penmanship 0.1.0

# HTML Entity Mappings

This document lists all HTML named character reference patterns supported by penmanship.

Total HTML entities: 2032

| Pattern | Character |
|---------|--------|
| `&Tab;` | `tab` |
| `&NewLine;` | `newline` |
| `&excl;` | ! |
| `&QUOT;` | " |
| `&quot;` | " |
| `&num;` | # |
| `&dollar;` | $ |
| `&percnt;` | % |
| `&AMP;` | & |
| `&amp;` | & |
| `&apos;` | ' |
| `&lpar;` | ( |
| `&rpar;` | ) |
| `&ast;` | * |
| `&midast;` | * |
| `&plus;` | + |
| `&comma;` | , |
| `&period;` | . |
| `&sol;` | / |
| `&colon;` | : |
| `&semi;` | ; |
| `&LT;` | < |
| `&lt;` | < |
| `&equals;` | = |
| `&GT;` | > |
| `&gt;` | > |
| `&quest;` | ? |
| `&commat;` | @ |
| `&lbrack;` | [ |
| `&lsqb;` | [ |
| `&bsol;` | \ |
| `&rbrack;` | ] |
| `&rsqb;` | ] |
| `&Hat;` | ^ |
| `&UnderBar;` | _ |
| `&lowbar;` | _ |
| `&DiacriticalGrave;` | ` |
| `&grave;` | ` |
| `&lbrace;` | { |
| `&lcub;` | { |
| `&VerticalLine;` | \| |
| `&verbar;` | \| |
| `&vert;` | \| |
| `&rbrace;` | } |
| `&rcub;` | } |
| `&NonBreakingSpace;` |   |
| `&nbsp;` |   |
| `&iexcl;` | ¡ |
| `&cent;` | ¢ |
| `&pound;` | £ |
| `&curren;` | ¤ |
| `&yen;` | ¥ |
| `&brvbar;` | ¦ |
| `&sect;` | § |
| `&Dot;` | ¨ |
| `&DoubleDot;` | ¨ |
| `&die;` | ¨ |
| `&uml;` | ¨ |
| `&COPY;` | © |
| `&copy;` | © |
| `&ordf;` | ª |
| `&laquo;` | « |
| `&not;` | ¬ |
| `&shy;` |  |
| `&REG;` | ® |
| `&circledR;` | ® |
| `&reg;` | ® |
| `&macr;` | ¯ |
| `&strns;` | ¯ |
| `&deg;` | ° |
| `&PlusMinus;` | ± |
| `&plusmn;` | ± |
| `&pm;` | ± |
| `&sup2;` | ² |
| `&sup3;` | ³ |
| `&DiacriticalAcute;` | ´ |
| `&acute;` | ´ |
| `&micro;` | µ |
| `&para;` | ¶ |
| `&CenterDot;` | · |
| `&centerdot;` | · |
| `&middot;` | · |
| `&Cedilla;` | ¸ |
| `&cedil;` | ¸ |
| `&sup1;` | ¹ |
| `&ordm;` | º |
| `&raquo;` | » |
| `&frac14;` | ¼ |
| `&frac12;` | ½ |
| `&half;` | ½ |
| `&frac34;` | ¾ |
| `&iquest;` | ¿ |
| `&Agrave;` | À |
| `&Aacute;` | Á |
| `&Acirc;` | Â |
| `&Atilde;` | Ã |
| `&Auml;` | Ä |
| `&Aring;` | Å |
| `&angst;` | Å |
| `&AElig;` | Æ |
| `&Ccedil;` | Ç |
| `&Egrave;` | È |
| `&Eacute;` | É |
| `&Ecirc;` | Ê |
| `&Euml;` | Ë |
| `&Igrave;` | Ì |
| `&Iacute;` | Í |
| `&Icirc;` | Î |
| `&Iuml;` | Ï |
| `&ETH;` | Ð |
| `&Ntilde;` | Ñ |
| `&Ograve;` | Ò |
| `&Oacute;` | Ó |
| `&Ocirc;` | Ô |
| `&Otilde;` | Õ |
| `&Ouml;` | Ö |
| `&times;` | × |
| `&Oslash;` | Ø |
| `&Ugrave;` | Ù |
| `&Uacute;` | Ú |
| `&Ucirc;` | Û |
| `&Uuml;` | Ü |
| `&Yacute;` | Ý |
| `&THORN;` | Þ |
| `&szlig;` | ß |
| `&agrave;` | à |
| `&aacute;` | á |
| `&acirc;` | â |
| `&atilde;` | ã |
| `&auml;` | ä |
| `&aring;` | å |
| `&aelig;` | æ |
| `&ccedil;` | ç |
| `&egrave;` | è |
| `&eacute;` | é |
| `&ecirc;` | ê |
| `&euml;` | ë |
| `&igrave;` | ì |
| `&iacute;` | í |
| `&icirc;` | î |
| `&iuml;` | ï |
| `&eth;` | ð |
| `&ntilde;` | ñ |
| `&ograve;` | ò |
| `&oacute;` | ó |
| `&ocirc;` | ô |
| `&otilde;` | õ |
| `&ouml;` | ö |
| `&div;` | ÷ |
| `&divide;` | ÷ |
| `&oslash;` | ø |
| `&ugrave;` | ù |
| `&uacute;` | ú |
| `&ucirc;` | û |
| `&uuml;` | ü |
| `&yacute;` | ý |
| `&thorn;` | þ |
| `&yuml;` | ÿ |
| `&Amacr;` | Ā |
| `&amacr;` | ā |
| `&Abreve;` | Ă |
| `&abreve;` | ă |
| `&Aogon;` | Ą |
| `&aogon;` | ą |
| `&Cacute;` | Ć |
| `&cacute;` | ć |
| `&Ccirc;` | Ĉ |
| `&ccirc;` | ĉ |
| `&Cdot;` | Ċ |
| `&cdot;` | ċ |
| `&Ccaron;` | Č |
| `&ccaron;` | č |
| `&Dcaron;` | Ď |
| `&dcaron;` | ď |
| `&Dstrok;` | Đ |
| `&dstrok;` | đ |
| `&Emacr;` | Ē |
| `&emacr;` | ē |
| `&Edot;` | Ė |
| `&edot;` | ė |
| `&Eogon;` | Ę |
| `&eogon;` | ę |
| `&Ecaron;` | Ě |
| `&ecaron;` | ě |
| `&Gcirc;` | Ĝ |
| `&gcirc;` | ĝ |
| `&Gbreve;` | Ğ |
| `&gbreve;` | ğ |
| `&Gdot;` | Ġ |
| `&gdot;` | ġ |
| `&Gcedil;` | Ģ |
| `&Hcirc;` | Ĥ |
| `&hcirc;` | ĥ |
| `&Hstrok;` | Ħ |
| `&hstrok;` | ħ |
| `&Itilde;` | Ĩ |
| `&itilde;` | ĩ |
| `&Imacr;` | Ī |
| `&imacr;` | ī |
| `&Iogon;` | Į |
| `&iogon;` | į |
| `&Idot;` | İ |
| `&imath;` | ı |
| `&inodot;` | ı |
| `&IJlig;` | Ĳ |
| `&ijlig;` | ĳ |
| `&Jcirc;` | Ĵ |
| `&jcirc;` | ĵ |
| `&Kcedil;` | Ķ |
| `&kcedil;` | ķ |
| `&kgreen;` | ĸ |
| `&Lacute;` | Ĺ |
| `&lacute;` | ĺ |
| `&Lcedil;` | Ļ |
| `&lcedil;` | ļ |
| `&Lcaron;` | Ľ |
| `&lcaron;` | ľ |
| `&Lmidot;` | Ŀ |
| `&lmidot;` | ŀ |
| `&Lstrok;` | Ł |
| `&lstrok;` | ł |
| `&Nacute;` | Ń |
| `&nacute;` | ń |
| `&Ncedil;` | Ņ |
| `&ncedil;` | ņ |
| `&Ncaron;` | Ň |
| `&ncaron;` | ň |
| `&napos;` | ŉ |
| `&ENG;` | Ŋ |
| `&eng;` | ŋ |
| `&Omacr;` | Ō |
| `&omacr;` | ō |
| `&Odblac;` | Ő |
| `&odblac;` | ő |
| `&OElig;` | Œ |
| `&oelig;` | œ |
| `&Racute;` | Ŕ |
| `&racute;` | ŕ |
| `&Rcedil;` | Ŗ |
| `&rcedil;` | ŗ |
| `&Rcaron;` | Ř |
| `&rcaron;` | ř |
| `&Sacute;` | Ś |
| `&sacute;` | ś |
| `&Scirc;` | Ŝ |
| `&scirc;` | ŝ |
| `&Scedil;` | Ş |
| `&scedil;` | ş |
| `&Scaron;` | Š |
| `&scaron;` | š |
| `&Tcedil;` | Ţ |
| `&tcedil;` | ţ |
| `&Tcaron;` | Ť |
| `&tcaron;` | ť |
| `&Tstrok;` | Ŧ |
| `&tstrok;` | ŧ |
| `&Utilde;` | Ũ |
| `&utilde;` | ũ |
| `&Umacr;` | Ū |
| `&umacr;` | ū |
| `&Ubreve;` | Ŭ |
