Speccy
A click-to-copy grid of the characters that ecmarkup ’s formatter produces from HTML entities - the non-ASCII characters you use when writing Ecma spec text. Tracks ECMA-262 , ECMA-402 , ECMA-404 , ECMA-424 , ECMA-426 , ECMA-427 , ECMA-428 . Built for tc39/ecma262#3882 .
Tap a glyph → copy the character (e.g. 𝔽).
Tap the entity below it → copy the HTML entity (e.g. 𝔽).
Chips show usage: 262·N = times used in ECMA-262; 402·N = times used in ECMA-402; 404·N = times used in ECMA-404; 424·N = times used in ECMA-424; 426·N = times used in ECMA-426; 427·N = times used in ECMA-427; 428·N = times used in ECMA-428. Start with By purpose for the common ones.
Derived from ecmarkup 24.1.0 ; the character union also covers 15.0.4, 16.2.0, 17.1.1, 18.4.0, 19.1.0, 20.0.0, 21.5.0, 22.0.0, 23.0.2, 24.1.0. 1430 characters total.
1 By purpose
The characters grouped by what they mean when writing spec text; the notational descriptions follow ECMA-262’s conventions. Every character that any tracked spec currently uses appears in a group here.
1.1 Numeric values and conversions
ECMA-262 distinguishes numeric kinds with subscripts: a value written with no subscript is a mathematical value, the subscript 𝔽 marks a Number, and ℤ marks a BigInt. The same letters name the operations that convert between those kinds.
𝔽 𝔽U+1D53D 262·1039 402·64 426·6 𝔽(x): the Number value for a mathematical value x. Also the subscript that marks a value as a Number.
ℝ ℝU+211D 262·159 402·22 426·2 ℝ(x): the mathematical value of a Number or BigInt x.
ℤ ℤU+2124 262·45 402·3 ℤ(x): the BigInt value for an integer x. Also the subscript that marks a value as a BigInt.
ℕ ℕU+2115 The natural numbers; occasionally names a mathematical-value domain.
1.2 Arithmetic
Operators and constants over mathematical values. These are the typographic forms - e.g. U+2212 MINUS SIGN, not the ASCII hyphen-minus.
× ×U+00D7 262·104 402·23 426·2 Multiplication of mathematical values.
÷ ÷U+00F7 Division of mathematical values.
− −U+2212 Minus / negation (U+2212 MINUS SIGN, distinct from the ASCII "-").
± ±U+00B1 402·1 Plus-or-minus.
∞ ∞U+221E 262·201 402·5 Infinity; the extended mathematical values +∞ and -∞.
π πU+03C0 262·31 The mathematical constant π.
√ √U+221A Square root.
1.3 Comparisons and relations
Relations between mathematical values. "=", "<", and ">" are written with their ASCII forms; the rest need typographic characters.
≤ &le;U+2264 262·76 402·8 426·1 Less than or equal to.
≥ &ge;U+2265 262·70 402·14 426·5 Greater than or equal to.
≠ &ne;U+2260 262·27 402·6 426·7 Not equal to.
≈ &ap;U+2248 Approximately equal to.
1.4 Sets and membership
Set-theoretic notation used when describing collections of values.
∈ &in;U+2208 262·1 Is an element of.
∉ &notin;U+2209 262·1 Is not an element of.
⊆ &sube;U+2286 Is a subset of (or equal to).
∪ &cup;U+222A Set union.
∩ &cap;U+2229 Set intersection.
∅ &empty;U+2205 The empty set.
1.5 Lists and sequences
ECMA-262 List values use guillemet literal syntax: « 1, 2 » is a two-element List, and « » is the empty List.
« &laquo;U+00AB 262·419 402·132 426·6 Opens a List literal, e.g. « 1, 2 ».
» &raquo;U+00BB 262·419 402·132 426·6 Closes a List literal; « » is the empty List.
→ &rarr;U+2192 262·14 424·4 426·2 Maps-to / yields, used in some mappings and tables.
… &mldr;U+2026 262·16 402·4 Ellipsis: elision, or "and so on".
1.6 Quotation and prose typography
Typographic punctuation for specification prose. Running emu-format turns straight quotes and double/triple hyphens into these forms.
“ &ldquo;U+201C 262·190 402·11 424·1 426·1 Opening double quotation mark.
” &rdquo;U+201D 262·190 402·11 424·1 426·1 Closing double quotation mark.
‘ &lsquo;U+2018 Opening single quotation mark.
’ &rsquo;U+2019 424·3 427·1 Closing single quotation mark / apostrophe.
— &mdash;U+2014 262·16 402·1 428·2 Em dash, for parenthetical breaks in prose.
– &ndash;U+2013 402·19 424·8 428·2 En dash, for ranges such as 0–9.
1.7 Used in examples
Other characters that a tracked spec uses but that have no dedicated notation - letters and symbols appearing in examples such as case mapping, normalization, collation, locale data, and the IPA pronunciation of "JSON". Some have no HTML entity, so only the literal character is copyable.
© &COPY;U+00A9 424·3 COPYRIGHT SIGN
® &REG;U+00AE 426·2 427·2 REGISTERED SIGN
½ &half;U+00BD 262·1 VULGAR FRACTION ONE HALF
ß &szlig;U+00DF 262·1 402·1 LATIN SMALL LETTER SHARP S
á &aacute;U+00E1 402·1 LATIN SMALL LETTER A WITH ACUTE
æ &aelig;U+00E6 402·1 LATIN SMALL LETTER AE
ñ &ntilde;U+00F1 402·2 LATIN SMALL LETTER N WITH TILDE
ò &ograve;U+00F2 262·2 426·1 LATIN SMALL LETTER O WITH GRAVE
ö &ouml;U+00F6 402·1 LATIN SMALL LETTER O WITH DIAERESIS
ü &uuml;U+00FC 424·1 LATIN SMALL LETTER U WITH DIAERESIS
Ā &Amacr;U+0100 262·1 LATIN CAPITAL LETTER A WITH MACRON
Ć &Cacute;U+0106 402·1 LATIN CAPITAL LETTER C WITH ACUTE
ć &cacute;U+0107 402·1 LATIN SMALL LETTER C WITH ACUTE
č &ccaron;U+010D 262·1 LATIN SMALL LETTER C WITH CARON
ı &imath;U+0131 402·1 LATIN SMALL LETTER DOTLESS I
š &scaron;U+0161 402·1 LATIN SMALL LETTER S WITH CARON
ſ U+017F 262·2 LATIN SMALL LETTER LONG S
ə U+0259 404·1 LATIN SMALL LETTER SCHWA
ɪ U+026A 404·1 LATIN LETTER SMALL CAPITAL I
ʒ U+0292 404·1 LATIN SMALL LETTER EZH
ˈ U+02C8 404·1 MODIFIER LETTER VERTICAL LINE
Ω &ohm;U+03A9 262·1 GREEK CAPITAL LETTER OMEGA
ω &omega;U+03C9 262·3 GREEK SMALL LETTER OMEGA
Ω U+2126 262·1 OHM SIGN
K U+212A 262·2 KELVIN SIGN
⬆ U+2B06 402·23 UPWARDS BLACK ARROW
⬇ U+2B07 402·24 DOWNWARDS BLACK ARROW
🔥 U+1F525 426·1 FIRE
9 All characters
Every character ecmarkup’s formatter can produce from an HTML entity, plus the few extra characters the tracked specs use, grouped by Unicode block.
