HTML 字符集实体

HTML5 规范鼓励 Web 开发人员使用 UTF-8 字符集！情况并非总是如此。早期网络的字符编码是 ASCII。

后来，从 HTML 2.0 到 HTML 4.01，ISO-8859-1 被认为是标准字符集。

随着 XML 和 HTML5，UTF-8 终于到来，解决了很多字符编码问题。

完整的 HTML 4 实体参考

下表中的所有实体都将在所有浏览器中正确显示，包括 HTML4 和 HTML5 页面。

Char	Entity	Dec	Hex	Description
&	&	&	&	ampersand
<	<	<	<	less than
>	>	>	>	greater than
				no-break space = non-breaking space
¡	¡	¡	¡	inverted exclamation mark
¢	¢	¢	¢	cent sign
£	£	£	£	pound sign
¤	¤	¤	¤	currency sign
¥	¥	¥	¥	yen sign = yuan sign
¦	¦	¦	¦	broken bar = broken vertical bar
§	§	§	§	section sign
¨	¨	¨	¨	diaeresis = spacing diaeresis
©	©	©	©	copyright sign
ª	ª	ª	ª	feminine ordinal indicator
«	«	«	«	left-pointing double angle quotation mark = left pointing guillemet
¬	¬	¬	¬	not sign
				soft hyphen = discretionary hyphen
®	®	®	®	registered sign = registered trade mark sign
¯	¯	¯	¯	macron = spacing macron = overline = APL overbar
°	°	°	°	degree sign
±	±	±	±	plus-minus sign = plus-or-minus sign
²	²	²	²	superscript two = superscript digit two = squared
³	³	³	³	superscript three = superscript digit three = cubed
´	´	´	´	acute accent = spacing acute
µ	µ	µ	µ	micro sign
¶	¶	¶	¶	pilcrow sign = paragraph sign
·	·	·	·	middle dot = Georgian comma = Greek middle dot
¸	¸	¸	¸	cedilla = spacing cedilla
¹	¹	¹	¹	superscript one = superscript digit one
º	º	º	º	masculine ordinal indicator
»	»	»	»	right-pointing double angle quotation mark = right pointing guillemet
¼	¼	¼	¼	vulgar fraction one quarter = fraction one quarter
½	½	½	½	vulgar fraction one half = fraction one half
¾	¾	¾	¾	vulgar fraction three quarters = fraction three quarters
¿	¿	¿	¿	inverted question mark = turned question mark
À	À	À	À	latin capital letter A with grave = latin capital letter A grave
Á	Á	Á	Á	latin capital letter A with acute
Â	Â	Â	Â	latin capital letter A with circumflex
Ã	Ã	Ã	Ã	latin capital letter A with tilde
Ä	Ä	Ä	Ä	latin capital letter A with diaeresis
Å	Å	Å	Å	latin capital letter A with ring above = latin capital letter A ring
Æ	Æ	Æ	Æ	latin capital letter AE = latin capital ligature AE
Ç	Ç	Ç	Ç	latin capital letter C with cedilla
È	È	È	È	latin capital letter E with grave
É	É	É	É	latin capital letter E with acute
Ê	Ê	Ê	Ê	latin capital letter E with circumflex
Ë	Ë	Ë	Ë	latin capital letter E with diaeresis
Ì	Ì	Ì	Ì	latin capital letter I with grave
Í	Í	Í	Í	latin capital letter I with acute
Î	Î	Î	Î	latin capital letter I with circumflex
Ï	Ï	Ï	Ï	latin capital letter I with diaeresis
Ð	Ð	Ð	Ð	latin capital letter ETH
Ñ	Ñ	Ñ	Ñ	latin capital letter N with tilde
Ò	Ò	Ò	Ò	latin capital letter O with grave
Ó	Ó	Ó	Ó	latin capital letter O with acute
Ô	Ô	Ô	Ô	latin capital letter O with circumflex
Õ	Õ	Õ	Õ	latin capital letter O with tilde
Ö	Ö	Ö	Ö	latin capital letter O with diaeresis
×	×	×	×	multiplication sign
Ø	Ø	Ø	Ø	latin capital letter O with stroke = latin capital letter O slash
Ù	Ù	Ù	Ù	latin capital letter U with grave
Ú	Ú	Ú	Ú	latin capital letter U with acute
Û	Û	Û	Û	latin capital letter U with circumflex
Ü	Ü	Ü	Ü	latin capital letter U with diaeresis
Ý	Ý	Ý	Ý	latin capital letter Y with acute
Þ	Þ	Þ	Þ	latin capital letter THORN
ß	ß	ß	ß	latin small letter sharp s = ess-zed
à	à	à	à	latin small letter a with grave = latin small letter a grave
á	á	á	á	latin small letter a with acute
â	â	â	â	latin small letter a with circumflex
ã	ã	ã	ã	latin small letter a with tilde
ä	ä	ä	ä	latin small letter a with diaeresis
å	å	å	å	latin small letter a with ring above = latin small letter a ring
æ	æ	æ	æ	latin small letter ae = latin small ligature ae
ç	ç	ç	ç	latin small letter c with cedilla
è	è	è	è	latin small letter e with grave
é	é	é	é	latin small letter e with acute
ê	ê	ê	ê	latin small letter e with circumflex
ë	ë	ë	ë	latin small letter e with diaeresis
ì	ì	ì	ì	latin small letter i with grave
í	í	í	í	latin small letter i with acute
î	î	î	î	latin small letter i with circumflex
ï	ï	ï	ï	latin small letter i with diaeresis
ð	ð	ð	ð	latin small letter eth
ñ	ñ	ñ	ñ	latin small letter n with tilde
ò	ò	ò	ò	latin small letter o with grave
ó	ó	ó	ó	latin small letter o with acute
ô	ô	ô	ô	latin small letter o with circumflex
õ	õ	õ	õ	latin small letter o with tilde
ö	ö	ö	ö	latin small letter o with diaeresis
÷	÷	÷	÷	division sign
ø	ø	ø	ø	latin small letter o with stroke = latin small letter o slash
ù	ù	ù	ù	latin small letter u with grave
ú	ú	ú	ú	latin small letter u with acute
û	û	û	û	latin small letter u with circumflex
ü	ü	ü	ü	latin small letter u with diaeresis
ý	ý	ý	ý	latin small letter y with acute
þ	þ	þ	þ	latin small letter thorn
ÿ	ÿ	ÿ	ÿ	latin small letter y with diaeresis
ƒ	&fnof;	ƒ	ƒ	latin small f with hook = function = florin
Α	Α	Α	Α	greek capital letter alpha
Β	Β	Β	Β	greek capital letter beta
Γ	Γ	Γ	Γ	greek capital letter gamma
Δ	Δ	Δ	Δ	greek capital letter delta
Ε	Ε	Ε	Ε	greek capital letter epsilon
Ζ	Ζ	Ζ	Ζ	greek capital letter zeta
Η	Η	Η	Η	greek capital letter eta
Θ	Θ	Θ	Θ	greek capital letter theta
Ι	Ι	Ι	Ι	greek capital letter iota
Κ	Κ	Κ	Κ	greek capital letter kappa
Λ	Λ	Λ	Λ	greek capital letter lambda
Μ	Μ	Μ	Μ	greek capital letter mu
Ν	Ν	Ν	Ν	greek capital letter nu
Ξ	Ξ	Ξ	Ξ	greek capital letter xi
Ο	Ο	Ο	Ο	greek capital letter omicron
Π	Π	Π	Π	greek capital letter pi
Ρ	Ρ	Ρ	Ρ	greek capital letter rho
				(not used)
Σ	Σ	Σ	Σ	greek capital letter sigma
Τ	Τ	Τ	Τ	greek capital letter tau
Υ	Υ	Υ	Υ	greek capital letter upsilon
Φ	Φ	Φ	Φ	greek capital letter phi
Χ	Χ	Χ	Χ	greek capital letter chi
Ψ	Ψ	Ψ	Ψ	greek capital letter psi
Ω	Ω	Ω	Ω	greek capital letter omega
				(not used)
α	α	α	α	greek smal letter alpha
β	β	β	β	greek smal letter beta
γ	γ	γ	γ	greek smal letter gamma
δ	δ	δ	δ	greek smal letter delta
ε	ε	ε	ε	greek smal letter epsilon
ζ	ζ	ζ	ζ	greek smal letter zeta
η	η	η	η	greek smal letter eta
θ	θ	θ	θ	greek smal letter theta
ι	ι	ι	ι	greek smal letter iota
κ	κ	κ	κ	greek smal letter kappa
λ	λ	λ	λ	greek smal letter lambda
μ	μ	μ	μ	greek smal letter mu
ν	ν	ν	ν	greek smal letter nu
ξ	ξ	ξ	ξ	greek smal letter xi
ο	ο	ο	ο	greek smal letter omicron
π	π	π	π	greek smal letter pi
ρ	ρ	ρ	ρ	greek smal letter rho
ς	&sigmaf;	ς	ς	greek smal letter final sigma
σ	σ	σ	σ	greek smal letter sigma
τ	τ	τ	τ	greek smal letter tau
υ	υ	υ	υ	greek smal letter upsilon
φ	φ	φ	φ	greek smal letter phi
χ	χ	χ	χ	greek smal letter chi
ψ	ψ	ψ	ψ	greek smal letter psi
ω	ω	ω	ω	greek smal letter omega
				(not used)
ϑ	&thetasym;	ϑ	ϑ	greek smal letter theta symbol
ϒ	&upsih;	ϒ	ϒ	Greek upsilon with hook symbol
				(not used)
ϖ	ϖ	ϖ	ϖ	Greek pi symbol

特殊符号

Char	Entity	Dec	Hex	Description
•	•	•	•	bullet = black small circle
…	…	…	…	horizontal ellipsis = three dot leader
′	′	′	′	prime = minutes = feet
″	″	″	″	double prime = seconds = inches
‾	&oline;	‾	‾	overline = spacing overscore
⁄	&frasl;	⁄	⁄	fraction slash
℘	&weierp;	℘	℘	script capital P = power set = Weierstrass p
ℑ	&image;	ℑ	ℑ	blackletter capital I = imaginary part
ℜ	&real;	ℜ	ℜ	blackletter capital R = real part symbol
™	™	™	™	trade mark sign
ℵ	&alefsym;	ℵ	ℵ	alef symbol = first transfinite cardinal
←	←	←	←	leftwards arrow
↑	↑	↑	↑	upwards arrow
→	→	→	→	rightwards arrow
↓	↓	↓	↓	downwards arrow
↔	↔	↔	↔	left right arrow
↵	&crarr;	↵	↵	downwards arrow with corner leftwards = carriage return
⇐	⇐	⇐	⇐	leftwards double arrow
⇑	&uArr;	⇑	⇑	upwards double arrow
⇒	⇒	⇒	⇒	rightwards double arrow
⇓	&dArr;	⇓	⇓	downwards double arrow
⇔	⇔	⇔	⇔	left right double arrow
∀	∀	∀	∀	for all
∂	∂	∂	∂	partial differential
∃	∃	∃	∃	there exists
∅	∅	∅	∅	empty set = null set = diameter
∇	∇	∇	∇	nabla = backward difference
∈	∈	∈	∈	element of
∉	∉	∉	∉	not an element of
∋	&ni;	∋	∋	contains as member
∏	∏	∏	∏	n-ary product = product sign
∑	∑	∑	∑	n-ary sumation
−	−	−	−	minus sign
∗	&lowast;	∗	∗	asterisk operator
√	√	√	√	square root = radical sign
∝	&prop;	∝	∝	proportional to
∞	∞	∞	∞	infinity
∠	&ang;	∠	∠	angle
∧	&and;	∧	∧	logical and = wedge
∨	&or;	∨	∨	logical or = vee
∩	∩	∩	∩	intersection = cap
∪	∪	∪	∪	union = cup
∫	∫	∫	∫	integral
∴	&there4;	∴	∴	therefore
∼	&sim;	∼	∼	tilde operator = varies with = similar to
≅	&cong;	≅	≅	approximately equal to
≈	≈	≈	≈	almost equal to = asymptotic to
≠	≠	≠	≠	not equal to
≡	&equiv;	≡	≡	identical to
≤	≤	≤	≤	less-than or equal to
≥	≥	≥	≥	greater-than or equal to
⊂	⊂	⊂	⊂	subset of
⊃	⊃	⊃	⊃	superset of
⊄	&nsub;	⊄	⊄	not a subset of
⊆	&sube;	⊆	⊆	subset of or equal to
⊇	&supe;	⊇	⊇	superset of or equal to
⊕	&oplus;	⊕	⊕	circled plus = direct sum
⊗	&otimes;	⊗	⊗	circled times = vector product
⊥	&perp;	⊥	⊥	up tack = orthogonal to = perpendicular
⋅	⋅	⋅	⋅	dot operator
⌈	&lceil;	⌈	⌈	left ceiling = APL upstile
⌉	&rceil;	⌉	⌉	right ceiling
⌊	&lfloor;	⌊	⌊	left floor = APL downstile
⌋	&rfloor;	⌋	⌋	right floor
〈	&lang;	〈	〈	left-pointing angle bracket = bra
〉	&rang;	〉	〉	right-pointing angle bracket = ket
◊	&loz;	◊	◊	lozenge
♠	&spades;	♠	♠	black spade suit
♣	&clubs;	♣	♣	black club suit = shamrock
♥	&hearts;	♥	♥	black heart suit = valentine
♦	&diams;	♦	♦	black diamond suit

