reversed.json 30 KB

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  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. }