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| 1 | <?php |
| 2 | declare( strict_types = 1 ); |
| 3 | |
| 4 | /** |
| 5 | * This data file is machine generated, see tools/GenerateDataFiles.php |
| 6 | */ |
| 7 | |
| 8 | namespace Wikimedia\RemexHtml; |
| 9 | |
| 10 | class HTMLData { |
| 11 | public const NS_HTML = 'http://www.w3.org/1999/xhtml'; |
| 12 | public const NS_MATHML = 'http://www.w3.org/1998/Math/MathML'; |
| 13 | public const NS_SVG = 'http://www.w3.org/2000/svg'; |
| 14 | public const NS_XLINK = 'http://www.w3.org/1999/xlink'; |
| 15 | public const NS_XML = 'http://www.w3.org/XML/1998/namespace'; |
| 16 | public const NS_XMLNS = 'http://www.w3.org/2000/xmlns/'; |
| 17 | |
| 18 | public const SPECIAL = [ |
| 19 | 'http://www.w3.org/1999/xhtml' => [ |
| 20 | 'address' => true, |
| 21 | 'applet' => true, |
| 22 | 'area' => true, |
| 23 | 'article' => true, |
| 24 | 'aside' => true, |
| 25 | 'base' => true, |
| 26 | 'basefont' => true, |
| 27 | 'bgsound' => true, |
| 28 | 'blockquote' => true, |
| 29 | 'body' => true, |
| 30 | 'br' => true, |
| 31 | 'button' => true, |
| 32 | 'caption' => true, |
| 33 | 'center' => true, |
| 34 | 'col' => true, |
| 35 | 'colgroup' => true, |
| 36 | 'dd' => true, |
| 37 | 'details' => true, |
| 38 | 'dir' => true, |
| 39 | 'div' => true, |
| 40 | 'dl' => true, |
| 41 | 'dt' => true, |
| 42 | 'embed' => true, |
| 43 | 'fieldset' => true, |
| 44 | 'figcaption' => true, |
| 45 | 'figure' => true, |
| 46 | 'footer' => true, |
| 47 | 'form' => true, |
| 48 | 'frame' => true, |
| 49 | 'frameset' => true, |
| 50 | 'h1' => true, |
| 51 | 'h2' => true, |
| 52 | 'h3' => true, |
| 53 | 'h4' => true, |
| 54 | 'h5' => true, |
| 55 | 'h6' => true, |
| 56 | 'head' => true, |
| 57 | 'header' => true, |
| 58 | 'hr' => true, |
| 59 | 'html' => true, |
| 60 | 'iframe' => true, |
| 61 | 'img' => true, |
| 62 | 'input' => true, |
| 63 | 'li' => true, |
| 64 | 'link' => true, |
| 65 | 'listing' => true, |
| 66 | 'main' => true, |
| 67 | 'marquee' => true, |
| 68 | 'menu' => true, |
| 69 | 'menuitem' => true, |
| 70 | 'meta' => true, |
| 71 | 'nav' => true, |
| 72 | 'noembed' => true, |
| 73 | 'noframes' => true, |
| 74 | 'noscript' => true, |
| 75 | 'object' => true, |
| 76 | 'ol' => true, |
| 77 | 'p' => true, |
| 78 | 'param' => true, |
| 79 | 'plaintext' => true, |
| 80 | 'pre' => true, |
| 81 | 'script' => true, |
| 82 | 'section' => true, |
| 83 | 'select' => true, |
| 84 | 'source' => true, |
| 85 | 'style' => true, |
| 86 | 'summary' => true, |
| 87 | 'table' => true, |
| 88 | 'tbody' => true, |
| 89 | 'td' => true, |
| 90 | 'template' => true, |
| 91 | 'textarea' => true, |
| 92 | 'tfoot' => true, |
| 93 | 'th' => true, |
| 94 | 'thead' => true, |
| 95 | 'title' => true, |
| 96 | 'tr' => true, |
| 97 | 'track' => true, |
| 98 | 'ul' => true, |
| 99 | 'wbr' => true, |
| 100 | 'xmp' => true, |
| 101 | ], |
| 102 | 'http://www.w3.org/1998/Math/MathML' => [ |
| 103 | 'mi' => true, |
| 104 | 'mo' => true, |
| 105 | 'mn' => true, |
| 106 | 'ms' => true, |
| 107 | 'mtext' => true, |
| 108 | 'annotation-xml' => true, |
| 109 | ], |
| 110 | 'http://www.w3.org/2000/svg' => [ |
| 111 | 'foreignObject' => true, |
| 112 | 'desc' => true, |
| 113 | 'title' => true, |
| 114 | ], |
| 115 | ]; |
| 116 | |
| 117 | /** |
| 118 | * Properties of HTML tags. Note that these sets are a union of |
| 119 | * the W3C and WHATWG definitions, which differ slightly. |
| 120 | */ |
| 121 | public const TAGS = [ |
| 122 | 'void' => [ |
| 123 | 'area' => true, |
| 124 | 'base' => true, |
| 125 | 'basefont' => true, |
| 126 | 'bgsound' => true, |
| 127 | 'br' => true, |
| 128 | 'col' => true, |
| 129 | 'embed' => true, |
| 130 | 'frame' => true, |
| 131 | 'hr' => true, |
| 132 | 'img' => true, |
| 133 | 'input' => true, |
| 134 | 'keygen' => true, |
| 135 | 'link' => true, |
| 136 | 'menuitem' => true, |
| 137 | 'meta' => true, |
| 138 | 'param' => true, |
| 139 | 'source' => true, |
| 140 | 'spacer' => true, |
| 141 | 'track' => true, |
| 142 | 'wbr' => true, |
| 143 | ], |
| 144 | 'prefixLF' => [ |
| 145 | 'pre' => true, |
| 146 | 'textarea' => true, |
| 147 | 'listing' => true, |
| 148 | ], |
| 149 | 'rawText' => [ |
| 150 | 'style' => true, |
| 151 | 'script' => true, |
| 152 | 'xmp' => true, |
| 153 | 'iframe' => true, |
| 154 | 'noembed' => true, |
| 155 | 'noframes' => true, |
| 156 | 'plaintext' => true, |
| 157 | ], |
| 158 | ]; |
| 159 | |
| 160 | public const NAMED_ENTITY_REGEX = ' |
| 161 | CounterClockwiseContourIntegral;| |
| 162 | ClockwiseContourIntegral;| |
| 163 | DoubleLongLeftRightArrow;| |
| 164 | NotNestedGreaterGreater;| |
| 165 | DiacriticalDoubleAcute;| |
| 166 | NotSquareSupersetEqual;| |
| 167 | CloseCurlyDoubleQuote;| |
| 168 | DoubleContourIntegral;| |
| 169 | FilledVerySmallSquare;| |
| 170 | NegativeVeryThinSpace;| |
| 171 | NotPrecedesSlantEqual;| |
| 172 | NotRightTriangleEqual;| |
| 173 | NotSucceedsSlantEqual;| |
| 174 | CapitalDifferentialD;| |
| 175 | DoubleLeftRightArrow;| |
| 176 | DoubleLongRightArrow;| |
| 177 | EmptyVerySmallSquare;| |
| 178 | NestedGreaterGreater;| |
| 179 | NotDoubleVerticalBar;| |
| 180 | NotGreaterSlantEqual;| |
| 181 | NotLeftTriangleEqual;| |
| 182 | NotSquareSubsetEqual;| |
| 183 | OpenCurlyDoubleQuote;| |
| 184 | ReverseUpEquilibrium;| |
| 185 | DoubleLongLeftArrow;| |
| 186 | DownLeftRightVector;| |
| 187 | LeftArrowRightArrow;| |
| 188 | NegativeMediumSpace;| |
| 189 | NotGreaterFullEqual;| |
| 190 | NotRightTriangleBar;| |
| 191 | RightArrowLeftArrow;| |
| 192 | SquareSupersetEqual;| |
| 193 | leftrightsquigarrow;| |
| 194 | DownRightTeeVector;| |
| 195 | DownRightVectorBar;| |
| 196 | LongLeftRightArrow;| |
| 197 | Longleftrightarrow;| |
| 198 | NegativeThickSpace;| |
| 199 | NotLeftTriangleBar;| |
| 200 | PrecedesSlantEqual;| |
| 201 | ReverseEquilibrium;| |
| 202 | RightDoubleBracket;| |
| 203 | RightDownTeeVector;| |
| 204 | RightDownVectorBar;| |
| 205 | RightTriangleEqual;| |
| 206 | SquareIntersection;| |
| 207 | SucceedsSlantEqual;| |
| 208 | blacktriangleright;| |
| 209 | longleftrightarrow;| |
| 210 | DoubleUpDownArrow;| |
| 211 | DoubleVerticalBar;| |
| 212 | DownLeftTeeVector;| |
| 213 | DownLeftVectorBar;| |
| 214 | FilledSmallSquare;| |
| 215 | GreaterSlantEqual;| |
| 216 | LeftDoubleBracket;| |
| 217 | LeftDownTeeVector;| |
| 218 | LeftDownVectorBar;| |
| 219 | LeftTriangleEqual;| |
| 220 | NegativeThinSpace;| |
| 221 | NotGreaterGreater;| |
| 222 | NotLessSlantEqual;| |
| 223 | NotNestedLessLess;| |
| 224 | NotReverseElement;| |
| 225 | NotSquareSuperset;| |
| 226 | NotTildeFullEqual;| |
| 227 | RightAngleBracket;| |
| 228 | RightUpDownVector;| |
| 229 | SquareSubsetEqual;| |
| 230 | VerticalSeparator;| |
| 231 | blacktriangledown;| |
| 232 | blacktriangleleft;| |
| 233 | leftrightharpoons;| |
| 234 | rightleftharpoons;| |
| 235 | twoheadrightarrow;| |
| 236 | DiacriticalAcute;| |
| 237 | DiacriticalGrave;| |
| 238 | DiacriticalTilde;| |
| 239 | DoubleRightArrow;| |
| 240 | DownArrowUpArrow;| |
| 241 | EmptySmallSquare;| |
| 242 | GreaterEqualLess;| |
| 243 | GreaterFullEqual;| |
| 244 | LeftAngleBracket;| |
| 245 | LeftUpDownVector;| |
| 246 | LessEqualGreater;| |
| 247 | NonBreakingSpace;| |
| 248 | NotPrecedesEqual;| |
| 249 | NotRightTriangle;| |
| 250 | NotSucceedsEqual;| |
| 251 | NotSucceedsTilde;| |
| 252 | NotSupersetEqual;| |
| 253 | RightTriangleBar;| |
| 254 | RightUpTeeVector;| |
| 255 | RightUpVectorBar;| |
| 256 | UnderParenthesis;| |
| 257 | UpArrowDownArrow;| |
| 258 | circlearrowright;| |
| 259 | downharpoonright;| |
| 260 | ntrianglerighteq;| |
| 261 | rightharpoondown;| |
| 262 | rightrightarrows;| |
| 263 | twoheadleftarrow;| |
| 264 | vartriangleright;| |
| 265 | CloseCurlyQuote;| |
| 266 | ContourIntegral;| |
| 267 | DoubleDownArrow;| |
| 268 | DoubleLeftArrow;| |
| 269 | DownRightVector;| |
| 270 | LeftRightVector;| |
| 271 | LeftTriangleBar;| |
| 272 | LeftUpTeeVector;| |
| 273 | LeftUpVectorBar;| |
| 274 | LowerRightArrow;| |
| 275 | NotGreaterEqual;| |
| 276 | NotGreaterTilde;| |
| 277 | NotHumpDownHump;| |
| 278 | NotLeftTriangle;| |
| 279 | NotSquareSubset;| |
| 280 | OverParenthesis;| |
| 281 | RightDownVector;| |
| 282 | ShortRightArrow;| |
| 283 | UpperRightArrow;| |
| 284 | bigtriangledown;| |
| 285 | circlearrowleft;| |
| 286 | curvearrowright;| |
| 287 | downharpoonleft;| |
| 288 | leftharpoondown;| |
| 289 | leftrightarrows;| |
| 290 | nLeftrightarrow;| |
| 291 | nleftrightarrow;| |
| 292 | ntrianglelefteq;| |
| 293 | rightleftarrows;| |
| 294 | rightsquigarrow;| |
| 295 | rightthreetimes;| |
| 296 | straightepsilon;| |
| 297 | trianglerighteq;| |
| 298 | vartriangleleft;| |
| 299 | DiacriticalDot;| |
| 300 | DoubleRightTee;| |
| 301 | DownLeftVector;| |
| 302 | GreaterGreater;| |
| 303 | HorizontalLine;| |
| 304 | InvisibleComma;| |
| 305 | InvisibleTimes;| |
| 306 | LeftDownVector;| |
| 307 | LeftRightArrow;| |
| 308 | Leftrightarrow;| |
| 309 | LessSlantEqual;| |
| 310 | LongRightArrow;| |
| 311 | Longrightarrow;| |
| 312 | LowerLeftArrow;| |
| 313 | NestedLessLess;| |
| 314 | NotGreaterLess;| |
| 315 | NotLessGreater;| |
| 316 | NotSubsetEqual;| |
| 317 | NotVerticalBar;| |
| 318 | OpenCurlyQuote;| |
| 319 | ReverseElement;| |
| 320 | RightTeeVector;| |
| 321 | RightVectorBar;| |
| 322 | ShortDownArrow;| |
| 323 | ShortLeftArrow;| |
| 324 | SquareSuperset;| |
| 325 | TildeFullEqual;| |
| 326 | UpperLeftArrow;| |
| 327 | ZeroWidthSpace;| |
| 328 | curvearrowleft;| |
| 329 | doublebarwedge;| |
| 330 | downdownarrows;| |
| 331 | hookrightarrow;| |
| 332 | leftleftarrows;| |
| 333 | leftrightarrow;| |
| 334 | leftthreetimes;| |
| 335 | longrightarrow;| |
| 336 | looparrowright;| |
| 337 | nshortparallel;| |
| 338 | ntriangleright;| |
| 339 | rightarrowtail;| |
| 340 | rightharpoonup;| |
| 341 | trianglelefteq;| |
| 342 | upharpoonright;| |
| 343 | ApplyFunction;| |
| 344 | DifferentialD;| |
| 345 | DoubleLeftTee;| |
| 346 | DoubleUpArrow;| |
| 347 | LeftTeeVector;| |
| 348 | LeftVectorBar;| |
| 349 | LessFullEqual;| |
| 350 | LongLeftArrow;| |
| 351 | Longleftarrow;| |
| 352 | NotEqualTilde;| |
| 353 | NotTildeEqual;| |
| 354 | NotTildeTilde;| |
| 355 | Poincareplane;| |
| 356 | PrecedesEqual;| |
| 357 | PrecedesTilde;| |
| 358 | RightArrowBar;| |
| 359 | RightTeeArrow;| |
| 360 | RightTriangle;| |
| 361 | RightUpVector;| |
| 362 | SucceedsEqual;| |
| 363 | SucceedsTilde;| |
| 364 | SupersetEqual;| |
| 365 | UpEquilibrium;| |
| 366 | VerticalTilde;| |
| 367 | VeryThinSpace;| |
| 368 | bigtriangleup;| |
| 369 | blacktriangle;| |
| 370 | divideontimes;| |
| 371 | fallingdotseq;| |
| 372 | hookleftarrow;| |
| 373 | leftarrowtail;| |
| 374 | leftharpoonup;| |
| 375 | longleftarrow;| |
| 376 | looparrowleft;| |
| 377 | measuredangle;| |
| 378 | ntriangleleft;| |
| 379 | shortparallel;| |
| 380 | smallsetminus;| |
| 381 | triangleright;| |
| 382 | upharpoonleft;| |
| 383 | varsubsetneqq;| |
| 384 | varsupsetneqq;| |
| 385 | DownArrowBar;| |
| 386 | DownTeeArrow;| |
| 387 | ExponentialE;| |
| 388 | GreaterEqual;| |
| 389 | GreaterTilde;| |
| 390 | HilbertSpace;| |
| 391 | HumpDownHump;| |
| 392 | Intersection;| |
| 393 | LeftArrowBar;| |
| 394 | LeftTeeArrow;| |
| 395 | LeftTriangle;| |
| 396 | LeftUpVector;| |
| 397 | NotCongruent;| |
| 398 | NotHumpEqual;| |
| 399 | NotLessEqual;| |
| 400 | NotLessTilde;| |
| 401 | Proportional;| |
| 402 | RightCeiling;| |
| 403 | RoundImplies;| |
| 404 | ShortUpArrow;| |
| 405 | SquareSubset;| |
| 406 | UnderBracket;| |
| 407 | VerticalLine;| |
| 408 | blacklozenge;| |
| 409 | exponentiale;| |
| 410 | risingdotseq;| |
| 411 | triangledown;| |
| 412 | triangleleft;| |
| 413 | varsubsetneq;| |
| 414 | varsupsetneq;| |
| 415 | CircleMinus;| |
| 416 | CircleTimes;| |
| 417 | Equilibrium;| |
| 418 | GreaterLess;| |
| 419 | LeftCeiling;| |
| 420 | LessGreater;| |
| 421 | MediumSpace;| |
| 422 | NotLessLess;| |
| 423 | NotPrecedes;| |
| 424 | NotSucceeds;| |
| 425 | NotSuperset;| |
| 426 | OverBracket;| |
| 427 | RightVector;| |
| 428 | Rrightarrow;| |
| 429 | RuleDelayed;| |
| 430 | SmallCircle;| |
| 431 | SquareUnion;| |
| 432 | SubsetEqual;| |
| 433 | UpDownArrow;| |
| 434 | Updownarrow;| |
| 435 | VerticalBar;| |
| 436 | backepsilon;| |
| 437 | blacksquare;| |
| 438 | circledcirc;| |
| 439 | circleddash;| |
| 440 | curlyeqprec;| |
| 441 | curlyeqsucc;| |
| 442 | diamondsuit;| |
| 443 | eqslantless;| |
| 444 | expectation;| |
| 445 | nRightarrow;| |
| 446 | nrightarrow;| |
| 447 | preccurlyeq;| |
| 448 | precnapprox;| |
| 449 | quaternions;| |
| 450 | straightphi;| |
| 451 | succcurlyeq;| |
| 452 | succnapprox;| |
| 453 | thickapprox;| |
| 454 | updownarrow;| |
| 455 | Bernoullis;| |
| 456 | CirclePlus;| |
| 457 | EqualTilde;| |
| 458 | Fouriertrf;| |
| 459 | ImaginaryI;| |
| 460 | Laplacetrf;| |
| 461 | LeftVector;| |
| 462 | Lleftarrow;| |
| 463 | NotElement;| |
| 464 | NotGreater;| |
| 465 | Proportion;| |
| 466 | RightArrow;| |
| 467 | RightFloor;| |
| 468 | Rightarrow;| |
| 469 | ThickSpace;| |
| 470 | TildeEqual;| |
| 471 | TildeTilde;| |
| 472 | UnderBrace;| |
| 473 | UpArrowBar;| |
| 474 | UpTeeArrow;| |
| 475 | circledast;| |
| 476 | complement;| |
| 477 | curlywedge;| |
| 478 | eqslantgtr;| |
| 479 | gtreqqless;| |
| 480 | lessapprox;| |
| 481 | lesseqqgtr;| |
| 482 | lmoustache;| |
| 483 | longmapsto;| |
| 484 | mapstodown;| |
| 485 | mapstoleft;| |
| 486 | nLeftarrow;| |
| 487 | nleftarrow;| |
| 488 | nsubseteqq;| |
| 489 | nsupseteqq;| |
| 490 | precapprox;| |
| 491 | rightarrow;| |
| 492 | rmoustache;| |
| 493 | sqsubseteq;| |
| 494 | sqsupseteq;| |
| 495 | subsetneqq;| |
| 496 | succapprox;| |
| 497 | supsetneqq;| |
| 498 | upuparrows;| |
| 499 | varepsilon;| |
| 500 | varnothing;| |
| 501 | Backslash;| |
| 502 | CenterDot;| |
| 503 | CircleDot;| |
| 504 | Congruent;| |
| 505 | Coproduct;| |
| 506 | DoubleDot;| |
| 507 | DownArrow;| |
| 508 | DownBreve;| |
| 509 | Downarrow;| |
| 510 | HumpEqual;| |
| 511 | LeftArrow;| |
| 512 | LeftFloor;| |
| 513 | Leftarrow;| |
| 514 | LessTilde;| |
| 515 | Mellintrf;| |
| 516 | MinusPlus;| |
| 517 | NotCupCap;| |
| 518 | NotExists;| |
| 519 | NotSubset;| |
| 520 | OverBrace;| |
| 521 | PlusMinus;| |
| 522 | Therefore;| |
| 523 | ThinSpace;| |
| 524 | TripleDot;| |
| 525 | UnionPlus;| |
| 526 | backprime;| |
| 527 | backsimeq;| |
| 528 | bigotimes;| |
| 529 | centerdot;| |
| 530 | checkmark;| |
| 531 | complexes;| |
| 532 | dotsquare;| |
| 533 | downarrow;| |
| 534 | gtrapprox;| |
| 535 | gtreqless;| |
| 536 | gvertneqq;| |
| 537 | heartsuit;| |
| 538 | leftarrow;| |
| 539 | lesseqgtr;| |
| 540 | lvertneqq;| |
| 541 | ngeqslant;| |
| 542 | nleqslant;| |
| 543 | nparallel;| |
| 544 | nshortmid;| |
| 545 | nsubseteq;| |
| 546 | nsupseteq;| |
| 547 | pitchfork;| |
| 548 | rationals;| |
| 549 | spadesuit;| |
| 550 | subseteqq;| |
| 551 | subsetneq;| |
| 552 | supseteqq;| |
| 553 | supsetneq;| |
| 554 | therefore;| |
| 555 | triangleq;| |
| 556 | varpropto;| |
| 557 | DDotrahd;| |
| 558 | DotEqual;| |
| 559 | Integral;| |
| 560 | LessLess;| |
| 561 | NotEqual;| |
| 562 | NotTilde;| |
| 563 | PartialD;| |
| 564 | Precedes;| |
| 565 | RightTee;| |
| 566 | Succeeds;| |
| 567 | SuchThat;| |
| 568 | Superset;| |
| 569 | Uarrocir;| |
| 570 | UnderBar;| |
| 571 | andslope;| |
| 572 | angmsdaa;| |
| 573 | angmsdab;| |
| 574 | angmsdac;| |
| 575 | angmsdad;| |
| 576 | angmsdae;| |
| 577 | angmsdaf;| |
| 578 | angmsdag;| |
| 579 | angmsdah;| |
| 580 | angrtvbd;| |
| 581 | approxeq;| |
| 582 | awconint;| |
| 583 | backcong;| |
| 584 | barwedge;| |
| 585 | bbrktbrk;| |
| 586 | bigoplus;| |
| 587 | bigsqcup;| |
| 588 | biguplus;| |
| 589 | bigwedge;| |
| 590 | boxminus;| |
| 591 | boxtimes;| |
| 592 | bsolhsub;| |
| 593 | capbrcup;| |
| 594 | circledR;| |
| 595 | circledS;| |
| 596 | cirfnint;| |
| 597 | clubsuit;| |
| 598 | cupbrcap;| |
| 599 | curlyvee;| |
| 600 | cwconint;| |
| 601 | doteqdot;| |
| 602 | dotminus;| |
| 603 | drbkarow;| |
| 604 | dzigrarr;| |
| 605 | elinters;| |
| 606 | emptyset;| |
| 607 | eqvparsl;| |
| 608 | fpartint;| |
| 609 | geqslant;| |
| 610 | gesdotol;| |
| 611 | gnapprox;| |
| 612 | hksearow;| |
| 613 | hkswarow;| |
| 614 | imagline;| |
| 615 | imagpart;| |
| 616 | infintie;| |
| 617 | integers;| |
| 618 | intercal;| |
| 619 | intlarhk;| |
| 620 | laemptyv;| |
| 621 | ldrushar;| |
| 622 | leqslant;| |
| 623 | lesdotor;| |
| 624 | llcorner;| |
| 625 | lnapprox;| |
| 626 | lrcorner;| |
| 627 | lurdshar;| |
| 628 | mapstoup;| |
| 629 | multimap;| |
| 630 | naturals;| |
| 631 | ncongdot;| |
| 632 | notindot;| |
| 633 | otimesas;| |
| 634 | parallel;| |
| 635 | plusacir;| |
| 636 | pointint;| |
| 637 | precneqq;| |
| 638 | precnsim;| |
| 639 | profalar;| |
| 640 | profline;| |
| 641 | profsurf;| |
| 642 | raemptyv;| |
| 643 | realpart;| |
| 644 | rppolint;| |
| 645 | rtriltri;| |
| 646 | scpolint;| |
| 647 | setminus;| |
| 648 | shortmid;| |
| 649 | smeparsl;| |
| 650 | sqsubset;| |
| 651 | sqsupset;| |
| 652 | subseteq;| |
| 653 | succneqq;| |
| 654 | succnsim;| |
| 655 | supseteq;| |
| 656 | thetasym;| |
| 657 | thicksim;| |
| 658 | timesbar;| |
| 659 | triangle;| |
| 660 | triminus;| |
| 661 | trpezium;| |
| 662 | ulcorner;| |
| 663 | urcorner;| |
| 664 | varkappa;| |
| 665 | varsigma;| |
| 666 | vartheta;| |
| 667 | Because;| |
| 668 | Cayleys;| |
| 669 | Cconint;| |
| 670 | Cedilla;| |
| 671 | Diamond;| |
| 672 | DownTee;| |
| 673 | Element;| |
| 674 | Epsilon;| |
| 675 | Implies;| |
| 676 | LeftTee;| |
| 677 | NewLine;| |
| 678 | NoBreak;| |
| 679 | NotLess;| |
| 680 | Omicron;| |
| 681 | OverBar;| |
| 682 | Product;| |
| 683 | UpArrow;| |
| 684 | Uparrow;| |
| 685 | Upsilon;| |
| 686 | alefsym;| |
| 687 | angrtvb;| |
| 688 | angzarr;| |
| 689 | asympeq;| |
| 690 | backsim;| |
| 691 | because;| |
| 692 | bemptyv;| |
| 693 | between;| |
| 694 | bigcirc;| |
| 695 | bigodot;| |
| 696 | bigstar;| |
| 697 | bnequiv;| |
| 698 | boxplus;| |
| 699 | ccupssm;| |
| 700 | cemptyv;| |
| 701 | cirscir;| |
| 702 | coloneq;| |
| 703 | congdot;| |
| 704 | cudarrl;| |
| 705 | cudarrr;| |
| 706 | cularrp;| |
| 707 | curarrm;| |
| 708 | dbkarow;| |
| 709 | ddagger;| |
| 710 | ddotseq;| |
| 711 | demptyv;| |
| 712 | diamond;| |
| 713 | digamma;| |
| 714 | dotplus;| |
| 715 | dwangle;| |
| 716 | epsilon;| |
| 717 | eqcolon;| |
| 718 | equivDD;| |
| 719 | gesdoto;| |
| 720 | gtquest;| |
| 721 | gtrless;| |
| 722 | harrcir;| |
| 723 | intprod;| |
| 724 | isindot;| |
| 725 | larrbfs;| |
| 726 | larrsim;| |
| 727 | lbrksld;| |
| 728 | lbrkslu;| |
| 729 | ldrdhar;| |
| 730 | lesdoto;| |
| 731 | lessdot;| |
| 732 | lessgtr;| |
| 733 | lesssim;| |
| 734 | lotimes;| |
| 735 | lozenge;| |
| 736 | ltquest;| |
| 737 | luruhar;| |
| 738 | maltese;| |
| 739 | minusdu;| |
| 740 | napprox;| |
| 741 | natural;| |
| 742 | nearrow;| |
| 743 | nexists;| |
| 744 | notinva;| |
| 745 | notinvb;| |
| 746 | notinvc;| |
| 747 | notniva;| |
| 748 | notnivb;| |
| 749 | notnivc;| |
| 750 | npolint;| |
| 751 | npreceq;| |
| 752 | nsqsube;| |
| 753 | nsqsupe;| |
| 754 | nsubset;| |
| 755 | nsucceq;| |
| 756 | nsupset;| |
| 757 | nvinfin;| |
| 758 | nvltrie;| |
| 759 | nvrtrie;| |
| 760 | nwarrow;| |
| 761 | olcross;| |
| 762 | omicron;| |
| 763 | orderof;| |
| 764 | orslope;| |
| 765 | pertenk;| |
| 766 | planckh;| |
| 767 | pluscir;| |
| 768 | plussim;| |
| 769 | plustwo;| |
| 770 | precsim;| |
| 771 | quatint;| |
| 772 | questeq;| |
| 773 | rarrbfs;| |
| 774 | rarrsim;| |
| 775 | rbrksld;| |
| 776 | rbrkslu;| |
| 777 | rdldhar;| |
| 778 | realine;| |
| 779 | rotimes;| |
| 780 | ruluhar;| |
| 781 | searrow;| |
| 782 | simplus;| |
| 783 | simrarr;| |
| 784 | subedot;| |
| 785 | submult;| |
| 786 | subplus;| |
| 787 | subrarr;| |
| 788 | succsim;| |
| 789 | supdsub;| |
| 790 | supedot;| |
| 791 | suphsol;| |
| 792 | suphsub;| |
| 793 | suplarr;| |
| 794 | supmult;| |
| 795 | supplus;| |
| 796 | swarrow;| |
| 797 | topfork;| |
| 798 | triplus;| |
| 799 | tritime;| |
| 800 | uparrow;| |
| 801 | upsilon;| |
| 802 | uwangle;| |
| 803 | vzigzag;| |
| 804 | zigrarr;| |
| 805 | Aacute;| |
| 806 | Abreve;| |
| 807 | Agrave;| |
| 808 | Assign;| |
| 809 | Atilde;| |
| 810 | Barwed;| |
| 811 | Bumpeq;| |
| 812 | Cacute;| |
| 813 | Ccaron;| |
| 814 | Ccedil;| |
| 815 | Colone;| |
| 816 | Conint;| |
| 817 | CupCap;| |
| 818 | Dagger;| |
| 819 | Dcaron;| |
| 820 | DotDot;| |
| 821 | Dstrok;| |
| 822 | Eacute;| |
| 823 | Ecaron;| |
| 824 | Egrave;| |
| 825 | Exists;| |
| 826 | ForAll;| |
| 827 | Gammad;| |
| 828 | Gbreve;| |
| 829 | Gcedil;| |
| 830 | HARDcy;| |
| 831 | Hstrok;| |
| 832 | Iacute;| |
| 833 | Igrave;| |
| 834 | Itilde;| |
| 835 | Jsercy;| |
| 836 | Kcedil;| |
| 837 | Lacute;| |
| 838 | Lambda;| |
| 839 | Lcaron;| |
| 840 | Lcedil;| |
| 841 | Lmidot;| |
| 842 | Lstrok;| |
| 843 | Nacute;| |
| 844 | Ncaron;| |
| 845 | Ncedil;| |
| 846 | Ntilde;| |
| 847 | Oacute;| |
| 848 | Odblac;| |
| 849 | Ograve;| |
| 850 | Oslash;| |
| 851 | Otilde;| |
| 852 | Otimes;| |
| 853 | Racute;| |
| 854 | Rarrtl;| |
| 855 | Rcaron;| |
| 856 | Rcedil;| |
| 857 | SHCHcy;| |
| 858 | SOFTcy;| |
| 859 | Sacute;| |
| 860 | Scaron;| |
| 861 | Scedil;| |
| 862 | Square;| |
| 863 | Subset;| |
| 864 | Supset;| |
| 865 | Tcaron;| |
| 866 | Tcedil;| |
| 867 | Tstrok;| |
| 868 | Uacute;| |
| 869 | Ubreve;| |
| 870 | Udblac;| |
| 871 | Ugrave;| |
| 872 | Utilde;| |
| 873 | Vdashl;| |
| 874 | Verbar;| |
| 875 | Vvdash;| |
| 876 | Yacute;| |
| 877 | Zacute;| |
| 878 | Zcaron;| |
| 879 | aacute;| |
| 880 | abreve;| |
| 881 | agrave;| |
| 882 | andand;| |
| 883 | angmsd;| |
| 884 | angsph;| |
| 885 | apacir;| |
| 886 | approx;| |
| 887 | atilde;| |
| 888 | barvee;| |
| 889 | barwed;| |
| 890 | becaus;| |
| 891 | bernou;| |
| 892 | bigcap;| |
| 893 | bigcup;| |
| 894 | bigvee;| |
| 895 | bkarow;| |
| 896 | bottom;| |
| 897 | bowtie;| |
| 898 | boxbox;| |
| 899 | bprime;| |
| 900 | brvbar;| |
| 901 | bullet;| |
| 902 | bumpeq;| |
| 903 | cacute;| |
| 904 | capand;| |
| 905 | capcap;| |
| 906 | capcup;| |
| 907 | capdot;| |
| 908 | ccaron;| |
| 909 | ccedil;| |
| 910 | circeq;| |
| 911 | cirmid;| |
| 912 | colone;| |
| 913 | commat;| |
| 914 | compfn;| |
| 915 | conint;| |
| 916 | coprod;| |
| 917 | copysr;| |
| 918 | cularr;| |
| 919 | cupcap;| |
| 920 | cupcup;| |
| 921 | cupdot;| |
| 922 | curarr;| |
| 923 | curren;| |
| 924 | cylcty;| |
| 925 | dagger;| |
| 926 | daleth;| |
| 927 | dcaron;| |
| 928 | dfisht;| |
| 929 | divide;| |
| 930 | divonx;| |
| 931 | dlcorn;| |
| 932 | dlcrop;| |
| 933 | dollar;| |
| 934 | drcorn;| |
| 935 | drcrop;| |
| 936 | dstrok;| |
| 937 | eacute;| |
| 938 | easter;| |
| 939 | ecaron;| |
| 940 | ecolon;| |
| 941 | egrave;| |
| 942 | egsdot;| |
| 943 | elsdot;| |
| 944 | emptyv;| |
| 945 | emsp13;| |
| 946 | emsp14;| |
| 947 | eparsl;| |
| 948 | eqcirc;| |
| 949 | equals;| |
| 950 | equest;| |
| 951 | female;| |
| 952 | ffilig;| |
| 953 | ffllig;| |
| 954 | forall;| |
