source: trip-planner-front/node_modules/ent/reversed.json@ 6fe77af

Last change on this file since 6fe77af was 6a3a178, checked in by Ema <ema_spirova@…>, 3 years ago

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  • Property mode set to 100644
File size: 30.0 KB
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[6a3a178]1{
2 "9": "Tab;",
3 "10": "NewLine;",
4 "33": "excl;",
5 "34": "quot;",
6 "35": "num;",
7 "36": "dollar;",
8 "37": "percnt;",
9 "38": "amp;",
10 "39": "apos;",
11 "40": "lpar;",
12 "41": "rpar;",
13 "42": "midast;",
14 "43": "plus;",
15 "44": "comma;",
16 "46": "period;",
17 "47": "sol;",
18 "58": "colon;",
19 "59": "semi;",
20 "60": "lt;",
21 "61": "equals;",
22 "62": "gt;",
23 "63": "quest;",
24 "64": "commat;",
25 "91": "lsqb;",
26 "92": "bsol;",
27 "93": "rsqb;",
28 "94": "Hat;",
29 "95": "UnderBar;",
30 "96": "grave;",
31 "123": "lcub;",
32 "124": "VerticalLine;",
33 "125": "rcub;",
34 "160": "NonBreakingSpace;",
35 "161": "iexcl;",
36 "162": "cent;",
37 "163": "pound;",
38 "164": "curren;",
39 "165": "yen;",
40 "166": "brvbar;",
41 "167": "sect;",
42 "168": "uml;",
43 "169": "copy;",
44 "170": "ordf;",
45 "171": "laquo;",
46 "172": "not;",
47 "173": "shy;",
48 "174": "reg;",
49 "175": "strns;",
50 "176": "deg;",
51 "177": "pm;",
52 "178": "sup2;",
53 "179": "sup3;",
54 "180": "DiacriticalAcute;",
55 "181": "micro;",
56 "182": "para;",
57 "183": "middot;",
58 "184": "Cedilla;",
59 "185": "sup1;",
60 "186": "ordm;",
61 "187": "raquo;",
62 "188": "frac14;",
63 "189": "half;",
64 "190": "frac34;",
65 "191": "iquest;",
66 "192": "Agrave;",
67 "193": "Aacute;",
68 "194": "Acirc;",
69 "195": "Atilde;",
70 "196": "Auml;",
71 "197": "Aring;",
72 "198": "AElig;",
73 "199": "Ccedil;",
74 "200": "Egrave;",
75 "201": "Eacute;",
76 "202": "Ecirc;",
77 "203": "Euml;",
78 "204": "Igrave;",
79 "205": "Iacute;",
80 "206": "Icirc;",
81 "207": "Iuml;",
82 "208": "ETH;",
83 "209": "Ntilde;",
84 "210": "Ograve;",
85 "211": "Oacute;",
86 "212": "Ocirc;",
87 "213": "Otilde;",
88 "214": "Ouml;",
89 "215": "times;",
90 "216": "Oslash;",
91 "217": "Ugrave;",
92 "218": "Uacute;",
93 "219": "Ucirc;",
94 "220": "Uuml;",
95 "221": "Yacute;",
96 "222": "THORN;",
97 "223": "szlig;",
98 "224": "agrave;",
99 "225": "aacute;",
100 "226": "acirc;",
101 "227": "atilde;",
102 "228": "auml;",
103 "229": "aring;",
104 "230": "aelig;",
105 "231": "ccedil;",
106 "232": "egrave;",
107 "233": "eacute;",
108 "234": "ecirc;",
109 "235": "euml;",
110 "236": "igrave;",
111 "237": "iacute;",
112 "238": "icirc;",
113 "239": "iuml;",
114 "240": "eth;",
115 "241": "ntilde;",
116 "242": "ograve;",
117 "243": "oacute;",
118 "244": "ocirc;",
119 "245": "otilde;",
120 "246": "ouml;",
121 "247": "divide;",
122 "248": "oslash;",
123 "249": "ugrave;",
124 "250": "uacute;",
125 "251": "ucirc;",
126 "252": "uuml;",
127 "253": "yacute;",
128 "254": "thorn;",
129 "255": "yuml;",
130 "256": "Amacr;",
131 "257": "amacr;",
132 "258": "Abreve;",
133 "259": "abreve;",
134 "260": "Aogon;",
135 "261": "aogon;",
136 "262": "Cacute;",
137 "263": "cacute;",
138 "264": "Ccirc;",
139 "265": "ccirc;",
140 "266": "Cdot;",
141 "267": "cdot;",
142 "268": "Ccaron;",
143 "269": "ccaron;",
144 "270": "Dcaron;",
145 "271": "dcaron;",
146 "272": "Dstrok;",
147 "273": "dstrok;",
148 "274": "Emacr;",
149 "275": "emacr;",
150 "278": "Edot;",
151 "279": "edot;",
152 "280": "Eogon;",
153 "281": "eogon;",
154 "282": "Ecaron;",
155 "283": "ecaron;",
156 "284": "Gcirc;",
157 "285": "gcirc;",
158 "286": "Gbreve;",
159 "287": "gbreve;",
160 "288": "Gdot;",
161 "289": "gdot;",
162 "290": "Gcedil;",
163 "292": "Hcirc;",
164 "293": "hcirc;",
165 "294": "Hstrok;",
166 "295": "hstrok;",
167 "296": "Itilde;",
168 "297": "itilde;",
169 "298": "Imacr;",
170 "299": "imacr;",
171 "302": "Iogon;",
172 "303": "iogon;",
173 "304": "Idot;",
174 "305": "inodot;",
175 "306": "IJlig;",
176 "307": "ijlig;",