HTML 5 实体参考

旧版浏览器可能不支持下表中的所有 HTML5 实体。Chrome 和 Opera 支持良好，IE 11+ 和 Firefox 35+ 支持所有实体。

字母 A 开头

Character	Entity Name	Hex	Dec
Á	Aacute	000C1	193
á	aacute	000E1	225
Ă	Abreve	00102	258
ă	abreve	00103	259
∾	ac	0223E	8766
∿	acd	0223F	8767
∾̳	acE	0223E + 00333
Â	Acirc	000C2	194
â	acirc	000E2	226
´	acute	000B4	180
А	Acy	00410	1040
а	acy	00430	1072
Æ	AElig	000C6	198
æ	aelig	000E6	230
⁡	af	02061	8289
𝔄	Afr	1D504	120068
𝔞	afr	1D51E	120094
À	Agrave	000C0	192
à	agrave	000E0	224
ℵ	alefsym	02135	8501
ℵ	aleph	02135	8501
Α	Alpha	00391	913
α	alpha	003B1	945
Ā	Amacr	00100	256
ā	amacr	00101	257
⨿	amalg	02A3F	10815
&	amp	00026	38
⩓	And	02A53	10835
∧	and	02227	8743
⩕	andand	02A55	10837
⩜	andd	02A5C	10844
⩘	andslope	02A58	10840
⩚	andv	02A5A	10842
∠	ang	02220	8736
⦤	ange	029A4	10660
∠	angle	02220	8736
∡	angmsd	02221	8737
⦨	angmsdaa	029A8	10664
⦩	angmsdab	029A9	10665
⦪	angmsdac	029AA	10666
⦫	angmsdad	029AB	10667
⦬	angmsdae	029AC	10668
⦭	angmsdaf	029AD	10669
⦮	angmsdag	029AE	10670
⦯	angmsdah	029AF	10671
∟	angrt	0221F	8735
⊾	angrtvb	022BE	8894
⦝	angrtvbd	0299D	10653
∢	angsph	02222	8738
Å	angst	000C5	197
⍼	angzarr	0237C	9084
Ą	Aogon	00104	260
ą	aogon	00105	261
𝔸	Aopf	1D538	120120
𝕒	aopf	1D552	120146
≈	ap	02248	8776
⩯	apacir	02A6F	10863
⩰	apE	02A70	10864
≊	ape	0224A	8778
≋	apid	0224B	8779
'	apos	00027	39
⁡	ApplyFunction	02061	8289
≈	approx	02248	8776
≊	approxeq	0224A	8778
Å	Aring	000C5	197
å	aring	000E5	229
𝒜	Ascr	1D49C	119964
𝒶	ascr	1D4B6	119990
≔	Assign	02254	8788
*	ast	0002A	42
≈	asymp	02248	8776
≍	asympeq	0224D	8781
Ã	Atilde	000C3	195
ã	atilde	000E3	227
Ä	Auml	000C4	196
ä	auml	000E4	228
∳	awconint	02233	8755
⨑	awint	02A11	10769

字母 B 开头

Character	Entity Name	Hex	Dec
≌	backcong	0224C	8780
϶	backepsilon	003F6	1014
‵	backprime	02035	8245
∽	backsim	0223D	8765
⋍	backsimeq	022CD	8909
∖	Backslash	02216	8726
⫧	Barv	02AE7	10983
⊽	barvee	022BD	8893
⌅	barwedge	02305	8965
⎵	bbrk	023B5	9141
⎶	bbrktbrk	023B6	9142
≌	bcong	0224C	8780
Б	Bcy	00411	1041
б	bcy	00431	1073
„	bdquo	0201E	8222
∵	because	02235	8757
⦰	bemptyv	029B0	10672
϶	bepsi	003F6	1014
ℬ	bernou	0212C	8492
ℬ	Bernoullis	0212C	8492
Β	Beta	00392	914
β	beta	003B2	946
ℶ	beth	02136	8502
≬	between	0226C	8812
𝔅	Bfr	1D505	120069
𝔟	bfr	1D51F	120095
⋂	bigcap	022C2	8898
◯	bigcirc	025EF	9711
⋃	bigcup	022C3	8899
⨀	bigodot	02A00	10752
⨁	bigoplus	02A01	10753
⨂	bigotimes	02A02	10754
⨆	bigsqcup	02A06	10758
★	bigstar	02605	9733
▽	bigtriangledown	025BD	9661
△	bigtriangleup	025B3	9651
⨄	biguplus	02A04	10756
⋁	bigvee	022C1	8897
⋀	bigwedge	022C0	8896
⤍	bkarow	0290D	10509
⧫	blacklozenge	029EB	10731
▪	blacksquare	025AA	9642
▴	blacktriangle	025B4	9652
▾	blacktriangledown	025BE	9662
◂	blacktriangleleft	025C2	9666
▸	blacktriangleright	025B8	9656
␣	blank	02423	9251
▒	blk12	02592	9618
░	blk14	02591	9617
▓	blk34	02593	9619
█	block	02588	9608
=⃥	bne	0003D 020E5
≡⃥	bnequiv	02261 020E5
⫭	bNot	02AED	10989
⌐	bnot	02310	8976
𝔹	Bopf	1D539	120121
𝕓	bopf	1D553	120147
⊥	bot	022A5	8869
⊥	bottom	022A5	8869
⋈	bowtie	022C8	8904
⧉	boxbox	029C9	10697
╗	boxDL	02557	9559
╖	boxDl	02556	9558
╕	boxdL	02555	9557
┐	boxdl	02510	9488
╔	boxDR	02554	9556
╓	boxDr	02553	9555
╒	boxdR	02552	9554
┌	boxdr	0250C	9484
═	boxH	02550	9552
─	boxh	02500	9472
╦	boxHD	02566	9574
╤	boxHd	02564	9572
╥	boxhD	02565	9573
┬	boxhd	0252C	9516
╩	boxHU	02569	9577
╧	boxHu	02567	9575
╨	boxhU	02568	9576
┴	boxhu	02534	9524
⊟	boxminus	0229F	8863
⊞	boxplus	0229E	8862
⊠	boxtimes	022A0	8864
╝	boxUL	0255D	9565
╜	boxUl	0255C	9564
╛	boxuL	0255B	9563
┘	boxul	02518	9496
╚	boxUR	0255A	9562
╙	boxUr	02559	9561
╘	boxuR	02558	9560
└	boxur	02514	9492
║	boxV	02551	9553
│	boxv	02502	9474
╬	boxVH	0256C	9580
╫	boxVh	0256B	9579
╪	boxvH	0256A	9578
┼	boxvh	0253C	9532
╣	boxVL	02563	9571
╢	boxVl	02562	9570
╡	boxvL	02561	9569
┤	boxvl	02524	9508
╠	boxVR	02560	9568
╟	boxVr	0255F	9567
╞	boxvR	0255E	9566
├	boxvr	0251C	9500
‵	bprime	02035	8245
˘	Breve	002D8	728
˘	breve	002D8	728
¦	brvbar	000A6	166
ℬ	Bscr	0212C	8492
𝒷	bscr	1D4B7	119991
⁏	bsemi	0204F	8271
∽	bsim	0223D	8765
⋍	bsime	022CD	8909
\	bsol	0005C	92
⧅	bsolb	029C5	10693
⟈	bsolhsub	027C8	10184
•	bull	02022	8226
•	bullet	02022	8226
≎	bump	0224E	8782
⪮	bumpE	02AAE	10926
≏	bumpe	0224F	8783
≎	Bumpeq	0224E	8782
≏	bumpeq	0224F	8783

字母 C 开头

Character	Entity Name	Hex	Dec
Ć	Cacute	00106	262
ć	cacute	00107	263
⋒	Cap	022D2	8914
∩	cap	02229	8745
⩄	capand	02A44	10820
⩉	capbrcup	02A49	10825
⩋	capcap	02A4B	10827
⩇	capcup	02A47	10823
⩀	capdot	02A40	10816
ⅅ	CapitalDifferentialD	02145	8517
∩︀	caps	02229 0FE00	8745
⁁	caret	02041	8257
ˇ	caron	002C7	711
ℭ	Cayleys	0212D	8493
⩍	ccaps	02A4D	10829
Č	Ccaron	0010C	268
č	ccaron	0010D	269
Ç	Ccedil	000C7	199
ç	ccedil	000E7	231
Ĉ	Ccirc	00108	264
ĉ	ccirc	00109	265
∰	Cconint	02230	8752
⩌	ccups	02A4C	10828
⩐	ccupssm	02A50	10832
Ċ	Cdot	0010A	266
ċ	cdot	0010B	267
¸	cedil	000B8	184
¸	Cedilla	000B8	184
⦲	cemptyv	029B2	10674
¢	cent	000A2	162
·	CenterDot	000B7	183
·	centerdot	000B7	183
ℭ	Cfr	0212D	8493
𝔠	cfr	1D520	120096
Ч	CHcy	00427	1063
ч	chcy	00447	1095
✓	check	02713	10003
✓	checkmark	02713	10003
Χ	Chi	003A7	935
χ	chi	003C7	967
○	cir	025CB	9675
ˆ	circ	002C6	710
≗	circeq	02257	8791
↺	circlearrowleft	021BA	8634
↻	circlearrowright	021BB	8635
⊛	circledast	0229B	8859
⊚	circledcirc	0229A	8858
⊝	circleddash	0229D	8861
⊙	CircleDot	02299	8857
®	circledR	000AE	174
Ⓢ	circledS	024C8	9416
⊖	CircleMinus	02296	8854
⊕	CirclePlus	02295	8853
⊗	CircleTimes	02297	8855
⧃	cirE	029C3	10691
≗	cire	02257	8791
⨐	cirfnint	02A10	10768
⫯	cirmid	02AEF	10991
⧂	cirscir	029C2	10690
∲	cwconint	02232	8754
∲	ClockwiseContourIntegral	02232	8754
”	CloseCurlyDoubleQuote	0201D	8221
’	CloseCurlyQuote	02019	8217
♣	clubs	02663	9827
♣	clubsuit	02663	9827
∷	Colon	02237	8759
:	colon	0003A	58
⩴	Colone	02A74	10868
≔	colone	02254	8788
≔	coloneq	02254	8788
,	comma	0002C	44
@	commat	00040	64
∁	comp	02201	8705
∘	compfn	02218	8728
∁	complement	02201	8705
ℂ	complexes	02102	8450
≅	cong	02245	8773
⩭	congdot	02A6D	10861
≡	Congruent	02261	8801
∯	Conint	0222F	8751
∮	conint	0222E	8750
∮	ContourIntegral	0222E	8750
ℂ	Copf	02102	8450
𝕔	copf	1D554	120148
∐	coprod	02210	8720
∐	Coproduct	02210	8720
©	copy	000A9	169
℗	copysr	02117	8471
↵	crarr	021B5	8629
⨯	Cross	02A2F	10799
✗	cross	02717	10007
𝒞	Cscr	1D49E	119966
𝒸	cscr	1D4B8	119992
⫏	csub	02ACF	10959
⫑	csube	02AD1	10961
⫐	csup	02AD0	10960
⫒	csupe	02AD2	10962
⋯	ctdot	022EF	8943
⤸	cudarrl	02938	10552
⤵	cudarrr	02935	10549
⋞	cuepr	022DE	8926
⋟	cuesc	022DF	8927
↶	cularr	021B6	8630
⤽	cularrp	0293D	10557
⋓	Cup	022D3	8915
∪	cup	0222A	8746
⩈	cupbrcap	02A48	10824
≍	CupCap	0224D	8781
⩆	cupcap	02A46	10822
⩊	cupcup	02A4A	10826
⊍	cupdot	0228D	8845
⩅	cupor	02A45	10821
∪︀	cups	0222A + 0FE00	8746
↷	curarr	021B7	8631
⤼	curarrm	0293C	10556
⋞	curlyeqprec	022DE	8926
⋟	curlyeqsucc	022DF	8927
⋎	curlyvee	022CE	8910
⋏	curlywedge	022CF	8911
¤	curren	000A4	164
↶	curvearrowleft	021B6	8630
↷	curvearrowright	021B7	8631
⋎	cuvee	022CE	8910
⋏	cuwed	022CF	8911
∲	cwconint	02232	8754
∱	cwint	02231	8753
⌭	cylcty	0232D	9005