| 955 | frac12;| |
| 956 | frac13;| |
| 957 | frac14;| |
| 958 | frac15;| |
| 959 | frac16;| |
| 960 | frac18;| |
| 961 | frac23;| |
| 962 | frac25;| |
| 963 | frac34;| |
| 964 | frac35;| |
| 965 | frac38;| |
| 966 | frac45;| |
| 967 | frac56;| |
| 968 | frac58;| |
| 969 | frac78;| |
| 970 | gacute;| |
| 971 | gammad;| |
| 972 | gbreve;| |
| 973 | gesdot;| |
| 974 | gesles;| |
| 975 | gtlPar;| |
| 976 | gtrarr;| |
| 977 | gtrdot;| |
| 978 | gtrsim;| |
| 979 | hairsp;| |
| 980 | hamilt;| |
| 981 | hardcy;| |
| 982 | hearts;| |
| 983 | hellip;| |
| 984 | hercon;| |
| 985 | homtht;| |
| 986 | horbar;| |
| 987 | hslash;| |
| 988 | hstrok;| |
| 989 | hybull;| |
| 990 | hyphen;| |
| 991 | iacute;| |
| 992 | igrave;| |
| 993 | iiiint;| |
| 994 | iinfin;| |
| 995 | incare;| |
| 996 | inodot;| |
| 997 | intcal;| |
| 998 | iquest;| |
| 999 | isinsv;| |
| 1000 | itilde;| |
| 1001 | jsercy;| |
| 1002 | kappav;| |
| 1003 | kcedil;| |
| 1004 | kgreen;| |
| 1005 | lAtail;| |
| 1006 | lacute;| |
| 1007 | lagran;| |
| 1008 | lambda;| |
| 1009 | langle;| |
| 1010 | larrfs;| |
| 1011 | larrhk;| |
| 1012 | larrlp;| |
| 1013 | larrpl;| |
| 1014 | larrtl;| |
| 1015 | latail;| |
| 1016 | lbrace;| |
| 1017 | lbrack;| |
| 1018 | lcaron;| |
| 1019 | lcedil;| |
| 1020 | ldquor;| |
| 1021 | lesdot;| |
| 1022 | lesges;| |
| 1023 | lfisht;| |
| 1024 | lfloor;| |
| 1025 | lharul;| |
| 1026 | llhard;| |
| 1027 | lmidot;| |
| 1028 | lmoust;| |
| 1029 | loplus;| |
| 1030 | lowast;| |
| 1031 | lowbar;| |
| 1032 | lparlt;| |
| 1033 | lrhard;| |
| 1034 | lsaquo;| |
| 1035 | lsquor;| |
| 1036 | lstrok;| |
| 1037 | lthree;| |
| 1038 | ltimes;| |
| 1039 | ltlarr;| |
| 1040 | ltrPar;| |
| 1041 | mapsto;| |
| 1042 | marker;| |
| 1043 | mcomma;| |
| 1044 | midast;| |
| 1045 | midcir;| |
| 1046 | middot;| |
| 1047 | minusb;| |
| 1048 | minusd;| |
| 1049 | mnplus;| |
| 1050 | models;| |
| 1051 | mstpos;| |
| 1052 | nVDash;| |
| 1053 | nVdash;| |
| 1054 | nacute;| |
| 1055 | nbumpe;| |
| 1056 | ncaron;| |
| 1057 | ncedil;| |
| 1058 | nearhk;| |
| 1059 | nequiv;| |
| 1060 | nesear;| |
| 1061 | nexist;| |
| 1062 | nltrie;| |
| 1063 | notinE;| |
| 1064 | nparsl;| |
| 1065 | nprcue;| |
| 1066 | nrarrc;| |
| 1067 | nrarrw;| |
| 1068 | nrtrie;| |
| 1069 | nsccue;| |
| 1070 | nsimeq;| |
| 1071 | ntilde;| |
| 1072 | numero;| |
| 1073 | nvDash;| |
| 1074 | nvHarr;| |
| 1075 | nvdash;| |
| 1076 | nvlArr;| |
| 1077 | nvrArr;| |
| 1078 | nwarhk;| |
| 1079 | nwnear;| |
| 1080 | oacute;| |
| 1081 | odblac;| |
| 1082 | odsold;| |
| 1083 | ograve;| |
| 1084 | ominus;| |
| 1085 | origof;| |
| 1086 | oslash;| |
| 1087 | otilde;| |
| 1088 | otimes;| |
| 1089 | parsim;| |
| 1090 | percnt;| |
| 1091 | period;| |
| 1092 | permil;| |
| 1093 | phmmat;| |
| 1094 | planck;| |
| 1095 | plankv;| |
| 1096 | plusdo;| |
| 1097 | plusdu;| |
| 1098 | plusmn;| |
| 1099 | preceq;| |
| 1100 | primes;| |
| 1101 | prnsim;| |
| 1102 | propto;| |
| 1103 | prurel;| |
| 1104 | puncsp;| |
| 1105 | qprime;| |
| 1106 | rAtail;| |
| 1107 | racute;| |
| 1108 | rangle;| |
| 1109 | rarrap;| |
| 1110 | rarrfs;| |
| 1111 | rarrhk;| |
| 1112 | rarrlp;| |
| 1113 | rarrpl;| |
| 1114 | rarrtl;| |
| 1115 | ratail;| |
| 1116 | rbrace;| |
| 1117 | rbrack;| |
| 1118 | rcaron;| |
| 1119 | rcedil;| |
| 1120 | rdquor;| |
| 1121 | rfisht;| |
| 1122 | rfloor;| |
| 1123 | rharul;| |
| 1124 | rmoust;| |
| 1125 | roplus;| |
| 1126 | rpargt;| |
| 1127 | rsaquo;| |
| 1128 | rsquor;| |
| 1129 | rthree;| |
| 1130 | rtimes;| |
| 1131 | sacute;| |
| 1132 | scaron;| |
| 1133 | scedil;| |
| 1134 | scnsim;| |
| 1135 | searhk;| |
| 1136 | seswar;| |
| 1137 | sfrown;| |
| 1138 | shchcy;| |
| 1139 | sigmaf;| |
| 1140 | sigmav;| |
| 1141 | simdot;| |
| 1142 | smashp;| |
| 1143 | softcy;| |
| 1144 | solbar;| |
| 1145 | spades;| |
| 1146 | sqcaps;| |
| 1147 | sqcups;| |
| 1148 | sqsube;| |
| 1149 | sqsupe;| |
| 1150 | square;| |
| 1151 | squarf;| |
| 1152 | ssetmn;| |
| 1153 | ssmile;| |
| 1154 | sstarf;| |
| 1155 | subdot;| |
| 1156 | subset;| |
| 1157 | subsim;| |
| 1158 | subsub;| |
| 1159 | subsup;| |
| 1160 | succeq;| |
| 1161 | supdot;| |
| 1162 | supset;| |
| 1163 | supsim;| |
| 1164 | supsub;| |
| 1165 | supsup;| |
| 1166 | swarhk;| |
| 1167 | swnwar;| |
| 1168 | target;| |
| 1169 | tcaron;| |
| 1170 | tcedil;| |
| 1171 | telrec;| |
| 1172 | there4;| |
| 1173 | thetav;| |
| 1174 | thinsp;| |
| 1175 | thksim;| |
| 1176 | timesb;| |
| 1177 | timesd;| |
| 1178 | topbot;| |
| 1179 | topcir;| |
| 1180 | tprime;| |
| 1181 | tridot;| |
| 1182 | tstrok;| |
| 1183 | uacute;| |
| 1184 | ubreve;| |
| 1185 | udblac;| |
| 1186 | ufisht;| |
| 1187 | ugrave;| |
| 1188 | ulcorn;| |
| 1189 | ulcrop;| |
| 1190 | urcorn;| |
| 1191 | urcrop;| |
| 1192 | utilde;| |
| 1193 | vangrt;| |
| 1194 | varphi;| |
| 1195 | varrho;| |
| 1196 | veebar;| |
| 1197 | vellip;| |
| 1198 | verbar;| |
| 1199 | vsubnE;| |
| 1200 | vsubne;| |
| 1201 | vsupnE;| |
| 1202 | vsupne;| |
| 1203 | wedbar;| |
| 1204 | wedgeq;| |
| 1205 | weierp;| |
| 1206 | wreath;| |
| 1207 | xoplus;| |
| 1208 | xotime;| |
| 1209 | xsqcup;| |
| 1210 | xuplus;| |
| 1211 | xwedge;| |
| 1212 | yacute;| |
| 1213 | zacute;| |
| 1214 | zcaron;| |
| 1215 | zeetrf;| |
| 1216 | AElig;| |
| 1217 | Aacute| |
| 1218 | Acirc;| |
| 1219 | Agrave| |
| 1220 | Alpha;| |
| 1221 | Amacr;| |
| 1222 | Aogon;| |
| 1223 | Aring;| |
| 1224 | Atilde| |
| 1225 | Breve;| |
| 1226 | Ccedil| |
| 1227 | Ccirc;| |
| 1228 | Colon;| |
| 1229 | Cross;| |
| 1230 | Dashv;| |
| 1231 | Delta;| |
| 1232 | Eacute| |
| 1233 | Ecirc;| |
| 1234 | Egrave| |
| 1235 | Emacr;| |
| 1236 | Eogon;| |
| 1237 | Equal;| |
| 1238 | Gamma;| |
| 1239 | Gcirc;| |
| 1240 | Hacek;| |
| 1241 | Hcirc;| |
| 1242 | IJlig;| |
| 1243 | Iacute| |
| 1244 | Icirc;| |
| 1245 | Igrave| |
| 1246 | Imacr;| |
| 1247 | Iogon;| |
| 1248 | Iukcy;| |
| 1249 | Jcirc;| |
| 1250 | Jukcy;| |
| 1251 | Kappa;| |
| 1252 | Ntilde| |
| 1253 | OElig;| |
| 1254 | Oacute| |
| 1255 | Ocirc;| |
| 1256 | Ograve| |
| 1257 | Omacr;| |
| 1258 | Omega;| |
| 1259 | Oslash| |
| 1260 | Otilde| |
| 1261 | Prime;| |
| 1262 | RBarr;| |
| 1263 | Scirc;| |
| 1264 | Sigma;| |
| 1265 | THORN;| |
| 1266 | TRADE;| |
| 1267 | TSHcy;| |
| 1268 | Theta;| |
| 1269 | Tilde;| |
| 1270 | Uacute| |
| 1271 | Ubrcy;| |
| 1272 | Ucirc;| |
| 1273 | Ugrave| |
| 1274 | Umacr;| |
| 1275 | Union;| |
| 1276 | Uogon;| |
| 1277 | UpTee;| |
| 1278 | Uring;| |
| 1279 | VDash;| |
| 1280 | Vdash;| |
| 1281 | Wcirc;| |
| 1282 | Wedge;| |
| 1283 | Yacute| |
| 1284 | Ycirc;| |
| 1285 | aacute| |
| 1286 | acirc;| |
| 1287 | acute;| |
| 1288 | aelig;| |
| 1289 | agrave| |
| 1290 | aleph;| |
| 1291 | alpha;| |
| 1292 | amacr;| |
| 1293 | amalg;| |
| 1294 | angle;| |
| 1295 | angrt;| |
| 1296 | angst;| |
| 1297 | aogon;| |
| 1298 | aring;| |
| 1299 | asymp;| |
| 1300 | atilde| |
| 1301 | awint;| |
| 1302 | bcong;| |
| 1303 | bdquo;| |
| 1304 | bepsi;| |
| 1305 | blank;| |
| 1306 | blk12;| |
| 1307 | blk14;| |
| 1308 | blk34;| |
| 1309 | block;| |
| 1310 | boxDL;| |
| 1311 | boxDR;| |
| 1312 | boxDl;| |
| 1313 | boxDr;| |
| 1314 | boxHD;| |
| 1315 | boxHU;| |
| 1316 | boxHd;| |
| 1317 | boxHu;| |
| 1318 | boxUL;| |
| 1319 | boxUR;| |
| 1320 | boxUl;| |
| 1321 | boxUr;| |
| 1322 | boxVH;| |
| 1323 | boxVL;| |
| 1324 | boxVR;| |
| 1325 | boxVh;| |
| 1326 | boxVl;| |
| 1327 | boxVr;| |
| 1328 | boxdL;| |
| 1329 | boxdR;| |
| 1330 | boxdl;| |
| 1331 | boxdr;| |
| 1332 | boxhD;| |
| 1333 | boxhU;| |
| 1334 | boxhd;| |
| 1335 | boxhu;| |
| 1336 | boxuL;| |
| 1337 | boxuR;| |
| 1338 | boxul;| |
| 1339 | boxur;| |
| 1340 | boxvH;| |
| 1341 | boxvL;| |
| 1342 | boxvR;| |
| 1343 | boxvh;| |
| 1344 | boxvl;| |
| 1345 | boxvr;| |
| 1346 | breve;| |
| 1347 | brvbar| |
| 1348 | bsemi;| |
| 1349 | bsime;| |
| 1350 | bsolb;| |
| 1351 | bumpE;| |
| 1352 | bumpe;| |
| 1353 | caret;| |
| 1354 | caron;| |
| 1355 | ccaps;| |
| 1356 | ccedil| |
| 1357 | ccirc;| |
| 1358 | ccups;| |
| 1359 | cedil;| |
| 1360 | check;| |
| 1361 | clubs;| |
| 1362 | colon;| |
| 1363 | comma;| |
| 1364 | crarr;| |
| 1365 | cross;| |
| 1366 | csube;| |
| 1367 | csupe;| |
| 1368 | ctdot;| |
| 1369 | cuepr;| |
| 1370 | cuesc;| |
| 1371 | cupor;| |
| 1372 | curren| |
| 1373 | cuvee;| |
| 1374 | cuwed;| |
| 1375 | cwint;| |
| 1376 | dashv;| |
| 1377 | dblac;| |
| 1378 | ddarr;| |
| 1379 | delta;| |
| 1380 | dharl;| |
| 1381 | dharr;| |
| 1382 | diams;| |
| 1383 | disin;| |
| 1384 | divide| |
| 1385 | doteq;| |
| 1386 | dtdot;| |
| 1387 | dtrif;| |
| 1388 | duarr;| |
| 1389 | duhar;| |
| 1390 | eDDot;| |
| 1391 | eacute| |
| 1392 | ecirc;| |
| 1393 | efDot;| |
| 1394 | egrave| |
| 1395 | emacr;| |
| 1396 | empty;| |
| 1397 | eogon;| |
| 1398 | eplus;| |
| 1399 | epsiv;| |
| 1400 | eqsim;| |
| 1401 | equiv;| |
| 1402 | erDot;| |
| 1403 | erarr;| |
| 1404 | esdot;| |
| 1405 | exist;| |
| 1406 | fflig;| |
| 1407 | filig;| |
| 1408 | fjlig;| |
| 1409 | fllig;| |
| 1410 | fltns;| |
| 1411 | forkv;| |
| 1412 | frac12| |
| 1413 | frac14| |
| 1414 | frac34| |
| 1415 | frasl;| |
| 1416 | frown;| |
| 1417 | gamma;| |
| 1418 | gcirc;| |
| 1419 | gescc;| |
| 1420 | gimel;| |
| 1421 | gneqq;| |
| 1422 | gnsim;| |
| 1423 | grave;| |
| 1424 | gsime;| |
| 1425 | gsiml;| |
| 1426 | gtcir;| |
| 1427 | gtdot;| |
| 1428 | harrw;| |
| 1429 | hcirc;| |
| 1430 | hoarr;| |
| 1431 | iacute| |
| 1432 | icirc;| |
| 1433 | iexcl;| |
| 1434 | igrave| |
| 1435 | iiint;| |
| 1436 | iiota;| |
| 1437 | ijlig;| |
| 1438 | imacr;| |
| 1439 | image;| |
| 1440 | imath;| |
| 1441 | imped;| |
| 1442 | infin;| |
| 1443 | iogon;| |
| 1444 | iprod;| |
| 1445 | iquest| |
| 1446 | isinE;| |
| 1447 | isins;| |
| 1448 | isinv;| |
| 1449 | iukcy;| |
| 1450 | jcirc;| |
| 1451 | jmath;| |
| 1452 | jukcy;| |
| 1453 | kappa;| |
| 1454 | lAarr;| |
| 1455 | lBarr;| |
| 1456 | langd;| |
| 1457 | laquo;| |
| 1458 | larrb;| |
| 1459 | lates;| |
| 1460 | lbarr;| |
| 1461 | lbbrk;| |
| 1462 | lbrke;| |
| 1463 | lceil;| |
| 1464 | ldquo;| |
| 1465 | lescc;| |
| 1466 | lhard;| |
| 1467 | lharu;| |
| 1468 | lhblk;| |
| 1469 | llarr;| |
| 1470 | lltri;| |
| 1471 | lneqq;| |
| 1472 | lnsim;| |
| 1473 | loang;| |
| 1474 | loarr;| |
| 1475 | lobrk;| |
| 1476 | lopar;| |
| 1477 | lrarr;| |
| 1478 | lrhar;| |
| 1479 | lrtri;| |
| 1480 | lsime;| |
| 1481 | lsimg;| |
| 1482 | lsquo;| |
| 1483 | ltcir;| |
| 1484 | ltdot;| |
| 1485 | ltrie;| |
| 1486 | ltrif;| |
| 1487 | mDDot;| |
| 1488 | mdash;| |
| 1489 | micro;| |
| 1490 | middot| |
| 1491 | minus;| |
| 1492 | mumap;| |
| 1493 | nabla;| |
| 1494 | napid;| |
| 1495 | napos;| |
| 1496 | natur;| |
| 1497 | nbump;| |
| 1498 | ncong;| |
| 1499 | ndash;| |
| 1500 | neArr;| |
| 1501 | nearr;| |
| 1502 | nedot;| |
| 1503 | nesim;| |
| 1504 | ngeqq;| |
| 1505 | ngsim;| |
| 1506 | nhArr;| |
| 1507 | nharr;| |
| 1508 | nhpar;| |
| 1509 | nlArr;| |
| 1510 | nlarr;| |
| 1511 | nleqq;| |
| 1512 | nless;| |
| 1513 | nlsim;| |
| 1514 | nltri;| |
| 1515 | notin;| |
| 1516 | notni;| |
| 1517 | npart;| |
| 1518 | nprec;| |
| 1519 | nrArr;| |
| 1520 | nrarr;| |
| 1521 | nrtri;| |
| 1522 | nsime;| |
| 1523 | nsmid;| |
| 1524 | nspar;| |
| 1525 | nsubE;| |
| 1526 | nsube;| |
| 1527 | nsucc;| |
| 1528 | nsupE;| |
| 1529 | nsupe;| |
| 1530 | ntilde| |
| 1531 | numsp;| |
| 1532 | nvsim;| |
| 1533 | nwArr;| |
| 1534 | nwarr;| |
| 1535 | oacute| |
| 1536 | ocirc;| |
| 1537 | odash;| |
| 1538 | oelig;| |
| 1539 | ofcir;| |
| 1540 | ograve| |
| 1541 | ohbar;| |
| 1542 | olarr;| |
| 1543 | olcir;| |
| 1544 | oline;| |
| 1545 | omacr;| |
| 1546 | omega;| |
| 1547 | operp;| |
| 1548 | oplus;| |
| 1549 | orarr;| |
| 1550 | order;| |
| 1551 | oslash| |
| 1552 | otilde| |
| 1553 | ovbar;| |
| 1554 | parsl;| |
| 1555 | phone;| |
| 1556 | plusb;| |
| 1557 | pluse;| |
| 1558 | plusmn| |
| 1559 | pound;| |
| 1560 | prcue;| |
| 1561 | prime;| |
| 1562 | prnap;| |
| 1563 | prsim;| |
| 1564 | quest;| |
| 1565 | rAarr;| |
| 1566 | rBarr;| |
| 1567 | radic;| |
| 1568 | rangd;| |
| 1569 | range;| |
| 1570 | raquo;| |
| 1571 | rarrb;| |
| 1572 | rarrc;| |
| 1573 | rarrw;| |
| 1574 | ratio;| |
| 1575 | rbarr;| |
| 1576 | rbbrk;| |
| 1577 | rbrke;| |
| 1578 | rceil;| |
| 1579 | rdquo;| |
| 1580 | reals;| |
| 1581 | rhard;| |
| 1582 | rharu;| |
| 1583 | rlarr;| |
| 1584 | rlhar;| |
| 1585 | rnmid;| |
| 1586 | roang;| |
| 1587 | roarr;| |
| 1588 | robrk;| |
| 1589 | ropar;| |
| 1590 | rrarr;| |
| 1591 | rsquo;| |
| 1592 | rtrie;| |
| 1593 | rtrif;| |
| 1594 | sbquo;| |
| 1595 | sccue;| |
| 1596 | scirc;| |
| 1597 | scnap;| |
| 1598 | scsim;| |
| 1599 | sdotb;| |
| 1600 | sdote;| |
| 1601 | seArr;| |
| 1602 | searr;| |
| 1603 | setmn;| |
| 1604 | sharp;| |
| 1605 | sigma;| |
| 1606 | simeq;| |
| 1607 | simgE;| |
| 1608 | simlE;| |
| 1609 | simne;| |
| 1610 | slarr;| |
| 1611 | smile;| |
| 1612 | smtes;| |
| 1613 | sqcap;| |
| 1614 | sqcup;| |
| 1615 | sqsub;| |
| 1616 | sqsup;| |
| 1617 | srarr;| |
| 1618 | starf;| |
| 1619 | strns;| |
| 1620 | subnE;| |
| 1621 | subne;| |
| 1622 | supnE;| |
| 1623 | supne;| |
| 1624 | swArr;| |
| 1625 | swarr;| |
| 1626 | szlig;| |
| 1627 | theta;| |
| 1628 | thkap;| |
| 1629 | thorn;| |
| 1630 | tilde;| |
| 1631 | times;| |
| 1632 | trade;| |
| 1633 | trisb;| |
| 1634 | tshcy;| |
| 1635 | twixt;| |
| 1636 | uacute| |
| 1637 | ubrcy;| |
| 1638 | ucirc;| |
| 1639 | udarr;| |
| 1640 | udhar;| |
| 1641 | ugrave| |
| 1642 | uharl;| |
| 1643 | uharr;| |
| 1644 | uhblk;| |
| 1645 | ultri;| |
| 1646 | umacr;| |
| 1647 | uogon;| |
| 1648 | uplus;| |
| 1649 | upsih;| |
| 1650 | uring;| |
| 1651 | urtri;| |
| 1652 | utdot;| |
| 1653 | utrif;| |
| 1654 | uuarr;| |
| 1655 | vBarv;| |
| 1656 | vDash;| |
| 1657 | varpi;| |
| 1658 | vdash;| |
| 1659 | veeeq;| |
| 1660 | vltri;| |
| 1661 | vnsub;| |
| 1662 | vnsup;| |
| 1663 | vprop;| |
| 1664 | vrtri;| |
| 1665 | wcirc;| |
| 1666 | wedge;| |
| 1667 | xcirc;| |
| 1668 | xdtri;| |
| 1669 | xhArr;| |
| 1670 | xharr;| |
| 1671 | xlArr;| |
| 1672 | xlarr;| |
| 1673 | xodot;| |
| 1674 | xrArr;| |
| 1675 | xrarr;| |
| 1676 | xutri;| |
| 1677 | yacute| |
| 1678 | ycirc;| |
| 1679 | AElig| |
| 1680 | Acirc| |
| 1681 | Aopf;| |
| 1682 | Aring| |
| 1683 | Ascr;| |
| 1684 | Auml;| |
| 1685 | Barv;| |
| 1686 | Beta;| |
| 1687 | Bopf;| |
| 1688 | Bscr;| |
| 1689 | CHcy;| |
| 1690 | COPY;| |
| 1691 | Cdot;| |
| 1692 | Copf;| |
| 1693 | Cscr;| |
| 1694 | DJcy;| |
| 1695 | DScy;| |
| 1696 | DZcy;| |
| 1697 | Darr;| |
| 1698 | Dopf;| |
| 1699 | Dscr;| |
| 1700 | Ecirc| |
| 1701 | Edot;| |
| 1702 | Eopf;| |
| 1703 | Escr;| |
| 1704 | Esim;| |
| 1705 | Euml;| |
| 1706 | Fopf;| |
| 1707 | Fscr;| |
| 1708 | GJcy;| |
| 1709 | Gdot;| |
| 1710 | Gopf;| |
| 1711 | Gscr;| |
| 1712 | Hopf;| |
| 1713 | Hscr;| |
| 1714 | IEcy;| |
| 1715 | IOcy;| |
| 1716 | Icirc| |
| 1717 | Idot;| |
| 1718 | Iopf;| |
| 1719 | Iota;| |
| 1720 | Iscr;| |
| 1721 | Iuml;| |
| 1722 | Jopf;| |
| 1723 | Jscr;| |
| 1724 | KHcy;| |
| 1725 | KJcy;| |
| 1726 | Kopf;| |
| 1727 | Kscr;| |
| 1728 | LJcy;| |
| 1729 | Lang;| |
| 1730 | Larr;| |
| 1731 | Lopf;| |
| 1732 | Lscr;| |
| 1733 | Mopf;| |
| 1734 | Mscr;| |
| 1735 | NJcy;| |
| 1736 | Nopf;| |
| 1737 | Nscr;| |
| 1738 | Ocirc| |
| 1739 | Oopf;| |
| 1740 | Oscr;| |
| 1741 | Ouml;| |
| 1742 | Popf;| |
| 1743 | Pscr;| |
| 1744 | QUOT;| |
| 1745 | Qopf;| |
| 1746 | Qscr;| |
| 1747 | Rang;| |
| 1748 | Rarr;| |
| 1749 | Ropf;| |
| 1750 | Rscr;| |
| 1751 | SHcy;| |
| 1752 | Sopf;| |
| 1753 | Sqrt;| |
| 1754 | Sscr;| |
| 1755 | Star;| |
| 1756 | THORN| |
| 1757 | TScy;| |
| 1758 | Topf;| |
| 1759 | Tscr;| |
| 1760 | Uarr;| |
| 1761 | Ucirc| |
| 1762 | Uopf;| |
| 1763 | Upsi;| |
| 1764 | Uscr;| |
| 1765 | Uuml;| |
| 1766 | Vbar;| |
| 1767 | Vert;| |
| 1768 | Vopf;| |
| 1769 | Vscr;| |
| 1770 | Wopf;| |
| 1771 | Wscr;| |
| 1772 | Xopf;| |
| 1773 | Xscr;| |
| 1774 | YAcy;| |
| 1775 | YIcy;| |
| 1776 | YUcy;| |
| 1777 | Yopf;| |
| 1778 | Yscr;| |
| 1779 | Yuml;| |
| 1780 | ZHcy;| |
| 1781 | Zdot;| |
| 1782 | Zeta;| |
| 1783 | Zopf;| |
| 1784 | Zscr;| |
| 1785 | acirc| |
| 1786 | acute| |
| 1787 | aelig| |
| 1788 | andd;| |
| 1789 | andv;| |
| 1790 | ange;| |
| 1791 | aopf;| |
| 1792 | apid;| |
| 1793 | apos;| |
| 1794 | aring| |
| 1795 | ascr;| |
| 1796 | auml;| |
| 1797 | bNot;| |
| 1798 | bbrk;| |
| 1799 | beta;| |
| 1800 | beth;| |
| 1801 | bnot;| |
| 1802 | bopf;| |
| 1803 | boxH;| |
| 1804 | boxV;| |
| 1805 | boxh;| |
| 1806 | boxv;| |
| 1807 | bscr;| |
| 1808 | bsim;| |
| 1809 | bsol;| |
| 1810 | bull;| |
| 1811 | bump;| |
| 1812 | caps;| |
| 1813 | cdot;| |
| 1814 | cedil| |
| 1815 | cent;| |
| 1816 | chcy;| |
| 1817 | cirE;| |
| 1818 | circ;| |
| 1819 | cire;| |
| 1820 | comp;| |
| 1821 | cong;| |
| 1822 | copf;| |
| 1823 | copy;| |
| 1824 | cscr;| |
| 1825 | csub;| |
| 1826 | csup;| |
| 1827 | cups;| |
| 1828 | dArr;| |
| 1829 | dHar;| |
| 1830 | darr;| |
| 1831 | dash;| |
| 1832 | diam;| |
| 1833 | djcy;| |
| 1834 | dopf;| |
| 1835 | dscr;| |
| 1836 | dscy;| |
| 1837 | dsol;| |
| 1838 | dtri;| |
| 1839 | dzcy;| |
| 1840 | eDot;| |
| 1841 | ecir;| |
| 1842 | ecirc| |
| 1843 | edot;| |
| 1844 | emsp;| |
| 1845 | ensp;| |
| 1846 | eopf;| |
| 1847 | epar;| |
| 1848 | epsi;| |
| 1849 | escr;| |
| 1850 | esim;| |
| 1851 | euml;| |
| 1852 | euro;| |
| 1853 | excl;| |
| 1854 | flat;| |
| 1855 | fnof;| |
| 1856 | fopf;| |
| 1857 | fork;| |
| 1858 | fscr;| |
| 1859 | gdot;| |
| 1860 | geqq;| |
| 1861 | gesl;| |
| 1862 | gjcy;| |
| 1863 | gnap;| |
| 1864 | gneq;| |
| 1865 | gopf;| |
| 1866 | gscr;| |
| 1867 | gsim;| |
| 1868 | gtcc;| |
| 1869 | gvnE;| |
| 1870 | hArr;| |
| 1871 | half;| |
| 1872 | harr;| |
| 1873 | hbar;| |
| 1874 | hopf;| |
| 1875 | hscr;| |
| 1876 | icirc| |
| 1877 | iecy;| |
| 1878 | iexcl| |
| 1879 | imof;| |
| 1880 | iocy;| |
| 1881 | iopf;| |
| 1882 | iota;| |
| 1883 | iscr;| |
| 1884 | isin;| |
| 1885 | iuml;| |
| 1886 | jopf;| |
| 1887 | jscr;| |
| 1888 | khcy;| |
| 1889 | kjcy;| |
| 1890 | kopf;| |
| 1891 | kscr;| |
| 1892 | lArr;| |
| 1893 | lHar;| |
| 1894 | lang;| |
| 1895 | laquo| |
| 1896 | larr;| |
| 1897 | late;| |
| 1898 | lcub;| |
| 1899 | ldca;| |
| 1900 | ldsh;| |
| 1901 | leqq;| |
| 1902 | lesg;| |
| 1903 | ljcy;| |
| 1904 | lnap;| |
| 1905 | lneq;| |
| 1906 | lopf;| |
| 1907 | lozf;| |
| 1908 | lpar;| |
| 1909 | lscr;| |
| 1910 | lsim;| |
| 1911 | lsqb;| |
| 1912 | ltcc;| |
| 1913 | ltri;| |
| 1914 | lvnE;| |
| 1915 | macr;| |
| 1916 | male;| |
| 1917 | malt;| |
| 1918 | micro| |
| 1919 | mlcp;| |
| 1920 | mldr;| |
| 1921 | mopf;| |
| 1922 | mscr;| |
| 1923 | nGtv;| |
| 1924 | nLtv;| |
| 1925 | nang;| |
| 1926 | napE;| |
| 1927 | nbsp;| |
| 1928 | ncap;| |
| 1929 | ncup;| |
| 1930 | ngeq;| |
| 1931 | nges;| |
| 1932 | ngtr;| |
| 1933 | nisd;| |
| 1934 | njcy;| |
| 1935 | nldr;| |
| 1936 | nleq;| |
| 1937 | nles;| |
| 1938 | nmid;| |
| 1939 | nopf;| |
| 1940 | npar;| |
| 1941 | npre;| |
| 1942 | nsce;| |
| 1943 | nscr;| |
| 1944 | nsim;| |
| 1945 | nsub;| |
| 1946 | nsup;| |
| 1947 | ntgl;| |
| 1948 | ntlg;| |
| 1949 | nvap;| |
| 1950 | nvge;| |
| 1951 | nvgt;| |
| 1952 | nvle;| |
| 1953 | nvlt;| |
| 1954 | oast;| |
| 1955 | ocir;| |
| 1956 | ocirc| |
| 1957 | odiv;| |
| 1958 | odot;| |
| 1959 | ogon;| |
| 1960 | oint;| |
| 1961 | omid;| |
| 1962 | oopf;| |
| 1963 | opar;| |
| 1964 | ordf;| |
| 1965 | ordm;| |
| 1966 | oror;| |
| 1967 | oscr;| |
| 1968 | osol;| |
| 1969 | ouml;| |
| 1970 | para;| |
| 1971 | part;| |
| 1972 | perp;| |
| 1973 | phiv;| |
| 1974 | plus;| |
| 1975 | popf;| |
| 1976 | pound| |
| 1977 | prap;| |
| 1978 | prec;| |
| 1979 | prnE;| |
| 1980 | prod;| |
| 1981 | prop;| |
| 1982 | pscr;| |
| 1983 | qint;| |
| 1984 | qopf;| |
| 1985 | qscr;| |
| 1986 | quot;| |
| 1987 | rArr;| |
| 1988 | rHar;| |
| 1989 | race;| |
| 1990 | rang;| |
| 1991 | raquo| |
| 1992 | rarr;| |
| 1993 | rcub;| |
| 1994 | rdca;| |
| 1995 | rdsh;| |
| 1996 | real;| |
| 1997 | rect;| |
| 1998 | rhov;| |
| 1999 | ring;| |
| 2000 | ropf;| |
| 2001 | rpar;| |
| 2002 | rscr;| |
| 2003 | rsqb;| |
| 2004 | rtri;| |
| 2005 | scap;| |
| 2006 | scnE;| |
| 2007 | sdot;| |
| 2008 | sect;| |
| 2009 | semi;| |
| 2010 | sext;| |
| 2011 | shcy;| |
| 2012 | sime;| |
| 2013 | simg;| |
| 2014 | siml;| |
| 2015 | smid;| |
| 2016 | smte;| |
| 2017 | solb;| |
| 2018 | sopf;| |
| 2019 | spar;| |
| 2020 | squf;| |
| 2021 | sscr;| |
| 2022 | star;| |
| 2023 | subE;| |
| 2024 | sube;| |
| 2025 | succ;| |
| 2026 | sung;| |
| 2027 | sup1;| |
| 2028 | sup2;| |
| 2029 | sup3;| |
| 2030 | supE;| |
| 2031 | supe;| |
| 2032 | szlig| |
| 2033 | tbrk;| |
| 2034 | tdot;| |
| 2035 | thorn| |
| 2036 | times| |
| 2037 | tint;| |
| 2038 | toea;| |
| 2039 | topf;| |
| 2040 | tosa;| |
| 2041 | trie;| |
| 2042 | tscr;| |
| 2043 | tscy;| |
| 2044 | uArr;| |
| 2045 | uHar;| |
| 2046 | uarr;| |
| 2047 | ucirc| |
| 2048 | uopf;| |
| 2049 | upsi;| |
| 2050 | uscr;| |
| 2051 | utri;| |
| 2052 | uuml;| |
| 2053 | vArr;| |
| 2054 | vBar;| |
| 2055 | varr;| |
| 2056 | vert;| |
| 2057 | vopf;| |
| 2058 | vscr;| |
| 2059 | wopf;| |
| 2060 | wscr;| |
| 2061 | xcap;| |
| 2062 | xcup;| |
| 2063 | xmap;| |
| 2064 | xnis;| |
| 2065 | xopf;| |
| 2066 | xscr;| |
| 2067 | xvee;| |
| 2068 | yacy;| |
| 2069 | yicy;| |
| 2070 | yopf;| |
| 2071 | yscr;| |
| 2072 | yucy;| |
| 2073 | yuml;| |
| 2074 | zdot;| |
| 2075 | zeta;| |
| 2076 | zhcy;| |
| 2077 | zopf;| |
| 2078 | zscr;| |
| 2079 | zwnj;| |
| 2080 | AMP;| |
| 2081 | Acy;| |
| 2082 | Afr;| |
| 2083 | And;| |
| 2084 | Auml| |
| 2085 | Bcy;| |
| 2086 | Bfr;| |
| 2087 | COPY| |
| 2088 | Cap;| |
| 2089 | Cfr;| |
| 2090 | Chi;| |
| 2091 | Cup;| |
| 2092 | Dcy;| |
| 2093 | Del;| |
| 2094 | Dfr;| |
| 2095 | Dot;| |
| 2096 | ENG;| |
| 2097 | ETH;| |
| 2098 | Ecy;| |
| 2099 | Efr;| |
| 2100 | Eta;| |
| 2101 | Euml| |
| 2102 | Fcy;| |
| 2103 | Ffr;| |
| 2104 | Gcy;| |
| 2105 | Gfr;| |
| 2106 | Hat;| |
| 2107 | Hfr;| |
| 2108 | Icy;| |
| 2109 | Ifr;| |
| 2110 | Int;| |
| 2111 | Iuml| |
| 2112 | Jcy;| |
| 2113 | Jfr;| |
| 2114 | Kcy;| |
| 2115 | Kfr;| |
| 2116 | Lcy;| |
| 2117 | Lfr;| |
| 2118 | Lsh;| |
| 2119 | Map;| |
| 2120 | Mcy;| |
| 2121 | Mfr;| |
| 2122 | Ncy;| |
| 2123 | Nfr;| |
| 2124 | Not;| |
| 2125 | Ocy;| |
| 2126 | Ofr;| |
| 2127 | Ouml| |
| 2128 | Pcy;| |
| 2129 | Pfr;| |
| 2130 | Phi;| |
| 2131 | Psi;| |
| 2132 | QUOT| |
| 2133 | Qfr;| |
| 2134 | REG;| |
| 2135 | Rcy;| |
| 2136 | Rfr;| |
| 2137 | Rho;| |
| 2138 | Rsh;| |
| 2139 | Scy;| |
| 2140 | Sfr;| |
| 2141 | Sub;| |
| 2142 | Sum;| |
| 2143 | Sup;| |
| 2144 | Tab;| |
| 2145 | Tau;| |
| 2146 | Tcy;| |
| 2147 | Tfr;| |
| 2148 | Ucy;| |
| 2149 | Ufr;| |
| 2150 | Uuml| |
| 2151 | Vcy;| |
| 2152 | Vee;| |
| 2153 | Vfr;| |
| 2154 | Wfr;| |
| 2155 | Xfr;| |
| 2156 | Ycy;| |
| 2157 | Yfr;| |
| 2158 | Zcy;| |
| 2159 | Zfr;| |
| 2160 | acE;| |
| 2161 | acd;| |
| 2162 | acy;| |
| 2163 | afr;| |
| 2164 | amp;| |
| 2165 | and;| |
| 2166 | ang;| |
| 2167 | apE;| |
| 2168 | ape;| |
| 2169 | ast;| |
| 2170 | auml| |
| 2171 | bcy;| |
| 2172 | bfr;| |
| 2173 | bne;| |
| 2174 | bot;| |
| 2175 | cap;| |
| 2176 | cent| |
| 2177 | cfr;| |
| 2178 | chi;| |
