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有些字符，像 < 这类的，对 HTML 来说是有特殊意义的，这些字符是不允许在文本中被直接使用的。如要在 HTML 中显示出 < 这种字符，我们就需要使用实体字符（Entity）。
注意：实体符号具有大小写敏感性。
此表列出了被 HTML 所支持的字符引用名称及其指向的代码点。
出于传统兼容性的考虑，许多代码点都有多个引用名称。例如，有些字符尾部带有分号，也有些不带分号，或者是有不同的大小写字母。
HTML 字符实体参考表
| Name |
Character(s) |
Glyph |
Aacute; |
U+000C1 |
Á |
Aacute |
U+000C1 |
Á |
aacute; |
U+000E1 |
á |
aacute |
U+000E1 |
á |
Abreve; |
U+00102 |
Ă |
abreve; |
U+00103 |
ă |
ac; |
U+0223E |
∾ |
acd; |
U+0223F |
∿ |
acE; |
U+0223E U+00333 |
∾̳ |
Acirc; |
U+000C2 |
 |
Acirc |
U+000C2 |
 |
acirc; |
U+000E2 |
â |
acirc |
U+000E2 |
â |
acute; |
U+000B4 |
´ |
acute |
U+000B4 |
´ |
Acy; |
U+00410 |
А |
acy; |
U+00430 |
а |
AElig; |
U+000C6 |
Æ |
AElig |
U+000C6 |
Æ |
aelig; |
U+000E6 |
æ |
aelig |
U+000E6 |
æ |
af; |
U+02061 |
|
Afr; |
U+1D504 |
𝔄 |
afr; |
U+1D51E |
𝔞 |
Agrave; |
U+000C0 |
À |
Agrave |
U+000C0 |
À |
agrave; |
U+000E0 |
à |
agrave |
U+000E0 |
à |
alefsym; |
U+02135 |
ℵ |
aleph; |
U+02135 |
ℵ |
Alpha; |
U+00391 |
Α |
alpha; |
U+003B1 |
α |
Amacr; |
U+00100 |
Ā |
amacr; |
U+00101 |
ā |
amalg; |
U+02A3F |
⨿ |
AMP; |
U+00026 |
& |
AMP |
U+00026 |
& |
amp; |
U+00026 |
& |
amp |
U+00026 |
& |
And; |
U+02A53 |
⩓ |
and; |
U+02227 |
∧ |
andand; |
U+02A55 |
⩕ |
andd; |
U+02A5C |
⩜ |
andslope; |
U+02A58 |
⩘ |
andv; |
U+02A5A |
⩚ |
ang; |
U+02220 |
∠ |
ange; |
U+029A4 |
⦤ |
angle; |
U+02220 |
∠ |
angmsd; |
U+02221 |
∡ |
angmsdaa; |
U+029A8 |
⦨ |
angmsdab; |
U+029A9 |
⦩ |
angmsdac; |
U+029AA |
⦪ |
angmsdad; |
U+029AB |
⦫ |
angmsdae; |
U+029AC |
⦬ |
angmsdaf; |
U+029AD |
⦭ |
angmsdag; |
U+029AE |
⦮ |
angmsdah; |
U+029AF |
⦯ |
angrt; |
U+0221F |
∟ |
angrtvb; |
U+022BE |
⊾ |
angrtvbd; |
U+0299D |
⦝ |
angsph; |
U+02222 |
∢ |
angst; |
U+000C5 |
Å |
angzarr; |
U+0237C |
⍼ |
Aogon; |
U+00104 |
Ą |
aogon; |
U+00105 |
ą |
Aopf; |
U+1D538 |
𝔸 |
aopf; |
U+1D552 |
𝕒 |
ap; |
U+02248 |
≈ |
apacir; |
U+02A6F |
⩯ |
apE; |
U+02A70 |
⩰ |
ape; |
U+0224A |
≊ |
apid; |
U+0224B |
≋ |
apos; |
U+00027 |
' |
ApplyFunction; |