字母 D 开头

Character	Entity Name	Hex	Dec
†	dagger	02020	8224
ℸ	daleth	02138	8504
↡	Darr	021A1	8609
⇓	dArr	021D3	8659
↓	darr	02193	8595
‐	dash	02010	8208
⫤	Dashv	02AE4	10980
⊣	dashv	022A3	8867
⤏	dbkarow	0290F	10511
˝	dblac	002DD	733
Ď	Dcaron	0010E	270
ď	dcaron	0010F	271
Д	Dcy	00414	1044
д	dcy	00434	1076
ⅅ	DD	02145	8517
ⅆ	dd	02146	8518
‡	ddagger	02021	8225
⇊	ddarr	021CA	8650
⤑	DDotrahd	02911	10513
⩷	ddotseq	02A77	10871
°	deg	000B0	176
∇	Del	02207	8711
Δ	Delta	00394	916
δ	delta	003B4	948
⦱	demptyv	029B1	10673
⥿	dfisht	0297F	10623
𝔇	Dfr	1D507	120071
𝔡	dfr	1D521	120097
⥥	dHar	02965	10597
⇃	dharl	021C3	8643
⇂	dharr	021C2	8642
´	DiacriticalAcute	000B4	180
˙	DiacriticalDot	002D9	729
˝	DiacriticalDoubleAcute	002DD	733
`	DiacriticalGrave	00060	96
˜	DiacriticalTilde	002DC	732
⋄	diam	022C4	8900
⋄	Diamond	022C4	8900
⋄	diamond	022C4	8900
♦	diamondsuit	02666	9830
♦	diams	02666	9830
¨	die	000A8	168
ⅆ	DifferentialD	02146	8518
ϝ	digamma	003DD	989
⋲	disin	022F2	8946
÷	div	000F7	247
÷	divide	000F7	247
⋇	divideontimes	022C7	8903
⋇	divonx	022C7	8903
Ђ	DJcy	00402	1026
ђ	djcy	00452	1106
⌞	dlcorn	0231E	8990
⌍	dlcrop	0230D	8973
$	dollar	00024	36
𝔻	Dopf	1D53B	120123
𝕕	dopf	1D555	120149
¨	Dot	000A8	168
˙	dot	002D9	729
⃜	DotDot	020DC	8412
≐	doteq	02250	8784
≑	doteqdot	02251	8785
≐	DotEqual	02250	8784
∸	dotminus	02238	8760
∔	dotplus	02214	8724
⊡	dotsquare	022A1	8865
⌆	doublebarwedge	02306	8966
∯	DoubleContourIntegral	0222F	8751
¨	DoubleDot	000A8	168
⇓	DoubleDownArrow	021D3	8659
⇐	DoubleLeftArrow	021D0	8656
⇔	DoubleLeftRightArrow	021D4	8660
⫤	DoubleLeftTee	02AE4	10980
⟸	DoubleLongLeftArrow	027F8	10232
⟺	DoubleLongLeftRightArrow	027FA	10234
⟹	DoubleLongRightArrow	027F9	10233
⇒	DoubleRightArrow	021D2	8658
⊨	DoubleRightTee	022A8	8872
⇑	DoubleUpArrow	021D1	8657
⇕	DoubleUpDownArrow	021D5	8661
∥	DoubleVerticalBar	02225	8741
↓	DownArrow	02193	8595
⇓	Downarrow	021D3	8659
↓	downarrow	02193	8595
⤓	DownArrowBar	02913	10515
⇵	DownArrowUpArrow	021F5	8693
̑	DownBreve	00311	785
⇊	downdownarrows	021CA	8650
⇃	downharpoonleft	021C3	8643
⇂	downharpoonright	021C2	8642
⥐	DownLeftRightVector	02950	10576
⥞	DownLeftTeeVector	0295E	10590
↽	DownLeftVector	021BD	8637
⥖	DownLeftVectorBar	02956	10582
⥟	DownRightTeeVector	0295F	10591
⇁	DownRightVector	021C1	8641
⥗	DownRightVectorBar	02957	10583
⊤	DownTee	022A4	8868
↧	DownTeeArrow	021A7	8615
⤐	drbkarow	02910	10512
⌟	drcorn	0231F	8991
⌌	drcrop	0230C	8972
𝒟	Dscr	1D49F	119967
𝒹	dscr	1D4B9	119993
Ѕ	DScy	00405	1029
ѕ	dscy	00455	1109
⧶	dsol	029F6	10742
Đ	Dstrok	00110	272
đ	dstrok	00111	273
⋱	dtdot	022F1	8945
▿	dtri	025BF	9663
▾	dtrif	025BE	9662
⇵	duarr	021F5	8693
⥯	duhar	0296F	10607
⦦	dwangle	029A6	10662
Џ	DZcy	0040F	1039
џ	dzcy	0045F	1119
⟿	dzigrarr	027FF	10239

字母 E 开头

Character	Entity Name	Hex	Dec
É	Eacute	000C9	201
é	eacute	000E9	233
⩮	easter	02A6E	10862
Ě	Ecaron	0011A	282
ě	ecaron	0011B	283
≖	ecir	02256	8790
Ê	Ecirc	000CA	202
ê	ecirc	000EA	234
≕	ecolon	02255	8789
Э	Ecy	0042D	1069
э	ecy	0044D	1101
⩷	eDDot	02A77	10871
Ė	Edot	00116	278
≑	eDot	02251	8785
ė	edot	00117	279
ⅇ	ee	02147	8519
≒	efDot	02252	8786
𝔈	Efr	1D508	120072
𝔢	efr	1D522	120098
⪚	eg	02A9A	10906
È	Egrave	000C8	200
è	egrave	000E8	232
⪖	egs	02A96	10902
⪘	egsdot	02A98	10904
⪙	el	02A99	10905
∈	Element	02208	8712
⏧	elinters	023E7	9191
ℓ	ell	02113	8467
⪕	els	02A95	10901
⪗	elsdot	02A97	10903
Ē	Emacr	00112	274
ē	emacr	00113	275
∅	empty	02205	8709
∅	emptyset	02205	8709
◻	EmptySmallSquare	025FB	9723
∅	emptyv	02205	8709
▫	EmptyVerySmallSquare	025AB	9643
	emsp	02003	8195
	emsp13	02004	8196
	emsp14	02005	8197
Ŋ	ENG	0014A	330
ŋ	eng	0014B	331
	ensp	02002	8194
Ę	Eogon	00118	280
ę	eogon	00119	281
𝔼	Eopf	1D53C	120124
𝕖	eopf	1D556	120150
⋕	epar	022D5	8917
⧣	eparsl	029E3	10723
⩱	eplus	02A71	10865
ε	epsi	003B5	949
Ε	Epsilon	00395	917
ε	epsilon	003B5	949
ϵ	epsiv	003F5	1013
≖	eqcirc	02256	8790
≕	eqcolon	02255	8789
≂	eqsim	02242	8770
⪖	eqslantgtr	02A96	10902
⪕	eqslantless	02A95	10901
⩵	Equal	02A75	10869
=	equals	0003D	61
≂	EqualTilde	02242	8770
≟	equest	0225F	8799
⇌	Equilibrium	021CC	8652
≡	equiv	02261	8801
⩸	equivDD	02A78	10872
⧥	eqvparsl	029E5	10725
⥱	erarr	02971	10609
≓	erDot	02253	8787
ℰ	Escr	02130	8496
ℯ	escr	0212F	8495
≐	esdot	02250	8784
⩳	Esim	02A73	10867
≂	esim	02242	8770
Η	Eta	00397	919
η	eta	003B7	951
Ð	ETH	000D0	208
ð	eth	000F0	240
Ë	Euml	000CB	203
ë	euml	000EB	235
€	euro	020AC	8364
!	excl	00021	33
∃	Exists	02203	8707
∃	exist	02203	8707
ℰ	expectation	02130	8496
ⅇ	ExponentialE	02147	8519
ⅇ	exponentiale	02147	8519

字母 F 开头

Character	Entity Name	Hex	Dec
≒	fallingdotseq	02252	8786
Ф	Fcy	00424	1060
ф	fcy	00444	1092
♀	female	02640	9792
ﬃ	ffilig	0FB03	64259
ﬀ	fflig	0FB00	64256
ﬄ	ffllig	0FB04	64260
𝔉	Ffr	1D509	120073
𝔣	ffr	1D523	120099
ﬁ	filig	0FB01	64257
◼	FilledSmallSquare	025FC	9724
▪	FilledVerySmallSquare	025AA	9642
fj	fjlig	00066 + 0006A
♭	flat	0266D	9837
ﬂ	fllig	0FB02	64258
▱	fltns	025B1	9649
ƒ	fnof	00192	402
𝔽	Fopf	1D53D	120125
𝕗	fopf	1D557	120151
∀	ForAll	02200	8704
∀	forall	02200	8704
⋔	fork	022D4	8916
⫙	forkv	02AD9	10969
ℱ	Fouriertrf	02131	8497
⨍	fpartint	02A0D	10765
½	frac12	000BD	189
⅓	frac13	02153	8531
¼	frac14	000BC	188
⅕	frac15	02155	8533
⅙	frac16	02159	8537
⅛	frac18	0215B	8539
⅔	frac23	02154	8532
⅖	frac25	02156	8534
¾	frac34	000BE	190
⅗	frac35	02157	8535
⅜	frac38	0215C	8540
⅘	frac45	02158	8536
⅚	frac56	0215A	8538
⅝	frac58	0215D	8541
⅞	frac78	0215E	8542
⁄	frasl	02044	8260
⌢	frown	02322	8994
ℱ	Fscr	02131	8497
𝒻	fscr	1D4BB	119995

字母 G 开头

Character	Entity Name	Hex	Dec
ǵ	gacute	001F5	501
Γ	Gamma	00393	915
γ	gamma	003B3	947
Ϝ	Gammad	003DC	988
ϝ	gammad	003DD	989
⪆	gap	02A86	10886
Ğ	Gbreve	0011E	286
ğ	gbreve	0011F	287
Ģ	Gcedil	00122	290
Ĝ	Gcirc	0011C	284
ĝ	gcirc	0011D	285
Г	Gcy	00413	1043
г	gcy	00433	1075
Ġ	Gdot	00120	288
ġ	gdot	00121	289
≧	gE	02267	8807
≥	ge	02265	8805
⪌	gEl	02A8C	10892
⋛	gel	022DB	8923
≥	geq	02265	8805
≧	geqq	02267	8807
⩾	geqslant	02A7E	10878
⩾	ges	02A7E	10878
⪩	gescc	02AA9	10921
⪀	gesdot	02A80	10880
⪂	gesdoto	02A82	10882
⪄	gesdotol	02A84	10884
⋛︀	gesl	022DB + 0FE00	8923
⪔	gesles	02A94	10900
𝔊	Gfr	1D50A	120074
𝔤	gfr	1D524	120100
⋙	Gg	022D9	8921
≫	gg	0226B	8811
⋙	ggg	022D9	8921
ℷ	gimel	02137	8503
Ѓ	GJcy	00403	1027
ѓ	gjcy	00453	1107
≷	gl	02277	8823
⪥	gla	02AA5	10917
⪒	glE	02A92	10898
⪤	glj	02AA4	10916
⪊	gnap	02A8A	10890
⪊	gnapprox	02A8A	10890
≩	gnE	02269	8809
⪈	gne	02A88	10888
⪈	gneq	02A88	10888
≩	gneqq	02269	8809
⋧	gnsim	022E7	8935
𝔾	Gopf	1D53E	120126
𝕘	gopf	1D558	120152
`	grave	00060	96
≥	GreaterEqual	02265	8805
⋛	GreaterEqualLess	022DB	8923
≧	GreaterFullEqual	02267	8807
⪢	GreaterGreater	02AA2	10914
≷	GreaterLess	02277	8823
⩾	GreaterSlantEqual	02A7E	10878
≳	GreaterTilde	02273	8819
𝒢	Gscr	1D4A2	119970
ℊ	gscr	0210A	8458
≳	gsim	02273	8819
⪎	gsime	02A8E	10894
⪐	gsiml	02A90	10896
>	GT	0003E	62
≫	Gt	0226B	8811
⪧	gtcc	02AA7	10919
⩺	gtcir	02A7A	10874
⋗	gtdot	022D7	8919
⦕	gtlPar	02995	10645
⩼	gtquest	02A7C	10876
⪆	gtrapprox	02A86	10886
⥸	gtrarr	02978	10616
⋗	gtrdot	022D7	8919
⋛	gtreqless	022DB	8923
⪌	gtreqqless	02A8C	10892
≷	gtrless	02277	8823
≳	gtrsim	02273	8819
≩︀	gvertneqq	02269 + 0FE00	8809
≩︀	gvnE	02269 + 0FE00	8809

字母 H 开头

Character	Entity Name	Hex	Dec
ˇ	Hacek	002C7	711
	hairsp	0200A	8202
½	half	000BD	189
ℋ	hamilt	0210B	8459
Ъ	HARDcy	0042A	1066
ъ	hardcy	0044A	1098
⇔	hArr	021D4	8660
↔	harr	02194	8596
⥈	harrcir	02948	10568
↭	harrw	021AD	8621
^	Hat	0005E	94
ℏ	hbar	0210F	8463
Ĥ	Hcirc	00124	292
ĥ	hcirc	00125	293
♥	hearts	02665	9829
♥	heartsuit	02665	9829
…	hellip	02026	8230
⊹	hercon	022B9	8889
ℌ	Hfr	0210C	8460
𝔥	hfr	1D525	120101
ℋ	HilbertSpace	0210B	8459
⤥	hksearow	02925	10533
⤦	hkswarow	02926	10534
⇿	hoarr	021FF	8703
∻	homtht	0223B	8763
↩	hookleftarrow	021A9	8617
↪	hookrightarrow	021AA	8618
ℍ	Hopf	0210D	8461
𝕙	hopf	1D559	120153
―	horbar	02015	8213
─	HorizontalLine	02500	9472
ℋ	Hscr	0210B	8459
𝒽	hscr	1D4BD	119997
ℏ	hslash	0210F	8463
Ħ	Hstrok	00126	294
ħ	hstrok	00127	295
≎	HumpDownHump	0224E	8782
≏	HumpEqual	0224F	8783
⁃	hybull	02043	8259
‐	hyphen	02010	8208