| `&ubreve;` | ŭ |
| `&Uring;` | Ů |
| `&uring;` | ů |
| `&Udblac;` | Ű |
| `&udblac;` | ű |
| `&Uogon;` | Ų |
| `&uogon;` | ų |
| `&Wcirc;` | Ŵ |
| `&wcirc;` | ŵ |
| `&Ycirc;` | Ŷ |
| `&ycirc;` | ŷ |
| `&Yuml;` | Ÿ |
| `&Zacute;` | Ź |
| `&zacute;` | ź |
| `&Zdot;` | Ż |
| `&zdot;` | ż |
| `&Zcaron;` | Ž |
| `&zcaron;` | ž |
| `&fnof;` | ƒ |
| `&imped;` | Ƶ |
| `&gacute;` | ǵ |
| `&jmath;` | ȷ |
| `&circ;` | ˆ |
| `&Hacek;` | ˇ |
| `&caron;` | ˇ |
| `&Breve;` | ˘ |
| `&breve;` | ˘ |
| `&DiacriticalDot;` | ˙ |
| `&dot;` | ˙ |
| `&ring;` | ˚ |
| `&ogon;` | ˛ |
| `&DiacriticalTilde;` | ˜ |
| `&tilde;` | ˜ |
| `&DiacriticalDoubleAcute;` | ˝ |
| `&dblac;` | ˝ |
| `&DownBreve;` | ̑ |
| `&Alpha;` | Α |
| `&Beta;` | Β |
| `&Gamma;` | Γ |
| `&Delta;` | Δ |
| `&Epsilon;` | Ε |
| `&Zeta;` | Ζ |
| `&Eta;` | Η |
| `&Theta;` | Θ |
| `&Iota;` | Ι |
| `&Kappa;` | Κ |
| `&Lambda;` | Λ |
| `&Mu;` | Μ |
| `&Nu;` | Ν |
| `&Xi;` | Ξ |
| `&Omicron;` | Ο |
| `&Pi;` | Π |
| `&Rho;` | Ρ |
| `&Sigma;` | Σ |
| `&Tau;` | Τ |
| `&Upsilon;` | Υ |
| `&Phi;` | Φ |
| `&Chi;` | Χ |
| `&Psi;` | Ψ |
| `&Omega;` | Ω |
| `&ohm;` | Ω |
| `&alpha;` | α |
| `&beta;` | β |
| `&gamma;` | γ |
| `&delta;` | δ |
| `&epsi;` | ε |
| `&epsilon;` | ε |
| `&zeta;` | ζ |
| `&eta;` | η |
| `&theta;` | θ |
| `&iota;` | ι |
| `&kappa;` | κ |
| `&lambda;` | λ |
| `&mu;` | μ |
| `&nu;` | ν |
| `&xi;` | ξ |
| `&omicron;` | ο |
| `&pi;` | π |
| `&rho;` | ρ |
| `&sigmaf;` | ς |
| `&sigmav;` | ς |
| `&varsigma;` | ς |
| `&sigma;` | σ |
| `&tau;` | τ |
| `&upsi;` | υ |
| `&upsilon;` | υ |
| `&phi;` | φ |
| `&chi;` | χ |
| `&psi;` | ψ |
| `&omega;` | ω |
| `&thetasym;` | ϑ |
| `&thetav;` | ϑ |
| `&vartheta;` | ϑ |
| `&Upsi;` | ϒ |
| `&upsih;` | ϒ |
| `&phiv;` | ϕ |
| `&straightphi;` | ϕ |
| `&varphi;` | ϕ |
| `&piv;` | ϖ |
| `&varpi;` | ϖ |
| `&Gammad;` | Ϝ |
| `&digamma;` | ϝ |
| `&gammad;` | ϝ |
| `&kappav;` | ϰ |
| `&varkappa;` | ϰ |
| `&rhov;` | ϱ |
| `&varrho;` | ϱ |
| `&epsiv;` | ϵ |
| `&straightepsilon;` | ϵ |
| `&varepsilon;` | ϵ |
| `&backepsilon;` | ϶ |
| `&bepsi;` | ϶ |
| `&IOcy;` | Ё |
| `&DJcy;` | Ђ |
| `&GJcy;` | Ѓ |
| `&Jukcy;` | Є |
| `&DScy;` | Ѕ |
| `&Iukcy;` | І |
| `&YIcy;` | Ї |
| `&Jsercy;` | Ј |
| `&LJcy;` | Љ |
| `&NJcy;` | Њ |
| `&TSHcy;` | Ћ |
| `&KJcy;` | Ќ |
| `&Ubrcy;` | Ў |
| `&DZcy;` | Џ |
| `&Acy;` | А |
| `&Bcy;` | Б |
| `&Vcy;` | В |
| `&Gcy;` | Г |
| `&Dcy;` | Д |
| `&IEcy;` | Е |
| `&ZHcy;` | Ж |
| `&Zcy;` | З |
| `&Icy;` | И |
| `&Jcy;` | Й |
| `&Kcy;` | К |
| `&Lcy;` | Л |
| `&Mcy;` | М |
| `&Ncy;` | Н |
| `&Ocy;` | О |
| `&Pcy;` | П |
| `&Rcy;` | Р |
| `&Scy;` | С |
| `&Tcy;` | Т |
| `&Ucy;` | У |
| `&Fcy;` | Ф |
| `&KHcy;` | Х |
| `&TScy;` | Ц |
| `&CHcy;` | Ч |
| `&SHcy;` | Ш |
| `&SHCHcy;` | Щ |
| `&HARDcy;` | Ъ |
| `&Ycy;` | Ы |
| `&SOFTcy;` | Ь |
| `&Ecy;` | Э |
| `&YUcy;` | Ю |
| `&YAcy;` | Я |
| `&acy;` | а |
| `&bcy;` | б |
| `&vcy;` | в |
| `&gcy;` | г |
| `&dcy;` | д |
| `&iecy;` | е |
| `&zhcy;` | ж |
| `&zcy;` | з |
| `&icy;` | и |
| `&jcy;` | й |
| `&kcy;` | к |
| `&lcy;` | л |
| `&mcy;` | м |
| `&ncy;` | н |
| `&ocy;` | о |
| `&pcy;` | п |
| `&rcy;` | р |
| `&scy;` | с |
| `&tcy;` | т |
| `&ucy;` | у |
| `&fcy;` | ф |
| `&khcy;` | х |
| `&tscy;` | ц |
| `&chcy;` | ч |
| `&shcy;` | ш |
| `&shchcy;` | щ |
| `&hardcy;` | ъ |
| `&ycy;` | ы |
| `&softcy;` | ь |
| `&ecy;` | э |
| `&yucy;` | ю |
| `&yacy;` | я |
| `&iocy;` | ё |
| `&djcy;` | ђ |
| `&gjcy;` | ѓ |
| `&jukcy;` | є |
| `&dscy;` | ѕ |
| `&iukcy;` | і |
| `&yicy;` | ї |
| `&jsercy;` | ј |
| `&ljcy;` | љ |
| `&njcy;` | њ |
| `&tshcy;` | ћ |
| `&kjcy;` | ќ |
| `&ubrcy;` | ў |
| `&dzcy;` | џ |
| `&ensp;` |   |
| `&emsp;` |   |
| `&emsp13;` |   |
| `&emsp14;` |   |
| `&numsp;` |   |
| `&puncsp;` |   |
| `&ThinSpace;` |   |
| `&thinsp;` |   |
| `&VeryThinSpace;` |   |
| `&hairsp;` |   |
| `&NegativeMediumSpace;` |  |
| `&NegativeThickSpace;` |  |
| `&NegativeThinSpace;` |  |
| `&NegativeVeryThinSpace;` |  |
| `&ZeroWidthSpace;` |  |
| `&zwnj;` | ‌ |
| `&zwj;` | ‍ |
| `&lrm;` | ‎ |
| `&rlm;` | ‏ |
| `&dash;` | ‐ |
| `&hyphen;` | ‐ |
| `&ndash;` | – |
| `&mdash;` | — |
| `&horbar;` | ― |
| `&Verbar;` | ‖ |
| `&Vert;` | ‖ |
| `&OpenCurlyQuote;` | ‘ |
| `&lsquo;` | ‘ |
| `&CloseCurlyQuote;` | ’ |
| `&rsquo;` | ’ |
| `&rsquor;` | ’ |
| `&lsquor;` | ‚ |
| `&sbquo;` | ‚ |
| `&OpenCurlyDoubleQuote;` | “ |
| `&ldquo;` | “ |
| `&CloseCurlyDoubleQuote;` | ” |
| `&rdquo;` | ” |
| `&rdquor;` | ” |
| `&bdquo;` | „ |
| `&ldquor;` | „ |
| `&dagger;` | † |
| `&Dagger;` | ‡ |
| `&ddagger;` | ‡ |
| `&bull;` | • |
| `&bullet;` | • |
| `&nldr;` | ‥ |
| `&hellip;` | … |
| `&mldr;` | … |
| `&permil;` | ‰ |
| `&pertenk;` | ‱ |
| `&prime;` | ′ |
| `&Prime;` | ″ |
| `&tprime;` | ‴ |
| `&backprime;` | ‵ |
| `&bprime;` | ‵ |
| `&lsaquo;` | ‹ |
| `&rsaquo;` | › |
| `&OverBar;` | ‾ |
| `&oline;` | ‾ |
| `&caret;` | ⁁ |
| `&hybull;` | ⁃ |
| `&frasl;` | ⁄ |
| `&bsemi;` | ⁏ |
| `&qprime;` | ⁗ |
| `&MediumSpace;` |   |
| `&NoBreak;` | ⁠ |
| `&ApplyFunction;` | ⁡ |
| `&af;` | ⁡ |
| `&InvisibleTimes;` | ⁢ |
