Test


Mode:
Script name: /pub/Test.php
Path=/var/www/vhosts/twentebestand.nl/httpdocs/pub/Test.php

HTML_ENTITIES:
[9] => 	 =
[10] => 
 =
[33] => ! = !
[34] => " = "
[35] => # = #
[36] => $ = $
[37] => % = %
[38] => & = &
[39] => ' = '
[40] => ( = (
[41] => ) = )
[42] => * = *
[43] => + = +
[44] => , = ,
[46] => . = .
[47] => / = /
[58] => : = :
[59] => ; = ;
[60] => &lt; = <
[8402] => &nvlt; = <⃒
[61] => &equals; = =
[8421] => &bne; = =⃥
[62] => &gt; = >
[8402] => &nvgt; = >⃒
[63] => &quest; = ?
[64] => &commat; = @
[91] => &lbrack; = [
[92] => &bsol; = \
[93] => &rsqb; = ]
[94] => &Hat; = ^
[95] => &lowbar; = _
[96] => &grave; = `
[-1] => &fjlig; = fj
[123] => &lbrace; = {
[124] => &vert; = |
[125] => &rcub; = }
[160] => &nbsp; =  
[161] => &iexcl; = ¡
[162] => &cent; = ¢
[163] => &pound; = £
[164] => &curren; = ¤
[165] => &yen; = ¥
[166] => &brvbar; = ¦
[167] => &sect; = §
[168] => &DoubleDot; = ¨
[169] => &copy; = ©
[170] => &ordf; = ª
[171] => &laquo; = «
[172] => &not; = ¬
[173] => &shy; = ­
[174] => &reg; = ®
[175] => &macr; = ¯
[176] => &deg; = °
[177] => &plusmn; = ±
[178] => &sup2; = ²
[179] => &sup3; = ³
[180] => &DiacriticalAcute; = ´
[181] => &micro; = µ
[182] => &para; = ¶
[183] => &CenterDot; = ·
[184] => &Cedilla; = ¸
[185] => &sup1; = ¹
[186] => &ordm; = º
[187] => &raquo; = »
[188] => &frac14; = ¼
[189] => &half; = ½
[190] => &frac34; = ¾
[191] => &iquest; = ¿
[192] => &Agrave; = À
[193] => &Aacute; = Á
[194] => &Acirc; = Â
[195] => &Atilde; = Ã
[196] => &Auml; = Ä
[197] => &Aring; = Å
[198] => &AElig; = Æ
[199] => &Ccedil; = Ç
[200] => &Egrave; = È
[201] => &Eacute; = É
[202] => &Ecirc; = Ê
[203] => &Euml; = Ë
[204] => &Igrave; = Ì
[205] => &Iacute; = Í
[206] => &Icirc; = Î
[207] => &Iuml; = Ï
[208] => &ETH; = Ð
[209] => &Ntilde; = Ñ
[210] => &Ograve; = Ò
[211] => &Oacute; = Ó
[212] => &Ocirc; = Ô
[213] => &Otilde; = Õ
[214] => &Ouml; = Ö
[215] => &times; = ×
[216] => &Oslash; = Ø
[217] => &Ugrave; = Ù
[218] => &Uacute; = Ú
[219] => &Ucirc; = Û
[220] => &Uuml; = Ü
[221] => &Yacute; = Ý
[222] => &THORN; = Þ
[223] => &szlig; = ß
[224] => &agrave; = à
[225] => &aacute; = á
[226] => &acirc; = â
[227] => &atilde; = ã
[228] => &auml; = ä
[229] => &aring; = å
[230] => &aelig; = æ
[231] => &ccedil; = ç
[232] => &egrave; = è
[233] => &eacute; = é
[234] => &ecirc; = ê
[235] => &euml; = ë
[236] => &igrave; = ì
[237] => &iacute; = í
[238] => &icirc; = î
[239] => &iuml; = ï
[240] => &eth; = ð
[241] => &ntilde; = ñ
[242] => &ograve; = ò
[243] => &oacute; = ó
[244] => &ocirc; = ô
[245] => &otilde; = õ
[246] => &ouml; = ö
[247] => &divide; = ÷
[248] => &oslash; = ø
[249] => &ugrave; = ù
[250] => &uacute; = ú
[251] => &ucirc; = û
[252] => &uuml; = ü
[253] => &yacute; = ý
[254] => &thorn; = þ
[255] => &yuml; = ÿ
[256] => &Amacr; = Ā
[257] => &amacr; = ā
[258] => &Abreve; = Ă
[259] => &abreve; = ă
[260] => &Aogon; = Ą
[261] => &aogon; = ą
[262] => &Cacute; = Ć
[263] => &cacute; = ć
[264] => &Ccirc; = Ĉ
[265] => &ccirc; = ĉ
[266] => &Cdot; = Ċ
[267] => &cdot; = ċ
[268] => &Ccaron; = Č
[269] => &ccaron; = č
[270] => &Dcaron; = Ď
[271] => &dcaron; = ď
[272] => &Dstrok; = Đ
[273] => &dstrok; = đ
[274] => &Emacr; = Ē
[275] => &emacr; = ē
[278] => &Edot; = Ė
[279] => &edot; = ė
[280] => &Eogon; = Ę
[281] => &eogon; = ę
[282] => &Ecaron; = Ě
[283] => &ecaron; = ě
[284] => &Gcirc; = Ĝ
[285] => &gcirc; = ĝ
[286] => &Gbreve; = Ğ
[287] => &gbreve; = ğ
[288] => &Gdot; = Ġ
[289] => &gdot; = ġ
[290] => &Gcedil; = Ģ
[292] => &Hcirc; = Ĥ
[293] => &hcirc; = ĥ
[294] => &Hstrok; = Ħ
[295] => &hstrok; = ħ
[296] => &Itilde; = Ĩ
[297] => &itilde; = ĩ
[298] => &Imacr; = Ī
[299] => &imacr; = ī
[302] => &Iogon; = Į
[303] => &iogon; = į
[304] => &Idot; = İ
[305] => &inodot; = ı
[306] => &IJlig; = IJ
[307] => &ijlig; = ij
[308] => &Jcirc; = Ĵ
[309] => &jcirc; = ĵ
[310] => &Kcedil; = Ķ
[311] => &kcedil; = ķ
[312] => &kgreen; = ĸ
[313] => &Lacute; = Ĺ
[314] => &lacute; = ĺ
[315] => &Lcedil; = Ļ
[316] => &lcedil; = ļ
[317] => &Lcaron; = Ľ
[318] => &lcaron; = ľ
[319] => &Lmidot; = Ŀ
[320] => &lmidot; = ŀ
[321] => &Lstrok; = Ł
[322] => &lstrok; = ł
[323] => &Nacute; = Ń
[324] => &nacute; = ń
[325] => &Ncedil; = Ņ
[326] => &ncedil; = ņ
[327] => &Ncaron; = Ň
[328] => &ncaron; = ň
[329] => &napos; = ʼn
[330] => &ENG; = Ŋ
[331] => &eng; = ŋ
[332] => &Omacr; = Ō
[333] => &omacr; = ō
[336] => &Odblac; = Ő
[337] => &odblac; = ő
[338] => &OElig; = Œ
[339] => &oelig; = œ