9.1 Basic Latin (29)
! &excl;U+0021
" &QUOT;U+0022
# &num;U+0023
$ &dollar;U+0024
% &percnt;U+0025
' &apos;U+0027
( &lpar;U+0028
) &rpar;U+0029
* &ast;U+002A
+ &plus;U+002B
, &comma;U+002C
. &period;U+002E
/ &sol;U+002F
: &colon;U+003A
; &semi;U+003B
= &equals;U+003D
> &GT;U+003E
? &quest;U+003F
@ &commat;U+0040
[ &lsqb;U+005B
\ &bsol;U+005C
] &rsqb;U+005D
^ &Hat;U+005E
_ &lowbar;U+005F
` &grave;U+0060
fj &fjlig;U+0066 006A
{ &lcub;U+007B
| &vert;U+007C
} &rcub;U+007D
9.2 Latin-1 Supplement (94)
¡ &iexcl;U+00A1
¢ &cent;U+00A2
£ &pound;U+00A3
¤ &curren;U+00A4
¥ &yen;U+00A5
¦ &brvbar;U+00A6
§ &sect;U+00A7
¨ &Dot;U+00A8
© &COPY;U+00A9 424·3
ª &ordf;U+00AA
« &laquo;U+00AB 262·419 402·132 426·6
¬ &not;U+00AC
® &REG;U+00AE 426·2 427·2
¯ &macr;U+00AF
° &deg;U+00B0
± &pm;U+00B1 402·1
² &sup2;U+00B2
³ &sup3;U+00B3
´ &acute;U+00B4
µ &micro;U+00B5
¶ &para;U+00B6
· &middot;U+00B7
¸ &cedil;U+00B8
¹ &sup1;U+00B9
º &ordm;U+00BA
» &raquo;U+00BB 262·419 402·132 426·6
¼ &frac14;U+00BC
½ &half;U+00BD 262·1
¾ &frac34;U+00BE
¿ &iquest;U+00BF
À &Agrave;U+00C0
Á &Aacute;U+00C1
 &Acirc;U+00C2
à &Atilde;U+00C3
Ä &Auml;U+00C4
Å &Aring;U+00C5
Æ &AElig;U+00C6
Ç &Ccedil;U+00C7
È &Egrave;U+00C8
É &Eacute;U+00C9
Ê &Ecirc;U+00CA
Ë &Euml;U+00CB
Ì &Igrave;U+00CC
Í &Iacute;U+00CD
Î &Icirc;U+00CE
Ï &Iuml;U+00CF
Ð &ETH;U+00D0
Ñ &Ntilde;U+00D1
Ò &Ograve;U+00D2
Ó &Oacute;U+00D3
Ô &Ocirc;U+00D4
Õ &Otilde;U+00D5
Ö &Ouml;U+00D6
× &times;U+00D7 262·104 402·23 426·2
Ø &Oslash;U+00D8
Ù &Ugrave;U+00D9
Ú &Uacute;U+00DA
Û &Ucirc;U+00DB
Ü &Uuml;U+00DC
Ý &Yacute;U+00DD
Þ &THORN;U+00DE
ß &szlig;U+00DF 262·1 402·1
à &agrave;U+00E0
á &aacute;U+00E1 402·1
â &acirc;U+00E2
ã &atilde;U+00E3
ä &auml;U+00E4
å &aring;U+00E5
æ &aelig;U+00E6 402·1
ç &ccedil;U+00E7
è &egrave;U+00E8
é &eacute;U+00E9
ê &ecirc;U+00EA
ë &euml;U+00EB
ì &igrave;U+00EC
í &iacute;U+00ED
î &icirc;U+00EE
ï &iuml;U+00EF
ð &eth;U+00F0
ñ &ntilde;U+00F1 402·2
ò &ograve;U+00F2 262·2 426·1
ó &oacute;U+00F3
ô &ocirc;U+00F4
õ &otilde;U+00F5
ö &ouml;U+00F6 402·1
÷ &div;U+00F7
ø &oslash;U+00F8
ù &ugrave;U+00F9
ú &uacute;U+00FA
û &ucirc;U+00FB
ü &uuml;U+00FC 424·1
ý &yacute;U+00FD
þ &thorn;U+00FE
ÿ &yuml;U+00FF
9.3 Latin Extended-A (121)
Ā &Amacr;U+0100 262·1
ā &amacr;U+0101
Ă &Abreve;U+0102
ă &abreve;U+0103
Ą &Aogon;U+0104
ą &aogon;U+0105
Ć &Cacute;U+0106 402·1
ć &cacute;U+0107 402·1
Ĉ &Ccirc;U+0108
ĉ &ccirc;U+0109
Ċ &Cdot;U+010A
ċ &cdot;U+010B
Č &Ccaron;U+010C
č &ccaron;U+010D 262·1
Ď &Dcaron;U+010E
ď &dcaron;U+010F
Đ &Dstrok;U+0110
đ &dstrok;U+0111
Ē &Emacr;U+0112
ē &emacr;U+0113
Ė &Edot;U+0116
ė &edot;U+0117
Ę &Eogon;U+0118
ę &eogon;U+0119
Ě &Ecaron;U+011A
ě &ecaron;U+011B
Ĝ &Gcirc;U+011C
ĝ &gcirc;U+011D
Ğ &Gbreve;U+011E
ğ &gbreve;U+011F
Ġ &Gdot;U+0120
ġ &gdot;U+0121
Ģ &Gcedil;U+0122
Ĥ &Hcirc;U+0124
ĥ &hcirc;U+0125
Ħ &Hstrok;U+0126
ħ &hstrok;U+0127
Ĩ &Itilde;U+0128
ĩ &itilde;U+0129
Ī &Imacr;U+012A
ī &imacr;U+012B
Į &Iogon;U+012E
į &iogon;U+012F
İ &Idot;U+0130
ı &imath;U+0131 402·1
IJ &IJlig;U+0132
ij &ijlig;U+0133
Ĵ &Jcirc;U+0134
ĵ &jcirc;U+0135
Ķ &Kcedil;U+0136
ķ &kcedil;U+0137
ĸ &kgreen;U+0138
Ĺ &Lacute;U+0139
ĺ &lacute;U+013A
Ļ &Lcedil;U+013B
ļ &lcedil;U+013C
Ľ &Lcaron;U+013D
ľ &lcaron;U+013E
Ŀ &Lmidot;U+013F
ŀ &lmidot;U+0140
Ł &Lstrok;U+0141
ł &lstrok;U+0142
Ń &Nacute;U+0143
ń &nacute;U+0144
Ņ &Ncedil;U+0145
ņ &ncedil;U+0146
Ň &Ncaron;U+0147
ň &ncaron;U+0148
ʼn &napos;U+0149
Ŋ &ENG;U+014A
ŋ &eng;U+014B
Ō &Omacr;U+014C
ō &omacr;U+014D
Ő &Odblac;U+0150
ő &odblac;U+0151
Œ &OElig;U+0152
œ &oelig;U+0153
Ŕ &Racute;U+0154
ŕ &racute;U+0155
