&○○○;【文字参照名】一覧

メモ 文字参照名一覧 外部リンク

メモ

一般的な説明については、&○○○;【文字参照】参照 (サロゲートペア・emoji【絵文字】についても説明)
一覧
- カテゴリー別：文字参照名形式 (カテゴリー別・一部抜粋)
- アルファベット順 (別名併記)：文字参照名一覧

文字参照名一覧

A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

大文字小文字の区別あり
一部はセミコロン( ; )の省略形あり

文字参照名	別名	番号形式	表示
A
Á &Aacute		Á	Á
á &aacute		á	á
&Abreve;		Ă	Ă
&abreve;		ă	ă
&ac;	&mstpos;	∾	∾
&acd;		∿	∿
&acE;		∾̳	∾̳
Â &Acirc		Â	Â
â &acirc		â	â
´ &acute	&DiacriticalAcute;	´	´
&Acy;		А	А
&acy;		а	а
Æ &AElig		Æ	Æ
æ &aelig		æ	æ
⁡	⁡	⁡	⁡
&Afr;		𝔄	𝔄
&afr;		𝔞	𝔞
À &Agrave		À	À
à &agrave		à	à
&alefsym; &aleph;		ℵ	ℵ
Α		Α	Α
α		α	α
&Amacr;		Ā	Ā
&amacr;		ā	ā
&amalg;		⨿	⨿
&AMP; &AMP &amp; &amp		&	&
&And;		⩓	⩓
&and;	&wedge;	∧	∧
&andand;		⩕	⩕
&andd;		⩜	⩜
&andslope;		⩘	⩘
&andv;		⩚	⩚
&ang;	&angle;	∠	∠
&ange;		⦤	⦤
&angle;	&ang;	∠	∠
&angmsd;	&measuredangle;	∡	∡
&angmsdaa;		⦨	⦨
&angmsdab;		⦩	⦩
&angmsdac;		⦪	⦪
&angmsdad;		⦫	⦫
&angmsdae;		⦬	⦬
&angmsdaf;		⦭	⦭
&angmsdag;		⦮	⦮
&angmsdah;		⦯	⦯
&angrt;		∟	∟
&angrtvb;		⊾	⊾
&angrtvbd;		⦝	⦝
&angsph;		∢	∢
&angst;	Å &Aring	Å	Å
&angzarr;		⍼	⍼
&Aogon;		Ą	Ą
&aogon;		ą	ą
&Aopf;		𝔸	𝔸
&aopf;		𝕒	𝕒
≈	≈ ≈ &thickapprox; &thkap; &TildeTilde;	≈	≈
&apacir;		⩯	⩯
&apE;		⩰	⩰
&ape;	&approxeq;	≊	≊
&apid;		≋	≋
'		'	'
⁡	⁡	⁡	⁡
≈	≈ ≈ &thickapprox; &thkap; &TildeTilde;	≈	≈
&approxeq;	&ape;	≊	≊
Å &Aring	&angst;	Å	Å
å &aring		å	å
&Ascr;		𝒜	𝒜
&ascr;		𝒶	𝒶
&Assign;	&colone; &coloneq;	≔	≔
&ast;	&midast;	*	*
≈	≈ ≈ &thickapprox; &thkap; &TildeTilde;	≈	≈
&asympeq;	&CupCap;	≍	≍
Ã &Atilde		Ã	Ã
ã &atilde		ã	ã
Ä &Auml		Ä	Ä
ä &auml		ä	ä
&awconint;	&CounterClockwiseContourIntegral;	∳	∳
&awint;		⨑	⨑

B
&backcong;	&bcong;	≌	≌
&backepsilon;	&bepsi;	϶	϶
&backprime;	&bprime;	‵	‵
&backsim;	&bsim;	∽	∽
&backsimeq;	&bsime;	⋍	⋍
&Backslash;	&setminus; &setminus; &setmn; &smallsetminus; &ssetmn;	∖	∖
&Barv;		⫧	⫧
&barvee;		⊽	⊽
&Barwed;	&doublebarwedge;	⌆	⌆
&barwed; &barwedge;		⌅	⌅
&bbrk;	&UnderBracket;	⎵	⎵
&bbrktbrk;		⎶	⎶
&bcong;	&backcong;	≌	≌
&Bcy;		Б	Б
&bcy;		б	б
&bdquo;	&ldquor;	„	„
&becaus; &Because; &because;		∵	∵
&bemptyv;		⦰	⦰
&bepsi;	&backepsilon;	϶	϶
&bernou; &Bernoullis;	&Bscr;	ℬ	ℬ
Β		Β	Β
β		β	β
&beth;		ℶ	ℶ
&between;	&twixt;	≬	≬
&Bfr;		𝔅	𝔅
&bfr;		𝔟	𝔟
&bigcap;	&Intersection; &xcap;	⋂	⋂
&bigcirc;	&xcirc;	◯	◯
&bigcup;	&Union; &xcup;	⋃	⋃
&bigodot;	&xodot;	⨀	⨀
&bigoplus;	&xoplus;	⨁	⨁
&bigotimes;	&xotime;	⨂	⨂
&bigsqcup;	&xsqcup;	⨆	⨆
&bigstar;	&starf;	★	★
&bigtriangledown;	&xdtri;	▽	▽
&bigtriangleup;	&xutri;	△	△
&biguplus;	&xuplus;	⨄	⨄
&bigvee;	&Vee; &xvee;	⋁	⋁
&bigwedge;	&Wedge; &xwedge;	⋀	⋀
&bkarow;	&rbarr;	⤍	⤍
&blacklozenge;	&lozf;	⧫	⧫
&blacksquare;	&FilledVerySmallSquare; &squarf; &squf;	▪	▪
&blacktriangle;	&utrif;	▴	▴
&blacktriangledown;	&dtrif;	▾	▾
&blacktriangleleft;	&ltrif;	◂	◂
&blacktriangleright;	&rtrif;	▸	▸
&blank;		␣	␣
&blk12;		▒	▒
&blk14;		░	░
&blk34;		▓	▓
&block;		█	█
&bne;		=⃥	=⃥
&bnequiv;		≡⃥	≡⃥
&bNot;		⫭	⫭
&bnot;		⌐	⌐
&Bopf;		𝔹	𝔹
&bopf;		𝕓	𝕓
&bot; &bottom;	&perp; &UpTee;	⊥	⊥
&bowtie;		⋈	⋈
&boxbox;		⧉	⧉
&boxDL;		╗	╗
&boxDl;		╖	╖
&boxdL;		╕	╕
&boxdl;		┐	┐
&boxDR;		╔	╔
&boxDr;		╓	╓
&boxdR;		╒	╒
&boxdr;		┌	┌
&boxH;		═	═
&boxh;	&HorizontalLine;	─	─
&boxHD;		╦	╦
&boxHd;		╤	╤
&boxhD;		╥	╥
&boxhd;		┬	┬
&boxHU;		╩	╩
&boxHu;		╧	╧
&boxhU;		╨	╨
&boxhu;		┴	┴
&boxminus;	&minusb;	⊟	⊟
&boxplus;	&plusb;	⊞	⊞
&boxtimes;	&timesb;	⊠	⊠
&boxUL;		╝	╝
&boxUl;		╜	╜
&boxuL;		╛	╛
&boxul;		┘	┘
&boxUR;		╚	╚
&boxUr;		╙	╙
&boxuR;		╘	╘
&boxur;		└	└
&boxV;		║	║
&boxv;		│	│
&boxVH;		╬	╬
&boxVh;		╫	╫
&boxvH;		╪	╪
&boxvh;		┼	┼
&boxVL;		╣	╣
&boxVl;		╢	╢
&boxvL;		╡	╡
&boxvl;		┤	┤
&boxVR;		╠	╠
&boxVr;		╟	╟
&boxvR;		╞	╞
&boxvr;		├	├
&bprime;	&backprime;	‵	‵
&Breve; &breve;		˘	˘
¦ &brvbar		¦	¦
&Bscr;	&bernou; &Bernoullis;	ℬ	ℬ
&bscr;		𝒷	𝒷
&bsemi;		⁏	⁏
&bsim;	&backsim;	∽	∽
&bsime;	&backsimeq;	⋍	⋍
\		\	\
&bsolb;		⧅	⧅
&bsolhsub;		⟈	⟈
• &bullet;		•	•
&bump;	&Bumpeq; &HumpDownHump;	≎	≎
&bumpE;		⪮	⪮
&bumpe;	&bumpeq; &HumpEqual;	≏	≏
&Bumpeq;	&bump; &HumpDownHump;	≎	≎
&bumpeq;	&bumpe; &HumpEqual;	≏	≏

C
&Cacute;		Ć	Ć
&cacute;		ć	ć
&Cap;		⋒	⋒
∩		∩	∩
&capand;		⩄	⩄
&capbrcup;		⩉	⩉
&capcap;		⩋	⩋
&capcup;		⩇	⩇
&capdot;		⩀	⩀
&CapitalDifferentialD;	&DD;	ⅅ	ⅅ
&caps;		∩︀	∩︀
&caret;		⁁	⁁
&caron;	&Hacek;	ˇ	ˇ
&Cayleys;	&Cfr;	ℭ	ℭ
&ccaps;		⩍	⩍
&Ccaron;		Č	Č
&ccaron;		č	č
Ç &Ccedil		Ç	Ç
ç &ccedil		ç	ç
&Ccirc;		Ĉ	Ĉ
&ccirc;		ĉ	ĉ
&Cconint;		∰	∰
&ccups;		⩌	⩌
&ccupssm;		⩐	⩐
&Cdot;		Ċ	Ċ
&cdot;		ċ	ċ
¸ &cedil &Cedilla;		¸	¸
&cemptyv;		⦲	⦲
¢ &cent		¢	¢
· ·	· &middot	·	·
&Cfr;	&Cayleys;	ℭ	ℭ
&cfr;		𝔠	𝔠
&CHcy;		Ч	Ч
&chcy;		ч	ч
&check; &checkmark;		✓	✓
Χ		Χ	Χ
χ		χ	χ
&cir;		○	○
&circ;		ˆ	ˆ
&circeq;	&cire;	≗	≗
&circlearrowleft;	&olarr;	↺	↺
&circlearrowright;	&orarr;	↻	↻
&circledast;	&oast;	⊛	⊛
&circledcirc;	&ocir;	⊚	⊚
&circleddash;	&odash;	⊝	⊝
&CircleDot;	&odot;	⊙	⊙
&circledR;	&REG; &REG ® &reg	®	®
&circledS;	&oS;	Ⓢ	Ⓢ
&CircleMinus;	&ominus;	⊖	⊖
&CirclePlus;	&oplus;	⊕	⊕
&CircleTimes;	&otimes;	⊗	⊗
&cirE;		⧃	⧃
&cire;	&circeq;	≗	≗
&cirfnint;		⨐	⨐
&cirmid;		⫯	⫯
&cirscir;		⧂	⧂
&ClockwiseContourIntegral;		∲	∲
&CloseCurlyDoubleQuote;	” &rdquor;	”	”
&CloseCurlyQuote;	’ &rsquor;	’	’
&clubs; &clubsuit;		♣	♣
&Colon;	&Proportion;	∷	∷
&colon;		:	:
&Colone;		⩴	⩴
&colone; &coloneq;	&Assign;	≔	≔
,		,	,
&commat;		@	@
&comp;	&complement;	∁	∁
&compfn;	&SmallCircle;	∘	∘
&complement;	&comp;	∁	∁
&complexes;	&Copf;	ℂ	ℂ
&cong;	&TildeFullEqual;	≅	≅
&congdot;		⩭	⩭
&Congruent;	&equiv;	≡	≡
&Conint;	&DoubleContourIntegral;	∯	∯
&conint; &ContourIntegral;	&oint;	∮	∮
&Copf;	&complexes;	ℂ	ℂ
&copf;		𝕔	𝕔
&coprod; &Coproduct;		∐	∐
&COPY; &COPY &copy; &copy		©	©
&copysr;		℗	℗
&CounterClockwiseContourIntegral;	&awconint;	∳	∳
&crarr;		↵	↵
&Cross;		⨯	⨯
&cross;		✗	✗
&Cscr;		𝒞	𝒞
&cscr;		𝒸	𝒸
&csub;		⫏	⫏
&csube;		⫑	⫑
&csup;		⫐	⫐
&csupe;		⫒	⫒
&ctdot;		⋯	⋯
&cudarrl;		⤸	⤸
&cudarrr;		⤵	⤵
&cuepr;	&curlyeqprec;	⋞	⋞
&cuesc;	&curlyeqsucc;	⋟	⋟
&cularr;	&curvearrowleft;	↶	↶
&cularrp;		⤽	⤽
&Cup;		⋓	⋓
∪		∪	∪
&cupbrcap;		⩈	⩈
&CupCap;	&asympeq;	≍	≍
&cupcap;		⩆	⩆
&cupcup;		⩊	⩊
&cupdot;		⊍	⊍
&cupor;		⩅	⩅
&cups;		∪︀	∪︀
&curarr;	&curvearrowright;	↷	↷
&curarrm;		⤼	⤼
&curlyeqprec;	&cuepr;	⋞	⋞
&curlyeqsucc;	&cuesc;	⋟	⋟
&curlyvee;	&cuvee;	⋎	⋎
&curlywedge;	&cuwed;	⋏	⋏
¤ &curren		¤	¤
&curvearrowleft;	&cularr;	↶	↶
&curvearrowright;	&curarr;	↷	↷
&cuvee;	&curlyvee;	⋎	⋎
&cuwed;	&curlywedge;	⋏	⋏
&cwconint;		∲	∲
&cwint;		∱	∱
&cylcty;		⌭	⌭