[340] => &Racute; = Ŕ
[341] => &racute; = ŕ
[342] => &Rcedil; = Ŗ
[343] => &rcedil; = ŗ
[344] => &Rcaron; = Ř
[345] => &rcaron; = ř
[346] => &Sacute; = Ś
[347] => &sacute; = ś
[348] => &Scirc; = Ŝ
[349] => &scirc; = ŝ
[350] => &Scedil; = Ş
[351] => &scedil; = ş
[352] => &Scaron; = Š
[353] => &scaron; = š
[354] => &Tcedil; = Ţ
[355] => &tcedil; = ţ
[356] => &Tcaron; = Ť
[357] => &tcaron; = ť
[358] => &Tstrok; = Ŧ
[359] => &tstrok; = ŧ
[360] => &Utilde; = Ũ
[361] => &utilde; = ũ
[362] => &Umacr; = Ū
[363] => &umacr; = ū
[364] => &Ubreve; = Ŭ
[365] => &ubreve; = ŭ
[366] => &Uring; = Ů
[367] => &uring; = ů
[368] => &Udblac; = Ű
[369] => &udblac; = ű
[370] => &Uogon; = Ų
[371] => &uogon; = ų
[372] => &Wcirc; = Ŵ
[373] => &wcirc; = ŵ
[374] => &Ycirc; = Ŷ
[375] => &ycirc; = ŷ
[376] => &Yuml; = Ÿ
[377] => &Zacute; = Ź
[378] => &zacute; = ź
[379] => &Zdot; = Ż
[380] => &zdot; = ż
[381] => &Zcaron; = Ž
[382] => &zcaron; = ž
[402] => &fnof; = ƒ
[437] => &imped; = Ƶ
[501] => &gacute; = ǵ
[567] => &jmath; = ȷ
[710] => &circ; = ˆ
[711] => &Hacek; = ˇ
[728] => &Breve; = ˘
[729] => &dot; = ˙
[730] => &ring; = ˚
[731] => &ogon; = ˛
[732] => &DiacriticalTilde; = ˜
[733] => &DiacriticalDoubleAcute; = ˝
[785] => &DownBreve; = ̑
[913] => &Alpha; = Α
[914] => &Beta; = Β
[915] => &Gamma; = Γ
[916] => &Delta; = Δ
[917] => &Epsilon; = Ε
[918] => &Zeta; = Ζ
[919] => &Eta; = Η
[920] => &Theta; = Θ
[921] => &Iota; = Ι
[922] => &Kappa; = Κ
[923] => &Lambda; = Λ
[924] => &Mu; = Μ
[925] => &Nu; = Ν
[926] => &Xi; = Ξ
[927] => &Omicron; = Ο
[928] => &Pi; = Π
[929] => &Rho; = Ρ
[931] => &Sigma; = Σ
[932] => &Tau; = Τ
[933] => &Upsilon; = Υ
[934] => &Phi; = Φ
[935] => &Chi; = Χ
[936] => &Psi; = Ψ
[937] => &Omega; = Ω
[945] => &alpha; = α
[946] => &beta; = β
[947] => &gamma; = γ
[948] => &delta; = δ
[949] => &epsi; = ε
[950] => &zeta; = ζ
[951] => &eta; = η
[952] => &theta; = θ
[953] => &iota; = ι
[954] => &kappa; = κ
[955] => &lambda; = λ
[956] => &mu; = μ
[957] => &nu; = ν
[958] => &xi; = ξ
[959] => &omicron; = ο
[960] => &pi; = π
[961] => &rho; = ρ
[962] => &sigmav; = ς
[963] => &sigma; = σ
[964] => &tau; = τ
[965] => &upsi; = υ
[966] => &phi; = φ
[967] => &chi; = χ
[968] => &psi; = ψ
[969] => &omega; = ω
[977] => &thetasym; = ϑ
[978] => &upsih; = ϒ
[981] => &straightphi; = ϕ
[982] => &piv; = ϖ
[988] => &Gammad; = Ϝ
[989] => &gammad; = ϝ
[1008] => &varkappa; = ϰ
[1009] => &rhov; = ϱ
[1013] => &straightepsilon; = ϵ
[1014] => &backepsilon; = ϶
[1025] => &IOcy; = Ё
[1026] => &DJcy; = Ђ
[1027] => &GJcy; = Ѓ
[1028] => &Jukcy; = Є
[1029] => &DScy; = Ѕ
[1030] => &Iukcy; = І
[1031] => &YIcy; = Ї
[1032] => &Jsercy; = Ј
[1033] => &LJcy; = Љ
[1034] => &NJcy; = Њ
[1035] => &TSHcy; = Ћ
[1036] => &KJcy; = Ќ
[1038] => &Ubrcy; = Ў
[1039] => &DZcy; = Џ
[1040] => &Acy; = А
[1041] => &Bcy; = Б
[1042] => &Vcy; = В
[1043] => &Gcy; = Г
[1044] => &Dcy; = Д
[1045] => &IEcy; = Е
[1046] => &ZHcy; = Ж
[1047] => &Zcy; = З
[1048] => &Icy; = И
[1049] => &Jcy; = Й
[1050] => &Kcy; = К
[1051] => &Lcy; = Л
[1052] => &Mcy; = М
[1053] => &Ncy; = Н
[1054] => &Ocy; = О
[1055] => &Pcy; = П
[1056] => &Rcy; = Р
[1057] => &Scy; = С
[1058] => &Tcy; = Т
[1059] => &Ucy; = У
[1060] => &Fcy; = Ф
[1061] => &KHcy; = Х
[1062] => &TScy; = Ц
[1063] => &CHcy; = Ч
[1064] => &SHcy; = Ш
[1065] => &SHCHcy; = Щ
[1066] => &HARDcy; = Ъ
[1067] => &Ycy; = Ы
[1068] => &SOFTcy; = Ь
[1069] => &Ecy; = Э
[1070] => &YUcy; = Ю
[1071] => &YAcy; = Я
[1072] => &acy; = а
[1073] => &bcy; = б
[1074] => &vcy; = в
[1075] => &gcy; = г
[1076] => &dcy; = д
[1077] => &iecy; = е
[1078] => &zhcy; = ж
[1079] => &zcy; = з
[1080] => &icy; = и
[1081] => &jcy; = й
[1082] => &kcy; = к
[1083] => &lcy; = л
[1084] => &mcy; = м
[1085] => &ncy; = н
[1086] => &ocy; = о
[1087] => &pcy; = п
[1088] => &rcy; = р
[1089] => &scy; = с
[1090] => &tcy; = т
[1091] => &ucy; = у
[1092] => &fcy; = ф
[1093] => &khcy; = х
[1094] => &tscy; = ц
[1095] => &chcy; = ч
[1096] => &shcy; = ш
[1097] => &shchcy; = щ
[1098] => &hardcy; = ъ
[1099] => &ycy; = ы
[1100] => &softcy; = ь
[1101] => &ecy; = э
[1102] => &yucy; = ю
[1103] => &yacy; = я
[1105] => &iocy; = ё
[1106] => &djcy; = ђ
[1107] => &gjcy; = ѓ
[1108] => &jukcy; = є
[1109] => &dscy; = ѕ
[1110] => &iukcy; = і
[1111] => &yicy; = ї
[1112] => &jsercy; = ј
[1113] => &ljcy; = љ
[1114] => &njcy; = њ
[1115] => &tshcy; = ћ
[1116] => &kjcy; = ќ
[1118] => &ubrcy; = ў
[1119] => &dzcy; = џ
[8194] => &ensp; =  