177 "308": "Jcirc;",
178 "309": "jcirc;",
179 "310": "Kcedil;",
180 "311": "kcedil;",
181 "312": "kgreen;",
182 "313": "Lacute;",
183 "314": "lacute;",
184 "315": "Lcedil;",
185 "316": "lcedil;",
186 "317": "Lcaron;",
187 "318": "lcaron;",
188 "319": "Lmidot;",
189 "320": "lmidot;",
190 "321": "Lstrok;",
191 "322": "lstrok;",
192 "323": "Nacute;",
193 "324": "nacute;",
194 "325": "Ncedil;",
195 "326": "ncedil;",
196 "327": "Ncaron;",
197 "328": "ncaron;",
198 "329": "napos;",
199 "330": "ENG;",
200 "331": "eng;",
201 "332": "Omacr;",
202 "333": "omacr;",
203 "336": "Odblac;",
204 "337": "odblac;",
205 "338": "OElig;",
206 "339": "oelig;",
207 "340": "Racute;",
208 "341": "racute;",
209 "342": "Rcedil;",
210 "343": "rcedil;",
211 "344": "Rcaron;",
212 "345": "rcaron;",
213 "346": "Sacute;",
214 "347": "sacute;",
215 "348": "Scirc;",
216 "349": "scirc;",
217 "350": "Scedil;",
218 "351": "scedil;",
219 "352": "Scaron;",
220 "353": "scaron;",
221 "354": "Tcedil;",
222 "355": "tcedil;",
223 "356": "Tcaron;",
224 "357": "tcaron;",
225 "358": "Tstrok;",
226 "359": "tstrok;",
227 "360": "Utilde;",
228 "361": "utilde;",
229 "362": "Umacr;",
230 "363": "umacr;",
231 "364": "Ubreve;",
232 "365": "ubreve;",
233 "366": "Uring;",
234 "367": "uring;",
235 "368": "Udblac;",
236 "369": "udblac;",
237 "370": "Uogon;",
238 "371": "uogon;",
239 "372": "Wcirc;",
240 "373": "wcirc;",
241 "374": "Ycirc;",
242 "375": "ycirc;",
243 "376": "Yuml;",
244 "377": "Zacute;",
245 "378": "zacute;",
246 "379": "Zdot;",
247 "380": "zdot;",
248 "381": "Zcaron;",
249 "382": "zcaron;",
250 "402": "fnof;",
251 "437": "imped;",
252 "501": "gacute;",
253 "567": "jmath;",
254 "710": "circ;",
255 "711": "Hacek;",
256 "728": "breve;",
257 "729": "dot;",
258 "730": "ring;",
259 "731": "ogon;",
260 "732": "tilde;",
261 "733": "DiacriticalDoubleAcute;",
262 "785": "DownBreve;",
263 "913": "Alpha;",
264 "914": "Beta;",
265 "915": "Gamma;",
266 "916": "Delta;",
267 "917": "Epsilon;",
268 "918": "Zeta;",
269 "919": "Eta;",
270 "920": "Theta;",
271 "921": "Iota;",
272 "922": "Kappa;",
273 "923": "Lambda;",
274 "924": "Mu;",
275 "925": "Nu;",
276 "926": "Xi;",
277 "927": "Omicron;",
278 "928": "Pi;",
279 "929": "Rho;",
280 "931": "Sigma;",
281 "932": "Tau;",
282 "933": "Upsilon;",
283 "934": "Phi;",
284 "935": "Chi;",
285 "936": "Psi;",
286 "937": "Omega;",
287 "945": "alpha;",
288 "946": "beta;",
289 "947": "gamma;",
290 "948": "delta;",
291 "949": "epsilon;",
292 "950": "zeta;",
293 "951": "eta;",
294 "952": "theta;",
295 "953": "iota;",
296 "954": "kappa;",
297 "955": "lambda;",
298 "956": "mu;",
299 "957": "nu;",
300 "958": "xi;",
301 "959": "omicron;",
302 "960": "pi;",
303 "961": "rho;",
304 "962": "varsigma;",
305 "963": "sigma;",
306 "964": "tau;",
307 "965": "upsilon;",
308 "966": "phi;",
309 "967": "chi;",
310 "968": "psi;",
311 "969": "omega;",
312 "977": "vartheta;",
313 "978": "upsih;",
314 "981": "varphi;",
315 "982": "varpi;",
316 "988": "Gammad;",
317 "989": "gammad;",
318 "1008": "varkappa;",
319 "1009": "varrho;",
320 "1013": "varepsilon;",
321 "1014": "bepsi;",
322 "1025": "IOcy;",
323 "1026": "DJcy;",
324 "1027": "GJcy;",
325 "1028": "Jukcy;",
326 "1029": "DScy;",
327 "1030": "Iukcy;",
328 "1031": "YIcy;",
329 "1032": "Jsercy;",
330 "1033": "LJcy;",
331 "1034": "NJcy;",
332 "1035": "TSHcy;",
333 "1036": "KJcy;",
334 "1038": "Ubrcy;",
335 "1039": "DZcy;",
336 "1040": "Acy;",
337 "1041": "Bcy;",
338 "1042": "Vcy;",
339 "1043": "Gcy;",
340 "1044": "Dcy;",
341 "1045": "IEcy;",
342 "1046": "ZHcy;",
343 "1047": "Zcy;",
344 "1048": "Icy;",
345 "1049": "Jcy;",
346 "1050": "Kcy;",
347 "1051": "Lcy;",
348 "1052": "Mcy;",
349 "1053": "Ncy;",
350 "1054": "Ocy;",
351 "1055": "Pcy;",
352 "1056": "Rcy;",
353 "1057": "Scy;",
354 "1058": "Tcy;",
355 "1059": "Ucy;",
356 "1060": "Fcy;",
357 "1061": "KHcy;",
358 "1062": "TScy;",
359 "1063": "CHcy;",
360 "1064": "SHcy;",
361 "1065": "SHCHcy;",