D
&Dagger;	&ddagger;	‡	‡
&dagger;		†	†
&daleth;		ℸ	ℸ
&Darr;		↡	↡
&dArr;	&DoubleDownArrow; &Downarrow;	⇓	⇓
↓	&DownArrow; &downarrow; &ShortDownArrow;	↓	↓
&dash;	&hyphen;	‐	‐
&Dashv;	&DoubleLeftTee;	⫤	⫤
&dashv;	&LeftTee;	⊣	⊣
&dbkarow;	&rBarr;	⤏	⤏
&dblac;	&DiacriticalDoubleAcute;	˝	˝
&Dcaron;		Ď	Ď
&dcaron;		ď	ď
&Dcy;		Д	Д
&dcy;		д	д
&DD;	&CapitalDifferentialD;	ⅅ	ⅅ
&dd;	&DifferentialD;	ⅆ	ⅆ
&ddagger;	&Dagger;	‡	‡
&ddarr;	&downdownarrows;	⇊	⇊
&DDotrahd;		⤑	⤑
&ddotseq;	&eDDot;	⩷	⩷
° &deg		°	°
&Del;	∇	∇	∇
Δ		Δ	Δ
δ		δ	δ
&demptyv;		⦱	⦱
&dfisht;		⥿	⥿
&Dfr;		𝔇	𝔇
&dfr;		𝔡	𝔡
&dHar;		⥥	⥥
&dharl;	&downharpoonleft; &LeftDownVector;	⇃	⇃
&dharr;	&downharpoonright; &RightDownVector;	⇂	⇂
&DiacriticalAcute;	´ &acute	´	´
&DiacriticalDot;	&dot;	˙	˙
&DiacriticalDoubleAcute;	&dblac;	˝	˝
&DiacriticalGrave;	&grave;	`	`
&DiacriticalTilde;	&tilde;	˜	˜
&diam; &Diamond; &diamond;		⋄	⋄
&diamondsuit; &diams;		♦	♦
&die;	&Dot; &DoubleDot; ¨ &uml	¨	¨
&DifferentialD;	&dd;	ⅆ	ⅆ
&digamma;	&gammad;	ϝ	ϝ
&disin;		⋲	⋲
&div; ÷ &divide		÷	÷
&divideontimes; &divonx;		⋇	⋇
&DJcy;		Ђ	Ђ
&djcy;		ђ	ђ
&dlcorn;	&llcorner;	⌞	⌞
&dlcrop;		⌍	⌍
&dollar;		$	$
&Dopf;		𝔻	𝔻
&dopf;		𝕕	𝕕
&Dot;	&die; &DoubleDot; ¨ &uml	¨	¨
&dot;	&DiacriticalDot;	˙	˙
&DotDot;		⃜	⃜
&doteq;	&DotEqual; &esdot;	≐	≐
&doteqdot;	&eDot;	≑	≑
&DotEqual;	&doteq; &esdot;	≐	≐
&dotminus;	&minusd;	∸	∸
&dotplus;	&plusdo;	∔	∔
&dotsquare;	&sdotb;	⊡	⊡
&doublebarwedge;	&Barwed;	⌆	⌆
&DoubleContourIntegral;	&Conint;	∯	∯
&DoubleDot;	&die; &Dot; ¨ &uml	¨	¨
&DoubleDownArrow;	&dArr; &Downarrow;	⇓	⇓
&DoubleLeftArrow;	⇐ &Leftarrow;	⇐	⇐
&DoubleLeftRightArrow;	⇔ &iff; &Leftrightarrow;	⇔	⇔
&DoubleLeftTee;	&Dashv;	⫤	⫤
&DoubleLongLeftArrow;	&Longleftarrow; &xlArr;	⟸	⟸
&DoubleLongLeftRightArrow;	&Longleftrightarrow; &xhArr;	⟺	⟺
&DoubleLongRightArrow;	&Longrightarrow; &xrArr;	⟹	⟹
&DoubleRightArrow;	&Implies; ⇒ &Rightarrow;	⇒	⇒
&DoubleRightTee;	&vDash;	⊨	⊨
&DoubleUpArrow;	&uArr; &Uparrow;	⇑	⇑
&DoubleUpDownArrow;	&Updownarrow; &vArr;	⇕	⇕
&DoubleVerticalBar;	&par; &parallel; &shortparallel; &spar;	∥	∥
&DownArrow;	↓ &downarrow; &ShortDownArrow;	↓	↓
&Downarrow;	&dArr; &DoubleDownArrow;	⇓	⇓
&downarrow;	↓ &DownArrow; &ShortDownArrow;	↓	↓
&DownArrowBar;		⤓	⤓
&DownArrowUpArrow;	&duarr;	⇵	⇵
&DownBreve;		̑	̑
&downdownarrows;	&ddarr;	⇊	⇊
&downharpoonleft;	&dharl; &LeftDownVector;	⇃	⇃
&downharpoonright;	&dharr; &RightDownVector;	⇂	⇂
&DownLeftRightVector;		⥐	⥐
&DownLeftTeeVector;		⥞	⥞
&DownLeftVector;	&leftharpoondown; &lhard;	↽	↽
&DownLeftVectorBar;		⥖	⥖
&DownRightTeeVector;		⥟	⥟
&DownRightVector;	&rhard; &rightharpoondown;	⇁	⇁
&DownRightVectorBar;		⥗	⥗
&DownTee;	&top;	⊤	⊤
&DownTeeArrow;	&mapstodown;	↧	↧
&drbkarow;	&RBarr;	⤐	⤐
&drcorn;	&lrcorner;	⌟	⌟
&drcrop;		⌌	⌌
&Dscr;		𝒟	𝒟
&dscr;		𝒹	𝒹
&DScy;		Ѕ	Ѕ
&dscy;		ѕ	ѕ
&dsol;		⧶	⧶
&Dstrok;		Đ	Đ
&dstrok;		đ	đ
&dtdot;		⋱	⋱
&dtri;	&triangledown;	▿	▿
&dtrif;	&blacktriangledown;	▾	▾
&duarr;	&DownArrowUpArrow;	⇵	⇵
&duhar;	&ReverseUpEquilibrium;	⥯	⥯
&dwangle;		⦦	⦦
&DZcy;		Џ	Џ
&dzcy;		џ	џ
&dzigrarr;		⟿	⟿

E
É &Eacute		É	É
é &eacute		é	é
&easter;		⩮	⩮
&Ecaron;		Ě	Ě
&ecaron;		ě	ě
&ecir;	&eqcirc;	≖	≖
Ê &Ecirc		Ê	Ê
ê &ecirc		ê	ê
&ecolon;	&eqcolon;	≕	≕
&Ecy;		Э	Э
&ecy;		э	э
&eDDot;	&ddotseq;	⩷	⩷
&Edot;		Ė	Ė
&eDot;	&doteqdot;	≑	≑
&edot;		ė	ė
&ee;	&ExponentialE; &exponentiale;	ⅇ	ⅇ
&efDot;	&fallingdotseq;	≒	≒
&Efr;		𝔈	𝔈
&efr;		𝔢	𝔢
&eg;		⪚	⪚
È &Egrave		È	È
è &egrave		è	è
&egs;	&eqslantgtr;	⪖	⪖
&egsdot;		⪘	⪘
&el;		⪙	⪙
&Element;	&in; ∈ &isinv;	∈	∈
&elinters;		⏧	⏧
&ell;		ℓ	ℓ
&els;	&eqslantless;	⪕	⪕
&elsdot;		⪗	⪗
&Emacr;		Ē	Ē
&emacr;		ē	ē
∅ &emptyset;	&emptyv; &varnothing;	∅	∅
&EmptySmallSquare;		◻	◻
&emptyv;	∅ &emptyset; &varnothing;	∅	∅
&EmptyVerySmallSquare;		▫	▫
&emsp;
&emsp13;
&emsp14;
&ENG;		Ŋ	Ŋ
&eng;		ŋ	ŋ
&ensp;
&Eogon;		Ę	Ę
&eogon;		ę	ę
&Eopf;		𝔼	𝔼
&eopf;		𝕖	𝕖
&epar;		⋕	⋕
&eparsl;		⧣	⧣
&eplus;		⩱	⩱
&epsi;	ε	ε	ε
Ε		Ε	Ε
ε	&epsi;	ε	ε
ϵ	&straightepsilon; ϵ	ϵ	ϵ
&eqcirc;	&ecir;	≖	≖
&eqcolon;	&ecolon;	≕	≕
&eqsim;	&EqualTilde; &esim;	≂	≂
&eqslantgtr;	&egs;	⪖	⪖
&eqslantless;	&els;	⪕	⪕
&Equal;		⩵	⩵
=		=	=
&EqualTilde;	&eqsim; &esim;	≂	≂
&equest;	&questeq;	≟	≟
&Equilibrium;	&rightleftharpoons; &rlhar;	⇌	⇌
&equiv;	&Congruent;	≡	≡
&equivDD;		⩸	⩸
&eqvparsl;		⧥	⧥
&erarr;		⥱	⥱
&erDot;	&risingdotseq;	≓	≓
&Escr;	&expectation;	ℰ	ℰ
&escr;		ℯ	ℯ
&esdot;	&doteq; &DotEqual;	≐	≐
&Esim;		⩳	⩳
&esim;	&eqsim; &EqualTilde;	≂	≂
Η		Η	Η
η		η	η
Ð &ETH		Ð	Ð
ð &eth		ð	ð
Ë &Euml		Ë	Ë
ë &euml		ë	ë
&euro;		€	€
&excl;		!	!
∃ &Exists;		∃	∃
&expectation;	&Escr;	ℰ	ℰ
&ExponentialE; &exponentiale;	&ee;	ⅇ	ⅇ

F
&fallingdotseq;	&efDot;	≒	≒
&Fcy;		Ф	Ф
&fcy;		ф	ф
&female;		♀	♀
&ffilig;		ﬃ	ﬃ
&fflig;		ﬀ	ﬀ
&ffllig;		ﬄ	ﬄ
&Ffr;		𝔉	𝔉
&ffr;		𝔣	𝔣
&filig;		ﬁ	ﬁ
&FilledSmallSquare;		◼	◼
&FilledVerySmallSquare;	&blacksquare; &squarf; &squf;	▪	▪
&fjlig;		fj	fj
&flat;		♭	♭
&fllig;		ﬂ	ﬂ
&fltns;		▱	▱
&fnof;		ƒ	ƒ
&Fopf;		𝔽	𝔽
&fopf;		𝕗	𝕗
&ForAll; ∀		∀	∀
&fork;	&pitchfork;	⋔	⋔
&forkv;		⫙	⫙
&Fouriertrf;	&Fscr;	ℱ	ℱ
&fpartint;		⨍	⨍
½ &frac12	&half;	½	½
&frac13;		⅓	⅓
¼ &frac14		¼	¼
&frac15;		⅕	⅕
&frac16;		⅙	⅙
&frac18;		⅛	⅛
&frac23;		⅔	⅔
&frac25;		⅖	⅖
¾ &frac34		¾	¾
&frac35;		⅗	⅗
&frac38;		⅜	⅜
&frac45;		⅘	⅘
&frac56;		⅚	⅚
&frac58;		⅝	⅝
&frac78;		⅞	⅞
&frasl;		⁄	⁄
&frown;	&sfrown;	⌢	⌢
&Fscr;	&Fouriertrf;	ℱ	ℱ
&fscr;		𝒻	𝒻