| `&it;` | ⁢ |
| `&InvisibleComma;` | ⁣ |
| `&ic;` | ⁣ |
| `&euro;` | € |
| `&TripleDot;` | ⃛ |
| `&tdot;` | ⃛ |
| `&DotDot;` | ⃜ |
| `&Copf;` | ℂ |
| `&complexes;` | ℂ |
| `&incare;` | ℅ |
| `&gscr;` | ℊ |
| `&HilbertSpace;` | ℋ |
| `&Hscr;` | ℋ |
| `&hamilt;` | ℋ |
| `&Hfr;` | ℌ |
| `&Poincareplane;` | ℌ |
| `&Hopf;` | ℍ |
| `&quaternions;` | ℍ |
| `&planckh;` | ℎ |
| `&hbar;` | ℏ |
| `&hslash;` | ℏ |
| `&planck;` | ℏ |
| `&plankv;` | ℏ |
| `&Iscr;` | ℐ |
| `&imagline;` | ℐ |
| `&Ifr;` | ℑ |
| `&Im;` | ℑ |
| `&image;` | ℑ |
| `&imagpart;` | ℑ |
| `&Laplacetrf;` | ℒ |
| `&Lscr;` | ℒ |
| `&lagran;` | ℒ |
| `&ell;` | ℓ |
| `&Nopf;` | ℕ |
| `&naturals;` | ℕ |
| `&numero;` | № |
| `&copysr;` | ℗ |
| `&weierp;` | ℘ |
| `&wp;` | ℘ |
| `&Popf;` | ℙ |
| `&primes;` | ℙ |
| `&Qopf;` | ℚ |
| `&rationals;` | ℚ |
| `&Rscr;` | ℛ |
| `&realine;` | ℛ |
| `&Re;` | ℜ |
| `&Rfr;` | ℜ |
| `&real;` | ℜ |
| `&realpart;` | ℜ |
| `&Ropf;` | ℝ |
| `&reals;` | ℝ |
| `&rx;` | ℞ |
| `&TRADE;` | ™ |
| `&trade;` | ™ |
| `&Zopf;` | ℤ |
| `&integers;` | ℤ |
| `&mho;` | ℧ |
| `&Zfr;` | ℨ |
| `&zeetrf;` | ℨ |
| `&iiota;` | ℩ |
| `&Bernoullis;` | ℬ |
| `&Bscr;` | ℬ |
| `&bernou;` | ℬ |
| `&Cayleys;` | ℭ |
| `&Cfr;` | ℭ |
| `&escr;` | ℯ |
| `&Escr;` | ℰ |
| `&expectation;` | ℰ |
| `&Fouriertrf;` | ℱ |
| `&Fscr;` | ℱ |
| `&Mellintrf;` | ℳ |
| `&Mscr;` | ℳ |
| `&phmmat;` | ℳ |
| `&order;` | ℴ |
| `&orderof;` | ℴ |
| `&oscr;` | ℴ |
| `&alefsym;` | ℵ |
| `&aleph;` | ℵ |
| `&beth;` | ℶ |
| `&gimel;` | ℷ |
| `&daleth;` | ℸ |
| `&CapitalDifferentialD;` | ⅅ |
| `&DD;` | ⅅ |
| `&DifferentialD;` | ⅆ |
| `&dd;` | ⅆ |
| `&ExponentialE;` | ⅇ |
| `&ee;` | ⅇ |
| `&exponentiale;` | ⅇ |
| `&ImaginaryI;` | ⅈ |
| `&ii;` | ⅈ |
| `&frac13;` | ⅓ |
| `&frac23;` | ⅔ |
| `&frac15;` | ⅕ |
| `&frac25;` | ⅖ |
| `&frac35;` | ⅗ |
| `&frac45;` | ⅘ |
| `&frac16;` | ⅙ |
| `&frac56;` | ⅚ |
| `&frac18;` | ⅛ |
| `&frac38;` | ⅜ |
| `&frac58;` | ⅝ |
| `&frac78;` | ⅞ |
| `&LeftArrow;` | ← |
| `&ShortLeftArrow;` | ← |
| `&larr;` | ← |
| `&leftarrow;` | ← |
| `&slarr;` | ← |
| `&ShortUpArrow;` | ↑ |
| `&UpArrow;` | ↑ |
| `&uarr;` | ↑ |
| `&uparrow;` | ↑ |
| `&RightArrow;` | → |
| `&ShortRightArrow;` | → |
| `&rarr;` | → |
| `&rightarrow;` | → |
| `&srarr;` | → |
| `&DownArrow;` | ↓ |
| `&ShortDownArrow;` | ↓ |
| `&darr;` | ↓ |
| `&downarrow;` | ↓ |
| `&LeftRightArrow;` | ↔ |
| `&harr;` | ↔ |
| `&leftrightarrow;` | ↔ |
| `&UpDownArrow;` | ↕ |
| `&updownarrow;` | ↕ |
| `&varr;` | ↕ |
| `&UpperLeftArrow;` | ↖ |
| `&nwarr;` | ↖ |
| `&nwarrow;` | ↖ |
| `&UpperRightArrow;` | ↗ |
| `&nearr;` | ↗ |
| `&nearrow;` | ↗ |
| `&LowerRightArrow;` | ↘ |
| `&searr;` | ↘ |
| `&searrow;` | ↘ |
| `&LowerLeftArrow;` | ↙ |
| `&swarr;` | ↙ |
| `&swarrow;` | ↙ |
| `&nlarr;` | ↚ |
| `&nleftarrow;` | ↚ |
| `&nrarr;` | ↛ |
| `&nrightarrow;` | ↛ |
| `&rarrw;` | ↝ |
| `&rightsquigarrow;` | ↝ |
| `&Larr;` | ↞ |
| `&twoheadleftarrow;` | ↞ |
| `&Uarr;` | ↟ |
| `&Rarr;` | ↠ |
| `&twoheadrightarrow;` | ↠ |
| `&Darr;` | ↡ |
| `&larrtl;` | ↢ |
| `&leftarrowtail;` | ↢ |
| `&rarrtl;` | ↣ |
| `&rightarrowtail;` | ↣ |
| `&LeftTeeArrow;` | ↤ |
| `&mapstoleft;` | ↤ |
| `&UpTeeArrow;` | ↥ |
| `&mapstoup;` | ↥ |
| `&RightTeeArrow;` | ↦ |
| `&map;` | ↦ |
| `&mapsto;` | ↦ |
| `&DownTeeArrow;` | ↧ |
| `&mapstodown;` | ↧ |
| `&hookleftarrow;` | ↩ |
| `&larrhk;` | ↩ |
| `&hookrightarrow;` | ↪ |
| `&rarrhk;` | ↪ |
| `&larrlp;` | ↫ |
| `&looparrowleft;` | ↫ |
| `&looparrowright;` | ↬ |
| `&rarrlp;` | ↬ |
| `&harrw;` | ↭ |
| `&leftrightsquigarrow;` | ↭ |
| `&nharr;` | ↮ |
| `&nleftrightarrow;` | ↮ |
| `&Lsh;` | ↰ |
| `&lsh;` | ↰ |
| `&Rsh;` | ↱ |
| `&rsh;` | ↱ |
| `&ldsh;` | ↲ |
| `&rdsh;` | ↳ |
| `&crarr;` | ↵ |
| `&cularr;` | ↶ |
| `&curvearrowleft;` | ↶ |
| `&curarr;` | ↷ |
| `&curvearrowright;` | ↷ |
| `&circlearrowleft;` | ↺ |
| `&olarr;` | ↺ |
| `&circlearrowright;` | ↻ |
| `&orarr;` | ↻ |
| `&LeftVector;` | ↼ |
| `&leftharpoonup;` | ↼ |
| `&lharu;` | ↼ |
| `&DownLeftVector;` | ↽ |
| `&leftharpoondown;` | ↽ |
| `&lhard;` | ↽ |
| `&RightUpVector;` | ↾ |
| `&uharr;` | ↾ |
| `&upharpoonright;` | ↾ |
| `&LeftUpVector;` | ↿ |
| `&uharl;` | ↿ |
| `&upharpoonleft;` | ↿ |
| `&RightVector;` | ⇀ |
| `&rharu;` | ⇀ |
| `&rightharpoonup;` | ⇀ |
| `&DownRightVector;` | ⇁ |
| `&rhard;` | ⇁ |
| `&rightharpoondown;` | ⇁ |
| `&RightDownVector;` | ⇂ |
| `&dharr;` | ⇂ |
| `&downharpoonright;` | ⇂ |
| `&LeftDownVector;` | ⇃ |
| `&dharl;` | ⇃ |
| `&downharpoonleft;` | ⇃ |
| `&RightArrowLeftArrow;` | ⇄ |
| `&rightleftarrows;` | ⇄ |
| `&rlarr;` | ⇄ |
| `&UpArrowDownArrow;` | ⇅ |
| `&udarr;` | ⇅ |
| `&LeftArrowRightArrow;` | ⇆ |
| `&leftrightarrows;` | ⇆ |
| `&lrarr;` | ⇆ |
| `&leftleftarrows;` | ⇇ |
| `&llarr;` | ⇇ |
| `&upuparrows;` | ⇈ |
| `&uuarr;` | ⇈ |
| `&rightrightarrows;` | ⇉ |
| `&rrarr;` | ⇉ |
| `&ddarr;` | ⇊ |
| `&downdownarrows;` | ⇊ |
| `&ReverseEquilibrium;` | ⇋ |
| `&leftrightharpoons;` | ⇋ |
| `&lrhar;` | ⇋ |
| `&Equilibrium;` | ⇌ |
| `&rightleftharpoons;` | ⇌ |
| `&rlhar;` | ⇌ |
| `&nLeftarrow;` | ⇍ |
| `&nlArr;` | ⇍ |
| `&nLeftrightarrow;` | ⇎ |