[8195] => &emsp; =  
[8196] => &emsp13; =  
[8197] => &emsp14; =  
[8199] => &numsp; =  
[8200] => &puncsp; =  
[8201] => &ThinSpace; =  
[8202] => &hairsp; =  
[8203] => &ZeroWidthSpace; = ​
[8204] => &zwnj; = ‌
[8205] => &zwj; = ‍
[8206] => &lrm; = ‎
[8207] => &rlm; = ‏
[8208] => &hyphen; = ‐
[8211] => &ndash; = –
[8212] => &mdash; = —
[8213] => &horbar; = ―
[8214] => &Verbar; = ‖
[8216] => &OpenCurlyQuote; = ‘
[8217] => &rsquo; = ’
[8218] => &sbquo; = ‚
[8220] => &OpenCurlyDoubleQuote; = “
[8221] => &rdquo; = ”
[8222] => &bdquo; = „
[8224] => &dagger; = †
[8225] => &Dagger; = ‡
[8226] => &bull; = •
[8229] => &nldr; = ‥
[8230] => &hellip; = …
[8240] => &permil; = ‰
[8241] => &pertenk; = ‱
[8242] => &prime; = ′
[8243] => &Prime; = ″
[8244] => &tprime; = ‴
[8245] => &backprime; = ‵
[8249] => &lsaquo; = ‹
[8250] => &rsaquo; = ›
[8254] => &oline; = ‾
[8257] => &caret; = ⁁
[8259] => &hybull; = ⁃
[8260] => &frasl; = ⁄
[8271] => &bsemi; = ⁏
[8279] => &qprime; = ⁗
[8287] => &MediumSpace; =  
[8287] => &ThickSpace; =   
[8288] => &NoBreak; = ⁠
[8289] => &af; = ⁡
[8290] => &InvisibleTimes; = ⁢
[8291] => &ic; = ⁣
[8364] => &euro; = €
[8411] => &TripleDot; = ⃛
[8412] => &DotDot; = ⃜
[8450] => &complexes; = ℂ
[8453] => &incare; = ℅
[8458] => &gscr; = ℊ
[8459] => &HilbertSpace; = ℋ
[8460] => &Hfr; = ℌ
[8461] => &Hopf; = ℍ
[8462] => &planckh; = ℎ
[8463] => &planck; = ℏ
[8464] => &imagline; = ℐ
[8465] => &Ifr; = ℑ
[8466] => &lagran; = ℒ
[8467] => &ell; = ℓ
[8469] => &naturals; = ℕ
[8470] => &numero; = №
[8471] => &copysr; = ℗
[8472] => &wp; = ℘
[8473] => &primes; = ℙ
[8474] => &rationals; = ℚ
[8475] => &realine; = ℛ
[8476] => &Rfr; = ℜ
[8477] => &Ropf; = ℝ
[8478] => &rx; = ℞
[8482] => &trade; = ™
[8484] => &Zopf; = ℤ
[8487] => &mho; = ℧
[8488] => &Zfr; = ℨ
[8489] => &iiota; = ℩
[8492] => &Bscr; = ℬ
[8493] => &Cfr; = ℭ
[8495] => &escr; = ℯ
[8496] => &expectation; = ℰ
[8497] => &Fouriertrf; = ℱ
[8499] => &Mellintrf; = ℳ
[8500] => &orderof; = ℴ
[8501] => &aleph; = ℵ
[8502] => &beth; = ℶ
[8503] => &gimel; = ℷ
[8504] => &daleth; = ℸ
[8517] => &CapitalDifferentialD; = ⅅ
[8518] => &DifferentialD; = ⅆ
[8519] => &exponentiale; = ⅇ
[8520] => &ImaginaryI; = ⅈ
[8531] => &frac13; = ⅓
[8532] => &frac23; = ⅔
[8533] => &frac15; = ⅕
[8534] => &frac25; = ⅖
[8535] => &frac35; = ⅗
[8536] => &frac45; = ⅘
[8537] => &frac16; = ⅙
[8538] => &frac56; = ⅚
[8539] => &frac18; = ⅛
[8540] => &frac38; = ⅜
[8541] => &frac58; = ⅝
[8542] => &frac78; = ⅞
[8592] => &larr; = ←
[8593] => &uarr; = ↑
[8594] => &srarr; = →
[8595] => &darr; = ↓
[8596] => &harr; = ↔
[8597] => &UpDownArrow; = ↕
[8598] => &nwarrow; = ↖
[8599] => &UpperRightArrow; = ↗
[8600] => &LowerRightArrow; = ↘
[8601] => &swarr; = ↙
[8602] => &nleftarrow; = ↚
[8603] => &nrarr; = ↛
[8605] => &rarrw; = ↝
[8605] => &nrarrw; = ↝̸
[8606] => &Larr; = ↞
[8607] => &Uarr; = ↟
[8608] => &twoheadrightarrow; = ↠
[8609] => &Darr; = ↡
[8610] => &larrtl; = ↢
[8611] => &rarrtl; = ↣
[8612] => &LeftTeeArrow; = ↤
[8613] => &UpTeeArrow; = ↥
[8614] => &map; = ↦
[8615] => &DownTeeArrow; = ↧
[8617] => &larrhk; = ↩
[8618] => &rarrhk; = ↪
[8619] => &larrlp; = ↫
[8620] => &looparrowright; = ↬
[8621] => &harrw; = ↭
[8622] => &nleftrightarrow; = ↮
[8624] => &Lsh; = ↰
[8625] => &rsh; = ↱
[8626] => &ldsh; = ↲
[8627] => &rdsh; = ↳
[8629] => &crarr; = ↵
[8630] => &curvearrowleft; = ↶
[8631] => &curarr; = ↷
[8634] => &olarr; = ↺
[8635] => &orarr; = ↻
[8636] => &leftharpoonup; = ↼
[8637] => &leftharpoondown; = ↽
[8638] => &RightUpVector; = ↾
[8639] => &uharl; = ↿
[8640] => &rharu; = ⇀
[8641] => &rhard; = ⇁
[8642] => &RightDownVector; = ⇂
[8643] => &dharl; = ⇃
[8644] => &rightleftarrows; = ⇄
[8645] => &udarr; = ⇅
[8646] => &lrarr; = ⇆
[8647] => &llarr; = ⇇
[8648] => &upuparrows; = ⇈
[8649] => &rrarr; = ⇉
[8650] => &downdownarrows; = ⇊
[8651] => &leftrightharpoons; = ⇋
[8652] => &rightleftharpoons; = ⇌
[8653] => &nLeftarrow; = ⇍
[8654] => &nhArr; = ⇎
[8655] => &nrArr; = ⇏
[8656] => &DoubleLeftArrow; = ⇐
[8657] => &DoubleUpArrow; = ⇑
[8658] => &Implies; = ⇒
[8659] => &Downarrow; = ⇓
[8660] => &hArr; = ⇔
[8661] => &Updownarrow; = ⇕
[8662] => &nwArr; = ⇖
[8663] => &neArr; = ⇗
[8664] => &seArr; = ⇘
[8665] => &swArr; = ⇙
[8666] => &lAarr; = ⇚
[8667] => &rAarr; = ⇛
[8669] => &zigrarr; = ⇝
[8676] => &LeftArrowBar; = ⇤
[8677] => &RightArrowBar; = ⇥
[8693] => &DownArrowUpArrow; = ⇵
[8701] => &loarr; = ⇽
[8702] => &roarr; = ⇾
[8703] => &hoarr; = ⇿
[8704] => &forall; = ∀
