PluginProbe ʕ •ᴥ•ʔ
Booking for Appointments and Events Calendar – Amelia / 2.4.4
Booking for Appointments and Events Calendar – Amelia v2.4.4
2.4.4 2.4.3 2.4.2 2.4.1 2.4 trunk 1.2.1 1.2.10 1.2.11 1.2.12 1.2.13 1.2.14 1.2.15 1.2.16 1.2.17 1.2.18 1.2.19 1.2.2 1.2.20 1.2.21 1.2.22 1.2.23 1.2.24 1.2.25 1.2.26 1.2.27 1.2.28 1.2.29 1.2.3 1.2.30 1.2.31 1.2.32 1.2.33 1.2.34 1.2.35 1.2.36 1.2.37 1.2.38 1.2.4 1.2.5 1.2.6 1.2.7 1.2.8 1.2.9 2.0 2.0.1 2.0.2 2.1 2.1.1 2.1.2 2.1.3 2.2 2.2.1 2.3
ameliabooking / vendor / masterminds / html5 / src / HTML5 / Serializer / HTML5Entities.php
ameliabooking / vendor / masterminds / html5 / src / HTML5 / Serializer Last commit date
HTML5Entities.php 6 months ago OutputRules.php 6 months ago README.md 1 year ago RulesInterface.php 6 months ago Traverser.php 6 months ago
HTML5Entities.php
1576 lines
1 <?php
2 /**
3 * @file
4 * This contains HTML5 entities to use with serializing.
5 *
6 * The list here is mildly different from the list at Entities because
7 * that list was generated from the w3c. It contains some entities that are
8 * not entirely proper such as &am; which maps to &. This list is meant to be
9 * a fallback for PHP versions prior to PHP 5.4 when dealing with encoding.
10 */
11
12 namespace AmeliaVendor\Masterminds\HTML5\Serializer;
13
14 /**
15 * A mapping of entities to their html5 representation.
16 * Used for older PHP
17 * versions that don't have the mapping.
18 */
19 class HTML5Entities
20 {
21 public static $map = array(
22 ' ' => '&Tab;',
23 "\n" => '&NewLine;',
24 '!' => '&excl;',
25 '"' => '&quot;',
26 '#' => '&num;',
27 '$' => '&dollar;',
28 '%' => '&percnt;',
29 '&' => '&amp;',
30 '\'' => '&apos;',
31 '(' => '&lpar;',
32 ')' => '&rpar;',
33 '*' => '&ast;',
34 '+' => '&plus;',
35 ',' => '&comma;',
36 '.' => '&period;',
37 '/' => '&sol;',
38 ':' => '&colon;',
39 ';' => '&semi;',
40 '<' => '&lt;',
41 '<⃒' => '&nvlt',
42 '=' => '&equals;',
43 '=⃥' => '&bne',
44 '>' => '&gt;',
45 '>⃒' => '&nvgt',
46 '?' => '&quest;',
47 '@' => '&commat;',
48 '[' => '&lbrack;',
49 '\\' => '&bsol;',
50 ']' => '&rsqb;',
51 '^' => '&Hat;',
52 '_' => '&lowbar;',
53 '`' => '&grave;',
54 'fj' => '&fjlig',
55 '{' => '&lbrace;',
56 '|' => '&vert;',
57 '}' => '&rcub;',
58 ' ' => '&nbsp;',
59 '¡' => '&iexcl;',
60 '¢' => '&cent;',
61 '£' => '&pound;',
62 '¤' => '&curren;',
63 '¥' => '&yen;',
64 '¦' => '&brvbar;',
65 '§' => '&sect;',
66 '¨' => '&DoubleDot;',
67 '©' => '&copy;',
68 'ª' => '&ordf;',
69 '«' => '&laquo;',
70 '¬' => '&not;',
71 '­' => '&shy;',
72 '®' => '&reg;',
73 '¯' => '&macr;',
74 '°' => '&deg;',
75 '±' => '&plusmn;',
76 '²' => '&sup2;',
77 '³' => '&sup3;',
78 '´' => '&DiacriticalAcute;',
79 'µ' => '&micro;',
80 '' => '&para;',
81 '·' => '&CenterDot;',
82 '¸' => '&Cedilla;',
83 '¹' => '&sup1;',
84 'º' => '&ordm;',
85 '»' => '&raquo;',
86 '¼' => '&frac14;',
87 '½' => '&half;',
88 '¾' => '&frac34;',
89 '¿' => '&iquest;',
90 'À' => '&Agrave;',
91 'Á' => '&Aacute;',
92 'Â' => '&Acirc;',
93 'Ã' => '&Atilde;',
94 'Ä' => '&Auml;',
95 '�
96 ' => '&Aring;',
97 'Æ' => '&AElig;',
98 'Ç' => '&Ccedil;',
99 'È' => '&Egrave;',
100 'É' => '&Eacute;',
101 'Ê' => '&Ecirc;',
102 'Ë' => '&Euml;',
103 'Ì' => '&Igrave;',
104 'Í' => '&Iacute;',
105 'Î' => '&Icirc;',
106 'Ï' => '&Iuml;',
107 'Ð' => '&ETH;',
108 'Ñ' => '&Ntilde;',
109 'Ò' => '&Ograve;',
110 'Ó' => '&Oacute;',
111 'Ô' => '&Ocirc;',
112 'Õ' => '&Otilde;',
113 'Ö' => '&Ouml;',
114 '×' => '&times;',
115 'Ø' => '&Oslash;',
116 'Ù' => '&Ugrave;',
117 'Ú' => '&Uacute;',
118 'Û' => '&Ucirc;',
119 'Ü' => '&Uuml;',
120 'Ý' => '&Yacute;',
121 'Þ' => '&THORN;',
122 'ß' => '&szlig;',
123 'à' => '&agrave;',
124 'á' => '&aacute;',
125 'â' => '&acirc;',
126 'ã' => '&atilde;',
127 'ä' => '&auml;',
128 'å' => '&aring;',
129 'æ' => '&aelig;',
130 'ç' => '&ccedil;',
131 'è' => '&egrave;',
132 'é' => '&eacute;',
133 'ê' => '&ecirc;',
134 'ë' => '&euml;',
135 'ì' => '&igrave;',
136 'í' => '&iacute;',
137 'î' => '&icirc;',
138 'ï' => '&iuml;',
139 'ð' => '&eth;',
140 'ñ' => '&ntilde;',
141 'ò' => '&ograve;',
142 'ó' => '&oacute;',
143 'ô' => '&ocirc;',
144 'õ' => '&otilde;',
145 'ö' => '&ouml;',
146 '÷' => '&divide;',
147 'ø' => '&oslash;',
148 'ù' => '&ugrave;',
149 'ú' => '&uacute;',
150 'û' => '&ucirc;',
151 'ü' => '&uuml;',
152 'ý' => '&yacute;',
153 'þ' => '&thorn;',
154 'ÿ' => '&yuml;',
155 'Ā' => '&Amacr;',
156 'ā' => '&amacr;',
157 'Ă' => '&Abreve;',
158 'ă' => '&abreve;',
159 'Ą' => '&Aogon;',
160 '�
161 ' => '&aogon;',
162 'Ć' => '&Cacute;',
163 'ć' => '&cacute;',
164 'Ĉ' => '&Ccirc;',