362 "1066": "HARDcy;",
363 "1067": "Ycy;",
364 "1068": "SOFTcy;",
365 "1069": "Ecy;",
366 "1070": "YUcy;",
367 "1071": "YAcy;",
368 "1072": "acy;",
369 "1073": "bcy;",
370 "1074": "vcy;",
371 "1075": "gcy;",
372 "1076": "dcy;",
373 "1077": "iecy;",
374 "1078": "zhcy;",
375 "1079": "zcy;",
376 "1080": "icy;",
377 "1081": "jcy;",
378 "1082": "kcy;",
379 "1083": "lcy;",
380 "1084": "mcy;",
381 "1085": "ncy;",
382 "1086": "ocy;",
383 "1087": "pcy;",
384 "1088": "rcy;",
385 "1089": "scy;",
386 "1090": "tcy;",
387 "1091": "ucy;",
388 "1092": "fcy;",
389 "1093": "khcy;",
390 "1094": "tscy;",
391 "1095": "chcy;",
392 "1096": "shcy;",
393 "1097": "shchcy;",
394 "1098": "hardcy;",
395 "1099": "ycy;",
396 "1100": "softcy;",
397 "1101": "ecy;",
398 "1102": "yucy;",
399 "1103": "yacy;",
400 "1105": "iocy;",
401 "1106": "djcy;",
402 "1107": "gjcy;",
403 "1108": "jukcy;",
404 "1109": "dscy;",
405 "1110": "iukcy;",
406 "1111": "yicy;",
407 "1112": "jsercy;",
408 "1113": "ljcy;",
409 "1114": "njcy;",
410 "1115": "tshcy;",
411 "1116": "kjcy;",
412 "1118": "ubrcy;",
413 "1119": "dzcy;",
414 "8194": "ensp;",
415 "8195": "emsp;",
416 "8196": "emsp13;",
417 "8197": "emsp14;",
418 "8199": "numsp;",
419 "8200": "puncsp;",
420 "8201": "ThinSpace;",
421 "8202": "VeryThinSpace;",
422 "8203": "ZeroWidthSpace;",
423 "8204": "zwnj;",
424 "8205": "zwj;",
425 "8206": "lrm;",
426 "8207": "rlm;",
427 "8208": "hyphen;",
428 "8211": "ndash;",
429 "8212": "mdash;",
430 "8213": "horbar;",
431 "8214": "Vert;",
432 "8216": "OpenCurlyQuote;",
433 "8217": "rsquor;",
434 "8218": "sbquo;",
435 "8220": "OpenCurlyDoubleQuote;",
436 "8221": "rdquor;",
437 "8222": "ldquor;",
438 "8224": "dagger;",
439 "8225": "ddagger;",
440 "8226": "bullet;",
441 "8229": "nldr;",
442 "8230": "mldr;",
443 "8240": "permil;",
444 "8241": "pertenk;",
445 "8242": "prime;",
446 "8243": "Prime;",
447 "8244": "tprime;",
448 "8245": "bprime;",
449 "8249": "lsaquo;",
450 "8250": "rsaquo;",
451 "8254": "OverBar;",
452 "8257": "caret;",
453 "8259": "hybull;",
454 "8260": "frasl;",
455 "8271": "bsemi;",
456 "8279": "qprime;",
457 "8287": "MediumSpace;",
458 "8288": "NoBreak;",
459 "8289": "ApplyFunction;",
460 "8290": "it;",
461 "8291": "InvisibleComma;",
462 "8364": "euro;",
463 "8411": "TripleDot;",
464 "8412": "DotDot;",
465 "8450": "Copf;",
466 "8453": "incare;",
467 "8458": "gscr;",
468 "8459": "Hscr;",
469 "8460": "Poincareplane;",
470 "8461": "quaternions;",
471 "8462": "planckh;",
472 "8463": "plankv;",
473 "8464": "Iscr;",
474 "8465": "imagpart;",
475 "8466": "Lscr;",
476 "8467": "ell;",
477 "8469": "Nopf;",
478 "8470": "numero;",
479 "8471": "copysr;",
480 "8472": "wp;",
481 "8473": "primes;",
482 "8474": "rationals;",
483 "8475": "Rscr;",
484 "8476": "Rfr;",
485 "8477": "Ropf;",
486 "8478": "rx;",
487 "8482": "trade;",
488 "8484": "Zopf;",
489 "8487": "mho;",
490 "8488": "Zfr;",
491 "8489": "iiota;",
492 "8492": "Bscr;",
493 "8493": "Cfr;",
494 "8495": "escr;",
495 "8496": "expectation;",
496 "8497": "Fscr;",
497 "8499": "phmmat;",
498 "8500": "oscr;",
499 "8501": "aleph;",
500 "8502": "beth;",
501 "8503": "gimel;",
502 "8504": "daleth;",
503 "8517": "DD;",
504 "8518": "DifferentialD;",
505 "8519": "exponentiale;",
506 "8520": "ImaginaryI;",
507 "8531": "frac13;",
508 "8532": "frac23;",
509 "8533": "frac15;",
510 "8534": "frac25;",
511 "8535": "frac35;",
512 "8536": "frac45;",
513 "8537": "frac16;",
514 "8538": "frac56;",
515 "8539": "frac18;",
516 "8540": "frac38;",
517 "8541": "frac58;",
518 "8542": "frac78;",
519 "8592": "slarr;",
520 "8593": "uparrow;",
521 "8594": "srarr;",
522 "8595": "ShortDownArrow;",
523 "8596": "leftrightarrow;",
524 "8597": "varr;",
525 "8598": "UpperLeftArrow;",
526 "8599": "UpperRightArrow;",
527 "8600": "searrow;",
528 "8601": "swarrow;",
529 "8602": "nleftarrow;",
530 "8603": "nrightarrow;",
531 "8605": "rightsquigarrow;",
532 "8606": "twoheadleftarrow;",
533 "8607": "Uarr;",