| 2179 | cir;| |
| 2180 | copy| |
| 2181 | cup;| |
| 2182 | dcy;| |
| 2183 | deg;| |
| 2184 | dfr;| |
| 2185 | die;| |
| 2186 | div;| |
| 2187 | dot;| |
| 2188 | ecy;| |
| 2189 | efr;| |
| 2190 | egs;| |
| 2191 | ell;| |
| 2192 | els;| |
| 2193 | eng;| |
| 2194 | eta;| |
| 2195 | eth;| |
| 2196 | euml| |
| 2197 | fcy;| |
| 2198 | ffr;| |
| 2199 | gEl;| |
| 2200 | gap;| |
| 2201 | gcy;| |
| 2202 | gel;| |
| 2203 | geq;| |
| 2204 | ges;| |
| 2205 | gfr;| |
| 2206 | ggg;| |
| 2207 | glE;| |
| 2208 | gla;| |
| 2209 | glj;| |
| 2210 | gnE;| |
| 2211 | gne;| |
| 2212 | hfr;| |
| 2213 | icy;| |
| 2214 | iff;| |
| 2215 | ifr;| |
| 2216 | int;| |
| 2217 | iuml| |
| 2218 | jcy;| |
| 2219 | jfr;| |
| 2220 | kcy;| |
| 2221 | kfr;| |
| 2222 | lEg;| |
| 2223 | lap;| |
| 2224 | lat;| |
| 2225 | lcy;| |
| 2226 | leg;| |
| 2227 | leq;| |
| 2228 | les;| |
| 2229 | lfr;| |
| 2230 | lgE;| |
| 2231 | lnE;| |
| 2232 | lne;| |
| 2233 | loz;| |
| 2234 | lrm;| |
| 2235 | lsh;| |
| 2236 | macr| |
| 2237 | map;| |
| 2238 | mcy;| |
| 2239 | mfr;| |
| 2240 | mho;| |
| 2241 | mid;| |
| 2242 | nGg;| |
| 2243 | nGt;| |
| 2244 | nLl;| |
| 2245 | nLt;| |
| 2246 | nap;| |
| 2247 | nbsp| |
| 2248 | ncy;| |
| 2249 | nfr;| |
| 2250 | ngE;| |
| 2251 | nge;| |
| 2252 | ngt;| |
| 2253 | nis;| |
| 2254 | niv;| |
| 2255 | nlE;| |
| 2256 | nle;| |
| 2257 | nlt;| |
| 2258 | not;| |
| 2259 | npr;| |
| 2260 | nsc;| |
| 2261 | num;| |
| 2262 | ocy;| |
| 2263 | ofr;| |
| 2264 | ogt;| |
| 2265 | ohm;| |
| 2266 | olt;| |
| 2267 | ord;| |
| 2268 | ordf| |
| 2269 | ordm| |
| 2270 | orv;| |
| 2271 | ouml| |
| 2272 | par;| |
| 2273 | para| |
| 2274 | pcy;| |
| 2275 | pfr;| |
| 2276 | phi;| |
| 2277 | piv;| |
| 2278 | prE;| |
| 2279 | pre;| |
| 2280 | psi;| |
| 2281 | qfr;| |
| 2282 | quot| |
| 2283 | rcy;| |
| 2284 | reg;| |
| 2285 | rfr;| |
| 2286 | rho;| |
| 2287 | rlm;| |
| 2288 | rsh;| |
| 2289 | scE;| |
| 2290 | sce;| |
| 2291 | scy;| |
| 2292 | sect| |
| 2293 | sfr;| |
| 2294 | shy;| |
| 2295 | sim;| |
| 2296 | smt;| |
| 2297 | sol;| |
| 2298 | squ;| |
| 2299 | sub;| |
| 2300 | sum;| |
| 2301 | sup1| |
| 2302 | sup2| |
| 2303 | sup3| |
| 2304 | sup;| |
| 2305 | tau;| |
| 2306 | tcy;| |
| 2307 | tfr;| |
| 2308 | top;| |
| 2309 | ucy;| |
| 2310 | ufr;| |
| 2311 | uml;| |
| 2312 | uuml| |
| 2313 | vcy;| |
| 2314 | vee;| |
| 2315 | vfr;| |
| 2316 | wfr;| |
| 2317 | xfr;| |
| 2318 | ycy;| |
| 2319 | yen;| |
| 2320 | yfr;| |
| 2321 | yuml| |
| 2322 | zcy;| |
| 2323 | zfr;| |
| 2324 | zwj;| |
| 2325 | AMP| |
| 2326 | DD;| |
| 2327 | ETH| |
| 2328 | GT;| |
| 2329 | Gg;| |
| 2330 | Gt;| |
| 2331 | Im;| |
| 2332 | LT;| |
| 2333 | Ll;| |
| 2334 | Lt;| |
| 2335 | Mu;| |
| 2336 | Nu;| |
| 2337 | Or;| |
| 2338 | Pi;| |
| 2339 | Pr;| |
| 2340 | REG| |
| 2341 | Re;| |
| 2342 | Sc;| |
| 2343 | Xi;| |
| 2344 | ac;| |
| 2345 | af;| |
| 2346 | amp| |
| 2347 | ap;| |
| 2348 | dd;| |
| 2349 | deg| |
| 2350 | ee;| |
| 2351 | eg;| |
| 2352 | el;| |
| 2353 | eth| |
| 2354 | gE;| |
| 2355 | ge;| |
| 2356 | gg;| |
| 2357 | gl;| |
| 2358 | gt;| |
| 2359 | ic;| |
| 2360 | ii;| |
| 2361 | in;| |
| 2362 | it;| |
| 2363 | lE;| |
| 2364 | le;| |
| 2365 | lg;| |
| 2366 | ll;| |
| 2367 | lt;| |
| 2368 | mp;| |
| 2369 | mu;| |
| 2370 | ne;| |
| 2371 | ni;| |
| 2372 | not| |
| 2373 | nu;| |
| 2374 | oS;| |
| 2375 | or;| |
| 2376 | pi;| |
| 2377 | pm;| |
| 2378 | pr;| |
| 2379 | reg| |
| 2380 | rx;| |
| 2381 | sc;| |
| 2382 | shy| |
| 2383 | uml| |
| 2384 | wp;| |
| 2385 | wr;| |
| 2386 | xi;| |
| 2387 | yen| |
| 2388 | GT| |
| 2389 | LT| |
| 2390 | gt| |
| 2391 | lt'; |
| 2392 | |
| 2393 | public const CHAR_REF_REGEX = '~ |
| 2394 | ( .*? ) # 1. prefix |
| 2395 | & |
| 2396 | (?: |
| 2397 | \\# (?: |
| 2398 | 0*(\\d+) | # 2. decimal |
| 2399 | [xX]0*([0-9A-Fa-f]+) # 3. hexadecimal |
| 2400 | ) |
| 2401 | ( ; ) ? # 4. semicolon |
| 2402 | | |
| 2403 | ( \\# ) # 5. bare hash |
| 2404 | | |
| 2405 | ( |
| 2406 | CounterClockwiseContourIntegral;| |
| 2407 | ClockwiseContourIntegral;| |
| 2408 | DoubleLongLeftRightArrow;| |
| 2409 | NotNestedGreaterGreater;| |
| 2410 | DiacriticalDoubleAcute;| |
| 2411 | NotSquareSupersetEqual;| |
| 2412 | CloseCurlyDoubleQuote;| |
| 2413 | DoubleContourIntegral;| |
| 2414 | FilledVerySmallSquare;| |
| 2415 | NegativeVeryThinSpace;| |
| 2416 | NotPrecedesSlantEqual;| |
| 2417 | NotRightTriangleEqual;| |
| 2418 | NotSucceedsSlantEqual;| |
| 2419 | CapitalDifferentialD;| |
| 2420 | DoubleLeftRightArrow;| |
| 2421 | DoubleLongRightArrow;| |
| 2422 | EmptyVerySmallSquare;| |
| 2423 | NestedGreaterGreater;| |
| 2424 | NotDoubleVerticalBar;| |
| 2425 | NotGreaterSlantEqual;| |
| 2426 | NotLeftTriangleEqual;| |
| 2427 | NotSquareSubsetEqual;| |
| 2428 | OpenCurlyDoubleQuote;| |
| 2429 | ReverseUpEquilibrium;| |
| 2430 | DoubleLongLeftArrow;| |
| 2431 | DownLeftRightVector;| |
| 2432 | LeftArrowRightArrow;| |
| 2433 | NegativeMediumSpace;| |
| 2434 | NotGreaterFullEqual;| |
| 2435 | NotRightTriangleBar;| |
| 2436 | RightArrowLeftArrow;| |
| 2437 | SquareSupersetEqual;| |
| 2438 | leftrightsquigarrow;| |
| 2439 | DownRightTeeVector;| |
| 2440 | DownRightVectorBar;| |
| 2441 | LongLeftRightArrow;| |
| 2442 | Longleftrightarrow;| |
| 2443 | NegativeThickSpace;| |
| 2444 | NotLeftTriangleBar;| |
| 2445 | PrecedesSlantEqual;| |
| 2446 | ReverseEquilibrium;| |
| 2447 | RightDoubleBracket;| |
| 2448 | RightDownTeeVector;| |
| 2449 | RightDownVectorBar;| |
| 2450 | RightTriangleEqual;| |
| 2451 | SquareIntersection;| |
| 2452 | SucceedsSlantEqual;| |
| 2453 | blacktriangleright;| |
| 2454 | longleftrightarrow;| |
| 2455 | DoubleUpDownArrow;| |
| 2456 | DoubleVerticalBar;| |
| 2457 | DownLeftTeeVector;| |
| 2458 | DownLeftVectorBar;| |
| 2459 | FilledSmallSquare;| |
| 2460 | GreaterSlantEqual;| |
| 2461 | LeftDoubleBracket;| |
| 2462 | LeftDownTeeVector;| |
| 2463 | LeftDownVectorBar;| |
| 2464 | LeftTriangleEqual;| |
| 2465 | NegativeThinSpace;| |
| 2466 | NotGreaterGreater;| |
| 2467 | NotLessSlantEqual;| |
| 2468 | NotNestedLessLess;| |
| 2469 | NotReverseElement;| |
| 2470 | NotSquareSuperset;| |
| 2471 | NotTildeFullEqual;| |
| 2472 | RightAngleBracket;| |
| 2473 | RightUpDownVector;| |
| 2474 | SquareSubsetEqual;| |
| 2475 | VerticalSeparator;| |
| 2476 | blacktriangledown;| |
| 2477 | blacktriangleleft;| |
| 2478 | leftrightharpoons;| |
| 2479 | rightleftharpoons;| |
| 2480 | twoheadrightarrow;| |
| 2481 | DiacriticalAcute;| |
| 2482 | DiacriticalGrave;| |
| 2483 | DiacriticalTilde;| |
| 2484 | DoubleRightArrow;| |
| 2485 | DownArrowUpArrow;| |
| 2486 | EmptySmallSquare;| |
| 2487 | GreaterEqualLess;| |
| 2488 | GreaterFullEqual;| |
| 2489 | LeftAngleBracket;| |
| 2490 | LeftUpDownVector;| |
| 2491 | LessEqualGreater;| |
| 2492 | NonBreakingSpace;| |
| 2493 | NotPrecedesEqual;| |
| 2494 | NotRightTriangle;| |
| 2495 | NotSucceedsEqual;| |
| 2496 | NotSucceedsTilde;| |
| 2497 | NotSupersetEqual;| |
| 2498 | RightTriangleBar;| |
| 2499 | RightUpTeeVector;| |
| 2500 | RightUpVectorBar;| |
| 2501 | UnderParenthesis;| |
| 2502 | UpArrowDownArrow;| |
| 2503 | circlearrowright;| |
| 2504 | downharpoonright;| |
| 2505 | ntrianglerighteq;| |
| 2506 | rightharpoondown;| |
| 2507 | rightrightarrows;| |
| 2508 | twoheadleftarrow;| |
| 2509 | vartriangleright;| |
| 2510 | CloseCurlyQuote;| |
| 2511 | ContourIntegral;| |
| 2512 | DoubleDownArrow;| |
| 2513 | DoubleLeftArrow;| |
| 2514 | DownRightVector;| |
| 2515 | LeftRightVector;| |
| 2516 | LeftTriangleBar;| |
| 2517 | LeftUpTeeVector;| |
| 2518 | LeftUpVectorBar;| |
| 2519 | LowerRightArrow;| |
| 2520 | NotGreaterEqual;| |
| 2521 | NotGreaterTilde;| |
| 2522 | NotHumpDownHump;| |
| 2523 | NotLeftTriangle;| |
| 2524 | NotSquareSubset;| |
| 2525 | OverParenthesis;| |
| 2526 | RightDownVector;| |
| 2527 | ShortRightArrow;| |
| 2528 | UpperRightArrow;| |
| 2529 | bigtriangledown;| |
| 2530 | circlearrowleft;| |
| 2531 | curvearrowright;| |
| 2532 | downharpoonleft;| |
| 2533 | leftharpoondown;| |
| 2534 | leftrightarrows;| |
| 2535 | nLeftrightarrow;| |
| 2536 | nleftrightarrow;| |
| 2537 | ntrianglelefteq;| |
| 2538 | rightleftarrows;| |
| 2539 | rightsquigarrow;| |
| 2540 | rightthreetimes;| |
| 2541 | straightepsilon;| |
| 2542 | trianglerighteq;| |
| 2543 | vartriangleleft;| |
| 2544 | DiacriticalDot;| |
| 2545 | DoubleRightTee;| |
| 2546 | DownLeftVector;| |
| 2547 | GreaterGreater;| |
| 2548 | HorizontalLine;| |
| 2549 | InvisibleComma;| |
| 2550 | InvisibleTimes;| |
| 2551 | LeftDownVector;| |
| 2552 | LeftRightArrow;| |
| 2553 | Leftrightarrow;| |
| 2554 | LessSlantEqual;| |
| 2555 | LongRightArrow;| |
| 2556 | Longrightarrow;| |
| 2557 | LowerLeftArrow;| |
| 2558 | NestedLessLess;| |
| 2559 | NotGreaterLess;| |
| 2560 | NotLessGreater;| |
| 2561 | NotSubsetEqual;| |
| 2562 | NotVerticalBar;| |
| 2563 | OpenCurlyQuote;| |
| 2564 | ReverseElement;| |
| 2565 | RightTeeVector;| |
| 2566 | RightVectorBar;| |
| 2567 | ShortDownArrow;| |
| 2568 | ShortLeftArrow;| |
| 2569 | SquareSuperset;| |
| 2570 | TildeFullEqual;| |
| 2571 | UpperLeftArrow;| |
| 2572 | ZeroWidthSpace;| |
| 2573 | curvearrowleft;| |
| 2574 | doublebarwedge;| |
| 2575 | downdownarrows;| |
| 2576 | hookrightarrow;| |
| 2577 | leftleftarrows;| |
| 2578 | leftrightarrow;| |
| 2579 | leftthreetimes;| |
| 2580 | longrightarrow;| |
| 2581 | looparrowright;| |
| 2582 | nshortparallel;| |
| 2583 | ntriangleright;| |
| 2584 | rightarrowtail;| |
| 2585 | rightharpoonup;| |
| 2586 | trianglelefteq;| |
| 2587 | upharpoonright;| |
| 2588 | ApplyFunction;| |
| 2589 | DifferentialD;| |
| 2590 | DoubleLeftTee;| |
| 2591 | DoubleUpArrow;| |
| 2592 | LeftTeeVector;| |
| 2593 | LeftVectorBar;| |
| 2594 | LessFullEqual;| |
| 2595 | LongLeftArrow;| |
| 2596 | Longleftarrow;| |
| 2597 | NotEqualTilde;| |
| 2598 | NotTildeEqual;| |
| 2599 | NotTildeTilde;| |
| 2600 | Poincareplane;| |
| 2601 | PrecedesEqual;| |
| 2602 | PrecedesTilde;| |
| 2603 | RightArrowBar;| |
| 2604 | RightTeeArrow;| |
| 2605 | RightTriangle;| |
| 2606 | RightUpVector;| |
| 2607 | SucceedsEqual;| |
| 2608 | SucceedsTilde;| |
| 2609 | SupersetEqual;| |
| 2610 | UpEquilibrium;| |
| 2611 | VerticalTilde;| |
| 2612 | VeryThinSpace;| |
| 2613 | bigtriangleup;| |
| 2614 | blacktriangle;| |
| 2615 | divideontimes;| |
| 2616 | fallingdotseq;| |
| 2617 | hookleftarrow;| |
| 2618 | leftarrowtail;| |
| 2619 | leftharpoonup;| |
| 2620 | longleftarrow;| |
| 2621 | looparrowleft;| |
| 2622 | measuredangle;| |
| 2623 | ntriangleleft;| |
| 2624 | shortparallel;| |
| 2625 | smallsetminus;| |
| 2626 | triangleright;| |
| 2627 | upharpoonleft;| |
| 2628 | varsubsetneqq;| |
| 2629 | varsupsetneqq;| |
| 2630 | DownArrowBar;| |
| 2631 | DownTeeArrow;| |
| 2632 | ExponentialE;| |
| 2633 | GreaterEqual;| |
| 2634 | GreaterTilde;| |
| 2635 | HilbertSpace;| |
| 2636 | HumpDownHump;| |
| 2637 | Intersection;| |
| 2638 | LeftArrowBar;| |
| 2639 | LeftTeeArrow;| |
| 2640 | LeftTriangle;| |
| 2641 | LeftUpVector;| |
| 2642 | NotCongruent;| |
| 2643 | NotHumpEqual;| |
| 2644 | NotLessEqual;| |
| 2645 | NotLessTilde;| |
| 2646 | Proportional;| |
| 2647 | RightCeiling;| |
| 2648 | RoundImplies;| |
| 2649 | ShortUpArrow;| |
| 2650 | SquareSubset;| |
| 2651 | UnderBracket;| |
| 2652 | VerticalLine;| |
| 2653 | blacklozenge;| |
| 2654 | exponentiale;| |
| 2655 | risingdotseq;| |
| 2656 | triangledown;| |
| 2657 | triangleleft;| |
| 2658 | varsubsetneq;| |
| 2659 | varsupsetneq;| |
| 2660 | CircleMinus;| |
| 2661 | CircleTimes;| |
| 2662 | Equilibrium;| |
| 2663 | GreaterLess;| |
| 2664 | LeftCeiling;| |
| 2665 | LessGreater;| |
| 2666 | MediumSpace;| |
| 2667 | NotLessLess;| |
| 2668 | NotPrecedes;| |
| 2669 | NotSucceeds;| |
| 2670 | NotSuperset;| |
| 2671 | OverBracket;| |
| 2672 | RightVector;| |
| 2673 | Rrightarrow;| |
| 2674 | RuleDelayed;| |
| 2675 | SmallCircle;| |
| 2676 | SquareUnion;| |
| 2677 | SubsetEqual;| |
| 2678 | UpDownArrow;| |
| 2679 | Updownarrow;| |
| 2680 | VerticalBar;| |
| 2681 | backepsilon;| |
| 2682 | blacksquare;| |
| 2683 | circledcirc;| |
| 2684 | circleddash;| |
| 2685 | curlyeqprec;| |
| 2686 | curlyeqsucc;| |
| 2687 | diamondsuit;| |
| 2688 | eqslantless;| |
| 2689 | expectation;| |
| 2690 | nRightarrow;| |
| 2691 | nrightarrow;| |
| 2692 | preccurlyeq;| |
| 2693 | precnapprox;| |
| 2694 | quaternions;| |
| 2695 | straightphi;| |
| 2696 | succcurlyeq;| |
| 2697 | succnapprox;| |
| 2698 | thickapprox;| |
| 2699 | updownarrow;| |
| 2700 | Bernoullis;| |
| 2701 | CirclePlus;| |
| 2702 | EqualTilde;| |
| 2703 | Fouriertrf;| |
| 2704 | ImaginaryI;| |
| 2705 | Laplacetrf;| |
| 2706 | LeftVector;| |
| 2707 | Lleftarrow;| |
| 2708 | NotElement;| |
| 2709 | NotGreater;| |
| 2710 | Proportion;| |
| 2711 | RightArrow;| |
| 2712 | RightFloor;| |
| 2713 | Rightarrow;| |
| 2714 | ThickSpace;| |
| 2715 | TildeEqual;| |
| 2716 | TildeTilde;| |
| 2717 | UnderBrace;| |
| 2718 | UpArrowBar;| |
| 2719 | UpTeeArrow;| |
| 2720 | circledast;| |
| 2721 | complement;| |
| 2722 | curlywedge;| |
| 2723 | eqslantgtr;| |
| 2724 | gtreqqless;| |
| 2725 | lessapprox;| |
| 2726 | lesseqqgtr;| |
| 2727 | lmoustache;| |
| 2728 | longmapsto;| |
| 2729 | mapstodown;| |
| 2730 | mapstoleft;| |
| 2731 | nLeftarrow;| |
| 2732 | nleftarrow;| |
| 2733 | nsubseteqq;| |
| 2734 | nsupseteqq;| |
| 2735 | precapprox;| |
| 2736 | rightarrow;| |
| 2737 | rmoustache;| |
| 2738 | sqsubseteq;| |
| 2739 | sqsupseteq;| |
| 2740 | subsetneqq;| |
| 2741 | succapprox;| |
| 2742 | supsetneqq;| |
| 2743 | upuparrows;| |
| 2744 | varepsilon;| |
| 2745 | varnothing;| |
| 2746 | Backslash;| |
| 2747 | CenterDot;| |
| 2748 | CircleDot;| |
| 2749 | Congruent;| |
| 2750 | Coproduct;| |
| 2751 | DoubleDot;| |
| 2752 | DownArrow;| |
| 2753 | DownBreve;| |
| 2754 | Downarrow;| |
| 2755 | HumpEqual;| |
| 2756 | LeftArrow;| |
| 2757 | LeftFloor;| |
| 2758 | Leftarrow;| |
| 2759 | LessTilde;| |
| 2760 | Mellintrf;| |
| 2761 | MinusPlus;| |
| 2762 | NotCupCap;| |
| 2763 | NotExists;| |
| 2764 | NotSubset;| |
| 2765 | OverBrace;| |
| 2766 | PlusMinus;| |
| 2767 | Therefore;| |
| 2768 | ThinSpace;| |
| 2769 | TripleDot;| |
| 2770 | UnionPlus;| |
| 2771 | backprime;| |
| 2772 | backsimeq;| |
| 2773 | bigotimes;| |
| 2774 | centerdot;| |
| 2775 | checkmark;| |
| 2776 | complexes;| |
| 2777 | dotsquare;| |
| 2778 | downarrow;| |
| 2779 | gtrapprox;| |
| 2780 | gtreqless;| |
| 2781 | gvertneqq;| |
| 2782 | heartsuit;| |
| 2783 | leftarrow;| |
| 2784 | lesseqgtr;| |
| 2785 | lvertneqq;| |
| 2786 | ngeqslant;| |
| 2787 | nleqslant;| |
| 2788 | nparallel;| |
| 2789 | nshortmid;| |
| 2790 | nsubseteq;| |
| 2791 | nsupseteq;| |
| 2792 | pitchfork;| |
| 2793 | rationals;| |
| 2794 | spadesuit;| |
| 2795 | subseteqq;| |
| 2796 | subsetneq;| |
| 2797 | supseteqq;| |
| 2798 | supsetneq;| |
| 2799 | therefore;| |
| 2800 | triangleq;| |
| 2801 | varpropto;| |
| 2802 | DDotrahd;| |
| 2803 | DotEqual;| |
| 2804 | Integral;| |
| 2805 | LessLess;| |
| 2806 | NotEqual;| |
| 2807 | NotTilde;| |
| 2808 | PartialD;| |
| 2809 | Precedes;| |
| 2810 | RightTee;| |
| 2811 | Succeeds;| |
| 2812 | SuchThat;| |
| 2813 | Superset;| |
| 2814 | Uarrocir;| |
| 2815 | UnderBar;| |
| 2816 | andslope;| |
| 2817 | angmsdaa;| |
| 2818 | angmsdab;| |
| 2819 | angmsdac;| |
| 2820 | angmsdad;| |
| 2821 | angmsdae;| |
| 2822 | angmsdaf;| |
| 2823 | angmsdag;| |
| 2824 | angmsdah;| |
| 2825 | angrtvbd;| |
| 2826 | approxeq;| |
| 2827 | awconint;| |
| 2828 | backcong;| |
| 2829 | barwedge;| |
| 2830 | bbrktbrk;| |
| 2831 | bigoplus;| |
| 2832 | bigsqcup;| |
| 2833 | biguplus;| |
| 2834 | bigwedge;| |
| 2835 | boxminus;| |
| 2836 | boxtimes;| |
| 2837 | bsolhsub;| |
| 2838 | capbrcup;| |
| 2839 | circledR;| |
| 2840 | circledS;| |
| 2841 | cirfnint;| |
| 2842 | clubsuit;| |
| 2843 | cupbrcap;| |
| 2844 | curlyvee;| |
| 2845 | cwconint;| |
| 2846 | doteqdot;| |
| 2847 | dotminus;| |
| 2848 | drbkarow;| |
| 2849 | dzigrarr;| |
| 2850 | elinters;| |
| 2851 | emptyset;| |
| 2852 | eqvparsl;| |
| 2853 | fpartint;| |
| 2854 | geqslant;| |
| 2855 | gesdotol;| |
| 2856 | gnapprox;| |
| 2857 | hksearow;| |
| 2858 | hkswarow;| |
| 2859 | imagline;| |
| 2860 | imagpart;| |
| 2861 | infintie;| |
| 2862 | integers;| |
| 2863 | intercal;| |
| 2864 | intlarhk;| |
| 2865 | laemptyv;| |
| 2866 | ldrushar;| |
| 2867 | leqslant;| |
| 2868 | lesdotor;| |
| 2869 | llcorner;| |
| 2870 | lnapprox;| |
| 2871 | lrcorner;| |
| 2872 | lurdshar;| |
| 2873 | mapstoup;| |
| 2874 | multimap;| |
| 2875 | naturals;| |
| 2876 | ncongdot;| |
| 2877 | notindot;| |
| 2878 | otimesas;| |
| 2879 | parallel;| |
| 2880 | plusacir;| |
| 2881 | pointint;| |
| 2882 | precneqq;| |
| 2883 | precnsim;| |
| 2884 | profalar;| |
| 2885 | profline;| |
| 2886 | profsurf;| |
| 2887 | raemptyv;| |
| 2888 | realpart;| |
| 2889 | rppolint;| |
| 2890 | rtriltri;| |
| 2891 | scpolint;| |
| 2892 | setminus;| |
| 2893 | shortmid;| |
| 2894 | smeparsl;| |
| 2895 | sqsubset;| |
| 2896 | sqsupset;| |
| 2897 | subseteq;| |
| 2898 | succneqq;| |
| 2899 | succnsim;| |
| 2900 | supseteq;| |
| 2901 | thetasym;| |
| 2902 | thicksim;| |
| 2903 | timesbar;| |
| 2904 | triangle;| |
| 2905 | triminus;| |
| 2906 | trpezium;| |
| 2907 | ulcorner;| |
| 2908 | urcorner;| |
| 2909 | varkappa;| |
| 2910 | varsigma;| |
| 2911 | vartheta;| |
| 2912 | Because;| |
| 2913 | Cayleys;| |
| 2914 | Cconint;| |
| 2915 | Cedilla;| |
| 2916 | Diamond;| |
| 2917 | DownTee;| |
| 2918 | Element;| |
| 2919 | Epsilon;| |
| 2920 | Implies;| |
| 2921 | LeftTee;| |
| 2922 | NewLine;| |
| 2923 | NoBreak;| |
| 2924 | NotLess;| |
| 2925 | Omicron;| |
| 2926 | OverBar;| |
| 2927 | Product;| |
| 2928 | UpArrow;| |
| 2929 | Uparrow;| |
| 2930 | Upsilon;| |
| 2931 | alefsym;| |
| 2932 | angrtvb;| |
| 2933 | angzarr;| |
| 2934 | asympeq;| |
| 2935 | backsim;| |
| 2936 | because;| |
| 2937 | bemptyv;| |
| 2938 | between;| |
| 2939 | bigcirc;| |
| 2940 | bigodot;| |
| 2941 | bigstar;| |
| 2942 | bnequiv;| |
| 2943 | boxplus;| |
| 2944 | ccupssm;| |
| 2945 | cemptyv;| |
| 2946 | cirscir;| |
| 2947 | coloneq;| |
| 2948 | congdot;| |
| 2949 | cudarrl;| |
| 2950 | cudarrr;| |
| 2951 | cularrp;| |
| 2952 | curarrm;| |
| 2953 | dbkarow;| |
| 2954 | ddagger;| |
| 2955 | ddotseq;| |
| 2956 | demptyv;| |
| 2957 | diamond;| |
| 2958 | digamma;| |
| 2959 | dotplus;| |
| 2960 | dwangle;| |
| 2961 | epsilon;| |
| 2962 | eqcolon;| |
| 2963 | equivDD;| |
| 2964 | gesdoto;| |
| 2965 | gtquest;| |
| 2966 | gtrless;| |
| 2967 | harrcir;| |
| 2968 | intprod;| |
| 2969 | isindot;| |
| 2970 | larrbfs;| |
| 2971 | larrsim;| |
| 2972 | lbrksld;| |
| 2973 | lbrkslu;| |
| 2974 | ldrdhar;| |
| 2975 | lesdoto;| |
| 2976 | lessdot;| |
| 2977 | lessgtr;| |
| 2978 | lesssim;| |
| 2979 | lotimes;| |
| 2980 | lozenge;| |
| 2981 | ltquest;| |
| 2982 | luruhar;| |
| 2983 | maltese;| |
| 2984 | minusdu;| |
| 2985 | napprox;| |
| 2986 | natural;| |
| 2987 | nearrow;| |
| 2988 | nexists;| |
| 2989 | notinva;| |
| 2990 | notinvb;| |
| 2991 | notinvc;| |
| 2992 | notniva;| |
| 2993 | notnivb;| |
| 2994 | notnivc;| |
| 2995 | npolint;| |
| 2996 | npreceq;| |
| 2997 | nsqsube;| |
| 2998 | nsqsupe;| |
| 2999 | nsubset;| |
| 3000 | nsucceq;| |
| 3001 | nsupset;| |
| 3002 | nvinfin;| |
| 3003 | nvltrie;| |
| 3004 | nvrtrie;| |
| 3005 | nwarrow;| |
| 3006 | olcross;| |
| 3007 | omicron;| |
| 3008 | orderof;| |
| 3009 | orslope;| |
| 3010 | pertenk;| |
| 3011 | planckh;| |
| 3012 | pluscir;| |
| 3013 | plussim;| |
| 3014 | plustwo;| |
| 3015 | precsim;| |
| 3016 | quatint;| |
| 3017 | questeq;| |
| 3018 | rarrbfs;| |
| 3019 | rarrsim;| |
| 3020 | rbrksld;| |
| 3021 | rbrkslu;| |
| 3022 | rdldhar;| |
| 3023 | realine;| |
| 3024 | rotimes;| |
| 3025 | ruluhar;| |
| 3026 | searrow;| |
| 3027 | simplus;| |
| 3028 | simrarr;| |
| 3029 | subedot;| |
| 3030 | submult;| |
| 3031 | subplus;| |
| 3032 | subrarr;| |
| 3033 | succsim;| |
| 3034 | supdsub;| |
| 3035 | supedot;| |
| 3036 | suphsol;| |
| 3037 | suphsub;| |
| 3038 | suplarr;| |
| 3039 | supmult;| |
| 3040 | supplus;| |
| 3041 | swarrow;| |
| 3042 | topfork;| |
| 3043 | triplus;| |
| 3044 | tritime;| |
| 3045 | uparrow;| |
| 3046 | upsilon;| |
| 3047 | uwangle;| |
| 3048 | vzigzag;| |
| 3049 | zigrarr;| |
| 3050 | Aacute;| |
| 3051 | Abreve;| |
| 3052 | Agrave;| |
| 3053 | Assign;| |
| 3054 | Atilde;| |
| 3055 | Barwed;| |
| 3056 | Bumpeq;| |
| 3057 | Cacute;| |
| 3058 | Ccaron;| |
| 3059 | Ccedil;| |
| 3060 | Colone;| |
| 3061 | Conint;| |
| 3062 | CupCap;| |
| 3063 | Dagger;| |
| 3064 | Dcaron;| |
| 3065 | DotDot;| |
| 3066 | Dstrok;| |
| 3067 | Eacute;| |
| 3068 | Ecaron;| |
| 3069 | Egrave;| |
| 3070 | Exists;| |
| 3071 | ForAll;| |
| 3072 | Gammad;| |
| 3073 | Gbreve;| |
| 3074 | Gcedil;| |
| 3075 | HARDcy;| |
| 3076 | Hstrok;| |
| 3077 | Iacute;| |
| 3078 | Igrave;| |
| 3079 | Itilde;| |
| 3080 | Jsercy;| |
| 3081 | Kcedil;| |
| 3082 | Lacute;| |
| 3083 | Lambda;| |
| 3084 | Lcaron;| |
| 3085 | Lcedil;| |
| 3086 | Lmidot;| |
| 3087 | Lstrok;| |
| 3088 | Nacute;| |
| 3089 | Ncaron;| |
| 3090 | Ncedil;| |
| 3091 | Ntilde;| |
| 3092 | Oacute;| |
| 3093 | Odblac;| |
| 3094 | Ograve;| |
| 3095 | Oslash;| |
| 3096 | Otilde;| |
| 3097 | Otimes;| |
| 3098 | Racute;| |
| 3099 | Rarrtl;| |
| 3100 | Rcaron;| |
| 3101 | Rcedil;| |
| 3102 | SHCHcy;| |
| 3103 | SOFTcy;| |
| 3104 | Sacute;| |
| 3105 | Scaron;| |
| 3106 | Scedil;| |
| 3107 | Square;| |
| 3108 | Subset;| |
| 3109 | Supset;| |
| 3110 | Tcaron;| |
| 3111 | Tcedil;| |
| 3112 | Tstrok;| |
| 3113 | Uacute;| |
| 3114 | Ubreve;| |
| 3115 | Udblac;| |
| 3116 | Ugrave;| |
| 3117 | Utilde;| |
| 3118 | Vdashl;| |
| 3119 | Verbar;| |
| 3120 | Vvdash;| |
| 3121 | Yacute;| |
| 3122 | Zacute;| |
| 3123 | Zcaron;| |
| 3124 | aacute;| |
| 3125 | abreve;| |
| 3126 | agrave;| |
| 3127 | andand;| |
| 3128 | angmsd;| |
| 3129 | angsph;| |
| 3130 | apacir;| |
| 3131 | approx;| |
| 3132 | atilde;| |
| 3133 | barvee;| |
| 3134 | barwed;| |
| 3135 | becaus;| |
| 3136 | bernou;| |
| 3137 | bigcap;| |
| 3138 | bigcup;| |
| 3139 | bigvee;| |
| 3140 | bkarow;| |
| 3141 | bottom;| |
| 3142 | bowtie;| |
| 3143 | boxbox;| |
| 3144 | bprime;| |
| 3145 | brvbar;| |
| 3146 | bullet;| |
| 3147 | bumpeq;| |
| 3148 | cacute;| |
| 3149 | capand;| |
| 3150 | capcap;| |
| 3151 | capcup;| |
| 3152 | capdot;| |
| 3153 | ccaron;| |
| 3154 | ccedil;| |
| 3155 | circeq;| |
| 3156 | cirmid;| |
| 3157 | colone;| |
| 3158 | commat;| |
| 3159 | compfn;| |
| 3160 | conint;| |
| 3161 | coprod;| |
| 3162 | copysr;| |
| 3163 | cularr;| |
| 3164 | cupcap;| |
| 3165 | cupcup;| |
| 3166 | cupdot;| |
| 3167 | curarr;| |
| 3168 | curren;| |
| 3169 | cylcty;| |
| 3170 | dagger;| |
| 3171 | daleth;| |
| 3172 | dcaron;| |
| 3173 | dfisht;| |
| 3174 | divide;| |
| 3175 | divonx;| |
| 3176 | dlcorn;| |
| 3177 | dlcrop;| |
| 3178 | dollar;| |
| 3179 | drcorn;| |
| 3180 | drcrop;| |
| 3181 | dstrok;| |
| 3182 | eacute;| |
| 3183 | easter;| |
| 3184 | ecaron;| |
| 3185 | ecolon;| |
| 3186 | egrave;| |
| 3187 | egsdot;| |
| 3188 | elsdot;| |
| 3189 | emptyv;| |