165 'ĉ' => '&ccirc;',
166 'Ċ' => '&Cdot;',
167 'ċ' => '&cdot;',
168 'Č' => '&Ccaron;',
169 'č' => '&ccaron;',
170 'Ď' => '&Dcaron;',
171 'ď' => '&dcaron;',
172 'Đ' => '&Dstrok;',
173 'đ' => '&dstrok;',
174 'Ē' => '&Emacr;',
175 'ē' => '&emacr;',
176 'Ė' => '&Edot;',
177 'ė' => '&edot;',
178 'Ę' => '&Eogon;',
179 'ę' => '&eogon;',
180 'Ě' => '&Ecaron;',
181 'ě' => '&ecaron;',
182 'Ĝ' => '&Gcirc;',
183 'ĝ' => '&gcirc;',
184 'Ğ' => '&Gbreve;',
185 'ğ' => '&gbreve;',
186 'Ġ' => '&Gdot;',
187 'ġ' => '&gdot;',
188 'Ģ' => '&Gcedil;',
189 'Ĥ' => '&Hcirc;',
190 'ĥ' => '&hcirc;',
191 'Ħ' => '&Hstrok;',
192 'ħ' => '&hstrok;',
193 'Ĩ' => '&Itilde;',
194 'ĩ' => '&itilde;',
195 'Ī' => '&Imacr;',
196 'ī' => '&imacr;',
197 'Į' => '&Iogon;',
198 'į' => '&iogon;',
199 'İ' => '&Idot;',
200 'ı' => '&inodot;',
201 'IJ' => '&IJlig;',
202 'ij' => '&ijlig;',
203 'Ĵ' => '&Jcirc;',
204 'ĵ' => '&jcirc;',
205 'Ķ' => '&Kcedil;',
206 'ķ' => '&kcedil;',
207 'ĸ' => '&kgreen;',
208 'Ĺ' => '&Lacute;',
209 'ĺ' => '&lacute;',
210 'Ļ' => '&Lcedil;',
211 'ļ' => '&lcedil;',
212 'Ľ' => '&Lcaron;',
213 'ľ' => '&lcaron;',
214 'Ŀ' => '&Lmidot;',
215 'ŀ' => '&lmidot;',
216 'Ł' => '&Lstrok;',
217 'ł' => '&lstrok;',
218 'Ń' => '&Nacute;',
219 'ń' => '&nacute;',
220 '�
221 ' => '&Ncedil;',
222 'ņ' => '&ncedil;',
223 'Ň' => '&Ncaron;',
224 'ň' => '&ncaron;',
225 'ʼn' => '&napos;',
226 'Ŋ' => '&ENG;',
227 'ŋ' => '&eng;',
228 'Ō' => '&Omacr;',
229 'ō' => '&omacr;',
230 'Ő' => '&Odblac;',
231 'ő' => '&odblac;',
232 'Œ' => '&OElig;',
233 'œ' => '&oelig;',
234 'Ŕ' => '&Racute;',
235 'ŕ' => '&racute;',
236 'Ŗ' => '&Rcedil;',
237 'ŗ' => '&rcedil;',
238 'Ř' => '&Rcaron;',
239 'ř' => '&rcaron;',
240 'Ś' => '&Sacute;',
241 'ś' => '&sacute;',
242 'Ŝ' => '&Scirc;',
243 'ŝ' => '&scirc;',
244 'Ş' => '&Scedil;',
245 'ş' => '&scedil;',
246 'Š' => '&Scaron;',
247 'š' => '&scaron;',
248 'Ţ' => '&Tcedil;',
249 'ţ' => '&tcedil;',
250 'Ť' => '&Tcaron;',
251 'ť' => '&tcaron;',
252 'Ŧ' => '&Tstrok;',
253 'ŧ' => '&tstrok;',
254 'Ũ' => '&Utilde;',
255 'ũ' => '&utilde;',
256 'Ū' => '&Umacr;',
257 'ū' => '&umacr;',
258 'Ŭ' => '&Ubreve;',
259 'ŭ' => '&ubreve;',
260 'Ů' => '&Uring;',
261 'ů' => '&uring;',
262 'Ű' => '&Udblac;',
263 'ű' => '&udblac;',
264 'Ų' => '&Uogon;',
265 'ų' => '&uogon;',
266 'Ŵ' => '&Wcirc;',
267 'ŵ' => '&wcirc;',
268 'Ŷ' => '&Ycirc;',
269 'ŷ' => '&ycirc;',
270 'Ÿ' => '&Yuml;',
271 'Ź' => '&Zacute;',
272 'ź' => '&zacute;',
273 'Ż' => '&Zdot;',
274 'ż' => '&zdot;',
275 'Ž' => '&Zcaron;',
276 'ž' => '&zcaron;',
277 'ƒ' => '&fnof;',
278 'Ƶ' => '&imped;',
279 'ǵ' => '&gacute;',
280 'ȷ' => '&jmath;',
281 'ˆ' => '&circ;',
282 'ˇ' => '&Hacek;',
283 '˘' => '&Breve;',
284 '˙' => '&dot;',
285 '˚' => '&ring;',
286 '˛' => '&ogon;',
287 '˜' => '&DiacriticalTilde;',
288 '˝' => '&DiacriticalDoubleAcute;',
289 '̑' => '&DownBreve;',
290 'Α' => '&Alpha;',
291 'Β' => '&Beta;',
292 'Γ' => '&Gamma;',
293 'Δ' => '&Delta;',
294 'Ε' => '&Epsilon;',
295 'Ζ' => '&Zeta;',
296 'Η' => '&Eta;',
297 'Θ' => '&Theta;',
298 'Ι' => '&Iota;',
299 'Κ' => '&Kappa;',
300 'Λ' => '&Lambda;',
301 'Μ' => '&Mu;',
302 'Ν' => '&Nu;',
303 'Ξ' => '&Xi;',
304 'Ο' => '&Omicron;',
305 'Π' => '&Pi;',
306 'Ρ' => '&Rho;',
307 'Σ' => '&Sigma;',
308 'Τ' => '&Tau;',
309 'Υ' => '&Upsilon;',
310 'Φ' => '&Phi;',
311 'Χ' => '&Chi;',
312 'Ψ' => '&Psi;',
313 'Ω' => '&Omega;',
314 'α' => '&alpha;',
315 'β' => '&beta;',
316 'γ' => '&gamma;',
317 'δ' => '&delta;',
318 'ε' => '&epsi;',
319 'ζ' => '&zeta;',
320 'η' => '&eta;',
321 'θ' => '&theta;',
322 'ι' => '&iota;',
323 'κ' => '&kappa;',
324 'λ' => '&lambda;',
325 'μ' => '&mu;',
326 'ν' => '&nu;',
327 'ξ' => '&xi;',
328 'ο' => '&omicron;',
329 'π' => '&pi;',
330 'ρ' => '&rho;',
331 'ς' => '&sigmav;',
332 'σ' => '&sigma;',
333 'τ' => '&tau;',
334 '�
335 ' => '&upsi;',
336 'φ' => '&phi;',
337 'χ' => '&chi;',
338 'ψ' => '&psi;',
339 'ω' => '&omega;',
340 'ϑ' => '&thetasym;',
341 'ϒ' => '&upsih;',
342 'ϕ' => '&straightphi;',
343 'ϖ' => '&piv;',
344 'Ϝ' => '&Gammad;',
345 'ϝ' => '&gammad;',
346 'ϰ' => '&varkappa;',
347 'ϱ' => '&rhov;',
348 'ϵ' => '&straightepsilon;',
349 '϶' => '&backepsilon;',
350 'Ё' => '&IOcy;',
351 'Ђ' => '&DJcy;',
352 'Ѓ' => '&GJcy;',
353 'Є' => '&Jukcy;',
354 '�
355 ' => '&DScy;',
356 'І' => '&Iukcy;',
357 'Ї' => '&YIcy;',
358 'Ј' => '&Jsercy;',
359 'Љ' => '&LJcy;',
360 'Њ' => '&NJcy;',
361 'Ћ' => '&TSHcy;',
362 'Ќ' => '&KJcy;',
363 'Ў' => '&Ubrcy;',
364 'Џ' => '&DZcy;',
365 'А' => '&Acy;',
366 'Б' => '&Bcy;',
367 'В' => '&Vcy;',
368 'Г' => '&Gcy;',
369 'Д' => '&Dcy;',
370 'Е' => '&IEcy;',