534 "8608": "twoheadrightarrow;",
535 "8609": "Darr;",
536 "8610": "leftarrowtail;",
537 "8611": "rightarrowtail;",
538 "8612": "mapstoleft;",
539 "8613": "UpTeeArrow;",
540 "8614": "RightTeeArrow;",
541 "8615": "mapstodown;",
542 "8617": "larrhk;",
543 "8618": "rarrhk;",
544 "8619": "looparrowleft;",
545 "8620": "rarrlp;",
546 "8621": "leftrightsquigarrow;",
547 "8622": "nleftrightarrow;",
548 "8624": "lsh;",
549 "8625": "rsh;",
550 "8626": "ldsh;",
551 "8627": "rdsh;",
552 "8629": "crarr;",
553 "8630": "curvearrowleft;",
554 "8631": "curvearrowright;",
555 "8634": "olarr;",
556 "8635": "orarr;",
557 "8636": "lharu;",
558 "8637": "lhard;",
559 "8638": "upharpoonright;",
560 "8639": "upharpoonleft;",
561 "8640": "RightVector;",
562 "8641": "rightharpoondown;",
563 "8642": "RightDownVector;",
564 "8643": "LeftDownVector;",
565 "8644": "rlarr;",
566 "8645": "UpArrowDownArrow;",
567 "8646": "lrarr;",
568 "8647": "llarr;",
569 "8648": "uuarr;",
570 "8649": "rrarr;",
571 "8650": "downdownarrows;",
572 "8651": "ReverseEquilibrium;",
573 "8652": "rlhar;",
574 "8653": "nLeftarrow;",
575 "8654": "nLeftrightarrow;",
576 "8655": "nRightarrow;",
577 "8656": "Leftarrow;",
578 "8657": "Uparrow;",
579 "8658": "Rightarrow;",
580 "8659": "Downarrow;",
581 "8660": "Leftrightarrow;",
582 "8661": "vArr;",
583 "8662": "nwArr;",
584 "8663": "neArr;",
585 "8664": "seArr;",
586 "8665": "swArr;",
587 "8666": "Lleftarrow;",
588 "8667": "Rrightarrow;",
589 "8669": "zigrarr;",
590 "8676": "LeftArrowBar;",
591 "8677": "RightArrowBar;",
592 "8693": "duarr;",
593 "8701": "loarr;",
594 "8702": "roarr;",
595 "8703": "hoarr;",
596 "8704": "forall;",
597 "8705": "complement;",
598 "8706": "PartialD;",
599 "8707": "Exists;",
600 "8708": "NotExists;",
601 "8709": "varnothing;",
602 "8711": "nabla;",
603 "8712": "isinv;",
604 "8713": "notinva;",
605 "8715": "SuchThat;",
606 "8716": "NotReverseElement;",
607 "8719": "Product;",
608 "8720": "Coproduct;",
609 "8721": "sum;",
610 "8722": "minus;",
611 "8723": "mp;",
612 "8724": "plusdo;",
613 "8726": "ssetmn;",
614 "8727": "lowast;",
615 "8728": "SmallCircle;",
616 "8730": "Sqrt;",
617 "8733": "vprop;",
618 "8734": "infin;",
619 "8735": "angrt;",
620 "8736": "angle;",
621 "8737": "measuredangle;",
622 "8738": "angsph;",
623 "8739": "VerticalBar;",
624 "8740": "nsmid;",
625 "8741": "spar;",
626 "8742": "nspar;",
627 "8743": "wedge;",
628 "8744": "vee;",
629 "8745": "cap;",
630 "8746": "cup;",
631 "8747": "Integral;",
632 "8748": "Int;",
633 "8749": "tint;",
634 "8750": "oint;",
635 "8751": "DoubleContourIntegral;",
636 "8752": "Cconint;",
637 "8753": "cwint;",
638 "8754": "cwconint;",
639 "8755": "CounterClockwiseContourIntegral;",
640 "8756": "therefore;",
641 "8757": "because;",
642 "8758": "ratio;",
643 "8759": "Proportion;",
644 "8760": "minusd;",
645 "8762": "mDDot;",
646 "8763": "homtht;",
647 "8764": "Tilde;",
648 "8765": "bsim;",
649 "8766": "mstpos;",
650 "8767": "acd;",
651 "8768": "wreath;",
652 "8769": "nsim;",
653 "8770": "esim;",
654 "8771": "TildeEqual;",
655 "8772": "nsimeq;",
656 "8773": "TildeFullEqual;",
657 "8774": "simne;",
658 "8775": "NotTildeFullEqual;",
659 "8776": "TildeTilde;",
660 "8777": "NotTildeTilde;",
661 "8778": "approxeq;",
662 "8779": "apid;",
663 "8780": "bcong;",
664 "8781": "CupCap;",
665 "8782": "HumpDownHump;",
666 "8783": "HumpEqual;",
667 "8784": "esdot;",
668 "8785": "eDot;",
669 "8786": "fallingdotseq;",
670 "8787": "risingdotseq;",
671 "8788": "coloneq;",
672 "8789": "eqcolon;",
673 "8790": "eqcirc;",
674 "8791": "cire;",
675 "8793": "wedgeq;",
676 "8794": "veeeq;",
677 "8796": "trie;",
678 "8799": "questeq;",
679 "8800": "NotEqual;",
680 "8801": "equiv;",
681 "8802": "NotCongruent;",
682 "8804": "leq;",
683 "8805": "GreaterEqual;",
684 "8806": "LessFullEqual;",
685 "8807": "GreaterFullEqual;",
686 "8808": "lneqq;",
687 "8809": "gneqq;",
688 "8810": "NestedLessLess;",
689 "8811": "NestedGreaterGreater;",