字母 I 开头

Character	Entity Name	Hex	Dec
Í	Iacute	000CD	205
í	iacute	000ED	237
⁣	ic	02063	8291
Î	Icirc	000CE	206
î	icirc	000EE	238
И	Icy	00418	1048
и	icy	00438	1080
İ	Idot	00130	304
Е	IEcy	00415	1045
е	iecy	00435	1077
¡	iexcl	000A1	161
⇔	iff	021D4	8660
ℑ	Ifr	02111	8465
𝔦	ifr	1D526	120102
Ì	Igrave	000CC	204
ì	igrave	000EC	236
ⅈ	ii	02148	8520
⨌	iiiint	02A0C	10764
∭	iiint	0222D	8749
⧜	iinfin	029DC	10716
℩	iiota	02129	8489
Ĳ	IJlig	00132	306
ĳ	ijlig	00133	307
ℑ	Im	02111	8465
Ī	Imacr	0012A	298
ī	imacr	0012B	299
ℑ	image	02111	8465
ⅈ	ImaginaryI	02148	8520
ℐ	imagline	02110	8464
ℑ	imagpart	02111	8465
ı	imath	00131	305
⊷	imof	022B7	8887
Ƶ	imped	001B5	437
⇒	Implies	021D2	8658
∈	in	02208	8712
℅	incare	02105	8453
∞	infin	0221E	8734
⧝	infintie	029DD	10717
ı	inodot	00131	305
∬	Int	0222C	8748
∫	int	0222B	8747
⊺	intcal	022BA	8890
ℤ	integers	02124	8484
∫	Integral	0222B	8747
⊺	intercal	022BA	8890
⋂	Intersection	022C2	8898
⨗	intlarhk	02A17	10775
⨼	intprod	02A3C	10812
⁣	InvisibleComma	02063	8291
⁢	InvisibleTimes	02062	8290
Ё	IOcy	00401	1025
ё	iocy	00451	1105
Į	Iogon	0012E	302
į	iogon	0012F	303
𝕀	Iopf	1D540	120128
𝕚	iopf	1D55A	120154
Ι	Iota	00399	921
ι	iota	003B9	953
⨼	iprod	02A3C	10812
¿	iquest	000BF	191
ℐ	Iscr	02110	8464
𝒾	iscr	1D4BE	119998
∈	isin	02208	8712
⋵	isindot	022F5	8949
⋹	isinE	022F9	8953
⋴	isins	022F4	8948
⋳	isinsv	022F3	8947
∈	isinv	02208	8712
⁢	it	02062	8290
Ĩ	Itilde	00128	296
ĩ	itilde	00129	297
І	Iukcy	00406	1030
і	iukcy	00456	1110
Ï	Iuml	000CF	207
ï	iuml	000EF	239

字母 J 开头

Character	Entity Name	Hex	Dec
Ĵ	Jcirc	00134	308
ĵ	jcirc	00135	309
Й	Jcy	00419	1049
й	jcy	00439	1081
𝔍	Jfr	1D50D	120077
𝔧	jfr	1D527	120103
ȷ	jmath	00237	567
𝕁	Jopf	1D541	120129
𝕛	jopf	1D55B	120155
𝒥	Jscr	1D4A5	119973
𝒿	jscr	1D4BF	119999
Ј	Jsercy	00408	1032
ј	jsercy	00458	1112
Є	Jukcy	00404	1028
є	jukcy	00454	1108

字母 K 开头

Character	Entity Name	Hex	Dec
Κ	Kappa	0039A	922
κ	kappa	003BA	954
ϰ	kappav	003F0	1008
Ķ	Kcedil	00136	310
ķ	kcedil	00137	311
К	Kcy	0041A	1050
к	kcy	0043A	1082
𝔎	Kfr	1D50E	120078
𝔨	kfr	1D528	120104
ĸ	kgreen	00138	312
Х	KHcy	00425	1061
х	khcy	00445	1093
Ќ	KJcy	0040C	1036
ќ	kjcy	0045C	1116
𝕂	Kopf	1D542	120130
𝕜	kopf	1D55C	120156
𝒦	Kscr	1D4A6	119974
𝓀	kscr	1D4C0	120000

字母 L 开头

Character	Entity Name	Hex	Dec
⇚	lAarr	021DA	8666
Ĺ	Lacute	00139	313
ĺ	lacute	0013A	314
⦴	laemptyv	029B4	10676
ℒ	lagran	02112	8466
Λ	Lambda	0039B	923
λ	lambda	003BB	955
⟪	Lang	027EA	10218
⟨	lang	027E8	10216
⦑	langd	02991	10641
⟨	langle	027E8	10216
⪅	lap	02A85	10885
ℒ	Laplacetrf	02112	8466
«	laquo	000AB	171
↞	Larr	0219E	8606
⇐	lArr	021D0	8656
←	larr	02190	8592
⇤	larrb	021E4	8676
⤟	larrbfs	0291F	10527
⤝	larrfs	0291D	10525
↩	larrhk	021A9	8617
↫	larrlp	021AB	8619
⤹	larrpl	02939	10553
⥳	larrsim	02973	10611
↢	larrtl	021A2	8610
⪫	lat	02AAB	10923
⤛	lAtail	0291B	10523
⤙	latail	02919	10521
⪭	late	02AAD	10925
⪭︀	lates	02AAD + 0FE00	10925
⤎	lBarr	0290E	10510
⤌	lbarr	0290C	10508
❲	lbbrk	02772	10098
{	lbrace	0007B	123
[	lbrack	0005B	91
⦋	lbrke	0298B	10635
⦏	lbrksld	0298F	10639
⦍	lbrkslu	0298D	10637
Ľ	Lcaron	0013D	317
ľ	lcaron	0013E	318
Ļ	Lcedil	0013B	315
ļ	lcedil	0013C	316
⌈	lceil	02308	8968
{	lcub	0007B	123
Л	Lcy	0041B	1051
л	lcy	0043B	1083
⤶	ldca	02936	10550
“	ldquo	0201C	8220
„	ldquor	0201E	8222
⥧	ldrdhar	02967	10599
⥋	ldrushar	0294B	10571
↲	ldsh	021B2	8626
≦	lE	02266	8806
≤	le	02264	8804
⟨	LeftAngleBracket	027E8	10216
←	LeftArrow	02190	8592
⇐	Leftarrow	021D0	8656
←	leftarrow	02190	8592
⇤	LeftArrowBar	021E4	8676
⇆	LeftArrowRightArrow	021C6	8646
↢	leftarrowtail	021A2	8610
⌈	LeftCeiling	02308	8968
⟦	LeftDoubleBracket	027E6	10214
⥡	LeftDownTeeVector	02961	10593
⇃	LeftDownVector	021C3	8643
⥙	LeftDownVectorBar	02959	10585
⌊	LeftFloor	0230A	8970
↽	leftharpoondown	021BD	8637
↼	leftharpoonup	021BC	8636
⇇	leftleftarrows	021C7	8647
↔	LeftRightArrow	02194	8596
⇔	Leftrightarrow	021D4	8660
↔	leftrightarrow	02194	8596
⇆	leftrightarrows	021C6	8646
⇋	leftrightharpoons	021CB	8651
↭	leftrightsquigarrow	021AD	8621
⥎	LeftRightVector	0294E	10574
⊣	LeftTee	022A3	8867
↤	LeftTeeArrow	021A4	8612
⥚	LeftTeeVector	0295A	10586
⋋	leftthreetimes	022CB	8907
⊲	LeftTriangle	022B2	8882
⧏	LeftTriangleBar	029CF	10703
⊴	LeftTriangleEqual	022B4	8884
⥑	LeftUpDownVector	02951	10577
⥠	LeftUpTeeVector	02960	10592
↿	LeftUpVector	021BF	8639
⥘	LeftUpVectorBar	02958	10584
↼	LeftVector	021BC	8636
⥒	LeftVectorBar	02952	10578
⪋	lEg	02A8B	10891
⋚	leg	022DA	8922
≤	leq	02264	8804
≦	leqq	02266	8806
⩽	leqslant	02A7D	10877
⩽	les	02A7D	10877
⪨	lescc	02AA8	10920
⩿	lesdot	02A7F	10879
⪁	lesdoto	02A81	10881
⪃	lesdotor	02A83	10883
⋚︀	lesg	022DA + 0FE00	8922
⪓	lesges	02A93	10899
⪅	lessapprox	02A85	10885
⋖	lessdot	022D6	8918
⋚	lesseqgtr	022DA	8922
⪋	lesseqqgtr	02A8B	10891
⋚	LessEqualGreater	022DA	8922
≦	LessFullEqual	02266	8806
≶	LessGreater	02276	8822
≶	lessgtr	02276	8822
⪡	LessLess	02AA1	10913
≲	lesssim	02272	8818
⩽	LessSlantEqual	02A7D	10877
≲	LessTilde	02272	8818
⥼	lfisht	0297C	10620
⌊	lfloor	0230A	8970
𝔏	Lfr	1D50F	120079
𝔩	lfr	1D529	120105
≶	lg	02276	8822
⪑	lgE	02A91	10897
⥢	lHar	02962	10594
↽	lhard	021BD	8637
↼	lharu	021BC	8636
⥪	lharul	0296A	10602
▄	lhblk	02584	9604
Љ	LJcy	00409	1033
љ	ljcy	00459	1113
⋘	Ll	022D8	8920
≪	ll	0226A	8810
⇇	llarr	021C7	8647
⌞	llcorner	0231E	8990
⇚	Lleftarrow	021DA	8666
⥫	llhard	0296B	10603
◺	lltri	025FA	9722
Ŀ	Lmidot	0013F	319
ŀ	lmidot	00140	320
⎰	lmoust	023B0	9136
⎰	lmoustache	023B0	9136
⪉	lnap	02A89	10889
⪉	lnapprox	02A89	10889
≨	lnE	02268	8808
⪇	lne	02A87	10887
⪇	lneq	02A87	10887
≨	lneqq	02268	8808
⋦	lnsim	022E6	8934
⟬	loang	027EC	10220
⇽	loarr	021FD	8701
⟦	lobrk	027E6	10214
⟵	LongLeftArrow	027F5	10229
⟸	Longleftarrow	027F8	10232
⟵	longleftarrow	027F5	10229
⟷	LongLeftRightArrow	027F7	10231
⟺	Longleftrightarrow	027FA	10234
⟷	longleftrightarrow	027F7	10231
⟼	longmapsto	027FC	10236
⟶	LongRightArrow	027F6	10230
⟹	Longrightarrow	027F9	10233
⟶	longrightarrow	027F6	10230
↫	looparrowleft	021AB	8619
↬	looparrowright	021AC	8620
⦅	lopar	02985	10629
𝕃	Lopf	1D543	120131
𝕝	lopf	1D55D	120157
⨭	loplus	02A2D	10797
⨴	lotimes	02A34	10804
∗	lowast	02217	8727
_	lowbar	0005F	95
↙	LowerLeftArrow	02199	8601
↘	LowerRightArrow	02198	8600
◊	loz	025CA	9674
◊	lozenge	025CA	9674
⧫	lozf	029EB	10731
(	lpar	00028	40
⦓	lparlt	02993	10643
⇆	lrarr	021C6	8646
⌟	lrcorner	0231F	8991
⇋	lrhar	021CB	8651
⥭	lrhard	0296D	10605
‎	lrm	0200E	8206
⊿	lrtri	022BF	8895
‹	lsaquo	02039	8249
ℒ	Lscr	02112	8466
𝓁	lscr	1D4C1	120001
↰	Lsh	021B0	8624
↰	lsh	021B0	8624
≲	lsim	02272	8818
⪍	lsime	02A8D	10893
⪏	lsimg	02A8F	10895
[	lsqb	0005B	91
‘	lsquo	02018	8216
‚	lsquor	0201A	8218
Ł	Lstrok	00141	321
ł	lstrok	00142	322
≪	Lt	0226A	8810
<	lt	0003C	60
⪦	ltcc	02AA6	10918
⩹	ltcir	02A79	10873
⋖	ltdot	022D6	8918
⋋	lthree	022CB	8907
⋉	ltimes	022C9	8905
⥶	ltlarr	02976	10614
⩻	ltquest	02A7B	10875
◃	ltri	025C3	9667
⊴	ltrie	022B4	8884
◂	ltrif	025C2	9666
⦖	ltrPar	02996	10646
⥊	lurdshar	0294A	10570
⥦	luruhar	02966	10598
≨︀	lvertneqq	02268 + 0FE00	8808
≨︀	lvnE	02268 + 0FE00	8808