| `&nhArr;` | ⇎ |
| `&nRightarrow;` | ⇏ |
| `&nrArr;` | ⇏ |
| `&DoubleLeftArrow;` | ⇐ |
| `&Leftarrow;` | ⇐ |
| `&lArr;` | ⇐ |
| `&DoubleUpArrow;` | ⇑ |
| `&Uparrow;` | ⇑ |
| `&uArr;` | ⇑ |
| `&DoubleRightArrow;` | ⇒ |
| `&Implies;` | ⇒ |
| `&Rightarrow;` | ⇒ |
| `&rArr;` | ⇒ |
| `&DoubleDownArrow;` | ⇓ |
| `&Downarrow;` | ⇓ |
| `&dArr;` | ⇓ |
| `&DoubleLeftRightArrow;` | ⇔ |
| `&Leftrightarrow;` | ⇔ |
| `&hArr;` | ⇔ |
| `&iff;` | ⇔ |
| `&DoubleUpDownArrow;` | ⇕ |
| `&Updownarrow;` | ⇕ |
| `&vArr;` | ⇕ |
| `&nwArr;` | ⇖ |
| `&neArr;` | ⇗ |
| `&seArr;` | ⇘ |
| `&swArr;` | ⇙ |
| `&Lleftarrow;` | ⇚ |
| `&lAarr;` | ⇚ |
| `&Rrightarrow;` | ⇛ |
| `&rAarr;` | ⇛ |
| `&zigrarr;` | ⇝ |
| `&LeftArrowBar;` | ⇤ |
| `&larrb;` | ⇤ |
| `&RightArrowBar;` | ⇥ |
| `&rarrb;` | ⇥ |
| `&DownArrowUpArrow;` | ⇵ |
| `&duarr;` | ⇵ |
| `&loarr;` | ⇽ |
| `&roarr;` | ⇾ |
| `&hoarr;` | ⇿ |
| `&ForAll;` | ∀ |
| `&forall;` | ∀ |
| `&comp;` | ∁ |
| `&complement;` | ∁ |
| `&PartialD;` | ∂ |
| `&part;` | ∂ |
| `&Exists;` | ∃ |
| `&exist;` | ∃ |
| `&NotExists;` | ∄ |
| `&nexist;` | ∄ |
| `&nexists;` | ∄ |
| `&empty;` | ∅ |
| `&emptyset;` | ∅ |
| `&emptyv;` | ∅ |
| `&varnothing;` | ∅ |
| `&Del;` | ∇ |
| `&nabla;` | ∇ |
| `&Element;` | ∈ |
| `&in;` | ∈ |
| `&isin;` | ∈ |
| `&isinv;` | ∈ |
| `&NotElement;` | ∉ |
| `&notin;` | ∉ |
| `&notinva;` | ∉ |
| `&ReverseElement;` | ∋ |
| `&SuchThat;` | ∋ |
| `&ni;` | ∋ |
| `&niv;` | ∋ |
| `&NotReverseElement;` | ∌ |
| `&notni;` | ∌ |
| `&notniva;` | ∌ |
| `&Product;` | ∏ |
| `&prod;` | ∏ |
| `&Coproduct;` | ∐ |
| `&coprod;` | ∐ |
| `&Sum;` | ∑ |
| `&sum;` | ∑ |
| `&minus;` | − |
| `&MinusPlus;` | ∓ |
| `&mnplus;` | ∓ |
| `&mp;` | ∓ |
| `&dotplus;` | ∔ |
| `&plusdo;` | ∔ |
| `&Backslash;` | ∖ |
| `&setminus;` | ∖ |
| `&setmn;` | ∖ |
| `&smallsetminus;` | ∖ |
| `&ssetmn;` | ∖ |
| `&lowast;` | ∗ |
| `&SmallCircle;` | ∘ |
| `&compfn;` | ∘ |
| `&Sqrt;` | √ |
| `&radic;` | √ |
| `&Proportional;` | ∝ |
| `&prop;` | ∝ |
| `&propto;` | ∝ |
| `&varpropto;` | ∝ |
| `&vprop;` | ∝ |
| `&infin;` | ∞ |
| `&angrt;` | ∟ |
| `&ang;` | ∠ |
| `&angle;` | ∠ |
| `&angmsd;` | ∡ |
| `&measuredangle;` | ∡ |
| `&angsph;` | ∢ |
| `&VerticalBar;` | ∣ |
| `&mid;` | ∣ |
| `&shortmid;` | ∣ |
| `&smid;` | ∣ |
| `&NotVerticalBar;` | ∤ |
| `&nmid;` | ∤ |
| `&nshortmid;` | ∤ |
| `&nsmid;` | ∤ |
| `&DoubleVerticalBar;` | ∥ |
| `&par;` | ∥ |
| `&parallel;` | ∥ |
| `&shortparallel;` | ∥ |
| `&spar;` | ∥ |
| `&NotDoubleVerticalBar;` | ∦ |
| `&npar;` | ∦ |
| `&nparallel;` | ∦ |
| `&nshortparallel;` | ∦ |
| `&nspar;` | ∦ |
| `&and;` | ∧ |
| `&wedge;` | ∧ |
| `&or;` | ∨ |
| `&vee;` | ∨ |
| `&cap;` | ∩ |
| `&cup;` | ∪ |
| `&Integral;` | ∫ |
| `&int;` | ∫ |
| `&Int;` | ∬ |
| `&iiint;` | ∭ |
| `&tint;` | ∭ |
| `&ContourIntegral;` | ∮ |
| `&conint;` | ∮ |
| `&oint;` | ∮ |
| `&Conint;` | ∯ |
| `&DoubleContourIntegral;` | ∯ |
| `&Cconint;` | ∰ |
| `&cwint;` | ∱ |
| `&ClockwiseContourIntegral;` | ∲ |
| `&cwconint;` | ∲ |
| `&CounterClockwiseContourIntegral;` | ∳ |
| `&awconint;` | ∳ |
| `&Therefore;` | ∴ |
| `&there4;` | ∴ |
| `&therefore;` | ∴ |
| `&Because;` | ∵ |
| `&becaus;` | ∵ |
| `&because;` | ∵ |
| `&ratio;` | ∶ |
| `&Colon;` | ∷ |
| `&Proportion;` | ∷ |
| `&dotminus;` | ∸ |
| `&minusd;` | ∸ |
| `&mDDot;` | ∺ |
| `&homtht;` | ∻ |
| `&Tilde;` | ∼ |
| `&sim;` | ∼ |
| `&thicksim;` | ∼ |
| `&thksim;` | ∼ |
| `&backsim;` | ∽ |
| `&bsim;` | ∽ |
| `&ac;` | ∾ |
| `&mstpos;` | ∾ |
| `&acd;` | ∿ |
| `&VerticalTilde;` | ≀ |
| `&wr;` | ≀ |
| `&wreath;` | ≀ |
| `&NotTilde;` | ≁ |
| `&nsim;` | ≁ |
| `&EqualTilde;` | ≂ |
| `&eqsim;` | ≂ |
| `&esim;` | ≂ |
| `&TildeEqual;` | ≃ |
| `&sime;` | ≃ |
| `&simeq;` | ≃ |
| `&NotTildeEqual;` | ≄ |
| `&nsime;` | ≄ |
| `&nsimeq;` | ≄ |
| `&TildeFullEqual;` | ≅ |
| `&cong;` | ≅ |
| `&simne;` | ≆ |
| `&NotTildeFullEqual;` | ≇ |
| `&ncong;` | ≇ |
| `&TildeTilde;` | ≈ |
| `&ap;` | ≈ |
| `&approx;` | ≈ |
| `&asymp;` | ≈ |
| `&thickapprox;` | ≈ |
| `&thkap;` | ≈ |
| `&NotTildeTilde;` | ≉ |
| `&nap;` | ≉ |
| `&napprox;` | ≉ |
| `&ape;` | ≊ |
| `&approxeq;` | ≊ |
| `&apid;` | ≋ |
| `&backcong;` | ≌ |
| `&bcong;` | ≌ |
| `&CupCap;` | ≍ |
| `&asympeq;` | ≍ |
| `&Bumpeq;` | ≎ |
| `&HumpDownHump;` | ≎ |
| `&bump;` | ≎ |
| `&HumpEqual;` | ≏ |
| `&bumpe;` | ≏ |
| `&bumpeq;` | ≏ |
| `&DotEqual;` | ≐ |
| `&doteq;` | ≐ |
| `&esdot;` | ≐ |
| `&doteqdot;` | ≑ |
| `&eDot;` | ≑ |
| `&efDot;` | ≒ |
| `&fallingdotseq;` | ≒ |
| `&erDot;` | ≓ |
| `&risingdotseq;` | ≓ |
| `&Assign;` | ≔ |
| `&colone;` | ≔ |
| `&coloneq;` | ≔ |
| `&ecolon;` | ≕ |
| `&eqcolon;` | ≕ |
| `&ecir;` | ≖ |
| `&eqcirc;` | ≖ |
| `&circeq;` | ≗ |
| `&cire;` | ≗ |
| `&wedgeq;` | ≙ |
| `&veeeq;` | ≚ |
| `&triangleq;` | ≜ |
| `&trie;` | ≜ |
| `&equest;` | ≟ |
| `&questeq;` | ≟ |
| `&NotEqual;` | ≠ |
| `&ne;` | ≠ |
| `&Congruent;` | ≡ |
| `&equiv;` | ≡ |
| `&NotCongruent;` | ≢ |
| `&nequiv;` | ≢ |
| `&le;` | ≤ |
| `&leq;` | ≤ |
| `&GreaterEqual;` | ≥ |
| `&ge;` | ≥ |
| `&geq;` | ≥ |
| `&LessFullEqual;` | ≦ |
| `&lE;` | ≦ |
| `&leqq;` | ≦ |
| `&GreaterFullEqual;` | ≧ |