| 3190 | emsp13;| |
| 3191 | emsp14;| |
| 3192 | eparsl;| |
| 3193 | eqcirc;| |
| 3194 | equals;| |
| 3195 | equest;| |
| 3196 | female;| |
| 3197 | ffilig;| |
| 3198 | ffllig;| |
| 3199 | forall;| |
| 3200 | frac12;| |
| 3201 | frac13;| |
| 3202 | frac14;| |
| 3203 | frac15;| |
| 3204 | frac16;| |
| 3205 | frac18;| |
| 3206 | frac23;| |
| 3207 | frac25;| |
| 3208 | frac34;| |
| 3209 | frac35;| |
| 3210 | frac38;| |
| 3211 | frac45;| |
| 3212 | frac56;| |
| 3213 | frac58;| |
| 3214 | frac78;| |
| 3215 | gacute;| |
| 3216 | gammad;| |
| 3217 | gbreve;| |
| 3218 | gesdot;| |
| 3219 | gesles;| |
| 3220 | gtlPar;| |
| 3221 | gtrarr;| |
| 3222 | gtrdot;| |
| 3223 | gtrsim;| |
| 3224 | hairsp;| |
| 3225 | hamilt;| |
| 3226 | hardcy;| |
| 3227 | hearts;| |
| 3228 | hellip;| |
| 3229 | hercon;| |
| 3230 | homtht;| |
| 3231 | horbar;| |
| 3232 | hslash;| |
| 3233 | hstrok;| |
| 3234 | hybull;| |
| 3235 | hyphen;| |
| 3236 | iacute;| |
| 3237 | igrave;| |
| 3238 | iiiint;| |
| 3239 | iinfin;| |
| 3240 | incare;| |
| 3241 | inodot;| |
| 3242 | intcal;| |
| 3243 | iquest;| |
| 3244 | isinsv;| |
| 3245 | itilde;| |
| 3246 | jsercy;| |
| 3247 | kappav;| |
| 3248 | kcedil;| |
| 3249 | kgreen;| |
| 3250 | lAtail;| |
| 3251 | lacute;| |
| 3252 | lagran;| |
| 3253 | lambda;| |
| 3254 | langle;| |
| 3255 | larrfs;| |
| 3256 | larrhk;| |
| 3257 | larrlp;| |
| 3258 | larrpl;| |
| 3259 | larrtl;| |
| 3260 | latail;| |
| 3261 | lbrace;| |
| 3262 | lbrack;| |
| 3263 | lcaron;| |
| 3264 | lcedil;| |
| 3265 | ldquor;| |
| 3266 | lesdot;| |
| 3267 | lesges;| |
| 3268 | lfisht;| |
| 3269 | lfloor;| |
| 3270 | lharul;| |
| 3271 | llhard;| |
| 3272 | lmidot;| |
| 3273 | lmoust;| |
| 3274 | loplus;| |
| 3275 | lowast;| |
| 3276 | lowbar;| |
| 3277 | lparlt;| |
| 3278 | lrhard;| |
| 3279 | lsaquo;| |
| 3280 | lsquor;| |
| 3281 | lstrok;| |
| 3282 | lthree;| |
| 3283 | ltimes;| |
| 3284 | ltlarr;| |
| 3285 | ltrPar;| |
| 3286 | mapsto;| |
| 3287 | marker;| |
| 3288 | mcomma;| |
| 3289 | midast;| |
| 3290 | midcir;| |
| 3291 | middot;| |
| 3292 | minusb;| |
| 3293 | minusd;| |
| 3294 | mnplus;| |
| 3295 | models;| |
| 3296 | mstpos;| |
| 3297 | nVDash;| |
| 3298 | nVdash;| |
| 3299 | nacute;| |
| 3300 | nbumpe;| |
| 3301 | ncaron;| |
| 3302 | ncedil;| |
| 3303 | nearhk;| |
| 3304 | nequiv;| |
| 3305 | nesear;| |
| 3306 | nexist;| |
| 3307 | nltrie;| |
| 3308 | notinE;| |
| 3309 | nparsl;| |
| 3310 | nprcue;| |
| 3311 | nrarrc;| |
| 3312 | nrarrw;| |
| 3313 | nrtrie;| |
| 3314 | nsccue;| |
| 3315 | nsimeq;| |
| 3316 | ntilde;| |
| 3317 | numero;| |
| 3318 | nvDash;| |
| 3319 | nvHarr;| |
| 3320 | nvdash;| |
| 3321 | nvlArr;| |
| 3322 | nvrArr;| |
| 3323 | nwarhk;| |
| 3324 | nwnear;| |
| 3325 | oacute;| |
| 3326 | odblac;| |
| 3327 | odsold;| |
| 3328 | ograve;| |
| 3329 | ominus;| |
| 3330 | origof;| |
| 3331 | oslash;| |
| 3332 | otilde;| |
| 3333 | otimes;| |
| 3334 | parsim;| |
| 3335 | percnt;| |
| 3336 | period;| |
| 3337 | permil;| |
| 3338 | phmmat;| |
| 3339 | planck;| |
| 3340 | plankv;| |
| 3341 | plusdo;| |
| 3342 | plusdu;| |
| 3343 | plusmn;| |
| 3344 | preceq;| |
| 3345 | primes;| |
| 3346 | prnsim;| |
| 3347 | propto;| |
| 3348 | prurel;| |
| 3349 | puncsp;| |
| 3350 | qprime;| |
| 3351 | rAtail;| |
| 3352 | racute;| |
| 3353 | rangle;| |
| 3354 | rarrap;| |
| 3355 | rarrfs;| |
| 3356 | rarrhk;| |
| 3357 | rarrlp;| |
| 3358 | rarrpl;| |
| 3359 | rarrtl;| |
| 3360 | ratail;| |
| 3361 | rbrace;| |
| 3362 | rbrack;| |
| 3363 | rcaron;| |
| 3364 | rcedil;| |
| 3365 | rdquor;| |
| 3366 | rfisht;| |
| 3367 | rfloor;| |
| 3368 | rharul;| |
| 3369 | rmoust;| |
| 3370 | roplus;| |
| 3371 | rpargt;| |
| 3372 | rsaquo;| |
| 3373 | rsquor;| |
| 3374 | rthree;| |
| 3375 | rtimes;| |
| 3376 | sacute;| |
| 3377 | scaron;| |
| 3378 | scedil;| |
| 3379 | scnsim;| |
| 3380 | searhk;| |
| 3381 | seswar;| |
| 3382 | sfrown;| |
| 3383 | shchcy;| |
| 3384 | sigmaf;| |
| 3385 | sigmav;| |
| 3386 | simdot;| |
| 3387 | smashp;| |
| 3388 | softcy;| |
| 3389 | solbar;| |
| 3390 | spades;| |
| 3391 | sqcaps;| |
| 3392 | sqcups;| |
| 3393 | sqsube;| |
| 3394 | sqsupe;| |
| 3395 | square;| |
| 3396 | squarf;| |
| 3397 | ssetmn;| |
| 3398 | ssmile;| |
| 3399 | sstarf;| |
| 3400 | subdot;| |
| 3401 | subset;| |
| 3402 | subsim;| |
| 3403 | subsub;| |
| 3404 | subsup;| |
| 3405 | succeq;| |
| 3406 | supdot;| |
| 3407 | supset;| |
| 3408 | supsim;| |
| 3409 | supsub;| |
| 3410 | supsup;| |
| 3411 | swarhk;| |
| 3412 | swnwar;| |
| 3413 | target;| |
| 3414 | tcaron;| |
| 3415 | tcedil;| |
| 3416 | telrec;| |
| 3417 | there4;| |
| 3418 | thetav;| |
| 3419 | thinsp;| |
| 3420 | thksim;| |
| 3421 | timesb;| |
| 3422 | timesd;| |
| 3423 | topbot;| |
| 3424 | topcir;| |
| 3425 | tprime;| |
| 3426 | tridot;| |
| 3427 | tstrok;| |
| 3428 | uacute;| |
| 3429 | ubreve;| |
| 3430 | udblac;| |
| 3431 | ufisht;| |
| 3432 | ugrave;| |
| 3433 | ulcorn;| |
| 3434 | ulcrop;| |
| 3435 | urcorn;| |
| 3436 | urcrop;| |
| 3437 | utilde;| |
| 3438 | vangrt;| |
| 3439 | varphi;| |
| 3440 | varrho;| |
| 3441 | veebar;| |
| 3442 | vellip;| |
| 3443 | verbar;| |
| 3444 | vsubnE;| |
| 3445 | vsubne;| |
| 3446 | vsupnE;| |
| 3447 | vsupne;| |
| 3448 | wedbar;| |
| 3449 | wedgeq;| |
| 3450 | weierp;| |
| 3451 | wreath;| |
| 3452 | xoplus;| |
| 3453 | xotime;| |
| 3454 | xsqcup;| |
| 3455 | xuplus;| |
| 3456 | xwedge;| |
| 3457 | yacute;| |
| 3458 | zacute;| |
| 3459 | zcaron;| |
| 3460 | zeetrf;| |
| 3461 | AElig;| |
| 3462 | Aacute| |
| 3463 | Acirc;| |
| 3464 | Agrave| |
| 3465 | Alpha;| |
| 3466 | Amacr;| |
| 3467 | Aogon;| |
| 3468 | Aring;| |
| 3469 | Atilde| |
| 3470 | Breve;| |
| 3471 | Ccedil| |
| 3472 | Ccirc;| |
| 3473 | Colon;| |
| 3474 | Cross;| |
| 3475 | Dashv;| |
| 3476 | Delta;| |
| 3477 | Eacute| |
| 3478 | Ecirc;| |
| 3479 | Egrave| |
| 3480 | Emacr;| |
| 3481 | Eogon;| |
| 3482 | Equal;| |
| 3483 | Gamma;| |
| 3484 | Gcirc;| |
| 3485 | Hacek;| |
| 3486 | Hcirc;| |
| 3487 | IJlig;| |
| 3488 | Iacute| |
| 3489 | Icirc;| |
| 3490 | Igrave| |
| 3491 | Imacr;| |
| 3492 | Iogon;| |
| 3493 | Iukcy;| |
| 3494 | Jcirc;| |
| 3495 | Jukcy;| |
| 3496 | Kappa;| |
| 3497 | Ntilde| |
| 3498 | OElig;| |
| 3499 | Oacute| |
| 3500 | Ocirc;| |
| 3501 | Ograve| |
| 3502 | Omacr;| |
| 3503 | Omega;| |
| 3504 | Oslash| |
| 3505 | Otilde| |
| 3506 | Prime;| |
| 3507 | RBarr;| |
| 3508 | Scirc;| |
| 3509 | Sigma;| |
| 3510 | THORN;| |
| 3511 | TRADE;| |
| 3512 | TSHcy;| |
| 3513 | Theta;| |
| 3514 | Tilde;| |
| 3515 | Uacute| |
| 3516 | Ubrcy;| |
| 3517 | Ucirc;| |
| 3518 | Ugrave| |
| 3519 | Umacr;| |
| 3520 | Union;| |
| 3521 | Uogon;| |
| 3522 | UpTee;| |
| 3523 | Uring;| |
| 3524 | VDash;| |
| 3525 | Vdash;| |
| 3526 | Wcirc;| |
| 3527 | Wedge;| |
| 3528 | Yacute| |
| 3529 | Ycirc;| |
| 3530 | aacute| |
| 3531 | acirc;| |
| 3532 | acute;| |
| 3533 | aelig;| |
| 3534 | agrave| |
| 3535 | aleph;| |
| 3536 | alpha;| |
| 3537 | amacr;| |
| 3538 | amalg;| |
| 3539 | angle;| |
| 3540 | angrt;| |
| 3541 | angst;| |
| 3542 | aogon;| |
| 3543 | aring;| |
| 3544 | asymp;| |
| 3545 | atilde| |
| 3546 | awint;| |
| 3547 | bcong;| |
| 3548 | bdquo;| |
| 3549 | bepsi;| |
| 3550 | blank;| |
| 3551 | blk12;| |
| 3552 | blk14;| |
| 3553 | blk34;| |
| 3554 | block;| |
| 3555 | boxDL;| |
| 3556 | boxDR;| |
| 3557 | boxDl;| |
| 3558 | boxDr;| |
| 3559 | boxHD;| |
| 3560 | boxHU;| |
| 3561 | boxHd;| |
| 3562 | boxHu;| |
| 3563 | boxUL;| |
| 3564 | boxUR;| |
| 3565 | boxUl;| |
| 3566 | boxUr;| |
| 3567 | boxVH;| |
| 3568 | boxVL;| |
| 3569 | boxVR;| |
| 3570 | boxVh;| |
| 3571 | boxVl;| |
| 3572 | boxVr;| |
| 3573 | boxdL;| |
| 3574 | boxdR;| |
| 3575 | boxdl;| |
| 3576 | boxdr;| |
| 3577 | boxhD;| |
| 3578 | boxhU;| |
| 3579 | boxhd;| |
| 3580 | boxhu;| |
| 3581 | boxuL;| |
| 3582 | boxuR;| |
| 3583 | boxul;| |
| 3584 | boxur;| |
| 3585 | boxvH;| |
| 3586 | boxvL;| |
| 3587 | boxvR;| |
| 3588 | boxvh;| |
| 3589 | boxvl;| |
| 3590 | boxvr;| |
| 3591 | breve;| |
| 3592 | brvbar| |
| 3593 | bsemi;| |
| 3594 | bsime;| |
| 3595 | bsolb;| |
| 3596 | bumpE;| |
| 3597 | bumpe;| |
| 3598 | caret;| |
| 3599 | caron;| |
| 3600 | ccaps;| |
| 3601 | ccedil| |
| 3602 | ccirc;| |
| 3603 | ccups;| |
| 3604 | cedil;| |
| 3605 | check;| |
| 3606 | clubs;| |
| 3607 | colon;| |
| 3608 | comma;| |
| 3609 | crarr;| |
| 3610 | cross;| |
| 3611 | csube;| |
| 3612 | csupe;| |
| 3613 | ctdot;| |
| 3614 | cuepr;| |
| 3615 | cuesc;| |
| 3616 | cupor;| |
| 3617 | curren| |
| 3618 | cuvee;| |
| 3619 | cuwed;| |
| 3620 | cwint;| |
| 3621 | dashv;| |
| 3622 | dblac;| |
| 3623 | ddarr;| |
| 3624 | delta;| |
| 3625 | dharl;| |
| 3626 | dharr;| |
| 3627 | diams;| |
| 3628 | disin;| |
| 3629 | divide| |
| 3630 | doteq;| |
| 3631 | dtdot;| |
| 3632 | dtrif;| |
| 3633 | duarr;| |
| 3634 | duhar;| |
| 3635 | eDDot;| |
| 3636 | eacute| |
| 3637 | ecirc;| |
| 3638 | efDot;| |
| 3639 | egrave| |
| 3640 | emacr;| |
| 3641 | empty;| |
| 3642 | eogon;| |
| 3643 | eplus;| |
| 3644 | epsiv;| |
| 3645 | eqsim;| |
| 3646 | equiv;| |
| 3647 | erDot;| |
| 3648 | erarr;| |
| 3649 | esdot;| |
| 3650 | exist;| |
| 3651 | fflig;| |
| 3652 | filig;| |
| 3653 | fjlig;| |
| 3654 | fllig;| |
| 3655 | fltns;| |
| 3656 | forkv;| |
| 3657 | frac12| |
| 3658 | frac14| |
| 3659 | frac34| |
| 3660 | frasl;| |
| 3661 | frown;| |
| 3662 | gamma;| |
| 3663 | gcirc;| |
| 3664 | gescc;| |
| 3665 | gimel;| |
| 3666 | gneqq;| |
| 3667 | gnsim;| |
| 3668 | grave;| |
| 3669 | gsime;| |
| 3670 | gsiml;| |
| 3671 | gtcir;| |
| 3672 | gtdot;| |
| 3673 | harrw;| |
| 3674 | hcirc;| |
| 3675 | hoarr;| |
| 3676 | iacute| |
| 3677 | icirc;| |
| 3678 | iexcl;| |
| 3679 | igrave| |
| 3680 | iiint;| |
| 3681 | iiota;| |
| 3682 | ijlig;| |
| 3683 | imacr;| |
| 3684 | image;| |
| 3685 | imath;| |
| 3686 | imped;| |
| 3687 | infin;| |
| 3688 | iogon;| |
| 3689 | iprod;| |
| 3690 | iquest| |
| 3691 | isinE;| |
| 3692 | isins;| |
| 3693 | isinv;| |
| 3694 | iukcy;| |
| 3695 | jcirc;| |
| 3696 | jmath;| |
| 3697 | jukcy;| |
| 3698 | kappa;| |
| 3699 | lAarr;| |
| 3700 | lBarr;| |
| 3701 | langd;| |
| 3702 | laquo;| |
| 3703 | larrb;| |
| 3704 | lates;| |
| 3705 | lbarr;| |
| 3706 | lbbrk;| |
| 3707 | lbrke;| |
| 3708 | lceil;| |
| 3709 | ldquo;| |
| 3710 | lescc;| |
| 3711 | lhard;| |
| 3712 | lharu;| |
| 3713 | lhblk;| |
| 3714 | llarr;| |
| 3715 | lltri;| |
| 3716 | lneqq;| |
| 3717 | lnsim;| |
| 3718 | loang;| |
| 3719 | loarr;| |
| 3720 | lobrk;| |
| 3721 | lopar;| |
| 3722 | lrarr;| |
| 3723 | lrhar;| |
| 3724 | lrtri;| |
| 3725 | lsime;| |
| 3726 | lsimg;| |
| 3727 | lsquo;| |
| 3728 | ltcir;| |
| 3729 | ltdot;| |
| 3730 | ltrie;| |
| 3731 | ltrif;| |
| 3732 | mDDot;| |
| 3733 | mdash;| |
| 3734 | micro;| |
| 3735 | middot| |
| 3736 | minus;| |
| 3737 | mumap;| |
| 3738 | nabla;| |
| 3739 | napid;| |
| 3740 | napos;| |
| 3741 | natur;| |
| 3742 | nbump;| |
| 3743 | ncong;| |
| 3744 | ndash;| |
| 3745 | neArr;| |
| 3746 | nearr;| |
| 3747 | nedot;| |
| 3748 | nesim;| |
| 3749 | ngeqq;| |
| 3750 | ngsim;| |
| 3751 | nhArr;| |
| 3752 | nharr;| |
| 3753 | nhpar;| |
| 3754 | nlArr;| |
| 3755 | nlarr;| |
| 3756 | nleqq;| |
| 3757 | nless;| |
| 3758 | nlsim;| |
| 3759 | nltri;| |
| 3760 | notin;| |
| 3761 | notni;| |
| 3762 | npart;| |
| 3763 | nprec;| |
| 3764 | nrArr;| |
| 3765 | nrarr;| |
| 3766 | nrtri;| |
| 3767 | nsime;| |
| 3768 | nsmid;| |
| 3769 | nspar;| |
| 3770 | nsubE;| |
| 3771 | nsube;| |
| 3772 | nsucc;| |
| 3773 | nsupE;| |
| 3774 | nsupe;| |
| 3775 | ntilde| |
| 3776 | numsp;| |
| 3777 | nvsim;| |
| 3778 | nwArr;| |
| 3779 | nwarr;| |
| 3780 | oacute| |
| 3781 | ocirc;| |
| 3782 | odash;| |
| 3783 | oelig;| |
| 3784 | ofcir;| |
| 3785 | ograve| |
| 3786 | ohbar;| |
| 3787 | olarr;| |
| 3788 | olcir;| |
| 3789 | oline;| |
| 3790 | omacr;| |
| 3791 | omega;| |
| 3792 | operp;| |
| 3793 | oplus;| |
| 3794 | orarr;| |
| 3795 | order;| |
| 3796 | oslash| |
| 3797 | otilde| |
| 3798 | ovbar;| |
| 3799 | parsl;| |
| 3800 | phone;| |
| 3801 | plusb;| |
| 3802 | pluse;| |
| 3803 | plusmn| |
| 3804 | pound;| |
| 3805 | prcue;| |
| 3806 | prime;| |
| 3807 | prnap;| |
| 3808 | prsim;| |
| 3809 | quest;| |
| 3810 | rAarr;| |
| 3811 | rBarr;| |
| 3812 | radic;| |
| 3813 | rangd;| |
| 3814 | range;| |
| 3815 | raquo;| |
| 3816 | rarrb;| |
| 3817 | rarrc;| |
| 3818 | rarrw;| |
| 3819 | ratio;| |
| 3820 | rbarr;| |
| 3821 | rbbrk;| |
| 3822 | rbrke;| |
| 3823 | rceil;| |
| 3824 | rdquo;| |
| 3825 | reals;| |
| 3826 | rhard;| |
| 3827 | rharu;| |
| 3828 | rlarr;| |
| 3829 | rlhar;| |
| 3830 | rnmid;| |
| 3831 | roang;| |
| 3832 | roarr;| |
| 3833 | robrk;| |
| 3834 | ropar;| |
| 3835 | rrarr;| |
| 3836 | rsquo;| |
| 3837 | rtrie;| |
| 3838 | rtrif;| |
| 3839 | sbquo;| |
| 3840 | sccue;| |
| 3841 | scirc;| |
| 3842 | scnap;| |
| 3843 | scsim;| |
| 3844 | sdotb;| |
| 3845 | sdote;| |
| 3846 | seArr;| |
| 3847 | searr;| |
| 3848 | setmn;| |
| 3849 | sharp;| |
| 3850 | sigma;| |
| 3851 | simeq;| |
| 3852 | simgE;| |
| 3853 | simlE;| |
| 3854 | simne;| |
| 3855 | slarr;| |
| 3856 | smile;| |
| 3857 | smtes;| |
| 3858 | sqcap;| |
| 3859 | sqcup;| |
| 3860 | sqsub;| |
| 3861 | sqsup;| |
| 3862 | srarr;| |
| 3863 | starf;| |
| 3864 | strns;| |
| 3865 | subnE;| |
| 3866 | subne;| |
| 3867 | supnE;| |
| 3868 | supne;| |
| 3869 | swArr;| |
| 3870 | swarr;| |
| 3871 | szlig;| |
| 3872 | theta;| |
| 3873 | thkap;| |
| 3874 | thorn;| |
| 3875 | tilde;| |
| 3876 | times;| |
| 3877 | trade;| |
| 3878 | trisb;| |
| 3879 | tshcy;| |
| 3880 | twixt;| |
| 3881 | uacute| |
| 3882 | ubrcy;| |
| 3883 | ucirc;| |
| 3884 | udarr;| |
| 3885 | udhar;| |
| 3886 | ugrave| |
| 3887 | uharl;| |
| 3888 | uharr;| |
| 3889 | uhblk;| |
| 3890 | ultri;| |
| 3891 | umacr;| |
| 3892 | uogon;| |
| 3893 | uplus;| |
| 3894 | upsih;| |
| 3895 | uring;| |
| 3896 | urtri;| |
| 3897 | utdot;| |
| 3898 | utrif;| |
| 3899 | uuarr;| |
| 3900 | vBarv;| |
| 3901 | vDash;| |
| 3902 | varpi;| |
| 3903 | vdash;| |
| 3904 | veeeq;| |
| 3905 | vltri;| |
| 3906 | vnsub;| |
| 3907 | vnsup;| |
| 3908 | vprop;| |
| 3909 | vrtri;| |
| 3910 | wcirc;| |
| 3911 | wedge;| |
| 3912 | xcirc;| |
| 3913 | xdtri;| |
| 3914 | xhArr;| |
| 3915 | xharr;| |
| 3916 | xlArr;| |
| 3917 | xlarr;| |
| 3918 | xodot;| |
| 3919 | xrArr;| |
| 3920 | xrarr;| |
| 3921 | xutri;| |
| 3922 | yacute| |
| 3923 | ycirc;| |
| 3924 | AElig| |
| 3925 | Acirc| |
| 3926 | Aopf;| |
| 3927 | Aring| |
| 3928 | Ascr;| |
| 3929 | Auml;| |
| 3930 | Barv;| |
| 3931 | Beta;| |
| 3932 | Bopf;| |
| 3933 | Bscr;| |
| 3934 | CHcy;| |
| 3935 | COPY;| |
| 3936 | Cdot;| |
| 3937 | Copf;| |
| 3938 | Cscr;| |
| 3939 | DJcy;| |
| 3940 | DScy;| |
| 3941 | DZcy;| |
| 3942 | Darr;| |
| 3943 | Dopf;| |
| 3944 | Dscr;| |
| 3945 | Ecirc| |
| 3946 | Edot;| |
| 3947 | Eopf;| |
| 3948 | Escr;| |
| 3949 | Esim;| |
| 3950 | Euml;| |
| 3951 | Fopf;| |
| 3952 | Fscr;| |
| 3953 | GJcy;| |
| 3954 | Gdot;| |
| 3955 | Gopf;| |
| 3956 | Gscr;| |
| 3957 | Hopf;| |
| 3958 | Hscr;| |
| 3959 | IEcy;| |
| 3960 | IOcy;| |
| 3961 | Icirc| |
| 3962 | Idot;| |
| 3963 | Iopf;| |
| 3964 | Iota;| |
| 3965 | Iscr;| |
| 3966 | Iuml;| |
| 3967 | Jopf;| |
| 3968 | Jscr;| |
| 3969 | KHcy;| |
| 3970 | KJcy;| |
| 3971 | Kopf;| |
| 3972 | Kscr;| |
| 3973 | LJcy;| |
| 3974 | Lang;| |
| 3975 | Larr;| |
| 3976 | Lopf;| |
| 3977 | Lscr;| |
| 3978 | Mopf;| |
| 3979 | Mscr;| |
| 3980 | NJcy;| |
| 3981 | Nopf;| |
| 3982 | Nscr;| |
| 3983 | Ocirc| |
| 3984 | Oopf;| |
| 3985 | Oscr;| |
| 3986 | Ouml;| |
| 3987 | Popf;| |
| 3988 | Pscr;| |
| 3989 | QUOT;| |
| 3990 | Qopf;| |
| 3991 | Qscr;| |
| 3992 | Rang;| |
| 3993 | Rarr;| |
| 3994 | Ropf;| |
| 3995 | Rscr;| |
| 3996 | SHcy;| |
| 3997 | Sopf;| |
| 3998 | Sqrt;| |
| 3999 | Sscr;| |
| 4000 | Star;| |
| 4001 | THORN| |
| 4002 | TScy;| |
| 4003 | Topf;| |
| 4004 | Tscr;| |
| 4005 | Uarr;| |
| 4006 | Ucirc| |
| 4007 | Uopf;| |
| 4008 | Upsi;| |
| 4009 | Uscr;| |
| 4010 | Uuml;| |
| 4011 | Vbar;| |
| 4012 | Vert;| |
| 4013 | Vopf;| |
| 4014 | Vscr;| |
| 4015 | Wopf;| |
| 4016 | Wscr;| |
| 4017 | Xopf;| |
| 4018 | Xscr;| |
| 4019 | YAcy;| |
| 4020 | YIcy;| |
| 4021 | YUcy;| |
| 4022 | Yopf;| |
| 4023 | Yscr;| |
| 4024 | Yuml;| |
| 4025 | ZHcy;| |
| 4026 | Zdot;| |
| 4027 | Zeta;| |
| 4028 | Zopf;| |
| 4029 | Zscr;| |
| 4030 | acirc| |
| 4031 | acute| |
| 4032 | aelig| |
| 4033 | andd;| |
| 4034 | andv;| |
| 4035 | ange;| |
| 4036 | aopf;| |
| 4037 | apid;| |
| 4038 | apos;| |
| 4039 | aring| |
| 4040 | ascr;| |
| 4041 | auml;| |
| 4042 | bNot;| |
| 4043 | bbrk;| |
| 4044 | beta;| |
| 4045 | beth;| |
| 4046 | bnot;| |
| 4047 | bopf;| |
| 4048 | boxH;| |
| 4049 | boxV;| |
| 4050 | boxh;| |
| 4051 | boxv;| |
| 4052 | bscr;| |
| 4053 | bsim;| |
| 4054 | bsol;| |
| 4055 | bull;| |
| 4056 | bump;| |
| 4057 | caps;| |
| 4058 | cdot;| |
| 4059 | cedil| |
| 4060 | cent;| |
| 4061 | chcy;| |
| 4062 | cirE;| |
| 4063 | circ;| |
| 4064 | cire;| |
| 4065 | comp;| |
| 4066 | cong;| |
| 4067 | copf;| |
| 4068 | copy;| |
| 4069 | cscr;| |
| 4070 | csub;| |
| 4071 | csup;| |
| 4072 | cups;| |
| 4073 | dArr;| |
| 4074 | dHar;| |
| 4075 | darr;| |
| 4076 | dash;| |
| 4077 | diam;| |
| 4078 | djcy;| |
| 4079 | dopf;| |
| 4080 | dscr;| |
| 4081 | dscy;| |
| 4082 | dsol;| |
| 4083 | dtri;| |
| 4084 | dzcy;| |
| 4085 | eDot;| |
| 4086 | ecir;| |
| 4087 | ecirc| |
| 4088 | edot;| |
| 4089 | emsp;| |
| 4090 | ensp;| |
| 4091 | eopf;| |
| 4092 | epar;| |
| 4093 | epsi;| |
| 4094 | escr;| |
| 4095 | esim;| |
| 4096 | euml;| |
| 4097 | euro;| |
| 4098 | excl;| |
| 4099 | flat;| |
| 4100 | fnof;| |
| 4101 | fopf;| |
| 4102 | fork;| |
| 4103 | fscr;| |
| 4104 | gdot;| |
| 4105 | geqq;| |
| 4106 | gesl;| |
| 4107 | gjcy;| |
| 4108 | gnap;| |
| 4109 | gneq;| |
| 4110 | gopf;| |
| 4111 | gscr;| |
| 4112 | gsim;| |
| 4113 | gtcc;| |
| 4114 | gvnE;| |
| 4115 | hArr;| |
| 4116 | half;| |
| 4117 | harr;| |
| 4118 | hbar;| |
| 4119 | hopf;| |
| 4120 | hscr;| |
| 4121 | icirc| |
| 4122 | iecy;| |
| 4123 | iexcl| |
| 4124 | imof;| |
| 4125 | iocy;| |
| 4126 | iopf;| |
| 4127 | iota;| |
| 4128 | iscr;| |
| 4129 | isin;| |
| 4130 | iuml;| |
| 4131 | jopf;| |
| 4132 | jscr;| |
| 4133 | khcy;| |
| 4134 | kjcy;| |
| 4135 | kopf;| |
| 4136 | kscr;| |
| 4137 | lArr;| |
| 4138 | lHar;| |
| 4139 | lang;| |
| 4140 | laquo| |
| 4141 | larr;| |
| 4142 | late;| |
| 4143 | lcub;| |
| 4144 | ldca;| |
| 4145 | ldsh;| |
| 4146 | leqq;| |
| 4147 | lesg;| |
| 4148 | ljcy;| |
| 4149 | lnap;| |
| 4150 | lneq;| |
| 4151 | lopf;| |
| 4152 | lozf;| |
| 4153 | lpar;| |
| 4154 | lscr;| |
| 4155 | lsim;| |
| 4156 | lsqb;| |
| 4157 | ltcc;| |
| 4158 | ltri;| |
| 4159 | lvnE;| |
| 4160 | macr;| |
| 4161 | male;| |
| 4162 | malt;| |
| 4163 | micro| |
| 4164 | mlcp;| |
| 4165 | mldr;| |
| 4166 | mopf;| |
| 4167 | mscr;| |
| 4168 | nGtv;| |
| 4169 | nLtv;| |
| 4170 | nang;| |
| 4171 | napE;| |
| 4172 | nbsp;| |
| 4173 | ncap;| |
| 4174 | ncup;| |
| 4175 | ngeq;| |
| 4176 | nges;| |
| 4177 | ngtr;| |
| 4178 | nisd;| |
| 4179 | njcy;| |
| 4180 | nldr;| |
| 4181 | nleq;| |
| 4182 | nles;| |
| 4183 | nmid;| |
| 4184 | nopf;| |
| 4185 | npar;| |
| 4186 | npre;| |
| 4187 | nsce;| |
| 4188 | nscr;| |
| 4189 | nsim;| |
| 4190 | nsub;| |
| 4191 | nsup;| |
| 4192 | ntgl;| |
| 4193 | ntlg;| |
| 4194 | nvap;| |
| 4195 | nvge;| |
| 4196 | nvgt;| |
| 4197 | nvle;| |
| 4198 | nvlt;| |
| 4199 | oast;| |
| 4200 | ocir;| |
| 4201 | ocirc| |
| 4202 | odiv;| |
| 4203 | odot;| |
| 4204 | ogon;| |
| 4205 | oint;| |
| 4206 | omid;| |
| 4207 | oopf;| |
| 4208 | opar;| |
| 4209 | ordf;| |
| 4210 | ordm;| |
| 4211 | oror;| |
| 4212 | oscr;| |
| 4213 | osol;| |
| 4214 | ouml;| |
| 4215 | para;| |
| 4216 | part;| |
| 4217 | perp;| |
| 4218 | phiv;| |
| 4219 | plus;| |
| 4220 | popf;| |
| 4221 | pound| |
| 4222 | prap;| |
| 4223 | prec;| |
| 4224 | prnE;| |
| 4225 | prod;| |
| 4226 | prop;| |
| 4227 | pscr;| |
| 4228 | qint;| |
| 4229 | qopf;| |
| 4230 | qscr;| |
| 4231 | quot;| |
| 4232 | rArr;| |
| 4233 | rHar;| |
| 4234 | race;| |
| 4235 | rang;| |
| 4236 | raquo| |
| 4237 | rarr;| |
| 4238 | rcub;| |
| 4239 | rdca;| |
| 4240 | rdsh;| |
| 4241 | real;| |
| 4242 | rect;| |
| 4243 | rhov;| |
| 4244 | ring;| |
| 4245 | ropf;| |
| 4246 | rpar;| |
| 4247 | rscr;| |
| 4248 | rsqb;| |
| 4249 | rtri;| |
| 4250 | scap;| |
| 4251 | scnE;| |
| 4252 | sdot;| |
| 4253 | sect;| |
| 4254 | semi;| |
| 4255 | sext;| |
| 4256 | shcy;| |
| 4257 | sime;| |
| 4258 | simg;| |
| 4259 | siml;| |
| 4260 | smid;| |
| 4261 | smte;| |
| 4262 | solb;| |
| 4263 | sopf;| |
| 4264 | spar;| |
| 4265 | squf;| |
| 4266 | sscr;| |
| 4267 | star;| |
| 4268 | subE;| |
| 4269 | sube;| |
| 4270 | succ;| |
| 4271 | sung;| |
| 4272 | sup1;| |
| 4273 | sup2;| |
| 4274 | sup3;| |
| 4275 | supE;| |
| 4276 | supe;| |
| 4277 | szlig| |
| 4278 | tbrk;| |
| 4279 | tdot;| |
| 4280 | thorn| |
| 4281 | times| |
| 4282 | tint;| |
| 4283 | toea;| |
| 4284 | topf;| |
| 4285 | tosa;| |
| 4286 | trie;| |
| 4287 | tscr;| |
| 4288 | tscy;| |
| 4289 | uArr;| |
| 4290 | uHar;| |
| 4291 | uarr;| |
| 4292 | ucirc| |
| 4293 | uopf;| |
| 4294 | upsi;| |
| 4295 | uscr;| |
| 4296 | utri;| |
| 4297 | uuml;| |
| 4298 | vArr;| |
| 4299 | vBar;| |
| 4300 | varr;| |
| 4301 | vert;| |
| 4302 | vopf;| |
| 4303 | vscr;| |
| 4304 | wopf;| |
| 4305 | wscr;| |
| 4306 | xcap;| |
| 4307 | xcup;| |
| 4308 | xmap;| |
| 4309 | xnis;| |
| 4310 | xopf;| |
| 4311 | xscr;| |
| 4312 | xvee;| |
| 4313 | yacy;| |
| 4314 | yicy;| |
| 4315 | yopf;| |
| 4316 | yscr;| |
| 4317 | yucy;| |
| 4318 | yuml;| |
| 4319 | zdot;| |
| 4320 | zeta;| |
| 4321 | zhcy;| |
| 4322 | zopf;| |
| 4323 | zscr;| |
| 4324 | zwnj;| |
| 4325 | AMP;| |
| 4326 | Acy;| |
| 4327 | Afr;| |
| 4328 | And;| |
| 4329 | Auml| |
| 4330 | Bcy;| |
| 4331 | Bfr;| |
| 4332 | COPY| |
| 4333 | Cap;| |
| 4334 | Cfr;| |
| 4335 | Chi;| |
| 4336 | Cup;| |
| 4337 | Dcy;| |
| 4338 | Del;| |
| 4339 | Dfr;| |
| 4340 | Dot;| |
| 4341 | ENG;| |
| 4342 | ETH;| |
| 4343 | Ecy;| |
| 4344 | Efr;| |
| 4345 | Eta;| |
| 4346 | Euml| |
| 4347 | Fcy;| |
| 4348 | Ffr;| |
| 4349 | Gcy;| |
| 4350 | Gfr;| |
| 4351 | Hat;| |
| 4352 | Hfr;| |
| 4353 | Icy;| |
| 4354 | Ifr;| |
| 4355 | Int;| |
| 4356 | Iuml| |
| 4357 | Jcy;| |
| 4358 | Jfr;| |
| 4359 | Kcy;| |
| 4360 | Kfr;| |
| 4361 | Lcy;| |
| 4362 | Lfr;| |
| 4363 | Lsh;| |
| 4364 | Map;| |
| 4365 | Mcy;| |
| 4366 | Mfr;| |
| 4367 | Ncy;| |
| 4368 | Nfr;| |
| 4369 | Not;| |
| 4370 | Ocy;| |
| 4371 | Ofr;| |
| 4372 | Ouml| |
| 4373 | Pcy;| |
| 4374 | Pfr;| |
| 4375 | Phi;| |
| 4376 | Psi;| |
| 4377 | QUOT| |
| 4378 | Qfr;| |
| 4379 | REG;| |
| 4380 | Rcy;| |
| 4381 | Rfr;| |
| 4382 | Rho;| |
| 4383 | Rsh;| |
| 4384 | Scy;| |
| 4385 | Sfr;| |
| 4386 | Sub;| |
| 4387 | Sum;| |
| 4388 | Sup;| |
| 4389 | Tab;| |
| 4390 | Tau;| |
| 4391 | Tcy;| |
| 4392 | Tfr;| |
| 4393 | Ucy;| |
| 4394 | Ufr;| |
| 4395 | Uuml| |
| 4396 | Vcy;| |
| 4397 | Vee;| |
| 4398 | Vfr;| |
| 4399 | Wfr;| |
| 4400 | Xfr;| |
| 4401 | Ycy;| |
| 4402 | Yfr;| |
| 4403 | Zcy;| |
| 4404 | Zfr;| |
| 4405 | acE;| |
| 4406 | acd;| |
| 4407 | acy;| |
| 4408 | afr;| |
| 4409 | amp;| |