U+02061 |
|
approx; |
U+02248 |
≈ |
approxeq; |
U+0224A |
≊ |
Aring; |
U+000C5 |
Å |
Aring |
U+000C5 |
Å |
aring; |
U+000E5 |
å |
aring |
U+000E5 |
å |
Ascr; |
U+1D49C |
𝒜 |
ascr; |
U+1D4B6 |
𝒶 |
Assign; |
U+02254 |
≔ |
ast; |
U+0002A |
* |
asymp; |
U+02248 |
≈ |
asympeq; |
U+0224D |
≍ |
Atilde; |
U+000C3 |
à |
Atilde |
U+000C3 |
à |
atilde; |
U+000E3 |
ã |
atilde |
U+000E3 |
ã |
Auml; |
U+000C4 |
Ä |
Auml |
U+000C4 |
Ä |
auml; |
U+000E4 |
ä |
auml |
U+000E4 |
ä |
awconint; |
U+02233 |
∳ |
awint; |
U+02A11 |
⨑ |
backcong; |
U+0224C |
≌ |
backepsilon; |
U+003F6 |
϶ |
backprime; |
U+02035 |
‵ |
backsim; |
U+0223D |
∽ |
backsimeq; |
U+022CD |
⋍ |
Backslash; |
U+02216 |
∖ |
Barv; |
U+02AE7 |
⫧ |
barvee; |
U+022BD |
⊽ |
Barwed; |
U+02306 |
⌆ |
barwed; |
U+02305 |
⌅ |
barwedge; |
U+02305 |
⌅ |
bbrk; |
U+023B5 |
⎵ |
bbrktbrk; |
U+023B6 |
⎶ |
bcong; |
U+0224C |
≌ |
Bcy; |
U+00411 |
Б |
bcy; |
U+00431 |
б |
bdquo; |
U+0201E |
„ |
becaus; |
U+02235 |
∵ |
Because; |
U+02235 |
∵ |
because; |
U+02235 |
∵ |
bemptyv; |
U+029B0 |
⦰ |
bepsi; |
U+003F6 |
϶ |
bernou; |
U+0212C |
ℬ |
Bernoullis; |
U+0212C |
ℬ |
Beta; |
U+00392 |
Β |
beta; |
U+003B2 |
β |
beth; |
U+02136 |
ℶ |
between; |
U+0226C |
≬ |
Bfr; |
U+1D505 |
𝔅 |
bfr; |
U+1D51F |
𝔟 |
bigcap; |
U+022C2 |
⋂ |
bigcirc; |
U+025EF |
◯ |
bigcup; |
U+022C3 |
⋃ |
bigodot; |
U+02A00 |
⨀ |
bigoplus; |
U+02A01 |
⨁ |
bigotimes; |
U+02A02 |
⨂ |
bigsqcup; |
U+02A06 |
⨆ |
bigstar; |
U+02605 |
★ |
bigtriangledown; |
U+025BD |
▽ |
bigtriangleup; |
U+025B3 |
△ |
biguplus; |
U+02A04 |
⨄ |
bigvee; |
U+022C1 |
⋁ |
bigwedge; |
U+022C0 |
⋀ |
bkarow; |
U+0290D |
⤍ |
blacklozenge; |
U+029EB |
⧫ |
blacksquare; |
U+025AA |
▪ |
blacktriangle; |
U+025B4 |
▴ |
blacktriangledown; |
U+025BE |
▾ |
blacktriangleleft; |
U+025C2 |
◂ |
blacktriangleright; |
U+025B8 |
▸ |
blank; |
U+02423 |
␣ |
blk12; |
U+02592 |
▒ |
blk14; |
U+02591 |
░ |
blk34; |
U+02593 |
▓ |
block; |
U+02588 |
█ |
bne; |
U+0003D U+020E5 |
=⃥ |
bnequiv; |
U+02261 U+020E5 |