G
&gacute;		ǵ	ǵ
Γ		Γ	Γ
γ		γ	γ
&Gammad;		Ϝ	Ϝ
&gammad;	&digamma;	ϝ	ϝ
&gap;	&gtrapprox;	⪆	⪆
&Gbreve;		Ğ	Ğ
&gbreve;		ğ	ğ
&Gcedil;		Ģ	Ģ
&Gcirc;		Ĝ	Ĝ
&gcirc;		ĝ	ĝ
&Gcy;		Г	Г
&gcy;		г	г
&Gdot;		Ġ	Ġ
&gdot;		ġ	ġ
&gE;	&geqq; &GreaterFullEqual;	≧	≧
≥	&geq; &GreaterEqual;	≥	≥
&gEl;	&gtreqqless;	⪌	⪌
&gel;	&GreaterEqualLess; &gtreqless;	⋛	⋛
&geq;	≥ &GreaterEqual;	≥	≥
&geqq;	&gE; &GreaterFullEqual;	≧	≧
&geqslant; &ges;	&GreaterSlantEqual;	⩾	⩾
&gescc;		⪩	⪩
&gesdot;		⪀	⪀
&gesdoto;		⪂	⪂
&gesdotol;		⪄	⪄
&gesl;		⋛︀	⋛︀
&gesles;		⪔	⪔
&Gfr;		𝔊	𝔊
&gfr;		𝔤	𝔤
&Gg;	&ggg;	⋙	⋙
&gg;	&Gt; &NestedGreaterGreater;	≫	≫
&ggg;	&Gg;	⋙	⋙
&gimel;		ℷ	ℷ
&GJcy;		Ѓ	Ѓ
&gjcy;		ѓ	ѓ
&gl;	&GreaterLess; &gtrless;	≷	≷
&gla;		⪥	⪥
&glE;		⪒	⪒
&glj;		⪤	⪤
&gnap; &gnapprox;		⪊	⪊
&gnE;	&gneqq;	≩	≩
&gne; &gneq;		⪈	⪈
&gneqq;	&gnE;	≩	≩
&gnsim;		⋧	⋧
&Gopf;		𝔾	𝔾
&gopf;		𝕘	𝕘
&grave;	&DiacriticalGrave;	`	`
&GreaterEqual;	≥ &geq;	≥	≥
&GreaterEqualLess;	&gel; &gtreqless;	⋛	⋛
&GreaterFullEqual;	&gE; &geqq;	≧	≧
&GreaterGreater;		⪢	⪢
&GreaterLess;	&gl; &gtrless;	≷	≷
&GreaterSlantEqual;	&geqslant; &ges;	⩾	⩾
&GreaterTilde;	&gsim; &gtrsim;	≳	≳
&Gscr;		𝒢	𝒢
&gscr;		ℊ	ℊ
&gsim;	&GreaterTilde; &gtrsim;	≳	≳
&gsime;		⪎	⪎
&gsiml;		⪐	⪐
&GT; &GT > &gt		>	>
&Gt;	&gg; &NestedGreaterGreater;	≫	≫
&gtcc;		⪧	⪧
&gtcir;		⩺	⩺
&gtdot;	&gtrdot;	⋗	⋗
&gtlPar;		⦕	⦕
&gtquest;		⩼	⩼
&gtrapprox;	&gap;	⪆	⪆
&gtrarr;		⥸	⥸
&gtrdot;	&gtdot;	⋗	⋗
&gtreqless;	&gel; &GreaterEqualLess;	⋛	⋛
&gtreqqless;	&gEl;	⪌	⪌
&gtrless;	&gl; &GreaterLess;	≷	≷
&gtrsim;	&GreaterTilde; &gsim;	≳	≳
&gvertneqq; &gvnE;		≩︀	≩︀

H
&Hacek;	&caron;	ˇ	ˇ
&hairsp;	&VeryThinSpace;
&half;	½ &frac12	½	½
&hamilt;	&HilbertSpace; &Hscr;	ℋ	ℋ
&HARDcy;		Ъ	Ъ
&hardcy;		ъ	ъ
⇔	&DoubleLeftRightArrow; &iff; &Leftrightarrow;	⇔	⇔
↔	&LeftRightArrow; &leftrightarrow;	↔	↔
&harrcir;		⥈	⥈
&harrw;	&leftrightsquigarrow;	↭	↭
&Hat;		^	^
&hbar;	&hslash; &planck; &plankv;	ℏ	ℏ
&Hcirc;		Ĥ	Ĥ
&hcirc;		ĥ	ĥ
&hearts; &heartsuit;		♥	♥
…	&mldr;	…	…
&hercon;		⊹	⊹
&Hfr;	&Poincareplane;	ℌ	ℌ
&hfr;		𝔥	𝔥
&HilbertSpace;	&hamilt; &Hscr;	ℋ	ℋ
&hksearow;	&searhk;	⤥	⤥
&hkswarow;	&swarhk;	⤦	⤦
&hoarr;		⇿	⇿
&homtht;		∻	∻
&hookleftarrow;	&larrhk;	↩	↩
&hookrightarrow;	&rarrhk;	↪	↪
&Hopf;	&quaternions;	ℍ	ℍ
&hopf;		𝕙	𝕙
&horbar;		―	―
&HorizontalLine;	&boxh;	─	─
&Hscr;	&hamilt; &HilbertSpace;	ℋ	ℋ
&hscr;		𝒽	𝒽
&hslash;	&hbar; &planck; &plankv;	ℏ	ℏ
&Hstrok;		Ħ	Ħ
&hstrok;		ħ	ħ
&HumpDownHump;	&bump; &Bumpeq;	≎	≎
&HumpEqual;	&bumpe; &bumpeq;	≏	≏
&hybull;		⁃	⁃
&hyphen;	&dash;	‐	‐

I
Í &Iacute		Í	Í
í &iacute		í	í
⁣	⁣	⁣	⁣
Î &Icirc		Î	Î
î &icirc		î	î
&Icy;		И	И
&icy;		и	и
&Idot;		İ	İ
&IEcy;		Е	Е
&iecy;		е	е
¡ &iexcl		¡	¡
&iff;	&DoubleLeftRightArrow; ⇔ &Leftrightarrow;	⇔	⇔
&Ifr;	&Im; &image; &imagpart;	ℑ	ℑ
&ifr;		𝔦	𝔦
Ì &Igrave		Ì	Ì
ì &igrave		ì	ì
&ii;	&ImaginaryI;	ⅈ	ⅈ
&iiiint;	&qint;	⨌	⨌
&iiint;	&tint;	∭	∭
&iinfin;		⧜	⧜
&iiota;		℩	℩
&IJlig;		Ĳ	Ĳ
&ijlig;		ĳ	ĳ
&Im;	&Ifr; &image; &imagpart;	ℑ	ℑ
&Imacr;		Ī	Ī
&imacr;		ī	ī
&image;	&Ifr; &Im; &imagpart;	ℑ	ℑ
&ImaginaryI;	&ii;	ⅈ	ⅈ
&imagline;	&Iscr;	ℐ	ℐ
&imagpart;	&Ifr; &Im; &image;	ℑ	ℑ
&imath;	&inodot;	ı	ı
&imof;		⊷	⊷
&imped;		Ƶ	Ƶ
&Implies;	&DoubleRightArrow; ⇒ &Rightarrow;	⇒	⇒
&in;	&Element; ∈ &isinv;	∈	∈
&incare;		℅	℅
&infin;		∞	∞
&infintie;		⧝	⧝
&inodot;	&imath;	ı	ı
&Int;		∬	∬
∫	&Integral;	∫	∫
&intcal;	&intercal;	⊺	⊺
&integers;	&Zopf;	ℤ	ℤ
&Integral;	∫	∫	∫
&intercal;	&intcal;	⊺	⊺
&Intersection;	&bigcap; &xcap;	⋂	⋂
&intlarhk;		⨗	⨗
&intprod;	&iprod;	⨼	⨼
⁣	⁣	⁣	⁣
⁢	⁢	⁢	⁢
&IOcy;		Ё	Ё
&iocy;		ё	ё
&Iogon;		Į	Į
&iogon;		į	į
&Iopf;		𝕀	𝕀
&iopf;		𝕚	𝕚
Ι		Ι	Ι
ι		ι	ι
&iprod;	&intprod;	⨼	⨼
¿ &iquest		¿	¿
&Iscr;	&imagline;	ℐ	ℐ
&iscr;		𝒾	𝒾
∈	&Element; &in; &isinv;	∈	∈
&isindot;		⋵	⋵
&isinE;		⋹	⋹
&isins;		⋴	⋴
&isinsv;		⋳	⋳
&isinv;	&Element; &in; ∈	∈	∈
⁢	⁢	⁢	⁢
&Itilde;		Ĩ	Ĩ
&itilde;		ĩ	ĩ
&Iukcy;		І	І
&iukcy;		і	і
Ï &Iuml		Ï	Ï
ï &iuml		ï	ï

J
&Jcirc;		Ĵ	Ĵ
&jcirc;		ĵ	ĵ
&Jcy;		Й	Й
&jcy;		й	й
&Jfr;		𝔍	𝔍
&jfr;		𝔧	𝔧
&jmath;		ȷ	ȷ
&Jopf;		𝕁	𝕁
&jopf;		𝕛	𝕛
&Jscr;		𝒥	𝒥
&jscr;		𝒿	𝒿
&Jsercy;		Ј	Ј
&jsercy;		ј	ј
&Jukcy;		Є	Є
&jukcy;		є	є

K
Κ		Κ	Κ
κ		κ	κ
ϰ	ϰ	ϰ	ϰ
&Kcedil;		Ķ	Ķ
&kcedil;		ķ	ķ
&Kcy;		К	К
&kcy;		к	к
&Kfr;		𝔎	𝔎
&kfr;		𝔨	𝔨
&kgreen;		ĸ	ĸ
&KHcy;		Х	Х
&khcy;		х	х
&KJcy;		Ќ	Ќ
&kjcy;		ќ	ќ
&Kopf;		𝕂	𝕂
&kopf;		𝕜	𝕜
&Kscr;		𝒦	𝒦
&kscr;		𝓀	𝓀