| 4410 | and;| |
| 4411 | ang;| |
| 4412 | apE;| |
| 4413 | ape;| |
| 4414 | ast;| |
| 4415 | auml| |
| 4416 | bcy;| |
| 4417 | bfr;| |
| 4418 | bne;| |
| 4419 | bot;| |
| 4420 | cap;| |
| 4421 | cent| |
| 4422 | cfr;| |
| 4423 | chi;| |
| 4424 | cir;| |
| 4425 | copy| |
| 4426 | cup;| |
| 4427 | dcy;| |
| 4428 | deg;| |
| 4429 | dfr;| |
| 4430 | die;| |
| 4431 | div;| |
| 4432 | dot;| |
| 4433 | ecy;| |
| 4434 | efr;| |
| 4435 | egs;| |
| 4436 | ell;| |
| 4437 | els;| |
| 4438 | eng;| |
| 4439 | eta;| |
| 4440 | eth;| |
| 4441 | euml| |
| 4442 | fcy;| |
| 4443 | ffr;| |
| 4444 | gEl;| |
| 4445 | gap;| |
| 4446 | gcy;| |
| 4447 | gel;| |
| 4448 | geq;| |
| 4449 | ges;| |
| 4450 | gfr;| |
| 4451 | ggg;| |
| 4452 | glE;| |
| 4453 | gla;| |
| 4454 | glj;| |
| 4455 | gnE;| |
| 4456 | gne;| |
| 4457 | hfr;| |
| 4458 | icy;| |
| 4459 | iff;| |
| 4460 | ifr;| |
| 4461 | int;| |
| 4462 | iuml| |
| 4463 | jcy;| |
| 4464 | jfr;| |
| 4465 | kcy;| |
| 4466 | kfr;| |
| 4467 | lEg;| |
| 4468 | lap;| |
| 4469 | lat;| |
| 4470 | lcy;| |
| 4471 | leg;| |
| 4472 | leq;| |
| 4473 | les;| |
| 4474 | lfr;| |
| 4475 | lgE;| |
| 4476 | lnE;| |
| 4477 | lne;| |
| 4478 | loz;| |
| 4479 | lrm;| |
| 4480 | lsh;| |
| 4481 | macr| |
| 4482 | map;| |
| 4483 | mcy;| |
| 4484 | mfr;| |
| 4485 | mho;| |
| 4486 | mid;| |
| 4487 | nGg;| |
| 4488 | nGt;| |
| 4489 | nLl;| |
| 4490 | nLt;| |
| 4491 | nap;| |
| 4492 | nbsp| |
| 4493 | ncy;| |
| 4494 | nfr;| |
| 4495 | ngE;| |
| 4496 | nge;| |
| 4497 | ngt;| |
| 4498 | nis;| |
| 4499 | niv;| |
| 4500 | nlE;| |
| 4501 | nle;| |
| 4502 | nlt;| |
| 4503 | not;| |
| 4504 | npr;| |
| 4505 | nsc;| |
| 4506 | num;| |
| 4507 | ocy;| |
| 4508 | ofr;| |
| 4509 | ogt;| |
| 4510 | ohm;| |
| 4511 | olt;| |
| 4512 | ord;| |
| 4513 | ordf| |
| 4514 | ordm| |
| 4515 | orv;| |
| 4516 | ouml| |
| 4517 | par;| |
| 4518 | para| |
| 4519 | pcy;| |
| 4520 | pfr;| |
| 4521 | phi;| |
| 4522 | piv;| |
| 4523 | prE;| |
| 4524 | pre;| |
| 4525 | psi;| |
| 4526 | qfr;| |
| 4527 | quot| |
| 4528 | rcy;| |
| 4529 | reg;| |
| 4530 | rfr;| |
| 4531 | rho;| |
| 4532 | rlm;| |
| 4533 | rsh;| |
| 4534 | scE;| |
| 4535 | sce;| |
| 4536 | scy;| |
| 4537 | sect| |
| 4538 | sfr;| |
| 4539 | shy;| |
| 4540 | sim;| |
| 4541 | smt;| |
| 4542 | sol;| |
| 4543 | squ;| |
| 4544 | sub;| |
| 4545 | sum;| |
| 4546 | sup1| |
| 4547 | sup2| |
| 4548 | sup3| |
| 4549 | sup;| |
| 4550 | tau;| |
| 4551 | tcy;| |
| 4552 | tfr;| |
| 4553 | top;| |
| 4554 | ucy;| |
| 4555 | ufr;| |
| 4556 | uml;| |
| 4557 | uuml| |
| 4558 | vcy;| |
| 4559 | vee;| |
| 4560 | vfr;| |
| 4561 | wfr;| |
| 4562 | xfr;| |
| 4563 | ycy;| |
| 4564 | yen;| |
| 4565 | yfr;| |
| 4566 | yuml| |
| 4567 | zcy;| |
| 4568 | zfr;| |
| 4569 | zwj;| |
| 4570 | AMP| |
| 4571 | DD;| |
| 4572 | ETH| |
| 4573 | GT;| |
| 4574 | Gg;| |
| 4575 | Gt;| |
| 4576 | Im;| |
| 4577 | LT;| |
| 4578 | Ll;| |
| 4579 | Lt;| |
| 4580 | Mu;| |
| 4581 | Nu;| |
| 4582 | Or;| |
| 4583 | Pi;| |
| 4584 | Pr;| |
| 4585 | REG| |
| 4586 | Re;| |
| 4587 | Sc;| |
| 4588 | Xi;| |
| 4589 | ac;| |
| 4590 | af;| |
| 4591 | amp| |
| 4592 | ap;| |
| 4593 | dd;| |
| 4594 | deg| |
| 4595 | ee;| |
| 4596 | eg;| |
| 4597 | el;| |
| 4598 | eth| |
| 4599 | gE;| |
| 4600 | ge;| |
| 4601 | gg;| |
| 4602 | gl;| |
| 4603 | gt;| |
| 4604 | ic;| |
| 4605 | ii;| |
| 4606 | in;| |
| 4607 | it;| |
| 4608 | lE;| |
| 4609 | le;| |
| 4610 | lg;| |
| 4611 | ll;| |
| 4612 | lt;| |
| 4613 | mp;| |
| 4614 | mu;| |
| 4615 | ne;| |
| 4616 | ni;| |
| 4617 | not| |
| 4618 | nu;| |
| 4619 | oS;| |
| 4620 | or;| |
| 4621 | pi;| |
| 4622 | pm;| |
| 4623 | pr;| |
| 4624 | reg| |
| 4625 | rx;| |
| 4626 | sc;| |
| 4627 | shy| |
| 4628 | uml| |
| 4629 | wp;| |
| 4630 | wr;| |
| 4631 | xi;| |
| 4632 | yen| |
| 4633 | GT| |
| 4634 | LT| |
| 4635 | gt| |
| 4636 | lt) # 6. known named |
| 4637 | (?: |
| 4638 | (?<! ; ) # Assert no semicolon prior |
| 4639 | ( [=a-zA-Z0-9] ) # 7. attribute suffix |
| 4640 | )? |
| 4641 | | |
| 4642 | ( [a-zA-Z0-9]+ ; ) # 8. invalid named |
| 4643 | ) |
| 4644 | # S = study, for efficient knownNamed |
| 4645 | # A = anchor, to avoid unnecessary movement of the whole pattern on failure |
| 4646 | ~xAsS'; |
| 4647 | |
| 4648 | public const NAMED_ENTITY_TRANSLATION = [ |
| 4649 | 'Aacute;' => 'Á', |
| 4650 | 'Aacute' => 'Á', |
| 4651 | 'aacute;' => 'á', |
| 4652 | 'aacute' => 'á', |
| 4653 | 'Abreve;' => 'Ă', |
| 4654 | 'abreve;' => 'ă', |
| 4655 | 'ac;' => '∾', |
| 4656 | 'acd;' => '∿', |
| 4657 | 'acE;' => '∾̳', |
| 4658 | 'Acirc;' => 'Â', |
| 4659 | 'Acirc' => 'Â', |
| 4660 | 'acirc;' => 'â', |
| 4661 | 'acirc' => 'â', |
| 4662 | 'acute;' => '´', |
| 4663 | 'acute' => '´', |
| 4664 | 'Acy;' => 'А', |
| 4665 | 'acy;' => 'а', |
| 4666 | 'AElig;' => 'Æ', |
| 4667 | 'AElig' => 'Æ', |
| 4668 | 'aelig;' => 'æ', |
| 4669 | 'aelig' => 'æ', |
| 4670 | 'af;' => '', |
| 4671 | 'Afr;' => '𝔄', |
| 4672 | 'afr;' => '𝔞', |
| 4673 | 'Agrave;' => 'À', |
| 4674 | 'Agrave' => 'À', |
| 4675 | 'agrave;' => 'à', |
| 4676 | 'agrave' => 'à', |
| 4677 | 'alefsym;' => 'ℵ', |
| 4678 | 'aleph;' => 'ℵ', |
| 4679 | 'Alpha;' => 'Α', |
| 4680 | 'alpha;' => 'α', |
| 4681 | 'Amacr;' => 'Ā', |
| 4682 | 'amacr;' => 'ā', |
| 4683 | 'amalg;' => '⨿', |
| 4684 | 'amp;' => '&', |
| 4685 | 'amp' => '&', |
| 4686 | 'AMP;' => '&', |
| 4687 | 'AMP' => '&', |
| 4688 | 'andand;' => '⩕', |
| 4689 | 'And;' => '⩓', |
| 4690 | 'and;' => '∧', |
| 4691 | 'andd;' => '⩜', |
| 4692 | 'andslope;' => '⩘', |
| 4693 | 'andv;' => '⩚', |
| 4694 | 'ang;' => '∠', |
| 4695 | 'ange;' => '⦤', |
| 4696 | 'angle;' => '∠', |
| 4697 | 'angmsdaa;' => '⦨', |
| 4698 | 'angmsdab;' => '⦩', |
| 4699 | 'angmsdac;' => '⦪', |
| 4700 | 'angmsdad;' => '⦫', |
| 4701 | 'angmsdae;' => '⦬', |
| 4702 | 'angmsdaf;' => '⦭', |
| 4703 | 'angmsdag;' => '⦮', |
| 4704 | 'angmsdah;' => '⦯', |
| 4705 | 'angmsd;' => '∡', |
| 4706 | 'angrt;' => '∟', |
| 4707 | 'angrtvb;' => '⊾', |
| 4708 | 'angrtvbd;' => '⦝', |
| 4709 | 'angsph;' => '∢', |
| 4710 | 'angst;' => 'Å', |
| 4711 | 'angzarr;' => '⍼', |
| 4712 | 'Aogon;' => 'Ą', |
| 4713 | 'aogon;' => 'ą', |
| 4714 | 'Aopf;' => '𝔸', |
| 4715 | 'aopf;' => '𝕒', |
| 4716 | 'apacir;' => '⩯', |
| 4717 | 'ap;' => '≈', |
| 4718 | 'apE;' => '⩰', |
| 4719 | 'ape;' => '≊', |
| 4720 | 'apid;' => '≋', |
| 4721 | 'apos;' => '\'', |
| 4722 | 'ApplyFunction;' => '', |
| 4723 | 'approx;' => '≈', |
| 4724 | 'approxeq;' => '≊', |
| 4725 | 'Aring;' => 'Å', |
| 4726 | 'Aring' => 'Å', |
| 4727 | 'aring;' => 'å', |
| 4728 | 'aring' => 'å', |
| 4729 | 'Ascr;' => '𝒜', |
| 4730 | 'ascr;' => '𝒶', |
| 4731 | 'Assign;' => '≔', |
| 4732 | 'ast;' => '*', |
| 4733 | 'asymp;' => '≈', |
| 4734 | 'asympeq;' => '≍', |
| 4735 | 'Atilde;' => 'Ã', |
| 4736 | 'Atilde' => 'Ã', |
| 4737 | 'atilde;' => 'ã', |
| 4738 | 'atilde' => 'ã', |
| 4739 | 'Auml;' => 'Ä', |
| 4740 | 'Auml' => 'Ä', |
| 4741 | 'auml;' => 'ä', |
| 4742 | 'auml' => 'ä', |
| 4743 | 'awconint;' => '∳', |
| 4744 | 'awint;' => '⨑', |
| 4745 | 'backcong;' => '≌', |
| 4746 | 'backepsilon;' => '϶', |
| 4747 | 'backprime;' => '‵', |
| 4748 | 'backsim;' => '∽', |
| 4749 | 'backsimeq;' => '⋍', |
| 4750 | 'Backslash;' => '∖', |
| 4751 | 'Barv;' => '⫧', |
| 4752 | 'barvee;' => '⊽', |
| 4753 | 'barwed;' => '⌅', |
| 4754 | 'Barwed;' => '⌆', |
| 4755 | 'barwedge;' => '⌅', |
| 4756 | 'bbrk;' => '⎵', |
| 4757 | 'bbrktbrk;' => '⎶', |
| 4758 | 'bcong;' => '≌', |
| 4759 | 'Bcy;' => 'Б', |
| 4760 | 'bcy;' => 'б', |
| 4761 | 'bdquo;' => '„', |
| 4762 | 'becaus;' => '∵', |
| 4763 | 'because;' => '∵', |
| 4764 | 'Because;' => '∵', |
| 4765 | 'bemptyv;' => '⦰', |
| 4766 | 'bepsi;' => '϶', |
| 4767 | 'bernou;' => 'ℬ', |
| 4768 | 'Bernoullis;' => 'ℬ', |
| 4769 | 'Beta;' => 'Β', |
| 4770 | 'beta;' => 'β', |
| 4771 | 'beth;' => 'ℶ', |
| 4772 | 'between;' => '≬', |
| 4773 | 'Bfr;' => '𝔅', |
| 4774 | 'bfr;' => '𝔟', |
| 4775 | 'bigcap;' => '⋂', |
| 4776 | 'bigcirc;' => '◯', |
| 4777 | 'bigcup;' => '⋃', |
| 4778 | 'bigodot;' => '⨀', |
| 4779 | 'bigoplus;' => '⨁', |
| 4780 | 'bigotimes;' => '⨂', |
| 4781 | 'bigsqcup;' => '⨆', |
| 4782 | 'bigstar;' => '★', |
| 4783 | 'bigtriangledown;' => '▽', |
| 4784 | 'bigtriangleup;' => '△', |
| 4785 | 'biguplus;' => '⨄', |
| 4786 | 'bigvee;' => '⋁', |
| 4787 | 'bigwedge;' => '⋀', |
| 4788 | 'bkarow;' => '⤍', |
| 4789 | 'blacklozenge;' => '⧫', |
| 4790 | 'blacksquare;' => '▪', |
| 4791 | 'blacktriangle;' => '▴', |
| 4792 | 'blacktriangledown;' => '▾', |
| 4793 | 'blacktriangleleft;' => '◂', |
| 4794 | 'blacktriangleright;' => '▸', |
| 4795 | 'blank;' => '␣', |
| 4796 | 'blk12;' => '▒', |
| 4797 | 'blk14;' => '░', |
| 4798 | 'blk34;' => '▓', |
| 4799 | 'block;' => '█', |
| 4800 | 'bne;' => '=⃥', |
| 4801 | 'bnequiv;' => '≡⃥', |
| 4802 | 'bNot;' => '⫭', |
| 4803 | 'bnot;' => '⌐', |
| 4804 | 'Bopf;' => '𝔹', |
| 4805 | 'bopf;' => '𝕓', |
| 4806 | 'bot;' => '⊥', |
| 4807 | 'bottom;' => '⊥', |
| 4808 | 'bowtie;' => '⋈', |
| 4809 | 'boxbox;' => '⧉', |
| 4810 | 'boxdl;' => '┐', |
| 4811 | 'boxdL;' => '╕', |
| 4812 | 'boxDl;' => '╖', |
| 4813 | 'boxDL;' => '╗', |
| 4814 | 'boxdr;' => '┌', |
| 4815 | 'boxdR;' => '╒', |
| 4816 | 'boxDr;' => '╓', |
| 4817 | 'boxDR;' => '╔', |
| 4818 | 'boxh;' => '─', |
| 4819 | 'boxH;' => '═', |
| 4820 | 'boxhd;' => '┬', |
| 4821 | 'boxHd;' => '╤', |
| 4822 | 'boxhD;' => '╥', |
| 4823 | 'boxHD;' => '╦', |
| 4824 | 'boxhu;' => '┴', |
| 4825 | 'boxHu;' => '╧', |
| 4826 | 'boxhU;' => '╨', |
| 4827 | 'boxHU;' => '╩', |
| 4828 | 'boxminus;' => '⊟', |
| 4829 | 'boxplus;' => '⊞', |
| 4830 | 'boxtimes;' => '⊠', |
| 4831 | 'boxul;' => '┘', |
| 4832 | 'boxuL;' => '╛', |
| 4833 | 'boxUl;' => '╜', |
| 4834 | 'boxUL;' => '╝', |
| 4835 | 'boxur;' => '└', |
| 4836 | 'boxuR;' => '╘', |
| 4837 | 'boxUr;' => '╙', |
| 4838 | 'boxUR;' => '╚', |
| 4839 | 'boxv;' => '│', |
| 4840 | 'boxV;' => '║', |
| 4841 | 'boxvh;' => '┼', |
| 4842 | 'boxvH;' => '╪', |
| 4843 | 'boxVh;' => '╫', |
| 4844 | 'boxVH;' => '╬', |
| 4845 | 'boxvl;' => '┤', |
| 4846 | 'boxvL;' => '╡', |
| 4847 | 'boxVl;' => '╢', |
| 4848 | 'boxVL;' => '╣', |
| 4849 | 'boxvr;' => '├', |
| 4850 | 'boxvR;' => '╞', |
| 4851 | 'boxVr;' => '╟', |
| 4852 | 'boxVR;' => '╠', |
| 4853 | 'bprime;' => '‵', |
| 4854 | 'breve;' => '˘', |
| 4855 | 'Breve;' => '˘', |
| 4856 | 'brvbar;' => '¦', |
| 4857 | 'brvbar' => '¦', |
| 4858 | 'bscr;' => '𝒷', |
| 4859 | 'Bscr;' => 'ℬ', |
| 4860 | 'bsemi;' => '⁏', |
| 4861 | 'bsim;' => '∽', |
| 4862 | 'bsime;' => '⋍', |
| 4863 | 'bsolb;' => '⧅', |
| 4864 | 'bsol;' => '\\', |
| 4865 | 'bsolhsub;' => '⟈', |
| 4866 | 'bull;' => '•', |
| 4867 | 'bullet;' => '•', |
| 4868 | 'bump;' => '≎', |
| 4869 | 'bumpE;' => '⪮', |
| 4870 | 'bumpe;' => '≏', |
| 4871 | 'Bumpeq;' => '≎', |
| 4872 | 'bumpeq;' => '≏', |
| 4873 | 'Cacute;' => 'Ć', |
| 4874 | 'cacute;' => 'ć', |
| 4875 | 'capand;' => '⩄', |
| 4876 | 'capbrcup;' => '⩉', |
| 4877 | 'capcap;' => '⩋', |
| 4878 | 'cap;' => '∩', |
| 4879 | 'Cap;' => '⋒', |
| 4880 | 'capcup;' => '⩇', |
| 4881 | 'capdot;' => '⩀', |
| 4882 | 'CapitalDifferentialD;' => 'ⅅ', |
| 4883 | 'caps;' => '∩︀', |
| 4884 | 'caret;' => '⁁', |
| 4885 | 'caron;' => 'ˇ', |
| 4886 | 'Cayleys;' => 'ℭ', |
| 4887 | 'ccaps;' => '⩍', |
| 4888 | 'Ccaron;' => 'Č', |
| 4889 | 'ccaron;' => 'č', |
| 4890 | 'Ccedil;' => 'Ç', |
| 4891 | 'Ccedil' => 'Ç', |
| 4892 | 'ccedil;' => 'ç', |
| 4893 | 'ccedil' => 'ç', |
| 4894 | 'Ccirc;' => 'Ĉ', |
| 4895 | 'ccirc;' => 'ĉ', |
| 4896 | 'Cconint;' => '∰', |
| 4897 | 'ccups;' => '⩌', |
| 4898 | 'ccupssm;' => '⩐', |
| 4899 | 'Cdot;' => 'Ċ', |
| 4900 | 'cdot;' => 'ċ', |
| 4901 | 'cedil;' => '¸', |
| 4902 | 'cedil' => '¸', |
| 4903 | 'Cedilla;' => '¸', |
| 4904 | 'cemptyv;' => '⦲', |
| 4905 | 'cent;' => '¢', |
| 4906 | 'cent' => '¢', |
| 4907 | 'centerdot;' => '·', |
| 4908 | 'CenterDot;' => '·', |
| 4909 | 'cfr;' => '𝔠', |
| 4910 | 'Cfr;' => 'ℭ', |
| 4911 | 'CHcy;' => 'Ч', |
| 4912 | 'chcy;' => 'ч', |
| 4913 | 'check;' => '✓', |
| 4914 | 'checkmark;' => '✓', |
| 4915 | 'Chi;' => 'Χ', |
| 4916 | 'chi;' => 'χ', |
| 4917 | 'circ;' => 'ˆ', |
| 4918 | 'circeq;' => '≗', |
| 4919 | 'circlearrowleft;' => '↺', |
| 4920 | 'circlearrowright;' => '↻', |
| 4921 | 'circledast;' => '⊛', |
| 4922 | 'circledcirc;' => '⊚', |
| 4923 | 'circleddash;' => '⊝', |
| 4924 | 'CircleDot;' => '⊙', |
| 4925 | 'circledR;' => '®', |
| 4926 | 'circledS;' => 'Ⓢ', |
| 4927 | 'CircleMinus;' => '⊖', |
| 4928 | 'CirclePlus;' => '⊕', |
| 4929 | 'CircleTimes;' => '⊗', |
| 4930 | 'cir;' => '○', |
| 4931 | 'cirE;' => '⧃', |
| 4932 | 'cire;' => '≗', |
| 4933 | 'cirfnint;' => '⨐', |
| 4934 | 'cirmid;' => '⫯', |
| 4935 | 'cirscir;' => '⧂', |
| 4936 | 'ClockwiseContourIntegral;' => '∲', |
| 4937 | 'CloseCurlyDoubleQuote;' => '”', |
| 4938 | 'CloseCurlyQuote;' => '’', |
| 4939 | 'clubs;' => '♣', |
| 4940 | 'clubsuit;' => '♣', |
| 4941 | 'colon;' => ':', |
| 4942 | 'Colon;' => '∷', |
| 4943 | 'Colone;' => '⩴', |
| 4944 | 'colone;' => '≔', |
| 4945 | 'coloneq;' => '≔', |
| 4946 | 'comma;' => ',', |
| 4947 | 'commat;' => '@', |
| 4948 | 'comp;' => '∁', |
| 4949 | 'compfn;' => '∘', |
| 4950 | 'complement;' => '∁', |
| 4951 | 'complexes;' => 'ℂ', |
| 4952 | 'cong;' => '≅', |
| 4953 | 'congdot;' => '⩭', |
| 4954 | 'Congruent;' => '≡', |
| 4955 | 'conint;' => '∮', |
| 4956 | 'Conint;' => '∯', |
| 4957 | 'ContourIntegral;' => '∮', |
| 4958 | 'copf;' => '𝕔', |
| 4959 | 'Copf;' => 'ℂ', |
| 4960 | 'coprod;' => '∐', |
| 4961 | 'Coproduct;' => '∐', |
| 4962 | 'copy;' => '©', |
| 4963 | 'copy' => '©', |
| 4964 | 'COPY;' => '©', |
| 4965 | 'COPY' => '©', |
| 4966 | 'copysr;' => '℗', |
| 4967 | 'CounterClockwiseContourIntegral;' => '∳', |
| 4968 | 'crarr;' => '↵', |
| 4969 | 'cross;' => '✗', |
| 4970 | 'Cross;' => '⨯', |
| 4971 | 'Cscr;' => '𝒞', |
| 4972 | 'cscr;' => '𝒸', |
| 4973 | 'csub;' => '⫏', |
| 4974 | 'csube;' => '⫑', |
| 4975 | 'csup;' => '⫐', |
| 4976 | 'csupe;' => '⫒', |
| 4977 | 'ctdot;' => '⋯', |
| 4978 | 'cudarrl;' => '⤸', |
| 4979 | 'cudarrr;' => '⤵', |
| 4980 | 'cuepr;' => '⋞', |
| 4981 | 'cuesc;' => '⋟', |
| 4982 | 'cularr;' => '↶', |
| 4983 | 'cularrp;' => '⤽', |
| 4984 | 'cupbrcap;' => '⩈', |
| 4985 | 'cupcap;' => '⩆', |
| 4986 | 'CupCap;' => '≍', |
| 4987 | 'cup;' => '∪', |
| 4988 | 'Cup;' => '⋓', |
| 4989 | 'cupcup;' => '⩊', |
| 4990 | 'cupdot;' => '⊍', |
| 4991 | 'cupor;' => '⩅', |
| 4992 | 'cups;' => '∪︀', |
| 4993 | 'curarr;' => '↷', |
| 4994 | 'curarrm;' => '⤼', |
| 4995 | 'curlyeqprec;' => '⋞', |
| 4996 | 'curlyeqsucc;' => '⋟', |
| 4997 | 'curlyvee;' => '⋎', |
| 4998 | 'curlywedge;' => '⋏', |
| 4999 | 'curren;' => '¤', |
| 5000 | 'curren' => '¤', |
| 5001 | 'curvearrowleft;' => '↶', |
| 5002 | 'curvearrowright;' => '↷', |
| 5003 | 'cuvee;' => '⋎', |
| 5004 | 'cuwed;' => '⋏', |
| 5005 | 'cwconint;' => '∲', |
| 5006 | 'cwint;' => '∱', |
| 5007 | 'cylcty;' => '⌭', |
| 5008 | 'dagger;' => '†', |
| 5009 | 'Dagger;' => '‡', |
| 5010 | 'daleth;' => 'ℸ', |
| 5011 | 'darr;' => '↓', |
| 5012 | 'Darr;' => '↡', |
| 5013 | 'dArr;' => '⇓', |
| 5014 | 'dash;' => '‐', |
| 5015 | 'Dashv;' => '⫤', |
| 5016 | 'dashv;' => '⊣', |
| 5017 | 'dbkarow;' => '⤏', |
| 5018 | 'dblac;' => '˝', |
| 5019 | 'Dcaron;' => 'Ď', |
| 5020 | 'dcaron;' => 'ď', |
| 5021 | 'Dcy;' => 'Д', |
| 5022 | 'dcy;' => 'д', |
| 5023 | 'ddagger;' => '‡', |
| 5024 | 'ddarr;' => '⇊', |
| 5025 | 'DD;' => 'ⅅ', |
| 5026 | 'dd;' => 'ⅆ', |
| 5027 | 'DDotrahd;' => '⤑', |
| 5028 | 'ddotseq;' => '⩷', |
| 5029 | 'deg;' => '°', |
| 5030 | 'deg' => '°', |
| 5031 | 'Del;' => '∇', |
| 5032 | 'Delta;' => 'Δ', |
| 5033 | 'delta;' => 'δ', |
| 5034 | 'demptyv;' => '⦱', |
| 5035 | 'dfisht;' => '⥿', |
| 5036 | 'Dfr;' => '𝔇', |
| 5037 | 'dfr;' => '𝔡', |
| 5038 | 'dHar;' => '⥥', |
| 5039 | 'dharl;' => '⇃', |
| 5040 | 'dharr;' => '⇂', |
| 5041 | 'DiacriticalAcute;' => '´', |
| 5042 | 'DiacriticalDot;' => '˙', |
| 5043 | 'DiacriticalDoubleAcute;' => '˝', |
| 5044 | 'DiacriticalGrave;' => '`', |
| 5045 | 'DiacriticalTilde;' => '˜', |
| 5046 | 'diam;' => '⋄', |
| 5047 | 'diamond;' => '⋄', |
| 5048 | 'Diamond;' => '⋄', |
| 5049 | 'diamondsuit;' => '♦', |
| 5050 | 'diams;' => '♦', |
| 5051 | 'die;' => '¨', |
| 5052 | 'DifferentialD;' => 'ⅆ', |
| 5053 | 'digamma;' => 'ϝ', |
| 5054 | 'disin;' => '⋲', |
| 5055 | 'div;' => '÷', |
| 5056 | 'divide;' => '÷', |
| 5057 | 'divide' => '÷', |
| 5058 | 'divideontimes;' => '⋇', |
| 5059 | 'divonx;' => '⋇', |
| 5060 | 'DJcy;' => 'Ђ', |
| 5061 | 'djcy;' => 'ђ', |
| 5062 | 'dlcorn;' => '⌞', |
| 5063 | 'dlcrop;' => '⌍', |
| 5064 | 'dollar;' => '$', |
| 5065 | 'Dopf;' => '𝔻', |
| 5066 | 'dopf;' => '𝕕', |
| 5067 | 'Dot;' => '¨', |
| 5068 | 'dot;' => '˙', |
| 5069 | 'DotDot;' => '⃜', |
| 5070 | 'doteq;' => '≐', |
| 5071 | 'doteqdot;' => '≑', |
| 5072 | 'DotEqual;' => '≐', |
| 5073 | 'dotminus;' => '∸', |
| 5074 | 'dotplus;' => '∔', |
| 5075 | 'dotsquare;' => '⊡', |
| 5076 | 'doublebarwedge;' => '⌆', |
| 5077 | 'DoubleContourIntegral;' => '∯', |
| 5078 | 'DoubleDot;' => '¨', |
| 5079 | 'DoubleDownArrow;' => '⇓', |
| 5080 | 'DoubleLeftArrow;' => '⇐', |
| 5081 | 'DoubleLeftRightArrow;' => '⇔', |
| 5082 | 'DoubleLeftTee;' => '⫤', |
| 5083 | 'DoubleLongLeftArrow;' => '⟸', |
| 5084 | 'DoubleLongLeftRightArrow;' => '⟺', |
| 5085 | 'DoubleLongRightArrow;' => '⟹', |
| 5086 | 'DoubleRightArrow;' => '⇒', |
| 5087 | 'DoubleRightTee;' => '⊨', |
| 5088 | 'DoubleUpArrow;' => '⇑', |
| 5089 | 'DoubleUpDownArrow;' => '⇕', |
| 5090 | 'DoubleVerticalBar;' => '∥', |
| 5091 | 'DownArrowBar;' => '⤓', |
| 5092 | 'downarrow;' => '↓', |
| 5093 | 'DownArrow;' => '↓', |
| 5094 | 'Downarrow;' => '⇓', |
| 5095 | 'DownArrowUpArrow;' => '⇵', |
| 5096 | 'DownBreve;' => '̑', |
| 5097 | 'downdownarrows;' => '⇊', |
| 5098 | 'downharpoonleft;' => '⇃', |
| 5099 | 'downharpoonright;' => '⇂', |
| 5100 | 'DownLeftRightVector;' => '⥐', |
| 5101 | 'DownLeftTeeVector;' => '⥞', |
| 5102 | 'DownLeftVectorBar;' => '⥖', |
| 5103 | 'DownLeftVector;' => '↽', |
| 5104 | 'DownRightTeeVector;' => '⥟', |
| 5105 | 'DownRightVectorBar;' => '⥗', |
| 5106 | 'DownRightVector;' => '⇁', |
| 5107 | 'DownTeeArrow;' => '↧', |
| 5108 | 'DownTee;' => '⊤', |
| 5109 | 'drbkarow;' => '⤐', |
| 5110 | 'drcorn;' => '⌟', |
| 5111 | 'drcrop;' => '⌌', |
| 5112 | 'Dscr;' => '𝒟', |
| 5113 | 'dscr;' => '𝒹', |
| 5114 | 'DScy;' => 'Ѕ', |
| 5115 | 'dscy;' => 'ѕ', |
| 5116 | 'dsol;' => '⧶', |
| 5117 | 'Dstrok;' => 'Đ', |
| 5118 | 'dstrok;' => 'đ', |
| 5119 | 'dtdot;' => '⋱', |
| 5120 | 'dtri;' => '▿', |
| 5121 | 'dtrif;' => '▾', |
| 5122 | 'duarr;' => '⇵', |
| 5123 | 'duhar;' => '⥯', |
| 5124 | 'dwangle;' => '⦦', |
| 5125 | 'DZcy;' => 'Џ', |
| 5126 | 'dzcy;' => 'џ', |
| 5127 | 'dzigrarr;' => '⟿', |
| 5128 | 'Eacute;' => 'É', |
| 5129 | 'Eacute' => 'É', |
| 5130 | 'eacute;' => 'é', |
| 5131 | 'eacute' => 'é', |
| 5132 | 'easter;' => '⩮', |
| 5133 | 'Ecaron;' => 'Ě', |
| 5134 | 'ecaron;' => 'ě', |
| 5135 | 'Ecirc;' => 'Ê', |
| 5136 | 'Ecirc' => 'Ê', |
| 5137 | 'ecirc;' => 'ê', |
| 5138 | 'ecirc' => 'ê', |
| 5139 | 'ecir;' => '≖', |
| 5140 | 'ecolon;' => '≕', |
| 5141 | 'Ecy;' => 'Э', |
| 5142 | 'ecy;' => 'э', |
| 5143 | 'eDDot;' => '⩷', |
| 5144 | 'Edot;' => 'Ė', |
| 5145 | 'edot;' => 'ė', |
| 5146 | 'eDot;' => '≑', |
| 5147 | 'ee;' => 'ⅇ', |
| 5148 | 'efDot;' => '≒', |
| 5149 | 'Efr;' => '𝔈', |
| 5150 | 'efr;' => '𝔢', |
| 5151 | 'eg;' => '⪚', |
| 5152 | 'Egrave;' => 'È', |
| 5153 | 'Egrave' => 'È', |
| 5154 | 'egrave;' => 'è', |
| 5155 | 'egrave' => 'è', |
| 5156 | 'egs;' => '⪖', |
| 5157 | 'egsdot;' => '⪘', |
| 5158 | 'el;' => '⪙', |
| 5159 | 'Element;' => '∈', |
| 5160 | 'elinters;' => '⏧', |
| 5161 | 'ell;' => 'ℓ', |
| 5162 | 'els;' => '⪕', |
| 5163 | 'elsdot;' => '⪗', |
| 5164 | 'Emacr;' => 'Ē', |
| 5165 | 'emacr;' => 'ē', |
| 5166 | 'empty;' => '∅', |
| 5167 | 'emptyset;' => '∅', |
| 5168 | 'EmptySmallSquare;' => '◻', |
| 5169 | 'emptyv;' => '∅', |
| 5170 | 'EmptyVerySmallSquare;' => '▫', |
| 5171 | 'emsp13;' => ' ', |
| 5172 | 'emsp14;' => ' ', |
| 5173 | 'emsp;' => ' ', |
| 5174 | 'ENG;' => 'Ŋ', |
| 5175 | 'eng;' => 'ŋ', |
| 5176 | 'ensp;' => ' ', |
| 5177 | 'Eogon;' => 'Ę', |
| 5178 | 'eogon;' => 'ę', |
| 5179 | 'Eopf;' => '𝔼', |
| 5180 | 'eopf;' => '𝕖', |
| 5181 | 'epar;' => '⋕', |
| 5182 | 'eparsl;' => '⧣', |
| 5183 | 'eplus;' => '⩱', |
| 5184 | 'epsi;' => 'ε', |
| 5185 | 'Epsilon;' => 'Ε', |
| 5186 | 'epsilon;' => 'ε', |
| 5187 | 'epsiv;' => 'ϵ', |
| 5188 | 'eqcirc;' => '≖', |
| 5189 | 'eqcolon;' => '≕', |
| 5190 | 'eqsim;' => '≂', |
| 5191 | 'eqslantgtr;' => '⪖', |
| 5192 | 'eqslantless;' => '⪕', |
| 5193 | 'Equal;' => '⩵', |
| 5194 | 'equals;' => '=', |
| 5195 | 'EqualTilde;' => '≂', |
| 5196 | 'equest;' => '≟', |
| 5197 | 'Equilibrium;' => '⇌', |
| 5198 | 'equiv;' => '≡', |
| 5199 | 'equivDD;' => '⩸', |
| 5200 | 'eqvparsl;' => '⧥', |
| 5201 | 'erarr;' => '⥱', |
| 5202 | 'erDot;' => '≓', |
| 5203 | 'escr;' => 'ℯ', |
| 5204 | 'Escr;' => 'ℰ', |
| 5205 | 'esdot;' => '≐', |
| 5206 | 'Esim;' => '⩳', |
| 5207 | 'esim;' => '≂', |
| 5208 | 'Eta;' => 'Η', |
| 5209 | 'eta;' => 'η', |
| 5210 | 'ETH;' => 'Ð', |
| 5211 | 'ETH' => 'Ð', |
| 5212 | 'eth;' => 'ð', |
| 5213 | 'eth' => 'ð', |
| 5214 | 'Euml;' => 'Ë', |
| 5215 | 'Euml' => 'Ë', |
| 5216 | 'euml;' => 'ë', |
| 5217 | 'euml' => 'ë', |
| 5218 | 'euro;' => '€', |
| 5219 | 'excl;' => '!', |
| 5220 | 'exist;' => '∃', |
| 5221 | 'Exists;' => '∃', |
| 5222 | 'expectation;' => 'ℰ', |
| 5223 | 'exponentiale;' => 'ⅇ', |
| 5224 | 'ExponentialE;' => 'ⅇ', |
| 5225 | 'fallingdotseq;' => '≒', |
| 5226 | 'Fcy;' => 'Ф', |
| 5227 | 'fcy;' => 'ф', |
| 5228 | 'female;' => '♀', |
| 5229 | 'ffilig;' => 'ffi', |
| 5230 | 'fflig;' => 'ff', |
| 5231 | 'ffllig;' => 'ffl', |
| 5232 | 'Ffr;' => '𝔉', |
| 5233 | 'ffr;' => '𝔣', |
| 5234 | 'filig;' => 'fi', |
| 5235 | 'FilledSmallSquare;' => '◼', |
| 5236 | 'FilledVerySmallSquare;' => '▪', |
| 5237 | 'fjlig;' => 'fj', |
| 5238 | 'flat;' => '♭', |
| 5239 | 'fllig;' => 'fl', |
| 5240 | 'fltns;' => '▱', |
| 5241 | 'fnof;' => 'ƒ', |
| 5242 | 'Fopf;' => '𝔽', |
| 5243 | 'fopf;' => '𝕗', |
| 5244 | 'forall;' => '∀', |
| 5245 | 'ForAll;' => '∀', |
| 5246 | 'fork;' => '⋔', |
| 5247 | 'forkv;' => '⫙', |
| 5248 | 'Fouriertrf;' => 'ℱ', |
| 5249 | 'fpartint;' => '⨍', |
| 5250 | 'frac12;' => '½', |
| 5251 | 'frac12' => '½', |
| 5252 | 'frac13;' => '⅓', |
| 5253 | 'frac14;' => '¼', |
| 5254 | 'frac14' => '¼', |
| 5255 | 'frac15;' => '⅕', |
| 5256 | 'frac16;' => '⅙', |
| 5257 | 'frac18;' => '⅛', |
| 5258 | 'frac23;' => '⅔', |
| 5259 | 'frac25;' => '⅖', |
| 5260 | 'frac34;' => '¾', |
| 5261 | 'frac34' => '¾', |
| 5262 | 'frac35;' => '⅗', |
| 5263 | 'frac38;' => '⅜', |
| 5264 | 'frac45;' => '⅘', |
| 5265 | 'frac56;' => '⅚', |
| 5266 | 'frac58;' => '⅝', |
| 5267 | 'frac78;' => '⅞', |
| 5268 | 'frasl;' => '⁄', |
| 5269 | 'frown;' => '⌢', |
| 5270 | 'fscr;' => '𝒻', |
| 5271 | 'Fscr;' => 'ℱ', |
| 5272 | 'gacute;' => 'ǵ', |
| 5273 | 'Gamma;' => 'Γ', |
| 5274 | 'gamma;' => 'γ', |
| 5275 | 'Gammad;' => 'Ϝ', |
| 5276 | 'gammad;' => 'ϝ', |
| 5277 | 'gap;' => '⪆', |
| 5278 | 'Gbreve;' => 'Ğ', |
| 5279 | 'gbreve;' => 'ğ', |
| 5280 | 'Gcedil;' => 'Ģ', |
| 5281 | 'Gcirc;' => 'Ĝ', |