| `&gE;` | ≧ |
| `&geqq;` | ≧ |
| `&lnE;` | ≨ |
| `&lneqq;` | ≨ |
| `&gnE;` | ≩ |
| `&gneqq;` | ≩ |
| `&Lt;` | ≪ |
| `&NestedLessLess;` | ≪ |
| `&ll;` | ≪ |
| `&Gt;` | ≫ |
| `&NestedGreaterGreater;` | ≫ |
| `&gg;` | ≫ |
| `&between;` | ≬ |
| `&twixt;` | ≬ |
| `&NotCupCap;` | ≭ |
| `&NotLess;` | ≮ |
| `&nless;` | ≮ |
| `&nlt;` | ≮ |
| `&NotGreater;` | ≯ |
| `&ngt;` | ≯ |
| `&ngtr;` | ≯ |
| `&NotLessEqual;` | ≰ |
| `&nle;` | ≰ |
| `&nleq;` | ≰ |
| `&NotGreaterEqual;` | ≱ |
| `&nge;` | ≱ |
| `&ngeq;` | ≱ |
| `&LessTilde;` | ≲ |
| `&lesssim;` | ≲ |
| `&lsim;` | ≲ |
| `&GreaterTilde;` | ≳ |
| `&gsim;` | ≳ |
| `&gtrsim;` | ≳ |
| `&NotLessTilde;` | ≴ |
| `&nlsim;` | ≴ |
| `&NotGreaterTilde;` | ≵ |
| `&ngsim;` | ≵ |
| `&LessGreater;` | ≶ |
| `&lessgtr;` | ≶ |
| `&lg;` | ≶ |
| `&GreaterLess;` | ≷ |
| `&gl;` | ≷ |
| `&gtrless;` | ≷ |
| `&NotLessGreater;` | ≸ |
| `&ntlg;` | ≸ |
| `&NotGreaterLess;` | ≹ |
| `&ntgl;` | ≹ |
| `&Precedes;` | ≺ |
| `&pr;` | ≺ |
| `&prec;` | ≺ |
| `&Succeeds;` | ≻ |
| `&sc;` | ≻ |
| `&succ;` | ≻ |
| `&PrecedesSlantEqual;` | ≼ |
| `&prcue;` | ≼ |
| `&preccurlyeq;` | ≼ |
| `&SucceedsSlantEqual;` | ≽ |
| `&sccue;` | ≽ |
| `&succcurlyeq;` | ≽ |
| `&PrecedesTilde;` | ≾ |
| `&precsim;` | ≾ |
| `&prsim;` | ≾ |
| `&SucceedsTilde;` | ≿ |
| `&scsim;` | ≿ |
| `&succsim;` | ≿ |
| `&NotPrecedes;` | ⊀ |
| `&npr;` | ⊀ |
| `&nprec;` | ⊀ |
| `&NotSucceeds;` | ⊁ |
| `&nsc;` | ⊁ |
| `&nsucc;` | ⊁ |
| `&sub;` | ⊂ |
| `&subset;` | ⊂ |
| `&Superset;` | ⊃ |
| `&sup;` | ⊃ |
| `&supset;` | ⊃ |
| `&nsub;` | ⊄ |
| `&nsup;` | ⊅ |
| `&SubsetEqual;` | ⊆ |
| `&sube;` | ⊆ |
| `&subseteq;` | ⊆ |
| `&SupersetEqual;` | ⊇ |
| `&supe;` | ⊇ |
| `&supseteq;` | ⊇ |
| `&NotSubsetEqual;` | ⊈ |
| `&nsube;` | ⊈ |
| `&nsubseteq;` | ⊈ |
| `&NotSupersetEqual;` | ⊉ |
| `&nsupe;` | ⊉ |
| `&nsupseteq;` | ⊉ |
| `&subne;` | ⊊ |
| `&subsetneq;` | ⊊ |
| `&supne;` | ⊋ |
| `&supsetneq;` | ⊋ |
| `&cupdot;` | ⊍ |
| `&UnionPlus;` | ⊎ |
| `&uplus;` | ⊎ |
| `&SquareSubset;` | ⊏ |
| `&sqsub;` | ⊏ |
| `&sqsubset;` | ⊏ |
| `&SquareSuperset;` | ⊐ |
| `&sqsup;` | ⊐ |
| `&sqsupset;` | ⊐ |
| `&SquareSubsetEqual;` | ⊑ |
| `&sqsube;` | ⊑ |
| `&sqsubseteq;` | ⊑ |
| `&SquareSupersetEqual;` | ⊒ |
| `&sqsupe;` | ⊒ |
| `&sqsupseteq;` | ⊒ |
| `&SquareIntersection;` | ⊓ |
| `&sqcap;` | ⊓ |
| `&SquareUnion;` | ⊔ |
| `&sqcup;` | ⊔ |
| `&CirclePlus;` | ⊕ |
| `&oplus;` | ⊕ |
| `&CircleMinus;` | ⊖ |
| `&ominus;` | ⊖ |
| `&CircleTimes;` | ⊗ |
| `&otimes;` | ⊗ |
| `&osol;` | ⊘ |
| `&CircleDot;` | ⊙ |
| `&odot;` | ⊙ |
| `&circledcirc;` | ⊚ |
| `&ocir;` | ⊚ |
| `&circledast;` | ⊛ |
| `&oast;` | ⊛ |
| `&circleddash;` | ⊝ |
| `&odash;` | ⊝ |
| `&boxplus;` | ⊞ |
| `&plusb;` | ⊞ |
| `&boxminus;` | ⊟ |
| `&minusb;` | ⊟ |
| `&boxtimes;` | ⊠ |
| `&timesb;` | ⊠ |
| `&dotsquare;` | ⊡ |
| `&sdotb;` | ⊡ |
| `&RightTee;` | ⊢ |
| `&vdash;` | ⊢ |
| `&LeftTee;` | ⊣ |
| `&dashv;` | ⊣ |
| `&DownTee;` | ⊤ |
| `&top;` | ⊤ |
| `&UpTee;` | ⊥ |
| `&bot;` | ⊥ |
| `&bottom;` | ⊥ |
| `&perp;` | ⊥ |
| `&models;` | ⊧ |
| `&DoubleRightTee;` | ⊨ |
| `&vDash;` | ⊨ |
| `&Vdash;` | ⊩ |
| `&Vvdash;` | ⊪ |
| `&VDash;` | ⊫ |
| `&nvdash;` | ⊬ |
| `&nvDash;` | ⊭ |
| `&nVdash;` | ⊮ |
| `&nVDash;` | ⊯ |
| `&prurel;` | ⊰ |
| `&LeftTriangle;` | ⊲ |
| `&vartriangleleft;` | ⊲ |
| `&vltri;` | ⊲ |
| `&RightTriangle;` | ⊳ |
| `&vartriangleright;` | ⊳ |
| `&vrtri;` | ⊳ |
| `&LeftTriangleEqual;` | ⊴ |
| `&ltrie;` | ⊴ |
| `&trianglelefteq;` | ⊴ |
| `&RightTriangleEqual;` | ⊵ |
| `&rtrie;` | ⊵ |
| `&trianglerighteq;` | ⊵ |
| `&origof;` | ⊶ |
| `&imof;` | ⊷ |
| `&multimap;` | ⊸ |
| `&mumap;` | ⊸ |
| `&hercon;` | ⊹ |
| `&intcal;` | ⊺ |
| `&intercal;` | ⊺ |
| `&veebar;` | ⊻ |
| `&barvee;` | ⊽ |
| `&angrtvb;` | ⊾ |
| `&lrtri;` | ⊿ |
| `&Wedge;` | ⋀ |
| `&bigwedge;` | ⋀ |
| `&xwedge;` | ⋀ |
| `&Vee;` | ⋁ |
| `&bigvee;` | ⋁ |
| `&xvee;` | ⋁ |
| `&Intersection;` | ⋂ |
| `&bigcap;` | ⋂ |
| `&xcap;` | ⋂ |
| `&Union;` | ⋃ |
| `&bigcup;` | ⋃ |
| `&xcup;` | ⋃ |
| `&Diamond;` | ⋄ |
| `&diam;` | ⋄ |
| `&diamond;` | ⋄ |
| `&sdot;` | ⋅ |
| `&Star;` | ⋆ |
| `&sstarf;` | ⋆ |
| `&divideontimes;` | ⋇ |
| `&divonx;` | ⋇ |
| `&bowtie;` | ⋈ |
| `&ltimes;` | ⋉ |
| `&rtimes;` | ⋊ |
| `&leftthreetimes;` | ⋋ |
| `&lthree;` | ⋋ |
| `&rightthreetimes;` | ⋌ |
| `&rthree;` | ⋌ |
| `&backsimeq;` | ⋍ |
| `&bsime;` | ⋍ |
| `&curlyvee;` | ⋎ |
| `&cuvee;` | ⋎ |
| `&curlywedge;` | ⋏ |
| `&cuwed;` | ⋏ |
| `&Sub;` | ⋐ |
| `&Subset;` | ⋐ |
| `&Sup;` | ⋑ |
| `&Supset;` | ⋑ |
| `&Cap;` | ⋒ |
| `&Cup;` | ⋓ |
| `&fork;` | ⋔ |
| `&pitchfork;` | ⋔ |
| `&epar;` | ⋕ |
| `&lessdot;` | ⋖ |
| `&ltdot;` | ⋖ |
| `&gtdot;` | ⋗ |
| `&gtrdot;` | ⋗ |
| `&Ll;` | ⋘ |
| `&Gg;` | ⋙ |
| `&ggg;` | ⋙ |
| `&LessEqualGreater;` | ⋚ |
| `&leg;` | ⋚ |
| `&lesseqgtr;` | ⋚ |
| `&GreaterEqualLess;` | ⋛ |
| `&gel;` | ⋛ |
| `&gtreqless;` | ⋛ |
| `&cuepr;` | ⋞ |
| `&curlyeqprec;` | ⋞ |
| `&cuesc;` | ⋟ |
| `&curlyeqsucc;` | ⋟ |
| `&NotPrecedesSlantEqual;` | ⋠ |
| `&nprcue;` | ⋠ |
| `&NotSucceedsSlantEqual;` | ⋡ |
| `&nsccue;` | ⋡ |
| `&NotSquareSubsetEqual;` | ⋢ |
| `&nsqsube;` | ⋢ |