[8705] => &comp; = ∁
[8706] => &part; = ∂
[8706] => &npart; = ∂̸
[8707] => &Exists; = ∃
[8708] => &nexist; = ∄
[8709] => &empty; = ∅
[8711] => &nabla; = ∇
[8712] => &isinv; = ∈
[8713] => &notin; = ∉
[8715] => &ReverseElement; = ∋
[8716] => &notniva; = ∌
[8719] => &prod; = ∏
[8720] => &Coproduct; = ∐
[8721] => &sum; = ∑
[8722] => &minus; = −
[8723] => &MinusPlus; = ∓
[8724] => &plusdo; = ∔
[8726] => &ssetmn; = ∖
[8727] => &lowast; = ∗
[8728] => &compfn; = ∘
[8730] => &Sqrt; = √
[8733] => &prop; = ∝
[8734] => &infin; = ∞
[8735] => &angrt; = ∟
[8736] => &angle; = ∠
[8736] => &nang; = ∠⃒
[8737] => &angmsd; = ∡
[8738] => &angsph; = ∢
[8739] => &mid; = ∣
[8740] => &nshortmid; = ∤
[8741] => &shortparallel; = ∥
[8742] => &nparallel; = ∦
[8743] => &and; = ∧
[8744] => &or; = ∨
[8745] => &cap; = ∩
[8745] => &caps; = ∩︀
[8746] => &cup; = ∪
[8746] => &cups; = ∪︀
[8747] => &Integral; = ∫
[8748] => &Int; = ∬
[8749] => &tint; = ∭
[8750] => &ContourIntegral; = ∮
[8751] => &DoubleContourIntegral; = ∯
[8752] => &Cconint; = ∰
[8753] => &cwint; = ∱
[8754] => &cwconint; = ∲
[8755] => &awconint; = ∳
[8756] => &there4; = ∴
[8757] => &Because; = ∵
[8758] => &ratio; = ∶
[8759] => &Colon; = ∷
[8760] => &minusd; = ∸
[8762] => &mDDot; = ∺
[8763] => &homtht; = ∻
[8764] => &sim; = ∼
[8764] => &nvsim; = ∼⃒
[8765] => &bsim; = ∽
[8765] => &race; = ∽̱
[8766] => &ac; = ∾
[8766] => &acE; = ∾̳
[8767] => &acd; = ∿
[8768] => &wr; = ≀
[8769] => &NotTilde; = ≁
[8770] => &esim; = ≂
[8770] => &nesim; = ≂̸
[8771] => &simeq; = ≃
[8772] => &nsime; = ≄
[8773] => &TildeFullEqual; = ≅
[8774] => &simne; = ≆
[8775] => &ncong; = ≇
[8776] => &approx; = ≈
[8777] => &napprox; = ≉
[8778] => &ape; = ≊
[8779] => &apid; = ≋
[8779] => &napid; = ≋̸
[8780] => &bcong; = ≌
[8781] => &CupCap; = ≍
[8781] => &nvap; = ≍⃒
[8782] => &bump; = ≎
[8782] => &nbump; = ≎̸
[8783] => &HumpEqual; = ≏
[8783] => &nbumpe; = ≏̸
[8784] => &esdot; = ≐
[8784] => &nedot; = ≐̸
[8785] => &doteqdot; = ≑
[8786] => &fallingdotseq; = ≒
[8787] => &risingdotseq; = ≓
[8788] => &coloneq; = ≔
[8789] => &eqcolon; = ≕
[8790] => &ecir; = ≖
[8791] => &circeq; = ≗
[8793] => &wedgeq; = ≙
[8794] => &veeeq; = ≚
[8796] => &triangleq; = ≜
[8799] => &equest; = ≟
[8800] => &NotEqual; = ≠
[8801] => &Congruent; = ≡
[8801] => &bnequiv; = ≡⃥
[8802] => &NotCongruent; = ≢
[8804] => &leq; = ≤
[8804] => &nvle; = ≤⃒
[8805] => &ge; = ≥
[8805] => &nvge; = ≥⃒
[8806] => &lE; = ≦
[8806] => &nlE; = ≦̸
[8807] => &geqq; = ≧
[8807] => &NotGreaterFullEqual; = ≧̸
[8808] => &lneqq; = ≨
[8808] => &lvertneqq; = ≨︀
[8809] => &gneqq; = ≩
[8809] => &gvertneqq; = ≩︀
[8810] => &ll; = ≪
[8810] => &nLtv; = ≪̸
[8810] => &nLt; = ≪⃒
[8811] => &gg; = ≫
[8811] => &NotGreaterGreater; = ≫̸
[8811] => &nGt; = ≫⃒
[8812] => &between; = ≬
[8813] => &NotCupCap; = ≭
[8814] => &NotLess; = ≮
[8815] => &ngtr; = ≯
[8816] => &NotLessEqual; = ≰
[8817] => &ngeq; = ≱
[8818] => &LessTilde; = ≲
[8819] => &GreaterTilde; = ≳
[8820] => &nlsim; = ≴
[8821] => &ngsim; = ≵
[8822] => &lessgtr; = ≶
[8823] => &gl; = ≷
[8824] => &ntlg; = ≸
[8825] => &NotGreaterLess; = ≹
[8826] => &prec; = ≺
[8827] => &succ; = ≻
[8828] => &PrecedesSlantEqual; = ≼
[8829] => &succcurlyeq; = ≽
[8830] => &precsim; = ≾
[8831] => &SucceedsTilde; = ≿
[8831] => &NotSucceedsTilde; = ≿̸
[8832] => &npr; = ⊀
[8833] => &NotSucceeds; = ⊁
[8834] => &sub; = ⊂
[8834] => &vnsub; = ⊂⃒
[8835] => &sup; = ⊃
[8835] => &nsupset; = ⊃⃒
[8836] => &nsub; = ⊄
[8837] => &nsup; = ⊅
[8838] => &SubsetEqual; = ⊆
[8839] => &supe; = ⊇
[8840] => &NotSubsetEqual; = ⊈
[8841] => &NotSupersetEqual; = ⊉
[8842] => &subsetneq; = ⊊
[8842] => &vsubne; = ⊊︀
[8843] => &supsetneq; = ⊋
[8843] => &vsupne; = ⊋︀
[8845] => &cupdot; = ⊍
[8846] => &UnionPlus; = ⊎
[8847] => &sqsub; = ⊏
[8847] => &NotSquareSubset; = ⊏̸
[8848] => &sqsupset; = ⊐
[8848] => &NotSquareSuperset; = ⊐̸
[8849] => &SquareSubsetEqual; = ⊑
[8850] => &SquareSupersetEqual; = ⊒
[8851] => &sqcap; = ⊓
[8851] => &sqcaps; = ⊓︀
[8852] => &sqcup; = ⊔
[8852] => &sqcups; = ⊔︀
[8853] => &CirclePlus; = ⊕
[8854] => &ominus; = ⊖
[8855] => &CircleTimes; = ⊗
[8856] => &osol; = ⊘
[8857] => &CircleDot; = ⊙
[8858] => &ocir; = ⊚
[8859] => &oast; = ⊛
[8861] => &odash; = ⊝
[8862] => &boxplus; = ⊞
[8863] => &boxminus; = ⊟
[8864] => &timesb; = ⊠
[8865] => &sdotb; = ⊡
[8866] => &vdash; = ⊢
[8867] => &dashv; = ⊣
[8868] => &DownTee; = ⊤
[8869] => &perp; = ⊥
[8871] => &models; = ⊧
[8872] => &DoubleRightTee; = ⊨