字母 M 开头

Character	Entity Name	Hex	Dec
¯	macr	000AF	175
♂	male	02642	9794
✠	malt	02720	10016
✠	maltese	02720	10016
⤅	Map	02905	10501
↦	map	021A6	8614
↦	mapsto	021A6	8614
↧	mapstodown	021A7	8615
↤	mapstoleft	021A4	8612
↥	mapstoup	021A5	8613
▮	marker	025AE	9646
⨩	mcomma	02A29	10793
М	Mcy	0041C	1052
м	mcy	0043C	1084
—	mdash	02014	8212
∺	mDDot	0223A	8762
∡	measuredangle	02221	8737
	MediumSpace	0205F	8287
ℳ	Mellintrf	02133	8499
𝔐	Mfr	1D510	120080
𝔪	mfr	1D52A	120106
℧	mho	02127	8487
µ	micro	000B5	181
∣	mid	02223	8739
*	midast	0002A	42
⫰	midcir	02AF0	10992
·	middot	000B7	183
−	minus	02212	8722
⊟	minusb	0229F	8863
∸	minusd	02238	8760
⨪	minusdu	02A2A	10794
∓	MinusPlus	02213	8723
⫛	mlcp	02ADB	10971
…	mldr	02026	8230
∓	mnplus	02213	8723
⊧	models	022A7	8871
𝕄	Mopf	1D544	120132
𝕞	mopf	1D55E	120158
∓	mp	02213	8723
ℳ	Mscr	02133	8499
𝓂	mscr	1D4C2	120002
∾	mstpos	0223E	8766
Μ	Mu	0039C	924
μ	mu	003BC	956
⊸	multimap	022B8	8888
⊸	mumap	022B8	8888

字母 N 开头

Character	Entity Name	Hex	Dec
∇	nabla	02207	8711
Ń	Nacute	00143	323
ń	nacute	00144	324
∠⃒	nang	02220 + 020D2
≉	nap	02249	8777
⩰̸	napE	02A70 + 00338
≋̸	napid	0224B + 00338
ŉ	napos	00149	329
≉	napprox	02249	8777
♮	natur	0266E	9838
♮	natural	0266E	9838
ℕ	naturals	02115	8469
	nbsp	000A0	160
≎̸	nbump	0224E + 00338
≏̸	nbumpe	0224F + 00338
⩃	ncap	02A43	10819
Ň	Ncaron	00147	327
ň	ncaron	00148	328
Ņ	Ncedil	00145	325
ņ	ncedil	00146	326
≇	ncong	02247	8775
⩭̸	ncongdot	02A6D + 00338
⩂	ncup	02A42	10818
Н	Ncy	0041D	1053
н	ncy	0043D	1085
–	ndash	02013	8211
≠	ne	02260	8800
⤤	nearhk	02924	10532
⇗	neArr	021D7	8663
↗	nearr	02197	8599
↗	nearrow	02197	8599
≐̸	nedot	02250 + 00338
≢	nequiv	02262	8802
⤨	nesear	02928	10536
≂̸	nesim	02242 + 00338
≫	NestedGreaterGreater	0226B	8811
≪	NestedLessLess	0226A	8810
	NewLine	0000A	10
∄	nexist	02204	8708
∄	nexists	02204	8708
𝔑	Nfr	1D511	120081
𝔫	nfr	1D52B	120107
≧̸	ngE	02267 + 00338
≱	nge	02271	8817
≱	ngeq	02271	8817
≧̸	ngeqq	02267 + 00338
⩾̸	ngeqslant	02A7E + 00338
⩾̸	nges	02A7E + 00338
⋙̸	nGg	022D9 + 00338
≵	ngsim	02275	8821
≫⃒	nGt	0226B + 020D2
≯	ngt	0226F	8815
≯	ngtr	0226F	8815
≫̸	nGtv	0226B + 00338
⇎	nhArr	021CE	8654
↮	nharr	021AE	8622
⫲	nhpar	02AF2	10994
∋	ni	0220B	8715
⋼	nis	022FC	8956
⋺	nisd	022FA	8954
∋	niv	0220B	8715
Њ	NJcy	0040A	1034
њ	njcy	0045A	1114
⇍	nlArr	021CD	8653
↚	nlarr	0219A	8602
‥	nldr	02025	8229
≦̸	nlE	02266 + 00338
≰	nle	02270	8816
⇍	nLeftarrow	021CD	8653
↚	nleftarrow	0219A	8602
⇎	nLeftrightarrow	021CE	8654
↮	nleftrightarrow	021AE	8622
≰	nleq	02270	8816
≦̸	nleqq	02266 + 00338
⩽̸	nleqslant	02A7D + 00338
⩽̸	nles	02A7D + 00338
≮	nless	0226E	8814
⋘̸	nLl	022D8 + 00338
≴	nlsim	02274	8820
≪⃒	nLt	0226A + 020D2
≮	nlt	0226E	8814
⋪	nltri	022EA	8938
⋬	nltrie	022EC	8940
≪̸	nLtv	0226A + 00338
∤	nmid	02224	8740
⁠	NoBreak	02060	8288
	NonBreakingSpace	000A0	160
ℕ	Nopf	02115	8469
𝕟	nopf	1D55F	120159
⫬	Not	02AEC	10988
¬	not	000AC	172
≢	NotCongruent	02262	8802
≭	NotCupCap	0226D	8813
∦	NotDoubleVerticalBar	02226	8742
∉	NotElement	02209	8713
≠	NotEqual	02260	8800
≂̸	NotEqualTilde	02242 + 00338
∄	NotExists	02204	8708
≯	NotGreater	0226F	8815
≱	NotGreaterEqual	02271	8817
≧̸	NotGreaterFullEqual	02267 + 00338
≫̸	NotGreaterGreater	0226B + 00338
≹	NotGreaterLess	02279	8825
⩾̸	NotGreaterSlantEqual	02A7E + 00338
≵	NotGreaterTilde	02275	8821
≎̸	NotHumpDownHump	0224E + 00338
≏̸	NotHumpEqual	0224F + 00338
∉	notin	02209	8713
⋵̸	notindot	022F5 + 00338
⋹̸	notinE	022F9 + 00338
∉	notinva	02209	8713
⋷	notinvb	022F7	8951
⋶	notinvc	022F6	8950
⋪	NotLeftTriangle	022EA	8938
⧏̸	NotLeftTriangleBar	029CF + 00338
⋬	NotLeftTriangleEqual	022EC	8940
≮	NotLess	0226E	8814
≰	NotLessEqual	02270	8816
≸	NotLessGreater	02278	8824
≪̸	NotLessLess	0226A + 00338
⩽̸	NotLessSlantEqual	02A7D + 00338
≴	NotLessTilde	02274	8820
⪢̸	NotNestedGreaterGreater	02AA2 + 00338
⪡̸	NotNestedLessLess	02AA1 + 00338
∌	notni	0220C	8716
∌	notniva	0220C	8716
⋾	notnivb	022FE	8958
⋽	notnivc	022FD	8957
⊀	NotPrecedes	02280	8832
⪯̸	NotPrecedesEqual	02AAF + 00338
⋠	NotPrecedesSlantEqual	022E0	8928
∌	NotReverseElement	0220C	8716
⋫	NotRightTriangle	022EB	8939
⧐̸	NotRightTriangleBar	029D0 + 00338
⋭	NotRightTriangleEqual	022ED	8941
⊏̸	NotSquareSubset	0228F + 00338
⋢	NotSquareSubsetEqual	022E2	8930
⊐̸	NotSquareSuperset	02290 + 00338
⋣	NotSquareSupersetEqual	022E3	8931
⊂⃒	NotSubset	02282 + 020D2
⊈	NotSubsetEqual	02288	8840
⊁	NotSucceeds	02281	8833
⪰̸	NotSucceedsEqual	02AB0 + 00338
⋡	NotSucceedsSlantEqual	022E1	8929
≿̸	NotSucceedsTilde	0227F + 00338
⊃⃒	NotSuperset	02283 + 020D2
⊉	NotSupersetEqual	02289	8841
≁	NotTilde	02241	8769
≄	NotTildeEqual	02244	8772
≇	NotTildeFullEqual	02247	8775
≉	NotTildeTilde	02249	8777
∤	NotVerticalBar	02224	8740
∦	npar	02226	8742
∦	nparallel	02226	8742
⫽⃥	nparsl	02AFD + 020E5
∂̸	npart	02202 + 00338
⨔	npolint	02A14	10772
⊀	npr	02280	8832
⋠	nprcue	022E0	8928
⪯̸	npre	02AAF + 00338
⊀	nprec	02280	8832
⪯̸	npreceq	02AAF + 00338
⇏	nrArr	021CF	8655
↛	nrarr	0219B	8603
⤳̸	nrarrc	02933 + 00338
↝̸	nrarrw	0219D + 00338
⇏	nRightarrow	021CF	8655
↛	nrightarrow	0219B	8603
⋫	nrtri	022EB	8939
⋭	nrtrie	022ED	8941
⊁	nsc	02281	8833
⋡	nsccue	022E1	8929
⪰̸	nsce	02AB0 + 00338
𝒩	Nscr	1D4A9	119977
𝓃	nscr	1D4C3	120003
∤	nshortmid	02224	8740
∦	nshortparallel	02226	8742
≁	nsim	02241	8769
≄	nsime	02244	8772
≄	nsimeq	02244	8772
∤	nsmid	02224	8740
∦	nspar	02226	8742
⋢	nsqsube	022E2	8930
⋣	nsqsupe	022E3	8931
⊄	nsub	02284	8836
⫅̸	nsubE	02AC5 + 00338
⊈	nsube	02288	8840
⊂⃒	nsubset	02282 + 020D2
⊈	nsubseteq	02288	8840
⫅̸	nsubseteqq	02AC5 + 00338
⊁	nsucc	02281	8833
⪰̸	nsucceq	02AB0 + 00338
⊅	nsup	02285	8837
⫆̸	nsupE	02AC6 + 00338
⊉	nsupe	02289	8841
⊃⃒	nsupset	02283 + 020D2
⊉	nsupseteq	02289	8841
⫆̸	nsupseteqq	02AC6 + 00338
≹	ntgl	02279	8825
Ñ	Ntilde	000D1	209
ñ	ntilde	000F1	241
≸	ntlg	02278	8824
⋪	ntriangleleft	022EA	8938
⋬	ntrianglelefteq	022EC	8940
⋫	ntriangleright	022EB	8939
⋭	ntrianglerighteq	022ED	8941
Ν	Nu	0039D	925
ν	nu	003BD	957
#	num	00023	35
№	numero	02116	8470
	numsp	02007	8199
≍⃒	nvap	0224D + 020D2
⊯	nVDash	022AF	8879
⊮	nVdash	022AE	8878
⊭	nvDash	022AD	8877
⊬	nvdash	022AC	8876
≥⃒	nvge	02265 + 020D2
>⃒	nvgt	0003E + 020D2
⤄	nvHarr	02904	10500
⧞	nvinfin	029DE	10718
⤂	nvlArr	02902	10498
≤⃒	nvle	02264 + 020D2
<⃒	nvlt	0003C + 020D2
⊴⃒	nvltrie	022B4 + 020D2
⤃	nvrArr	02903	10499
⊵⃒	nvrtrie	022B5 + 020D2
∼⃒	nvsim	0223C + 020D2
⤣	nwarhk	02923	10531
⇖	nwArr	021D6	8662
↖	nwarr	02196	8598
↖	nwarrow	02196	8598
⤧	nwnear	02927	10535

字母 O 开头

Character	Entity Name	Hex	Dec
Ó	Oacute	000D3	211
ó	oacute	000F3	243
⊛	oast	0229B	8859
⊚	ocir	0229A	8858
Ô	Ocirc	000D4	212
ô	ocirc	000F4	244
О	Ocy	0041E	1054
о	ocy	0043E	1086
⊝	odash	0229D	8861
Ő	Odblac	00150	336
ő	odblac	00151	337
⨸	odiv	02A38	10808
⊙	odot	02299	8857
⦼	odsold	029BC	10684
Œ	OElig	00152	338
œ	oelig	00153	339
⦿	ofcir	029BF	10687
𝔒	Ofr	1D512	120082
𝔬	ofr	1D52C	120108
˛	ogon	002DB	731
Ò	Ograve	000D2	210
ò	ograve	000F2	242
⧁	ogt	029C1	10689
⦵	ohbar	029B5	10677
Ω	ohm	003A9	937
∮	oint	0222E	8750
↺	olarr	021BA	8634
⦾	olcir	029BE	10686
⦻	olcross	029BB	10683
‾	oline	0203E	8254
⧀	olt	029C0	10688
Ō	Omacr	0014C	332
ō	omacr	0014D	333
Ω	Omega	003A9	937
ω	omega	003C9	969
Ο	Omicron	0039F	927
ο	omicron	003BF	959
⦶	omid	029B6	10678
⊖	ominus	02296	8854
𝕆	Oopf	1D546	120134
𝕠	oopf	1D560	120160
⦷	opar	029B7	10679
“	OpenCurlyDoubleQuote	0201C	8220
‘	OpenCurlyQuote	02018	8216
⦹	operp	029B9	10681
⊕	oplus	02295	8853
⩔	Or	02A54	10836
∨	or	02228	8744
↻	orarr	021BB	8635
⩝	ord	02A5D	10845
ℴ	order	02134	8500
ℴ	orderof	02134	8500
ª	ordf	000AA	170
º	ordm	000BA	186
⊶	origof	022B6	8886
⩖	oror	02A56	10838
⩗	orslope	02A57	10839
⩛	orv	02A5B	10843
Ⓢ	oS	024C8	9416
𝒪	Oscr	1D4AA	119978
ℴ	oscr	02134	8500
Ø	Oslash	000D8	216
ø	oslash	000F8	248
⊘	osol	02298	8856
Õ	Otilde	000D5	213
õ	otilde	000F5	245
⨷	Otimes	02A37	10807
⊗	otimes	02297	8855
⨶	otimesas	02A36	10806
Ö	Ouml	000D6	214
ö	ouml	000F6	246
⌽	ovbar	0233D	9021
‾	OverBar	0203E	8254
⏞	OverBrace	023DE	9182
⎴	OverBracket	023B4	9140
⏜	OverParenthesis	023DC	9180