≡⃥ |
bNot; |
U+02AED |
⫭ |
bnot; |
U+02310 |
⌐ |
Bopf; |
U+1D539 |
𝔹 |
bopf; |
U+1D553 |
𝕓 |
bot; |
U+022A5 |
⊥ |
bottom; |
U+022A5 |
⊥ |
bowtie; |
U+022C8 |
⋈ |
boxbox; |
U+029C9 |
⧉ |
boxDL; |
U+02557 |
╗ |
boxDl; |
U+02556 |
╖ |
boxdL; |
U+02555 |
╕ |
boxdl; |
U+02510 |
┐ |
boxDR; |
U+02554 |
╔ |
boxDr; |
U+02553 |
╓ |
boxdR; |
U+02552 |
╒ |
boxdr; |
U+0250C |
┌ |
boxH; |
U+02550 |
═ |
boxh; |
U+02500 |
─ |
boxHD; |
U+02566 |
╦ |
boxHd; |
U+02564 |
╤ |
boxhD; |
U+02565 |
╥ |
boxhd; |
U+0252C |
┬ |
boxHU; |
U+02569 |
╩ |
boxHu; |
U+02567 |
╧ |
boxhU; |
U+02568 |
╨ |
boxhu; |
U+02534 |
┴ |
boxminus; |
U+0229F |
⊟ |
boxplus; |
U+0229E |
⊞ |
boxtimes; |
U+022A0 |
⊠ |
boxUL; |
U+0255D |
╝ |
boxUl; |
U+0255C |
╜ |
boxuL; |
U+0255B |
╛ |
boxul; |
U+02518 |
┘ |
boxUR; |
U+0255A |
╚ |
boxUr; |
U+02559 |
╙ |
boxuR; |
U+02558 |
╘ |
boxur; |
U+02514 |
└ |
boxV; |
U+02551 |
║ |
boxv; |
U+02502 |
│ |
boxVH; |
U+0256C |
╬ |
boxVh; |
U+0256B |
╫ |
boxvH; |
U+0256A |
╪ |
boxvh; |
U+0253C |
┼ |
boxVL; |
U+02563 |
╣ |
boxVl; |
U+02562 |
╢ |
boxvL; |
U+02561 |
╡ |
boxvl; |
U+02524 |
┤ |
boxVR; |
U+02560 |
╠ |
boxVr; |
U+0255F |
╟ |
boxvR; |
U+0255E |
╞ |
boxvr; |
U+0251C |
├ |
bprime; |
U+02035 |
‵ |
Breve; |
U+002D8 |
˘ |
breve; |
U+002D8 |
˘ |
brvbar; |
U+000A6 |
¦ |
brvbar |
U+000A6 |
¦ |
Bscr; |
U+0212C |
ℬ |
bscr; |
U+1D4B7 |
𝒷 |
bsemi; |
U+0204F |
⁏ |
bsim; |
U+0223D |
∽ |
bsime; |
U+022CD |
⋍ |
bsol; |
U+0005C |
\ |
bsolb; |
U+029C5 |
⧅ |
bsolhsub; |
U+027C8 |
⟈ |
bull; |
U+02022 |
• |
bullet; |
U+02022 |
• |
bump; |
U+0224E |
≎ |
bumpE; |
U+02AAE |
⪮ |
bumpe; |
U+0224F |
≏ |
Bumpeq; |
U+0224E |
≎ |
bumpeq; |
U+0224F |
≏ |
Cacute; |
U+00106 |
Ć |
cacute; |
U+00107 |
ć |
Cap; |
U+022D2 |
⋒ |
cap; |
U+02229 |
∩ |
capand; |
U+02A44 |
⩄ |
capbrcup; |
U+02A49 |
⩉ |
capcap; |
U+02A4B |
⩋ |
capcup; |
U+02A47 |
⩇ |
capdot; |
U+02A40 |
⩀ |
CapitalDifferentialD; |
U+02145 |
ⅅ |
caps; |
U+02229 U+0FE00 |
∩︀ |
caret; |
U+02041 |
⁁ |
caron; |
U+002C7 |
ˇ |
Cayleys; |
U+0212D |