371 'Ж' => '&ZHcy;',
372 'З' => '&Zcy;',
373 'И' => '&Icy;',
374 'Й' => '&Jcy;',
375 'К' => '&Kcy;',
376 'Л' => '&Lcy;',
377 'М' => '&Mcy;',
378 'Н' => '&Ncy;',
379 'О' => '&Ocy;',
380 'П' => '&Pcy;',
381 'Р' => '&Rcy;',
382 'С' => '&Scy;',
383 'Т' => '&Tcy;',
384 'У' => '&Ucy;',
385 'Ф' => '&Fcy;',
386 'Х' => '&KHcy;',
387 'Ц' => '&TScy;',
388 'Ч' => '&CHcy;',
389 'Ш' => '&SHcy;',
390 'Щ' => '&SHCHcy;',
391 'Ъ' => '&HARDcy;',
392 'Ы' => '&Ycy;',
393 'Ь' => '&SOFTcy;',
394 'Э' => '&Ecy;',
395 'Ю' => '&YUcy;',
396 'Я' => '&YAcy;',
397 'а' => '&acy;',
398 'б' => '&bcy;',
399 'в' => '&vcy;',
400 'г' => '&gcy;',
401 'д' => '&dcy;',
402 'е' => '&iecy;',
403 'ж' => '&zhcy;',
404 'з' => '&zcy;',
405 'и' => '&icy;',
406 'й' => '&jcy;',
407 'к' => '&kcy;',
408 'л' => '&lcy;',
409 'м' => '&mcy;',
410 'н' => '&ncy;',
411 'о' => '&ocy;',
412 'п' => '&pcy;',
413 'р' => '&rcy;',
414 'с' => '&scy;',
415 'т' => '&tcy;',
416 'у' => '&ucy;',
417 'ф' => '&fcy;',
418 '�
419 ' => '&khcy;',
420 'ц' => '&tscy;',
421 'ч' => '&chcy;',
422 'ш' => '&shcy;',
423 'щ' => '&shchcy;',
424 'ъ' => '&hardcy;',
425 'ы' => '&ycy;',
426 'ь' => '&softcy;',
427 'э' => '&ecy;',
428 'ю' => '&yucy;',
429 'я' => '&yacy;',
430 'ё' => '&iocy;',
431 'ђ' => '&djcy;',
432 'ѓ' => '&gjcy;',
433 'є' => '&jukcy;',
434 'ѕ' => '&dscy;',
435 'і' => '&iukcy;',
436 'ї' => '&yicy;',
437 'ј' => '&jsercy;',
438 'љ' => '&ljcy;',
439 'њ' => '&njcy;',
440 'ћ' => '&tshcy;',
441 'ќ' => '&kjcy;',
442 'ў' => '&ubrcy;',
443 'џ' => '&dzcy;',
444 '' => '&ensp;',
445 '' => '&emsp;',
446 '' => '&emsp13;',
447 '�
448 ' => '&emsp14;',
449 '' => '&numsp;',
450 '' => '&puncsp;',
451 '' => '&ThinSpace;',
452 '' => '&hairsp;',
453 '' => '&ZeroWidthSpace;',
454 '' => '&zwnj;',
455 '' => '&zwj;',
456 '' => '&lrm;',
457 '' => '&rlm;',
458 '' => '&hyphen;',
459 '' => '&ndash;',
460 '' => '&mdash;',
461 '' => '&horbar;',
462 '' => '&Verbar;',
463 '' => '&OpenCurlyQuote;',
464 '' => '&rsquo;',
465 '' => '&sbquo;',
466 '' => '&OpenCurlyDoubleQuote;',
467 '' => '&rdquo;',
468 '' => '&bdquo;',
469 '' => '&dagger;',
470 '' => '&Dagger;',
471 '' => '&bull;',
472 '' => '&nldr;',
473 '' => '&hellip;',
474 '' => '&permil;',
475 '' => '&pertenk;',
476 '' => '&prime;',
477 '' => '&Prime;',
478 '' => '&tprime;',
479 '' => '&backprime;',
480 '' => '&lsaquo;',
481 '' => '&rsaquo;',
482 '' => '&oline;',
483 '' => '&caret;',
484 '' => '&hybull;',
485 '' => '&frasl;',
486 '' => '&bsemi;',
487 '' => '&qprime;',
488 '' => '&MediumSpace;',
489 '  ' => '&ThickSpace',
490 '' => '&NoBreak;',
491 '' => '&af;',
492 '' => '&InvisibleTimes;',
493 '' => '&ic;',
494 '' => '&euro;',
495 '' => '&TripleDot;',
496 '' => '&DotDot;',
497 '' => '&complexes;',
498 '�
499 ' => '&incare;',
500 '' => '&gscr;',
501 '' => '&HilbertSpace;',
502 '' => '&Hfr;',
503 '' => '&Hopf;',
504 '' => '&planckh;',
505 '' => '&planck;',
506 '' => '&imagline;',
507 '' => '&Ifr;',
508 '' => '&lagran;',
509 '' => '&ell;',
510 '' => '&naturals;',
511 '' => '&numero;',
512 '' => '&copysr;',
513 '' => '&wp;',
514 '' => '&primes;',
515 '' => '&rationals;',
516 '' => '&realine;',
517 '' => '&Rfr;',
518 '' => '&Ropf;',
519 '' => '&rx;',
520 '' => '&trade;',
521 '' => '&Zopf;',
522 '' => '&mho;',
523 '' => '&Zfr;',
524 '' => '&iiota;',
525 '' => '&Bscr;',
526 '' => '&Cfr;',
527 '' => '&escr;',
528 '' => '&expectation;',
529 '' => '&Fouriertrf;',
530 '' => '&Mellintrf;',
531 '' => '&orderof;',
532 '' => '&aleph;',
533 '' => '&beth;',
534 '' => '&gimel;',
535 '' => '&daleth;',
536 '�
537
538 ' => '&CapitalDifferentialD;',
539 '�
540 �' => '&DifferentialD;',
541 '�
542 �' => '&exponentiale;',
543 '�
544 �' => '&ImaginaryI;',
545 '�
546 �' => '&frac13;',
547 '�
548 �' => '&frac23;',
549 '�
550 �' => '&frac15;',
551 '�
552 �' => '&frac25;',
553 '�
554 �' => '&frac35;',
555 '�
556 �' => '&frac45;',
557 '�
558 �' => '&frac16;',
559 '�
560 �' => '&frac56;',
561 '�
562 �' => '&frac18;',
563 '�
564 �' => '&frac38;',
565 '�
566 �' => '&frac58;',
567 '�
568 �' => '&frac78;',
569 '' => '&larr;',
570 '' => '&uarr;',
571 '' => '&srarr;',
572 '' => '&darr;',
573 '' => '&harr;',
574 '' => '&UpDownArrow;',
575 '' => '&nwarrow;',
576 '' => '&UpperRightArrow;',
577 '' => '&LowerRightArrow;',
578 '' => '&swarr;',
579 '' => '&nleftarrow;',
580 '' => '&nrarr;',
581 '' => '&rarrw;',
582 '↝̸' => '&nrarrw',
583 '' => '&Larr;',
584 '' => '&Uarr;',
585 '' => '&twoheadrightarrow;',
586 '' => '&Darr;',
587 '' => '&larrtl;',
588 '' => '&rarrtl;',
589 '' => '&LeftTeeArrow;',
590 '' => '&UpTeeArrow;',
591 '' => '&map;',