[8873] => &Vdash; = ⊩
[8874] => &Vvdash; = ⊪
[8875] => &VDash; = ⊫
[8876] => &nvdash; = ⊬
[8877] => &nvDash; = ⊭
[8878] => &nVdash; = ⊮
[8879] => &nVDash; = ⊯
[8880] => &prurel; = ⊰
[8882] => &vartriangleleft; = ⊲
[8883] => &vrtri; = ⊳
[8884] => &LeftTriangleEqual; = ⊴
[8884] => &nvltrie; = ⊴⃒
[8885] => &RightTriangleEqual; = ⊵
[8885] => &nvrtrie; = ⊵⃒
[8886] => &origof; = ⊶
[8887] => &imof; = ⊷
[8888] => &mumap; = ⊸
[8889] => &hercon; = ⊹
[8890] => &intcal; = ⊺
[8891] => &veebar; = ⊻
[8893] => &barvee; = ⊽
[8894] => &angrtvb; = ⊾
[8895] => &lrtri; = ⊿
[8896] => &xwedge; = ⋀
[8897] => &xvee; = ⋁
[8898] => &bigcap; = ⋂
[8899] => &bigcup; = ⋃
[8900] => &diamond; = ⋄
[8901] => &sdot; = ⋅
[8902] => &Star; = ⋆
[8903] => &divonx; = ⋇
[8904] => &bowtie; = ⋈
[8905] => &ltimes; = ⋉
[8906] => &rtimes; = ⋊
[8907] => &lthree; = ⋋
[8908] => &rthree; = ⋌
[8909] => &backsimeq; = ⋍
[8910] => &curlyvee; = ⋎
[8911] => &curlywedge; = ⋏
[8912] => &Sub; = ⋐
[8913] => &Supset; = ⋑
[8914] => &Cap; = ⋒
[8915] => &Cup; = ⋓
[8916] => &pitchfork; = ⋔
[8917] => &epar; = ⋕
[8918] => &lessdot; = ⋖
[8919] => &gtrdot; = ⋗
[8920] => &Ll; = ⋘
[8920] => &nLl; = ⋘̸
[8921] => &Gg; = ⋙
[8921] => &nGg; = ⋙̸
[8922] => &lesseqgtr; = ⋚
[8922] => &lesg; = ⋚︀
[8923] => &gtreqless; = ⋛
[8923] => &gesl; = ⋛︀
[8926] => &curlyeqprec; = ⋞
[8927] => &cuesc; = ⋟
[8928] => &NotPrecedesSlantEqual; = ⋠
[8929] => &NotSucceedsSlantEqual; = ⋡
[8930] => &NotSquareSubsetEqual; = ⋢
[8931] => &NotSquareSupersetEqual; = ⋣
[8934] => &lnsim; = ⋦
[8935] => &gnsim; = ⋧
[8936] => &precnsim; = ⋨
[8937] => &scnsim; = ⋩
[8938] => &nltri; = ⋪
[8939] => &ntriangleright; = ⋫
[8940] => &nltrie; = ⋬
[8941] => &NotRightTriangleEqual; = ⋭
[8942] => &vellip; = ⋮
[8943] => &ctdot; = ⋯
[8944] => &utdot; = ⋰
[8945] => &dtdot; = ⋱
[8946] => &disin; = ⋲
[8947] => &isinsv; = ⋳
[8948] => &isins; = ⋴
[8949] => &isindot; = ⋵
[8949] => &notindot; = ⋵̸
[8950] => &notinvc; = ⋶
[8951] => &notinvb; = ⋷
[8953] => &isinE; = ⋹
[8953] => &notinE; = ⋹̸
[8954] => &nisd; = ⋺
[8955] => &xnis; = ⋻
[8956] => &nis; = ⋼
[8957] => &notnivc; = ⋽
[8958] => &notnivb; = ⋾
[8965] => &barwed; = ⌅
[8966] => &doublebarwedge; = ⌆
[8968] => &lceil; = ⌈
[8969] => &RightCeiling; = ⌉
[8970] => &LeftFloor; = ⌊
[8971] => &RightFloor; = ⌋
[8972] => &drcrop; = ⌌
[8973] => &dlcrop; = ⌍
[8974] => &urcrop; = ⌎
[8975] => &ulcrop; = ⌏
[8976] => &bnot; = ⌐
[8978] => &profline; = ⌒
[8979] => &profsurf; = ⌓
[8981] => &telrec; = ⌕
[8982] => &target; = ⌖
[8988] => &ulcorner; = ⌜
[8989] => &urcorner; = ⌝
[8990] => &llcorner; = ⌞
[8991] => &drcorn; = ⌟
[8994] => &frown; = ⌢
[8995] => &smile; = ⌣
[9005] => &cylcty; = ⌭
[9006] => &profalar; = ⌮
[9014] => &topbot; = ⌶
[9021] => &ovbar; = ⌽
[9023] => &solbar; = ⌿
[9084] => &angzarr; = ⍼
[9136] => &lmoust; = ⎰
[9137] => &rmoust; = ⎱
[9140] => &OverBracket; = ⎴
[9141] => &bbrk; = ⎵
[9142] => &bbrktbrk; = ⎶
[9180] => &OverParenthesis; = ⏜
[9181] => &UnderParenthesis; = ⏝
[9182] => &OverBrace; = ⏞
[9183] => &UnderBrace; = ⏟
[9186] => &trpezium; = ⏢
[9191] => &elinters; = ⏧
[9251] => &blank; = ␣
[9416] => &oS; = Ⓢ
[9472] => &HorizontalLine; = ─
[9474] => &boxv; = │
[9484] => &boxdr; = ┌
[9488] => &boxdl; = ┐
[9492] => &boxur; = └
[9496] => &boxul; = ┘
[9500] => &boxvr; = ├
[9508] => &boxvl; = ┤
[9516] => &boxhd; = ┬
[9524] => &boxhu; = ┴
[9532] => &boxvh; = ┼
[9552] => &boxH; = ═
[9553] => &boxV; = ║
[9554] => &boxdR; = ╒
[9555] => &boxDr; = ╓
[9556] => &boxDR; = ╔
[9557] => &boxdL; = ╕
[9558] => &boxDl; = ╖
[9559] => &boxDL; = ╗
[9560] => &boxuR; = ╘
[9561] => &boxUr; = ╙
[9562] => &boxUR; = ╚
[9563] => &boxuL; = ╛
[9564] => &boxUl; = ╜
[9565] => &boxUL; = ╝
[9566] => &boxvR; = ╞
[9567] => &boxVr; = ╟
[9568] => &boxVR; = ╠
[9569] => &boxvL; = ╡
[9570] => &boxVl; = ╢
[9571] => &boxVL; = ╣
[9572] => &boxHd; = ╤
[9573] => &boxhD; = ╥
[9574] => &boxHD; = ╦
[9575] => &boxHu; = ╧
[9576] => &boxhU; = ╨
[9577] => &boxHU; = ╩
[9578] => &boxvH; = ╪
[9579] => &boxVh; = ╫
[9580] => &boxVH; = ╬
[9600] => &uhblk; = ▀
[9604] => &lhblk; = ▄
[9608] => &block; = █
[9617] => &blk14; = ░
[9618] => &blk12; = ▒
[9619] => &blk34; = ▓
[9633] => &Square; = □
[9642] => &squarf; = ▪
[9643] => &EmptyVerySmallSquare; = ▫
[9645] => &rect; = ▭
[9646] => &marker; = ▮
[9649] => &fltns; = ▱
[9651] => &bigtriangleup; = △
[9652] => &blacktriangle; = ▴
[9653] => &triangle; = ▵
[9656] => &blacktriangleright; = ▸
[9657] => &rtri; = ▹
[9661] => &bigtriangledown; = ▽
