'x', | |
| 512 119910: u'y', | |
| 513 119911: u'z', | |
| 514 119964: u'\\mathcal{A}', | |
| 515 119966: u'\\mathcal{C}', | |
| 516 119967: u'\\mathcal{D}', | |
| 517 119970: u'\\mathcal{G}', | |
| 518 119973: u'\\mathcal{J}', | |
| 519 119974: u'\\mathcal{K}', | |
| 520 119977: u'\\mathcal{N}', | |
| 521 119978: u'\\mathcal{O}', | |
| 522 119979: u'\\mathcal{P}', | |
| 523 119980: u'\\mathcal{Q}', | |
| 524 119982: u'\\mathcal{S}', | |
| 525 119983: u'\\mathcal{T}', | |
| 526 119984: u'\\mathcal{U}', | |
| 527 119985: u'\\mathcal{V}', | |
| 528 119986: u'\\mathcal{W}', | |
| 529 119987: u'\\mathcal{X}', | |
| 530 119988: u'\\mathcal{Y}', | |
| 531 119989: u'\\mathcal{Z}', | |
| 532 120068: u'\\mathfrak{A}', | |
| 533 120069: u'\\mathfrak{B}', | |
| 534 120071: u'\\mathfrak{D}', | |
| 535 120072: u'\\mathfrak{E}', | |
| 536 120073: u'\\mathfrak{F}', | |
| 537 120074: u'\\mathfrak{G}', | |
| 538 120077: u'\\mathfrak{J}', | |
| 539 120078: u'\\mathfrak{K}', | |
| 540 120079: u'\\mathfrak{L}', | |
| 541 120080: u'\\mathfrak{M}', | |
| 542 120081: u'\\mathfrak{N}', | |
| 543 120082: u'\\mathfrak{O}', | |
| 544 120083: u'\\mathfrak{P}', | |
| 545 120084: u'\\mathfrak{Q}', | |
| 546 120086: u'\\mathfrak{S}', | |
| 547 120087: u'\\mathfrak{T}', | |
| 548 120088: u'\\mathfrak{U}', | |
| 549 120089: u'\\mathfrak{V}', | |
| 550 120090: u'\\mathfrak{W}', | |
| 551 120091: u'\\mathfrak{X}', | |
| 552 120092: u'\\mathfrak{Y}', | |
| 553 120094: u'\\mathfrak{a}', | |
| 554 120095: u'\\mathfrak{b}', | |
| 555 120096: u'\\mathfrak{c}', | |
| 556 120097: u'\\mathfrak{d}', | |
| 557 120098: u'\\mathfrak{e}', | |
| 558 120099: u'\\mathfrak{f}', | |
| 559 120100: u'\\mathfrak{g}', | |
| 560 120101: u'\\mathfrak{h}', | |
| 561 120102: u'\\mathfrak{i}', | |
| 562 120103: u'\\mathfrak{j}', | |
| 563 120104: u'\\mathfrak{k}', | |
| 564 120105: u'\\mathfrak{l}', | |
| 565 120106: u'\\mathfrak{m}', | |
| 566 120107: u'\\mathfrak{n}', | |
| 567 120108: u'\\mathfrak{o}', | |
| 568 120109: u'\\mathfrak{p}', | |
| 569 120110: u'\\mathfrak{q}', | |
| 570 120111: u'\\mathfrak{r}', | |
| 571 120112: u'\\mathfrak{s}', | |
| 572 120113: u'\\mathfrak{t}', | |
| 573 120114: u'\\mathfrak{u}', | |
| 574 120115: u'\\mathfrak{v}', | |
| 575 120116: u'\\mathfrak{w}', | |
| 576 120117: u'\\mathfrak{x}', | |
| 577 120118: u'\\mathfrak{y}', | |
| 578 120119: u'\\mathfrak{z}', | |
| 579 120120: u'\\mathbb{A}', | |
| 580 120121: u'\\mathbb{B}', | |
| 581 120123: u'\\mathbb{D}', | |
| 582 120124: u'\\mathbb{E}', | |
| 583 120125: u'\\mathbb{F}', | |
| 584 120126: u'\\mathbb{G}', | |
| 585 120128: u'\\mathbb{I}', | |
| 586 120129: u'\\mathbb{J}', | |
| 587 120130: u'\\mathbb{K}', | |
| 588 120131: u'\\mathbb{L}', | |
| 589 120132: u'\\mathbb{M}', | |
| 590 120134: u'\\mathbb{O}', | |
| 591 120138: u'\\mathbb{S}', | |
| 592 120139: u'\\mathbb{T}', | |
| 593 120140: u'\\mathbb{U}', | |
| 594 120141: u'\\mathbb{V}', | |
| 595 120142: u'\\mathbb{W}', | |
| 596 120143: u'\\mathbb{X}', | |
| 597 120144: u'\\mathbb{Y}', | |
| 598 120156: u'\\Bbbk ', | |
| 599 120224: u'\\mathsf{A}', | |
| 600 120225: u'\\mathsf{B}', | |
| 601 120226: u'\\mathsf{C}', | |