| 5282 | 'gcirc;' => 'ĝ', |
| 5283 | 'Gcy;' => 'Г', |
| 5284 | 'gcy;' => 'г', |
| 5285 | 'Gdot;' => 'Ġ', |
| 5286 | 'gdot;' => 'ġ', |
| 5287 | 'ge;' => '≥', |
| 5288 | 'gE;' => '≧', |
| 5289 | 'gEl;' => '⪌', |
| 5290 | 'gel;' => '⋛', |
| 5291 | 'geq;' => '≥', |
| 5292 | 'geqq;' => '≧', |
| 5293 | 'geqslant;' => '⩾', |
| 5294 | 'gescc;' => '⪩', |
| 5295 | 'ges;' => '⩾', |
| 5296 | 'gesdot;' => '⪀', |
| 5297 | 'gesdoto;' => '⪂', |
| 5298 | 'gesdotol;' => '⪄', |
| 5299 | 'gesl;' => '⋛︀', |
| 5300 | 'gesles;' => '⪔', |
| 5301 | 'Gfr;' => '𝔊', |
| 5302 | 'gfr;' => '𝔤', |
| 5303 | 'gg;' => '≫', |
| 5304 | 'Gg;' => '⋙', |
| 5305 | 'ggg;' => '⋙', |
| 5306 | 'gimel;' => 'ℷ', |
| 5307 | 'GJcy;' => 'Ѓ', |
| 5308 | 'gjcy;' => 'ѓ', |
| 5309 | 'gla;' => '⪥', |
| 5310 | 'gl;' => '≷', |
| 5311 | 'glE;' => '⪒', |
| 5312 | 'glj;' => '⪤', |
| 5313 | 'gnap;' => '⪊', |
| 5314 | 'gnapprox;' => '⪊', |
| 5315 | 'gne;' => '⪈', |
| 5316 | 'gnE;' => '≩', |
| 5317 | 'gneq;' => '⪈', |
| 5318 | 'gneqq;' => '≩', |
| 5319 | 'gnsim;' => '⋧', |
| 5320 | 'Gopf;' => '𝔾', |
| 5321 | 'gopf;' => '𝕘', |
| 5322 | 'grave;' => '`', |
| 5323 | 'GreaterEqual;' => '≥', |
| 5324 | 'GreaterEqualLess;' => '⋛', |
| 5325 | 'GreaterFullEqual;' => '≧', |
| 5326 | 'GreaterGreater;' => '⪢', |
| 5327 | 'GreaterLess;' => '≷', |
| 5328 | 'GreaterSlantEqual;' => '⩾', |
| 5329 | 'GreaterTilde;' => '≳', |
| 5330 | 'Gscr;' => '𝒢', |
| 5331 | 'gscr;' => 'ℊ', |
| 5332 | 'gsim;' => '≳', |
| 5333 | 'gsime;' => '⪎', |
| 5334 | 'gsiml;' => '⪐', |
| 5335 | 'gtcc;' => '⪧', |
| 5336 | 'gtcir;' => '⩺', |
| 5337 | 'gt;' => '>', |
| 5338 | 'gt' => '>', |
| 5339 | 'GT;' => '>', |
| 5340 | 'GT' => '>', |
| 5341 | 'Gt;' => '≫', |
| 5342 | 'gtdot;' => '⋗', |
| 5343 | 'gtlPar;' => '⦕', |
| 5344 | 'gtquest;' => '⩼', |
| 5345 | 'gtrapprox;' => '⪆', |
| 5346 | 'gtrarr;' => '⥸', |
| 5347 | 'gtrdot;' => '⋗', |
| 5348 | 'gtreqless;' => '⋛', |
| 5349 | 'gtreqqless;' => '⪌', |
| 5350 | 'gtrless;' => '≷', |
| 5351 | 'gtrsim;' => '≳', |
| 5352 | 'gvertneqq;' => '≩︀', |
| 5353 | 'gvnE;' => '≩︀', |
| 5354 | 'Hacek;' => 'ˇ', |
| 5355 | 'hairsp;' => ' ', |
| 5356 | 'half;' => '½', |
| 5357 | 'hamilt;' => 'ℋ', |
| 5358 | 'HARDcy;' => 'Ъ', |
| 5359 | 'hardcy;' => 'ъ', |
| 5360 | 'harrcir;' => '⥈', |
| 5361 | 'harr;' => '↔', |
| 5362 | 'hArr;' => '⇔', |
| 5363 | 'harrw;' => '↭', |
| 5364 | 'Hat;' => '^', |
| 5365 | 'hbar;' => 'ℏ', |
| 5366 | 'Hcirc;' => 'Ĥ', |
| 5367 | 'hcirc;' => 'ĥ', |
| 5368 | 'hearts;' => '♥', |
| 5369 | 'heartsuit;' => '♥', |
| 5370 | 'hellip;' => '…', |
| 5371 | 'hercon;' => '⊹', |
| 5372 | 'hfr;' => '𝔥', |
| 5373 | 'Hfr;' => 'ℌ', |
| 5374 | 'HilbertSpace;' => 'ℋ', |
| 5375 | 'hksearow;' => '⤥', |
| 5376 | 'hkswarow;' => '⤦', |
| 5377 | 'hoarr;' => '⇿', |
| 5378 | 'homtht;' => '∻', |
| 5379 | 'hookleftarrow;' => '↩', |
| 5380 | 'hookrightarrow;' => '↪', |
| 5381 | 'hopf;' => '𝕙', |
| 5382 | 'Hopf;' => 'ℍ', |
| 5383 | 'horbar;' => '―', |
| 5384 | 'HorizontalLine;' => '─', |
| 5385 | 'hscr;' => '𝒽', |
| 5386 | 'Hscr;' => 'ℋ', |
| 5387 | 'hslash;' => 'ℏ', |
| 5388 | 'Hstrok;' => 'Ħ', |
| 5389 | 'hstrok;' => 'ħ', |
| 5390 | 'HumpDownHump;' => '≎', |
| 5391 | 'HumpEqual;' => '≏', |
| 5392 | 'hybull;' => '⁃', |
| 5393 | 'hyphen;' => '‐', |
| 5394 | 'Iacute;' => 'Í', |
| 5395 | 'Iacute' => 'Í', |
| 5396 | 'iacute;' => 'í', |
| 5397 | 'iacute' => 'í', |
| 5398 | 'ic;' => '', |
| 5399 | 'Icirc;' => 'Î', |
| 5400 | 'Icirc' => 'Î', |
| 5401 | 'icirc;' => 'î', |
| 5402 | 'icirc' => 'î', |
| 5403 | 'Icy;' => 'И', |
| 5404 | 'icy;' => 'и', |
| 5405 | 'Idot;' => 'İ', |
| 5406 | 'IEcy;' => 'Е', |
| 5407 | 'iecy;' => 'е', |
| 5408 | 'iexcl;' => '¡', |
| 5409 | 'iexcl' => '¡', |
| 5410 | 'iff;' => '⇔', |
| 5411 | 'ifr;' => '𝔦', |
| 5412 | 'Ifr;' => 'ℑ', |
| 5413 | 'Igrave;' => 'Ì', |
| 5414 | 'Igrave' => 'Ì', |
| 5415 | 'igrave;' => 'ì', |
| 5416 | 'igrave' => 'ì', |
| 5417 | 'ii;' => 'ⅈ', |
| 5418 | 'iiiint;' => '⨌', |
| 5419 | 'iiint;' => '∭', |
| 5420 | 'iinfin;' => '⧜', |
| 5421 | 'iiota;' => '℩', |
| 5422 | 'IJlig;' => 'IJ', |
| 5423 | 'ijlig;' => 'ij', |
| 5424 | 'Imacr;' => 'Ī', |
| 5425 | 'imacr;' => 'ī', |
| 5426 | 'image;' => 'ℑ', |
| 5427 | 'ImaginaryI;' => 'ⅈ', |
| 5428 | 'imagline;' => 'ℐ', |
| 5429 | 'imagpart;' => 'ℑ', |
| 5430 | 'imath;' => 'ı', |
| 5431 | 'Im;' => 'ℑ', |
| 5432 | 'imof;' => '⊷', |
| 5433 | 'imped;' => 'Ƶ', |
| 5434 | 'Implies;' => '⇒', |
| 5435 | 'incare;' => '℅', |
| 5436 | 'in;' => '∈', |
| 5437 | 'infin;' => '∞', |
| 5438 | 'infintie;' => '⧝', |
| 5439 | 'inodot;' => 'ı', |
| 5440 | 'intcal;' => '⊺', |
| 5441 | 'int;' => '∫', |
| 5442 | 'Int;' => '∬', |
| 5443 | 'integers;' => 'ℤ', |
| 5444 | 'Integral;' => '∫', |
| 5445 | 'intercal;' => '⊺', |
| 5446 | 'Intersection;' => '⋂', |
| 5447 | 'intlarhk;' => '⨗', |
| 5448 | 'intprod;' => '⨼', |
| 5449 | 'InvisibleComma;' => '', |
| 5450 | 'InvisibleTimes;' => '', |
| 5451 | 'IOcy;' => 'Ё', |
| 5452 | 'iocy;' => 'ё', |
| 5453 | 'Iogon;' => 'Į', |
| 5454 | 'iogon;' => 'į', |
| 5455 | 'Iopf;' => '𝕀', |
| 5456 | 'iopf;' => '𝕚', |
| 5457 | 'Iota;' => 'Ι', |
| 5458 | 'iota;' => 'ι', |
| 5459 | 'iprod;' => '⨼', |
| 5460 | 'iquest;' => '¿', |
| 5461 | 'iquest' => '¿', |
| 5462 | 'iscr;' => '𝒾', |
| 5463 | 'Iscr;' => 'ℐ', |
| 5464 | 'isin;' => '∈', |
| 5465 | 'isindot;' => '⋵', |
| 5466 | 'isinE;' => '⋹', |
| 5467 | 'isins;' => '⋴', |
| 5468 | 'isinsv;' => '⋳', |
| 5469 | 'isinv;' => '∈', |
| 5470 | 'it;' => '', |
| 5471 | 'Itilde;' => 'Ĩ', |
| 5472 | 'itilde;' => 'ĩ', |
| 5473 | 'Iukcy;' => 'І', |
| 5474 | 'iukcy;' => 'і', |
| 5475 | 'Iuml;' => 'Ï', |
| 5476 | 'Iuml' => 'Ï', |
| 5477 | 'iuml;' => 'ï', |
| 5478 | 'iuml' => 'ï', |
| 5479 | 'Jcirc;' => 'Ĵ', |
| 5480 | 'jcirc;' => 'ĵ', |
| 5481 | 'Jcy;' => 'Й', |
| 5482 | 'jcy;' => 'й', |
| 5483 | 'Jfr;' => '𝔍', |
| 5484 | 'jfr;' => '𝔧', |
| 5485 | 'jmath;' => 'ȷ', |
| 5486 | 'Jopf;' => '𝕁', |
| 5487 | 'jopf;' => '𝕛', |
| 5488 | 'Jscr;' => '𝒥', |
| 5489 | 'jscr;' => '𝒿', |
| 5490 | 'Jsercy;' => 'Ј', |
| 5491 | 'jsercy;' => 'ј', |
| 5492 | 'Jukcy;' => 'Є', |
| 5493 | 'jukcy;' => 'є', |
| 5494 | 'Kappa;' => 'Κ', |
| 5495 | 'kappa;' => 'κ', |
| 5496 | 'kappav;' => 'ϰ', |
| 5497 | 'Kcedil;' => 'Ķ', |
| 5498 | 'kcedil;' => 'ķ', |
| 5499 | 'Kcy;' => 'К', |
| 5500 | 'kcy;' => 'к', |
| 5501 | 'Kfr;' => '𝔎', |
| 5502 | 'kfr;' => '𝔨', |
| 5503 | 'kgreen;' => 'ĸ', |
| 5504 | 'KHcy;' => 'Х', |
| 5505 | 'khcy;' => 'х', |
| 5506 | 'KJcy;' => 'Ќ', |
| 5507 | 'kjcy;' => 'ќ', |
| 5508 | 'Kopf;' => '𝕂', |
| 5509 | 'kopf;' => '𝕜', |
| 5510 | 'Kscr;' => '𝒦', |
| 5511 | 'kscr;' => '𝓀', |
| 5512 | 'lAarr;' => '⇚', |
| 5513 | 'Lacute;' => 'Ĺ', |
| 5514 | 'lacute;' => 'ĺ', |
| 5515 | 'laemptyv;' => '⦴', |
| 5516 | 'lagran;' => 'ℒ', |
| 5517 | 'Lambda;' => 'Λ', |
| 5518 | 'lambda;' => 'λ', |
| 5519 | 'lang;' => '⟨', |
| 5520 | 'Lang;' => '⟪', |
| 5521 | 'langd;' => '⦑', |
| 5522 | 'langle;' => '⟨', |
| 5523 | 'lap;' => '⪅', |
| 5524 | 'Laplacetrf;' => 'ℒ', |
| 5525 | 'laquo;' => '«', |
| 5526 | 'laquo' => '«', |
| 5527 | 'larrb;' => '⇤', |
| 5528 | 'larrbfs;' => '⤟', |
| 5529 | 'larr;' => '←', |
| 5530 | 'Larr;' => '↞', |
| 5531 | 'lArr;' => '⇐', |
| 5532 | 'larrfs;' => '⤝', |
| 5533 | 'larrhk;' => '↩', |
| 5534 | 'larrlp;' => '↫', |
| 5535 | 'larrpl;' => '⤹', |
| 5536 | 'larrsim;' => '⥳', |
| 5537 | 'larrtl;' => '↢', |
| 5538 | 'latail;' => '⤙', |
| 5539 | 'lAtail;' => '⤛', |
| 5540 | 'lat;' => '⪫', |
| 5541 | 'late;' => '⪭', |
| 5542 | 'lates;' => '⪭︀', |
| 5543 | 'lbarr;' => '⤌', |
| 5544 | 'lBarr;' => '⤎', |
| 5545 | 'lbbrk;' => '❲', |
| 5546 | 'lbrace;' => '{', |
| 5547 | 'lbrack;' => '[', |
| 5548 | 'lbrke;' => '⦋', |
| 5549 | 'lbrksld;' => '⦏', |
| 5550 | 'lbrkslu;' => '⦍', |
| 5551 | 'Lcaron;' => 'Ľ', |
| 5552 | 'lcaron;' => 'ľ', |
| 5553 | 'Lcedil;' => 'Ļ', |
| 5554 | 'lcedil;' => 'ļ', |
| 5555 | 'lceil;' => '⌈', |
| 5556 | 'lcub;' => '{', |
| 5557 | 'Lcy;' => 'Л', |
| 5558 | 'lcy;' => 'л', |
| 5559 | 'ldca;' => '⤶', |
| 5560 | 'ldquo;' => '“', |
| 5561 | 'ldquor;' => '„', |
| 5562 | 'ldrdhar;' => '⥧', |
| 5563 | 'ldrushar;' => '⥋', |
| 5564 | 'ldsh;' => '↲', |
| 5565 | 'le;' => '≤', |
| 5566 | 'lE;' => '≦', |
| 5567 | 'LeftAngleBracket;' => '⟨', |
| 5568 | 'LeftArrowBar;' => '⇤', |
| 5569 | 'leftarrow;' => '←', |
| 5570 | 'LeftArrow;' => '←', |
| 5571 | 'Leftarrow;' => '⇐', |
| 5572 | 'LeftArrowRightArrow;' => '⇆', |
| 5573 | 'leftarrowtail;' => '↢', |
| 5574 | 'LeftCeiling;' => '⌈', |
| 5575 | 'LeftDoubleBracket;' => '⟦', |
| 5576 | 'LeftDownTeeVector;' => '⥡', |
| 5577 | 'LeftDownVectorBar;' => '⥙', |
| 5578 | 'LeftDownVector;' => '⇃', |
| 5579 | 'LeftFloor;' => '⌊', |
| 5580 | 'leftharpoondown;' => '↽', |
| 5581 | 'leftharpoonup;' => '↼', |
| 5582 | 'leftleftarrows;' => '⇇', |
| 5583 | 'leftrightarrow;' => '↔', |
| 5584 | 'LeftRightArrow;' => '↔', |
| 5585 | 'Leftrightarrow;' => '⇔', |
| 5586 | 'leftrightarrows;' => '⇆', |
| 5587 | 'leftrightharpoons;' => '⇋', |
| 5588 | 'leftrightsquigarrow;' => '↭', |
| 5589 | 'LeftRightVector;' => '⥎', |
| 5590 | 'LeftTeeArrow;' => '↤', |
| 5591 | 'LeftTee;' => '⊣', |
| 5592 | 'LeftTeeVector;' => '⥚', |
| 5593 | 'leftthreetimes;' => '⋋', |
| 5594 | 'LeftTriangleBar;' => '⧏', |
| 5595 | 'LeftTriangle;' => '⊲', |
| 5596 | 'LeftTriangleEqual;' => '⊴', |
| 5597 | 'LeftUpDownVector;' => '⥑', |
| 5598 | 'LeftUpTeeVector;' => '⥠', |
| 5599 | 'LeftUpVectorBar;' => '⥘', |
| 5600 | 'LeftUpVector;' => '↿', |
| 5601 | 'LeftVectorBar;' => '⥒', |
| 5602 | 'LeftVector;' => '↼', |
| 5603 | 'lEg;' => '⪋', |
| 5604 | 'leg;' => '⋚', |
| 5605 | 'leq;' => '≤', |
| 5606 | 'leqq;' => '≦', |
| 5607 | 'leqslant;' => '⩽', |
| 5608 | 'lescc;' => '⪨', |
| 5609 | 'les;' => '⩽', |
| 5610 | 'lesdot;' => '⩿', |
| 5611 | 'lesdoto;' => '⪁', |
| 5612 | 'lesdotor;' => '⪃', |
| 5613 | 'lesg;' => '⋚︀', |
| 5614 | 'lesges;' => '⪓', |
| 5615 | 'lessapprox;' => '⪅', |
| 5616 | 'lessdot;' => '⋖', |
| 5617 | 'lesseqgtr;' => '⋚', |
| 5618 | 'lesseqqgtr;' => '⪋', |
| 5619 | 'LessEqualGreater;' => '⋚', |
| 5620 | 'LessFullEqual;' => '≦', |
| 5621 | 'LessGreater;' => '≶', |
| 5622 | 'lessgtr;' => '≶', |
| 5623 | 'LessLess;' => '⪡', |
| 5624 | 'lesssim;' => '≲', |
| 5625 | 'LessSlantEqual;' => '⩽', |
| 5626 | 'LessTilde;' => '≲', |
| 5627 | 'lfisht;' => '⥼', |
| 5628 | 'lfloor;' => '⌊', |
| 5629 | 'Lfr;' => '𝔏', |
| 5630 | 'lfr;' => '𝔩', |
| 5631 | 'lg;' => '≶', |
| 5632 | 'lgE;' => '⪑', |
| 5633 | 'lHar;' => '⥢', |
| 5634 | 'lhard;' => '↽', |
| 5635 | 'lharu;' => '↼', |
| 5636 | 'lharul;' => '⥪', |
| 5637 | 'lhblk;' => '▄', |
| 5638 | 'LJcy;' => 'Љ', |
| 5639 | 'ljcy;' => 'љ', |
| 5640 | 'llarr;' => '⇇', |
| 5641 | 'll;' => '≪', |
| 5642 | 'Ll;' => '⋘', |
| 5643 | 'llcorner;' => '⌞', |
| 5644 | 'Lleftarrow;' => '⇚', |
| 5645 | 'llhard;' => '⥫', |
| 5646 | 'lltri;' => '◺', |
| 5647 | 'Lmidot;' => 'Ŀ', |
| 5648 | 'lmidot;' => 'ŀ', |
| 5649 | 'lmoustache;' => '⎰', |
| 5650 | 'lmoust;' => '⎰', |
| 5651 | 'lnap;' => '⪉', |
| 5652 | 'lnapprox;' => '⪉', |
| 5653 | 'lne;' => '⪇', |
| 5654 | 'lnE;' => '≨', |
| 5655 | 'lneq;' => '⪇', |
| 5656 | 'lneqq;' => '≨', |
| 5657 | 'lnsim;' => '⋦', |
| 5658 | 'loang;' => '⟬', |
| 5659 | 'loarr;' => '⇽', |
| 5660 | 'lobrk;' => '⟦', |
| 5661 | 'longleftarrow;' => '⟵', |
| 5662 | 'LongLeftArrow;' => '⟵', |
| 5663 | 'Longleftarrow;' => '⟸', |
| 5664 | 'longleftrightarrow;' => '⟷', |
| 5665 | 'LongLeftRightArrow;' => '⟷', |
| 5666 | 'Longleftrightarrow;' => '⟺', |
| 5667 | 'longmapsto;' => '⟼', |
| 5668 | 'longrightarrow;' => '⟶', |
| 5669 | 'LongRightArrow;' => '⟶', |
| 5670 | 'Longrightarrow;' => '⟹', |
| 5671 | 'looparrowleft;' => '↫', |
| 5672 | 'looparrowright;' => '↬', |
| 5673 | 'lopar;' => '⦅', |
| 5674 | 'Lopf;' => '𝕃', |
| 5675 | 'lopf;' => '𝕝', |
| 5676 | 'loplus;' => '⨭', |
| 5677 | 'lotimes;' => '⨴', |
| 5678 | 'lowast;' => '∗', |
| 5679 | 'lowbar;' => '_', |
| 5680 | 'LowerLeftArrow;' => '↙', |
| 5681 | 'LowerRightArrow;' => '↘', |
| 5682 | 'loz;' => '◊', |
| 5683 | 'lozenge;' => '◊', |
| 5684 | 'lozf;' => '⧫', |
| 5685 | 'lpar;' => '(', |
| 5686 | 'lparlt;' => '⦓', |
| 5687 | 'lrarr;' => '⇆', |
| 5688 | 'lrcorner;' => '⌟', |
| 5689 | 'lrhar;' => '⇋', |
| 5690 | 'lrhard;' => '⥭', |
| 5691 | 'lrm;' => '', |
| 5692 | 'lrtri;' => '⊿', |
| 5693 | 'lsaquo;' => '‹', |
| 5694 | 'lscr;' => '𝓁', |
| 5695 | 'Lscr;' => 'ℒ', |
| 5696 | 'lsh;' => '↰', |
| 5697 | 'Lsh;' => '↰', |
| 5698 | 'lsim;' => '≲', |
| 5699 | 'lsime;' => '⪍', |
| 5700 | 'lsimg;' => '⪏', |
| 5701 | 'lsqb;' => '[', |
| 5702 | 'lsquo;' => '‘', |
| 5703 | 'lsquor;' => '‚', |
| 5704 | 'Lstrok;' => 'Ł', |
| 5705 | 'lstrok;' => 'ł', |
| 5706 | 'ltcc;' => '⪦', |
| 5707 | 'ltcir;' => '⩹', |
| 5708 | 'lt;' => '<', |
| 5709 | 'lt' => '<', |
| 5710 | 'LT;' => '<', |
| 5711 | 'LT' => '<', |
| 5712 | 'Lt;' => '≪', |
| 5713 | 'ltdot;' => '⋖', |
| 5714 | 'lthree;' => '⋋', |
| 5715 | 'ltimes;' => '⋉', |
| 5716 | 'ltlarr;' => '⥶', |
| 5717 | 'ltquest;' => '⩻', |
| 5718 | 'ltri;' => '◃', |
| 5719 | 'ltrie;' => '⊴', |
| 5720 | 'ltrif;' => '◂', |
| 5721 | 'ltrPar;' => '⦖', |
| 5722 | 'lurdshar;' => '⥊', |
| 5723 | 'luruhar;' => '⥦', |
| 5724 | 'lvertneqq;' => '≨︀', |
| 5725 | 'lvnE;' => '≨︀', |
| 5726 | 'macr;' => '¯', |
| 5727 | 'macr' => '¯', |
| 5728 | 'male;' => '♂', |
| 5729 | 'malt;' => '✠', |
| 5730 | 'maltese;' => '✠', |
| 5731 | 'Map;' => '⤅', |
| 5732 | 'map;' => '↦', |
| 5733 | 'mapsto;' => '↦', |
| 5734 | 'mapstodown;' => '↧', |
| 5735 | 'mapstoleft;' => '↤', |
| 5736 | 'mapstoup;' => '↥', |
| 5737 | 'marker;' => '▮', |
| 5738 | 'mcomma;' => '⨩', |
| 5739 | 'Mcy;' => 'М', |
| 5740 | 'mcy;' => 'м', |
| 5741 | 'mdash;' => '—', |
| 5742 | 'mDDot;' => '∺', |
| 5743 | 'measuredangle;' => '∡', |
| 5744 | 'MediumSpace;' => ' ', |
| 5745 | 'Mellintrf;' => 'ℳ', |
| 5746 | 'Mfr;' => '𝔐', |
| 5747 | 'mfr;' => '𝔪', |
| 5748 | 'mho;' => '℧', |
| 5749 | 'micro;' => 'µ', |
| 5750 | 'micro' => 'µ', |
| 5751 | 'midast;' => '*', |
| 5752 | 'midcir;' => '⫰', |
| 5753 | 'mid;' => '∣', |
| 5754 | 'middot;' => '·', |
| 5755 | 'middot' => '·', |
| 5756 | 'minusb;' => '⊟', |
| 5757 | 'minus;' => '−', |
| 5758 | 'minusd;' => '∸', |
| 5759 | 'minusdu;' => '⨪', |
| 5760 | 'MinusPlus;' => '∓', |
| 5761 | 'mlcp;' => '⫛', |
| 5762 | 'mldr;' => '…', |
| 5763 | 'mnplus;' => '∓', |
| 5764 | 'models;' => '⊧', |
| 5765 | 'Mopf;' => '𝕄', |
| 5766 | 'mopf;' => '𝕞', |
| 5767 | 'mp;' => '∓', |
| 5768 | 'mscr;' => '𝓂', |
| 5769 | 'Mscr;' => 'ℳ', |
| 5770 | 'mstpos;' => '∾', |
| 5771 | 'Mu;' => 'Μ', |
| 5772 | 'mu;' => 'μ', |
| 5773 | 'multimap;' => '⊸', |
| 5774 | 'mumap;' => '⊸', |
| 5775 | 'nabla;' => '∇', |
| 5776 | 'Nacute;' => 'Ń', |
| 5777 | 'nacute;' => 'ń', |
| 5778 | 'nang;' => '∠⃒', |
| 5779 | 'nap;' => '≉', |
| 5780 | 'napE;' => '⩰̸', |
| 5781 | 'napid;' => '≋̸', |
| 5782 | 'napos;' => 'ʼn', |
| 5783 | 'napprox;' => '≉', |
| 5784 | 'natural;' => '♮', |
| 5785 | 'naturals;' => 'ℕ', |
| 5786 | 'natur;' => '♮', |
| 5787 | 'nbsp;' => ' ', |
| 5788 | 'nbsp' => ' ', |
| 5789 | 'nbump;' => '≎̸', |
| 5790 | 'nbumpe;' => '≏̸', |
| 5791 | 'ncap;' => '⩃', |
| 5792 | 'Ncaron;' => 'Ň', |
| 5793 | 'ncaron;' => 'ň', |
| 5794 | 'Ncedil;' => 'Ņ', |
| 5795 | 'ncedil;' => 'ņ', |
| 5796 | 'ncong;' => '≇', |
| 5797 | 'ncongdot;' => '⩭̸', |
| 5798 | 'ncup;' => '⩂', |
| 5799 | 'Ncy;' => 'Н', |
| 5800 | 'ncy;' => 'н', |
| 5801 | 'ndash;' => '–', |
| 5802 | 'nearhk;' => '⤤', |
| 5803 | 'nearr;' => '↗', |
| 5804 | 'neArr;' => '⇗', |
| 5805 | 'nearrow;' => '↗', |
| 5806 | 'ne;' => '≠', |
| 5807 | 'nedot;' => '≐̸', |
| 5808 | 'NegativeMediumSpace;' => '', |
| 5809 | 'NegativeThickSpace;' => '', |
| 5810 | 'NegativeThinSpace;' => '', |
| 5811 | 'NegativeVeryThinSpace;' => '', |
| 5812 | 'nequiv;' => '≢', |
| 5813 | 'nesear;' => '⤨', |
| 5814 | 'nesim;' => '≂̸', |
| 5815 | 'NestedGreaterGreater;' => '≫', |
| 5816 | 'NestedLessLess;' => '≪', |
| 5817 | 'NewLine;' => ' |
| 5818 | ', |
| 5819 | 'nexist;' => '∄', |
| 5820 | 'nexists;' => '∄', |
| 5821 | 'Nfr;' => '𝔑', |
| 5822 | 'nfr;' => '𝔫', |
| 5823 | 'ngE;' => '≧̸', |
| 5824 | 'nge;' => '≱', |
| 5825 | 'ngeq;' => '≱', |
| 5826 | 'ngeqq;' => '≧̸', |
| 5827 | 'ngeqslant;' => '⩾̸', |
| 5828 | 'nges;' => '⩾̸', |
| 5829 | 'nGg;' => '⋙̸', |
| 5830 | 'ngsim;' => '≵', |
| 5831 | 'nGt;' => '≫⃒', |
| 5832 | 'ngt;' => '≯', |
| 5833 | 'ngtr;' => '≯', |
| 5834 | 'nGtv;' => '≫̸', |
| 5835 | 'nharr;' => '↮', |
| 5836 | 'nhArr;' => '⇎', |
| 5837 | 'nhpar;' => '⫲', |
| 5838 | 'ni;' => '∋', |
| 5839 | 'nis;' => '⋼', |
| 5840 | 'nisd;' => '⋺', |
| 5841 | 'niv;' => '∋', |
| 5842 | 'NJcy;' => 'Њ', |
| 5843 | 'njcy;' => 'њ', |
| 5844 | 'nlarr;' => '↚', |
| 5845 | 'nlArr;' => '⇍', |
| 5846 | 'nldr;' => '‥', |
| 5847 | 'nlE;' => '≦̸', |
| 5848 | 'nle;' => '≰', |
| 5849 | 'nleftarrow;' => '↚', |
| 5850 | 'nLeftarrow;' => '⇍', |
| 5851 | 'nleftrightarrow;' => '↮', |
| 5852 | 'nLeftrightarrow;' => '⇎', |
| 5853 | 'nleq;' => '≰', |
| 5854 | 'nleqq;' => '≦̸', |
| 5855 | 'nleqslant;' => '⩽̸', |
| 5856 | 'nles;' => '⩽̸', |
| 5857 | 'nless;' => '≮', |
| 5858 | 'nLl;' => '⋘̸', |
| 5859 | 'nlsim;' => '≴', |
| 5860 | 'nLt;' => '≪⃒', |
| 5861 | 'nlt;' => '≮', |
| 5862 | 'nltri;' => '⋪', |
| 5863 | 'nltrie;' => '⋬', |
| 5864 | 'nLtv;' => '≪̸', |
| 5865 | 'nmid;' => '∤', |
| 5866 | 'NoBreak;' => '', |
| 5867 | 'NonBreakingSpace;' => ' ', |
| 5868 | 'nopf;' => '𝕟', |
| 5869 | 'Nopf;' => 'ℕ', |
| 5870 | 'Not;' => '⫬', |
| 5871 | 'not;' => '¬', |
| 5872 | 'not' => '¬', |
| 5873 | 'NotCongruent;' => '≢', |
| 5874 | 'NotCupCap;' => '≭', |
| 5875 | 'NotDoubleVerticalBar;' => '∦', |
| 5876 | 'NotElement;' => '∉', |
| 5877 | 'NotEqual;' => '≠', |
| 5878 | 'NotEqualTilde;' => '≂̸', |
| 5879 | 'NotExists;' => '∄', |
| 5880 | 'NotGreater;' => '≯', |
| 5881 | 'NotGreaterEqual;' => '≱', |
| 5882 | 'NotGreaterFullEqual;' => '≧̸', |
| 5883 | 'NotGreaterGreater;' => '≫̸', |
| 5884 | 'NotGreaterLess;' => '≹', |
| 5885 | 'NotGreaterSlantEqual;' => '⩾̸', |
| 5886 | 'NotGreaterTilde;' => '≵', |
| 5887 | 'NotHumpDownHump;' => '≎̸', |
| 5888 | 'NotHumpEqual;' => '≏̸', |
| 5889 | 'notin;' => '∉', |
| 5890 | 'notindot;' => '⋵̸', |
| 5891 | 'notinE;' => '⋹̸', |
| 5892 | 'notinva;' => '∉', |
| 5893 | 'notinvb;' => '⋷', |
| 5894 | 'notinvc;' => '⋶', |
| 5895 | 'NotLeftTriangleBar;' => '⧏̸', |
| 5896 | 'NotLeftTriangle;' => '⋪', |
| 5897 | 'NotLeftTriangleEqual;' => '⋬', |
| 5898 | 'NotLess;' => '≮', |
| 5899 | 'NotLessEqual;' => '≰', |
| 5900 | 'NotLessGreater;' => '≸', |
| 5901 | 'NotLessLess;' => '≪̸', |
| 5902 | 'NotLessSlantEqual;' => '⩽̸', |
| 5903 | 'NotLessTilde;' => '≴', |
| 5904 | 'NotNestedGreaterGreater;' => '⪢̸', |
| 5905 | 'NotNestedLessLess;' => '⪡̸', |
| 5906 | 'notni;' => '∌', |
| 5907 | 'notniva;' => '∌', |
| 5908 | 'notnivb;' => '⋾', |
| 5909 | 'notnivc;' => '⋽', |
| 5910 | 'NotPrecedes;' => '⊀', |
| 5911 | 'NotPrecedesEqual;' => '⪯̸', |
| 5912 | 'NotPrecedesSlantEqual;' => '⋠', |
| 5913 | 'NotReverseElement;' => '∌', |
| 5914 | 'NotRightTriangleBar;' => '⧐̸', |
| 5915 | 'NotRightTriangle;' => '⋫', |
| 5916 | 'NotRightTriangleEqual;' => '⋭', |
| 5917 | 'NotSquareSubset;' => '⊏̸', |
| 5918 | 'NotSquareSubsetEqual;' => '⋢', |
| 5919 | 'NotSquareSuperset;' => '⊐̸', |
| 5920 | 'NotSquareSupersetEqual;' => '⋣', |
| 5921 | 'NotSubset;' => '⊂⃒', |
| 5922 | 'NotSubsetEqual;' => '⊈', |
| 5923 | 'NotSucceeds;' => '⊁', |
| 5924 | 'NotSucceedsEqual;' => '⪰̸', |
| 5925 | 'NotSucceedsSlantEqual;' => '⋡', |
| 5926 | 'NotSucceedsTilde;' => '≿̸', |
| 5927 | 'NotSuperset;' => '⊃⃒', |
| 5928 | 'NotSupersetEqual;' => '⊉', |
| 5929 | 'NotTilde;' => '≁', |
| 5930 | 'NotTildeEqual;' => '≄', |
| 5931 | 'NotTildeFullEqual;' => '≇', |
| 5932 | 'NotTildeTilde;' => '≉', |
| 5933 | 'NotVerticalBar;' => '∤', |
| 5934 | 'nparallel;' => '∦', |
| 5935 | 'npar;' => '∦', |
| 5936 | 'nparsl;' => '⫽⃥', |
| 5937 | 'npart;' => '∂̸', |
| 5938 | 'npolint;' => '⨔', |
| 5939 | 'npr;' => '⊀', |
| 5940 | 'nprcue;' => '⋠', |
| 5941 | 'nprec;' => '⊀', |
| 5942 | 'npreceq;' => '⪯̸', |
| 5943 | 'npre;' => '⪯̸', |
| 5944 | 'nrarrc;' => '⤳̸', |
| 5945 | 'nrarr;' => '↛', |
| 5946 | 'nrArr;' => '⇏', |
| 5947 | 'nrarrw;' => '↝̸', |
| 5948 | 'nrightarrow;' => '↛', |
| 5949 | 'nRightarrow;' => '⇏', |
| 5950 | 'nrtri;' => '⋫', |
| 5951 | 'nrtrie;' => '⋭', |
| 5952 | 'nsc;' => '⊁', |
| 5953 | 'nsccue;' => '⋡', |
| 5954 | 'nsce;' => '⪰̸', |
| 5955 | 'Nscr;' => '𝒩', |
| 5956 | 'nscr;' => '𝓃', |
| 5957 | 'nshortmid;' => '∤', |
| 5958 | 'nshortparallel;' => '∦', |
| 5959 | 'nsim;' => '≁', |
| 5960 | 'nsime;' => '≄', |
| 5961 | 'nsimeq;' => '≄', |
| 5962 | 'nsmid;' => '∤', |
| 5963 | 'nspar;' => '∦', |
| 5964 | 'nsqsube;' => '⋢', |
| 5965 | 'nsqsupe;' => '⋣', |
| 5966 | 'nsub;' => '⊄', |
| 5967 | 'nsubE;' => '⫅̸', |
| 5968 | 'nsube;' => '⊈', |
| 5969 | 'nsubset;' => '⊂⃒', |
| 5970 | 'nsubseteq;' => '⊈', |
| 5971 | 'nsubseteqq;' => '⫅̸', |
| 5972 | 'nsucc;' => '⊁', |
| 5973 | 'nsucceq;' => '⪰̸', |
| 5974 | 'nsup;' => '⊅', |
| 5975 | 'nsupE;' => '⫆̸', |
| 5976 | 'nsupe;' => '⊉', |
| 5977 | 'nsupset;' => '⊃⃒', |
| 5978 | 'nsupseteq;' => '⊉', |
| 5979 | 'nsupseteqq;' => '⫆̸', |
| 5980 | 'ntgl;' => '≹', |
| 5981 | 'Ntilde;' => 'Ñ', |
| 5982 | 'Ntilde' => 'Ñ', |
| 5983 | 'ntilde;' => 'ñ', |
| 5984 | 'ntilde' => 'ñ', |
| 5985 | 'ntlg;' => '≸', |
| 5986 | 'ntriangleleft;' => '⋪', |
| 5987 | 'ntrianglelefteq;' => '⋬', |
| 5988 | 'ntriangleright;' => '⋫', |
| 5989 | 'ntrianglerighteq;' => '⋭', |
| 5990 | 'Nu;' => 'Ν', |
| 5991 | 'nu;' => 'ν', |
| 5992 | 'num;' => '#', |
| 5993 | 'numero;' => '№', |
| 5994 | 'numsp;' => ' ', |
| 5995 | 'nvap;' => '≍⃒', |
| 5996 | 'nvdash;' => '⊬', |
| 5997 | 'nvDash;' => '⊭', |
| 5998 | 'nVdash;' => '⊮', |
| 5999 | 'nVDash;' => '⊯', |
| 6000 | 'nvge;' => '≥⃒', |
| 6001 | 'nvgt;' => '>⃒', |
| 6002 | 'nvHarr;' => '⤄', |
| 6003 | 'nvinfin;' => '⧞', |
| 6004 | 'nvlArr;' => '⤂', |
| 6005 | 'nvle;' => '≤⃒', |
| 6006 | 'nvlt;' => '<⃒', |
| 6007 | 'nvltrie;' => '⊴⃒', |
| 6008 | 'nvrArr;' => '⤃', |
| 6009 | 'nvrtrie;' => '⊵⃒', |
| 6010 | 'nvsim;' => '∼⃒', |
| 6011 | 'nwarhk;' => '⤣', |
| 6012 | 'nwarr;' => '↖', |
| 6013 | 'nwArr;' => '⇖', |
| 6014 | 'nwarrow;' => '↖', |
| 6015 | 'nwnear;' => '⤧', |
| 6016 | 'Oacute;' => 'Ó', |
| 6017 | 'Oacute' => 'Ó', |
| 6018 | 'oacute;' => 'ó', |
| 6019 | 'oacute' => 'ó', |
| 6020 | 'oast;' => '⊛', |
| 6021 | 'Ocirc;' => 'Ô', |
| 6022 | 'Ocirc' => 'Ô', |
| 6023 | 'ocirc;' => 'ô', |
| 6024 | 'ocirc' => 'ô', |
| 6025 | 'ocir;' => '⊚', |
| 6026 | 'Ocy;' => 'О', |
| 6027 | 'ocy;' => 'о', |
| 6028 | 'odash;' => '⊝', |
| 6029 | 'Odblac;' => 'Ő', |
| 6030 | 'odblac;' => 'ő', |
| 6031 | 'odiv;' => '⨸', |
| 6032 | 'odot;' => '⊙', |
| 6033 | 'odsold;' => '⦼', |
| 6034 | 'OElig;' => 'Œ', |
| 6035 | 'oelig;' => 'œ', |
| 6036 | 'ofcir;' => '⦿', |
| 6037 | 'Ofr;' => '𝔒', |
| 6038 | 'ofr;' => '𝔬', |
| 6039 | 'ogon;' => '˛', |
| 6040 | 'Ograve;' => 'Ò', |
| 6041 | 'Ograve' => 'Ò', |
| 6042 | 'ograve;' => 'ò', |
| 6043 | 'ograve' => 'ò', |
| 6044 | 'ogt;' => '⧁', |
| 6045 | 'ohbar;' => '⦵', |
| 6046 | 'ohm;' => 'Ω', |
| 6047 | 'oint;' => '∮', |
| 6048 | 'olarr;' => '↺', |
| 6049 | 'olcir;' => '⦾', |