[9662] => &blacktriangledown; = ▾
[9663] => &triangledown; = ▿
[9666] => &blacktriangleleft; = ◂
[9667] => &ltri; = ◃
[9674] => &lozenge; = ◊
[9675] => &cir; = ○
[9708] => &tridot; = ◬
[9711] => &bigcirc; = ◯
[9720] => &ultri; = ◸
[9721] => &urtri; = ◹
[9722] => &lltri; = ◺
[9723] => &EmptySmallSquare; = ◻
[9724] => &FilledSmallSquare; = ◼
[9733] => &starf; = ★
[9734] => &star; = ☆
[9742] => &phone; = ☎
[9792] => &female; = ♀
[9794] => &male; = ♂
[9824] => &spadesuit; = ♠
[9827] => &clubs; = ♣
[9829] => &hearts; = ♥
[9830] => &diamondsuit; = ♦
[9834] => &sung; = ♪
[9837] => &flat; = ♭
[9838] => &natur; = ♮
[9839] => &sharp; = ♯
[10003] => &check; = ✓
[10007] => &cross; = ✗
[10016] => &maltese; = ✠
[10038] => &sext; = ✶
[10072] => &VerticalSeparator; = ❘
[10098] => &lbbrk; = ❲
[10099] => &rbbrk; = ❳
[10184] => &bsolhsub; = ⟈
[10185] => &suphsol; = ⟉
[10214] => &LeftDoubleBracket; = ⟦
[10215] => &RightDoubleBracket; = ⟧
[10216] => &langle; = ⟨
[10217] => &RightAngleBracket; = ⟩
[10218] => &Lang; = ⟪
[10219] => &Rang; = ⟫
[10220] => &loang; = ⟬
[10221] => &roang; = ⟭
[10229] => &longleftarrow; = ⟵
[10230] => &LongRightArrow; = ⟶
[10231] => &LongLeftRightArrow; = ⟷
[10232] => &xlArr; = ⟸
[10233] => &DoubleLongRightArrow; = ⟹
[10234] => &xhArr; = ⟺
[10236] => &xmap; = ⟼
[10239] => &dzigrarr; = ⟿
[10498] => &nvlArr; = ⤂
[10499] => &nvrArr; = ⤃
[10500] => &nvHarr; = ⤄
[10501] => &Map; = ⤅
[10508] => &lbarr; = ⤌
[10509] => &bkarow; = ⤍
[10510] => &lBarr; = ⤎
[10511] => &dbkarow; = ⤏
[10512] => &drbkarow; = ⤐
[10513] => &DDotrahd; = ⤑
[10514] => &UpArrowBar; = ⤒
[10515] => &DownArrowBar; = ⤓
[10518] => &Rarrtl; = ⤖
[10521] => &latail; = ⤙
[10522] => &ratail; = ⤚
[10523] => &lAtail; = ⤛
[10524] => &rAtail; = ⤜
[10525] => &larrfs; = ⤝
[10526] => &rarrfs; = ⤞
[10527] => &larrbfs; = ⤟
[10528] => &rarrbfs; = ⤠
[10531] => &nwarhk; = ⤣
[10532] => &nearhk; = ⤤
[10533] => &searhk; = ⤥
[10534] => &swarhk; = ⤦
[10535] => &nwnear; = ⤧
[10536] => &toea; = ⤨
[10537] => &seswar; = ⤩
[10538] => &swnwar; = ⤪
[10547] => &rarrc; = ⤳
[10547] => &nrarrc; = ⤳̸
[10549] => &cudarrr; = ⤵
[10550] => &ldca; = ⤶
[10551] => &rdca; = ⤷
[10552] => &cudarrl; = ⤸
[10553] => &larrpl; = ⤹
[10556] => &curarrm; = ⤼
[10557] => &cularrp; = ⤽
[10565] => &rarrpl; = ⥅
[10568] => &harrcir; = ⥈
[10569] => &Uarrocir; = ⥉
[10570] => &lurdshar; = ⥊
[10571] => &ldrushar; = ⥋
[10574] => &LeftRightVector; = ⥎
[10575] => &RightUpDownVector; = ⥏
[10576] => &DownLeftRightVector; = ⥐
[10577] => &LeftUpDownVector; = ⥑
[10578] => &LeftVectorBar; = ⥒
[10579] => &RightVectorBar; = ⥓
[10580] => &RightUpVectorBar; = ⥔
[10581] => &RightDownVectorBar; = ⥕
[10582] => &DownLeftVectorBar; = ⥖
[10583] => &DownRightVectorBar; = ⥗
[10584] => &LeftUpVectorBar; = ⥘
[10585] => &LeftDownVectorBar; = ⥙
[10586] => &LeftTeeVector; = ⥚
[10587] => &RightTeeVector; = ⥛
[10588] => &RightUpTeeVector; = ⥜
[10589] => &RightDownTeeVector; = ⥝
[10590] => &DownLeftTeeVector; = ⥞
[10591] => &DownRightTeeVector; = ⥟
[10592] => &LeftUpTeeVector; = ⥠
[10593] => &LeftDownTeeVector; = ⥡
[10594] => &lHar; = ⥢
[10595] => &uHar; = ⥣
[10596] => &rHar; = ⥤
[10597] => &dHar; = ⥥
[10598] => &luruhar; = ⥦
[10599] => &ldrdhar; = ⥧
[10600] => &ruluhar; = ⥨
[10601] => &rdldhar; = ⥩
[10602] => &lharul; = ⥪
[10603] => &llhard; = ⥫
[10604] => &rharul; = ⥬
[10605] => &lrhard; = ⥭
[10606] => &udhar; = ⥮
[10607] => &ReverseUpEquilibrium; = ⥯
[10608] => &RoundImplies; = ⥰
[10609] => &erarr; = ⥱
[10610] => &simrarr; = ⥲
[10611] => &larrsim; = ⥳
[10612] => &rarrsim; = ⥴
[10613] => &rarrap; = ⥵
[10614] => &ltlarr; = ⥶
[10616] => &gtrarr; = ⥸
[10617] => &subrarr; = ⥹
[10619] => &suplarr; = ⥻
[10620] => &lfisht; = ⥼
[10621] => &rfisht; = ⥽
[10622] => &ufisht; = ⥾
[10623] => &dfisht; = ⥿
[10629] => &lopar; = ⦅
[10630] => &ropar; = ⦆
[10635] => &lbrke; = ⦋
[10636] => &rbrke; = ⦌
[10637] => &lbrkslu; = ⦍
[10638] => &rbrksld; = ⦎
[10639] => &lbrksld; = ⦏
[10640] => &rbrkslu; = ⦐
[10641] => &langd; = ⦑
[10642] => &rangd; = ⦒
[10643] => &lparlt; = ⦓
[10644] => &rpargt; = ⦔
[10645] => &gtlPar; = ⦕
[10646] => &ltrPar; = ⦖
[10650] => &vzigzag; = ⦚
[10652] => &vangrt; = ⦜
[10653] => &angrtvbd; = ⦝
[10660] => &ange; = ⦤
[10661] => &range; = ⦥
[10662] => &dwangle; = ⦦
[10663] => &uwangle; = ⦧
[10664] => &angmsdaa; = ⦨
[10665] => &angmsdab; = ⦩
[10666] => &angmsdac; = ⦪
[10667] => &angmsdad; = ⦫
[10668] => &angmsdae; = ⦬
[10669] => &angmsdaf; = ⦭