L
&lAarr;	&Lleftarrow;	⇚	⇚
&Lacute;		Ĺ	Ĺ
&lacute;		ĺ	ĺ
&laemptyv;		⦴	⦴
&lagran;	&Laplacetrf; &Lscr;	ℒ	ℒ
Λ		Λ	Λ
λ		λ	λ
&Lang;		⟪	⟪
&lang;	&langle; &LeftAngleBracket;	⟨	⟨
&langd;		⦑	⦑
&langle;	&lang; &LeftAngleBracket;	⟨	⟨
&lap;	&lessapprox;	⪅	⪅
&Laplacetrf;	&lagran; &Lscr;	ℒ	ℒ
« &laquo		«	«
&Larr;	&twoheadleftarrow;	↞	↞
⇐	&DoubleLeftArrow; &Leftarrow;	⇐	⇐
←	&LeftArrow; &leftarrow; &ShortLeftArrow; &slarr;	←	←
&larrb;	&LeftArrowBar;	⇤	⇤
&larrbfs;		⤟	⤟
&larrfs;		⤝	⤝
&larrhk;	&hookleftarrow;	↩	↩
&larrlp;	&looparrowleft;	↫	↫
&larrpl;		⤹	⤹
&larrsim;		⥳	⥳
&larrtl;	&leftarrowtail;	↢	↢
&lat;		⪫	⪫
&lAtail;		⤛	⤛
&latail;		⤙	⤙
&late;		⪭	⪭
&lates;		⪭︀	⪭︀
&lBarr;		⤎	⤎
&lbarr;		⤌	⤌
&lbbrk;		❲	❲
{	{	{	{
[	[	[	[
&lbrke;		⦋	⦋
&lbrksld;		⦏	⦏
&lbrkslu;		⦍	⦍
&Lcaron;		Ľ	Ľ
&lcaron;		ľ	ľ
&Lcedil;		Ļ	Ļ
&lcedil;		ļ	ļ
&lceil;	&LeftCeiling;	⌈	⌈
{	{	{	{
&Lcy;		Л	Л
&lcy;		л	л
&ldca;		⤶	⤶
“	&OpenCurlyDoubleQuote;	“	“
&ldquor;	&bdquo;	„	„
&ldrdhar;		⥧	⥧
&ldrushar;		⥋	⥋
&ldsh;		↲	↲
&lE;	&leqq; &LessFullEqual;	≦	≦
≤	&leq;	≤	≤
&LeftAngleBracket;	&lang; &langle;	⟨	⟨
&LeftArrow;	← &leftarrow; &ShortLeftArrow; &slarr;	←	←
&Leftarrow;	&DoubleLeftArrow; ⇐	⇐	⇐
&leftarrow;	← &LeftArrow; &ShortLeftArrow; &slarr;	←	←
&LeftArrowBar;	&larrb;	⇤	⇤
&LeftArrowRightArrow;	&leftrightarrows; &lrarr;	⇆	⇆
&leftarrowtail;	&larrtl;	↢	↢
&LeftCeiling;	&lceil;	⌈	⌈
&LeftDoubleBracket;	&lobrk;	⟦	⟦
&LeftDownTeeVector;		⥡	⥡
&LeftDownVector;	&dharl; &downharpoonleft;	⇃	⇃
&LeftDownVectorBar;		⥙	⥙
&LeftFloor;	&lfloor;	⌊	⌊
&leftharpoondown;	&DownLeftVector; &lhard;	↽	↽
&leftharpoonup;	&LeftVector; &lharu;	↼	↼
&leftleftarrows;	&llarr;	⇇	⇇
&LeftRightArrow;	↔ &leftrightarrow;	↔	↔
&Leftrightarrow;	&DoubleLeftRightArrow; ⇔ &iff;	⇔	⇔
&leftrightarrow;	↔ &LeftRightArrow;	↔	↔
&leftrightarrows;	&LeftArrowRightArrow; &lrarr;	⇆	⇆
&leftrightharpoons;	&lrhar; &ReverseEquilibrium;	⇋	⇋
&leftrightsquigarrow;	&harrw;	↭	↭
&LeftRightVector;		⥎	⥎
&LeftTee;	&dashv;	⊣	⊣
&LeftTeeArrow;	&mapstoleft;	↤	↤
&LeftTeeVector;		⥚	⥚
&leftthreetimes;	&lthree;	⋋	⋋
&LeftTriangle;	&vartriangleleft; &vltri;	⊲	⊲
&LeftTriangleBar;		⧏	⧏
&LeftTriangleEqual;	&ltrie; &trianglelefteq;	⊴	⊴
&LeftUpDownVector;		⥑	⥑
&LeftUpTeeVector;		⥠	⥠
&LeftUpVector;	&uharl; &upharpoonleft;	↿	↿
&LeftUpVectorBar;		⥘	⥘
&LeftVector;	&leftharpoonup; &lharu;	↼	↼
&LeftVectorBar;		⥒	⥒
&lEg;	&lesseqqgtr;	⪋	⪋
&leg;	&lesseqgtr; &LessEqualGreater;	⋚	⋚
&leq;	≤	≤	≤
&leqq;	&lE; &LessFullEqual;	≦	≦
&leqslant; &les;	&LessSlantEqual;	⩽	⩽
&lescc;		⪨	⪨
&lesdot;		⩿	⩿
&lesdoto;		⪁	⪁
&lesdotor;		⪃	⪃
&lesg;		⋚︀	⋚︀
&lesges;		⪓	⪓
&lessapprox;	&lap;	⪅	⪅
&lessdot;	&ltdot;	⋖	⋖
&lesseqgtr;	&leg; &LessEqualGreater;	⋚	⋚
&lesseqqgtr;	&lEg;	⪋	⪋
&LessEqualGreater;	&leg; &lesseqgtr;	⋚	⋚
&LessFullEqual;	&lE; &leqq;	≦	≦
&LessGreater; &lessgtr;	&lg;	≶	≶
&LessLess;		⪡	⪡
&lesssim;	&LessTilde; &lsim;	≲	≲
&LessSlantEqual;	&leqslant; &les;	⩽	⩽
&LessTilde;	&lesssim; &lsim;	≲	≲
&lfisht;		⥼	⥼
&lfloor;	&LeftFloor;	⌊	⌊
&Lfr;		𝔏	𝔏
&lfr;		𝔩	𝔩
&lg;	&LessGreater; &lessgtr;	≶	≶
&lgE;		⪑	⪑
&lHar;		⥢	⥢
&lhard;	&DownLeftVector; &leftharpoondown;	↽	↽
&lharu;	&leftharpoonup; &LeftVector;	↼	↼
&lharul;		⥪	⥪
&lhblk;		▄	▄
&LJcy;		Љ	Љ
&ljcy;		љ	љ
&Ll;		⋘	⋘
&ll;	&Lt; &NestedLessLess;	≪	≪
&llarr;	&leftleftarrows;	⇇	⇇
&llcorner;	&dlcorn;	⌞	⌞
&Lleftarrow;	&lAarr;	⇚	⇚
&llhard;		⥫	⥫
&lltri;		◺	◺
&Lmidot;		Ŀ	Ŀ
&lmidot; &lmoust;		ŀ	ŀ
&lmoustache;		⎰	⎰
&lnap; &lnapprox;		⪉	⪉
&lnE;	&lneqq;	≨	≨
&lne; &lneq;		⪇	⪇
&lneqq;	&lnE;	≨	≨
&lnsim;		⋦	⋦
&loang;		⟬	⟬
&loarr;		⇽	⇽
&lobrk;	&LeftDoubleBracket;	⟦	⟦
&LongLeftArrow;	&longleftarrow; &xlarr;	⟵	⟵
&Longleftarrow;	&DoubleLongLeftArrow; &xlArr;	⟸	⟸
&longleftarrow;	&LongLeftArrow; &xlarr;	⟵	⟵
&LongLeftRightArrow;	&longleftrightarrow; &xharr;	⟷	⟷
&Longleftrightarrow;	&DoubleLongLeftRightArrow; &xhArr;	⟺	⟺
&longleftrightarrow;	&LongLeftRightArrow; &xharr;	⟷	⟷
&longmapsto;	&xmap;	⟼	⟼
&LongRightArrow;	&longrightarrow; &xrarr;	⟶	⟶
&Longrightarrow;	&DoubleLongRightArrow; &xrArr;	⟹	⟹
&longrightarrow;	&LongRightArrow; &xrarr;	⟶	⟶
&looparrowleft;	&larrlp;	↫	↫
&looparrowright;	&rarrlp;	↬	↬
&lopar;		⦅	⦅
&Lopf;		𝕃	𝕃
&lopf;		𝕝	𝕝
&loplus;		⨭	⨭
&lotimes;		⨴	⨴
&lowast;		∗	∗
&lowbar;	&UnderBar;	_	_
&LowerLeftArrow;	&swarr; &swarrow;	↙	↙
&LowerRightArrow;	&searr; &searrow;	↘	↘
&loz; &lozenge;		◊	◊
&lozf;	&blacklozenge;	⧫	⧫
(		(	(
&lparlt;		⦓	⦓
&lrarr;	&LeftArrowRightArrow; &leftrightarrows;	⇆	⇆
&lrcorner;	&drcorn;	⌟	⌟
&lrhar;	&leftrightharpoons; &ReverseEquilibrium;	⇋	⇋
&lrhard;		⥭	⥭
&lrm;		‎	‎
&lrtri;		⊿	⊿
&lsaquo;		‹	‹
&Lscr;	&lagran; &Laplacetrf;	ℒ	ℒ
&lscr;		𝓁	𝓁
&Lsh; &lsh;		↰	↰
&lsim;	&lesssim; &LessTilde;	≲	≲
&lsime;		⪍	⪍
&lsimg;		⪏	⪏
[	[	[	[
‘	&OpenCurlyQuote;	‘	‘
&lsquor;	&sbquo;	‚	‚
&Lstrok;		Ł	Ł
&lstrok;		ł	ł
&LT; &LT < &lt		<	<
&Lt;	&ll; &NestedLessLess;	≪	≪
&ltcc;		⪦	⪦
&ltcir;		⩹	⩹
&ltdot;	&lessdot;	⋖	⋖
&lthree;	&leftthreetimes;	⋋	⋋
&ltimes;		⋉	⋉
&ltlarr;		⥶	⥶
&ltquest;		⩻	⩻
&ltri;	&triangleleft;	◃	◃
&ltrie;	&LeftTriangleEqual; &trianglelefteq;	⊴	⊴
&ltrif;	&blacktriangleleft;	◂	◂
&ltrPar;		⦖	⦖
&lurdshar;		⥊	⥊
&luruhar;		⥦	⥦
&lvertneqq; &lvnE;		≨︀	≨︀

M
¯ &macr	&strns;	¯	¯
&male;		♂	♂
&malt; &maltese;		✠	✠
&Map;		⤅	⤅
&map; &mapsto;	&RightTeeArrow;	↦	↦
&mapstodown;	&DownTeeArrow;	↧	↧
&mapstoleft;	&LeftTeeArrow;	↤	↤
&mapstoup;	&UpTeeArrow;	↥	↥
&marker;		▮	▮
&mcomma;		⨩	⨩
&Mcy;		М	М
&mcy;		м	м
—		—	—
&mDDot;		∺	∺
&measuredangle;	&angmsd;	∡	∡

&Mellintrf;	&Mscr; &phmmat;	ℳ	ℳ
&Mfr;		𝔐	𝔐
&mfr;		𝔪	𝔪
&mho;		℧	℧
µ &micro		µ	µ
&mid;	&shortmid; &smid; &VerticalBar;	∣	∣
&midast;	&ast;	*	*
&midcir;		⫰	⫰
· &middot	· ·	·	·
−		−	−
&minusb;	&boxminus;	⊟	⊟
&minusd;	&dotminus;	∸	∸
&minusdu;		⨪	⨪
&MinusPlus;	&mnplus; &mp;	∓	∓
&mlcp;		⫛	⫛
&mldr;	…	…	…
&mnplus;	&MinusPlus; &mp;	∓	∓
&models;		⊧	⊧
&Mopf;		𝕄	𝕄
&mopf;		𝕞	𝕞
&mp;	&MinusPlus; &mnplus;	∓	∓
&Mscr;	&Mellintrf; &phmmat;	ℳ	ℳ
&mscr;		𝓂	𝓂
&mstpos;	&ac;	∾	∾
Μ		Μ	Μ
μ		μ	μ
&multimap; &mumap;		⊸	⊸