Ŗ &Rcedil;U+0156
ŗ &rcedil;U+0157
Ř &Rcaron;U+0158
ř &rcaron;U+0159
Ś &Sacute;U+015A
ś &sacute;U+015B
Ŝ &Scirc;U+015C
ŝ &scirc;U+015D
Ş &Scedil;U+015E
ş &scedil;U+015F
Š &Scaron;U+0160
š &scaron;U+0161 402·1
Ţ &Tcedil;U+0162
ţ &tcedil;U+0163
Ť &Tcaron;U+0164
ť &tcaron;U+0165
Ŧ &Tstrok;U+0166
ŧ &tstrok;U+0167
Ũ &Utilde;U+0168
ũ &utilde;U+0169
Ū &Umacr;U+016A
ū &umacr;U+016B
Ŭ &Ubreve;U+016C
ŭ &ubreve;U+016D
Ů &Uring;U+016E
ů &uring;U+016F
Ű &Udblac;U+0170
ű &udblac;U+0171
Ų &Uogon;U+0172
ų &uogon;U+0173
Ŵ &Wcirc;U+0174
ŵ &wcirc;U+0175
Ŷ &Ycirc;U+0176
ŷ &ycirc;U+0177
Ÿ &Yuml;U+0178
Ź &Zacute;U+0179
ź &zacute;U+017A
Ż &Zdot;U+017B
ż &zdot;U+017C
Ž &Zcaron;U+017D
ž &zcaron;U+017E
ſ U+017F 262·2
9.4 Latin Extended-B (4)
ƒ &fnof;U+0192
Ƶ &imped;U+01B5
ǵ &gacute;U+01F5
ȷ &jmath;U+0237
9.5 IPA Extensions (3)
ə U+0259 404·1
ɪ U+026A 404·1
ʒ U+0292 404·1
9.6 Spacing Modifier Letters (9)
ˆ &circ;U+02C6
ˇ &Hacek;U+02C7
ˈ U+02C8 404·1
˘ &Breve;U+02D8
˙ &dot;U+02D9
˚ &ring;U+02DA
˛ &ogon;U+02DB
˜ &tilde;U+02DC
˝ &dblac;U+02DD
9.7 Greek and Coptic (59)
Α &Alpha;U+0391
Β &Beta;U+0392
Γ &Gamma;U+0393
Δ &Delta;U+0394
Ε &Epsilon;U+0395
Ζ &Zeta;U+0396
Η &Eta;U+0397
Θ &Theta;U+0398
Ι &Iota;U+0399
Κ &Kappa;U+039A
Λ &Lambda;U+039B
Μ &Mu;U+039C
Ν &Nu;U+039D
Ξ &Xi;U+039E
Ο &Omicron;U+039F
Π &Pi;U+03A0
Ρ &Rho;U+03A1
Σ &Sigma;U+03A3
Τ &Tau;U+03A4
Υ &Upsilon;U+03A5
Φ &Phi;U+03A6
Χ &Chi;U+03A7
Ψ &Psi;U+03A8
Ω &ohm;U+03A9 262·1
α &alpha;U+03B1
β &beta;U+03B2
γ &gamma;U+03B3
δ &delta;U+03B4
ε &epsi;U+03B5
ζ &zeta;U+03B6
η &eta;U+03B7
θ &theta;U+03B8
ι &iota;U+03B9
κ &kappa;U+03BA
λ &lambda;U+03BB
μ &mu;U+03BC
ν &nu;U+03BD
ξ &xi;U+03BE
ο &omicron;U+03BF
π &pi;U+03C0 262·31
ρ &rho;U+03C1
ς &sigmaf;U+03C2
σ &sigma;U+03C3
τ &tau;U+03C4
υ &upsi;U+03C5
φ &phi;U+03C6
χ &chi;U+03C7
ψ &psi;U+03C8
ω &omega;U+03C9 262·3
ϑ &thetav;U+03D1
ϒ &Upsi;U+03D2
ϕ &phiv;U+03D5
ϖ &piv;U+03D6
Ϝ &Gammad;U+03DC
ϝ &gammad;U+03DD
ϰ &kappav;U+03F0
ϱ &rhov;U+03F1
ϵ &epsiv;U+03F5
϶ &bepsi;U+03F6
9.8 Cyrillic (92)
Ё &IOcy;U+0401
Ђ &DJcy;U+0402
Ѓ &GJcy;U+0403
Є &Jukcy;U+0404
Ѕ &DScy;U+0405
І &Iukcy;U+0406
Ї &YIcy;U+0407
Ј &Jsercy;U+0408
Љ &LJcy;U+0409
Њ &NJcy;U+040A
Ћ &TSHcy;U+040B
Ќ &KJcy;U+040C
Ў &Ubrcy;U+040E
Џ &DZcy;U+040F
А &Acy;U+0410
Б &Bcy;U+0411
В &Vcy;U+0412
Г &Gcy;U+0413
Д &Dcy;U+0414
Е &IEcy;U+0415
Ж &ZHcy;U+0416
З &Zcy;U+0417
И &Icy;U+0418
Й &Jcy;U+0419
К &Kcy;U+041A
Л &Lcy;U+041B
М &Mcy;U+041C
Н &Ncy;U+041D
О &Ocy;U+041E
П &Pcy;U+041F
Р &Rcy;U+0420
С &Scy;U+0421
Т &Tcy;U+0422
У &Ucy;U+0423
Ф &Fcy;U+0424
Х &KHcy;U+0425
Ц &TScy;U+0426
Ч &CHcy;U+0427
Ш &SHcy;U+0428
Щ &SHCHcy;U+0429
Ъ &HARDcy;U+042A
Ы &Ycy;U+042B
Ь &SOFTcy;U+042C
Э &Ecy;U+042D
Ю &YUcy;U+042E
Я &YAcy;U+042F
а &acy;U+0430
б &bcy;U+0431
в &vcy;U+0432
г &gcy;U+0433
д &dcy;U+0434
е &iecy;U+0435
ж &zhcy;U+0436
з &zcy;U+0437
и &icy;U+0438
й &jcy;U+0439
к &kcy;U+043A
л &lcy;U+043B
м &mcy;U+043C
н &ncy;U+043D
о &ocy;U+043E
п &pcy;U+043F
р &rcy;U+0440
с &scy;U+0441
т &tcy;U+0442
у &ucy;U+0443
ф &fcy;U+0444
х &khcy;U+0445
ц &tscy;U+0446
ч &chcy;U+0447
ш &shcy;U+0448
щ &shchcy;U+0449
ъ &hardcy;U+044A
ы &ycy;U+044B
ь &softcy;U+044C
э &ecy;U+044D
ю &yucy;U+044E
я &yacy;U+044F
ё &iocy;U+0451
ђ &djcy;U+0452
ѓ &gjcy;U+0453
є &jukcy;U+0454
ѕ &dscy;U+0455
і &iukcy;U+0456
ї &yicy;U+0457
ј &jsercy;U+0458
љ &ljcy;U+0459
њ &njcy;U+045A
ћ &tshcy;U+045B
ќ &kjcy;U+045C
ў &ubrcy;U+045E
џ &dzcy;U+045F
9.9 General Punctuation (30)
‐ &dash;U+2010
– &ndash;U+2013 402·19 424·8 428·2
— &mdash;U+2014 262·16 402·1 428·2
― &horbar;U+2015
‖ &Vert;U+2016
‘ &lsquo;U+2018