| 602 120227: u'\\mathsf{D}', | |
| 603 120228: u'\\mathsf{E}', | |
| 604 120229: u'\\mathsf{F}', | |
| 605 120230: u'\\mathsf{G}', | |
| 606 120231: u'\\mathsf{H}', | |
| 607 120232: u'\\mathsf{I}', | |
| 608 120233: u'\\mathsf{J}', | |
| 609 120234: u'\\mathsf{K}', | |
| 610 120235: u'\\mathsf{L}', | |
| 611 120236: u'\\mathsf{M}', | |
| 612 120237: u'\\mathsf{N}', | |
| 613 120238: u'\\mathsf{O}', | |
| 614 120239: u'\\mathsf{P}', | |
| 615 120240: u'\\mathsf{Q}', | |
| 616 120241: u'\\mathsf{R}', | |
| 617 120242: u'\\mathsf{S}', | |
| 618 120243: u'\\mathsf{T}', | |
| 619 120244: u'\\mathsf{U}', | |
| 620 120245: u'\\mathsf{V}', | |
| 621 120246: u'\\mathsf{W}', | |
| 622 120247: u'\\mathsf{X}', | |
| 623 120248: u'\\mathsf{Y}', | |
| 624 120249: u'\\mathsf{Z}', | |
| 625 120250: u'\\mathsf{a}', | |
| 626 120251: u'\\mathsf{b}', | |
| 627 120252: u'\\mathsf{c}', | |
| 628 120253: u'\\mathsf{d}', | |
| 629 120254: u'\\mathsf{e}', | |
| 630 120255: u'\\mathsf{f}', | |
| 631 120256: u'\\mathsf{g}', | |
| 632 120257: u'\\mathsf{h}', | |
| 633 120258: u'\\mathsf{i}', | |
| 634 120259: u'\\mathsf{j}', | |
| 635 120260: u'\\mathsf{k}', | |
| 636 120261: u'\\mathsf{l}', | |
| 637 120262: u'\\mathsf{m}', | |
| 638 120263: u'\\mathsf{n}', | |
| 639 120264: u'\\mathsf{o}', | |
| 640 120265: u'\\mathsf{p}', | |
| 641 120266: u'\\mathsf{q}', | |
| 642 120267: u'\\mathsf{r}', | |
| 643 120268: u'\\mathsf{s}', | |
| 644 120269: u'\\mathsf{t}', | |
| 645 120270: u'\\mathsf{u}', | |
| 646 120271: u'\\mathsf{v}', | |
| 647 120272: u'\\mathsf{w}', | |
| 648 120273: u'\\mathsf{x}', | |
| 649 120274: u'\\mathsf{y}', | |
| 650 120275: u'\\mathsf{z}', | |
| 651 120432: u'\\mathtt{A}', | |
| 652 120433: u'\\mathtt{B}', | |
| 653 120434: u'\\mathtt{C}', | |
| 654 120435: u'\\mathtt{D}', | |
| 655 120436: u'\\mathtt{E}', | |
| 656 120437: u'\\mathtt{F}', | |
| 657 120438: u'\\mathtt{G}', | |
| 658 120439: u'\\mathtt{H}', | |
| 659 120440: u'\\mathtt{I}', | |
| 660 120441: u'\\mathtt{J}', | |
| 661 120442: u'\\mathtt{K}', | |
| 662 120443: u'\\mathtt{L}', | |
| 663 120444: u'\\mathtt{M}', | |
| 664 120445: u'\\mathtt{N}', | |
| 665 120446: u'\\mathtt{O}', | |
| 666 120447: u'\\mathtt{P}', | |
| 667 120448: u'\\mathtt{Q}', | |
| 668 120449: u'\\mathtt{R}', | |
| 669 120450: u'\\mathtt{S}', | |
| 670 120451: u'\\mathtt{T}', | |
| 671 120452: u'\\mathtt{U}', | |
| 672 120453: u'\\mathtt{V}', | |
| 673 120454: u'\\mathtt{W}', | |
| 674 120455: u'\\mathtt{X}', | |
| 675 120456: u'\\mathtt{Y}', | |
| 676 120457: u'\\mathtt{Z}', | |
| 677 120458: u'\\mathtt{a}', | |
| 678 120459: u'\\mathtt{b}', | |
| 679 120460: u'\\mathtt{c}', | |
| 680 120461: u'\\mathtt{d}', | |
| 681 120462: u'\\mathtt{e}', | |
| 682 120463: u'\\mathtt{f}', | |
| 683 120464: u'\\mathtt{g}', | |
| 684 120465: u'\\mathtt{h}', | |
| 685 120466: u'\\mathtt{i}', | |
| 686 120467: u'\\mathtt{j}', | |
| 687 120468: u'\\mathtt{k}', | |
| 688 120469: u'\\mathtt{l}', | |
| 689 120470: u'\\mathtt{m}', | |
| 690 120471: u'\\mathtt{n}', | |
| 691 120472: u'\\mathtt{o}', | |
| 692 120473: u'\\mathtt{p}', | |
| 693 120474: u'\\mathtt{q}', | |
| 694 120475: u'\\mathtt{r}', | |
| 695 120476: u'\\mathtt{s}', | |