[10670] => &angmsdag; = ⦮
[10671] => &angmsdah; = ⦯
[10672] => &bemptyv; = ⦰
[10673] => &demptyv; = ⦱
[10674] => &cemptyv; = ⦲
[10675] => &raemptyv; = ⦳
[10676] => &laemptyv; = ⦴
[10677] => &ohbar; = ⦵
[10678] => &omid; = ⦶
[10679] => &opar; = ⦷
[10681] => &operp; = ⦹
[10683] => &olcross; = ⦻
[10684] => &odsold; = ⦼
[10686] => &olcir; = ⦾
[10687] => &ofcir; = ⦿
[10688] => &olt; = ⧀
[10689] => &ogt; = ⧁
[10690] => &cirscir; = ⧂
[10691] => &cirE; = ⧃
[10692] => &solb; = ⧄
[10693] => &bsolb; = ⧅
[10697] => &boxbox; = ⧉
[10701] => &trisb; = ⧍
[10702] => &rtriltri; = ⧎
[10703] => &LeftTriangleBar; = ⧏
[10703] => &NotLeftTriangleBar; = ⧏̸
[10704] => &RightTriangleBar; = ⧐
[10704] => &NotRightTriangleBar; = ⧐̸
[10716] => &iinfin; = ⧜
[10717] => &infintie; = ⧝
[10718] => &nvinfin; = ⧞
[10723] => &eparsl; = ⧣
[10724] => &smeparsl; = ⧤
[10725] => &eqvparsl; = ⧥
[10731] => &lozf; = ⧫
[10740] => &RuleDelayed; = ⧴
[10742] => &dsol; = ⧶
[10752] => &xodot; = ⨀
[10753] => &bigoplus; = ⨁
[10754] => &bigotimes; = ⨂
[10756] => &biguplus; = ⨄
[10758] => &bigsqcup; = ⨆
[10764] => &iiiint; = ⨌
[10765] => &fpartint; = ⨍
[10768] => &cirfnint; = ⨐
[10769] => &awint; = ⨑
[10770] => &rppolint; = ⨒
[10771] => &scpolint; = ⨓
[10772] => &npolint; = ⨔
[10773] => &pointint; = ⨕
[10774] => &quatint; = ⨖
[10775] => &intlarhk; = ⨗
[10786] => &pluscir; = ⨢
[10787] => &plusacir; = ⨣
[10788] => &simplus; = ⨤
[10789] => &plusdu; = ⨥
[10790] => &plussim; = ⨦
[10791] => &plustwo; = ⨧
[10793] => &mcomma; = ⨩
[10794] => &minusdu; = ⨪
[10797] => &loplus; = ⨭
[10798] => &roplus; = ⨮
[10799] => &Cross; = ⨯
[10800] => &timesd; = ⨰
[10801] => &timesbar; = ⨱
[10803] => &smashp; = ⨳
[10804] => &lotimes; = ⨴
[10805] => &rotimes; = ⨵
[10806] => &otimesas; = ⨶
[10807] => &Otimes; = ⨷
[10808] => &odiv; = ⨸
[10809] => &triplus; = ⨹
[10810] => &triminus; = ⨺
[10811] => &tritime; = ⨻
[10812] => &iprod; = ⨼
[10815] => &amalg; = ⨿
[10816] => &capdot; = ⩀
[10818] => &ncup; = ⩂
[10819] => &ncap; = ⩃
[10820] => &capand; = ⩄
[10821] => &cupor; = ⩅
[10822] => &cupcap; = ⩆
[10823] => &capcup; = ⩇
[10824] => &cupbrcap; = ⩈
[10825] => &capbrcup; = ⩉
[10826] => &cupcup; = ⩊
[10827] => &capcap; = ⩋
[10828] => &ccups; = ⩌
[10829] => &ccaps; = ⩍
[10832] => &ccupssm; = ⩐
[10835] => &And; = ⩓
[10836] => &Or; = ⩔
[10837] => &andand; = ⩕
[10838] => &oror; = ⩖
[10839] => &orslope; = ⩗
[10840] => &andslope; = ⩘
[10842] => &andv; = ⩚
[10843] => &orv; = ⩛
[10844] => &andd; = ⩜
[10845] => &ord; = ⩝
[10847] => &wedbar; = ⩟
[10854] => &sdote; = ⩦
[10858] => &simdot; = ⩪
[10861] => &congdot; = ⩭
[10861] => &ncongdot; = ⩭̸
[10862] => &easter; = ⩮
[10863] => &apacir; = ⩯
[10864] => &apE; = ⩰
[10864] => &napE; = ⩰̸
[10865] => &eplus; = ⩱
[10866] => &pluse; = ⩲
[10867] => &Esim; = ⩳
[10868] => &Colone; = ⩴
[10869] => &Equal; = ⩵
[10871] => &ddotseq; = ⩷
[10872] => &equivDD; = ⩸
[10873] => &ltcir; = ⩹
[10874] => &gtcir; = ⩺
[10875] => &ltquest; = ⩻
[10876] => &gtquest; = ⩼
[10877] => &les; = ⩽
[10877] => &nles; = ⩽̸
[10878] => &ges; = ⩾
[10878] => &nges; = ⩾̸
[10879] => &lesdot; = ⩿
[10880] => &gesdot; = ⪀
[10881] => &lesdoto; = ⪁
[10882] => &gesdoto; = ⪂
[10883] => &lesdotor; = ⪃
[10884] => &gesdotol; = ⪄
[10885] => &lap; = ⪅
[10886] => &gap; = ⪆
[10887] => &lne; = ⪇
[10888] => &gne; = ⪈
[10889] => &lnap; = ⪉
[10890] => &gnap; = ⪊
[10891] => &lesseqqgtr; = ⪋
[10892] => &gEl; = ⪌
[10893] => &lsime; = ⪍
[10894] => &gsime; = ⪎
[10895] => &lsimg; = ⪏
[10896] => &gsiml; = ⪐
[10897] => &lgE; = ⪑
[10898] => &glE; = ⪒
[10899] => &lesges; = ⪓
[10900] => &gesles; = ⪔
[10901] => &els; = ⪕
[10902] => &egs; = ⪖
[10903] => &elsdot; = ⪗
[10904] => &egsdot; = ⪘
[10905] => &el; = ⪙
[10906] => &eg; = ⪚
[10909] => &siml; = ⪝
[10910] => &simg; = ⪞
[10911] => &simlE; = ⪟
[10912] => &simgE; = ⪠
[10913] => &LessLess; = ⪡
[10913] => &NotNestedLessLess; = ⪡̸
[10914] => &GreaterGreater; = ⪢
[10914] => &NotNestedGreaterGreater; = ⪢̸
[10916] => &glj; = ⪤
[10917] => &gla; = ⪥
[10918] => &ltcc; = ⪦
[10919] => &gtcc; = ⪧
[10920] => &lescc; = ⪨
[10921] => &gescc; = ⪩
[10922] => &smt; = ⪪
[10923] => &lat; = ⪫
[10924] => &smte; = ⪬
[10924] => &smtes; = ⪬︀
[10925] => &late; = ⪭
[10925] => &lates; = ⪭︀
[10926] => &bumpE; = ⪮
[10927] => &preceq; = ⪯
[10927] => &NotPrecedesEqual; = ⪯̸
[10928] => &SucceedsEqual; = ⪰
[10928] => &NotSucceedsEqual; = ⪰̸
[10931] => &prE; = ⪳
[10932] => &scE; = ⪴
[10933] => &precneqq; = ⪵
[10934] => &scnE; = ⪶
[10935] => &precapprox; = ⪷