592 '' => '&DownTeeArrow;',
593 '' => '&larrhk;',
594 '' => '&rarrhk;',
595 '' => '&larrlp;',
596 '' => '&looparrowright;',
597 '' => '&harrw;',
598 '' => '&nleftrightarrow;',
599 '' => '&Lsh;',
600 '' => '&rsh;',
601 '' => '&ldsh;',
602 '' => '&rdsh;',
603 '' => '&crarr;',
604 '' => '&curvearrowleft;',
605 '' => '&curarr;',
606 '' => '&olarr;',
607 '' => '&orarr;',
608 '' => '&leftharpoonup;',
609 '' => '&leftharpoondown;',
610 '' => '&RightUpVector;',
611 '' => '&uharl;',
612 '' => '&rharu;',
613 '' => '&rhard;',
614 '' => '&RightDownVector;',
615 '' => '&dharl;',
616 '' => '&rightleftarrows;',
617 '�
618 ' => '&udarr;',
619 '' => '&lrarr;',
620 '' => '&llarr;',
621 '' => '&upuparrows;',
622 '' => '&rrarr;',
623 '' => '&downdownarrows;',
624 '' => '&leftrightharpoons;',
625 '' => '&rightleftharpoons;',
626 '' => '&nLeftarrow;',
627 '' => '&nhArr;',
628 '' => '&nrArr;',
629 '' => '&DoubleLeftArrow;',
630 '' => '&DoubleUpArrow;',
631 '' => '&Implies;',
632 '' => '&Downarrow;',
633 '' => '&hArr;',
634 '' => '&Updownarrow;',
635 '' => '&nwArr;',
636 '' => '&neArr;',
637 '' => '&seArr;',
638 '' => '&swArr;',
639 '' => '&lAarr;',
640 '' => '&rAarr;',
641 '' => '&zigrarr;',
642 '' => '&LeftArrowBar;',
643 '' => '&RightArrowBar;',
644 '' => '&DownArrowUpArrow;',
645 '' => '&loarr;',
646 '' => '&roarr;',
647 '' => '&hoarr;',
648 '' => '&forall;',
649 '' => '&comp;',
650 '' => '&part;',
651 '∂̸' => '&npart',
652 '' => '&Exists;',
653 '' => '&nexist;',
654 '�
655 ' => '&empty;',
656 '' => '&nabla;',
657 '' => '&isinv;',
658 '' => '&notin;',
659 '' => '&ReverseElement;',
660 '' => '&notniva;',
661 '' => '&prod;',
662 '' => '&Coproduct;',
663 '' => '&sum;',
664 '' => '&minus;',
665 '' => '&MinusPlus;',
666 '' => '&plusdo;',
667 '' => '&ssetmn;',
668 '' => '&lowast;',
669 '' => '&compfn;',
670 '' => '&Sqrt;',
671 '' => '&prop;',
672 '' => '&infin;',
673 '' => '&angrt;',
674 '' => '&angle;',
675 '∠⃒' => '&nang',
676 '' => '&angmsd;',
677 '' => '&angsph;',
678 '' => '&mid;',
679 '' => '&nshortmid;',
680 '' => '&shortparallel;',
681 '' => '&nparallel;',
682 '' => '&and;',
683 '' => '&or;',
684 '' => '&cap;',
685 '∩︀' => '&caps',
686 '' => '&cup;',
687 '∪︀' => '&cups',
688 '' => '&Integral;',
689 '' => '&Int;',
690 '' => '&tint;',
691 '' => '&ContourIntegral;',
692 '' => '&DoubleContourIntegral;',
693 '' => '&Cconint;',
694 '' => '&cwint;',
695 '' => '&cwconint;',
696 '' => '&awconint;',
697 '' => '&there4;',
698 '' => '&Because;',
699 '' => '&ratio;',
700 '' => '&Colon;',
701 '' => '&minusd;',
702 '' => '&mDDot;',
703 '' => '&homtht;',
704 '' => '&sim;',
705 '∼⃒' => '&nvsim',
706 '' => '&bsim;',
707 '∽̱' => '&race',
708 '' => '&ac;',
709 '∾̳' => '&acE',
710 '' => '&acd;',
711 '' => '&wr;',
712 '' => '&NotTilde;',
713 '' => '&esim;',
714 '≂̸' => '&nesim',
715 '' => '&simeq;',
716 '' => '&nsime;',
717 '�
718 ' => '&TildeFullEqual;',
719 '' => '&simne;',
720 '' => '&ncong;',
721 '' => '&approx;',
722 '' => '&napprox;',
723 '' => '&ape;',
724 '' => '&apid;',
725 '≋̸' => '&napid',
726 '' => '&bcong;',
727 '' => '&CupCap;',
728 '≍⃒' => '&nvap',
729 '' => '&bump;',
730 '≎̸' => '&nbump',
731 '' => '&HumpEqual;',
732 '≏̸' => '&nbumpe',
733 '' => '&esdot;',
734 '≐̸' => '&nedot',
735 '' => '&doteqdot;',
736 '' => '&fallingdotseq;',
737 '' => '&risingdotseq;',
738 '' => '&coloneq;',
739 '' => '&eqcolon;',
740 '' => '&ecir;',
741 '' => '&circeq;',
742 '' => '&wedgeq;',
743 '' => '&veeeq;',
744 '' => '&triangleq;',
745 '' => '&equest;',
746 '' => '&NotEqual;',
747 '' => '&Congruent;',
748 '≡⃥' => '&bnequiv',
749 '' => '&NotCongruent;',
750 '' => '&leq;',
751 '≤⃒' => '&nvle',
752 '' => '&ge;',
753 '≥⃒' => '&nvge',
754 '' => '&lE;',
755 '≦̸' => '&nlE',
756 '' => '&geqq;',
757 '≧̸' => '&NotGreaterFullEqual',
758 '' => '&lneqq;',
759 '≨︀' => '&lvertneqq',
760 '' => '&gneqq;',
761 '≩︀' => '&gvertneqq',
762 '' => '&ll;',
763 '≪̸' => '&nLtv',
764 '≪⃒' => '&nLt',
765 '' => '&gg;',
766 '≫̸' => '&NotGreaterGreater',
767 '≫⃒' => '&nGt',
768 '' => '&between;',
769 '' => '&NotCupCap;',
770 '' => '&NotLess;',
771 '' => '&ngtr;',
772 '' => '&NotLessEqual;',
773 '' => '&ngeq;',
774 '' => '&LessTilde;',
775 '' => '&GreaterTilde;',
776 '' => '&nlsim;',
777 '' => '&ngsim;',
778 '' => '&lessgtr;',
779 '' => '&gl;',
780 '' => '&ntlg;',
781 '' => '&NotGreaterLess;',
782 '' => '&prec;',
783 '' => '&succ;',
784 '' => '&PrecedesSlantEqual;',
785 '' => '&succcurlyeq;',
786 '' => '&precsim;',
787 '' => '&SucceedsTilde;',
788 '≿̸' => '&NotSucceedsTilde',
789 '' => '&npr;',
790 '' => '&NotSucceeds;',