N
∇	&Del;	∇	∇
&Nacute;		Ń	Ń
&nacute;		ń	ń
&nang;		∠⃒	∠⃒
&nap;	&napprox; &NotTildeTilde;	≉	≉
&napE;		⩰̸	⩰̸
&napid;		≋̸	≋̸
&napos;		ŉ	ŉ
&napprox;	&nap; &NotTildeTilde;	≉	≉
&natur; &natural;		♮	♮
&naturals;	&Nopf;	ℕ	ℕ
&nbsp; &nbsp	&NonBreakingSpace;
&nbump;	&NotHumpDownHump;	≎̸	≎̸
&nbumpe;	&NotHumpEqual;	≏̸	≏̸
&ncap;		⩃	⩃
&Ncaron;		Ň	Ň
&ncaron;		ň	ň
&Ncedil;		Ņ	Ņ
&ncedil;		ņ	ņ
&ncong;	&NotTildeFullEqual;	≇	≇
&ncongdot;		⩭̸	⩭̸
&ncup;		⩂	⩂
&Ncy;		Н	Н
&ncy;		н	н
–		–	–
≠	&NotEqual;	≠	≠
&nearhk;		⤤	⤤
&neArr;		⇗	⇗
&nearr; &nearrow;	&UpperRightArrow;	↗	↗
&nedot;		≐̸	≐̸
&NegativeMediumSpace; &NegativeThickSpace; &NegativeThinSpace; &NegativeVeryThinSpace;	&ZeroWidthSpace;
&nequiv;	&NotCongruent;	≢	≢
&nesear;	&toea;	⤨	⤨
&nesim;	&NotEqualTilde;	≂̸	≂̸
&NestedGreaterGreater;	&gg; &Gt;	≫	≫
&NestedLessLess;	&ll; &Lt;	≪	≪
&NewLine;
&nexist; &nexists;	&NotExists;	∄	∄
&Nfr;		𝔑	𝔑
&nfr;		𝔫	𝔫
&ngE;	&ngeqq; &NotGreaterFullEqual;	≧̸	≧̸
&nge; &ngeq;	&NotGreaterEqual;	≱	≱
&ngeqq;	&ngE; &NotGreaterFullEqual;	≧̸	≧̸
&ngeqslant; &nges;	&NotGreaterSlantEqual;	⩾̸	⩾̸
&nGg;		⋙̸	⋙̸
&ngsim;	&NotGreaterTilde;	≵	≵
&nGt;		≫⃒	≫⃒
&ngt; &ngtr;	&NotGreater;	≯	≯
&nGtv;	&NotGreaterGreater;	≫̸	≫̸
&nhArr;	&nLeftrightarrow;	⇎	⇎
&nharr;	&nleftrightarrow;	↮	↮
&nhpar;		⫲	⫲
&ni;	&niv; &ReverseElement; &SuchThat;	∋	∋
&nis;		⋼	⋼
&nisd;		⋺	⋺
&niv;	&ni; &ReverseElement; &SuchThat;	∋	∋
&NJcy;		Њ	Њ
&njcy;		њ	њ
&nlArr;	&nLeftarrow;	⇍	⇍
&nlarr;	&nleftarrow;	↚	↚
&nldr;		‥	‥
&nlE;	&nleqq;	≦̸	≦̸
&nle;	&nleq; &NotLessEqual;	≰	≰
&nLeftarrow;	&nlArr;	⇍	⇍
&nleftarrow;	&nlarr;	↚	↚
&nLeftrightarrow;	&nhArr;	⇎	⇎
&nleftrightarrow;	&nharr;	↮	↮
&nleq;	&nle; &NotLessEqual;	≰	≰
&nleqq;	&nlE;	≦̸	≦̸
&nleqslant; &nles;	&NotLessSlantEqual;	⩽̸	⩽̸
&nless;	&nlt; &NotLess;	≮	≮
&nLl;		⋘̸	⋘̸
&nlsim;	&NotLessTilde;	≴	≴
&nLt;		≪⃒	≪⃒
&nlt;	&nless; &NotLess;	≮	≮
&nltri;	&NotLeftTriangle; &ntriangleleft;	⋪	⋪
&nltrie;	&NotLeftTriangleEqual; &ntrianglelefteq;	⋬	⋬
&nLtv;	&NotLessLess;	≪̸	≪̸
&nmid;	&NotVerticalBar; &nshortmid; &nsmid;	∤	∤
&NoBreak;		⁠	⁠
&NonBreakingSpace;	&nbsp
&Nopf;	&naturals;	ℕ	ℕ
&nopf;		𝕟	𝕟
&Not;		⫬	⫬
¬ &not		¬	¬
&NotCongruent;	&nequiv;	≢	≢
&NotCupCap;		≭	≭
&NotDoubleVerticalBar;	&npar; &nparallel; &nshortparallel; &nspar;	∦	∦
&NotElement;	∉ &notinva;	∉	∉
&NotEqual;	≠	≠	≠
&NotEqualTilde;	&nesim;	≂̸	≂̸
&NotExists;	&nexist; &nexists;	∄	∄
&NotGreater;	&ngt; &ngtr;	≯	≯
&NotGreaterEqual;	&nge; &ngeq;	≱	≱
&NotGreaterFullEqual;	&ngE; &ngeqq;	≧̸	≧̸
&NotGreaterGreater;	&nGtv;	≫̸	≫̸
&NotGreaterLess;	&ntgl;	≹	≹
&NotGreaterSlantEqual;	&ngeqslant; &nges;	⩾̸	⩾̸
&NotGreaterTilde;	&ngsim;	≵	≵
&NotHumpDownHump;	&nbump;	≎̸	≎̸
&NotHumpEqual;	&nbumpe;	≏̸	≏̸
∉	&NotElement; &notinva;	∉	∉
&notindot;		⋵̸	⋵̸
&notinE;		⋹̸	⋹̸
&notinva;	&NotElement; ∉	∉	∉
&notinvb;		⋷	⋷
&notinvc;		⋶	⋶
&NotLeftTriangle;	&nltri; &ntriangleleft;	⋪	⋪
&NotLeftTriangleBar;		⧏̸	⧏̸
&NotLeftTriangleEqual;	&nltrie; &ntrianglelefteq;	⋬	⋬
&NotLess;	&nless; &nlt;	≮	≮
&NotLessEqual;	&nle; &nleq;	≰	≰
&NotLessGreater;	&ntlg;	≸	≸
&NotLessLess;	&nLtv;	≪̸	≪̸
&NotLessSlantEqual;	&nleqslant; &nles;	⩽̸	⩽̸
&NotLessTilde;	&nlsim;	≴	≴
&NotNestedGreaterGreater;		⪢̸	⪢̸
&NotNestedLessLess;		⪡̸	⪡̸
&notni; &notniva;	&NotReverseElement;	∌	∌
&notnivb;		⋾	⋾
&notnivc;		⋽	⋽
&NotPrecedes;	&npr; &nprec;	⊀	⊀
&NotPrecedesEqual;	&npre; &npreceq;	⪯̸	⪯̸
&NotPrecedesSlantEqual;	&nprcue;	⋠	⋠
&NotReverseElement;	&notni; &notniva;	∌	∌
&NotRightTriangle;	&nrtri; &ntriangleright;	⋫	⋫
&NotRightTriangleBar;		⧐̸	⧐̸
&NotRightTriangleEqual;	&nrtrie; &ntrianglerighteq;	⋭	⋭
&NotSquareSubset;		⊏̸	⊏̸
&NotSquareSubsetEqual;	&nsqsube;	⋢	⋢
&NotSquareSuperset;		⊐̸	⊐̸
&NotSquareSupersetEqual;	&nsqsupe;	⋣	⋣
&NotSubset;	&nsubset; &vnsub;	⊂⃒	⊂⃒
&NotSubsetEqual;	&nsube; &nsubseteq;	⊈	⊈
&NotSucceeds;	&nsc; &nsucc;	⊁	⊁
&NotSucceedsEqual;	&nsce; &nsucceq;	⪰̸	⪰̸
&NotSucceedsSlantEqual;	&nsccue;	⋡	⋡
&NotSucceedsTilde;		≿̸	≿̸
&NotSuperset;	&nsupset; &vnsup;	⊃⃒	⊃⃒
&NotSupersetEqual;	&nsupe; &nsupseteq;	⊉	⊉
&NotTilde;	&nsim;	≁	≁
&NotTildeEqual;	&nsime; &nsimeq;	≄	≄
&NotTildeFullEqual;	&ncong;	≇	≇
&NotTildeTilde;	&nap; &napprox;	≉	≉
&NotVerticalBar;	&nmid; &nshortmid; &nsmid;	∤	∤
&npar; &nparallel;	&NotDoubleVerticalBar; &nshortparallel; &nspar;	∦	∦
&nparsl;		⫽⃥	⫽⃥
&npart;		∂̸	∂̸
&npolint;		⨔	⨔
&npr;	&NotPrecedes; &nprec;	⊀	⊀
&nprcue;	&NotPrecedesSlantEqual;	⋠	⋠
&npre;	&NotPrecedesEqual; &npreceq;	⪯̸	⪯̸
&nprec;	&NotPrecedes; &npr;	⊀	⊀
&npreceq;	&NotPrecedesEqual; &npre;	⪯̸	⪯̸
&nrArr;	&nRightarrow;	⇏	⇏
&nrarr;	&nrightarrow;	↛	↛
&nrarrc;		⤳̸	⤳̸
&nrarrw;		↝̸	↝̸
&nRightarrow;	&nrArr;	⇏	⇏
&nrightarrow;	&nrarr;	↛	↛
&nrtri;	&NotRightTriangle; &ntriangleright;	⋫	⋫
&nrtrie;	&NotRightTriangleEqual; &ntrianglerighteq;	⋭	⋭
&nsc;	&NotSucceeds; &nsucc;	⊁	⊁
&nsccue;	&NotSucceedsSlantEqual;	⋡	⋡
&nsce;	&NotSucceedsEqual; &nsucceq;	⪰̸	⪰̸
&Nscr;		𝒩	𝒩
&nscr;		𝓃	𝓃
&nshortmid;	&nmid; &NotVerticalBar; &nsmid;	∤	∤
&nshortparallel;	&NotDoubleVerticalBar; &npar; &nparallel; &nspar;	∦	∦
&nsim;	&NotTilde;	≁	≁
&nsime; &nsimeq;	&NotTildeEqual;	≄	≄
&nsmid;	&nmid; &NotVerticalBar; &nshortmid;	∤	∤
&nspar;	&NotDoubleVerticalBar; &npar; &nparallel; &nshortparallel;	∦	∦
&nsqsube;	&NotSquareSubsetEqual;	⋢	⋢
&nsqsupe;	&NotSquareSupersetEqual;	⋣	⋣
&nsub;		⊄	⊄
&nsubE;	&nsubseteqq;	⫅̸	⫅̸
&nsube;	&NotSubsetEqual; &nsubseteq;	⊈	⊈
&nsubset;	&NotSubset; &vnsub;	⊂⃒	⊂⃒
&nsubseteq;	&NotSubsetEqual; &nsube;	⊈	⊈
&nsubseteqq;	&nsubE;	⫅̸	⫅̸
&nsucc;	&NotSucceeds; &nsc;	⊁	⊁
&nsucceq;	&NotSucceedsEqual; &nsce;	⪰̸	⪰̸
&nsup;		⊅	⊅
&nsupE;	&nsupseteqq;	⫆̸	⫆̸
&nsupe;	&NotSupersetEqual; &nsupseteq;	⊉	⊉
&nsupset;	&NotSuperset; &vnsup;	⊃⃒	⊃⃒
&nsupseteq;	&NotSupersetEqual; &nsupe;	⊉	⊉
&nsupseteqq;	&nsupE;	⫆̸	⫆̸
&ntgl;	&NotGreaterLess;	≹	≹
Ñ &Ntilde		Ñ	Ñ
ñ &ntilde		ñ	ñ
&ntlg;	&NotLessGreater;	≸	≸
&ntriangleleft;	&nltri; &NotLeftTriangle;	⋪	⋪
&ntrianglelefteq;	&nltrie; &NotLeftTriangleEqual;	⋬	⋬
&ntriangleright;	&NotRightTriangle; &nrtri;	⋫	⋫
&ntrianglerighteq;	&NotRightTriangleEqual; &nrtrie;	⋭	⋭
Ν		Ν	Ν
ν		ν	ν
&num;		#	#
&numero;		№	№
&numsp;
&nvap;		≍⃒	≍⃒
&nVDash;		⊯	⊯
&nVdash;		⊮	⊮
&nvDash;		⊭	⊭
&nvdash;		⊬	⊬
&nvge;		≥⃒	≥⃒
&nvgt;		>⃒	>⃒
&nvHarr;		⤄	⤄
&nvinfin;		⧞	⧞
&nvlArr;		⤂	⤂
&nvle;		≤⃒	≤⃒
&nvlt;		<⃒	<⃒
&nvltrie;		⊴⃒	⊴⃒
&nvrArr;		⤃	⤃
&nvrtrie;		⊵⃒	⊵⃒
&nvsim;		∼⃒	∼⃒
&nwarhk;		⤣	⤣
&nwArr;		⇖	⇖
&nwarr; &nwarrow;	&UpperLeftArrow;	↖	↖
&nwnear;		⤧	⤧