’ &rsquo;U+2019 424·3 427·1
‚ &sbquo;U+201A
“ &ldquo;U+201C 262·190 402·11 424·1 426·1
” &rdquo;U+201D 262·190 402·11 424·1 426·1
„ &bdquo;U+201E
† &dagger;U+2020
‡ &Dagger;U+2021
• &bull;U+2022
‥ &nldr;U+2025
… &mldr;U+2026 262·16 402·4
‰ &permil;U+2030
‱ &pertenk;U+2031
′ &prime;U+2032
″ &Prime;U+2033
‴ &tprime;U+2034
‵ &bprime;U+2035
‹ &lsaquo;U+2039
› &rsaquo;U+203A
‾ &oline;U+203E
⁁ &caret;U+2041
⁃ &hybull;U+2043
⁄ &frasl;U+2044
⁏ &bsemi;U+204F
⁗ &qprime;U+2057
9.10 Currency Symbols (1)
€ &euro;U+20AC
9.11 Letterlike Symbols (44)
ℂ &Copf;U+2102
℅ &incare;U+2105
ℊ &gscr;U+210A
ℋ &Hscr;U+210B
ℌ &Hfr;U+210C
ℍ &Hopf;U+210D
ℎ &planckh;U+210E
ℏ &hbar;U+210F
ℐ &Iscr;U+2110
ℑ &Im;U+2111
ℒ &Lscr;U+2112
ℓ &ell;U+2113
ℕ &Nopf;U+2115
№ &numero;U+2116
℗ &copysr;U+2117
℘ &wp;U+2118
ℙ &Popf;U+2119
ℚ &Qopf;U+211A
ℛ &Rscr;U+211B
ℜ &Re;U+211C
ℝ &Ropf;U+211D 262·159 402·22 426·2
℞ &rx;U+211E
™ &TRADE;U+2122
ℤ &Zopf;U+2124 262·45 402·3
Ω U+2126 262·1
℧ &mho;U+2127
ℨ &Zfr;U+2128
℩ &iiota;U+2129
K U+212A 262·2
ℬ &Bscr;U+212C
ℭ &Cfr;U+212D
ℯ &escr;U+212F
ℰ &Escr;U+2130
ℱ &Fscr;U+2131
ℳ &Mscr;U+2133
ℴ &oscr;U+2134
ℵ &aleph;U+2135
ℶ &beth;U+2136
ℷ &gimel;U+2137
ℸ &daleth;U+2138
ⅅ &DD;U+2145
ⅆ &dd;U+2146
ⅇ &ee;U+2147
ⅈ &ii;U+2148
9.12 Number Forms (12)
⅓ &frac13;U+2153
⅔ &frac23;U+2154
⅕ &frac15;U+2155
⅖ &frac25;U+2156
⅗ &frac35;U+2157
⅘ &frac45;U+2158
⅙ &frac16;U+2159
⅚ &frac56;U+215A
⅛ &frac18;U+215B
⅜ &frac38;U+215C
⅝ &frac58;U+215D
⅞ &frac78;U+215E
9.13 Arrows (77)
← &larr;U+2190
↑ &uarr;U+2191
→ &rarr;U+2192 262·14 424·4 426·2
↓ &darr;U+2193
↔ &harr;U+2194
↕ &varr;U+2195
↖ &nwarr;U+2196
↗ &nearr;U+2197
↘ &searr;U+2198
↙ &swarr;U+2199
↚ &nlarr;U+219A
↛ &nrarr;U+219B
↝ &rarrw;U+219D
↞ &Larr;U+219E
↟ &Uarr;U+219F
↠ &Rarr;U+21A0
↡ &Darr;U+21A1
↢ &larrtl;U+21A2
↣ &rarrtl;U+21A3
↤ &mapstoleft;U+21A4
↥ &mapstoup;U+21A5
↦ &map;U+21A6
↧ &mapstodown;U+21A7
↩ &larrhk;U+21A9
↪ &rarrhk;U+21AA
↫ &larrlp;U+21AB
↬ &rarrlp;U+21AC
↭ &harrw;U+21AD
↮ &nharr;U+21AE
↰ &Lsh;U+21B0
↱ &Rsh;U+21B1
↲ &ldsh;U+21B2
↳ &rdsh;U+21B3
↵ &crarr;U+21B5
↶ &cularr;U+21B6
↷ &curarr;U+21B7
↺ &olarr;U+21BA
↻ &orarr;U+21BB
↼ &lharu;U+21BC
↽ &lhard;U+21BD
↾ &uharr;U+21BE
↿ &uharl;U+21BF
⇀ &rharu;U+21C0
⇁ &rhard;U+21C1
⇂ &dharr;U+21C2
⇃ &dharl;U+21C3
⇄ &rlarr;U+21C4
⇅ &udarr;U+21C5
⇆ &lrarr;U+21C6
⇇ &llarr;U+21C7
⇈ &uuarr;U+21C8
⇉ &rrarr;U+21C9
⇊ &ddarr;U+21CA
⇋ &lrhar;U+21CB
⇌ &rlhar;U+21CC
⇍ &nlArr;U+21CD
⇎ &nhArr;U+21CE
⇏ &nrArr;U+21CF
⇐ &lArr;U+21D0
⇑ &uArr;U+21D1
⇒ &rArr;U+21D2
⇓ &dArr;U+21D3
⇔ &iff;U+21D4
⇕ &vArr;U+21D5
⇖ &nwArr;U+21D6
⇗ &neArr;U+21D7
⇘ &seArr;U+21D8
⇙ &swArr;U+21D9
⇚ &lAarr;U+21DA
⇛ &rAarr;U+21DB
⇝ &zigrarr;U+21DD
⇤ &larrb;U+21E4
⇥ &rarrb;U+21E5
⇵ &duarr;U+21F5
⇽ &loarr;U+21FD
⇾ &roarr;U+21FE
⇿ &hoarr;U+21FF
9.14 Mathematical Operators (231)
∀ &ForAll;U+2200
∁ &comp;U+2201
∂ &part;U+2202
∃ &exist;U+2203
∄ &nexist;U+2204
∅ &empty;U+2205
∇ &Del;U+2207
∈ &in;U+2208 262·1
∉ &notin;U+2209 262·1
∋ &ni;U+220B
∌ &notni;U+220C
∏ &prod;U+220F
∐ &coprod;U+2210
∑ &Sum;U+2211
− &minus;U+2212
∓ &mp;U+2213
∔ &plusdo;U+2214
∖ &setmn;U+2216
∗ &lowast;U+2217
∘ &compfn;U+2218
√ &Sqrt;U+221A
∝ &prop;U+221D
∞ &infin;U+221E 262·201 402·5
∟ &angrt;U+221F
∠ &ang;U+2220
∡ &angmsd;U+2221
∢ &angsph;U+2222
∣ &mid;U+2223
∤ &nmid;U+2224
∥ &par;U+2225
∦ &npar;U+2226
∧ &and;U+2227
∨ &or;U+2228
∩ &cap;U+2229
∪ &cup;U+222A
∫ &int;U+222B
∬ &Int;U+222C
∭ &tint;U+222D
∮ &oint;U+222E
∯ &Conint;U+222F
∰ &Cconint;U+2230
∱ &cwint;U+2231
∲ &cwconint;U+2232
∳ &awconint;U+2233
∴ &there4;U+2234
∵ &becaus;U+2235
∶ &ratio;U+2236