ℭ |
ccaps; |
U+02A4D |
⩍ |
Ccaron; |
U+0010C |
Č |
ccaron; |
U+0010D |
č |
Ccedil; |
U+000C7 |
Ç |
Ccedil |
U+000C7 |
Ç |
ccedil; |
U+000E7 |
ç |
ccedil |
U+000E7 |
ç |
Ccirc; |
U+00108 |
Ĉ |
ccirc; |
U+00109 |
ĉ |
Cconint; |
U+02230 |
∰ |
ccups; |
U+02A4C |
⩌ |
ccupssm; |
U+02A50 |
⩐ |
Cdot; |
U+0010A |
Ċ |
cdot; |
U+0010B |
ċ |
cedil; |
U+000B8 |
¸ |
cedil |
U+000B8 |
¸ |
Cedilla; |
U+000B8 |
¸ |
cemptyv; |
U+029B2 |
⦲ |
cent; |
U+000A2 |
¢ |
cent |
U+000A2 |
¢ |
CenterDot; |
U+000B7 |
· |
centerdot; |
U+000B7 |
· |
Cfr; |
U+0212D |
ℭ |
cfr; |
U+1D520 |
𝔠 |
CHcy; |
U+00427 |
Ч |
chcy; |
U+00447 |
ч |
check; |
U+02713 |
✓ |
checkmark; |
U+02713 |
✓ |
Chi; |
U+003A7 |
Χ |
chi; |
U+003C7 |
χ |
cir; |
U+025CB |
○ |
circ; |
U+002C6 |
ˆ |
circeq; |
U+02257 |
≗ |
circlearrowleft; |
U+021BA |
↺ |
circlearrowright; |
U+021BB |
↻ |
circledast; |
U+0229B |
⊛ |
circledcirc; |
U+0229A |
⊚ |
circleddash; |
U+0229D |
⊝ |
CircleDot; |
U+02299 |
⊙ |
circledR; |
U+000AE |
® |
circledS; |
U+024C8 |
Ⓢ |
CircleMinus; |
U+02296 |
⊖ |
CirclePlus; |
U+02295 |
⊕ |
CircleTimes; |
U+02297 |
⊗ |
cirE; |
U+029C3 |
⧃ |
cire; |
U+02257 |
≗ |
cirfnint; |
U+02A10 |
⨐ |
cirmid; |
U+02AEF |
⫯ |
cirscir; |
U+029C2 |
⧂ |
ClockwiseContourIntegral; |
U+02232 |
∲ |
CloseCurlyDoubleQuote; |
U+0201D |
” |
CloseCurlyQuote; |
U+02019 |
’ |
clubs; |
U+02663 |
♣ |
clubsuit; |
U+02663 |
♣ |
Colon; |
U+02237 |
∷ |
colon; |
U+0003A |
: |
Colone; |
U+02A74 |
⩴ |
colone; |
U+02254 |
≔ |
coloneq; |
U+02254 |
≔ |
comma; |
U+0002C |
, |
commat; |
U+00040 |
@ |
comp; |
U+02201 |
∁ |
compfn; |
U+02218 |
∘ |
complement; |
U+02201 |
∁ |
complexes; |
U+02102 |
ℂ |
cong; |
U+02245 |
≅ |
congdot; |
U+02A6D |
⩭ |
Congruent; |
U+02261 |
≡ |
Conint; |
U+0222F |
∯ |
conint; |
U+0222E |
∮ |
ContourIntegral; |
U+0222E |
∮ |
Copf; |
U+02102 |
ℂ |
copf; |
U+1D554 |
𝕔 |
coprod; |
U+02210 |
∐ |
Coproduct; |
U+02210 |
∐ |
COPY; |
U+000A9 |
© |
COPY |
U+000A9 |
© |
copy; |
U+000A9 |
© |
copy |
U+000A9 |
© |
copysr; |