690 "8812": "twixt;",
691 "8813": "NotCupCap;",
692 "8814": "NotLess;",
693 "8815": "NotGreater;",
694 "8816": "NotLessEqual;",
695 "8817": "NotGreaterEqual;",
696 "8818": "lsim;",
697 "8819": "gtrsim;",
698 "8820": "NotLessTilde;",
699 "8821": "NotGreaterTilde;",
700 "8822": "lg;",
701 "8823": "gtrless;",
702 "8824": "ntlg;",
703 "8825": "ntgl;",
704 "8826": "Precedes;",
705 "8827": "Succeeds;",
706 "8828": "PrecedesSlantEqual;",
707 "8829": "SucceedsSlantEqual;",
708 "8830": "prsim;",
709 "8831": "succsim;",
710 "8832": "nprec;",
711 "8833": "nsucc;",
712 "8834": "subset;",
713 "8835": "supset;",
714 "8836": "nsub;",
715 "8837": "nsup;",
716 "8838": "SubsetEqual;",
717 "8839": "supseteq;",
718 "8840": "nsubseteq;",
719 "8841": "nsupseteq;",
720 "8842": "subsetneq;",
721 "8843": "supsetneq;",
722 "8845": "cupdot;",
723 "8846": "uplus;",
724 "8847": "SquareSubset;",
725 "8848": "SquareSuperset;",
726 "8849": "SquareSubsetEqual;",
727 "8850": "SquareSupersetEqual;",
728 "8851": "SquareIntersection;",
729 "8852": "SquareUnion;",
730 "8853": "oplus;",
731 "8854": "ominus;",
732 "8855": "otimes;",
733 "8856": "osol;",
734 "8857": "odot;",
735 "8858": "ocir;",
736 "8859": "oast;",
737 "8861": "odash;",
738 "8862": "plusb;",
739 "8863": "minusb;",
740 "8864": "timesb;",
741 "8865": "sdotb;",
742 "8866": "vdash;",
743 "8867": "LeftTee;",
744 "8868": "top;",
745 "8869": "UpTee;",
746 "8871": "models;",
747 "8872": "vDash;",
748 "8873": "Vdash;",
749 "8874": "Vvdash;",
750 "8875": "VDash;",
751 "8876": "nvdash;",
752 "8877": "nvDash;",
753 "8878": "nVdash;",
754 "8879": "nVDash;",
755 "8880": "prurel;",
756 "8882": "vltri;",
757 "8883": "vrtri;",
758 "8884": "trianglelefteq;",
759 "8885": "trianglerighteq;",
760 "8886": "origof;",
761 "8887": "imof;",
762 "8888": "mumap;",
763 "8889": "hercon;",
764 "8890": "intercal;",
765 "8891": "veebar;",
766 "8893": "barvee;",
767 "8894": "angrtvb;",
768 "8895": "lrtri;",
769 "8896": "xwedge;",
770 "8897": "xvee;",
771 "8898": "xcap;",
772 "8899": "xcup;",
773 "8900": "diamond;",
774 "8901": "sdot;",
775 "8902": "Star;",
776 "8903": "divonx;",
777 "8904": "bowtie;",
778 "8905": "ltimes;",
779 "8906": "rtimes;",
780 "8907": "lthree;",
781 "8908": "rthree;",
782 "8909": "bsime;",
783 "8910": "cuvee;",
784 "8911": "cuwed;",
785 "8912": "Subset;",
786 "8913": "Supset;",
787 "8914": "Cap;",
788 "8915": "Cup;",
789 "8916": "pitchfork;",
790 "8917": "epar;",
791 "8918": "ltdot;",
792 "8919": "gtrdot;",
793 "8920": "Ll;",
794 "8921": "ggg;",
795 "8922": "LessEqualGreater;",
796 "8923": "gtreqless;",
797 "8926": "curlyeqprec;",
798 "8927": "curlyeqsucc;",
799 "8928": "nprcue;",
800 "8929": "nsccue;",
801 "8930": "nsqsube;",
802 "8931": "nsqsupe;",
803 "8934": "lnsim;",
804 "8935": "gnsim;",
805 "8936": "prnsim;",
806 "8937": "succnsim;",
807 "8938": "ntriangleleft;",
808 "8939": "ntriangleright;",
809 "8940": "ntrianglelefteq;",
810 "8941": "ntrianglerighteq;",
811 "8942": "vellip;",
812 "8943": "ctdot;",
813 "8944": "utdot;",
814 "8945": "dtdot;",
815 "8946": "disin;",
816 "8947": "isinsv;",
817 "8948": "isins;",
818 "8949": "isindot;",
819 "8950": "notinvc;",
820 "8951": "notinvb;",
821 "8953": "isinE;",
822 "8954": "nisd;",
823 "8955": "xnis;",
824 "8956": "nis;",
825 "8957": "notnivc;",
826 "8958": "notnivb;",
827 "8965": "barwedge;",
828 "8966": "doublebarwedge;",
829 "8968": "LeftCeiling;",
830 "8969": "RightCeiling;",
831 "8970": "lfloor;",
832 "8971": "RightFloor;",
833 "8972": "drcrop;",
834 "8973": "dlcrop;",
835 "8974": "urcrop;",
836 "8975": "ulcrop;",
837 "8976": "bnot;",
838 "8978": "profline;",
839 "8979": "profsurf;",
840 "8981": "telrec;",
841 "8982": "target;",
842 "8988": "ulcorner;",
843 "8989": "urcorner;",
844 "8990": "llcorner;",
845 "8991": "lrcorner;",
846 "8994": "sfrown;",
847 "8995": "ssmile;",
848 "9005": "cylcty;",
849 "9006": "profalar;",
850 "9014": "topbot;",