| `&NotSquareSupersetEqual;` | ⋣ |
| `&nsqsupe;` | ⋣ |
| `&lnsim;` | ⋦ |
| `&gnsim;` | ⋧ |
| `&precnsim;` | ⋨ |
| `&prnsim;` | ⋨ |
| `&scnsim;` | ⋩ |
| `&succnsim;` | ⋩ |
| `&NotLeftTriangle;` | ⋪ |
| `&nltri;` | ⋪ |
| `&ntriangleleft;` | ⋪ |
| `&NotRightTriangle;` | ⋫ |
| `&nrtri;` | ⋫ |
| `&ntriangleright;` | ⋫ |
| `&NotLeftTriangleEqual;` | ⋬ |
| `&nltrie;` | ⋬ |
| `&ntrianglelefteq;` | ⋬ |
| `&NotRightTriangleEqual;` | ⋭ |
| `&nrtrie;` | ⋭ |
| `&ntrianglerighteq;` | ⋭ |
| `&vellip;` | ⋮ |
| `&ctdot;` | ⋯ |
| `&utdot;` | ⋰ |
| `&dtdot;` | ⋱ |
| `&disin;` | ⋲ |
| `&isinsv;` | ⋳ |
| `&isins;` | ⋴ |
| `&isindot;` | ⋵ |
| `&notinvc;` | ⋶ |
| `&notinvb;` | ⋷ |
| `&isinE;` | ⋹ |
| `&nisd;` | ⋺ |
| `&xnis;` | ⋻ |
| `&nis;` | ⋼ |
| `&notnivc;` | ⋽ |
| `&notnivb;` | ⋾ |
| `&barwed;` | ⌅ |
| `&barwedge;` | ⌅ |
| `&Barwed;` | ⌆ |
| `&doublebarwedge;` | ⌆ |
| `&LeftCeiling;` | ⌈ |
| `&lceil;` | ⌈ |
| `&RightCeiling;` | ⌉ |
| `&rceil;` | ⌉ |
| `&LeftFloor;` | ⌊ |
| `&lfloor;` | ⌊ |
| `&RightFloor;` | ⌋ |
| `&rfloor;` | ⌋ |
| `&drcrop;` | ⌌ |
| `&dlcrop;` | ⌍ |
| `&urcrop;` | ⌎ |
| `&ulcrop;` | ⌏ |
| `&bnot;` | ⌐ |
| `&profline;` | ⌒ |
| `&profsurf;` | ⌓ |
| `&telrec;` | ⌕ |
| `&target;` | ⌖ |
| `&ulcorn;` | ⌜ |
| `&ulcorner;` | ⌜ |
| `&urcorn;` | ⌝ |
| `&urcorner;` | ⌝ |
| `&dlcorn;` | ⌞ |
| `&llcorner;` | ⌞ |
| `&drcorn;` | ⌟ |
| `&lrcorner;` | ⌟ |
| `&frown;` | ⌢ |
| `&sfrown;` | ⌢ |
| `&smile;` | ⌣ |
| `&ssmile;` | ⌣ |
| `&cylcty;` | ⌭ |
| `&profalar;` | ⌮ |
| `&topbot;` | ⌶ |
| `&ovbar;` | ⌽ |
| `&solbar;` | ⌿ |
| `&angzarr;` | ⍼ |
| `&lmoust;` | ⎰ |
| `&lmoustache;` | ⎰ |
| `&rmoust;` | ⎱ |
| `&rmoustache;` | ⎱ |
| `&OverBracket;` | ⎴ |
| `&tbrk;` | ⎴ |
| `&UnderBracket;` | ⎵ |
| `&bbrk;` | ⎵ |
| `&bbrktbrk;` | ⎶ |
| `&OverParenthesis;` | ⏜ |
| `&UnderParenthesis;` | ⏝ |
| `&OverBrace;` | ⏞ |
| `&UnderBrace;` | ⏟ |
| `&trpezium;` | ⏢ |
| `&elinters;` | ⏧ |
| `&blank;` | ␣ |
| `&circledS;` | Ⓢ |
| `&oS;` | Ⓢ |
| `&HorizontalLine;` | ─ |
| `&boxh;` | ─ |
| `&boxv;` | │ |
| `&boxdr;` | ┌ |
| `&boxdl;` | ┐ |
| `&boxur;` | └ |
| `&boxul;` | ┘ |
| `&boxvr;` | ├ |
| `&boxvl;` | ┤ |
| `&boxhd;` | ┬ |
| `&boxhu;` | ┴ |
| `&boxvh;` | ┼ |
| `&boxH;` | ═ |
| `&boxV;` | ║ |
| `&boxdR;` | ╒ |
| `&boxDr;` | ╓ |
| `&boxDR;` | ╔ |
| `&boxdL;` | ╕ |
| `&boxDl;` | ╖ |
| `&boxDL;` | ╗ |
| `&boxuR;` | ╘ |
| `&boxUr;` | ╙ |
| `&boxUR;` | ╚ |
| `&boxuL;` | ╛ |
| `&boxUl;` | ╜ |
| `&boxUL;` | ╝ |
| `&boxvR;` | ╞ |
| `&boxVr;` | ╟ |
| `&boxVR;` | ╠ |
| `&boxvL;` | ╡ |
| `&boxVl;` | ╢ |
| `&boxVL;` | ╣ |
| `&boxHd;` | ╤ |
| `&boxhD;` | ╥ |
| `&boxHD;` | ╦ |
| `&boxHu;` | ╧ |
| `&boxhU;` | ╨ |
| `&boxHU;` | ╩ |
| `&boxvH;` | ╪ |
| `&boxVh;` | ╫ |
| `&boxVH;` | ╬ |
| `&uhblk;` | ▀ |
| `&lhblk;` | ▄ |
| `&block;` | █ |
| `&blk14;` | ░ |
| `&blk12;` | ▒ |
| `&blk34;` | ▓ |
| `&Square;` | □ |
| `&squ;` | □ |
| `&square;` | □ |
| `&FilledVerySmallSquare;` | ▪ |
| `&blacksquare;` | ▪ |
| `&squarf;` | ▪ |
| `&squf;` | ▪ |
| `&EmptyVerySmallSquare;` | ▫ |
| `&rect;` | ▭ |
| `&marker;` | ▮ |
| `&fltns;` | ▱ |
| `&bigtriangleup;` | △ |
| `&xutri;` | △ |
| `&blacktriangle;` | ▴ |
| `&utrif;` | ▴ |
| `&triangle;` | ▵ |
| `&utri;` | ▵ |
| `&blacktriangleright;` | ▸ |
| `&rtrif;` | ▸ |
| `&rtri;` | ▹ |
| `&triangleright;` | ▹ |
| `&bigtriangledown;` | ▽ |
| `&xdtri;` | ▽ |
| `&blacktriangledown;` | ▾ |
| `&dtrif;` | ▾ |
| `&dtri;` | ▿ |
| `&triangledown;` | ▿ |
| `&blacktriangleleft;` | ◂ |
| `&ltrif;` | ◂ |
| `&ltri;` | ◃ |
| `&triangleleft;` | ◃ |
| `&loz;` | ◊ |
| `&lozenge;` | ◊ |
| `&cir;` | ○ |
| `&tridot;` | ◬ |
| `&bigcirc;` | ◯ |
| `&xcirc;` | ◯ |
| `&ultri;` | ◸ |
| `&urtri;` | ◹ |
| `&lltri;` | ◺ |
| `&EmptySmallSquare;` | ◻ |
| `&FilledSmallSquare;` | ◼ |
| `&bigstar;` | ★ |
| `&starf;` | ★ |
| `&star;` | ☆ |
| `&phone;` | ☎ |
| `&female;` | ♀ |
| `&male;` | ♂ |
| `&spades;` | ♠ |
| `&spadesuit;` | ♠ |
| `&clubs;` | ♣ |
| `&clubsuit;` | ♣ |
| `&hearts;` | ♥ |
| `&heartsuit;` | ♥ |
| `&diamondsuit;` | ♦ |
| `&diams;` | ♦ |
| `&sung;` | ♪ |
| `&flat;` | ♭ |
| `&natur;` | ♮ |
| `&natural;` | ♮ |
| `&sharp;` | ♯ |
| `&check;` | ✓ |
| `&checkmark;` | ✓ |
| `&cross;` | ✗ |
| `&malt;` | ✠ |
| `&maltese;` | ✠ |
| `&sext;` | ✶ |
| `&VerticalSeparator;` | ❘ |
| `&lbbrk;` | ❲ |
| `&rbbrk;` | ❳ |
| `&bsolhsub;` | ⟈ |
| `&suphsol;` | ⟉ |
| `&LeftDoubleBracket;` | ⟦ |
| `&lobrk;` | ⟦ |
| `&RightDoubleBracket;` | ⟧ |
| `&robrk;` | ⟧ |
| `&LeftAngleBracket;` | ⟨ |
| `&lang;` | ⟨ |
| `&langle;` | ⟨ |
| `&RightAngleBracket;` | ⟩ |
| `&rang;` | ⟩ |
| `&rangle;` | ⟩ |
| `&Lang;` | ⟪ |
| `&Rang;` | ⟫ |
| `&loang;` | ⟬ |
| `&roang;` | ⟭ |
| `&LongLeftArrow;` | ⟵ |
| `&longleftarrow;` | ⟵ |
| `&xlarr;` | ⟵ |
| `&LongRightArrow;` | ⟶ |
| `&longrightarrow;` | ⟶ |
| `&xrarr;` | ⟶ |
| `&LongLeftRightArrow;` | ⟷ |
| `&longleftrightarrow;` | ⟷ |
| `&xharr;` | ⟷ |
| `&DoubleLongLeftArrow;` | ⟸ |
| `&Longleftarrow;` | ⟸ |
| `&xlArr;` | ⟸ |
| `&DoubleLongRightArrow;` | ⟹ |
| `&Longrightarrow;` | ⟹ |
| `&xrArr;` | ⟹ |
| `&DoubleLongLeftRightArrow;` | ⟺ |
| `&Longleftrightarrow;` | ⟺ |