| 696 120477: u'\\mathtt{t}', | |
| 697 120478: u'\\mathtt{u}', | |
| 698 120479: u'\\mathtt{v}', | |
| 699 120480: u'\\mathtt{w}', | |
| 700 120481: u'\\mathtt{x}', | |
| 701 120482: u'\\mathtt{y}', | |
| 702 120483: u'\\mathtt{z}', | |
| 703 120484: u'\\imath ', | |
| 704 120485: u'\\jmath ', | |
| 705 120490: u'\\mathbf{\\Gamma}', | |
| 706 120491: u'\\mathbf{\\Delta}', | |
| 707 120495: u'\\mathbf{\\Theta}', | |
| 708 120498: u'\\mathbf{\\Lambda}', | |
| 709 120501: u'\\mathbf{\\Xi}', | |
| 710 120503: u'\\mathbf{\\Pi}', | |
| 711 120506: u'\\mathbf{\\Sigma}', | |
| 712 120508: u'\\mathbf{\\Upsilon}', | |
| 713 120509: u'\\mathbf{\\Phi}', | |
| 714 120511: u'\\mathbf{\\Psi}', | |
| 715 120512: u'\\mathbf{\\Omega}', | |
| 716 120548: u'\\mathit{\\Gamma}', | |
| 717 120549: u'\\mathit{\\Delta}', | |
| 718 120553: u'\\mathit{\\Theta}', | |
| 719 120556: u'\\mathit{\\Lambda}', | |
| 720 120559: u'\\mathit{\\Xi}', | |
| 721 120561: u'\\mathit{\\Pi}', | |
| 722 120564: u'\\mathit{\\Sigma}', | |
| 723 120566: u'\\mathit{\\Upsilon}', | |
| 724 120567: u'\\mathit{\\Phi}', | |
| 725 120569: u'\\mathit{\\Psi}', | |
| 726 120570: u'\\mathit{\\Omega}', | |
| 727 120572: u'\\alpha ', | |
| 728 120573: u'\\beta ', | |
| 729 120574: u'\\gamma ', | |
| 730 120575: u'\\delta ', | |
| 731 120576: u'\\varepsilon ', | |
| 732 120577: u'\\zeta ', | |
| 733 120578: u'\\eta ', | |
| 734 120579: u'\\theta ', | |
| 735 120580: u'\\iota ', | |
| 736 120581: u'\\kappa ', | |
| 737 120582: u'\\lambda ', | |
| 738 120583: u'\\mu ', | |
| 739 120584: u'\\nu ', | |
| 740 120585: u'\\xi ', | |
| 741 120587: u'\\pi ', | |
| 742 120588: u'\\rho ', | |
| 743 120589: u'\\varsigma ', | |
| 744 120590: u'\\sigma ', | |
| 745 120591: u'\\tau ', | |
| 746 120592: u'\\upsilon ', | |
| 747 120593: u'\\varphi ', | |
| 748 120594: u'\\chi ', | |
| 749 120595: u'\\psi ', | |
| 750 120596: u'\\omega ', | |
| 751 120597: u'\\partial ', | |
| 752 120598: u'\\epsilon ', | |
| 753 120599: u'\\vartheta ', | |
| 754 120600: u'\\varkappa ', | |
| 755 120601: u'\\phi ', | |
| 756 120602: u'\\varrho ', | |
| 757 120603: u'\\varpi ', | |
| 758 120782: u'\\mathbf{0}', | |
| 759 120783: u'\\mathbf{1}', | |
| 760 120784: u'\\mathbf{2}', | |
| 761 120785: u'\\mathbf{3}', | |
| 762 120786: u'\\mathbf{4}', | |
| 763 120787: u'\\mathbf{5}', | |
| 764 120788: u'\\mathbf{6}', | |
| 765 120789: u'\\mathbf{7}', | |
| 766 120790: u'\\mathbf{8}', | |
| 767 120791: u'\\mathbf{9}', | |
| 768 120802: u'\\mathsf{0}', | |
| 769 120803: u'\\mathsf{1}', | |
| 770 120804: u'\\mathsf{2}', | |
| 771 120805: u'\\mathsf{3}', | |
| 772 120806: u'\\mathsf{4}', | |
| 773 120807: u'\\mathsf{5}', | |
| 774 120808: u'\\mathsf{6}', | |
| 775 120809: u'\\mathsf{7}', | |
| 776 120810: u'\\mathsf{8}', | |
| 777 120811: u'\\mathsf{9}', | |
| 778 120822: u'\\mathtt{0}', | |
| 779 120823: u'\\mathtt{1}', | |
| 780 120824: u'\\mathtt{2}', | |
| 781 120825: u'\\mathtt{3}', | |
| 782 120826: u'\\mathtt{4}', | |
| 783 120827: u'\\mathtt{5}', | |
| 784 120828: u'\\mathtt{6}', | |
| 785 120829: u'\\mathtt{7}', | |
| 786 120830: u'\\mathtt{8}', | |
| 787 120831: u'\\mathtt{9}', | |
| 788 } |