851 "9021": "ovbar;",
852 "9023": "solbar;",
853 "9084": "angzarr;",
854 "9136": "lmoustache;",
855 "9137": "rmoustache;",
856 "9140": "tbrk;",
857 "9141": "UnderBracket;",
858 "9142": "bbrktbrk;",
859 "9180": "OverParenthesis;",
860 "9181": "UnderParenthesis;",
861 "9182": "OverBrace;",
862 "9183": "UnderBrace;",
863 "9186": "trpezium;",
864 "9191": "elinters;",
865 "9251": "blank;",
866 "9416": "oS;",
867 "9472": "HorizontalLine;",
868 "9474": "boxv;",
869 "9484": "boxdr;",
870 "9488": "boxdl;",
871 "9492": "boxur;",
872 "9496": "boxul;",
873 "9500": "boxvr;",
874 "9508": "boxvl;",
875 "9516": "boxhd;",
876 "9524": "boxhu;",
877 "9532": "boxvh;",
878 "9552": "boxH;",
879 "9553": "boxV;",
880 "9554": "boxdR;",
881 "9555": "boxDr;",
882 "9556": "boxDR;",
883 "9557": "boxdL;",
884 "9558": "boxDl;",
885 "9559": "boxDL;",
886 "9560": "boxuR;",
887 "9561": "boxUr;",
888 "9562": "boxUR;",
889 "9563": "boxuL;",
890 "9564": "boxUl;",
891 "9565": "boxUL;",
892 "9566": "boxvR;",
893 "9567": "boxVr;",
894 "9568": "boxVR;",
895 "9569": "boxvL;",
896 "9570": "boxVl;",
897 "9571": "boxVL;",
898 "9572": "boxHd;",
899 "9573": "boxhD;",
900 "9574": "boxHD;",
901 "9575": "boxHu;",
902 "9576": "boxhU;",
903 "9577": "boxHU;",
904 "9578": "boxvH;",
905 "9579": "boxVh;",
906 "9580": "boxVH;",
907 "9600": "uhblk;",
908 "9604": "lhblk;",
909 "9608": "block;",
910 "9617": "blk14;",
911 "9618": "blk12;",
912 "9619": "blk34;",
913 "9633": "square;",
914 "9642": "squf;",
915 "9643": "EmptyVerySmallSquare;",
916 "9645": "rect;",
917 "9646": "marker;",
918 "9649": "fltns;",
919 "9651": "xutri;",
920 "9652": "utrif;",
921 "9653": "utri;",
922 "9656": "rtrif;",
923 "9657": "triangleright;",
924 "9661": "xdtri;",
925 "9662": "dtrif;",
926 "9663": "triangledown;",
927 "9666": "ltrif;",
928 "9667": "triangleleft;",
929 "9674": "lozenge;",
930 "9675": "cir;",
931 "9708": "tridot;",
932 "9711": "xcirc;",
933 "9720": "ultri;",
934 "9721": "urtri;",
935 "9722": "lltri;",
936 "9723": "EmptySmallSquare;",
937 "9724": "FilledSmallSquare;",
938 "9733": "starf;",
939 "9734": "star;",
940 "9742": "phone;",
941 "9792": "female;",
942 "9794": "male;",
943 "9824": "spadesuit;",
944 "9827": "clubsuit;",
945 "9829": "heartsuit;",
946 "9830": "diams;",
947 "9834": "sung;",
948 "9837": "flat;",
949 "9838": "natural;",
950 "9839": "sharp;",
951 "10003": "checkmark;",
952 "10007": "cross;",
953 "10016": "maltese;",
954 "10038": "sext;",
955 "10072": "VerticalSeparator;",
956 "10098": "lbbrk;",
957 "10099": "rbbrk;",
958 "10184": "bsolhsub;",
959 "10185": "suphsol;",
960 "10214": "lobrk;",
961 "10215": "robrk;",
962 "10216": "LeftAngleBracket;",
963 "10217": "RightAngleBracket;",
964 "10218": "Lang;",
965 "10219": "Rang;",
966 "10220": "loang;",
967 "10221": "roang;",
968 "10229": "xlarr;",
969 "10230": "xrarr;",
970 "10231": "xharr;",
971 "10232": "xlArr;",
972 "10233": "xrArr;",
973 "10234": "xhArr;",
974 "10236": "xmap;",
975 "10239": "dzigrarr;",
976 "10498": "nvlArr;",
977 "10499": "nvrArr;",
978 "10500": "nvHarr;",
979 "10501": "Map;",
980 "10508": "lbarr;",
981 "10509": "rbarr;",
982 "10510": "lBarr;",
983 "10511": "rBarr;",
984 "10512": "RBarr;",
985 "10513": "DDotrahd;",
986 "10514": "UpArrowBar;",
987 "10515": "DownArrowBar;",
988 "10518": "Rarrtl;",
989 "10521": "latail;",
990 "10522": "ratail;",
991 "10523": "lAtail;",
992 "10524": "rAtail;",
993 "10525": "larrfs;",
994 "10526": "rarrfs;",
995 "10527": "larrbfs;",
996 "10528": "rarrbfs;",
997 "10531": "nwarhk;",
998 "10532": "nearhk;",
999 "10533": "searhk;",
1000 "10534": "swarhk;",
1001 "10535": "nwnear;",
1002 "10536": "toea;",
1003 "10537": "tosa;",
1004 "10538": "swnwar;",
1005 "10547": "rarrc;",
1006 "10549": "cudarrr;",
1007 "10550": "ldca;",
1008 "10551": "rdca;",
1009 "10552": "cudarrl;",
1010 "10553": "larrpl;",
1011 "10556": "curarrm;",
1012 "10557": "cularrp;",
1013 "10565": "rarrpl;",
1014 "10568": "harrcir;",
1015 "10569": "Uarrocir;",