| `&xhArr;` | ⟺ |
| `&longmapsto;` | ⟼ |
| `&xmap;` | ⟼ |
| `&dzigrarr;` | ⟿ |
| `&nvlArr;` | ⤂ |
| `&nvrArr;` | ⤃ |
| `&nvHarr;` | ⤄ |
| `&Map;` | ⤅ |
| `&lbarr;` | ⤌ |
| `&bkarow;` | ⤍ |
| `&rbarr;` | ⤍ |
| `&lBarr;` | ⤎ |
| `&dbkarow;` | ⤏ |
| `&rBarr;` | ⤏ |
| `&RBarr;` | ⤐ |
| `&drbkarow;` | ⤐ |
| `&DDotrahd;` | ⤑ |
| `&UpArrowBar;` | ⤒ |
| `&DownArrowBar;` | ⤓ |
| `&Rarrtl;` | ⤖ |
| `&latail;` | ⤙ |
| `&ratail;` | ⤚ |
| `&lAtail;` | ⤛ |
| `&rAtail;` | ⤜ |
| `&larrfs;` | ⤝ |
| `&rarrfs;` | ⤞ |
| `&larrbfs;` | ⤟ |
| `&rarrbfs;` | ⤠ |
| `&nwarhk;` | ⤣ |
| `&nearhk;` | ⤤ |
| `&hksearow;` | ⤥ |
| `&searhk;` | ⤥ |
| `&hkswarow;` | ⤦ |
| `&swarhk;` | ⤦ |
| `&nwnear;` | ⤧ |
| `&nesear;` | ⤨ |
| `&toea;` | ⤨ |
| `&seswar;` | ⤩ |
| `&tosa;` | ⤩ |
| `&swnwar;` | ⤪ |
| `&rarrc;` | ⤳ |
| `&cudarrr;` | ⤵ |
| `&ldca;` | ⤶ |
| `&rdca;` | ⤷ |
| `&cudarrl;` | ⤸ |
| `&larrpl;` | ⤹ |
| `&curarrm;` | ⤼ |
| `&cularrp;` | ⤽ |
| `&rarrpl;` | ⥅ |
| `&harrcir;` | ⥈ |
| `&Uarrocir;` | ⥉ |
| `&lurdshar;` | ⥊ |
| `&ldrushar;` | ⥋ |
| `&LeftRightVector;` | ⥎ |
| `&RightUpDownVector;` | ⥏ |
| `&DownLeftRightVector;` | ⥐ |
| `&LeftUpDownVector;` | ⥑ |
| `&LeftVectorBar;` | ⥒ |
| `&RightVectorBar;` | ⥓ |
| `&RightUpVectorBar;` | ⥔ |
| `&RightDownVectorBar;` | ⥕ |
| `&DownLeftVectorBar;` | ⥖ |
| `&DownRightVectorBar;` | ⥗ |
| `&LeftUpVectorBar;` | ⥘ |
| `&LeftDownVectorBar;` | ⥙ |
| `&LeftTeeVector;` | ⥚ |
| `&RightTeeVector;` | ⥛ |
| `&RightUpTeeVector;` | ⥜ |
| `&RightDownTeeVector;` | ⥝ |
| `&DownLeftTeeVector;` | ⥞ |
| `&DownRightTeeVector;` | ⥟ |
| `&LeftUpTeeVector;` | ⥠ |
| `&LeftDownTeeVector;` | ⥡ |
| `&lHar;` | ⥢ |
| `&uHar;` | ⥣ |
| `&rHar;` | ⥤ |
| `&dHar;` | ⥥ |
| `&luruhar;` | ⥦ |
| `&ldrdhar;` | ⥧ |
| `&ruluhar;` | ⥨ |
| `&rdldhar;` | ⥩ |
| `&lharul;` | ⥪ |
| `&llhard;` | ⥫ |
| `&rharul;` | ⥬ |
| `&lrhard;` | ⥭ |
| `&UpEquilibrium;` | ⥮ |
| `&udhar;` | ⥮ |
| `&ReverseUpEquilibrium;` | ⥯ |
| `&duhar;` | ⥯ |
| `&RoundImplies;` | ⥰ |
| `&erarr;` | ⥱ |
| `&simrarr;` | ⥲ |
| `&larrsim;` | ⥳ |
| `&rarrsim;` | ⥴ |
| `&rarrap;` | ⥵ |
| `&ltlarr;` | ⥶ |
| `&gtrarr;` | ⥸ |
| `&subrarr;` | ⥹ |
| `&suplarr;` | ⥻ |
| `&lfisht;` | ⥼ |
| `&rfisht;` | ⥽ |
| `&ufisht;` | ⥾ |
| `&dfisht;` | ⥿ |
| `&lopar;` | ⦅ |
| `&ropar;` | ⦆ |
| `&lbrke;` | ⦋ |
| `&rbrke;` | ⦌ |
| `&lbrkslu;` | ⦍ |
| `&rbrksld;` | ⦎ |
| `&lbrksld;` | ⦏ |
| `&rbrkslu;` | ⦐ |
| `&langd;` | ⦑ |
| `&rangd;` | ⦒ |
| `&lparlt;` | ⦓ |
| `&rpargt;` | ⦔ |
| `&gtlPar;` | ⦕ |
| `&ltrPar;` | ⦖ |
| `&vzigzag;` | ⦚ |
| `&vangrt;` | ⦜ |
| `&angrtvbd;` | ⦝ |
| `&ange;` | ⦤ |
| `&range;` | ⦥ |
| `&dwangle;` | ⦦ |
| `&uwangle;` | ⦧ |
| `&angmsdaa;` | ⦨ |
| `&angmsdab;` | ⦩ |
| `&angmsdac;` | ⦪ |
| `&angmsdad;` | ⦫ |
| `&angmsdae;` | ⦬ |
| `&angmsdaf;` | ⦭ |
| `&angmsdag;` | ⦮ |
| `&angmsdah;` | ⦯ |
| `&bemptyv;` | ⦰ |
| `&demptyv;` | ⦱ |
| `&cemptyv;` | ⦲ |
| `&raemptyv;` | ⦳ |
| `&laemptyv;` | ⦴ |
| `&ohbar;` | ⦵ |
| `&omid;` | ⦶ |
| `&opar;` | ⦷ |
| `&operp;` | ⦹ |
| `&olcross;` | ⦻ |
| `&odsold;` | ⦼ |
| `&olcir;` | ⦾ |
| `&ofcir;` | ⦿ |
| `&olt;` | ⧀ |
| `&ogt;` | ⧁ |
| `&cirscir;` | ⧂ |
| `&cirE;` | ⧃ |
| `&solb;` | ⧄ |
| `&bsolb;` | ⧅ |
| `&boxbox;` | ⧉ |
| `&trisb;` | ⧍ |
| `&rtriltri;` | ⧎ |
| `&LeftTriangleBar;` | ⧏ |
| `&RightTriangleBar;` | ⧐ |
| `&iinfin;` | ⧜ |
| `&infintie;` | ⧝ |
| `&nvinfin;` | ⧞ |
| `&eparsl;` | ⧣ |
| `&smeparsl;` | ⧤ |
| `&eqvparsl;` | ⧥ |
| `&blacklozenge;` | ⧫ |
| `&lozf;` | ⧫ |
| `&RuleDelayed;` | ⧴ |
| `&dsol;` | ⧶ |
| `&bigodot;` | ⨀ |
| `&xodot;` | ⨀ |
| `&bigoplus;` | ⨁ |
| `&xoplus;` | ⨁ |
| `&bigotimes;` | ⨂ |
| `&xotime;` | ⨂ |
| `&biguplus;` | ⨄ |
| `&xuplus;` | ⨄ |
| `&bigsqcup;` | ⨆ |
| `&xsqcup;` | ⨆ |
| `&iiiint;` | ⨌ |
| `&qint;` | ⨌ |
| `&fpartint;` | ⨍ |
| `&cirfnint;` | ⨐ |
| `&awint;` | ⨑ |
| `&rppolint;` | ⨒ |
| `&scpolint;` | ⨓ |
| `&npolint;` | ⨔ |
| `&pointint;` | ⨕ |
| `&quatint;` | ⨖ |
| `&intlarhk;` | ⨗ |
| `&pluscir;` | ⨢ |
| `&plusacir;` | ⨣ |
| `&simplus;` | ⨤ |
| `&plusdu;` | ⨥ |
| `&plussim;` | ⨦ |
| `&plustwo;` | ⨧ |
| `&mcomma;` | ⨩ |
| `&minusdu;` | ⨪ |
| `&loplus;` | ⨭ |
| `&roplus;` | ⨮ |
| `&Cross;` | ⨯ |
| `&timesd;` | ⨰ |
| `&timesbar;` | ⨱ |
| `&smashp;` | ⨳ |
| `&lotimes;` | ⨴ |
| `&rotimes;` | ⨵ |
| `&otimesas;` | ⨶ |
| `&Otimes;` | ⨷ |
| `&odiv;` | ⨸ |
| `&triplus;` | ⨹ |
| `&triminus;` | ⨺ |
| `&tritime;` | ⨻ |
| `&intprod;` | ⨼ |
| `&iprod;` | ⨼ |
| `&amalg;` | ⨿ |
| `&capdot;` | ⩀ |
| `&ncup;` | ⩂ |
| `&ncap;` | ⩃ |
| `&capand;` | ⩄ |
| `&cupor;` | ⩅ |
| `&cupcap;` | ⩆ |
| `&capcup;` | ⩇ |
| `&cupbrcap;` | ⩈ |
| `&capbrcup;` | ⩉ |
| `&cupcup;` | ⩊ |
| `&capcap;` | ⩋ |
| `&ccups;` | ⩌ |
| `&ccaps;` | ⩍ |
| `&ccupssm;` | ⩐ |
| `&And;` | ⩓ |
| `&Or;` | ⩔ |
| `&andand;` | ⩕ |
| `&oror;` | ⩖ |
| `&orslope;` | ⩗ |
| `&andslope;` | ⩘ |
| `&andv;` | ⩚ |
| `&orv;` | ⩛ |
| `&andd;` | ⩜ |
| `&ord;` | ⩝ |
| `&wedbar;` | ⩟ |
| `&sdote;` | ⩦ |
| `&simdot;` | ⩪ |
| `&congdot;` | ⩭ |
| `&easter;` | ⩮ |
| `&apacir;` | ⩯ |
| `&apE;` | ⩰ |
| `&eplus;` | ⩱ |
| `&pluse;` | ⩲ |
| `&Esim;` | ⩳ |
| `&Colone;` | ⩴ |
| `&Equal;` | ⩵ |