791 '' => '&sub;',
792 '⊂⃒' => '&vnsub',
793 '' => '&sup;',
794 '⊃⃒' => '&nsupset',
795 '' => '&nsub;',
796 '�
797 ' => '&nsup;',
798 '' => '&SubsetEqual;',
799 '' => '&supe;',
800 '' => '&NotSubsetEqual;',
801 '' => '&NotSupersetEqual;',
802 '' => '&subsetneq;',
803 '⊊︀' => '&vsubne',
804 '' => '&supsetneq;',
805 '⊋︀' => '&vsupne',
806 '' => '&cupdot;',
807 '' => '&UnionPlus;',
808 '' => '&sqsub;',
809 '⊏̸' => '&NotSquareSubset',
810 '' => '&sqsupset;',
811 '⊐̸' => '&NotSquareSuperset',
812 '' => '&SquareSubsetEqual;',
813 '' => '&SquareSupersetEqual;',
814 '' => '&sqcap;',
815 '⊓︀' => '&sqcaps',
816 '' => '&sqcup;',
817 '⊔︀' => '&sqcups',
818 '' => '&CirclePlus;',
819 '' => '&ominus;',
820 '' => '&CircleTimes;',
821 '' => '&osol;',
822 '' => '&CircleDot;',
823 '' => '&ocir;',
824 '' => '&oast;',
825 '' => '&odash;',
826 '' => '&boxplus;',
827 '' => '&boxminus;',
828 '' => '&timesb;',
829 '' => '&sdotb;',
830 '' => '&vdash;',
831 '' => '&dashv;',
832 '' => '&DownTee;',
833 '' => '&perp;',
834 '' => '&models;',
835 '' => '&DoubleRightTee;',
836 '' => '&Vdash;',
837 '' => '&Vvdash;',
838 '' => '&VDash;',
839 '' => '&nvdash;',
840 '' => '&nvDash;',
841 '' => '&nVdash;',
842 '' => '&nVDash;',
843 '' => '&prurel;',
844 '' => '&vartriangleleft;',
845 '' => '&vrtri;',
846 '' => '&LeftTriangleEqual;',
847 '⊴⃒' => '&nvltrie',
848 '' => '&RightTriangleEqual;',
849 '⊵⃒' => '&nvrtrie',
850 '' => '&origof;',
851 '' => '&imof;',
852 '' => '&mumap;',
853 '' => '&hercon;',
854 '' => '&intcal;',
855 '' => '&veebar;',
856 '' => '&barvee;',
857 '' => '&angrtvb;',
858 '' => '&lrtri;',
859 '' => '&xwedge;',
860 '' => '&xvee;',
861 '' => '&bigcap;',
862 '' => '&bigcup;',
863 '' => '&diamond;',
864 '�
865 ' => '&sdot;',
866 '' => '&Star;',
867 '' => '&divonx;',
868 '' => '&bowtie;',
869 '' => '&ltimes;',
870 '' => '&rtimes;',
871 '' => '&lthree;',
872 '' => '&rthree;',
873 '' => '&backsimeq;',
874 '' => '&curlyvee;',
875 '' => '&curlywedge;',
876 '' => '&Sub;',
877 '' => '&Supset;',
878 '' => '&Cap;',
879 '' => '&Cup;',
880 '' => '&pitchfork;',
881 '' => '&epar;',
882 '' => '&lessdot;',
883 '' => '&gtrdot;',
884 '' => '&Ll;',
885 '⋘̸' => '&nLl',
886 '' => '&Gg;',
887 '⋙̸' => '&nGg',
888 '' => '&lesseqgtr;',
889 '⋚︀' => '&lesg',
890 '' => '&gtreqless;',
891 '⋛︀' => '&gesl',
892 '' => '&curlyeqprec;',
893 '' => '&cuesc;',
894 '' => '&NotPrecedesSlantEqual;',
895 '' => '&NotSucceedsSlantEqual;',
896 '' => '&NotSquareSubsetEqual;',
897 '' => '&NotSquareSupersetEqual;',
898 '' => '&lnsim;',
899 '' => '&gnsim;',
900 '' => '&precnsim;',
901 '' => '&scnsim;',
902 '' => '&nltri;',
903 '' => '&ntriangleright;',
904 '' => '&nltrie;',
905 '' => '&NotRightTriangleEqual;',
906 '' => '&vellip;',
907 '' => '&ctdot;',
908 '' => '&utdot;',
909 '' => '&dtdot;',
910 '' => '&disin;',
911 '' => '&isinsv;',
912 '' => '&isins;',
913 '' => '&isindot;',
914 '⋵̸' => '&notindot',
915 '' => '&notinvc;',
916 '' => '&notinvb;',
917 '' => '&isinE;',
918 '⋹̸' => '&notinE',
919 '' => '&nisd;',
920 '' => '&xnis;',
921 '' => '&nis;',
922 '' => '&notnivc;',
923 '' => '&notnivb;',
924 '�
925 ' => '&barwed;',
926 '' => '&doublebarwedge;',
927 '' => '&lceil;',
928 '' => '&RightCeiling;',
929 '' => '&LeftFloor;',
930 '' => '&RightFloor;',
931 '' => '&drcrop;',
932 '' => '&dlcrop;',
933 '' => '&urcrop;',
934 '' => '&ulcrop;',
935 '' => '&bnot;',
936 '' => '&profline;',
937 '' => '&profsurf;',
938 '' => '&telrec;',
939 '' => '&target;',
940 '' => '&ulcorner;',
941 '' => '&urcorner;',
942 '' => '&llcorner;',
943 '' => '&drcorn;',
944 '' => '&frown;',
945 '' => '&smile;',
946 '' => '&cylcty;',
947 '' => '&profalar;',
948 '' => '&topbot;',
949 '' => '&ovbar;',
950 '' => '&solbar;',
951 '' => '&angzarr;',
952 '' => '&lmoust;',
953 '' => '&rmoust;',
954 '' => '&OverBracket;',
955 '' => '&bbrk;',
956 '' => '&bbrktbrk;',
957 '' => '&OverParenthesis;',
958 '' => '&UnderParenthesis;',
959 '' => '&OverBrace;',
960 '' => '&UnderBrace;',
961 '' => '&trpezium;',
962 '' => '&elinters;',
963 '' => '&blank;',
964 '' => '&oS;',
965 '' => '&HorizontalLine;',
966 '' => '&boxv;',
967 '' => '&boxdr;',
968 '' => '&boxdl;',
969 '' => '&boxur;',
970 '' => '&boxul;',
971 '' => '&boxvr;',
972 '' => '&boxvl;',
973 '' => '&boxhd;',
974 '' => '&boxhu;',
975 '' => '&boxvh;',
976 '' => '&boxH;',
977 '' => '&boxV;',
978 '' => '&boxdR;',
979 '' => '&boxDr;',
980 '' => '&boxDR;',
981 '' => '&boxdL;',
982 '' => '&boxDl;',
983 '' => '&boxDL;',
984 '' => '&boxuR;',
985 '' => '&boxUr;',
986 '' => '&boxUR;',
987 '' => '&boxuL;',
988 '' => '&boxUl;',