∷ &Colon;U+2237
∸ &minusd;U+2238
∺ &mDDot;U+223A
∻ &homtht;U+223B
∼ &sim;U+223C
∽ &bsim;U+223D
∾ &ac;U+223E
∿ &acd;U+223F
≀ &wr;U+2240
≁ &nsim;U+2241
≂ &esim;U+2242
≃ &sime;U+2243
≄ &nsime;U+2244
≅ &cong;U+2245
≆ &simne;U+2246
≇ &ncong;U+2247
≈ &ap;U+2248
≉ &nap;U+2249
≊ &ape;U+224A
≋ &apid;U+224B
≌ &bcong;U+224C
≍ &CupCap;U+224D
≎ &bump;U+224E
≏ &bumpe;U+224F
≐ &doteq;U+2250
≑ &eDot;U+2251
≒ &efDot;U+2252
≓ &erDot;U+2253
≔ &Assign;U+2254
≕ &ecolon;U+2255
≖ &ecir;U+2256
≗ &cire;U+2257
≙ &wedgeq;U+2259
≚ &veeeq;U+225A
≜ &trie;U+225C
≟ &equest;U+225F
≠ &ne;U+2260 262·27 402·6 426·7
≡ &equiv;U+2261
≢ &nequiv;U+2262
≤ &le;U+2264 262·76 402·8 426·1
≥ &ge;U+2265 262·70 402·14 426·5
≦ &lE;U+2266
≧ &gE;U+2267
≨ &lnE;U+2268
≩ &gnE;U+2269
≪ &Lt;U+226A
≫ &Gt;U+226B
≬ &twixt;U+226C
≭ &NotCupCap;U+226D
≮ &nlt;U+226E
≯ &ngt;U+226F
≰ &nle;U+2270
≱ &nge;U+2271
≲ &lsim;U+2272
≳ &gsim;U+2273
≴ &nlsim;U+2274
≵ &ngsim;U+2275
≶ &lg;U+2276
≷ &gl;U+2277
≸ &ntlg;U+2278
≹ &ntgl;U+2279
≺ &pr;U+227A
≻ &sc;U+227B
≼ &prcue;U+227C
≽ &sccue;U+227D
≾ &prsim;U+227E
≿ &scsim;U+227F
⊀ &npr;U+2280
⊁ &nsc;U+2281
⊂ &sub;U+2282
⊃ &sup;U+2283
⊄ &nsub;U+2284
⊅ &nsup;U+2285
⊆ &sube;U+2286
⊇ &supe;U+2287
⊈ &nsube;U+2288
⊉ &nsupe;U+2289
⊊ &subne;U+228A
⊋ &supne;U+228B
⊍ &cupdot;U+228D
⊎ &uplus;U+228E
⊏ &sqsub;U+228F
⊐ &sqsup;U+2290
⊑ &sqsube;U+2291
⊒ &sqsupe;U+2292
⊓ &sqcap;U+2293
⊔ &sqcup;U+2294
⊕ &oplus;U+2295
⊖ &ominus;U+2296
⊗ &otimes;U+2297
⊘ &osol;U+2298
⊙ &odot;U+2299
⊚ &ocir;U+229A
⊛ &oast;U+229B
⊝ &odash;U+229D
⊞ &plusb;U+229E
⊟ &minusb;U+229F
⊠ &timesb;U+22A0
⊡ &sdotb;U+22A1
⊢ &vdash;U+22A2
⊣ &dashv;U+22A3
⊤ &top;U+22A4
⊥ &bot;U+22A5
⊧ &models;U+22A7
⊨ &vDash;U+22A8
⊩ &Vdash;U+22A9
⊪ &Vvdash;U+22AA
⊫ &VDash;U+22AB
⊬ &nvdash;U+22AC
⊭ &nvDash;U+22AD
⊮ &nVdash;U+22AE
⊯ &nVDash;U+22AF
⊰ &prurel;U+22B0
⊲ &vltri;U+22B2
⊳ &vrtri;U+22B3
⊴ &ltrie;U+22B4
⊵ &rtrie;U+22B5
⊶ &origof;U+22B6
⊷ &imof;U+22B7
⊸ &mumap;U+22B8
⊹ &hercon;U+22B9
⊺ &intcal;U+22BA
⊻ &veebar;U+22BB
⊽ &barvee;U+22BD
⊾ &angrtvb;U+22BE
⊿ &lrtri;U+22BF
⋀ &Wedge;U+22C0
⋁ &Vee;U+22C1
⋂ &xcap;U+22C2
⋃ &xcup;U+22C3
⋄ &diam;U+22C4
⋅ &sdot;U+22C5
⋆ &Star;U+22C6
⋇ &divonx;U+22C7
⋈ &bowtie;U+22C8
⋉ &ltimes;U+22C9
⋊ &rtimes;U+22CA
⋋ &lthree;U+22CB
⋌ &rthree;U+22CC
⋍ &bsime;U+22CD
⋎ &cuvee;U+22CE
⋏ &cuwed;U+22CF
⋐ &Sub;U+22D0
⋑ &Sup;U+22D1
⋒ &Cap;U+22D2
⋓ &Cup;U+22D3
⋔ &fork;U+22D4
⋕ &epar;U+22D5
⋖ &ltdot;U+22D6
⋗ &gtdot;U+22D7
⋘ &Ll;U+22D8
⋙ &Gg;U+22D9
⋚ &leg;U+22DA
⋛ &gel;U+22DB
⋞ &cuepr;U+22DE
⋟ &cuesc;U+22DF
⋠ &nprcue;U+22E0
⋡ &nsccue;U+22E1
⋢ &nsqsube;U+22E2
⋣ &nsqsupe;U+22E3
⋦ &lnsim;U+22E6
⋧ &gnsim;U+22E7
⋨ &prnsim;U+22E8
⋩ &scnsim;U+22E9
⋪ &nltri;U+22EA
⋫ &nrtri;U+22EB
⋬ &nltrie;U+22EC
⋭ &nrtrie;U+22ED
⋮ &vellip;U+22EE
⋯ &ctdot;U+22EF
⋰ &utdot;U+22F0
⋱ &dtdot;U+22F1
⋲ &disin;U+22F2
⋳ &isinsv;U+22F3
⋴ &isins;U+22F4
⋵ &isindot;U+22F5
⋶ &notinvc;U+22F6
⋷ &notinvb;U+22F7
⋹ &isinE;U+22F9
⋺ &nisd;U+22FA
⋻ &xnis;U+22FB
⋼ &nis;U+22FC
⋽ &notnivc;U+22FD
⋾ &notnivb;U+22FE
9.15 Miscellaneous Technical (38)
⌅ &barwed;U+2305
⌆ &Barwed;U+2306
⌈ &lceil;U+2308
⌉ &rceil;U+2309
⌊ &lfloor;U+230A
⌋ &rfloor;U+230B
⌌ &drcrop;U+230C
⌍ &dlcrop;U+230D
⌎ &urcrop;U+230E
⌏ &ulcrop;U+230F
⌐ &bnot;U+2310
⌒ &profline;U+2312
⌓ &profsurf;U+2313
⌕ &telrec;U+2315
⌖ &target;U+2316
⌜ &ulcorn;U+231C
⌝ &urcorn;U+231D
⌞ &dlcorn;U+231E
⌟ &drcorn;U+231F
⌢ &frown;U+2322
⌣ &smile;U+2323
⌭ &cylcty;U+232D
⌮ &profalar;U+232E
⌶ &topbot;U+2336
⌽ &ovbar;U+233D
⌿ &solbar;U+233F
⍼ &angzarr;U+237C
⎰ &lmoust;U+23B0
⎱ &rmoust;U+23B1
⎴ &tbrk;U+23B4
⎵ &bbrk;U+23B5
⎶ &bbrktbrk;U+23B6