| `&ddotseq;` | ⩷ |
| `&eDDot;` | ⩷ |
| `&equivDD;` | ⩸ |
| `&ltcir;` | ⩹ |
| `&gtcir;` | ⩺ |
| `&ltquest;` | ⩻ |
| `&gtquest;` | ⩼ |
| `&LessSlantEqual;` | ⩽ |
| `&leqslant;` | ⩽ |
| `&les;` | ⩽ |
| `&GreaterSlantEqual;` | ⩾ |
| `&geqslant;` | ⩾ |
| `&ges;` | ⩾ |
| `&lesdot;` | ⩿ |
| `&gesdot;` | ⪀ |
| `&lesdoto;` | ⪁ |
| `&gesdoto;` | ⪂ |
| `&lesdotor;` | ⪃ |
| `&gesdotol;` | ⪄ |
| `&lap;` | ⪅ |
| `&lessapprox;` | ⪅ |
| `&gap;` | ⪆ |
| `&gtrapprox;` | ⪆ |
| `&lne;` | ⪇ |
| `&lneq;` | ⪇ |
| `&gne;` | ⪈ |
| `&gneq;` | ⪈ |
| `&lnap;` | ⪉ |
| `&lnapprox;` | ⪉ |
| `&gnap;` | ⪊ |
| `&gnapprox;` | ⪊ |
| `&lEg;` | ⪋ |
| `&lesseqqgtr;` | ⪋ |
| `&gEl;` | ⪌ |
| `&gtreqqless;` | ⪌ |
| `&lsime;` | ⪍ |
| `&gsime;` | ⪎ |
| `&lsimg;` | ⪏ |
| `&gsiml;` | ⪐ |
| `&lgE;` | ⪑ |
| `&glE;` | ⪒ |
| `&lesges;` | ⪓ |
| `&gesles;` | ⪔ |
| `&els;` | ⪕ |
| `&eqslantless;` | ⪕ |
| `&egs;` | ⪖ |
| `&eqslantgtr;` | ⪖ |
| `&elsdot;` | ⪗ |
| `&egsdot;` | ⪘ |
| `&el;` | ⪙ |
| `&eg;` | ⪚ |
| `&siml;` | ⪝ |
| `&simg;` | ⪞ |
| `&simlE;` | ⪟ |
| `&simgE;` | ⪠ |
| `&LessLess;` | ⪡ |
| `&GreaterGreater;` | ⪢ |
| `&glj;` | ⪤ |
| `&gla;` | ⪥ |
| `&ltcc;` | ⪦ |
| `&gtcc;` | ⪧ |
| `&lescc;` | ⪨ |
| `&gescc;` | ⪩ |
| `&smt;` | ⪪ |
| `&lat;` | ⪫ |
| `&smte;` | ⪬ |
| `&late;` | ⪭ |
| `&bumpE;` | ⪮ |
| `&PrecedesEqual;` | ⪯ |
| `&pre;` | ⪯ |
| `&preceq;` | ⪯ |
| `&SucceedsEqual;` | ⪰ |
| `&sce;` | ⪰ |
| `&succeq;` | ⪰ |
| `&prE;` | ⪳ |
| `&scE;` | ⪴ |
| `&precneqq;` | ⪵ |
| `&prnE;` | ⪵ |
| `&scnE;` | ⪶ |
| `&succneqq;` | ⪶ |
| `&prap;` | ⪷ |
| `&precapprox;` | ⪷ |
| `&scap;` | ⪸ |
| `&succapprox;` | ⪸ |
| `&precnapprox;` | ⪹ |
| `&prnap;` | ⪹ |
| `&scnap;` | ⪺ |
| `&succnapprox;` | ⪺ |
| `&Pr;` | ⪻ |
| `&Sc;` | ⪼ |
| `&subdot;` | ⪽ |
| `&supdot;` | ⪾ |
| `&subplus;` | ⪿ |
| `&supplus;` | ⫀ |
| `&submult;` | ⫁ |
| `&supmult;` | ⫂ |
| `&subedot;` | ⫃ |
| `&supedot;` | ⫄ |
| `&subE;` | ⫅ |
| `&subseteqq;` | ⫅ |
| `&supE;` | ⫆ |
| `&supseteqq;` | ⫆ |
| `&subsim;` | ⫇ |
| `&supsim;` | ⫈ |
| `&subnE;` | ⫋ |
| `&subsetneqq;` | ⫋ |
| `&supnE;` | ⫌ |
| `&supsetneqq;` | ⫌ |
| `&csub;` | ⫏ |
| `&csup;` | ⫐ |
| `&csube;` | ⫑ |
| `&csupe;` | ⫒ |
| `&subsup;` | ⫓ |
| `&supsub;` | ⫔ |
| `&subsub;` | ⫕ |
| `&supsup;` | ⫖ |
| `&suphsub;` | ⫗ |
| `&supdsub;` | ⫘ |
| `&forkv;` | ⫙ |
| `&topfork;` | ⫚ |
| `&mlcp;` | ⫛ |
| `&Dashv;` | ⫤ |
| `&DoubleLeftTee;` | ⫤ |
| `&Vdashl;` | ⫦ |
| `&Barv;` | ⫧ |
| `&vBar;` | ⫨ |
| `&vBarv;` | ⫩ |
| `&Vbar;` | ⫫ |
| `&Not;` | ⫬ |
| `&bNot;` | ⫭ |
| `&rnmid;` | ⫮ |
| `&cirmid;` | ⫯ |
| `&midcir;` | ⫰ |
| `&topcir;` | ⫱ |
| `&nhpar;` | ⫲ |
| `&parsim;` | ⫳ |
| `&parsl;` | ⫽ |
| `&fflig;` | ﬀ |
| `&filig;` | ﬁ |
| `&fllig;` | ﬂ |
| `&ffilig;` | ﬃ |
| `&ffllig;` | ﬄ |
| `&Ascr;` | 𝒜 |
| `&Cscr;` | 𝒞 |
| `&Dscr;` | 𝒟 |
| `&Gscr;` | 𝒢 |
| `&Jscr;` | 𝒥 |
| `&Kscr;` | 𝒦 |
| `&Nscr;` | 𝒩 |
| `&Oscr;` | 𝒪 |
| `&Pscr;` | 𝒫 |
| `&Qscr;` | 𝒬 |
| `&Sscr;` | 𝒮 |
| `&Tscr;` | 𝒯 |
| `&Uscr;` | 𝒰 |
| `&Vscr;` | 𝒱 |
| `&Wscr;` | 𝒲 |
| `&Xscr;` | 𝒳 |
| `&Yscr;` | 𝒴 |
| `&Zscr;` | 𝒵 |
| `&ascr;` | 𝒶 |
| `&bscr;` | 𝒷 |
| `&cscr;` | 𝒸 |
| `&dscr;` | 𝒹 |
| `&fscr;` | 𝒻 |
| `&hscr;` | 𝒽 |
| `&iscr;` | 𝒾 |
| `&jscr;` | 𝒿 |
| `&kscr;` | 𝓀 |
| `&lscr;` | 𝓁 |
| `&mscr;` | 𝓂 |
| `&nscr;` | 𝓃 |
| `&pscr;` | 𝓅 |
| `&qscr;` | 𝓆 |
| `&rscr;` | 𝓇 |
| `&sscr;` | 𝓈 |
| `&tscr;` | 𝓉 |
| `&uscr;` | 𝓊 |
| `&vscr;` | 𝓋 |
| `&wscr;` | 𝓌 |
| `&xscr;` | 𝓍 |
| `&yscr;` | 𝓎 |
| `&zscr;` | 𝓏 |
| `&Afr;` | 𝔄 |
| `&Bfr;` | 𝔅 |
| `&Dfr;` | 𝔇 |
| `&Efr;` | 𝔈 |
| `&Ffr;` | 𝔉 |
| `&Gfr;` | 𝔊 |
| `&Jfr;` | 𝔍 |
| `&Kfr;` | 𝔎 |
| `&Lfr;` | 𝔏 |
| `&Mfr;` | 𝔐 |
| `&Nfr;` | 𝔑 |
| `&Ofr;` | 𝔒 |
| `&Pfr;` | 𝔓 |
| `&Qfr;` | 𝔔 |
| `&Sfr;` | 𝔖 |
| `&Tfr;` | 𝔗 |
| `&Ufr;` | 𝔘 |
| `&Vfr;` | 𝔙 |
| `&Wfr;` | 𝔚 |
| `&Xfr;` | 𝔛 |
| `&Yfr;` | 𝔜 |
| `&afr;` | 𝔞 |
| `&bfr;` | 𝔟 |
| `&cfr;` | 𝔠 |
| `&dfr;` | 𝔡 |
| `&efr;` | 𝔢 |
| `&ffr;` | 𝔣 |
| `&gfr;` | 𝔤 |
| `&hfr;` | 𝔥 |
| `&ifr;` | 𝔦 |
| `&jfr;` | 𝔧 |
| `&kfr;` | 𝔨 |
| `&lfr;` | 𝔩 |
| `&mfr;` | 𝔪 |
| `&nfr;` | 𝔫 |
| `&ofr;` | 𝔬 |
| `&pfr;` | 𝔭 |
| `&qfr;` | 𝔮 |
| `&rfr;` | 𝔯 |
| `&sfr;` | 𝔰 |
| `&tfr;` | 𝔱 |
| `&ufr;` | 𝔲 |
| `&vfr;` | 𝔳 |
| `&wfr;` | 𝔴 |
| `&xfr;` | 𝔵 |
| `&yfr;` | 𝔶 |
| `&zfr;` | 𝔷 |
| `&Aopf;` | 𝔸 |
| `&Bopf;` | 𝔹 |
| `&Dopf;` | 𝔻 |
| `&Eopf;` | 𝔼 |
| `&Fopf;` | 𝔽 |
| `&Gopf;` | 𝔾 |
| `&Iopf;` | 𝕀 |
| `&Jopf;` | 𝕁 |
| `&Kopf;` | 𝕂 |
| `&Lopf;` | 𝕃 |
| `&Mopf;` | 𝕄 |
| `&Oopf;` | 𝕆 |
| `&Sopf;` | 𝕊 |
| `&Topf;` | 𝕋 |
| `&Uopf;` | 𝕌 |
| `&Vopf;` | 𝕍 |
| `&Wopf;` | 𝕎 |
| `&Xopf;` | 𝕏 |
| `&Yopf;` | 𝕐 |
| `&aopf;` | 𝕒 |
| `&bopf;` | 𝕓 |
| `&copf;` | 𝕔 |
| `&dopf;` | 𝕕 |
| `&eopf;` | 𝕖 |
| `&fopf;` | 𝕗 |
| `&gopf;` | 𝕘 |
| `&hopf;` | 𝕙 |
| `&iopf;` | 𝕚 |
| `&jopf;` | 𝕛 |
| `&kopf;` | 𝕜 |
| `&lopf;` | 𝕝 |
| `&mopf;` | 𝕞 |
| `&nopf;` | 𝕟 |
| `&oopf;` | 𝕠 |
| `&popf;` | 𝕡 |
| `&qopf;` | 𝕢 |
| `&ropf;` | 𝕣 |
| `&sopf;` | 𝕤 |
| `&topf;` | 𝕥 |
| `&uopf;` | 𝕦 |
| `&vopf;` | 𝕧 |
| `&wopf;` | 𝕨 |
| `&xopf;` | 𝕩 |
| `&yopf;` | 𝕪 |
| `&zopf;` | 𝕫 |

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*Generated by `scripts/generate_mapping_html.rs`*