O
Ó &Oacute		Ó	Ó
ó &oacute		ó	ó
&oast;	&circledast;	⊛	⊛
&ocir;	&circledcirc;	⊚	⊚
Ô &Ocirc		Ô	Ô
ô &ocirc		ô	ô
&Ocy;		О	О
&ocy;		о	о
&odash;	&circleddash;	⊝	⊝
&Odblac;		Ő	Ő
&odblac;		ő	ő
&odiv;		⨸	⨸
&odot;	&CircleDot;	⊙	⊙
&odsold;		⦼	⦼
&OElig;		Œ	Œ
&oelig;		œ	œ
&ofcir;		⦿	⦿
&Ofr;		𝔒	𝔒
&ofr;		𝔬	𝔬
&ogon;		˛	˛
Ò &Ograve		Ò	Ò
ò &ograve		ò	ò
&ogt;		⧁	⧁
&ohbar;		⦵	⦵
&ohm;	Ω	Ω	Ω
&oint;	&conint; &ContourIntegral;	∮	∮
&olarr;	&circlearrowleft;	↺	↺
&olcir;		⦾	⦾
&olcross;		⦻	⦻
&oline;	&OverBar;	‾	‾
&olt;		⧀	⧀
&Omacr;		Ō	Ō
&omacr;		ō	ō
Ω	&ohm;	Ω	Ω
ω		ω	ω
Ο		Ο	Ο
ο		ο	ο
&omid;		⦶	⦶
&ominus;	&CircleMinus;	⊖	⊖
&Oopf;		𝕆	𝕆
&oopf;		𝕠	𝕠
&opar;		⦷	⦷
&OpenCurlyDoubleQuote;	“	“	“
&OpenCurlyQuote;	‘	‘	‘
&operp;		⦹	⦹
&oplus;	&CirclePlus;	⊕	⊕
&Or;		⩔	⩔
&or;	&vee;	∨	∨
&orarr;	&circlearrowright;	↻	↻
&ord;		⩝	⩝
&order; &orderof;	&oscr;	ℴ	ℴ
ª &ordf		ª	ª
º &ordm		º	º
&origof;		⊶	⊶
&oror;		⩖	⩖
&orslope;		⩗	⩗
&orv;		⩛	⩛
&oS;	&circledS;	Ⓢ	Ⓢ
&Oscr;		𝒪	𝒪
&oscr;	&order; &orderof;	ℴ	ℴ
Ø &Oslash		Ø	Ø
ø &oslash		ø	ø
&osol;		⊘	⊘
Õ &Otilde		Õ	Õ
õ &otilde		õ	õ
&Otimes;		⨷	⨷
&otimes;	&CircleTimes;	⊗	⊗
&otimesas;		⨶	⨶
Ö &Ouml		Ö	Ö
ö &ouml		ö	ö
&ovbar;		⌽	⌽
&OverBar;	&oline;	‾	‾
&OverBrace;		⏞	⏞
&OverBracket;	&tbrk;	⎴	⎴
&OverParenthesis;		⏜	⏜

P
&par;	&DoubleVerticalBar; &parallel; &shortparallel; &spar;	∥	∥
¶ &para		¶	¶
&parallel;	&DoubleVerticalBar; &par; &shortparallel; &spar;	∥	∥
&parsim;		⫳	⫳
&parsl;		⫽	⫽
∂ &PartialD;		∂	∂
&Pcy;		П	П
&pcy;		п	п
&percnt;		%	%
&period;		.	.
&permil;		‰	‰
&perp;	&bot; &bottom; &UpTee;	⊥	⊥
&pertenk;		‱	‱
&Pfr;		𝔓	𝔓
&pfr;		𝔭	𝔭
Φ		Φ	Φ
φ		φ	φ
ϕ	&straightphi; ϕ	ϕ	ϕ
&phmmat;	&Mellintrf; &Mscr;	ℳ	ℳ
&phone;		☎	☎
Π		Π	Π
π		π	π
&pitchfork;	&fork;	⋔	⋔
ϖ	ϖ	ϖ	ϖ
&planck;	&hbar; &hslash; &plankv;	ℏ	ℏ
&planckh;		ℎ	ℎ
&plankv;	&hbar; &hslash; &planck;	ℏ	ℏ
+		+	+
&plusacir;		⨣	⨣
&plusb;	&boxplus;	⊞	⊞
&pluscir;		⨢	⨢
&plusdo;	&dotplus;	∔	∔
&plusdu;		⨥	⨥
&pluse;		⩲	⩲
&PlusMinus; ± &plusmn	&pm;	±	±
&plussim;		⨦	⨦
&plustwo;		⨧	⨧
&pm;	&PlusMinus; ± &plusmn	±	±
&Poincareplane;	&Hfr;	ℌ	ℌ
&pointint;		⨕	⨕
&Popf;	&primes;	ℙ	ℙ
&popf;		𝕡	𝕡
£ &pound		£	£
&Pr;		⪻	⪻
&pr;	&prec; &Precedes;	≺	≺
&prap;	&precapprox;	⪷	⪷
&prcue;	&preccurlyeq; &PrecedesSlantEqual;	≼	≼
&prE;		⪳	⪳
&pre;	&PrecedesEqual; &preceq;	⪯	⪯
&prec;	&pr; &Precedes;	≺	≺
&precapprox;	&prap;	⪷	⪷
&preccurlyeq;	&prcue; &PrecedesSlantEqual;	≼	≼
&Precedes;	&pr; &prec;	≺	≺
&PrecedesEqual;	&pre; &preceq;	⪯	⪯
&PrecedesSlantEqual;	&prcue; &preccurlyeq;	≼	≼
&PrecedesTilde;	&precsim; &prsim;	≾	≾
&preceq;	&pre; &PrecedesEqual;	⪯	⪯
&precnapprox;	&prnap;	⪹	⪹
&precneqq;	&prnE;	⪵	⪵
&precnsim;	&prnsim;	⋨	⋨
&precsim;	&PrecedesTilde; &prsim;	≾	≾
″		″	″
′		′	′
&primes;	&Popf;	ℙ	ℙ
&prnap;	&precnapprox;	⪹	⪹
&prnE;	&precneqq;	⪵	⪵
&prnsim;	&precnsim;	⋨	⋨
∏ &Product;		∏	∏
&profalar;		⌮	⌮
&profline;		⌒	⌒
&profsurf;		⌓	⌓
&prop;	&Proportional; &propto; &varpropto; &vprop;	∝	∝
&Proportion;	&Colon;	∷	∷
&Proportional; &propto;	&prop; &varpropto; &vprop;	∝	∝
&prsim;	&PrecedesTilde; &precsim;	≾	≾
&prurel;		⊰	⊰
&Pscr;		𝒫	𝒫
&pscr;		𝓅	𝓅
Ψ		Ψ	Ψ
ψ		ψ	ψ
&puncsp;

Q
&Qfr;		𝔔	𝔔
&qfr;		𝔮	𝔮
&qint;	&iiiint;	⨌	⨌
&Qopf;	&rationals;	ℚ	ℚ
&qopf;		𝕢	𝕢
&qprime;		⁗	⁗
&Qscr;		𝒬	𝒬
&qscr;		𝓆	𝓆
&quaternions;	&Hopf;	ℍ	ℍ
&quatint;		⨖	⨖
&quest;		?	?
&questeq;	&equest;	≟	≟
&QUOT; &QUOT " &quot		"	"

R
&rAarr;	&Rrightarrow;	⇛	⇛
&race;		∽̱	∽̱
&Racute;		Ŕ	Ŕ
&racute;		ŕ	ŕ
√	&Sqrt;	√	√
&raemptyv;		⦳	⦳
&Rang;		⟫	⟫
&rang;	&rangle; &RightAngleBracket;	⟩	⟩
&rangd;		⦒	⦒
&range;		⦥	⦥
&rangle;	&rang; &RightAngleBracket;	⟩	⟩
» &raquo		»	»
&Rarr;	&twoheadrightarrow;	↠	↠
⇒	&DoubleRightArrow; &Implies; &Rightarrow;	⇒	⇒
→	&RightArrow; &rightarrow; &ShortRightArrow; &srarr;	→	→
&rarrap;		⥵	⥵
&rarrb;	&RightArrowBar;	⇥	⇥
&rarrbfs;		⤠	⤠
&rarrc;		⤳	⤳
&rarrfs;		⤞	⤞
&rarrhk;	&hookrightarrow;	↪	↪
&rarrlp;	&looparrowright;	↬	↬
&rarrpl;		⥅	⥅
&rarrsim;		⥴	⥴
&Rarrtl;		⤖	⤖
&rarrtl;	&rightarrowtail;	↣	↣
&rarrw;	&rightsquigarrow;	↝	↝
&rAtail;		⤜	⤜
&ratail;		⤚	⤚
&ratio;		∶	∶
&rationals;	&Qopf;	ℚ	ℚ
&RBarr;	&drbkarow;	⤐	⤐
&rBarr;	&dbkarow;	⤏	⤏
&rbarr;	&bkarow;	⤍	⤍
&rbbrk;		❳	❳
}	}	}	}
]	]	]	]
&rbrke;		⦌	⦌
&rbrksld;		⦎	⦎
&rbrkslu;		⦐	⦐
&Rcaron;		Ř	Ř
&rcaron;		ř	ř
&Rcedil;		Ŗ	Ŗ
&rcedil;		ŗ	ŗ
&rceil;	&RightCeiling;	⌉	⌉
}	}	}	}
&Rcy;		Р	Р
&rcy;		р	р
&rdca;		⤷	⤷
&rdldhar;		⥩	⥩
” &rdquor;	&CloseCurlyDoubleQuote;	”	”
&rdsh;		↳	↳
&Re; &real;	&Re; &realpart; &Rfr;	ℜ	ℜ
&realine;	&Rscr;	ℛ	ℛ
&realpart;	&Re; &real; &Rfr;	ℜ	ℜ
&reals;	&Ropf;	ℝ	ℝ
&rect;		▭	▭
&REG; &REG &reg; &reg	&circledR;	®	®
&ReverseElement;	&ni; &niv; &SuchThat;	∋	∋
&ReverseEquilibrium;	&leftrightharpoons; &lrhar;	⇋	⇋
&ReverseUpEquilibrium;	&duhar;	⥯	⥯
&rfisht;		⥽	⥽
&rfloor;	&RightFloor;	⌋	⌋
&Rfr;	&Re; &real; &realpart;	ℜ	ℜ
&rfr;		𝔯	𝔯
&rHar;		⥤	⥤
&rhard;	&DownRightVector; &rightharpoondown;	⇁	⇁
&rharu;	&rightharpoonup; &RightVector;	⇀	⇀
&rharul;		⥬	⥬
Ρ		Ρ	Ρ
ρ		ρ	ρ
ϱ	ϱ	ϱ	ϱ
&RightAngleBracket;	&rang; &rangle;	⟩	⟩
&RightArrow;	→ &rightarrow; &ShortRightArrow; &srarr;	→	→
&Rightarrow;	&DoubleRightArrow; &Implies; ⇒	⇒	⇒
&rightarrow;	→ &RightArrow; &ShortRightArrow; &srarr;	→	→
&RightArrowBar;	&rarrb;	⇥	⇥
&RightArrowLeftArrow;	&rightleftarrows; &rlarr;	⇄	⇄
&rightarrowtail;	&rarrtl;	↣	↣
&RightCeiling;	&rceil;	⌉	⌉
&RightDoubleBracket;	&robrk;	⟧	⟧
&RightDownTeeVector;		⥝	⥝
&RightDownVector;	&dharr; &downharpoonright;	⇂	⇂
&RightDownVectorBar;		⥕	⥕
&RightFloor;	&rfloor;	⌋	⌋
&rightharpoondown;	&DownRightVector; &rhard;	⇁	⇁
&rightharpoonup;	&rharu; &RightVector;	⇀	⇀
&rightleftarrows;	&RightArrowLeftArrow; &rlarr;	⇄	⇄
&rightleftharpoons;	&Equilibrium; &rlhar;	⇌	⇌
&rightrightarrows;	&rrarr;	⇉	⇉
&rightsquigarrow;	&rarrw;	↝	↝
&RightTee;	&vdash;	⊢	⊢
&RightTeeArrow;	&map; &mapsto;	↦	↦
&RightTeeVector;		⥛	⥛
&rightthreetimes;	&rthree;	⋌	⋌
&RightTriangle;	&vartriangleright; &vrtri;	⊳	⊳
&RightTriangleBar;		⧐	⧐
&RightTriangleEqual;	&rtrie; &trianglerighteq;	⊵	⊵
&RightUpDownVector;		⥏	⥏
&RightUpTeeVector;		⥜	⥜
&RightUpVector;	&uharr; &upharpoonright;	↾	↾
&RightUpVectorBar;		⥔	⥔
&RightVector;	&rharu; &rightharpoonup;	⇀	⇀
&RightVectorBar;		⥓	⥓
&ring;		˚	˚
&risingdotseq;	&erDot;	≓	≓
&rlarr;	&RightArrowLeftArrow; &rightleftarrows;	⇄	⇄
&rlhar;	&Equilibrium; &rightleftharpoons;	⇌	⇌
&rlm;		‏	‏
&rmoust; &rmoustache;		⎱	⎱
&rnmid;		⫮	⫮
&roang;		⟭	⟭
&roarr;		⇾	⇾
&robrk;	&RightDoubleBracket;	⟧	⟧
&ropar;		⦆	⦆
&Ropf;	&reals;	ℝ	ℝ
&ropf;		𝕣	𝕣
&roplus;		⨮	⨮
&rotimes;		⨵	⨵
&RoundImplies;		⥰	⥰
)		)	)
&rpargt;		⦔	⦔
&rppolint;		⨒	⨒
&rrarr;	&rightrightarrows;	⇉	⇉
&Rrightarrow;	&rAarr;	⇛	⇛
&rsaquo;		›	›
&Rscr;	&realine;	ℛ	ℛ
&rscr;		𝓇	𝓇
&Rsh; &rsh;		↱	↱
]	]	]	]
’ &rsquor;		’	’
&rthree;	&rightthreetimes;	⋌	⋌
&rtimes;		⋊	⋊
&rtri;	&triangleright;	▹	▹
&rtrie;	&RightTriangleEqual; &trianglerighteq;	⊵	⊵
&rtrif;	&blacktriangleright;	▸	▸
&rtriltri;		⧎	⧎
&RuleDelayed;		⧴	⧴
&ruluhar;		⥨	⥨
&rx;		℞	℞