| 6050 | 'olcross;' => '⦻', |
| 6051 | 'oline;' => '‾', |
| 6052 | 'olt;' => '⧀', |
| 6053 | 'Omacr;' => 'Ō', |
| 6054 | 'omacr;' => 'ō', |
| 6055 | 'Omega;' => 'Ω', |
| 6056 | 'omega;' => 'ω', |
| 6057 | 'Omicron;' => 'Ο', |
| 6058 | 'omicron;' => 'ο', |
| 6059 | 'omid;' => '⦶', |
| 6060 | 'ominus;' => '⊖', |
| 6061 | 'Oopf;' => '𝕆', |
| 6062 | 'oopf;' => '𝕠', |
| 6063 | 'opar;' => '⦷', |
| 6064 | 'OpenCurlyDoubleQuote;' => '“', |
| 6065 | 'OpenCurlyQuote;' => '‘', |
| 6066 | 'operp;' => '⦹', |
| 6067 | 'oplus;' => '⊕', |
| 6068 | 'orarr;' => '↻', |
| 6069 | 'Or;' => '⩔', |
| 6070 | 'or;' => '∨', |
| 6071 | 'ord;' => '⩝', |
| 6072 | 'order;' => 'ℴ', |
| 6073 | 'orderof;' => 'ℴ', |
| 6074 | 'ordf;' => 'ª', |
| 6075 | 'ordf' => 'ª', |
| 6076 | 'ordm;' => 'º', |
| 6077 | 'ordm' => 'º', |
| 6078 | 'origof;' => '⊶', |
| 6079 | 'oror;' => '⩖', |
| 6080 | 'orslope;' => '⩗', |
| 6081 | 'orv;' => '⩛', |
| 6082 | 'oS;' => 'Ⓢ', |
| 6083 | 'Oscr;' => '𝒪', |
| 6084 | 'oscr;' => 'ℴ', |
| 6085 | 'Oslash;' => 'Ø', |
| 6086 | 'Oslash' => 'Ø', |
| 6087 | 'oslash;' => 'ø', |
| 6088 | 'oslash' => 'ø', |
| 6089 | 'osol;' => '⊘', |
| 6090 | 'Otilde;' => 'Õ', |
| 6091 | 'Otilde' => 'Õ', |
| 6092 | 'otilde;' => 'õ', |
| 6093 | 'otilde' => 'õ', |
| 6094 | 'otimesas;' => '⨶', |
| 6095 | 'Otimes;' => '⨷', |
| 6096 | 'otimes;' => '⊗', |
| 6097 | 'Ouml;' => 'Ö', |
| 6098 | 'Ouml' => 'Ö', |
| 6099 | 'ouml;' => 'ö', |
| 6100 | 'ouml' => 'ö', |
| 6101 | 'ovbar;' => '⌽', |
| 6102 | 'OverBar;' => '‾', |
| 6103 | 'OverBrace;' => '⏞', |
| 6104 | 'OverBracket;' => '⎴', |
| 6105 | 'OverParenthesis;' => '⏜', |
| 6106 | 'para;' => '¶', |
| 6107 | 'para' => '¶', |
| 6108 | 'parallel;' => '∥', |
| 6109 | 'par;' => '∥', |
| 6110 | 'parsim;' => '⫳', |
| 6111 | 'parsl;' => '⫽', |
| 6112 | 'part;' => '∂', |
| 6113 | 'PartialD;' => '∂', |
| 6114 | 'Pcy;' => 'П', |
| 6115 | 'pcy;' => 'п', |
| 6116 | 'percnt;' => '%', |
| 6117 | 'period;' => '.', |
| 6118 | 'permil;' => '‰', |
| 6119 | 'perp;' => '⊥', |
| 6120 | 'pertenk;' => '‱', |
| 6121 | 'Pfr;' => '𝔓', |
| 6122 | 'pfr;' => '𝔭', |
| 6123 | 'Phi;' => 'Φ', |
| 6124 | 'phi;' => 'φ', |
| 6125 | 'phiv;' => 'ϕ', |
| 6126 | 'phmmat;' => 'ℳ', |
| 6127 | 'phone;' => '☎', |
| 6128 | 'Pi;' => 'Π', |
| 6129 | 'pi;' => 'π', |
| 6130 | 'pitchfork;' => '⋔', |
| 6131 | 'piv;' => 'ϖ', |
| 6132 | 'planck;' => 'ℏ', |
| 6133 | 'planckh;' => 'ℎ', |
| 6134 | 'plankv;' => 'ℏ', |
| 6135 | 'plusacir;' => '⨣', |
| 6136 | 'plusb;' => '⊞', |
| 6137 | 'pluscir;' => '⨢', |
| 6138 | 'plus;' => '+', |
| 6139 | 'plusdo;' => '∔', |
| 6140 | 'plusdu;' => '⨥', |
| 6141 | 'pluse;' => '⩲', |
| 6142 | 'PlusMinus;' => '±', |
| 6143 | 'plusmn;' => '±', |
| 6144 | 'plusmn' => '±', |
| 6145 | 'plussim;' => '⨦', |
| 6146 | 'plustwo;' => '⨧', |
| 6147 | 'pm;' => '±', |
| 6148 | 'Poincareplane;' => 'ℌ', |
| 6149 | 'pointint;' => '⨕', |
| 6150 | 'popf;' => '𝕡', |
| 6151 | 'Popf;' => 'ℙ', |
| 6152 | 'pound;' => '£', |
| 6153 | 'pound' => '£', |
| 6154 | 'prap;' => '⪷', |
| 6155 | 'Pr;' => '⪻', |
| 6156 | 'pr;' => '≺', |
| 6157 | 'prcue;' => '≼', |
| 6158 | 'precapprox;' => '⪷', |
| 6159 | 'prec;' => '≺', |
| 6160 | 'preccurlyeq;' => '≼', |
| 6161 | 'Precedes;' => '≺', |
| 6162 | 'PrecedesEqual;' => '⪯', |
| 6163 | 'PrecedesSlantEqual;' => '≼', |
| 6164 | 'PrecedesTilde;' => '≾', |
| 6165 | 'preceq;' => '⪯', |
| 6166 | 'precnapprox;' => '⪹', |
| 6167 | 'precneqq;' => '⪵', |
| 6168 | 'precnsim;' => '⋨', |
| 6169 | 'pre;' => '⪯', |
| 6170 | 'prE;' => '⪳', |
| 6171 | 'precsim;' => '≾', |
| 6172 | 'prime;' => '′', |
| 6173 | 'Prime;' => '″', |
| 6174 | 'primes;' => 'ℙ', |
| 6175 | 'prnap;' => '⪹', |
| 6176 | 'prnE;' => '⪵', |
| 6177 | 'prnsim;' => '⋨', |
| 6178 | 'prod;' => '∏', |
| 6179 | 'Product;' => '∏', |
| 6180 | 'profalar;' => '⌮', |
| 6181 | 'profline;' => '⌒', |
| 6182 | 'profsurf;' => '⌓', |
| 6183 | 'prop;' => '∝', |
| 6184 | 'Proportional;' => '∝', |
| 6185 | 'Proportion;' => '∷', |
| 6186 | 'propto;' => '∝', |
| 6187 | 'prsim;' => '≾', |
| 6188 | 'prurel;' => '⊰', |
| 6189 | 'Pscr;' => '𝒫', |
| 6190 | 'pscr;' => '𝓅', |
| 6191 | 'Psi;' => 'Ψ', |
| 6192 | 'psi;' => 'ψ', |
| 6193 | 'puncsp;' => ' ', |
| 6194 | 'Qfr;' => '𝔔', |
| 6195 | 'qfr;' => '𝔮', |
| 6196 | 'qint;' => '⨌', |
| 6197 | 'qopf;' => '𝕢', |
| 6198 | 'Qopf;' => 'ℚ', |
| 6199 | 'qprime;' => '⁗', |
| 6200 | 'Qscr;' => '𝒬', |
| 6201 | 'qscr;' => '𝓆', |
| 6202 | 'quaternions;' => 'ℍ', |
| 6203 | 'quatint;' => '⨖', |
| 6204 | 'quest;' => '?', |
| 6205 | 'questeq;' => '≟', |
| 6206 | 'quot;' => '"', |
| 6207 | 'quot' => '"', |
| 6208 | 'QUOT;' => '"', |
| 6209 | 'QUOT' => '"', |
| 6210 | 'rAarr;' => '⇛', |
| 6211 | 'race;' => '∽̱', |
| 6212 | 'Racute;' => 'Ŕ', |
| 6213 | 'racute;' => 'ŕ', |
| 6214 | 'radic;' => '√', |
| 6215 | 'raemptyv;' => '⦳', |
| 6216 | 'rang;' => '⟩', |
| 6217 | 'Rang;' => '⟫', |
| 6218 | 'rangd;' => '⦒', |
| 6219 | 'range;' => '⦥', |
| 6220 | 'rangle;' => '⟩', |
| 6221 | 'raquo;' => '»', |
| 6222 | 'raquo' => '»', |
| 6223 | 'rarrap;' => '⥵', |
| 6224 | 'rarrb;' => '⇥', |
| 6225 | 'rarrbfs;' => '⤠', |
| 6226 | 'rarrc;' => '⤳', |
| 6227 | 'rarr;' => '→', |
| 6228 | 'Rarr;' => '↠', |
| 6229 | 'rArr;' => '⇒', |
| 6230 | 'rarrfs;' => '⤞', |
| 6231 | 'rarrhk;' => '↪', |
| 6232 | 'rarrlp;' => '↬', |
| 6233 | 'rarrpl;' => '⥅', |
| 6234 | 'rarrsim;' => '⥴', |
| 6235 | 'Rarrtl;' => '⤖', |
| 6236 | 'rarrtl;' => '↣', |
| 6237 | 'rarrw;' => '↝', |
| 6238 | 'ratail;' => '⤚', |
| 6239 | 'rAtail;' => '⤜', |
| 6240 | 'ratio;' => '∶', |
| 6241 | 'rationals;' => 'ℚ', |
| 6242 | 'rbarr;' => '⤍', |
| 6243 | 'rBarr;' => '⤏', |
| 6244 | 'RBarr;' => '⤐', |
| 6245 | 'rbbrk;' => '❳', |
| 6246 | 'rbrace;' => '}', |
| 6247 | 'rbrack;' => ']', |
| 6248 | 'rbrke;' => '⦌', |
| 6249 | 'rbrksld;' => '⦎', |
| 6250 | 'rbrkslu;' => '⦐', |
| 6251 | 'Rcaron;' => 'Ř', |
| 6252 | 'rcaron;' => 'ř', |
| 6253 | 'Rcedil;' => 'Ŗ', |
| 6254 | 'rcedil;' => 'ŗ', |
| 6255 | 'rceil;' => '⌉', |
| 6256 | 'rcub;' => '}', |
| 6257 | 'Rcy;' => 'Р', |
| 6258 | 'rcy;' => 'р', |
| 6259 | 'rdca;' => '⤷', |
| 6260 | 'rdldhar;' => '⥩', |
| 6261 | 'rdquo;' => '”', |
| 6262 | 'rdquor;' => '”', |
| 6263 | 'rdsh;' => '↳', |
| 6264 | 'real;' => 'ℜ', |
| 6265 | 'realine;' => 'ℛ', |
| 6266 | 'realpart;' => 'ℜ', |
| 6267 | 'reals;' => 'ℝ', |
| 6268 | 'Re;' => 'ℜ', |
| 6269 | 'rect;' => '▭', |
| 6270 | 'reg;' => '®', |
| 6271 | 'reg' => '®', |
| 6272 | 'REG;' => '®', |
| 6273 | 'REG' => '®', |
| 6274 | 'ReverseElement;' => '∋', |
| 6275 | 'ReverseEquilibrium;' => '⇋', |
| 6276 | 'ReverseUpEquilibrium;' => '⥯', |
| 6277 | 'rfisht;' => '⥽', |
| 6278 | 'rfloor;' => '⌋', |
| 6279 | 'rfr;' => '𝔯', |
| 6280 | 'Rfr;' => 'ℜ', |
| 6281 | 'rHar;' => '⥤', |
| 6282 | 'rhard;' => '⇁', |
| 6283 | 'rharu;' => '⇀', |
| 6284 | 'rharul;' => '⥬', |
| 6285 | 'Rho;' => 'Ρ', |
| 6286 | 'rho;' => 'ρ', |
| 6287 | 'rhov;' => 'ϱ', |
| 6288 | 'RightAngleBracket;' => '⟩', |
| 6289 | 'RightArrowBar;' => '⇥', |
| 6290 | 'rightarrow;' => '→', |
| 6291 | 'RightArrow;' => '→', |
| 6292 | 'Rightarrow;' => '⇒', |
| 6293 | 'RightArrowLeftArrow;' => '⇄', |
| 6294 | 'rightarrowtail;' => '↣', |
| 6295 | 'RightCeiling;' => '⌉', |
| 6296 | 'RightDoubleBracket;' => '⟧', |
| 6297 | 'RightDownTeeVector;' => '⥝', |
| 6298 | 'RightDownVectorBar;' => '⥕', |
| 6299 | 'RightDownVector;' => '⇂', |
| 6300 | 'RightFloor;' => '⌋', |
| 6301 | 'rightharpoondown;' => '⇁', |
| 6302 | 'rightharpoonup;' => '⇀', |
| 6303 | 'rightleftarrows;' => '⇄', |
| 6304 | 'rightleftharpoons;' => '⇌', |
| 6305 | 'rightrightarrows;' => '⇉', |
| 6306 | 'rightsquigarrow;' => '↝', |
| 6307 | 'RightTeeArrow;' => '↦', |
| 6308 | 'RightTee;' => '⊢', |
| 6309 | 'RightTeeVector;' => '⥛', |
| 6310 | 'rightthreetimes;' => '⋌', |
| 6311 | 'RightTriangleBar;' => '⧐', |
| 6312 | 'RightTriangle;' => '⊳', |
| 6313 | 'RightTriangleEqual;' => '⊵', |
| 6314 | 'RightUpDownVector;' => '⥏', |
| 6315 | 'RightUpTeeVector;' => '⥜', |
| 6316 | 'RightUpVectorBar;' => '⥔', |
| 6317 | 'RightUpVector;' => '↾', |
| 6318 | 'RightVectorBar;' => '⥓', |
| 6319 | 'RightVector;' => '⇀', |
| 6320 | 'ring;' => '˚', |
| 6321 | 'risingdotseq;' => '≓', |
| 6322 | 'rlarr;' => '⇄', |
| 6323 | 'rlhar;' => '⇌', |
| 6324 | 'rlm;' => '', |
| 6325 | 'rmoustache;' => '⎱', |
| 6326 | 'rmoust;' => '⎱', |
| 6327 | 'rnmid;' => '⫮', |
| 6328 | 'roang;' => '⟭', |
| 6329 | 'roarr;' => '⇾', |
| 6330 | 'robrk;' => '⟧', |
| 6331 | 'ropar;' => '⦆', |
| 6332 | 'ropf;' => '𝕣', |
| 6333 | 'Ropf;' => 'ℝ', |
| 6334 | 'roplus;' => '⨮', |
| 6335 | 'rotimes;' => '⨵', |
| 6336 | 'RoundImplies;' => '⥰', |
| 6337 | 'rpar;' => ')', |
| 6338 | 'rpargt;' => '⦔', |
| 6339 | 'rppolint;' => '⨒', |
| 6340 | 'rrarr;' => '⇉', |
| 6341 | 'Rrightarrow;' => '⇛', |
| 6342 | 'rsaquo;' => '›', |
| 6343 | 'rscr;' => '𝓇', |
| 6344 | 'Rscr;' => 'ℛ', |
| 6345 | 'rsh;' => '↱', |
| 6346 | 'Rsh;' => '↱', |
| 6347 | 'rsqb;' => ']', |
| 6348 | 'rsquo;' => '’', |
| 6349 | 'rsquor;' => '’', |
| 6350 | 'rthree;' => '⋌', |
| 6351 | 'rtimes;' => '⋊', |
| 6352 | 'rtri;' => '▹', |
| 6353 | 'rtrie;' => '⊵', |
| 6354 | 'rtrif;' => '▸', |
| 6355 | 'rtriltri;' => '⧎', |
| 6356 | 'RuleDelayed;' => '⧴', |
| 6357 | 'ruluhar;' => '⥨', |
| 6358 | 'rx;' => '℞', |
| 6359 | 'Sacute;' => 'Ś', |
| 6360 | 'sacute;' => 'ś', |
| 6361 | 'sbquo;' => '‚', |
| 6362 | 'scap;' => '⪸', |
| 6363 | 'Scaron;' => 'Š', |
| 6364 | 'scaron;' => 'š', |
| 6365 | 'Sc;' => '⪼', |
| 6366 | 'sc;' => '≻', |
| 6367 | 'sccue;' => '≽', |
| 6368 | 'sce;' => '⪰', |
| 6369 | 'scE;' => '⪴', |
| 6370 | 'Scedil;' => 'Ş', |
| 6371 | 'scedil;' => 'ş', |
| 6372 | 'Scirc;' => 'Ŝ', |
| 6373 | 'scirc;' => 'ŝ', |
| 6374 | 'scnap;' => '⪺', |
| 6375 | 'scnE;' => '⪶', |
| 6376 | 'scnsim;' => '⋩', |
| 6377 | 'scpolint;' => '⨓', |
| 6378 | 'scsim;' => '≿', |
| 6379 | 'Scy;' => 'С', |
| 6380 | 'scy;' => 'с', |
| 6381 | 'sdotb;' => '⊡', |
| 6382 | 'sdot;' => '⋅', |
| 6383 | 'sdote;' => '⩦', |
| 6384 | 'searhk;' => '⤥', |
| 6385 | 'searr;' => '↘', |
| 6386 | 'seArr;' => '⇘', |
| 6387 | 'searrow;' => '↘', |
| 6388 | 'sect;' => '§', |
| 6389 | 'sect' => '§', |
| 6390 | 'semi;' => ';', |
| 6391 | 'seswar;' => '⤩', |
| 6392 | 'setminus;' => '∖', |
| 6393 | 'setmn;' => '∖', |
| 6394 | 'sext;' => '✶', |
| 6395 | 'Sfr;' => '𝔖', |
| 6396 | 'sfr;' => '𝔰', |
| 6397 | 'sfrown;' => '⌢', |
| 6398 | 'sharp;' => '♯', |
| 6399 | 'SHCHcy;' => 'Щ', |
| 6400 | 'shchcy;' => 'щ', |
| 6401 | 'SHcy;' => 'Ш', |
| 6402 | 'shcy;' => 'ш', |
| 6403 | 'ShortDownArrow;' => '↓', |
| 6404 | 'ShortLeftArrow;' => '←', |
| 6405 | 'shortmid;' => '∣', |
| 6406 | 'shortparallel;' => '∥', |
| 6407 | 'ShortRightArrow;' => '→', |
| 6408 | 'ShortUpArrow;' => '↑', |
| 6409 | 'shy;' => '', |
| 6410 | 'shy' => '', |
| 6411 | 'Sigma;' => 'Σ', |
| 6412 | 'sigma;' => 'σ', |
| 6413 | 'sigmaf;' => 'ς', |
| 6414 | 'sigmav;' => 'ς', |
| 6415 | 'sim;' => '∼', |
| 6416 | 'simdot;' => '⩪', |
| 6417 | 'sime;' => '≃', |
| 6418 | 'simeq;' => '≃', |
| 6419 | 'simg;' => '⪞', |
| 6420 | 'simgE;' => '⪠', |
| 6421 | 'siml;' => '⪝', |
| 6422 | 'simlE;' => '⪟', |
| 6423 | 'simne;' => '≆', |
| 6424 | 'simplus;' => '⨤', |
| 6425 | 'simrarr;' => '⥲', |
| 6426 | 'slarr;' => '←', |
| 6427 | 'SmallCircle;' => '∘', |
| 6428 | 'smallsetminus;' => '∖', |
| 6429 | 'smashp;' => '⨳', |
| 6430 | 'smeparsl;' => '⧤', |
| 6431 | 'smid;' => '∣', |
| 6432 | 'smile;' => '⌣', |
| 6433 | 'smt;' => '⪪', |
| 6434 | 'smte;' => '⪬', |
| 6435 | 'smtes;' => '⪬︀', |
| 6436 | 'SOFTcy;' => 'Ь', |
| 6437 | 'softcy;' => 'ь', |
| 6438 | 'solbar;' => '⌿', |
| 6439 | 'solb;' => '⧄', |
| 6440 | 'sol;' => '/', |
| 6441 | 'Sopf;' => '𝕊', |
| 6442 | 'sopf;' => '𝕤', |
| 6443 | 'spades;' => '♠', |
| 6444 | 'spadesuit;' => '♠', |
| 6445 | 'spar;' => '∥', |
| 6446 | 'sqcap;' => '⊓', |
| 6447 | 'sqcaps;' => '⊓︀', |
| 6448 | 'sqcup;' => '⊔', |
| 6449 | 'sqcups;' => '⊔︀', |
| 6450 | 'Sqrt;' => '√', |
| 6451 | 'sqsub;' => '⊏', |
| 6452 | 'sqsube;' => '⊑', |
| 6453 | 'sqsubset;' => '⊏', |
| 6454 | 'sqsubseteq;' => '⊑', |
| 6455 | 'sqsup;' => '⊐', |
| 6456 | 'sqsupe;' => '⊒', |
| 6457 | 'sqsupset;' => '⊐', |
| 6458 | 'sqsupseteq;' => '⊒', |
| 6459 | 'square;' => '□', |
| 6460 | 'Square;' => '□', |
| 6461 | 'SquareIntersection;' => '⊓', |
| 6462 | 'SquareSubset;' => '⊏', |
| 6463 | 'SquareSubsetEqual;' => '⊑', |
| 6464 | 'SquareSuperset;' => '⊐', |
| 6465 | 'SquareSupersetEqual;' => '⊒', |
| 6466 | 'SquareUnion;' => '⊔', |
| 6467 | 'squarf;' => '▪', |
| 6468 | 'squ;' => '□', |
| 6469 | 'squf;' => '▪', |
| 6470 | 'srarr;' => '→', |
| 6471 | 'Sscr;' => '𝒮', |
| 6472 | 'sscr;' => '𝓈', |
| 6473 | 'ssetmn;' => '∖', |
| 6474 | 'ssmile;' => '⌣', |
| 6475 | 'sstarf;' => '⋆', |
| 6476 | 'Star;' => '⋆', |
| 6477 | 'star;' => '☆', |
| 6478 | 'starf;' => '★', |
| 6479 | 'straightepsilon;' => 'ϵ', |
| 6480 | 'straightphi;' => 'ϕ', |
| 6481 | 'strns;' => '¯', |
| 6482 | 'sub;' => '⊂', |
| 6483 | 'Sub;' => '⋐', |
| 6484 | 'subdot;' => '⪽', |
| 6485 | 'subE;' => '⫅', |
| 6486 | 'sube;' => '⊆', |
| 6487 | 'subedot;' => '⫃', |
| 6488 | 'submult;' => '⫁', |
| 6489 | 'subnE;' => '⫋', |
| 6490 | 'subne;' => '⊊', |
| 6491 | 'subplus;' => '⪿', |
| 6492 | 'subrarr;' => '⥹', |
| 6493 | 'subset;' => '⊂', |
| 6494 | 'Subset;' => '⋐', |
| 6495 | 'subseteq;' => '⊆', |
| 6496 | 'subseteqq;' => '⫅', |
| 6497 | 'SubsetEqual;' => '⊆', |
| 6498 | 'subsetneq;' => '⊊', |
| 6499 | 'subsetneqq;' => '⫋', |
| 6500 | 'subsim;' => '⫇', |
| 6501 | 'subsub;' => '⫕', |
| 6502 | 'subsup;' => '⫓', |
| 6503 | 'succapprox;' => '⪸', |
| 6504 | 'succ;' => '≻', |
| 6505 | 'succcurlyeq;' => '≽', |
| 6506 | 'Succeeds;' => '≻', |
| 6507 | 'SucceedsEqual;' => '⪰', |
| 6508 | 'SucceedsSlantEqual;' => '≽', |
| 6509 | 'SucceedsTilde;' => '≿', |
| 6510 | 'succeq;' => '⪰', |
| 6511 | 'succnapprox;' => '⪺', |
| 6512 | 'succneqq;' => '⪶', |
| 6513 | 'succnsim;' => '⋩', |
| 6514 | 'succsim;' => '≿', |
| 6515 | 'SuchThat;' => '∋', |
| 6516 | 'sum;' => '∑', |
| 6517 | 'Sum;' => '∑', |
| 6518 | 'sung;' => '♪', |
| 6519 | 'sup1;' => '¹', |
| 6520 | 'sup1' => '¹', |
| 6521 | 'sup2;' => '²', |
| 6522 | 'sup2' => '²', |
| 6523 | 'sup3;' => '³', |
| 6524 | 'sup3' => '³', |
| 6525 | 'sup;' => '⊃', |
| 6526 | 'Sup;' => '⋑', |
| 6527 | 'supdot;' => '⪾', |
| 6528 | 'supdsub;' => '⫘', |
| 6529 | 'supE;' => '⫆', |
| 6530 | 'supe;' => '⊇', |
| 6531 | 'supedot;' => '⫄', |
| 6532 | 'Superset;' => '⊃', |
| 6533 | 'SupersetEqual;' => '⊇', |
| 6534 | 'suphsol;' => '⟉', |
| 6535 | 'suphsub;' => '⫗', |
| 6536 | 'suplarr;' => '⥻', |
| 6537 | 'supmult;' => '⫂', |
| 6538 | 'supnE;' => '⫌', |
| 6539 | 'supne;' => '⊋', |
| 6540 | 'supplus;' => '⫀', |
| 6541 | 'supset;' => '⊃', |
| 6542 | 'Supset;' => '⋑', |
| 6543 | 'supseteq;' => '⊇', |
| 6544 | 'supseteqq;' => '⫆', |
| 6545 | 'supsetneq;' => '⊋', |
| 6546 | 'supsetneqq;' => '⫌', |
| 6547 | 'supsim;' => '⫈', |
| 6548 | 'supsub;' => '⫔', |
| 6549 | 'supsup;' => '⫖', |
| 6550 | 'swarhk;' => '⤦', |
| 6551 | 'swarr;' => '↙', |
| 6552 | 'swArr;' => '⇙', |
| 6553 | 'swarrow;' => '↙', |
| 6554 | 'swnwar;' => '⤪', |
| 6555 | 'szlig;' => 'ß', |
| 6556 | 'szlig' => 'ß', |
| 6557 | 'Tab;' => ' ', |
| 6558 | 'target;' => '⌖', |
| 6559 | 'Tau;' => 'Τ', |
| 6560 | 'tau;' => 'τ', |
| 6561 | 'tbrk;' => '⎴', |
| 6562 | 'Tcaron;' => 'Ť', |
| 6563 | 'tcaron;' => 'ť', |
| 6564 | 'Tcedil;' => 'Ţ', |
| 6565 | 'tcedil;' => 'ţ', |
| 6566 | 'Tcy;' => 'Т', |
| 6567 | 'tcy;' => 'т', |
| 6568 | 'tdot;' => '⃛', |
| 6569 | 'telrec;' => '⌕', |
| 6570 | 'Tfr;' => '𝔗', |
| 6571 | 'tfr;' => '𝔱', |
| 6572 | 'there4;' => '∴', |
| 6573 | 'therefore;' => '∴', |
| 6574 | 'Therefore;' => '∴', |
| 6575 | 'Theta;' => 'Θ', |
| 6576 | 'theta;' => 'θ', |
| 6577 | 'thetasym;' => 'ϑ', |
| 6578 | 'thetav;' => 'ϑ', |
| 6579 | 'thickapprox;' => '≈', |
| 6580 | 'thicksim;' => '∼', |
| 6581 | 'ThickSpace;' => ' ', |
| 6582 | 'ThinSpace;' => ' ', |
| 6583 | 'thinsp;' => ' ', |
| 6584 | 'thkap;' => '≈', |
| 6585 | 'thksim;' => '∼', |
| 6586 | 'THORN;' => 'Þ', |
| 6587 | 'THORN' => 'Þ', |
| 6588 | 'thorn;' => 'þ', |
| 6589 | 'thorn' => 'þ', |
| 6590 | 'tilde;' => '˜', |
| 6591 | 'Tilde;' => '∼', |
| 6592 | 'TildeEqual;' => '≃', |
| 6593 | 'TildeFullEqual;' => '≅', |
| 6594 | 'TildeTilde;' => '≈', |
| 6595 | 'timesbar;' => '⨱', |
| 6596 | 'timesb;' => '⊠', |
| 6597 | 'times;' => '×', |
| 6598 | 'times' => '×', |
| 6599 | 'timesd;' => '⨰', |
| 6600 | 'tint;' => '∭', |
| 6601 | 'toea;' => '⤨', |
| 6602 | 'topbot;' => '⌶', |
| 6603 | 'topcir;' => '⫱', |
| 6604 | 'top;' => '⊤', |
| 6605 | 'Topf;' => '𝕋', |
| 6606 | 'topf;' => '𝕥', |
| 6607 | 'topfork;' => '⫚', |
| 6608 | 'tosa;' => '⤩', |
| 6609 | 'tprime;' => '‴', |
| 6610 | 'trade;' => '™', |
| 6611 | 'TRADE;' => '™', |
| 6612 | 'triangle;' => '▵', |
| 6613 | 'triangledown;' => '▿', |
| 6614 | 'triangleleft;' => '◃', |
| 6615 | 'trianglelefteq;' => '⊴', |
| 6616 | 'triangleq;' => '≜', |
| 6617 | 'triangleright;' => '▹', |
| 6618 | 'trianglerighteq;' => '⊵', |
| 6619 | 'tridot;' => '◬', |
| 6620 | 'trie;' => '≜', |
| 6621 | 'triminus;' => '⨺', |
| 6622 | 'TripleDot;' => '⃛', |
| 6623 | 'triplus;' => '⨹', |
| 6624 | 'trisb;' => '⧍', |
| 6625 | 'tritime;' => '⨻', |
| 6626 | 'trpezium;' => '⏢', |
| 6627 | 'Tscr;' => '𝒯', |
| 6628 | 'tscr;' => '𝓉', |
| 6629 | 'TScy;' => 'Ц', |
| 6630 | 'tscy;' => 'ц', |
| 6631 | 'TSHcy;' => 'Ћ', |
| 6632 | 'tshcy;' => 'ћ', |
| 6633 | 'Tstrok;' => 'Ŧ', |
| 6634 | 'tstrok;' => 'ŧ', |
| 6635 | 'twixt;' => '≬', |
| 6636 | 'twoheadleftarrow;' => '↞', |
| 6637 | 'twoheadrightarrow;' => '↠', |
| 6638 | 'Uacute;' => 'Ú', |
| 6639 | 'Uacute' => 'Ú', |
| 6640 | 'uacute;' => 'ú', |
| 6641 | 'uacute' => 'ú', |
| 6642 | 'uarr;' => '↑', |
| 6643 | 'Uarr;' => '↟', |
| 6644 | 'uArr;' => '⇑', |
| 6645 | 'Uarrocir;' => '⥉', |
| 6646 | 'Ubrcy;' => 'Ў', |
| 6647 | 'ubrcy;' => 'ў', |
| 6648 | 'Ubreve;' => 'Ŭ', |
| 6649 | 'ubreve;' => 'ŭ', |
| 6650 | 'Ucirc;' => 'Û', |
| 6651 | 'Ucirc' => 'Û', |
| 6652 | 'ucirc;' => 'û', |
| 6653 | 'ucirc' => 'û', |
| 6654 | 'Ucy;' => 'У', |
| 6655 | 'ucy;' => 'у', |
| 6656 | 'udarr;' => '⇅', |
| 6657 | 'Udblac;' => 'Ű', |
| 6658 | 'udblac;' => 'ű', |
| 6659 | 'udhar;' => '⥮', |
| 6660 | 'ufisht;' => '⥾', |
| 6661 | 'Ufr;' => '𝔘', |
| 6662 | 'ufr;' => '𝔲', |
| 6663 | 'Ugrave;' => 'Ù', |
| 6664 | 'Ugrave' => 'Ù', |
| 6665 | 'ugrave;' => 'ù', |
| 6666 | 'ugrave' => 'ù', |
| 6667 | 'uHar;' => '⥣', |
| 6668 | 'uharl;' => '↿', |
| 6669 | 'uharr;' => '↾', |
| 6670 | 'uhblk;' => '▀', |
| 6671 | 'ulcorn;' => '⌜', |
| 6672 | 'ulcorner;' => '⌜', |
| 6673 | 'ulcrop;' => '⌏', |
| 6674 | 'ultri;' => '◸', |
| 6675 | 'Umacr;' => 'Ū', |
| 6676 | 'umacr;' => 'ū', |
| 6677 | 'uml;' => '¨', |
| 6678 | 'uml' => '¨', |
| 6679 | 'UnderBar;' => '_', |
| 6680 | 'UnderBrace;' => '⏟', |
| 6681 | 'UnderBracket;' => '⎵', |
| 6682 | 'UnderParenthesis;' => '⏝', |
| 6683 | 'Union;' => '⋃', |
| 6684 | 'UnionPlus;' => '⊎', |
| 6685 | 'Uogon;' => 'Ų', |
| 6686 | 'uogon;' => 'ų', |
| 6687 | 'Uopf;' => '𝕌', |
| 6688 | 'uopf;' => '𝕦', |
| 6689 | 'UpArrowBar;' => '⤒', |
| 6690 | 'uparrow;' => '↑', |
| 6691 | 'UpArrow;' => '↑', |
| 6692 | 'Uparrow;' => '⇑', |
| 6693 | 'UpArrowDownArrow;' => '⇅', |
| 6694 | 'updownarrow;' => '↕', |
| 6695 | 'UpDownArrow;' => '↕', |
| 6696 | 'Updownarrow;' => '⇕', |
| 6697 | 'UpEquilibrium;' => '⥮', |
| 6698 | 'upharpoonleft;' => '↿', |
| 6699 | 'upharpoonright;' => '↾', |
| 6700 | 'uplus;' => '⊎', |
| 6701 | 'UpperLeftArrow;' => '↖', |
| 6702 | 'UpperRightArrow;' => '↗', |
| 6703 | 'upsi;' => 'υ', |
| 6704 | 'Upsi;' => 'ϒ', |
| 6705 | 'upsih;' => 'ϒ', |
| 6706 | 'Upsilon;' => 'Υ', |
| 6707 | 'upsilon;' => 'υ', |
| 6708 | 'UpTeeArrow;' => '↥', |
| 6709 | 'UpTee;' => '⊥', |
| 6710 | 'upuparrows;' => '⇈', |
| 6711 | 'urcorn;' => '⌝', |
| 6712 | 'urcorner;' => '⌝', |
| 6713 | 'urcrop;' => '⌎', |
| 6714 | 'Uring;' => 'Ů', |
| 6715 | 'uring;' => 'ů', |
| 6716 | 'urtri;' => '◹', |
| 6717 | 'Uscr;' => '𝒰', |
| 6718 | 'uscr;' => '𝓊', |
| 6719 | 'utdot;' => '⋰', |
| 6720 | 'Utilde;' => 'Ũ', |
| 6721 | 'utilde;' => 'ũ', |
| 6722 | 'utri;' => '▵', |
| 6723 | 'utrif;' => '▴', |
| 6724 | 'uuarr;' => '⇈', |
| 6725 | 'Uuml;' => 'Ü', |
| 6726 | 'Uuml' => 'Ü', |
| 6727 | 'uuml;' => 'ü', |
| 6728 | 'uuml' => 'ü', |
| 6729 | 'uwangle;' => '⦧', |
| 6730 | 'vangrt;' => '⦜', |
| 6731 | 'varepsilon;' => 'ϵ', |
| 6732 | 'varkappa;' => 'ϰ', |
| 6733 | 'varnothing;' => '∅', |
| 6734 | 'varphi;' => 'ϕ', |
| 6735 | 'varpi;' => 'ϖ', |
| 6736 | 'varpropto;' => '∝', |
| 6737 | 'varr;' => '↕', |
| 6738 | 'vArr;' => '⇕', |
| 6739 | 'varrho;' => 'ϱ', |
| 6740 | 'varsigma;' => 'ς', |
| 6741 | 'varsubsetneq;' => '⊊︀', |
| 6742 | 'varsubsetneqq;' => '⫋︀', |
| 6743 | 'varsupsetneq;' => '⊋︀', |
| 6744 | 'varsupsetneqq;' => '⫌︀', |
| 6745 | 'vartheta;' => 'ϑ', |
| 6746 | 'vartriangleleft;' => '⊲', |
| 6747 | 'vartriangleright;' => '⊳', |
| 6748 | 'vBar;' => '⫨', |
| 6749 | 'Vbar;' => '⫫', |
| 6750 | 'vBarv;' => '⫩', |
| 6751 | 'Vcy;' => 'В', |
| 6752 | 'vcy;' => 'в', |
| 6753 | 'vdash;' => '⊢', |
| 6754 | 'vDash;' => '⊨', |
| 6755 | 'Vdash;' => '⊩', |
| 6756 | 'VDash;' => '⊫', |
| 6757 | 'Vdashl;' => '⫦', |
| 6758 | 'veebar;' => '⊻', |
| 6759 | 'vee;' => '∨', |
| 6760 | 'Vee;' => '⋁', |
| 6761 | 'veeeq;' => '≚', |
| 6762 | 'vellip;' => '⋮', |
| 6763 | 'verbar;' => '|', |
| 6764 | 'Verbar;' => '‖', |
| 6765 | 'vert;' => '|', |
| 6766 | 'Vert;' => '‖', |
| 6767 | 'VerticalBar;' => '∣', |
| 6768 | 'VerticalLine;' => '|', |
| 6769 | 'VerticalSeparator;' => '❘', |
| 6770 | 'VerticalTilde;' => '≀', |
| 6771 | 'VeryThinSpace;' => ' ', |
| 6772 | 'Vfr;' => '𝔙', |
| 6773 | 'vfr;' => '𝔳', |
| 6774 | 'vltri;' => '⊲', |
| 6775 | 'vnsub;' => '⊂⃒', |
| 6776 | 'vnsup;' => '⊃⃒', |
| 6777 | 'Vopf;' => '𝕍', |
| 6778 | 'vopf;' => '𝕧', |
| 6779 | 'vprop;' => '∝', |
| 6780 | 'vrtri;' => '⊳', |
| 6781 | 'Vscr;' => '𝒱', |
| 6782 | 'vscr;' => '𝓋', |
| 6783 | 'vsubnE;' => '⫋︀', |
| 6784 | 'vsubne;' => '⊊︀', |
| 6785 | 'vsupnE;' => '⫌︀', |
| 6786 | 'vsupne;' => '⊋︀', |
| 6787 | 'Vvdash;' => '⊪', |
| 6788 | 'vzigzag;' => '⦚', |
| 6789 | 'Wcirc;' => 'Ŵ', |
| 6790 | 'wcirc;' => 'ŵ', |
| 6791 | 'wedbar;' => '⩟', |
| 6792 | 'wedge;' => '∧', |
| 6793 | 'Wedge;' => '⋀', |
| 6794 | 'wedgeq;' => '≙', |
| 6795 | 'weierp;' => '℘', |
| 6796 | 'Wfr;' => '𝔚', |
| 6797 | 'wfr;' => '𝔴', |
| 6798 | 'Wopf;' => '𝕎', |
| 6799 | 'wopf;' => '𝕨', |
| 6800 | 'wp;' => '℘', |
| 6801 | 'wr;' => '≀', |
| 6802 | 'wreath;' => '≀', |
| 6803 | 'Wscr;' => '𝒲', |
| 6804 | 'wscr;' => '𝓌', |
| 6805 | 'xcap;' => '⋂', |
| 6806 | 'xcirc;' => '◯', |
| 6807 | 'xcup;' => '⋃', |
| 6808 | 'xdtri;' => '▽', |
| 6809 | 'Xfr;' => '𝔛', |
| 6810 | 'xfr;' => '𝔵', |
| 6811 | 'xharr;' => '⟷', |
| 6812 | 'xhArr;' => '⟺', |
| 6813 | 'Xi;' => 'Ξ', |
| 6814 | 'xi;' => 'ξ', |
| 6815 | 'xlarr;' => '⟵', |
| 6816 | 'xlArr;' => '⟸', |
| 6817 | 'xmap;' => '⟼', |
| 6818 | 'xnis;' => '⋻', |
| 6819 | 'xodot;' => '⨀', |
| 6820 | 'Xopf;' => '𝕏', |
| 6821 | 'xopf;' => '𝕩', |
| 6822 | 'xoplus;' => '⨁', |
| 6823 | 'xotime;' => '⨂', |
| 6824 | 'xrarr;' => '⟶', |
| 6825 | 'xrArr;' => '⟹', |
| 6826 | 'Xscr;' => '𝒳', |
| 6827 | 'xscr;' => '𝓍', |