1016 "10570": "lurdshar;",
1017 "10571": "ldrushar;",
1018 "10574": "LeftRightVector;",
1019 "10575": "RightUpDownVector;",
1020 "10576": "DownLeftRightVector;",
1021 "10577": "LeftUpDownVector;",
1022 "10578": "LeftVectorBar;",
1023 "10579": "RightVectorBar;",
1024 "10580": "RightUpVectorBar;",
1025 "10581": "RightDownVectorBar;",
1026 "10582": "DownLeftVectorBar;",
1027 "10583": "DownRightVectorBar;",
1028 "10584": "LeftUpVectorBar;",
1029 "10585": "LeftDownVectorBar;",
1030 "10586": "LeftTeeVector;",
1031 "10587": "RightTeeVector;",
1032 "10588": "RightUpTeeVector;",
1033 "10589": "RightDownTeeVector;",
1034 "10590": "DownLeftTeeVector;",
1035 "10591": "DownRightTeeVector;",
1036 "10592": "LeftUpTeeVector;",
1037 "10593": "LeftDownTeeVector;",
1038 "10594": "lHar;",
1039 "10595": "uHar;",
1040 "10596": "rHar;",
1041 "10597": "dHar;",
1042 "10598": "luruhar;",
1043 "10599": "ldrdhar;",
1044 "10600": "ruluhar;",
1045 "10601": "rdldhar;",
1046 "10602": "lharul;",
1047 "10603": "llhard;",
1048 "10604": "rharul;",
1049 "10605": "lrhard;",
1050 "10606": "UpEquilibrium;",
1051 "10607": "ReverseUpEquilibrium;",
1052 "10608": "RoundImplies;",
1053 "10609": "erarr;",
1054 "10610": "simrarr;",
1055 "10611": "larrsim;",
1056 "10612": "rarrsim;",
1057 "10613": "rarrap;",
1058 "10614": "ltlarr;",
1059 "10616": "gtrarr;",
1060 "10617": "subrarr;",
1061 "10619": "suplarr;",
1062 "10620": "lfisht;",
1063 "10621": "rfisht;",
1064 "10622": "ufisht;",
1065 "10623": "dfisht;",
1066 "10629": "lopar;",
1067 "10630": "ropar;",
1068 "10635": "lbrke;",
1069 "10636": "rbrke;",
1070 "10637": "lbrkslu;",
1071 "10638": "rbrksld;",
1072 "10639": "lbrksld;",
1073 "10640": "rbrkslu;",
1074 "10641": "langd;",
1075 "10642": "rangd;",
1076 "10643": "lparlt;",
1077 "10644": "rpargt;",
1078 "10645": "gtlPar;",
1079 "10646": "ltrPar;",
1080 "10650": "vzigzag;",
1081 "10652": "vangrt;",
1082 "10653": "angrtvbd;",
1083 "10660": "ange;",
1084 "10661": "range;",
1085 "10662": "dwangle;",
1086 "10663": "uwangle;",
1087 "10664": "angmsdaa;",
1088 "10665": "angmsdab;",
1089 "10666": "angmsdac;",
1090 "10667": "angmsdad;",
1091 "10668": "angmsdae;",
1092 "10669": "angmsdaf;",
1093 "10670": "angmsdag;",
1094 "10671": "angmsdah;",
1095 "10672": "bemptyv;",
1096 "10673": "demptyv;",
1097 "10674": "cemptyv;",
1098 "10675": "raemptyv;",
1099 "10676": "laemptyv;",
1100 "10677": "ohbar;",
1101 "10678": "omid;",
1102 "10679": "opar;",
1103 "10681": "operp;",
1104 "10683": "olcross;",
1105 "10684": "odsold;",
1106 "10686": "olcir;",
1107 "10687": "ofcir;",
1108 "10688": "olt;",
1109 "10689": "ogt;",
1110 "10690": "cirscir;",
1111 "10691": "cirE;",
1112 "10692": "solb;",
1113 "10693": "bsolb;",
1114 "10697": "boxbox;",
1115 "10701": "trisb;",
1116 "10702": "rtriltri;",
1117 "10703": "LeftTriangleBar;",
1118 "10704": "RightTriangleBar;",
1119 "10716": "iinfin;",
1120 "10717": "infintie;",
1121 "10718": "nvinfin;",
1122 "10723": "eparsl;",
1123 "10724": "smeparsl;",
1124 "10725": "eqvparsl;",
1125 "10731": "lozf;",
1126 "10740": "RuleDelayed;",
1127 "10742": "dsol;",
1128 "10752": "xodot;",
1129 "10753": "xoplus;",
1130 "10754": "xotime;",
1131 "10756": "xuplus;",
1132 "10758": "xsqcup;",
1133 "10764": "qint;",
1134 "10765": "fpartint;",
1135 "10768": "cirfnint;",
1136 "10769": "awint;",
1137 "10770": "rppolint;",
1138 "10771": "scpolint;",
1139 "10772": "npolint;",
1140 "10773": "pointint;",
1141 "10774": "quatint;",
1142 "10775": "intlarhk;",
1143 "10786": "pluscir;",
1144 "10787": "plusacir;",
1145 "10788": "simplus;",
1146 "10789": "plusdu;",
1147 "10790": "plussim;",
1148 "10791": "plustwo;",
1149 "10793": "mcomma;",
1150 "10794": "minusdu;",
1151 "10797": "loplus;",
1152 "10798": "roplus;",
1153 "10799": "Cross;",
1154 "10800": "timesd;",
1155 "10801": "timesbar;",
1156 "10803": "smashp;",
1157 "10804": "lotimes;",
1158 "10805": "rotimes;",
1159 "10806": "otimesas;",