[10936] => &succapprox; = ⪸
[10937] => &precnapprox; = ⪹
[10938] => &succnapprox; = ⪺
[10939] => &Pr; = ⪻
[10940] => &Sc; = ⪼
[10941] => &subdot; = ⪽
[10942] => &supdot; = ⪾
[10943] => &subplus; = ⪿
[10944] => &supplus; = ⫀
[10945] => &submult; = ⫁
[10946] => &supmult; = ⫂
[10947] => &subedot; = ⫃
[10948] => &supedot; = ⫄
[10949] => &subE; = ⫅
[10949] => &nsubE; = ⫅̸
[10950] => &supseteqq; = ⫆
[10950] => &nsupseteqq; = ⫆̸
[10951] => &subsim; = ⫇
[10952] => &supsim; = ⫈
[10955] => &subsetneqq; = ⫋
[10955] => &vsubnE; = ⫋︀
[10956] => &supnE; = ⫌
[10956] => &varsupsetneqq; = ⫌︀
[10959] => &csub; = ⫏
[10960] => &csup; = ⫐
[10961] => &csube; = ⫑
[10962] => &csupe; = ⫒
[10963] => &subsup; = ⫓
[10964] => &supsub; = ⫔
[10965] => &subsub; = ⫕
[10966] => &supsup; = ⫖
[10967] => &suphsub; = ⫗
[10968] => &supdsub; = ⫘
[10969] => &forkv; = ⫙
[10970] => &topfork; = ⫚
[10971] => &mlcp; = ⫛
[10980] => &Dashv; = ⫤
[10982] => &Vdashl; = ⫦
[10983] => &Barv; = ⫧
[10984] => &vBar; = ⫨
[10985] => &vBarv; = ⫩
[10987] => &Vbar; = ⫫
[10988] => &Not; = ⫬
[10989] => &bNot; = ⫭
[10990] => &rnmid; = ⫮
[10991] => &cirmid; = ⫯
[10992] => &midcir; = ⫰
[10993] => &topcir; = ⫱
[10994] => &nhpar; = ⫲
[10995] => &parsim; = ⫳
[11005] => &parsl; = ⫽
[11005] => &nparsl; = ⫽⃥
[64256] => &fflig; = ff
[64257] => &filig; = fi
[64258] => &fllig; = fl
[64259] => &ffilig; = ffi
[64260] => &ffllig; = ffl
[119964] => &Ascr; = 𝒜
[119966] => &Cscr; = 𝒞
[119967] => &Dscr; = 𝒟
[119970] => &Gscr; = 𝒢
[119973] => &Jscr; = 𝒥
[119974] => &Kscr; = 𝒦
[119977] => &Nscr; = 𝒩
[119978] => &Oscr; = 𝒪
[119979] => &Pscr; = 𝒫
[119980] => &Qscr; = 𝒬
[119982] => &Sscr; = 𝒮
[119983] => &Tscr; = 𝒯
[119984] => &Uscr; = 𝒰
[119985] => &Vscr; = 𝒱
[119986] => &Wscr; = 𝒲
[119987] => &Xscr; = 𝒳
[119988] => &Yscr; = 𝒴
[119989] => &Zscr; = 𝒵
[119990] => &ascr; = 𝒶
[119991] => &bscr; = 𝒷
[119992] => &cscr; = 𝒸
[119993] => &dscr; = 𝒹
[119995] => &fscr; = 𝒻
[119997] => &hscr; = 𝒽
[119998] => &iscr; = 𝒾
[119999] => &jscr; = 𝒿
[120000] => &kscr; = 𝓀
[120001] => &lscr; = 𝓁
[120002] => &mscr; = 𝓂
[120003] => &nscr; = 𝓃
[120005] => &pscr; = 𝓅
[120006] => &qscr; = 𝓆
[120007] => &rscr; = 𝓇
[120008] => &sscr; = 𝓈
[120009] => &tscr; = 𝓉
[120010] => &uscr; = 𝓊
[120011] => &vscr; = 𝓋
[120012] => &wscr; = 𝓌
[120013] => &xscr; = 𝓍
[120014] => &yscr; = 𝓎
[120015] => &zscr; = 𝓏
[120068] => &Afr; = 𝔄
[120069] => &Bfr; = 𝔅
[120071] => &Dfr; = 𝔇
[120072] => &Efr; = 𝔈
[120073] => &Ffr; = 𝔉
[120074] => &Gfr; = 𝔊
[120077] => &Jfr; = 𝔍
[120078] => &Kfr; = 𝔎
[120079] => &Lfr; = 𝔏
[120080] => &Mfr; = 𝔐
[120081] => &Nfr; = 𝔑
[120082] => &Ofr; = 𝔒
[120083] => &Pfr; = 𝔓
[120084] => &Qfr; = 𝔔
[120086] => &Sfr; = 𝔖
[120087] => &Tfr; = 𝔗
[120088] => &Ufr; = 𝔘
[120089] => &Vfr; = 𝔙
[120090] => &Wfr; = 𝔚
[120091] => &Xfr; = 𝔛
[120092] => &Yfr; = 𝔜
[120094] => &afr; = 𝔞
[120095] => &bfr; = 𝔟
[120096] => &cfr; = 𝔠
[120097] => &dfr; = 𝔡
[120098] => &efr; = 𝔢
[120099] => &ffr; = 𝔣
[120100] => &gfr; = 𝔤
[120101] => &hfr; = 𝔥
[120102] => &ifr; = 𝔦
[120103] => &jfr; = 𝔧
[120104] => &kfr; = 𝔨
[120105] => &lfr; = 𝔩
[120106] => &mfr; = 𝔪
[120107] => &nfr; = 𝔫
[120108] => &ofr; = 𝔬
[120109] => &pfr; = 𝔭
[120110] => &qfr; = 𝔮
[120111] => &rfr; = 𝔯
[120112] => &sfr; = 𝔰
[120113] => &tfr; = 𝔱
[120114] => &ufr; = 𝔲
[120115] => &vfr; = 𝔳
[120116] => &wfr; = 𝔴
[120117] => &xfr; = 𝔵
[120118] => &yfr; = 𝔶
[120119] => &zfr; = 𝔷
[120120] => &Aopf; = 𝔸
[120121] => &Bopf; = 𝔹
[120123] => &Dopf; = 𝔻
[120124] => &Eopf; = 𝔼
[120125] => &Fopf; = 𝔽
[120126] => &Gopf; = 𝔾
[120128] => &Iopf; = 𝕀
[120129] => &Jopf; = 𝕁
[120130] => &Kopf; = 𝕂
[120131] => &Lopf; = 𝕃
[120132] => &Mopf; = 𝕄
[120134] => &Oopf; = 𝕆
[120138] => &Sopf; = 𝕊
[120139] => &Topf; = 𝕋
[120140] => &Uopf; = 𝕌
[120141] => &Vopf; = 𝕍
[120142] => &Wopf; = 𝕎
[120143] => &Xopf; = 𝕏
[120144] => &Yopf; = 𝕐
[120146] => &aopf; = 𝕒
[120147] => &bopf; = 𝕓
[120148] => &copf; = 𝕔
[120149] => &dopf; = 𝕕
[120150] => &eopf; = 𝕖
[120151] => &fopf; = 𝕗
[120152] => &gopf; = 𝕘
[120153] => &hopf; = 𝕙
[120154] => &iopf; = 𝕚
[120155] => &jopf; = 𝕛
[120156] => &kopf; = 𝕜
[120157] => &lopf; = 𝕝
[120158] => &mopf; = 𝕞
[120159] => &nopf; = 𝕟
[120160] => &oopf; = 𝕠
[120161] => &popf; = 𝕡
[120162] => &qopf; = 𝕢
[120163] => &ropf; = 𝕣
[120164] => &sopf; = 𝕤
[120165] => &topf; = 𝕥
[120166] => &uopf; = 𝕦
[120167] => &vopf; = 𝕧
[120168] => &wopf; = 𝕨
[120169] => &xopf; = 𝕩
[120170] => &yopf; = 𝕪
[120171] => &zopf; = 𝕫