⏜ &OverParenthesis;U+23DC
⏝ &UnderParenthesis;U+23DD
⏞ &OverBrace;U+23DE
⏟ &UnderBrace;U+23DF
⏢ &trpezium;U+23E2
⏧ &elinters;U+23E7
9.16 Control Pictures (1)
␣ &blank;U+2423
9.17 Enclosed Alphanumerics (1)
Ⓢ &oS;U+24C8
9.18 Box Drawing (40)
─ &boxh;U+2500
│ &boxv;U+2502
┌ &boxdr;U+250C
┐ &boxdl;U+2510
└ &boxur;U+2514
┘ &boxul;U+2518
├ &boxvr;U+251C
┤ &boxvl;U+2524
┬ &boxhd;U+252C
┴ &boxhu;U+2534
┼ &boxvh;U+253C
═ &boxH;U+2550
║ &boxV;U+2551
╒ &boxdR;U+2552
╓ &boxDr;U+2553
╔ &boxDR;U+2554
╕ &boxdL;U+2555
╖ &boxDl;U+2556
╗ &boxDL;U+2557
╘ &boxuR;U+2558
╙ &boxUr;U+2559
╚ &boxUR;U+255A
╛ &boxuL;U+255B
╜ &boxUl;U+255C
╝ &boxUL;U+255D
╞ &boxvR;U+255E
╟ &boxVr;U+255F
╠ &boxVR;U+2560
╡ &boxvL;U+2561
╢ &boxVl;U+2562
╣ &boxVL;U+2563
╤ &boxHd;U+2564
╥ &boxhD;U+2565
╦ &boxHD;U+2566
╧ &boxHu;U+2567
╨ &boxhU;U+2568
╩ &boxHU;U+2569
╪ &boxvH;U+256A
╫ &boxVh;U+256B
╬ &boxVH;U+256C
9.19 Block Elements (6)
▀ &uhblk;U+2580
▄ &lhblk;U+2584
█ &block;U+2588
░ &blk14;U+2591
▒ &blk12;U+2592
▓ &blk34;U+2593
9.20 Geometric Shapes (25)
□ &squ;U+25A1
▪ &squf;U+25AA
▫ &EmptyVerySmallSquare;U+25AB
▭ &rect;U+25AD
▮ &marker;U+25AE
▱ &fltns;U+25B1
△ &xutri;U+25B3
▴ &utrif;U+25B4
▵ &utri;U+25B5
▸ &rtrif;U+25B8
▹ &rtri;U+25B9
▽ &xdtri;U+25BD
▾ &dtrif;U+25BE
▿ &dtri;U+25BF
◂ &ltrif;U+25C2
◃ &ltri;U+25C3
◊ &loz;U+25CA
○ &cir;U+25CB
◬ &tridot;U+25EC
◯ &xcirc;U+25EF
◸ &ultri;U+25F8
◹ &urtri;U+25F9
◺ &lltri;U+25FA
◻ &EmptySmallSquare;U+25FB
◼ &FilledSmallSquare;U+25FC
9.21 Miscellaneous Symbols (13)
★ &starf;U+2605
☆ &star;U+2606
☎ &phone;U+260E
♀ &female;U+2640
♂ &male;U+2642
♠ &spades;U+2660
♣ &clubs;U+2663
♥ &hearts;U+2665
♦ &diams;U+2666
♪ &sung;U+266A
♭ &flat;U+266D
♮ &natur;U+266E
♯ &sharp;U+266F
9.22 Dingbats (7)
✓ &check;U+2713
✗ &cross;U+2717
✠ &malt;U+2720
✶ &sext;U+2736
❘ &VerticalSeparator;U+2758
❲ &lbbrk;U+2772
❳ &rbbrk;U+2773
9.23 Miscellaneous Mathematical Symbols-A (10)
⟈ &bsolhsub;U+27C8
⟉ &suphsol;U+27C9
⟦ &lobrk;U+27E6
⟧ &robrk;U+27E7
⟨ &lang;U+27E8
⟩ &rang;U+27E9
⟪ &Lang;U+27EA
⟫ &Rang;U+27EB
⟬ &loang;U+27EC
⟭ &roang;U+27ED
9.24 Supplemental Arrows-A (8)
⟵ &xlarr;U+27F5
⟶ &xrarr;U+27F6
⟷ &xharr;U+27F7
⟸ &xlArr;U+27F8
⟹ &xrArr;U+27F9
⟺ &xhArr;U+27FA
⟼ &xmap;U+27FC
⟿ &dzigrarr;U+27FF
9.25 Supplemental Arrows-B (90)
⤂ &nvlArr;U+2902
⤃ &nvrArr;U+2903
⤄ &nvHarr;U+2904
⤅ &Map;U+2905
⤌ &lbarr;U+290C
⤍ &rbarr;U+290D
⤎ &lBarr;U+290E
⤏ &rBarr;U+290F
⤐ &RBarr;U+2910
⤑ &DDotrahd;U+2911
⤒ &UpArrowBar;U+2912
⤓ &DownArrowBar;U+2913
⤖ &Rarrtl;U+2916
⤙ &latail;U+2919
⤚ &ratail;U+291A
⤛ &lAtail;U+291B
⤜ &rAtail;U+291C
⤝ &larrfs;U+291D
⤞ &rarrfs;U+291E
⤟ &larrbfs;U+291F
⤠ &rarrbfs;U+2920
⤣ &nwarhk;U+2923
⤤ &nearhk;U+2924
⤥ &searhk;U+2925
⤦ &swarhk;U+2926
⤧ &nwnear;U+2927
⤨ &toea;U+2928
⤩ &tosa;U+2929
⤪ &swnwar;U+292A
⤳ &rarrc;U+2933
⤵ &cudarrr;U+2935
⤶ &ldca;U+2936
⤷ &rdca;U+2937
⤸ &cudarrl;U+2938
⤹ &larrpl;U+2939
⤼ &curarrm;U+293C
⤽ &cularrp;U+293D
⥅ &rarrpl;U+2945
⥈ &harrcir;U+2948
⥉ &Uarrocir;U+2949
⥊ &lurdshar;U+294A
⥋ &ldrushar;U+294B
⥎ &LeftRightVector;U+294E
⥏ &RightUpDownVector;U+294F
⥐ &DownLeftRightVector;U+2950
⥑ &LeftUpDownVector;U+2951
⥒ &LeftVectorBar;U+2952
⥓ &RightVectorBar;U+2953
⥔ &RightUpVectorBar;U+2954
⥕ &RightDownVectorBar;U+2955
⥖ &DownLeftVectorBar;U+2956
⥗ &DownRightVectorBar;U+2957
⥘ &LeftUpVectorBar;U+2958
⥙ &LeftDownVectorBar;U+2959
⥚ &LeftTeeVector;U+295A
⥛ &RightTeeVector;U+295B
⥜ &RightUpTeeVector;U+295C
⥝ &RightDownTeeVector;U+295D
⥞ &DownLeftTeeVector;U+295E
⥟ &DownRightTeeVector;U+295F
⥠ &LeftUpTeeVector;U+2960
⥡ &LeftDownTeeVector;U+2961
⥢ &lHar;U+2962
⥣ &uHar;U+2963