1160 "10807": "Otimes;",
1161 "10808": "odiv;",
1162 "10809": "triplus;",
1163 "10810": "triminus;",
1164 "10811": "tritime;",
1165 "10812": "iprod;",
1166 "10815": "amalg;",
1167 "10816": "capdot;",
1168 "10818": "ncup;",
1169 "10819": "ncap;",
1170 "10820": "capand;",
1171 "10821": "cupor;",
1172 "10822": "cupcap;",
1173 "10823": "capcup;",
1174 "10824": "cupbrcap;",
1175 "10825": "capbrcup;",
1176 "10826": "cupcup;",
1177 "10827": "capcap;",
1178 "10828": "ccups;",
1179 "10829": "ccaps;",
1180 "10832": "ccupssm;",
1181 "10835": "And;",
1182 "10836": "Or;",
1183 "10837": "andand;",
1184 "10838": "oror;",
1185 "10839": "orslope;",
1186 "10840": "andslope;",
1187 "10842": "andv;",
1188 "10843": "orv;",
1189 "10844": "andd;",
1190 "10845": "ord;",
1191 "10847": "wedbar;",
1192 "10854": "sdote;",
1193 "10858": "simdot;",
1194 "10861": "congdot;",
1195 "10862": "easter;",
1196 "10863": "apacir;",
1197 "10864": "apE;",
1198 "10865": "eplus;",
1199 "10866": "pluse;",
1200 "10867": "Esim;",
1201 "10868": "Colone;",
1202 "10869": "Equal;",
1203 "10871": "eDDot;",
1204 "10872": "equivDD;",
1205 "10873": "ltcir;",
1206 "10874": "gtcir;",
1207 "10875": "ltquest;",
1208 "10876": "gtquest;",
1209 "10877": "LessSlantEqual;",
1210 "10878": "GreaterSlantEqual;",
1211 "10879": "lesdot;",
1212 "10880": "gesdot;",
1213 "10881": "lesdoto;",
1214 "10882": "gesdoto;",
1215 "10883": "lesdotor;",
1216 "10884": "gesdotol;",
1217 "10885": "lessapprox;",
1218 "10886": "gtrapprox;",
1219 "10887": "lneq;",
1220 "10888": "gneq;",
1221 "10889": "lnapprox;",
1222 "10890": "gnapprox;",
1223 "10891": "lesseqqgtr;",
1224 "10892": "gtreqqless;",
1225 "10893": "lsime;",
1226 "10894": "gsime;",
1227 "10895": "lsimg;",
1228 "10896": "gsiml;",
1229 "10897": "lgE;",
1230 "10898": "glE;",
1231 "10899": "lesges;",
1232 "10900": "gesles;",
1233 "10901": "eqslantless;",
1234 "10902": "eqslantgtr;",
1235 "10903": "elsdot;",
1236 "10904": "egsdot;",
1237 "10905": "el;",
1238 "10906": "eg;",
1239 "10909": "siml;",
1240 "10910": "simg;",
1241 "10911": "simlE;",
1242 "10912": "simgE;",
1243 "10913": "LessLess;",
1244 "10914": "GreaterGreater;",
1245 "10916": "glj;",
1246 "10917": "gla;",
1247 "10918": "ltcc;",
1248 "10919": "gtcc;",
1249 "10920": "lescc;",
1250 "10921": "gescc;",
1251 "10922": "smt;",
1252 "10923": "lat;",
1253 "10924": "smte;",
1254 "10925": "late;",
1255 "10926": "bumpE;",
1256 "10927": "preceq;",
1257 "10928": "succeq;",
1258 "10931": "prE;",
1259 "10932": "scE;",
1260 "10933": "prnE;",
1261 "10934": "succneqq;",
1262 "10935": "precapprox;",
1263 "10936": "succapprox;",
1264 "10937": "prnap;",
1265 "10938": "succnapprox;",
1266 "10939": "Pr;",
1267 "10940": "Sc;",
1268 "10941": "subdot;",
1269 "10942": "supdot;",
1270 "10943": "subplus;",
1271 "10944": "supplus;",
1272 "10945": "submult;",
1273 "10946": "supmult;",
1274 "10947": "subedot;",
1275 "10948": "supedot;",
1276 "10949": "subseteqq;",
1277 "10950": "supseteqq;",
1278 "10951": "subsim;",
1279 "10952": "supsim;",
1280 "10955": "subsetneqq;",
1281 "10956": "supsetneqq;",
1282 "10959": "csub;",
1283 "10960": "csup;",
1284 "10961": "csube;",
1285 "10962": "csupe;",
1286 "10963": "subsup;",
1287 "10964": "supsub;",
1288 "10965": "subsub;",
1289 "10966": "supsup;",
1290 "10967": "suphsub;",
1291 "10968": "supdsub;",
1292 "10969": "forkv;",
1293 "10970": "topfork;",
1294 "10971": "mlcp;",
1295 "10980": "DoubleLeftTee;",
1296 "10982": "Vdashl;",
1297 "10983": "Barv;",
1298 "10984": "vBar;",
1299 "10985": "vBarv;",
1300 "10987": "Vbar;",
1301 "10988": "Not;",
1302 "10989": "bNot;",
1303 "10990": "rnmid;",
1304 "10991": "cirmid;",
1305 "10992": "midcir;",
1306 "10993": "topcir;",
1307 "10994": "nhpar;",
1308 "10995": "parsim;",
1309 "11005": "parsl;",
1310 "64256": "fflig;",
1311 "64257": "filig;",
1312 "64258": "fllig;",
1313 "64259": "ffilig;",
1314 "64260": "ffllig;"
1315}
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