| 6828 | 'xsqcup;' => '⨆', |
| 6829 | 'xuplus;' => '⨄', |
| 6830 | 'xutri;' => '△', |
| 6831 | 'xvee;' => '⋁', |
| 6832 | 'xwedge;' => '⋀', |
| 6833 | 'Yacute;' => 'Ý', |
| 6834 | 'Yacute' => 'Ý', |
| 6835 | 'yacute;' => 'ý', |
| 6836 | 'yacute' => 'ý', |
| 6837 | 'YAcy;' => 'Я', |
| 6838 | 'yacy;' => 'я', |
| 6839 | 'Ycirc;' => 'Ŷ', |
| 6840 | 'ycirc;' => 'ŷ', |
| 6841 | 'Ycy;' => 'Ы', |
| 6842 | 'ycy;' => 'ы', |
| 6843 | 'yen;' => '¥', |
| 6844 | 'yen' => '¥', |
| 6845 | 'Yfr;' => '𝔜', |
| 6846 | 'yfr;' => '𝔶', |
| 6847 | 'YIcy;' => 'Ї', |
| 6848 | 'yicy;' => 'ї', |
| 6849 | 'Yopf;' => '𝕐', |
| 6850 | 'yopf;' => '𝕪', |
| 6851 | 'Yscr;' => '𝒴', |
| 6852 | 'yscr;' => '𝓎', |
| 6853 | 'YUcy;' => 'Ю', |
| 6854 | 'yucy;' => 'ю', |
| 6855 | 'yuml;' => 'ÿ', |
| 6856 | 'yuml' => 'ÿ', |
| 6857 | 'Yuml;' => 'Ÿ', |
| 6858 | 'Zacute;' => 'Ź', |
| 6859 | 'zacute;' => 'ź', |
| 6860 | 'Zcaron;' => 'Ž', |
| 6861 | 'zcaron;' => 'ž', |
| 6862 | 'Zcy;' => 'З', |
| 6863 | 'zcy;' => 'з', |
| 6864 | 'Zdot;' => 'Ż', |
| 6865 | 'zdot;' => 'ż', |
| 6866 | 'zeetrf;' => 'ℨ', |
| 6867 | 'ZeroWidthSpace;' => '', |
| 6868 | 'Zeta;' => 'Ζ', |
| 6869 | 'zeta;' => 'ζ', |
| 6870 | 'zfr;' => '𝔷', |
| 6871 | 'Zfr;' => 'ℨ', |
| 6872 | 'ZHcy;' => 'Ж', |
| 6873 | 'zhcy;' => 'ж', |
| 6874 | 'zigrarr;' => '⇝', |
| 6875 | 'zopf;' => '𝕫', |
| 6876 | 'Zopf;' => 'ℤ', |
| 6877 | 'Zscr;' => '𝒵', |
| 6878 | 'zscr;' => '𝓏', |
| 6879 | 'zwj;' => '', |
| 6880 | 'zwnj;' => '', |
| 6881 | ]; |
| 6882 | |
| 6883 | public const LEGACY_NUMERIC_ENTITIES = [ |
| 6884 | 0 => '�', |
| 6885 | 128 => '€', |
| 6886 | 130 => '‚', |
| 6887 | 131 => 'ƒ', |
| 6888 | 132 => '„', |
| 6889 | 133 => '…', |
| 6890 | 134 => '†', |
| 6891 | 135 => '‡', |
| 6892 | 136 => 'ˆ', |
| 6893 | 137 => '‰', |
| 6894 | 138 => 'Š', |
| 6895 | 139 => '‹', |
| 6896 | 140 => 'Œ', |
| 6897 | 142 => 'Ž', |
| 6898 | 145 => '‘', |
| 6899 | 146 => '’', |
| 6900 | 147 => '“', |
| 6901 | 148 => '”', |
| 6902 | 149 => '•', |
| 6903 | 150 => '–', |
| 6904 | 151 => '—', |
| 6905 | 152 => '˜', |
| 6906 | 153 => '™', |
| 6907 | 154 => 'š', |
| 6908 | 155 => '›', |
| 6909 | 156 => 'œ', |
| 6910 | 158 => 'ž', |
| 6911 | 159 => 'Ÿ', |
| 6912 | ]; |
| 6913 | |
| 6914 | public const QUIRKY_PREFIX_REGEX = '~ |
| 6915 | //Silmaril//dtd html Pro v0r11 19970101//| |
| 6916 | //AS//DTD HTML 3\\.0 asWedit \\+ extensions//| |
| 6917 | //AdvaSoft Ltd//DTD HTML 3\\.0 asWedit \\+ extensions//| |
| 6918 | //IETF//DTD HTML 2\\.0 Level 1//| |
| 6919 | //IETF//DTD HTML 2\\.0 Level 2//| |
| 6920 | //IETF//DTD HTML 2\\.0 Strict Level 1//| |
| 6921 | //IETF//DTD HTML 2\\.0 Strict Level 2//| |
| 6922 | //IETF//DTD HTML 2\\.0 Strict//| |
| 6923 | //IETF//DTD HTML 2\\.0//| |
| 6924 | //IETF//DTD HTML 2\\.1E//| |
| 6925 | //IETF//DTD HTML 3\\.0//| |
| 6926 | //IETF//DTD HTML 3\\.2 Final//| |
| 6927 | //IETF//DTD HTML 3\\.2//| |
| 6928 | //IETF//DTD HTML 3//| |
| 6929 | //IETF//DTD HTML Level 0//| |
| 6930 | //IETF//DTD HTML Level 1//| |
| 6931 | //IETF//DTD HTML Level 2//| |
| 6932 | //IETF//DTD HTML Level 3//| |
| 6933 | //IETF//DTD HTML Strict Level 0//| |
| 6934 | //IETF//DTD HTML Strict Level 1//| |
| 6935 | //IETF//DTD HTML Strict Level 2//| |
| 6936 | //IETF//DTD HTML Strict Level 3//| |
| 6937 | //IETF//DTD HTML Strict//| |
| 6938 | //IETF//DTD HTML//| |
| 6939 | //Metrius//DTD Metrius Presentational//| |
| 6940 | //Microsoft//DTD Internet Explorer 2\\.0 HTML Strict//| |
| 6941 | //Microsoft//DTD Internet Explorer 2\\.0 HTML//| |
| 6942 | //Microsoft//DTD Internet Explorer 2\\.0 Tables//| |
| 6943 | //Microsoft//DTD Internet Explorer 3\\.0 HTML Strict//| |
| 6944 | //Microsoft//DTD Internet Explorer 3\\.0 HTML//| |
| 6945 | //Microsoft//DTD Internet Explorer 3\\.0 Tables//| |
| 6946 | //Netscape Comm\\. Corp\\.//DTD HTML//| |
| 6947 | //Netscape Comm\\. Corp\\.//DTD Strict HTML//| |
| 6948 | //O\'Reilly and Associates//DTD HTML 2\\.0//| |
| 6949 | //O\'Reilly and Associates//DTD HTML Extended 1\\.0//| |
| 6950 | //O\'Reilly and Associates//DTD HTML Extended Relaxed 1\\.0//| |
| 6951 | //SoftQuad Software//DTD HoTMetaL PRO 6\\.0\\:\\:19990601\\:\\:extensions to HTML 4\\.0//| |
| 6952 | //SoftQuad//DTD HoTMetaL PRO 4\\.0\\:\\:19971010\\:\\:extensions to HTML 4\\.0//| |
| 6953 | //Spyglass//DTD HTML 2\\.0 Extended//| |
| 6954 | //SQ//DTD HTML 2\\.0 HoTMetaL \\+ extensions//| |
| 6955 | //Sun Microsystems Corp\\.//DTD HotJava HTML//| |
| 6956 | //Sun Microsystems Corp\\.//DTD HotJava Strict HTML//| |
| 6957 | //W3C//DTD HTML 3 1995\\-03\\-24//| |
| 6958 | //W3C//DTD HTML 3\\.2 Draft//| |
| 6959 | //W3C//DTD HTML 3\\.2 Final//| |
| 6960 | //W3C//DTD HTML 3\\.2//| |
| 6961 | //W3C//DTD HTML 3\\.2S Draft//| |
| 6962 | //W3C//DTD HTML 4\\.0 Frameset//| |
| 6963 | //W3C//DTD HTML 4\\.0 Transitional//| |
| 6964 | //W3C//DTD HTML Experimental 19960712//| |
| 6965 | //W3C//DTD HTML Experimental 970421//| |
| 6966 | //W3C//DTD W3 HTML//| |
| 6967 | //W3O//DTD W3 HTML 3\\.0//| |
| 6968 | //WebTechs//DTD Mozilla HTML 2\\.0//| |
| 6969 | //WebTechs//DTD Mozilla HTML//~xAi'; |
| 6970 | |
| 6971 | public const NAME_START_CHAR_CONV_TABLE = [ |
| 6972 | 0, 64, 0, 16777215, |
| 6973 | 91, 94, 0, 16777215, |
| 6974 | 96, 96, 0, 16777215, |
| 6975 | 123, 191, 0, 16777215, |
| 6976 | 215, 215, 0, 16777215, |
| 6977 | 247, 247, 0, 16777215, |
| 6978 | 306, 307, 0, 16777215, |
| 6979 | 319, 320, 0, 16777215, |
| 6980 | 329, 329, 0, 16777215, |
| 6981 | 383, 383, 0, 16777215, |
| 6982 | 452, 460, 0, 16777215, |
| 6983 | 497, 499, 0, 16777215, |
| 6984 | 502, 505, 0, 16777215, |
| 6985 | 536, 591, 0, 16777215, |
| 6986 | 681, 698, 0, 16777215, |
| 6987 | 706, 901, 0, 16777215, |
| 6988 | 903, 903, 0, 16777215, |
| 6989 | 907, 907, 0, 16777215, |
| 6990 | 909, 909, 0, 16777215, |
| 6991 | 930, 930, 0, 16777215, |
| 6992 | 975, 975, 0, 16777215, |
| 6993 | 983, 985, 0, 16777215, |
| 6994 | 987, 987, 0, 16777215, |
| 6995 | 989, 989, 0, 16777215, |
| 6996 | 991, 991, 0, 16777215, |
| 6997 | 993, 993, 0, 16777215, |
| 6998 | 1012, 1024, 0, 16777215, |
| 6999 | 1037, 1037, 0, 16777215, |
| 7000 | 1104, 1104, 0, 16777215, |
| 7001 | 1117, 1117, 0, 16777215, |
| 7002 | 1154, 1167, 0, 16777215, |
| 7003 | 1221, 1222, 0, 16777215, |
| 7004 | 1225, 1226, 0, 16777215, |
| 7005 | 1229, 1231, 0, 16777215, |
| 7006 | 1260, 1261, 0, 16777215, |
| 7007 | 1270, 1271, 0, 16777215, |
| 7008 | 1274, 1328, 0, 16777215, |
| 7009 | 1367, 1368, 0, 16777215, |
| 7010 | 1370, 1376, 0, 16777215, |
| 7011 | 1415, 1487, 0, 16777215, |
| 7012 | 1515, 1519, 0, 16777215, |
| 7013 | 1523, 1568, 0, 16777215, |
| 7014 | 1595, 1600, 0, 16777215, |
| 7015 | 1611, 1648, 0, 16777215, |
| 7016 | 1720, 1721, 0, 16777215, |
| 7017 | 1727, 1727, 0, 16777215, |
| 7018 | 1743, 1743, 0, 16777215, |
| 7019 | 1748, 1748, 0, 16777215, |
| 7020 | 1750, 1764, 0, 16777215, |
| 7021 | 1767, 2308, 0, 16777215, |
| 7022 | 2362, 2364, 0, 16777215, |
| 7023 | 2366, 2391, 0, 16777215, |
| 7024 | 2402, 2436, 0, 16777215, |
| 7025 | 2445, 2446, 0, 16777215, |
| 7026 | 2449, 2450, 0, 16777215, |
| 7027 | 2473, 2473, 0, 16777215, |
| 7028 | 2481, 2481, 0, 16777215, |
| 7029 | 2483, 2485, 0, 16777215, |
| 7030 | 2490, 2523, 0, 16777215, |
| 7031 | 2526, 2526, 0, 16777215, |
| 7032 | 2530, 2543, 0, 16777215, |
| 7033 | 2546, 2564, 0, 16777215, |
| 7034 | 2571, 2574, 0, 16777215, |
| 7035 | 2577, 2578, 0, 16777215, |
| 7036 | 2601, 2601, 0, 16777215, |
| 7037 | 2609, 2609, 0, 16777215, |
| 7038 | 2612, 2612, 0, 16777215, |
| 7039 | 2615, 2615, 0, 16777215, |
| 7040 | 2618, 2648, 0, 16777215, |
| 7041 | 2653, 2653, 0, 16777215, |
| 7042 | 2655, 2673, 0, 16777215, |
| 7043 | 2677, 2692, 0, 16777215, |
| 7044 | 2700, 2700, 0, 16777215, |
| 7045 | 2702, 2702, 0, 16777215, |
| 7046 | 2706, 2706, 0, 16777215, |
| 7047 | 2729, 2729, 0, 16777215, |
| 7048 | 2737, 2737, 0, 16777215, |
| 7049 | 2740, 2740, 0, 16777215, |
| 7050 | 2746, 2748, 0, 16777215, |
| 7051 | 2750, 2783, 0, 16777215, |
| 7052 | 2785, 2820, 0, 16777215, |
| 7053 | 2829, 2830, 0, 16777215, |
| 7054 | 2833, 2834, 0, 16777215, |
| 7055 | 2857, 2857, 0, 16777215, |
| 7056 | 2865, 2865, 0, 16777215, |
| 7057 | 2868, 2869, 0, 16777215, |
| 7058 | 2874, 2876, 0, 16777215, |
| 7059 | 2878, 2907, 0, 16777215, |
| 7060 | 2910, 2910, 0, 16777215, |
| 7061 | 2914, 2948, 0, 16777215, |
| 7062 | 2955, 2957, 0, 16777215, |
| 7063 | 2961, 2961, 0, 16777215, |
| 7064 | 2966, 2968, 0, 16777215, |
| 7065 | 2971, 2971, 0, 16777215, |
| 7066 | 2973, 2973, 0, 16777215, |
| 7067 | 2976, 2978, 0, 16777215, |
| 7068 | 2981, 2983, 0, 16777215, |
| 7069 | 2987, 2989, 0, 16777215, |
| 7070 | 2998, 2998, 0, 16777215, |
| 7071 | 3002, 3076, 0, 16777215, |
| 7072 | 3085, 3085, 0, 16777215, |
| 7073 | 3089, 3089, 0, 16777215, |
| 7074 | 3113, 3113, 0, 16777215, |
| 7075 | 3124, 3124, 0, 16777215, |
| 7076 | 3130, 3167, 0, 16777215, |
| 7077 | 3170, 3204, 0, 16777215, |
| 7078 | 3213, 3213, 0, 16777215, |
| 7079 | 3217, 3217, 0, 16777215, |
| 7080 | 3241, 3241, 0, 16777215, |
| 7081 | 3252, 3252, 0, 16777215, |
| 7082 | 3258, 3293, 0, 16777215, |
| 7083 | 3295, 3295, 0, 16777215, |
| 7084 | 3298, 3332, 0, 16777215, |
| 7085 | 3341, 3341, 0, 16777215, |
| 7086 | 3345, 3345, 0, 16777215, |
| 7087 | 3369, 3369, 0, 16777215, |
| 7088 | 3386, 3423, 0, 16777215, |
| 7089 | 3426, 3584, 0, 16777215, |
| 7090 | 3631, 3631, 0, 16777215, |
| 7091 | 3633, 3633, 0, 16777215, |
| 7092 | 3636, 3647, 0, 16777215, |
| 7093 | 3654, 3712, 0, 16777215, |
| 7094 | 3715, 3715, 0, 16777215, |
| 7095 | 3717, 3718, 0, 16777215, |
| 7096 | 3721, 3721, 0, 16777215, |
| 7097 | 3723, 3724, 0, 16777215, |
| 7098 | 3726, 3731, 0, 16777215, |
| 7099 | 3736, 3736, 0, 16777215, |
| 7100 | 3744, 3744, 0, 16777215, |
| 7101 | 3748, 3748, 0, 16777215, |
| 7102 | 3750, 3750, 0, 16777215, |
| 7103 | 3752, 3753, 0, 16777215, |
| 7104 | 3756, 3756, 0, 16777215, |
| 7105 | 3759, 3759, 0, 16777215, |
| 7106 | 3761, 3761, 0, 16777215, |
| 7107 | 3764, 3772, 0, 16777215, |
| 7108 | 3774, 3775, 0, 16777215, |
| 7109 | 3781, 3903, 0, 16777215, |
| 7110 | 3912, 3912, 0, 16777215, |
| 7111 | 3946, 4255, 0, 16777215, |
| 7112 | 4294, 4303, 0, 16777215, |
| 7113 | 4343, 4351, 0, 16777215, |
| 7114 | 4353, 4353, 0, 16777215, |
| 7115 | 4356, 4356, 0, 16777215, |
| 7116 | 4360, 4360, 0, 16777215, |
| 7117 | 4362, 4362, 0, 16777215, |
| 7118 | 4365, 4365, 0, 16777215, |
| 7119 | 4371, 4411, 0, 16777215, |
| 7120 | 4413, 4413, 0, 16777215, |
| 7121 | 4415, 4415, 0, 16777215, |
| 7122 | 4417, 4427, 0, 16777215, |
| 7123 | 4429, 4429, 0, 16777215, |
| 7124 | 4431, 4431, 0, 16777215, |
| 7125 | 4433, 4435, 0, 16777215, |
| 7126 | 4438, 4440, 0, 16777215, |
| 7127 | 4442, 4446, 0, 16777215, |
| 7128 | 4450, 4450, 0, 16777215, |
| 7129 | 4452, 4452, 0, 16777215, |
| 7130 | 4454, 4454, 0, 16777215, |
| 7131 | 4456, 4456, 0, 16777215, |
| 7132 | 4458, 4460, 0, 16777215, |
| 7133 | 4463, 4465, 0, 16777215, |
| 7134 | 4468, 4468, 0, 16777215, |
| 7135 | 4470, 4509, 0, 16777215, |
| 7136 | 4511, 4519, 0, 16777215, |
| 7137 | 4521, 4522, 0, 16777215, |
| 7138 | 4524, 4525, 0, 16777215, |
| 7139 | 4528, 4534, 0, 16777215, |
| 7140 | 4537, 4537, 0, 16777215, |
| 7141 | 4539, 4539, 0, 16777215, |
| 7142 | 4547, 4586, 0, 16777215, |
| 7143 | 4588, 4591, 0, 16777215, |
| 7144 | 4593, 4600, 0, 16777215, |
| 7145 | 4602, 7679, 0, 16777215, |
| 7146 | 7836, 7839, 0, 16777215, |
| 7147 | 7930, 7935, 0, 16777215, |
| 7148 | 7958, 7959, 0, 16777215, |
| 7149 | 7966, 7967, 0, 16777215, |
| 7150 | 8006, 8007, 0, 16777215, |
| 7151 | 8014, 8015, 0, 16777215, |
| 7152 | 8024, 8024, 0, 16777215, |
| 7153 | 8026, 8026, 0, 16777215, |
| 7154 | 8028, 8028, 0, 16777215, |
| 7155 | 8030, 8030, 0, 16777215, |
| 7156 | 8062, 8063, 0, 16777215, |
| 7157 | 8117, 8117, 0, 16777215, |
| 7158 | 8125, 8125, 0, 16777215, |
| 7159 | 8127, 8129, 0, 16777215, |
| 7160 | 8133, 8133, 0, 16777215, |
| 7161 | 8141, 8143, 0, 16777215, |
| 7162 | 8148, 8149, 0, 16777215, |
| 7163 | 8156, 8159, 0, 16777215, |
| 7164 | 8173, 8177, 0, 16777215, |
| 7165 | 8181, 8181, 0, 16777215, |
| 7166 | 8189, 8485, 0, 16777215, |
| 7167 | 8487, 8489, 0, 16777215, |
| 7168 | 8492, 8493, 0, 16777215, |
| 7169 | 8495, 8575, 0, 16777215, |
| 7170 | 8579, 12294, 0, 16777215, |
| 7171 | 12296, 12320, 0, 16777215, |
| 7172 | 12330, 12352, 0, 16777215, |
| 7173 | 12437, 12448, 0, 16777215, |
| 7174 | 12539, 12548, 0, 16777215, |
| 7175 | 12589, 19967, 0, 16777215, |
| 7176 | 40870, 44031, 0, 16777215, |
| 7177 | 55204, 1114111, 0, 16777215 ]; |
| 7178 | |
| 7179 | public const NAME_CHAR_CONV_TABLE = [ |
| 7180 | 0, 44, 0, 16777215, |
| 7181 | 47, 47, 0, 16777215, |
| 7182 | 58, 64, 0, 16777215, |
| 7183 | 91, 94, 0, 16777215, |
| 7184 | 96, 96, 0, 16777215, |
| 7185 | 123, 182, 0, 16777215, |
| 7186 | 184, 191, 0, 16777215, |
| 7187 | 215, 215, 0, 16777215, |
| 7188 | 247, 247, 0, 16777215, |
| 7189 | 306, 307, 0, 16777215, |
| 7190 | 319, 320, 0, 16777215, |
| 7191 | 329, 329, 0, 16777215, |
| 7192 | 383, 383, 0, 16777215, |
| 7193 | 452, 460, 0, 16777215, |
| 7194 | 497, 499, 0, 16777215, |
| 7195 | 502, 505, 0, 16777215, |
| 7196 | 536, 591, 0, 16777215, |
| 7197 | 681, 698, 0, 16777215, |
| 7198 | 706, 719, 0, 16777215, |
| 7199 | 722, 767, 0, 16777215, |
| 7200 | 838, 863, 0, 16777215, |
| 7201 | 866, 901, 0, 16777215, |
| 7202 | 907, 907, 0, 16777215, |
| 7203 | 909, 909, 0, 16777215, |
| 7204 | 930, 930, 0, 16777215, |
| 7205 | 975, 975, 0, 16777215, |
| 7206 | 983, 985, 0, 16777215, |
| 7207 | 987, 987, 0, 16777215, |
| 7208 | 989, 989, 0, 16777215, |
| 7209 | 991, 991, 0, 16777215, |
| 7210 | 993, 993, 0, 16777215, |
| 7211 | 1012, 1024, 0, 16777215, |
| 7212 | 1037, 1037, 0, 16777215, |
| 7213 | 1104, 1104, 0, 16777215, |
| 7214 | 1117, 1117, 0, 16777215, |
| 7215 | 1154, 1154, 0, 16777215, |
| 7216 | 1159, 1167, 0, 16777215, |
| 7217 | 1221, 1222, 0, 16777215, |
| 7218 | 1225, 1226, 0, 16777215, |
| 7219 | 1229, 1231, 0, 16777215, |
| 7220 | 1260, 1261, 0, 16777215, |
| 7221 | 1270, 1271, 0, 16777215, |
| 7222 | 1274, 1328, 0, 16777215, |
| 7223 | 1367, 1368, 0, 16777215, |
| 7224 | 1370, 1376, 0, 16777215, |
| 7225 | 1415, 1424, 0, 16777215, |
| 7226 | 1442, 1442, 0, 16777215, |
| 7227 | 1466, 1466, 0, 16777215, |
| 7228 | 1470, 1470, 0, 16777215, |
| 7229 | 1472, 1472, 0, 16777215, |
| 7230 | 1475, 1475, 0, 16777215, |
| 7231 | 1477, 1487, 0, 16777215, |
| 7232 | 1515, 1519, 0, 16777215, |
| 7233 | 1523, 1568, 0, 16777215, |
| 7234 | 1595, 1599, 0, 16777215, |
| 7235 | 1619, 1631, 0, 16777215, |
| 7236 | 1642, 1647, 0, 16777215, |
| 7237 | 1720, 1721, 0, 16777215, |
| 7238 | 1727, 1727, 0, 16777215, |
| 7239 | 1743, 1743, 0, 16777215, |
| 7240 | 1748, 1748, 0, 16777215, |
| 7241 | 1769, 1769, 0, 16777215, |
| 7242 | 1774, 1775, 0, 16777215, |
| 7243 | 1786, 2304, 0, 16777215, |
| 7244 | 2308, 2308, 0, 16777215, |
| 7245 | 2362, 2363, 0, 16777215, |
| 7246 | 2382, 2384, 0, 16777215, |
| 7247 | 2389, 2391, 0, 16777215, |
| 7248 | 2404, 2405, 0, 16777215, |
| 7249 | 2416, 2432, 0, 16777215, |
| 7250 | 2436, 2436, 0, 16777215, |
| 7251 | 2445, 2446, 0, 16777215, |
| 7252 | 2449, 2450, 0, 16777215, |
| 7253 | 2473, 2473, 0, 16777215, |
| 7254 | 2481, 2481, 0, 16777215, |
| 7255 | 2483, 2485, 0, 16777215, |
| 7256 | 2490, 2491, 0, 16777215, |
| 7257 | 2493, 2493, 0, 16777215, |
| 7258 | 2501, 2502, 0, 16777215, |
| 7259 | 2505, 2506, 0, 16777215, |
| 7260 | 2510, 2518, 0, 16777215, |
| 7261 | 2520, 2523, 0, 16777215, |
| 7262 | 2526, 2526, 0, 16777215, |
| 7263 | 2532, 2533, 0, 16777215, |
| 7264 | 2546, 2561, 0, 16777215, |
| 7265 | 2563, 2564, 0, 16777215, |
| 7266 | 2571, 2574, 0, 16777215, |
| 7267 | 2577, 2578, 0, 16777215, |
| 7268 | 2601, 2601, 0, 16777215, |
| 7269 | 2609, 2609, 0, 16777215, |
| 7270 | 2612, 2612, 0, 16777215, |
| 7271 | 2615, 2615, 0, 16777215, |
| 7272 | 2618, 2619, 0, 16777215, |
| 7273 | 2621, 2621, 0, 16777215, |
| 7274 | 2627, 2630, 0, 16777215, |
| 7275 | 2633, 2634, 0, 16777215, |
| 7276 | 2638, 2648, 0, 16777215, |
| 7277 | 2653, 2653, 0, 16777215, |
| 7278 | 2655, 2661, 0, 16777215, |
| 7279 | 2677, 2688, 0, 16777215, |
| 7280 | 2692, 2692, 0, 16777215, |
| 7281 | 2700, 2700, 0, 16777215, |
| 7282 | 2702, 2702, 0, 16777215, |
| 7283 | 2706, 2706, 0, 16777215, |
| 7284 | 2729, 2729, 0, 16777215, |
| 7285 | 2737, 2737, 0, 16777215, |
| 7286 | 2740, 2740, 0, 16777215, |
| 7287 | 2746, 2747, 0, 16777215, |
| 7288 | 2758, 2758, 0, 16777215, |
| 7289 | 2762, 2762, 0, 16777215, |
| 7290 | 2766, 2783, 0, 16777215, |
| 7291 | 2785, 2789, 0, 16777215, |
| 7292 | 2800, 2816, 0, 16777215, |
| 7293 | 2820, 2820, 0, 16777215, |
| 7294 | 2829, 2830, 0, 16777215, |
| 7295 | 2833, 2834, 0, 16777215, |
| 7296 | 2857, 2857, 0, 16777215, |
| 7297 | 2865, 2865, 0, 16777215, |
| 7298 | 2868, 2869, 0, 16777215, |
| 7299 | 2874, 2875, 0, 16777215, |
| 7300 | 2884, 2886, 0, 16777215, |
| 7301 | 2889, 2890, 0, 16777215, |
| 7302 | 2894, 2901, 0, 16777215, |
| 7303 | 2904, 2907, 0, 16777215, |
| 7304 | 2910, 2910, 0, 16777215, |
| 7305 | 2914, 2917, 0, 16777215, |
| 7306 | 2928, 2945, 0, 16777215, |
| 7307 | 2948, 2948, 0, 16777215, |
| 7308 | 2955, 2957, 0, 16777215, |
| 7309 | 2961, 2961, 0, 16777215, |
| 7310 | 2966, 2968, 0, 16777215, |
| 7311 | 2971, 2971, 0, 16777215, |
| 7312 | 2973, 2973, 0, 16777215, |
| 7313 | 2976, 2978, 0, 16777215, |
| 7314 | 2981, 2983, 0, 16777215, |
| 7315 | 2987, 2989, 0, 16777215, |
| 7316 | 2998, 2998, 0, 16777215, |
| 7317 | 3002, 3005, 0, 16777215, |
| 7318 | 3011, 3013, 0, 16777215, |
| 7319 | 3017, 3017, 0, 16777215, |
| 7320 | 3022, 3030, 0, 16777215, |
| 7321 | 3032, 3046, 0, 16777215, |
| 7322 | 3056, 3072, 0, 16777215, |
| 7323 | 3076, 3076, 0, 16777215, |
| 7324 | 3085, 3085, 0, 16777215, |
| 7325 | 3089, 3089, 0, 16777215, |
| 7326 | 3113, 3113, 0, 16777215, |
| 7327 | 3124, 3124, 0, 16777215, |
| 7328 | 3130, 3133, 0, 16777215, |
| 7329 | 3141, 3141, 0, 16777215, |
| 7330 | 3145, 3145, 0, 16777215, |
| 7331 | 3150, 3156, 0, 16777215, |
| 7332 | 3159, 3167, 0, 16777215, |
| 7333 | 3170, 3173, 0, 16777215, |
| 7334 | 3184, 3201, 0, 16777215, |
| 7335 | 3204, 3204, 0, 16777215, |
| 7336 | 3213, 3213, 0, 16777215, |
| 7337 | 3217, 3217, 0, 16777215, |
| 7338 | 3241, 3241, 0, 16777215, |
| 7339 | 3252, 3252, 0, 16777215, |
| 7340 | 3258, 3261, 0, 16777215, |
| 7341 | 3269, 3269, 0, 16777215, |
| 7342 | 3273, 3273, 0, 16777215, |
| 7343 | 3278, 3284, 0, 16777215, |
| 7344 | 3287, 3293, 0, 16777215, |
| 7345 | 3295, 3295, 0, 16777215, |
| 7346 | 3298, 3301, 0, 16777215, |
| 7347 | 3312, 3329, 0, 16777215, |
| 7348 | 3332, 3332, 0, 16777215, |
| 7349 | 3341, 3341, 0, 16777215, |
| 7350 | 3345, 3345, 0, 16777215, |
| 7351 | 3369, 3369, 0, 16777215, |
| 7352 | 3386, 3389, 0, 16777215, |
| 7353 | 3396, 3397, 0, 16777215, |
| 7354 | 3401, 3401, 0, 16777215, |
| 7355 | 3406, 3414, 0, 16777215, |
| 7356 | 3416, 3423, 0, 16777215, |
| 7357 | 3426, 3429, 0, 16777215, |
| 7358 | 3440, 3584, 0, 16777215, |
| 7359 | 3631, 3631, 0, 16777215, |
| 7360 | 3643, 3647, 0, 16777215, |
| 7361 | 3663, 3663, 0, 16777215, |
| 7362 | 3674, 3712, 0, 16777215, |
| 7363 | 3715, 3715, 0, 16777215, |
| 7364 | 3717, 3718, 0, 16777215, |
| 7365 | 3721, 3721, 0, 16777215, |
| 7366 | 3723, 3724, 0, 16777215, |
| 7367 | 3726, 3731, 0, 16777215, |
| 7368 | 3736, 3736, 0, 16777215, |
| 7369 | 3744, 3744, 0, 16777215, |
| 7370 | 3748, 3748, 0, 16777215, |
| 7371 | 3750, 3750, 0, 16777215, |
| 7372 | 3752, 3753, 0, 16777215, |
| 7373 | 3756, 3756, 0, 16777215, |
| 7374 | 3759, 3759, 0, 16777215, |
| 7375 | 3770, 3770, 0, 16777215, |
| 7376 | 3774, 3775, 0, 16777215, |
| 7377 | 3781, 3781, 0, 16777215, |
| 7378 | 3783, 3783, 0, 16777215, |
| 7379 | 3790, 3791, 0, 16777215, |
| 7380 | 3802, 3863, 0, 16777215, |
| 7381 | 3866, 3871, 0, 16777215, |
| 7382 | 3882, 3892, 0, 16777215, |
| 7383 | 3894, 3894, 0, 16777215, |
| 7384 | 3896, 3896, 0, 16777215, |
| 7385 | 3898, 3901, 0, 16777215, |
| 7386 | 3912, 3912, 0, 16777215, |
| 7387 | 3946, 3952, 0, 16777215, |
| 7388 | 3973, 3973, 0, 16777215, |
| 7389 | 3980, 3983, 0, 16777215, |
| 7390 | 3990, 3990, 0, 16777215, |
| 7391 | 3992, 3992, 0, 16777215, |
| 7392 | 4014, 4016, 0, 16777215, |
| 7393 | 4024, 4024, 0, 16777215, |
| 7394 | 4026, 4255, 0, 16777215, |
| 7395 | 4294, 4303, 0, 16777215, |
| 7396 | 4343, 4351, 0, 16777215, |
| 7397 | 4353, 4353, 0, 16777215, |
| 7398 | 4356, 4356, 0, 16777215, |
| 7399 | 4360, 4360, 0, 16777215, |
| 7400 | 4362, 4362, 0, 16777215, |
| 7401 | 4365, 4365, 0, 16777215, |
| 7402 | 4371, 4411, 0, 16777215, |
| 7403 | 4413, 4413, 0, 16777215, |
| 7404 | 4415, 4415, 0, 16777215, |
| 7405 | 4417, 4427, 0, 16777215, |
| 7406 | 4429, 4429, 0, 16777215, |
| 7407 | 4431, 4431, 0, 16777215, |
| 7408 | 4433, 4435, 0, 16777215, |
| 7409 | 4438, 4440, 0, 16777215, |
| 7410 | 4442, 4446, 0, 16777215, |
| 7411 | 4450, 4450, 0, 16777215, |
| 7412 | 4452, 4452, 0, 16777215, |
| 7413 | 4454, 4454, 0, 16777215, |
| 7414 | 4456, 4456, 0, 16777215, |
| 7415 | 4458, 4460, 0, 16777215, |
| 7416 | 4463, 4465, 0, 16777215, |
| 7417 | 4468, 4468, 0, 16777215, |
| 7418 | 4470, 4509, 0, 16777215, |
| 7419 | 4511, 4519, 0, 16777215, |
| 7420 | 4521, 4522, 0, 16777215, |
| 7421 | 4524, 4525, 0, 16777215, |
| 7422 | 4528, 4534, 0, 16777215, |
| 7423 | 4537, 4537, 0, 16777215, |
| 7424 | 4539, 4539, 0, 16777215, |
| 7425 | 4547, 4586, 0, 16777215, |
| 7426 | 4588, 4591, 0, 16777215, |
| 7427 | 4593, 4600, 0, 16777215, |
| 7428 | 4602, 7679, 0, 16777215, |
| 7429 | 7836, 7839, 0, 16777215, |
| 7430 | 7930, 7935, 0, 16777215, |
| 7431 | 7958, 7959, 0, 16777215, |
| 7432 | 7966, 7967, 0, 16777215, |
| 7433 | 8006, 8007, 0, 16777215, |
| 7434 | 8014, 8015, 0, 16777215, |
| 7435 | 8024, 8024, 0, 16777215, |
| 7436 | 8026, 8026, 0, 16777215, |
| 7437 | 8028, 8028, 0, 16777215, |
| 7438 | 8030, 8030, 0, 16777215, |
| 7439 | 8062, 8063, 0, 16777215, |
| 7440 | 8117, 8117, 0, 16777215, |
| 7441 | 8125, 8125, 0, 16777215, |
| 7442 | 8127, 8129, 0, 16777215, |
| 7443 | 8133, 8133, 0, 16777215, |
| 7444 | 8141, 8143, 0, 16777215, |
| 7445 | 8148, 8149, 0, 16777215, |
| 7446 | 8156, 8159, 0, 16777215, |
| 7447 | 8173, 8177, 0, 16777215, |
| 7448 | 8181, 8181, 0, 16777215, |
| 7449 | 8189, 8399, 0, 16777215, |
| 7450 | 8413, 8416, 0, 16777215, |
| 7451 | 8418, 8485, 0, 16777215, |
| 7452 | 8487, 8489, 0, 16777215, |
| 7453 | 8492, 8493, 0, 16777215, |
| 7454 | 8495, 8575, 0, 16777215, |
| 7455 | 8579, 12292, 0, 16777215, |
| 7456 | 12294, 12294, 0, 16777215, |
| 7457 | 12296, 12320, 0, 16777215, |
| 7458 | 12336, 12336, 0, 16777215, |
| 7459 | 12342, 12352, 0, 16777215, |
| 7460 | 12437, 12440, 0, 16777215, |
| 7461 | 12443, 12444, 0, 16777215, |
| 7462 | 12447, 12448, 0, 16777215, |
| 7463 | 12539, 12539, 0, 16777215, |
| 7464 | 12543, 12548, 0, 16777215, |
| 7465 | 12589, 19967, 0, 16777215, |
| 7466 | 40870, 44031, 0, 16777215, |
| 7467 | 55204, 1114111, 0, 16777215 ]; |
| 7468 | } |