⥤ &rHar;U+2964
⥥ &dHar;U+2965
⥦ &luruhar;U+2966
⥧ &ldrdhar;U+2967
⥨ &ruluhar;U+2968
⥩ &rdldhar;U+2969
⥪ &lharul;U+296A
⥫ &llhard;U+296B
⥬ &rharul;U+296C
⥭ &lrhard;U+296D
⥮ &udhar;U+296E
⥯ &duhar;U+296F
⥰ &RoundImplies;U+2970
⥱ &erarr;U+2971
⥲ &simrarr;U+2972
⥳ &larrsim;U+2973
⥴ &rarrsim;U+2974
⥵ &rarrap;U+2975
⥶ &ltlarr;U+2976
⥸ &gtrarr;U+2978
⥹ &subrarr;U+2979
⥻ &suplarr;U+297B
⥼ &lfisht;U+297C
⥽ &rfisht;U+297D
⥾ &ufisht;U+297E
⥿ &dfisht;U+297F
9.26 Miscellaneous Mathematical Symbols-B (62)
⦅ &lopar;U+2985
⦆ &ropar;U+2986
⦋ &lbrke;U+298B
⦌ &rbrke;U+298C
⦍ &lbrkslu;U+298D
⦎ &rbrksld;U+298E
⦏ &lbrksld;U+298F
⦐ &rbrkslu;U+2990
⦑ &langd;U+2991
⦒ &rangd;U+2992
⦓ &lparlt;U+2993
⦔ &rpargt;U+2994
⦕ &gtlPar;U+2995
⦖ &ltrPar;U+2996
⦚ &vzigzag;U+299A
⦜ &vangrt;U+299C
⦝ &angrtvbd;U+299D
⦤ &ange;U+29A4
⦥ &range;U+29A5
⦦ &dwangle;U+29A6
⦧ &uwangle;U+29A7
⦨ &angmsdaa;U+29A8
⦩ &angmsdab;U+29A9
⦪ &angmsdac;U+29AA
⦫ &angmsdad;U+29AB
⦬ &angmsdae;U+29AC
⦭ &angmsdaf;U+29AD
⦮ &angmsdag;U+29AE
⦯ &angmsdah;U+29AF
⦰ &bemptyv;U+29B0
⦱ &demptyv;U+29B1
⦲ &cemptyv;U+29B2
⦳ &raemptyv;U+29B3
⦴ &laemptyv;U+29B4
⦵ &ohbar;U+29B5
⦶ &omid;U+29B6
⦷ &opar;U+29B7
⦹ &operp;U+29B9
⦻ &olcross;U+29BB
⦼ &odsold;U+29BC
⦾ &olcir;U+29BE
⦿ &ofcir;U+29BF
⧀ &olt;U+29C0
⧁ &ogt;U+29C1
⧂ &cirscir;U+29C2
⧃ &cirE;U+29C3
⧄ &solb;U+29C4
⧅ &bsolb;U+29C5
⧉ &boxbox;U+29C9
⧍ &trisb;U+29CD
⧎ &rtriltri;U+29CE
⧏ &LeftTriangleBar;U+29CF
⧐ &RightTriangleBar;U+29D0
⧜ &iinfin;U+29DC
⧝ &infintie;U+29DD
⧞ &nvinfin;U+29DE
⧣ &eparsl;U+29E3
⧤ &smeparsl;U+29E4
⧥ &eqvparsl;U+29E5
⧫ &lozf;U+29EB
⧴ &RuleDelayed;U+29F4
⧶ &dsol;U+29F6
9.27 Supplemental Mathematical Operators (182)
⨀ &xodot;U+2A00
⨁ &xoplus;U+2A01
⨂ &xotime;U+2A02
⨄ &xuplus;U+2A04
⨆ &xsqcup;U+2A06
⨌ &qint;U+2A0C
⨍ &fpartint;U+2A0D
⨐ &cirfnint;U+2A10
⨑ &awint;U+2A11
⨒ &rppolint;U+2A12
⨓ &scpolint;U+2A13
⨔ &npolint;U+2A14
⨕ &pointint;U+2A15
⨖ &quatint;U+2A16
⨗ &intlarhk;U+2A17
⨢ &pluscir;U+2A22
⨣ &plusacir;U+2A23
⨤ &simplus;U+2A24
⨥ &plusdu;U+2A25
⨦ &plussim;U+2A26
⨧ &plustwo;U+2A27
⨩ &mcomma;U+2A29
⨪ &minusdu;U+2A2A
⨭ &loplus;U+2A2D
⨮ &roplus;U+2A2E
⨯ &Cross;U+2A2F
⨰ &timesd;U+2A30
⨱ &timesbar;U+2A31
⨳ &smashp;U+2A33
⨴ &lotimes;U+2A34
⨵ &rotimes;U+2A35
⨶ &otimesas;U+2A36
⨷ &Otimes;U+2A37
⨸ &odiv;U+2A38
⨹ &triplus;U+2A39
⨺ &triminus;U+2A3A
⨻ &tritime;U+2A3B
⨼ &iprod;U+2A3C
⨿ &amalg;U+2A3F
⩀ &capdot;U+2A40
⩂ &ncup;U+2A42
⩃ &ncap;U+2A43
⩄ &capand;U+2A44
⩅ &cupor;U+2A45
⩆ &cupcap;U+2A46
⩇ &capcup;U+2A47
⩈ &cupbrcap;U+2A48
⩉ &capbrcup;U+2A49
⩊ &cupcup;U+2A4A
⩋ &capcap;U+2A4B
⩌ &ccups;U+2A4C
⩍ &ccaps;U+2A4D
⩐ &ccupssm;U+2A50
⩓ &And;U+2A53
⩔ &Or;U+2A54
⩕ &andand;U+2A55
⩖ &oror;U+2A56
⩗ &orslope;U+2A57
⩘ &andslope;U+2A58
⩚ &andv;U+2A5A
⩛ &orv;U+2A5B
⩜ &andd;U+2A5C
⩝ &ord;U+2A5D
⩟ &wedbar;U+2A5F
⩦ &sdote;U+2A66
⩪ &simdot;U+2A6A
⩭ &congdot;U+2A6D
⩮ &easter;U+2A6E
⩯ &apacir;U+2A6F
⩰ &apE;U+2A70
⩱ &eplus;U+2A71
⩲ &pluse;U+2A72
⩳ &Esim;U+2A73
⩴ &Colone;U+2A74
⩵ &Equal;U+2A75
⩷ &eDDot;U+2A77
⩸ &equivDD;U+2A78
⩹ &ltcir;U+2A79
⩺ &gtcir;U+2A7A
⩻ &ltquest;U+2A7B
⩼ &gtquest;U+2A7C
⩽ &les;U+2A7D
⩾ &ges;U+2A7E
⩿ &lesdot;U+2A7F
⪀ &gesdot;U+2A80
⪁ &lesdoto;U+2A81
⪂ &gesdoto;U+2A82
⪃ &lesdotor;U+2A83
⪄ &gesdotol;U+2A84
⪅ &lap;U+2A85
⪆ &gap;U+2A86
⪇ &lne;U+2A87
⪈ &gne;U+2A88
⪉ &lnap;U+2A89
⪊ &gnap;U+2A8A
⪋ &lEg;U+2A8B
⪌ &gEl;U+2A8C
⪍ &lsime;U+2A8D
⪎ &gsime;U+2A8E
⪏ &lsimg;U+2A8F
⪐ &gsiml;U+2A90
⪑ &lgE;U+2A91
⪒ &glE;U+2A92
⪓ &lesges;U+2A93
⪔ &gesles;U+2A94
⪕ &els;U+2A95
⪖ &egs;U+2A96
⪗ &elsdot;U+2A97
⪘ &egsdot;U+2A98
⪙ &el;U+2A99
⪚ &eg;U+2A9A
⪝ &siml;U+2A9D
⪞ &simg;U+2A9E