989 '' => '&boxUL;',
990 '' => '&boxvR;',
991 '' => '&boxVr;',
992 '' => '&boxVR;',
993 '' => '&boxvL;',
994 '' => '&boxVl;',
995 '' => '&boxVL;',
996 '' => '&boxHd;',
997 '' => '&boxhD;',
998 '' => '&boxHD;',
999 '' => '&boxHu;',
1000 '' => '&boxhU;',
1001 '' => '&boxHU;',
1002 '' => '&boxvH;',
1003 '' => '&boxVh;',
1004 '' => '&boxVH;',
1005 '' => '&uhblk;',
1006 '' => '&lhblk;',
1007 '' => '&block;',
1008 '' => '&blk14;',
1009 '' => '&blk12;',
1010 '' => '&blk34;',
1011 '' => '&Square;',
1012 '' => '&squarf;',
1013 '' => '&EmptyVerySmallSquare;',
1014 '' => '&rect;',
1015 '' => '&marker;',
1016 '' => '&fltns;',
1017 '' => '&bigtriangleup;',
1018 '' => '&blacktriangle;',
1019 '' => '&triangle;',
1020 '' => '&blacktriangleright;',
1021 '' => '&rtri;',
1022 '' => '&bigtriangledown;',
1023 '' => '&blacktriangledown;',
1024 '' => '&triangledown;',
1025 '' => '&blacktriangleleft;',
1026 '' => '&ltri;',
1027 '' => '&lozenge;',
1028 '' => '&cir;',
1029 '' => '&tridot;',
1030 '' => '&bigcirc;',
1031 '' => '&ultri;',
1032 '' => '&urtri;',
1033 '' => '&lltri;',
1034 '' => '&EmptySmallSquare;',
1035 '' => '&FilledSmallSquare;',
1036 '�
1037 ' => '&starf;',
1038 '' => '&star;',
1039 '' => '&phone;',
1040 '' => '&female;',
1041 '' => '&male;',
1042 '' => '&spadesuit;',
1043 '' => '&clubs;',
1044 '' => '&hearts;',
1045 '' => '&diamondsuit;',
1046 '' => '&sung;',
1047 '' => '&flat;',
1048 '' => '&natur;',
1049 '' => '&sharp;',
1050 '' => '&check;',
1051 '' => '&cross;',
1052 '' => '&maltese;',
1053 '' => '&sext;',
1054 '' => '&VerticalSeparator;',
1055 '' => '&lbbrk;',
1056 '' => '&rbbrk;',
1057 '' => '&bsolhsub;',
1058 '' => '&suphsol;',
1059 '' => '&LeftDoubleBracket;',
1060 '' => '&RightDoubleBracket;',
1061 '' => '&langle;',
1062 '' => '&RightAngleBracket;',
1063 '' => '&Lang;',
1064 '' => '&Rang;',
1065 '' => '&loang;',
1066 '' => '&roang;',
1067 '' => '&longleftarrow;',
1068 '' => '&LongRightArrow;',
1069 '' => '&LongLeftRightArrow;',
1070 '' => '&xlArr;',
1071 '' => '&DoubleLongRightArrow;',
1072 '' => '&xhArr;',
1073 '' => '&xmap;',
1074 '' => '&dzigrarr;',
1075 '' => '&nvlArr;',
1076 '' => '&nvrArr;',
1077 '' => '&nvHarr;',
1078 '�
1079 ' => '&Map;',
1080 '' => '&lbarr;',
1081 '' => '&bkarow;',
1082 '' => '&lBarr;',
1083 '' => '&dbkarow;',
1084 '' => '&drbkarow;',
1085 '' => '&DDotrahd;',
1086 '' => '&UpArrowBar;',
1087 '' => '&DownArrowBar;',
1088 '' => '&Rarrtl;',
1089 '' => '&latail;',
1090 '' => '&ratail;',
1091 '' => '&lAtail;',
1092 '' => '&rAtail;',
1093 '' => '&larrfs;',
1094 '' => '&rarrfs;',
1095 '' => '&larrbfs;',
1096 '' => '&rarrbfs;',
1097 '' => '&nwarhk;',
1098 '' => '&nearhk;',
1099 '' => '&searhk;',
1100 '' => '&swarhk;',
1101 '' => '&nwnear;',
1102 '' => '&toea;',
1103 '' => '&seswar;',
1104 '' => '&swnwar;',
1105 '' => '&rarrc;',
1106 '⤳̸' => '&nrarrc',
1107 '' => '&cudarrr;',
1108 '' => '&ldca;',
1109 '' => '&rdca;',
1110 '' => '&cudarrl;',
1111 '' => '&larrpl;',
1112 '' => '&curarrm;',
1113 '' => '&cularrp;',
1114 '�
1115 ' => '&rarrpl;',
1116 '' => '&harrcir;',
1117 '' => '&Uarrocir;',
1118 '' => '&lurdshar;',
1119 '' => '&ldrushar;',
1120 '' => '&LeftRightVector;',
1121 '' => '&RightUpDownVector;',
1122 '' => '&DownLeftRightVector;',
1123 '' => '&LeftUpDownVector;',
1124 '' => '&LeftVectorBar;',
1125 '' => '&RightVectorBar;',
1126 '' => '&RightUpVectorBar;',
1127 '' => '&RightDownVectorBar;',
1128 '' => '&DownLeftVectorBar;',
1129 '' => '&DownRightVectorBar;',
1130 '' => '&LeftUpVectorBar;',
1131 '' => '&LeftDownVectorBar;',
1132 '' => '&LeftTeeVector;',
1133 '' => '&RightTeeVector;',
1134 '' => '&RightUpTeeVector;',
1135 '' => '&RightDownTeeVector;',
1136 '' => '&DownLeftTeeVector;',
1137 '' => '&DownRightTeeVector;',
1138 '' => '&LeftUpTeeVector;',
1139 '' => '&LeftDownTeeVector;',
1140 '' => '&lHar;',
1141 '' => '&uHar;',
1142 '' => '&rHar;',
1143 '' => '&dHar;',
1144 '' => '&luruhar;',
1145 '' => '&ldrdhar;',
1146 '' => '&ruluhar;',
1147 '' => '&rdldhar;',
1148 '' => '&lharul;',
1149 '' => '&llhard;',
1150 '' => '&rharul;',
1151 '' => '&lrhard;',
1152 '' => '&udhar;',
1153 '' => '&ReverseUpEquilibrium;',
1154 '' => '&RoundImplies;',
1155 '' => '&erarr;',
1156 '' => '&simrarr;',
1157 '' => '&larrsim;',
1158 '' => '&rarrsim;',
1159 '' => '&rarrap;',
1160 '' => '&ltlarr;',
1161 '' => '&gtrarr;',
1162 '' => '&subrarr;',
1163 '' => '&suplarr;',
1164 '' => '&lfisht;',
1165 '' => '&rfisht;',
1166 '' => '&ufisht;',
1167 '⥿' => '&dfisht;',
1168 '�
1169 ' => '&lopar;',
1170 '' => '&ropar;',
1171 '' => '&lbrke;',