字母 P 开头

Character	Entity Name	Hex	Dec
∥	par	02225	8741
¶	para	000B6	182
∥	parallel	02225	8741
⫳	parsim	02AF3	10995
⫽	parsl	02AFD	11005
∂	part	02202	8706
∂	PartialD	02202	8706
П	Pcy	0041F	1055
п	pcy	0043F	1087
%	percnt	00025	37
.	period	0002E	46
‰	permil	02030	8240
⊥	perp	022A5	8869
‱	pertenk	02031	8241
𝔓	Pfr	1D513	120083
𝔭	pfr	1D52D	120109
Φ	Phi	003A6	934
φ	phi	003C6	966
ϕ	phiv	003D5	981
ℳ	phmmat	02133	8499
☎	phone	0260E	9742
Π	Pi	003A0	928
π	pi	003C0	960
⋔	pitchfork	022D4	8916
ϖ	piv	003D6	982
ℏ	planck	0210F	8463
ℎ	planckh	0210E	8462
ℏ	plankv	0210F	8463
+	plus	0002B	43
⨣	plusacir	02A23	10787
⊞	plusb	0229E	8862
⨢	pluscir	02A22	10786
∔	plusdo	02214	8724
⨥	plusdu	02A25	10789
⩲	pluse	02A72	10866
±	plusmn	000B1	177
⨦	plussim	02A26	10790
⨧	plustwo	02A27	10791
±	pm	000B1	177
ℌ	Poincareplane	0210C	8460
⨕	pointint	02A15	10773
ℙ	Popf	02119	8473
𝕡	popf	1D561	120161
£	pound	000A3	163
⪻	Pr	02ABB	10939
≺	pr	0227A	8826
⪷	prap	02AB7	10935
≼	prcue	0227C	8828
⪳	prE	02AB3	10931
⪯	pre	02AAF	10927
≺	prec	0227A	8826
⪷	precapprox	02AB7	10935
≼	preccurlyeq	0227C	8828
≺	Precedes	0227A	8826
⪯	PrecedesEqual	02AAF	10927
≼	PrecedesSlantEqual	0227C	8828
≾	PrecedesTilde	0227E	8830
⪯	preceq	02AAF	10927
⪹	precnapprox	02AB9	10937
⪵	precneqq	02AB5	10933
⋨	precnsim	022E8	8936
≾	precsim	0227E	8830
″	Prime	02033	8243
′	prime	02032	8242
ℙ	primes	02119	8473
⪹	prnap	02AB9	10937
⪵	prnE	02AB5	10933
⋨	prnsim	022E8	8936
∏	prod	0220F	8719
∏	Product	0220F	8719
⌮	profalar	0232E	9006
⌒	profline	02312	8978
⌓	profsurf	02313	8979
∝	prop	0221D	8733
∷	Proportion	02237	8759
∝	Proportional	0221D	8733
∝	propto	0221D	8733
≾	prsim	0227E	8830
⊰	prurel	022B0	8880
𝒫	Pscr	1D4AB	119979
𝓅	pscr	1D4C5	120005
Ψ	Psi	003A8	936
ψ	psi	003C8	968
	puncsp	02008	8200

字母 Q 开头

Character	Entity Name	Hex	Dec
𝔔	Qfr	1D514	120084
𝔮	qfr	1D52E	120110
⨌	qint	02A0C	10764
ℚ	Qopf	0211A	8474
𝕢	qopf	1D562	120162
⁗	qprime	02057	8279
𝒬	Qscr	1D4AC	119980
𝓆	qscr	1D4C6	120006
ℍ	quaternions	0210D	8461
⨖	quatint	02A16	10774
?	quest	0003F	63
≟	questeq	0225F	8799
"	quot	00022	34

字母 R 开头

Character	Entity Name	Hex	Dec
⇛	rAarr	021DB	8667
∽̱	race	0223D + 00331
Ŕ	Racute	00154	340
ŕ	racute	00155	341
√	radic	0221A	8730
⦳	raemptyv	029B3	10675
⟫	Rang	027EB	10219
⟩	rang	027E9	10217
⦒	rangd	02992	10642
⦥	range	029A5	10661
⟩	rangle	027E9	10217
»	raquo	000BB	187
↠	Rarr	021A0	8608
⇒	rArr	021D2	8658
→	rarr	02192	8594
⥵	rarrap	02975	10613
⇥	rarrb	021E5	8677
⤠	rarrbfs	02920	10528
⤳	rarrc	02933	10547
⤞	rarrfs	0291E	10526
↪	rarrhk	021AA	8618
↬	rarrlp	021AC	8620
⥅	rarrpl	02945	10565
⥴	rarrsim	02974	10612
⤖	Rarrtl	02916	10518
↣	rarrtl	021A3	8611
↝	rarrw	0219D	8605
⤜	rAtail	0291C	10524
⤚	ratail	0291A	10522
∶	ratio	02236	8758
ℚ	rationals	0211A	8474
⤐	RBarr	02910	10512
⤏	rBarr	0290F	10511
⤍	rbarr	0290D	10509
❳	rbbrk	02773	10099
}	rbrace	0007D	125
]	rbrack	0005D	93
⦌	rbrke	0298C	10636
⦎	rbrksld	0298E	10638
⦐	rbrkslu	02990	10640
Ř	Rcaron	00158	344
ř	rcaron	00159	345
Ŗ	Rcedil	00156	342
ŗ	rcedil	00157	343
⌉	rceil	02309	8969
}	rcub	0007D	125
Р	Rcy	00420	1056
р	rcy	00440	1088
⤷	rdca	02937	10551
⥩	rdldhar	02969	10601
”	rdquo	0201D	8221
”	rdquor	0201D	8221
↳	rdsh	021B3	8627
ℜ	Re	0211C	8476
ℜ	real	0211C	8476
ℛ	realine	0211B	8475
ℜ	realpart	0211C	8476
ℝ	reals	0211D	8477
▭	rect	025AD	9645
®	reg	000AE	174
∋	ReverseElement	0220B	8715
⇋	ReverseEquilibrium	021CB	8651
⥯	ReverseUpEquilibrium	0296F	10607
⥽	rfisht	0297D	10621
⌋	rfloor	0230B	8971
ℜ	Rfr	0211C	8476
𝔯	rfr	1D52F	120111
⥤	rHar	02964	10596
⇁	rhard	021C1	8641
⇀	rharu	021C0	8640
⥬	rharul	0296C	10604
Ρ	Rho	003A1	929
ρ	rho	003C1	961
ϱ	rhov	003F1	1009
⟩	RightAngleBracket	027E9	10217
→	RightArrow	02192	8594
⇒	Rightarrow	021D2	8658
→	rightarrow	02192	8594
⇥	RightArrowBar	021E5	8677
⇄	RightArrowLeftArrow	021C4	8644
↣	rightarrowtail	021A3	8611
⌉	RightCeiling	02309	8969
⟧	RightDoubleBracket	027E7	10215
⥝	RightDownTeeVector	0295D	10589
⇂	RightDownVector	021C2	8642
⥕	RightDownVectorBar	02955	10581
⌋	RightFloor	0230B	8971
⇁	rightharpoondown	021C1	8641
⇀	rightharpoonup	021C0	8640
⇄	rightleftarrows	021C4	8644
⇌	rightleftharpoons	021CC	8652
⇉	rightrightarrows	021C9	8649
↝	rightsquigarrow	0219D	8605
⊢	RightTee;	022A2	8866
↦	RightTeeArrow	021A6	8614
⥛	RightTeeVector	0295B	10587
⋌	rightthreetimes	022CC	8908
⊳	RightTriangle	022B3	8883
⧐	RightTriangleBar	029D0	10704
⊵	RightTriangleEqual	022B5	8885
⥏	RightUpDownVector	0294F	10575
⥜	RightUpTeeVector	0295C	10588
↾	RightUpVector	021BE	8638
⥔	RightUpVectorBar	02954	10580
⇀	RightVector	021C0	8640
⥓	RightVectorBar	02953	10579
˚	ring	002DA	730
≓	risingdotseq	02253	8787
⇄	rlarr	021C4	8644
⇌	rlhar	021CC	8652
‏	rlm	0200F	8207
⎱	rmoust	023B1	9137
⎱	rmoustache	023B1	9137
⫮	rnmid	02AEE	10990
⟭	roang	027ED	10221
⇾	roarr	021FE	8702
⟧	robrk	027E7	10215
⦆	ropar	02986	10630
ℝ	Ropf	0211D	8477
𝕣	ropf	1D563	120163
⨮	roplus	02A2E	10798
⨵	rotimes	02A35	10805
⥰	RoundImplies	02970	10608
)	rpar	00029	41
⦔	rpargt	02994	10644
⨒	rppolint	02A12	10770
⇉	rrarr	021C9	8649
⇛	Rrightarrow	021DB	8667
›	rsaquo	0203A	8250
ℛ	Rscr	0211B	8475
𝓇	rscr	1D4C7	120007
↱	Rsh	021B1	8625
↱	rsh	021B1	8625
]	rsqb	0005D	93
’	rsquo	02019	8217
’	rsquor	02019	8217
⋌	rthree	022CC	8908
⋊	rtimes	022CA	8906
▹	rtri	025B9	9657
⊵	rtrie	022B5	8885
▸	rtrif	025B8	9656
⧎	rtriltri	029CE	10702
⧴	RuleDelayed	029F4	10740
⥨	ruluhar	02968	10600
℞	rx	0211E	8478