⪟ &simlE;U+2A9F
⪠ &simgE;U+2AA0
⪡ &LessLess;U+2AA1
⪢ &GreaterGreater;U+2AA2
⪤ &glj;U+2AA4
⪥ &gla;U+2AA5
⪦ &ltcc;U+2AA6
⪧ &gtcc;U+2AA7
⪨ &lescc;U+2AA8
⪩ &gescc;U+2AA9
⪪ &smt;U+2AAA
⪫ &lat;U+2AAB
⪬ &smte;U+2AAC
⪭ &late;U+2AAD
⪮ &bumpE;U+2AAE
⪯ &pre;U+2AAF
⪰ &sce;U+2AB0
⪳ &prE;U+2AB3
⪴ &scE;U+2AB4
⪵ &prnE;U+2AB5
⪶ &scnE;U+2AB6
⪷ &prap;U+2AB7
⪸ &scap;U+2AB8
⪹ &prnap;U+2AB9
⪺ &scnap;U+2ABA
⪻ &Pr;U+2ABB
⪼ &Sc;U+2ABC
⪽ &subdot;U+2ABD
⪾ &supdot;U+2ABE
⪿ &subplus;U+2ABF
⫀ &supplus;U+2AC0
⫁ &submult;U+2AC1
⫂ &supmult;U+2AC2
⫃ &subedot;U+2AC3
⫄ &supedot;U+2AC4
⫅ &subE;U+2AC5
⫆ &supE;U+2AC6
⫇ &subsim;U+2AC7
⫈ &supsim;U+2AC8
⫋ &subnE;U+2ACB
⫌ &supnE;U+2ACC
⫏ &csub;U+2ACF
⫐ &csup;U+2AD0
⫑ &csube;U+2AD1
⫒ &csupe;U+2AD2
⫓ &subsup;U+2AD3
⫔ &supsub;U+2AD4
⫕ &subsub;U+2AD5
⫖ &supsup;U+2AD6
⫗ &suphsub;U+2AD7
⫘ &supdsub;U+2AD8
⫙ &forkv;U+2AD9
⫚ &topfork;U+2ADA
⫛ &mlcp;U+2ADB
⫤ &Dashv;U+2AE4
⫦ &Vdashl;U+2AE6
⫧ &Barv;U+2AE7
⫨ &vBar;U+2AE8
⫩ &vBarv;U+2AE9
⫫ &Vbar;U+2AEB
⫬ &Not;U+2AEC
⫭ &bNot;U+2AED
⫮ &rnmid;U+2AEE
⫯ &cirmid;U+2AEF
⫰ &midcir;U+2AF0
⫱ &topcir;U+2AF1
⫲ &nhpar;U+2AF2
⫳ &parsim;U+2AF3
⫽ &parsl;U+2AFD
9.28 Miscellaneous Symbols and Arrows (2)
⬆ U+2B06 402·23
⬇ U+2B07 402·24
9.29 Alphabetic Presentation Forms (5)
ff &fflig;U+FB00
fi &filig;U+FB01
fl &fllig;U+FB02
ffi &ffilig;U+FB03
ffl &ffllig;U+FB04
9.30 Mathematical Alphanumeric Symbols (133)
𝒜 &Ascr;U+1D49C
𝒞 &Cscr;U+1D49E
𝒟 &Dscr;U+1D49F
𝒢 &Gscr;U+1D4A2
𝒥 &Jscr;U+1D4A5
𝒦 &Kscr;U+1D4A6
𝒩 &Nscr;U+1D4A9
𝒪 &Oscr;U+1D4AA
𝒫 &Pscr;U+1D4AB
𝒬 &Qscr;U+1D4AC
𝒮 &Sscr;U+1D4AE
𝒯 &Tscr;U+1D4AF
𝒰 &Uscr;U+1D4B0
𝒱 &Vscr;U+1D4B1
𝒲 &Wscr;U+1D4B2
𝒳 &Xscr;U+1D4B3
𝒴 &Yscr;U+1D4B4
𝒵 &Zscr;U+1D4B5
𝒶 &ascr;U+1D4B6
𝒷 &bscr;U+1D4B7
𝒸 &cscr;U+1D4B8
𝒹 &dscr;U+1D4B9
𝒻 &fscr;U+1D4BB
𝒽 &hscr;U+1D4BD
𝒾 &iscr;U+1D4BE
𝒿 &jscr;U+1D4BF
𝓀 &kscr;U+1D4C0
𝓁 &lscr;U+1D4C1
𝓂 &mscr;U+1D4C2
𝓃 &nscr;U+1D4C3
𝓅 &pscr;U+1D4C5
𝓆 &qscr;U+1D4C6
𝓇 &rscr;U+1D4C7
𝓈 &sscr;U+1D4C8
𝓉 &tscr;U+1D4C9
𝓊 &uscr;U+1D4CA
𝓋 &vscr;U+1D4CB
𝓌 &wscr;U+1D4CC
𝓍 &xscr;U+1D4CD
𝓎 &yscr;U+1D4CE
𝓏 &zscr;U+1D4CF
𝔄 &Afr;U+1D504
𝔅 &Bfr;U+1D505
𝔇 &Dfr;U+1D507
𝔈 &Efr;U+1D508
𝔉 &Ffr;U+1D509
𝔊 &Gfr;U+1D50A
𝔍 &Jfr;U+1D50D
𝔎 &Kfr;U+1D50E
𝔏 &Lfr;U+1D50F
𝔐 &Mfr;U+1D510
𝔑 &Nfr;U+1D511
𝔒 &Ofr;U+1D512
𝔓 &Pfr;U+1D513
𝔔 &Qfr;U+1D514
𝔖 &Sfr;U+1D516
𝔗 &Tfr;U+1D517
𝔘 &Ufr;U+1D518
𝔙 &Vfr;U+1D519
𝔚 &Wfr;U+1D51A
𝔛 &Xfr;U+1D51B
𝔜 &Yfr;U+1D51C
𝔞 &afr;U+1D51E
𝔟 &bfr;U+1D51F
𝔠 &cfr;U+1D520
𝔡 &dfr;U+1D521
𝔢 &efr;U+1D522
𝔣 &ffr;U+1D523
𝔤 &gfr;U+1D524
𝔥 &hfr;U+1D525
𝔦 &ifr;U+1D526
𝔧 &jfr;U+1D527
𝔨 &kfr;U+1D528
𝔩 &lfr;U+1D529
𝔪 &mfr;U+1D52A
𝔫 &nfr;U+1D52B
𝔬 &ofr;U+1D52C
𝔭 &pfr;U+1D52D
𝔮 &qfr;U+1D52E
𝔯 &rfr;U+1D52F
𝔰 &sfr;U+1D530
𝔱 &tfr;U+1D531
𝔲 &ufr;U+1D532
𝔳 &vfr;U+1D533
𝔴 &wfr;U+1D534
𝔵 &xfr;U+1D535
𝔶 &yfr;U+1D536
𝔷 &zfr;U+1D537
𝔸 &Aopf;U+1D538
𝔹 &Bopf;U+1D539
𝔻 &Dopf;U+1D53B
𝔼 &Eopf;U+1D53C
𝔽 &Fopf;U+1D53D 262·1039 402·64 426·6
𝔾 &Gopf;U+1D53E
𝕀 &Iopf;U+1D540
𝕁 &Jopf;U+1D541
𝕂 &Kopf;U+1D542
𝕃 &Lopf;U+1D543
𝕄 &Mopf;U+1D544
𝕆 &Oopf;U+1D546
𝕊 &Sopf;U+1D54A
𝕋 &Topf;U+1D54B
𝕌 &Uopf;U+1D54C
𝕍 &Vopf;U+1D54D
𝕎 &Wopf;U+1D54E
𝕏 &Xopf;U+1D54F
𝕐 &Yopf;U+1D550
𝕒 &aopf;U+1D552
𝕓 &bopf;U+1D553
𝕔 &copf;U+1D554
𝕕 &dopf;U+1D555
𝕖 &eopf;U+1D556
𝕗 &fopf;U+1D557
𝕘 &gopf;U+1D558
𝕙 &hopf;U+1D559
𝕚 &iopf;U+1D55A
𝕛 &jopf;U+1D55B
𝕜 &kopf;U+1D55C
𝕝 &lopf;U+1D55D
𝕞 &mopf;U+1D55E
𝕟 &nopf;U+1D55F
𝕠 &oopf;U+1D560
𝕡 &popf;U+1D561
𝕢 &qopf;U+1D562
𝕣 &ropf;U+1D563
𝕤 &sopf;U+1D564
𝕥 &topf;U+1D565
𝕦 &uopf;U+1D566
𝕧 &vopf;U+1D567
𝕨 &wopf;U+1D568
𝕩 &xopf;U+1D569
𝕪 &yopf;U+1D56A
𝕫 &zopf;U+1D56B
9.31 Miscellaneous Symbols and Pictographs (1)
🔥 U+1F525 426·1