1172 '' => '&rbrke;',
1173 '' => '&lbrkslu;',
1174 '' => '&rbrksld;',
1175 '' => '&lbrksld;',
1176 '' => '&rbrkslu;',
1177 '' => '&langd;',
1178 '' => '&rangd;',
1179 '' => '&lparlt;',
1180 '' => '&rpargt;',
1181 '' => '&gtlPar;',
1182 '' => '&ltrPar;',
1183 '' => '&vzigzag;',
1184 '' => '&vangrt;',
1185 '' => '&angrtvbd;',
1186 '' => '&ange;',
1187 '' => '&range;',
1188 '' => '&dwangle;',
1189 '' => '&uwangle;',
1190 '' => '&angmsdaa;',
1191 '' => '&angmsdab;',
1192 '' => '&angmsdac;',
1193 '' => '&angmsdad;',
1194 '' => '&angmsdae;',
1195 '' => '&angmsdaf;',
1196 '' => '&angmsdag;',
1197 '' => '&angmsdah;',
1198 '' => '&bemptyv;',
1199 '' => '&demptyv;',
1200 '' => '&cemptyv;',
1201 '' => '&raemptyv;',
1202 '' => '&laemptyv;',
1203 '' => '&ohbar;',
1204 '' => '&omid;',
1205 '' => '&opar;',
1206 '' => '&operp;',
1207 '' => '&olcross;',
1208 '' => '&odsold;',
1209 '' => '&olcir;',
1210 '⦿' => '&ofcir;',
1211 '' => '&olt;',
1212 '' => '&ogt;',
1213 '' => '&cirscir;',
1214 '' => '&cirE;',
1215 '' => '&solb;',
1216 '�
1217 ' => '&bsolb;',
1218 '' => '&boxbox;',
1219 '' => '&trisb;',
1220 '' => '&rtriltri;',
1221 '' => '&LeftTriangleBar;',
1222 '⧏̸' => '&NotLeftTriangleBar',
1223 '' => '&RightTriangleBar;',
1224 '⧐̸' => '&NotRightTriangleBar',
1225 '' => '&iinfin;',
1226 '' => '&infintie;',
1227 '' => '&nvinfin;',
1228 '' => '&eparsl;',
1229 '' => '&smeparsl;',
1230 '' => '&eqvparsl;',
1231 '' => '&lozf;',
1232 '' => '&RuleDelayed;',
1233 '' => '&dsol;',
1234 '' => '&xodot;',
1235 '' => '&bigoplus;',
1236 '' => '&bigotimes;',
1237 '' => '&biguplus;',
1238 '' => '&bigsqcup;',
1239 '' => '&iiiint;',
1240 '' => '&fpartint;',
1241 '' => '&cirfnint;',
1242 '' => '&awint;',
1243 '' => '&rppolint;',
1244 '' => '&scpolint;',
1245 '' => '&npolint;',
1246 '' => '&pointint;',
1247 '' => '&quatint;',
1248 '' => '&intlarhk;',
1249 '' => '&pluscir;',
1250 '' => '&plusacir;',
1251 '' => '&simplus;',
1252 '' => '&plusdu;',
1253 '' => '&plussim;',
1254 '' => '&plustwo;',
1255 '' => '&mcomma;',
1256 '' => '&minusdu;',
1257 '' => '&loplus;',
1258 '' => '&roplus;',
1259 '' => '&Cross;',
1260 '' => '&timesd;',
1261 '' => '&timesbar;',
1262 '' => '&smashp;',
1263 '' => '&lotimes;',
1264 '' => '&rotimes;',
1265 '' => '&otimesas;',
1266 '' => '&Otimes;',
1267 '' => '&odiv;',
1268 '' => '&triplus;',
1269 '' => '&triminus;',
1270 '' => '&tritime;',
1271 '' => '&iprod;',
1272 '⨿' => '&amalg;',
1273 '' => '&capdot;',
1274 '' => '&ncup;',
1275 '' => '&ncap;',
1276 '' => '&capand;',
1277 '�
1278 ' => '&cupor;',
1279 '' => '&cupcap;',
1280 '' => '&capcup;',
1281 '' => '&cupbrcap;',
1282 '' => '&capbrcup;',
1283 '' => '&cupcup;',
1284 '' => '&capcap;',
1285 '' => '&ccups;',
1286 '' => '&ccaps;',
1287 '' => '&ccupssm;',
1288 '' => '&And;',
1289 '' => '&Or;',
1290 '' => '&andand;',
1291 '' => '&oror;',
1292 '' => '&orslope;',
1293 '' => '&andslope;',
1294 '' => '&andv;',
1295 '' => '&orv;',
1296 '' => '&andd;',
1297 '' => '&ord;',
1298 '' => '&wedbar;',
1299 '' => '&sdote;',
1300 '' => '&simdot;',
1301 '' => '&congdot;',
1302 '⩭̸' => '&ncongdot',
1303 '' => '&easter;',
1304 '' => '&apacir;',
1305 '' => '&apE;',
1306 '⩰̸' => '&napE',
1307 '' => '&eplus;',
1308 '' => '&pluse;',
1309 '' => '&Esim;',
1310 '' => '&Colone;',
1311 '' => '&Equal;',
1312 '' => '&ddotseq;',
1313 '' => '&equivDD;',
1314 '' => '&ltcir;',
1315 '' => '&gtcir;',
1316 '' => '&ltquest;',
1317 '' => '&gtquest;',
1318 '' => '&les;',
1319 '⩽̸' => '&nles',
1320 '' => '&ges;',
1321 '⩾̸' => '&nges',
1322 '⩿' => '&lesdot;',
1323 '' => '&gesdot;',
1324 '' => '&lesdoto;',
1325 '' => '&gesdoto;',
1326 '' => '&lesdotor;',
1327 '' => '&gesdotol;',
1328 '�
1329 ' => '&lap;',
1330 '' => '&gap;',
1331 '' => '&lne;',
1332 '' => '&gne;',
1333 '' => '&lnap;',
1334 '' => '&gnap;',
1335 '' => '&lesseqqgtr;',
1336 '' => '&gEl;',
1337 '' => '&lsime;',
1338 '' => '&gsime;',
1339 '' => '&lsimg;',
1340 '' => '&gsiml;',
1341 '' => '&lgE;',
1342 '' => '&glE;',
1343 '' => '&lesges;',
1344 '' => '&gesles;',
1345 '' => '&els;',
1346 '' => '&egs;',
1347 '' => '&elsdot;',
1348 '' => '&egsdot;',
1349 '' => '&el;',
1350 '' => '&eg;',
1351 '' => '&siml;',
1352 '' => '&simg;',
1353 '' => '&simlE;',
1354 '' => '&simgE;',
1355 '' => '&LessLess;',
1356 '⪡̸' => '&NotNestedLessLess',
1357 '' => '&GreaterGreater;',
1358 '⪢̸' => '&NotNestedGreaterGreater',
1359 '' => '&glj;',
1360 '' => '&gla;',
1361 '' => '&ltcc;',
1362 '' => '&gtcc;',
1363 '' => '&lescc;',
1364 '' => '&gescc;',
1365 '' => '&smt;',
1366 '' => '&lat;',
1367 '' => '&smte;',
1368 '⪬︀' => '&smtes',