字母 S 开头

Character	Entity Name	Hex	Dec
Ś	Sacute	0015A	346
ś	sacute	0015B	347
‚	sbquo	0201A	8218
⪼	Sc	02ABC	10940
≻	sc	0227B	8827
⪸	scap	02AB8	10936
Š	Scaron	00160	352
š	scaron	00161	353
≽	sccue	0227D	8829
⪴	scE	02AB4	10932
⪰	sce	02AB0	10928
Ş	Scedil	0015E	350
ş	scedil	0015F	351
Ŝ	Scirc	0015C	348
ŝ	scirc	0015D	349
⪺	scnap	02ABA	10938
⪶	scnE	02AB6	10934
⋩	scnsim	022E9	8937
⨓	scpolint	02A13	10771
≿	scsim	0227F	8831
С	Scy	00421	1057
с	scy	00441	1089
⋅	sdot	022C5	8901
⊡	sdotb	022A1	8865
⩦	sdote	02A66	10854
⤥	searhk	02925	10533
⇘	seArr	021D8	8664
↘	searr	02198	8600
↘	searrow	02198	8600
§	sect	000A7	167
;	semi	0003B	59
⤩	seswar	02929	10537
∖	setminus	02216	8726
∖	setmn	02216	8726
✶	sext	02736	10038
𝔖	Sfr	1D516	120086
𝔰	sfr	1D530	120112
⌢	sfrown	02322	8994
♯	sharp	0266F	9839
Щ	SHCHcy	00429	1065
щ	shchcy	00449	1097
Ш	SHcy	00428	1064
ш	shcy	00448	1096
↓	ShortDownArrow	02193	8595
←	ShortLeftArrow	02190	8592
∣	shortmid	02223	8739
∥	shortparallel	02225	8741
→	ShortRightArrow	02192	8594
↑	ShortUpArrow	02191	8593
	shy	000AD	173
Σ	Sigma	003A3	931
σ	sigma	003C3	963
ς	sigmaf	003C2	962
ς	sigmav	003C2	962
∼	sim	0223C	8764
⩪	simdot	02A6A	10858
≃	sime	02243	8771
≃	simeq	02243	8771
⪞	simg	02A9E	10910
⪠	simgE	02AA0	10912
⪝	siml	02A9D	10909
⪟	simlE	02A9F	10911
≆	simne	02246	8774
⨤	simplus	02A24	10788
⥲	simrarr	02972	10610
←	slarr	02190	8592
∘	SmallCircle	02218	8728
∖	smallsetminus	02216	8726
⨳	smashp	02A33	10803
⧤	smeparsl	029E4	10724
∣	smid	02223	8739
⌣	smile	02323	8995
⪪	smt	02AAA	10922
⪬	smte	02AAC	10924
⪬︀	smtes	02AAC + 0FE00	10924
Ь	SOFTcy	0042C	1068
ь	softcy	0044C	1100
/	sol	0002F	47
⧄	solb	029C4	10692
⌿	solbar	0233F	9023
𝕊	Sopf	1D54A	120138
𝕤	sopf	1D564	120164
♠	spades	02660	9824
♠	spadesuit	02660	9824
∥	spar	02225	8741
⊓	sqcap	02293	8851
⊓︀	sqcaps	02293 + 0FE00	8851
⊔	sqcup	02294	8852
⊔︀	sqcups	02294 + 0FE00	8852
√	Sqrt	0221A	8730
⊏	sqsub	0228F	8847
⊑	sqsube	02291	8849
⊏	sqsubset	0228F	8847
⊑	sqsubseteq	02291	8849
⊐	sqsup	02290	8848
⊒	sqsupe	02292	8850
⊐	sqsupset	02290	8848
⊒	sqsupseteq	02292	8850
□	squ	025A1	9633
□	Square	025A1	9633
□	square	025A1	9633
⊓	SquareIntersection	02293	8851
⊏	SquareSubset	0228F	8847
⊑	SquareSubsetEqual	02291	8849
⊐	SquareSuperset	02290	8848
⊒	SquareSupersetEqual	02292	8850
⊔	SquareUnion	02294	8852
▪	squarf	025AA	9642
▪	squf	025AA	9642
→	srarr	02192	8594
𝒮	Sscr	1D4AE	119982
𝓈	sscr	1D4C8	120008
∖	ssetmn	02216	8726
⌣	ssmile	02323	8995
⋆	sstarf	022C6	8902
⋆	Star	022C6	8902
☆	star	02606	9734
★	starf	02605	9733
ϵ	straightepsilon	003F5	1013
ϕ	straightphi	003D5	981
¯	strns	000AF	175
⋐	Sub	022D0	8912
⊂	sub	02282	8834
⪽	subdot	02ABD	10941
⫅	subE	02AC5	10949
⊆	sube	02286	8838
⫃	subedot	02AC3	10947
⫁	submult	02AC1	10945
⫋	subnE	02ACB	10955
⊊	subne	0228A	8842
⪿	subplus	02ABF	10943
⥹	subrarr	02979	10617
⋐	Subset	022D0	8912
⊂	subset	02282	8834
⊆	subseteq	02286	8838
⫅	subseteqq	02AC5	10949
⊆	SubsetEqual	02286	8838
⊊	subsetneq	0228A	8842
⫋	subsetneqq	02ACB	10955
⫇	subsim	02AC7	10951
⫕	subsub	02AD5	10965
⫓	subsup	02AD3	10963
≻	succ	0227B	8827
⪸	succapprox	02AB8	10936
≽	succcurlyeq	0227D	8829
≻	Succeeds	0227B	8827
⪰	SucceedsEqual	02AB0	10928
≽	SucceedsSlantEqual	0227D	8829
≿	SucceedsTilde	0227F	8831
⪰	succeq	02AB0	10928
⪺	succnapprox	02ABA	10938
⪶	succneqq	02AB6	10934
⋩	succnsim	022E9	8937
≿	succsim	0227F	8831
∋	SuchThat	0220B	8715
∑	Sum	02211	8721
∑	sum	02211	8721
♪	sung	0266A	9834
⋑	Sup	022D1	8913
⊃	sup	02283	8835
¹	sup1	000B9	185
²	sup2	000B2	178
³	sup3	000B3	179
⪾	supdot	02ABE	10942
⫘	supdsub	02AD8	10968
⫆	supE	02AC6	10950
⊇	supe	02287	8839
⫄	supedot	02AC4	10948
⊃	Superset	02283	8835
⊇	SupersetEqual	02287	8839
⟉	suphsol	027C9	10185
⫗	suphsub	02AD7	10967
⥻	suplarr	0297B	10619
⫂	supmult	02AC2	10946
⫌	supnE	02ACC	10956
⊋	supne	0228B	8843
⫀	supplus	02AC0	10944
⋑	Supset	022D1	8913
⊃	supset	02283	8835
⊇	supseteq	02287	8839
⫆	supseteqq	02AC6	10950
⊋	supsetneq	0228B	8843
⫌	supsetneqq	02ACC	10956
⫈	supsim	02AC8	10952
⫔	supsub	02AD4	10964
⫖	supsup	02AD6	10966
⤦	swarhk	02926	10534
⇙	swArr	021D9	8665
↙	swarr	02199	8601
↙	swarrow	02199	8601
⤪	swnwar	0292A	10538
ß	szlig	000DF	223

字母 T 开头

Character	Entity Name	Hex	Dec
	Tab	00009	9
⌖	target	02316	8982
Τ	Tau	003A4	932
τ	tau	003C4	964
⎴	tbrk	023B4	9140
Ť	Tcaron	00164	356
ť	tcaron	00165	357
Ţ	Tcedil	00162	354
ţ	tcedil	00163	355
Т	Tcy	00422	1058
т	tcy	00442	1090
⃛	tdot	020DB	8411
⌕	telrec	02315	8981
𝔗	Tfr	1D517	120087
𝔱	tfr	1D531	120113
∴	there4	02234	8756
∴	Therefore	02234	8756
∴	therefore	02234	8756
Θ	Theta	00398	920
θ	theta	003B8	952
ϑ	thetasym	003D1	977
ϑ	thetav	003D1	977
≈	thickapprox	02248	8776
∼	thicksim	0223C	8764
	ThickSpace	0205F + 0200A	8287
	thinsp	02009	8201
	ThinSpace	02009	8201
≈	thkap	02248	8776
∼	thksim	0223C	8764
Þ	THORN	000DE	222
þ	thorn	000FE	254
∼	Tilde	0223C	8764
˜	tilde	002DC	732
≃	TildeEqual	02243	8771
≅	TildeFullEqual	02245	8773
≈	TildeTilde	02248	8776
×	times	000D7	215
⊠	timesb	022A0	8864
⨱	timesbar	02A31	10801
⨰	timesd	02A30	10800
∭	tint	0222D	8749
⤨	toea	02928	10536
⊤	top	022A4	8868
⌶	topbot	02336	9014
⫱	topcir	02AF1	10993
𝕋	Topf	1D54B	120139
𝕥	topf	1D565	120165
⫚	topfork	02ADA	10970
⤩	tosa	02929	10537
‴	tprime	02034	8244
™	TRADE	02122	8482
™	trade	02122	8482
▵	triangle	025B5	9653
▿	triangledown	025BF	9663
◃	triangleleft	025C3	9667
⊴	trianglelefteq	022B4	8884
≜	triangleq	0225C	8796
▹	triangleright	025B9	9657
⊵	trianglerighteq	022B5	8885
◬	tridot	025EC	9708
≜	trie	0225C	8796
⨺	triminus	02A3A	10810
⃛	TripleDot	020DB	8411
⨹	triplus	02A39	10809
⧍	trisb	029CD	10701
⨻	tritime	02A3B	10811
⏢	trpezium	023E2	9186
𝒯	Tscr	1D4AF	119983
𝓉	tscr	1D4C9	120009
Ц	TScy	00426	1062
ц	tscy	00446	1094
Ћ	TSHcy	0040B	1035
ћ	tshcy	0045B	1115
Ŧ	Tstrok	00166	358
ŧ	tstrok	00167	359
≬	twixt	0226C	8812
↞	twoheadleftarrow	0219E	8606
↠	twoheadrightarrow	021A0	8608

字母 U 开头

Character	Entity Name	Hex	Dec
Ú	Uacute	000DA	218
ú	uacute	000FA	250
↟	Uarr	0219F	8607
⇑	uArr	021D1	8657
↑	uarr	02191	8593
⥉	Uarrocir	02949	10569
Ў	Ubrcy	0040E	1038
ў	ubrcy	0045E	1118
Ŭ	Ubreve	0016C	364
ŭ	ubreve	0016D	365
Û	Ucirc	000DB	219
û	ucirc	000FB	251
У	Ucy	00423	1059
у	ucy	00443	1091
⇅	udarr	021C5	8645
Ű	Udblac	00170	368
ű	udblac	00171	369
⥮	udhar	0296E	10606
⥾	ufisht	0297E	10622
𝔘	Ufr	1D518	120088
𝔲	ufr	1D532	120114
Ù	Ugrave	000D9	217
ù	ugrave	000F9	249
⥣	uHar	02963	10595
↿	uharl	021BF	8639
↾	uharr	021BE	8638
▀	uhblk	02580	9600
⌜	ulcorn	0231C	8988
⌜	ulcorner	0231C	8988
⌏	ulcrop	0230F	8975
◸	ultri	025F8	9720
Ū	Umacr	0016A	362
ū	umacr	0016B	363
¨	uml	000A8	168
_	UnderBar	0005F	95
⏟	UnderBrace	023DF	9183
⎵	UnderBracket	023B5	9141
⏝	UnderParenthesis	023DD	9181
⋃	Union	022C3	8899
⊎	UnionPlus	0228E	8846
Ų	Uogon	00172	370
ų	uogon	00173	371
𝕌	Uopf	1D54C	120140
𝕦	uopf	1D566	120166
↑	UpArrow	02191	8593
⇑	Uparrow	021D1	8657
↑	uparrow	02191	8593
⤒	UpArrowBar	02912	10514
⇅	UpArrowDownArrow	021C5	8645
↕	UpDownArrow	02195	8597
⇕	Updownarrow	021D5	8661
↕	updownarrow	02195	8597
⥮	UpEquilibrium	0296E	10606
↿	upharpoonleft	021BF	8639
↾	upharpoonright	021BE	8638
⊎	uplus	0228E	8846
↖	UpperLeftArrow	02196	8598
↗	UpperRightArrow	02197	8599
ϒ	Upsi	003D2	978
υ	upsi	003C5	965
ϒ	upsih	003D2	978
Υ	Upsilon	003A5	933
υ	upsilon	003C5	965
⊥	UpTee	022A5	8869
↥	UpTeeArrow	021A5	8613
⇈	upuparrows	021C8	8648
⌝	urcorn	0231D	8989
⌝	urcorner	0231D	8989
⌎	urcrop	0230E	8974
Ů	Uring	0016E	366
ů	uring	0016F	367
◹	urtri	025F9	9721
𝒰	Uscr	1D4B0	119984
𝓊	uscr	1D4CA	120010
⋰	utdot	022F0	8944
Ũ	Utilde	00168	360
ũ	utilde	00169	361
▵	utri	025B5	9653
▴	utrif	025B4	9652
⇈	uuarr	021C8	8648
Ü	Uuml	000DC	220
ü	uuml	000FC	252
⦧	uwangle	029A7	10663

字母 V 开头

Character	Entity Name	Hex	Dec
⦜	vangrt	0299C	10652
ϵ	varepsilon	003F5	1013
ϰ	varkappa	003F0	1008
∅	varnothing	02205	8709
ϕ	varphi	003D5	981
ϖ	varpi	003D6	982
∝	varpropto	0221D	8733
⇕	vArr	021D5	8661
↕	varr	02195	8597
ϱ	varrho	003F1	1009
ς	varsigma	003C2	962
⊊︀	varsubsetneq	0228A + 0FE00	8842
⫋︀	varsubsetneqq	02ACB + 0FE00	10955
⊋︀	varsupsetneq	0228B + 0FE00	8843
⫌︀	varsupsetneqq	02ACC + 0FE00	10956
ϑ	vartheta	003D1	977
⊲	vartriangleleft	022B2	8882
⊳	vartriangleright	022B3	8883
⫫	Vbar	02AEB	10987
⫨	vBar	02AE8	10984
⫩	vBarv	02AE9	10985
В	Vcy	00412	1042
в	vcy	00432	1074
⊫	VDash	022AB	8875
⊩	Vdash	022A9	8873
⊨	vDash	022A8	8872
⊢	vdash	022A2	8866
⫦	Vdashl	02AE6	10982
⋁	Vee	022C1	8897
∨	vee	02228	8744
⊻	veebar	022BB	8891
≚	veeeq	0225A	8794
⋮	vellip	022EE	8942
‖	Verbar	02016	8214
\|	verbar	0007C	124
‖	Vert	02016	8214
\|	vert	0007C	124
∣	VerticalBar	02223	8739
\|	VerticalLine	0007C	124
❘	VerticalSeparator	02758	10072
≀	VerticalTilde	02240	8768
	VeryThinSpace	0200A	8202
𝔙	Vfr	1D519	120089
𝔳	vfr	1D533	120115
⊲	vltri	022B2	8882
⊂⃒	vnsub	02282 + 020D2	8834
⊃⃒	vnsup	02283 + 020D2	8835
𝕍	Vopf	1D54D	120141
𝕧	vopf	1D567	120167
∝	vprop	0221D	8733
⊳	vrtri	022B3	8883
𝒱	Vscr	1D4B1	119985
𝓋	vscr	1D4CB	120011
⫋︀	vsubnE	02ACB + 0FE00
⊊︀	vsubne	0228A + 0FE00
⫌︀	vsupnE	02ACC + 0FE00
⊋︀	vsupne	0228B + 0FE00
⊪	Vvdash	022AA	8874
⦚	vzigzag	0299A	10650