S
&Sacute;		Ś	Ś
&sacute;		ś	ś
&sbquo;	&lsquor;	‚	‚
&Sc;		⪼	⪼
&sc;	&succ; &Succeeds;	≻	≻
&scap;	&succapprox;	⪸	⪸
&Scaron;		Š	Š
&scaron;		š	š
&sccue;	&succcurlyeq; &SucceedsSlantEqual;	≽	≽
&scE;		⪴	⪴
&sce;	&SucceedsEqual; &succeq;	⪰	⪰
&Scedil;		Ş	Ş
&scedil;		ş	ş
&Scirc;		Ŝ	Ŝ
&scirc;		ŝ	ŝ
&scnap;	&succnapprox;	⪺	⪺
&scnE;	&succneqq;	⪶	⪶
&scnsim;	&succnsim;	⋩	⋩
&scpolint;		⨓	⨓
&scsim;	&SucceedsTilde; &succsim;	≿	≿
&Scy;		С	С
&scy;		с	с
⋅		⋅	⋅
&sdotb;	&dotsquare;	⊡	⊡
&sdote;		⩦	⩦
&searhk;	&hksearow;	⤥	⤥
&seArr;		⇘	⇘
&searr; &searrow;	&LowerRightArrow;	↘	↘
§ &sect		§	§
&semi;		;	;
&seswar;	&tosa;	⤩	⤩
&setminus; &setmn;	&Backslash; &setmn; &smallsetminus; &ssetmn;	∖	∖
&sext;		✶	✶
&Sfr;		𝔖	𝔖
&sfr;		𝔰	𝔰
&sfrown;	&frown;	⌢	⌢
&sharp;		♯	♯
&SHCHcy;		Щ	Щ
&shchcy;		щ	щ
&SHcy;		Ш	Ш
&shcy;		ш	ш
&ShortDownArrow;	↓ &DownArrow; &downarrow;	↓	↓
&ShortLeftArrow;	← &LeftArrow; &leftarrow; &slarr;	←	←
&shortmid;	&mid; &smid; &VerticalBar;	∣	∣
&shortparallel;	&DoubleVerticalBar; &par; &parallel; &spar;	∥	∥
&ShortRightArrow;	→ &RightArrow; &rightarrow; &srarr;	→	→
&ShortUpArrow;	↑ &UpArrow; &uparrow;	↑	↑
&shy
Σ		Σ	Σ
σ		σ	σ
&sigmaf; ς	ς	ς	ς
&sim;	&thicksim; &thksim; &Tilde;	∼	∼
&simdot;		⩪	⩪
&sime; &simeq;	&TildeEqual;	≃	≃
&simg;		⪞	⪞
&simgE;		⪠	⪠
&siml;		⪝	⪝
&simlE;		⪟	⪟
&simne;		≆	≆
&simplus;		⨤	⨤
&simrarr;		⥲	⥲
&slarr;	← &LeftArrow; &leftarrow; &ShortLeftArrow;	←	←
&SmallCircle;	&compfn;	∘	∘
&smallsetminus;	&Backslash; &setminus; &setminus; &setmn; &ssetmn;	∖	∖
&smashp;		⨳	⨳
&smeparsl;		⧤	⧤
&smid;	&mid; &shortmid; &VerticalBar;	∣	∣
&smile;	&ssmile;	⌣	⌣
&smt;		⪪	⪪
&smte;		⪬	⪬
&smtes;		⪬︀	⪬︀
&SOFTcy;		Ь	Ь
&softcy;		ь	ь
/		/	/
&solb;		⧄	⧄
&solbar;		⌿	⌿
&Sopf;		𝕊	𝕊
&sopf;		𝕤	𝕤
&spades; &spadesuit;		♠	♠
&spar;	&DoubleVerticalBar; &par; &parallel; &shortparallel;	∥	∥
&sqcap;	&SquareIntersection;	⊓	⊓
&sqcaps;		⊓︀	⊓︀
&sqcup;	&SquareUnion;	⊔	⊔
&sqcups;		⊔︀	⊔︀
&Sqrt;	√	√	√
&sqsub;	&sqsubset; &SquareSubset;	⊏	⊏
&sqsube;	&sqsubseteq; &SquareSubsetEqual;	⊑	⊑
&sqsubset;	&sqsub; &SquareSubset;	⊏	⊏
&sqsubseteq;	&sqsube; &SquareSubsetEqual;	⊑	⊑
&sqsup;	&sqsupset; &SquareSuperset;	⊐	⊐
&sqsupe;	&sqsupseteq; &SquareSupersetEqual;	⊒	⊒
&sqsupset;	&sqsup; &SquareSuperset;	⊐	⊐
&sqsupseteq;	&sqsupe; &SquareSupersetEqual;	⊒	⊒
&squ; &Square; &square;		□	□
&SquareIntersection;	&sqcap;	⊓	⊓
&SquareSubset;	&sqsub; &sqsubset;	⊏	⊏
&SquareSubsetEqual;	&sqsube; &sqsubseteq;	⊑	⊑
&SquareSuperset;	&sqsup; &sqsupset;	⊐	⊐
&SquareSupersetEqual;	&sqsupe; &sqsupseteq;	⊒	⊒
&SquareUnion;	&sqcup;	⊔	⊔
&squarf; &squf;	&blacksquare; &FilledVerySmallSquare;	▪	▪
&srarr;	→ &RightArrow; &rightarrow; &ShortRightArrow;	→	→
&Sscr;		𝒮	𝒮
&sscr;		𝓈	𝓈
&ssetmn;	&Backslash; &setminus; &setminus; &setmn; &smallsetminus;	∖	∖
&ssmile;	&smile;	⌣	⌣
&sstarf; &Star;		⋆	⋆
&star;		☆	☆
&starf;	&bigstar;	★	★
&straightepsilon;	ϵ ϵ	ϵ	ϵ
&straightphi;	ϕ ϕ	ϕ	ϕ
&strns;	¯ &macr	¯	¯
&Sub;	&Subset;	⋐	⋐
⊂	&subset;	⊂	⊂
&subdot;		⪽	⪽
&subE;	&subseteqq;	⫅	⫅
&sube;	&subseteq; &SubsetEqual;	⊆	⊆
&subedot;		⫃	⫃
&submult;		⫁	⫁
&subnE;	&subsetneqq;	⫋	⫋
&subne;	&subsetneq;	⊊	⊊
&subplus;		⪿	⪿
&subrarr;		⥹	⥹
&Subset;	&Sub;	⋐	⋐
&subset;	⊂	⊂	⊂
&subseteq;	&sube; &SubsetEqual;	⊆	⊆
&subseteqq;	&subE;	⫅	⫅
&SubsetEqual;	&sube; &subseteq;	⊆	⊆
&subsetneq;	&subne;	⊊	⊊
&subsetneqq;	&subnE;	⫋	⫋
&subsim;		⫇	⫇
&subsub;		⫕	⫕
&subsup;		⫓	⫓
&succ;	&sc; &Succeeds;	≻	≻
&succapprox;	&scap;	⪸	⪸
&succcurlyeq;	&sccue; &SucceedsSlantEqual;	≽	≽
&Succeeds;	&sc; &succ;	≻	≻
&SucceedsEqual;	&sce; &succeq;	⪰	⪰
&SucceedsSlantEqual;	&sccue; &succcurlyeq;	≽	≽
&SucceedsTilde;	&scsim; &succsim;	≿	≿
&succeq;	&sce; &SucceedsEqual;	⪰	⪰
&succnapprox;	&scnap;	⪺	⪺
&succneqq;	&scnE;	⪶	⪶
&succnsim;	&scnsim;	⋩	⋩
&succsim;	&scsim; &SucceedsTilde;	≿	≿
&SuchThat;	&ni; &niv; &ReverseElement;	∋	∋
&Sum; ∑		∑	∑
&sung;		♪	♪
&Sup;	&Supset;	⋑	⋑
⊃	&Superset; &supset;	⊃	⊃
¹ &sup1		¹	¹
² &sup2		²	²
³ &sup3		³	³
&supdot;		⪾	⪾
&supdsub;		⫘	⫘
&supE;	&supseteqq;	⫆	⫆
&supe;	&SupersetEqual; &supseteq;	⊇	⊇
&supedot;		⫄	⫄
&Superset;	⊃ &supset;	⊃	⊃
&SupersetEqual;	&supe; &supseteq;	⊇	⊇
&suphsol;		⟉	⟉
&suphsub;		⫗	⫗
&suplarr;		⥻	⥻
&supmult;		⫂	⫂
&supnE;	&supsetneqq;	⫌	⫌
&supne;	&supsetneq;	⊋	⊋
&supplus;		⫀	⫀
&Supset;	&Sup;	⋑	⋑
&supset;	⊃ &Superset;	⊃	⊃
&supseteq;	&supe; &SupersetEqual;	⊇	⊇
&supseteqq;	&supE;	⫆	⫆
&supsetneq;	&supne;	⊋	⊋
&supsetneqq;	&supnE;	⫌	⫌
&supsim;		⫈	⫈
&supsub;		⫔	⫔
&supsup;		⫖	⫖
&swarhk;	&hkswarow;	⤦	⤦
&swArr;		⇙	⇙
&swarr; &swarrow;	&LowerLeftArrow;	↙	↙
&swnwar;		⤪	⤪
ß &szlig		ß	ß

T
&Tab;
&target;		⌖	⌖
Τ		Τ	Τ
τ		τ	τ
&tbrk;	&OverBracket;	⎴	⎴
&Tcaron;		Ť	Ť
&tcaron;		ť	ť
&Tcedil;		Ţ	Ţ
&tcedil;		ţ	ţ
&Tcy;		Т	Т
&tcy;		т	т
&tdot;	&TripleDot;	⃛	⃛
&telrec;		⌕	⌕
&Tfr;		𝔗	𝔗
&tfr;		𝔱	𝔱
&there4; &Therefore; &therefore;		∴	∴
Θ		Θ	Θ
θ		θ	θ
&thetasym; ϑ	ϑ	ϑ	ϑ
&thickapprox;	≈ ≈ ≈ &thkap; &TildeTilde;	≈	≈
&thicksim;	&sim; &thksim; &Tilde;	∼	∼


&thkap;	≈ ≈ ≈ &thickapprox; &TildeTilde;	≈	≈
&thksim;	&sim; &thicksim; &Tilde;	∼	∼
Þ &THORN		Þ	Þ
þ &thorn		þ	þ
&Tilde;	&sim; &thicksim; &thksim;	∼	∼
&tilde;	&DiacriticalTilde;	˜	˜
&TildeEqual;	&sime; &simeq;	≃	≃
&TildeFullEqual;	&cong;	≅	≅
&TildeTilde;	≈ ≈ ≈ &thickapprox; &thkap;	≈	≈
× &times		×	×
&timesb;	&boxtimes;	⊠	⊠
&timesbar;		⨱	⨱
&timesd;		⨰	⨰
&tint;	&iiint;	∭	∭
&toea;	&nesear;	⤨	⤨
&top;	&DownTee;	⊤	⊤
&topbot;		⌶	⌶
&topcir;		⫱	⫱
&Topf;		𝕋	𝕋
&topf;		𝕥	𝕥
&topfork;		⫚	⫚
&tosa;	&seswar;	⤩	⤩
‴		‴	‴
&TRADE; &trade;		™	™
&triangle;	&utri;	▵	▵
&triangledown;	&dtri;	▿	▿
&triangleleft;	&ltri;	◃	◃
&trianglelefteq;	&LeftTriangleEqual; &ltrie;	⊴	⊴
&triangleq;	&trie;	≜	≜
&triangleright;	&rtri;	▹	▹
&trianglerighteq;	&RightTriangleEqual; &rtrie;	⊵	⊵
&tridot;		◬	◬
&trie;	&triangleq;	≜	≜
&triminus;		⨺	⨺
&TripleDot;	&tdot;	⃛	⃛
&triplus;		⨹	⨹
&trisb;		⧍	⧍
&tritime;		⨻	⨻
&trpezium;		⏢	⏢
&Tscr;		𝒯	𝒯
&tscr;		𝓉	𝓉
&TScy;		Ц	Ц
&tscy;		ц	ц
&TSHcy;		Ћ	Ћ
&tshcy;		ћ	ћ
&Tstrok;		Ŧ	Ŧ
&tstrok;		ŧ	ŧ
&twixt;	&between;	≬	≬
&twoheadleftarrow;	&Larr;	↞	↞
&twoheadrightarrow;	&Rarr;	↠	↠