1369 '' => '&late;',
1370 '⪭︀' => '&lates',
1371 '' => '&bumpE;',
1372 '' => '&preceq;',
1373 '⪯̸' => '&NotPrecedesEqual',
1374 '' => '&SucceedsEqual;',
1375 '⪰̸' => '&NotSucceedsEqual',
1376 '' => '&prE;',
1377 '' => '&scE;',
1378 '' => '&precneqq;',
1379 '' => '&scnE;',
1380 '' => '&precapprox;',
1381 '' => '&succapprox;',
1382 '' => '&precnapprox;',
1383 '' => '&succnapprox;',
1384 '' => '&Pr;',
1385 '' => '&Sc;',
1386 '' => '&subdot;',
1387 '' => '&supdot;',
1388 '⪿' => '&subplus;',
1389 '' => '&supplus;',
1390 '' => '&submult;',
1391 '' => '&supmult;',
1392 '' => '&subedot;',
1393 '' => '&supedot;',
1394 '�
1395 ' => '&subE;',
1396 '�
1397 ̸' => '&nsubE',
1398 '' => '&supseteqq;',
1399 '⫆̸' => '&nsupseteqq',
1400 '' => '&subsim;',
1401 '' => '&supsim;',
1402 '' => '&subsetneqq;',
1403 '⫋︀' => '&vsubnE',
1404 '' => '&supnE;',
1405 '⫌︀' => '&varsupsetneqq',
1406 '' => '&csub;',
1407 '' => '&csup;',
1408 '' => '&csube;',
1409 '' => '&csupe;',
1410 '' => '&subsup;',
1411 '' => '&supsub;',
1412 '' => '&subsub;',
1413 '' => '&supsup;',
1414 '' => '&suphsub;',
1415 '' => '&supdsub;',
1416 '' => '&forkv;',
1417 '' => '&topfork;',
1418 '' => '&mlcp;',
1419 '' => '&Dashv;',
1420 '' => '&Vdashl;',
1421 '' => '&Barv;',
1422 '' => '&vBar;',
1423 '' => '&vBarv;',
1424 '' => '&Vbar;',
1425 '' => '&Not;',
1426 '' => '&bNot;',
1427 '' => '&rnmid;',
1428 '' => '&cirmid;',
1429 '' => '&midcir;',
1430 '' => '&topcir;',
1431 '' => '&nhpar;',
1432 '' => '&parsim;',
1433 '⫽︀' => '&varsupsetneqq',
1434 '' => '&fflig;',
1435 '' => '&filig;',
1436 '' => '&fllig;',
1437 '' => '&ffilig;',
1438 '' => '&ffllig;',
1439 '𝒜' => '&Ascr;',
1440 '𝒞' => '&Cscr;',
1441 '𝒟' => '&Dscr;',
1442 '𝒢' => '&Gscr;',
1443 '𝒥' => '&Jscr;',
1444 '𝒦' => '&Kscr;',
1445 '𝒩' => '&Nscr;',
1446 '𝒪' => '&Oscr;',
1447 '𝒫' => '&Pscr;',
1448 '𝒬' => '&Qscr;',
1449 '𝒮' => '&Sscr;',
1450 '𝒯' => '&Tscr;',
1451 '𝒰' => '&Uscr;',
1452 '𝒱' => '&Vscr;',
1453 '𝒲' => '&Wscr;',
1454 '𝒳' => '&Xscr;',
1455 '𝒴' => '&Yscr;',
1456 '𝒵' => '&Zscr;',
1457 '𝒶' => '&ascr;',
1458 '𝒷' => '&bscr;',
1459 '𝒸' => '&cscr;',
1460 '𝒹' => '&dscr;',
1461 '𝒻' => '&fscr;',
1462 '𝒽' => '&hscr;',
1463 '𝒾' => '&iscr;',
1464 '𝒿' => '&jscr;',
1465 '𝓀' => '&kscr;',
1466 '𝓁' => '&lscr;',
1467 '𝓂' => '&mscr;',
1468 '𝓃' => '&nscr;',
1469 '�
1470 ' => '&pscr;',
1471 '𝓆' => '&qscr;',
1472 '𝓇' => '&rscr;',
1473 '𝓈' => '&sscr;',
1474 '𝓉' => '&tscr;',
1475 '𝓊' => '&uscr;',
1476 '𝓋' => '&vscr;',
1477 '𝓌' => '&wscr;',
1478 '𝓍' => '&xscr;',
1479 '𝓎' => '&yscr;',
1480 '𝓏' => '&zscr;',
1481 '𝔄' => '&Afr;',
1482 '�
1483 ' => '&Bfr;',
1484 '𝔇' => '&Dfr;',
1485 '𝔈' => '&Efr;',
1486 '𝔉' => '&Ffr;',
1487 '𝔊' => '&Gfr;',
1488 '𝔍' => '&Jfr;',
1489 '𝔎' => '&Kfr;',
1490 '𝔏' => '&Lfr;',
1491 '𝔐' => '&Mfr;',
1492 '𝔑' => '&Nfr;',
1493 '𝔒' => '&Ofr;',
1494 '𝔓' => '&Pfr;',
1495 '𝔔' => '&Qfr;',
1496 '𝔖' => '&Sfr;',
1497 '𝔗' => '&Tfr;',
1498 '𝔘' => '&Ufr;',
1499 '𝔙' => '&Vfr;',
1500 '𝔚' => '&Wfr;',
1501 '𝔛' => '&Xfr;',
1502 '𝔜' => '&Yfr;',
1503 '𝔞' => '&afr;',
1504 '𝔟' => '&bfr;',
1505 '𝔠' => '&cfr;',
1506 '𝔡' => '&dfr;',
1507 '𝔢' => '&efr;',
1508 '𝔣' => '&ffr;',
1509 '𝔤' => '&gfr;',
1510 '𝔥' => '&hfr;',
1511 '𝔦' => '&ifr;',
1512 '𝔧' => '&jfr;',
1513 '𝔨' => '&kfr;',
1514 '𝔩' => '&lfr;',
1515 '𝔪' => '&mfr;',
1516 '𝔫' => '&nfr;',
1517 '𝔬' => '&ofr;',
1518 '𝔭' => '&pfr;',
1519 '𝔮' => '&qfr;',
1520 '𝔯' => '&rfr;',
1521 '𝔰' => '&sfr;',
1522 '𝔱' => '&tfr;',
1523 '𝔲' => '&ufr;',
1524 '𝔳' => '&vfr;',
1525 '𝔴' => '&wfr;',
1526 '𝔵' => '&xfr;',
1527 '𝔶' => '&yfr;',
1528 '𝔷' => '&zfr;',
1529 '𝔸' => '&Aopf;',
1530 '𝔹' => '&Bopf;',
1531 '𝔻' => '&Dopf;',
1532 '𝔼' => '&Eopf;',
1533 '𝔽' => '&Fopf;',
1534 '𝔾' => '&Gopf;',
1535 '𝕀' => '&Iopf;',
1536 '𝕁' => '&Jopf;',
1537 '𝕂' => '&Kopf;',
1538 '𝕃' => '&Lopf;',
1539 '𝕄' => '&Mopf;',
1540 '𝕆' => '&Oopf;',
1541 '𝕊' => '&Sopf;',
1542 '𝕋' => '&Topf;',
1543 '𝕌' => '&Uopf;',
1544 '𝕍' => '&Vopf;',
1545 '𝕎' => '&Wopf;',
1546 '𝕏' => '&Xopf;',
1547 '𝕐' => '&Yopf;',
1548 '𝕒' => '&aopf;',
1549 '𝕓' => '&bopf;',
1550 '𝕔' => '&copf;',
1551 '𝕕' => '&dopf;',
1552 '𝕖' => '&eopf;',
1553 '𝕗' => '&fopf;',
1554 '𝕘' => '&gopf;',
1555 '𝕙' => '&hopf;',
1556 '𝕚' => '&iopf;',
1557 '𝕛' => '&jopf;',
1558 '𝕜' => '&kopf;',
1559 '𝕝' => '&lopf;',
1560 '𝕞' => '&mopf;',
1561 '𝕟' => '&nopf;',
1562 '𝕠' => '&oopf;',
1563 '𝕡' => '&popf;',
1564 '𝕢' => '&qopf;',
1565 '𝕣' => '&ropf;',
1566 '𝕤' => '&sopf;',
1567 '𝕥' => '&topf;',
1568 '𝕦' => '&uopf;',
1569 '𝕧' => '&vopf;',
1570 '𝕨' => '&wopf;',
1571 '𝕩' => '&xopf;',
1572 '𝕪' => '&yopf;',
1573 '𝕫' => '&zopf;',
1574 );
1575 }
1576