字母 W 开头

Character	Entity Name	Hex	Dec
Ŵ	Wcirc	00174	372
ŵ	wcirc	00175	373
⩟	wedbar	02A5F	10847
⋀	Wedge	022C0	8896
∧	wedge	02227	8743
≙	wedgeq	02259	8793
℘	weierp	02118	8472
𝔚	Wfr	1D51A	120090
𝔴	wfr	1D534	120116
𝕎	Wopf	1D54E	120142
𝕨	wopf	1D568	120168
℘	wp	02118	8472
≀	wr	02240	8768
≀	wreath	02240	8768
𝒲	Wscr	1D4B2	119986
𝓌	wscr	1D4CC	120012

字母 X 开头

Character	Entity Name	Hex	Dec
⋂	xcap	022C2	8898
◯	xcirc	025EF	9711
⋃	xcup	022C3	8899
▽	xdtri	025BD	9661
𝔛	Xfr	1D51B	120091
𝔵	xfr	1D535	120117
⟺	xhArr	027FA	10234
⟷	xharr	027F7	10231
Ξ	Xi	0039E	926
ξ	xi	003BE	958
⟸	xlArr	027F8	10232
⟵	xlarr	027F5	10229
⟼	xmap	027FC	10236
⋻	xnis	022FB	8955
⨀	xodot	02A00	10752
𝕏	Xopf	1D54F	120143
𝕩	xopf	1D569	120169
⨁	xoplus	02A01	10753
⨂	xotime	02A02	10754
⟹	xrArr	027F9	10233
⟶	xrarr	027F6	10230
𝒳	Xscr	1D4B3	119987
𝓍	xscr	1D4CD	120013
⨆	xsqcup	02A06	10758
⨄	xuplus	02A04	10756
△	xutri	025B3	9651
⋁	xvee	022C1	8897
⋀	xwedge	022C0	8896

字母 Y 开头

Character	Entity Name	Hex	Dec
Ý	Yacute	000DD	221
ý	yacute	000FD	253
Я	YAcy	0042F	1071
я	yacy	0044F	1103
Ŷ	Ycirc	00176	374
ŷ	ycirc	00177	375
Ы	Ycy	0042B	1067
ы	ycy	0044B	1099
¥	yen	000A5	165
𝔜	Yfr	1D51C	120092
𝔶	yfr	1D536	120118
Ї	YIcy	00407	1031
ї	yicy	00457	1111
𝕐	Yopf	1D550	120144
𝕪	yopf	1D56A	120170
𝒴	Yscr	1D4B4	119988
𝓎	yscr	1D4CE	120014
Ю	YUcy	0042E	1070
ю	yucy	0044E	1102
Ÿ	Yuml	00178	376
ÿ	yuml	000FF	255

字母 Z 开头

Character	Entity Name	Hex	Dec
Ź	Zacute	00179	377
ź	zacute	0017A	378
Ž	Zcaron	0017D	381
ž	zcaron	0017E	382
З	Zcy	00417	1047
з	zcy	00437	1079
Ż	Zdot	0017B	379
ż	zdot	0017C	380
ℨ	zeetrf	02128	8488
	ZeroWidthSpace	0200B	8203
Ζ	Zeta	00396	918
ζ	zeta	003B6	950
ℨ	Zfr	02128	8488
𝔷	zfr	1D537	120119
Ж	ZHcy	00416	1046
ж	zhcy	00436	1078
⇝	zigrarr	021DD	8669
ℤ	Zopf	02124	8484
𝕫	zopf	1D56B	120171
𝒵	Zscr	1D4B5	119989
𝓏	zscr	1D4CF	120015
‍	zwj	0200D	8205
‌	zwnj	0200C	8204

制表符

┏┳┓   ╔╦╗   ╓╥╖   ┌┬┐   ╭╮  ╱╲
┣╋┫   ╠╬╣   ╟╫╢   ├┼┤   ╰╯  ╲╱
┗┻┛   ╚╩╝   ╙╨╜   └┴┘ 

━━ ══ ┅┅ ┈┈ ﹍  ﹎﹉  ﹊
_  ＿  ﹏  ˉ  ￣  ﹌  ˇ
╳  ¦  ‖  ︴ ︳|  ┃ ║ ┆ ┇

┏━━┳━━┓  ╔══╦══╗  ┌┈┈┬┈┈┐  ╭┈┈┬┈┈╮
┣━━╋━━┫  ║  ║  ║  ├┈┈┼┈┈┤  ├┈┈┼┈┈┤
┃  ┃  ┃  ╠══╬══╣  ┆  ┆  ┆  ├┈┈┼┈┈┤
┗━━┻━━┛  ╚══╩══╝  └┈┈┴┈┈┘  ╰┈┈┴┈┈╯

特殊符号

△  ▽  ○  ◇  □  ☆  ▷  ◁  ☼  ☏
▲  ▼  ●  ◆  ■  ★  ▶  ◀  ☀  ☎
♤  ♡  ♢  ♧  ♠  ♥  ♦  ♣  ☻  ❤
▁  ▂  ▃  ▄  ▅  ▆  ▇  █  ☜  ☞
▉  ▊  ▋  ▌  ▍  ▎  ▏  ‥  …  ▪
•  ☉  ⊕  Θ  ◎  ¤  ⊿  の

↖  ↑  ↗  ▧  ▤  ▨  ▥  ▩  ▦  ⊹
←  ↔  →  ▏  ▕  ▁  ▔  ▬  〓  ≡
↙  ↓  ↘  ¬  ￢  †  ‡  ▫  ◈  ▣

◤  ◥  ♩  ♪  ♫  ♬  §  ¶  ♭  ♯
◣  ◢  ∮  ‖  ㊣  €  $  ¥  ☑  ☒
░  ▒  ▓  ◐  ◑  ◕  ♀  ♂  卍  卐
⊱  ⋛  ⋌  ⋚  ⊰  ☌  ☍  ☋  ∷  Ω
®  ©  ™  ª  ㈱  ¢  ℡  №  囍

*  ＊  ※  ✲  ❈  ❉  ✿  ❀  ❃  ❁
✪  ☄  ☢  ☣  ☭  ❂  ☪  ➹  ☃  ☂ 
❦  ❧  ✎  ✄  Ю  ✟  ۩  ღ  ஐ  ☠
♨  ۞

麻将符号

🀀  🀄︎  🀁  🀂  🀃  🀅  🀆
🀇  🀈  🀉  🀊  🀋  🀌  🀍  🀎  🀏
🀐  🀑  🀒  🀓  🀔  🀕  🀖  🀗  🀘
🀙  🀚  🀛  🀜  🀝  🀞  🀟  🀠  🀡
🀢  🀣  🀤  🀥  🀦  🀧  🀨  🀩

数学符号

＋  －  ×  ·  ÷  ／  ±  ㏒  ㏑  ∑
∏  ×  √  ﹢  ﹣  ±  ∫  ∮  ∝  ∞ 
∧  ∨  ＝  ≈  ≡  ≠  ＜  ＞  ≤  ≥
≦  ≧  ≮  ≯  º  ¹  ²  ³  ½  ¾
¼  ％  ‰

·  ∶  ∴  ∵  ∷  ⊙  ∪  ∩  △  ▽
○  □  →  ∉  ∅  ∈  ≌  ∽  ≒  ∥
⊿  ⌒  Φ  √  ∠  ⊥

°  ㎎  ㎏  μm  ㎜  ㎝  ㎞  ㎡  ℃  ℉
′  ″  ㏄  ㏎  ml mol  〒  ¤  ㏕  ￠
µ  ＄  €  ￥  ฿

Α  Β  Γ  Δ  Ε  Ζ  Η  Θ  Ι  Κ
Λ  Μ  Ν  Ξ  Ο  Π  Ρ  Σ  Τ  Υ
Φ  Χ  Ψ  Ω

序号符号

① ② ③ ④ ⑤ ⑥ ⑦ ⑧ ⑨ ⑩ ⑪ ⑫ ⑬ ⑭ ⑮ ⑯
⑴ ⑵ ⑶ ⑷ ⑸ ⑹ ⑺ ⑻ ⑼ ⑽ ⑾ ⑿ ⒀ ⒁ ⒂ ⒃
⒈ ⒉ ⒊ ⒋ ⒌ ⒍ ⒎ ⒏ ⒐ ⒑ ⒒ ⒓ ⒔ ⒕ ⒖ ⒗
Ⅰ Ⅱ Ⅲ Ⅳ Ⅴ Ⅵ Ⅶ Ⅷ Ⅸ Ⅹ XI XII XIII XIV XV XVI
ⅰ ⅱ ⅲ ⅳ ⅵ ⅶ ⅷ ⅸ ⅹ
❶ ❷ ❸ ❹ ❺ ❻ ❼ ❽ ❾ ❿
㈠ ㈡ ㈢ ㈣ ㈤ ㈥ ㈦ ㈧ ㈨ ㈩

标点

。  ？  ！  ，  、  ；  ：  ~  @  #  
.  ?  !  ,  \  ;  :  ～  ＠  ＃  
%  &  *  +  -  =  <  |  ……  ·
﹪  ＆  ＊  ＋  －  ＝  ﹤  ︳  ^  `  
-  ∕  ¦  ‖  ︴

（  ）  【  】  “  ”  ‘  ’  《  》
(  )  [  ]  "  "  '  '  «  »
﹝  ﹞  ＜  ＞  〖  〗  {  }  〈  〉
〔  〕  <  >  ‹  ›  ［  ］  「  」
『  』

︵  ︷  ︿  ︹  ︽  ﹁  ﹃  ︻  ﹍  ﹎
︶  ︸  ﹀  ︺  ︾  ﹂  ﹄  ︼  ﹉  ﹊
_  ＿  ﹏  ˉ  ￣  ﹌  ˇ  ¿  ¡

拉丁符号

Α  Β  Γ  Δ  Ε  Ζ  Η  Θ  Ι  Κ
Λ  Μ  Ν  Ξ  Ο  Π  Ρ  Σ  Τ  Υ
Φ  Χ  Ψ  Ω

α  β  γ  δ  ε  ζ  η  θ  ι  κ
λ  μ  ν  ξ  ο  π  ρ  σ  τ  υ
φ  χ  ψ  ω

À  Á  Â  Ã  Ä  Å  Æ  Ç  È  É
Ê  Ë  Ì  Í  Î  Ï  Ð  Ñ  Ò  Ó
Ô  Õ  Ö  Ø  Ù  Ú  Û  Ü  Ý  Þ
Š  Ÿ  Œ

à  á  â  ã  ä  å  æ  ç  è  é
ê  ë  ì  í  î  ï  ð  ñ  ò  ó
õ  ô  ö  ø  ù  ú  û  ü  ý  þ
š  ÿ  œ

拼音注音

ā  á  ǎ  à  ō  ó  ǒ  ò  ē  é
ě  è  ń  ň    ī  í  ǐ  ì  ū
ú  ǔ  ù  ǖ  ǘ  ǚ  ǜ  ü  ɑ  

俄文字符

А  Б  В  Г  Д  Е  Ё  Ж  З  И
Й  К  Л  М  Н  О  П  Р  С  Т
У  Ф  Х  Ц  Ч  Ш  Щ  Ъ  Ы  Ь
Э  Ю  Я

а  б  в  г  д  е  ё  ж  з  и
й  к  л  м  н  о  п  р  с  т
у  ф  х  ц  ч  ш  щ  ъ  ы  ь
э  ю  я

日文字符

あ い う え    ア イ ウ エ
お か き く    オ カ キ ク
け こ さ し    ケ コ サ シ
す せ そ た    ス セ ソ タ
ち つ て と    チ ツ テ ト
な に ぬ ね    ナ ニ ヌ ネ
の は ひ ふ    ノ ハ ヒ フ
へ ほ ま み    ヘ ホ マ ミ
む め も や    ム メ モ ヤ
ゆ よ ら り    ユ ヨ ラ リ
る れ ろ わ    ル レ ロ ワ
を ん         ヲ ン

が ぎ ぐ げ    ガ ギ グ ゲ
ご ざ じ ず    ゴ ザ ジ ズ
ぜ ぞ だ ぢ    ゼ ゾ ダ ヂ
づ で ど ば    ヅ デ ド バ
び ぶ べ ぼ    ビ ブ ベ ボ
ぱ ぴ ぷ ぺ    パ ピ プ ペ
ぽ            ポ

ぁ  ぃ  ぅ  ぇ     ァ  ィ  ゥ  ェ
ぉ  ゃ  ゅ  ょ     ォ  ャ  ュ  ョ
っ  ゐ  ゑ  ゎ     ッ  ヰ  ヱ  ヮ
                  ヵ  ヶ

。  ゛  ゜  「  」  ・  、  ー

HTML 字符集(UTF-8) HTML Doctypes

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