U
Ú &Uacute		Ú	Ú
ú &uacute		ú	ú
&Uarr;		↟	↟
&uArr;	&DoubleUpArrow; &Uparrow;	⇑	⇑
↑	&ShortUpArrow; &UpArrow; &uparrow;	↑	↑
&Uarrocir;		⥉	⥉
&Ubrcy;		Ў	Ў
&ubrcy;		ў	ў
&Ubreve;		Ŭ	Ŭ
&ubreve;		ŭ	ŭ
Û &Ucirc		Û	Û
û &ucirc		û	û
&Ucy;		У	У
&ucy;		у	у
&udarr;	&UpArrowDownArrow;	⇅	⇅
&Udblac;		Ű	Ű
&udblac;		ű	ű
&udhar;	&UpEquilibrium;	⥮	⥮
&ufisht;		⥾	⥾
&Ufr;		𝔘	𝔘
&ufr;		𝔲	𝔲
Ù &Ugrave		Ù	Ù
ù &ugrave		ù	ù
&uHar;		⥣	⥣
&uharl;	&LeftUpVector; &upharpoonleft;	↿	↿
&uharr;	&RightUpVector; &upharpoonright;	↾	↾
&uhblk;		▀	▀
&ulcorn; &ulcorner;		⌜	⌜
&ulcrop;		⌏	⌏
&ultri;		◸	◸
&Umacr;		Ū	Ū
&umacr;		ū	ū
¨ &uml	&die; &Dot; &DoubleDot;	¨	¨
&UnderBar;	&lowbar;	_	_
&UnderBrace;		⏟	⏟
&UnderBracket;	&bbrk;	⎵	⎵
&UnderParenthesis;		⏝	⏝
&Union;	&bigcup; &xcup;	⋃	⋃
&UnionPlus;	&uplus;	⊎	⊎
&Uogon;		Ų	Ų
&uogon;		ų	ų
&Uopf;		𝕌	𝕌
&uopf;		𝕦	𝕦
&UpArrow;	&ShortUpArrow; ↑ &uparrow;	↑	↑
&Uparrow;	&DoubleUpArrow; &uArr;	⇑	⇑
&uparrow;	&ShortUpArrow; ↑ &UpArrow;	↑	↑
&UpArrowBar;		⤒	⤒
&UpArrowDownArrow;	&udarr;	⇅	⇅
&UpDownArrow;	&updownarrow; &varr;	↕	↕
&Updownarrow;	&DoubleUpDownArrow; &vArr;	⇕	⇕
&updownarrow;	&UpDownArrow; &varr;	↕	↕
&UpEquilibrium;	&udhar;	⥮	⥮
&upharpoonleft;	&LeftUpVector; &uharl;	↿	↿
&upharpoonright;	&RightUpVector; &uharr;	↾	↾
&uplus;	&UnionPlus;	⊎	⊎
&UpperLeftArrow;	&nwarr; &nwarrow;	↖	↖
&UpperRightArrow;	&nearr; &nearrow;	↗	↗
&Upsi;	&upsih;	ϒ	ϒ
&upsi;		υ	υ
&upsih;	&Upsi;	ϒ	ϒ
Υ		Υ	Υ
υ		υ	υ
&UpTee;	&bot; &bottom; &perp;	⊥	⊥
&UpTeeArrow;	&mapstoup;	↥	↥
&upuparrows;	&uuarr;	⇈	⇈
&urcorn; &urcorner;		⌝	⌝
&urcrop;		⌎	⌎
&Uring;		Ů	Ů
&uring;		ů	ů
&urtri;		◹	◹
&Uscr;		𝒰	𝒰
&uscr;		𝓊	𝓊
&utdot;		⋰	⋰
&Utilde;		Ũ	Ũ
&utilde;		ũ	ũ
&utri;	&triangle;	▵	▵
&utrif;	&blacktriangle;	▴	▴
&uuarr;	&upuparrows;	⇈	⇈
Ü &Uuml		Ü	Ü
ü &uuml		ü	ü
&uwangle;		⦧	⦧

V
&vangrt;		⦜	⦜
ϵ	ϵ &straightepsilon;	ϵ	ϵ
ϰ	ϰ	ϰ	ϰ
&varnothing;	∅ &emptyset; &emptyv;	∅	∅
ϕ	ϕ &straightphi;	ϕ	ϕ
ϖ	ϖ	ϖ	ϖ
&varpropto;	&prop; &Proportional; &propto; &vprop;	∝	∝
&vArr;		⇕	⇕
&varr;	&UpDownArrow; &updownarrow;	↕	↕
ϱ	ϱ	ϱ	ϱ
ς	&sigmaf; ς	ς	ς
&varsubsetneq;	&vsubne;	⊊︀	⊊︀
&varsubsetneqq;	&vsubnE;	⫋︀	⫋︀
&varsupsetneq;	&vsupne;	⊋︀	⊋︀
&varsupsetneqq;	&vsupnE;	⫌︀	⫌︀
ϑ	&thetasym; ϑ	ϑ	ϑ
&vartriangleleft;	&LeftTriangle; &vltri;	⊲	⊲
&vartriangleright;	&RightTriangle; &vrtri;	⊳	⊳
&Vbar;		⫫	⫫
&vBar;		⫨	⫨
&vBarv;		⫩	⫩
&Vcy;		В	В
&vcy;		в	в
&VDash;		⊫	⊫
&Vdash;		⊩	⊩
&vDash;	&DoubleRightTee;	⊨	⊨
&vdash;	&RightTee;	⊢	⊢
&Vdashl;		⫦	⫦
&Vee;	&bigvee; &xvee;	⋁	⋁
&vee;	&or;	∨	∨
&veebar;		⊻	⊻
&veeeq;		≚	≚
&vellip;		⋮	⋮
&Verbar;	&Vert;	‖	‖
\|	\| &VerticalLine;	\|	\|
&Vert;	&Verbar;	‖	‖
\|	\| &VerticalLine;	\|	\|
&VerticalBar;	&mid; &shortmid; &smid;	∣	∣
&VerticalLine;	\| \|	\|	\|
&VerticalSeparator;		❘	❘
&VerticalTilde;	&wr; &wreath;	≀	≀
&VeryThinSpace;	&hairsp;
&Vfr;		𝔙	𝔙
&vfr;		𝔳	𝔳
&vltri;	&LeftTriangle; &vartriangleleft;	⊲	⊲
&vnsub;	&NotSubset; &nsubset;	⊂⃒	⊂⃒
&vnsup;	&NotSuperset; &nsupset;	⊃⃒	⊃⃒
&Vopf;		𝕍	𝕍
&vopf;		𝕧	𝕧
&vprop;	&prop; &Proportional; &propto; &varpropto;	∝	∝
&vrtri;	&RightTriangle; &vartriangleright;	⊳	⊳
&Vscr;		𝒱	𝒱
&vscr;		𝓋	𝓋
&vsubnE;	&varsubsetneqq;	⫋︀	⫋︀
&vsubne;	&varsubsetneq;	⊊︀	⊊︀
&vsupnE;	&varsupsetneqq;	⫌︀	⫌︀
&vsupne;	&varsupsetneq;	⊋︀	⊋︀
&Vvdash;		⊪	⊪
&vzigzag;		⦚	⦚

W
&Wcirc;		Ŵ	Ŵ
&wcirc;		ŵ	ŵ
&wedbar;		⩟	⩟
&Wedge;	&bigwedge; &xwedge;	⋀	⋀
&wedge;	&and;	∧	∧
&wedgeq;		≙	≙
&weierp;	&wp;	℘	℘
&Wfr;		𝔚	𝔚
&wfr;		𝔴	𝔴
&Wopf;		𝕎	𝕎
&wopf;		𝕨	𝕨
&wp;	&weierp;	℘	℘
&wr; &wreath;	&VerticalTilde;	≀	≀
&Wscr;		𝒲	𝒲
&wscr;		𝓌	𝓌

X
&xcap;	&bigcap; &Intersection;	⋂	⋂
&xcirc;	&bigcirc;	◯	◯
&xcup;	&bigcup; &Union;	⋃	⋃
&xdtri;	&bigtriangledown;	▽	▽
&Xfr;		𝔛	𝔛
&xfr;		𝔵	𝔵
&xhArr;	&DoubleLongLeftRightArrow; &Longleftrightarrow;	⟺	⟺
&xharr;	&LongLeftRightArrow; &longleftrightarrow;	⟷	⟷
Ξ		Ξ	Ξ
ξ		ξ	ξ
&xlArr;	&DoubleLongLeftArrow; &Longleftarrow;	⟸	⟸
&xlarr;	&LongLeftArrow; &longleftarrow;	⟵	⟵
&xmap;	&longmapsto;	⟼	⟼
&xnis;		⋻	⋻
&xodot;	&bigodot;	⨀	⨀
&Xopf;		𝕏	𝕏
&xopf;		𝕩	𝕩
&xoplus;	&bigoplus;	⨁	⨁
&xotime;	&bigotimes;	⨂	⨂
&xrArr;	&DoubleLongRightArrow; &Longrightarrow;	⟹	⟹
&xrarr;	&LongRightArrow; &longrightarrow;	⟶	⟶
&Xscr;		𝒳	𝒳
&xscr;		𝓍	𝓍
&xsqcup;	&bigsqcup;	⨆	⨆
&xuplus;	&biguplus;	⨄	⨄
&xutri;	&bigtriangleup;	△	△
&xvee;	&bigvee; &Vee;	⋁	⋁
&xwedge;	&bigwedge; &Wedge;	⋀	⋀

Y
Ý &Yacute		Ý	Ý
ý &yacute		ý	ý
&YAcy;		Я	Я
&yacy;		я	я
&Ycirc;		Ŷ	Ŷ
&ycirc;		ŷ	ŷ
&Ycy;		Ы	Ы
&ycy;		ы	ы
¥ &yen		¥	¥
&Yfr;		𝔜	𝔜
&yfr;		𝔶	𝔶
&YIcy;		Ї	Ї
&yicy;		ї	ї
&Yopf;		𝕐	𝕐
&yopf;		𝕪	𝕪
&Yscr;		𝒴	𝒴
&yscr;		𝓎	𝓎
&YUcy;		Ю	Ю
&yucy;		ю	ю
&Yuml;		Ÿ	Ÿ
ÿ &yuml		ÿ	ÿ

Z
&Zacute;		Ź	Ź
&zacute;		ź	ź
&Zcaron;		Ž	Ž
&zcaron;		ž	ž
&Zcy;		З	З
&zcy;		з	з
&Zdot;		Ż	Ż
&zdot;		ż	ż
&zeetrf;	&Zfr;	ℨ	ℨ
&ZeroWidthSpace;	&NegativeMediumSpace; &NegativeThickSpace; &NegativeThinSpace; &NegativeVeryThinSpace;
Ζ		Ζ	Ζ
ζ		ζ	ζ
&Zfr;	&zeetrf;	ℨ	ℨ
&zfr;		𝔷	𝔷
&ZHcy;		Ж	Ж
&zhcy;		ж	ж
&zigrarr;		⇝	⇝
&Zopf;	&integers;	ℤ	ℤ
&zopf;		𝕫	𝕫
&Zscr;		𝒵	𝒵
&zscr;		𝓏	𝓏
&zwj;		‍	‍
&zwnj;		‌	‌

外部リンク

HTML Living Standard (英語)
- Character references
- Named character references
W3C HTML 5.2 (英語)
- 8.1.4. Character references
- 8.5. Named character references
W3C HTML 5.1 2nd Edition (英語)
- 8.1.4. Character references
- 8.5. Named character references
W3C HTML5 (英語)
- 8.1.4 Character references
- 8.5 Named character references

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文字参照名一覧