U+02117 |
℗ |
CounterClockwiseContourIntegral; |
U+02233 |
∳ |
crarr; |
U+021B5 |
↵ |
Cross; |
U+02A2F |
⨯ |
cross; |
U+02717 |
✗ |
Cscr; |
U+1D49E |
𝒞 |
cscr; |
U+1D4B8 |
𝒸 |
csub; |
U+02ACF |
⫏ |
csube; |
U+02AD1 |
⫑ |
csup; |
U+02AD0 |
⫐ |
csupe; |
U+02AD2 |
⫒ |
ctdot; |
U+022EF |
⋯ |
cudarrl; |
U+02938 |
⤸ |
cudarrr; |
U+02935 |
⤵ |
cuepr; |
U+022DE |
⋞ |
cuesc; |
U+022DF |
⋟ |
cularr; |
U+021B6 |
↶ |
cularrp; |
U+0293D |
⤽ |
Cup; |
U+022D3 |
⋓ |
cup; |
U+0222A |
∪ |
cupbrcap; |
U+02A48 |
⩈ |
CupCap; |
U+0224D |
≍ |
cupcap; |
U+02A46 |
⩆ |
cupcup; |
U+02A4A |
⩊ |
cupdot; |
U+0228D |
⊍ |
cupor; |
U+02A45 |
⩅ |
cups; |
U+0222A U+0FE00 |
∪︀ |
curarr; |
U+021B7 |
↷ |
curarrm; |
U+0293C |
⤼ |
curlyeqprec; |
U+022DE |
⋞ |
curlyeqsucc; |
U+022DF |
⋟ |
curlyvee; |
U+022CE |
⋎ |
curlywedge; |
U+022CF |
⋏ |
curren; |
U+000A4 |
¤ |
curren |
U+000A4 |
¤ |
curvearrowleft; |
U+021B6 |
↶ |
curvearrowright; |
U+021B7 |
↷ |
cuvee; |
U+022CE |
⋎ |
cuwed; |
U+022CF |
⋏ |
cwconint; |
U+02232 |
∲ |
cwint; |
U+02231 |
∱ |
cylcty; |
U+0232D |
⌭ |
Dagger; |
U+02021 |
‡ |
dagger; |
U+02020 |
† |
daleth; |
U+02138 |
ℸ |
Darr; |
U+021A1 |
↡ |
dArr; |
U+021D3 |
⇓ |
darr; |
U+02193 |
↓ |
dash; |
U+02010 |
‐ |
Dashv; |
U+02AE4 |
⫤ |
dashv; |
U+022A3 |
⊣ |
dbkarow; |
U+0290F |
⤏ |
dblac; |
U+002DD |
˝ |
Dcaron; |
U+0010E |
Ď |
dcaron; |
U+0010F |
ď |
Dcy; |
U+00414 |
Д |
dcy; |
U+00434 |
д |
DD; |
U+02145 |
ⅅ |
dd; |
U+02146 |
ⅆ |
ddagger; |
U+02021 |
‡ |
ddarr; |
U+021CA |
⇊ |
DDotrahd; |
U+02911 |
⤑ |
ddotseq; |
U+02A77 |
⩷ |
deg; |
U+000B0 |
° |
deg |
U+000B0 |
° |
Del; |
U+02207 |
∇ |
Delta; |
U+00394 |
Δ |
delta; |
U+003B4 |
δ |
demptyv; |
U+029B1 |
⦱ |
dfisht; |
U+0297F |
⥿ |
Dfr; |
U+1D507 |
𝔇 |
dfr; |
U+1D521 |
𝔡 |
dHar; |
U+02965 |
⥥ |
dharl; |
U+021C3 |
⇃ |
dharr; |
U+021C2 |
⇂ |
DiacriticalAcute; |
U+000B4 |
´ |
DiacriticalDot; |
U+002D9 |
˙ |
DiacriticalDoubleAcute; |
U+002DD |
˝ |
DiacriticalGrave; |
U+00060 |
` |
DiacriticalTilde; |
U+002DC |
˜ |
diam; |
U+022C4 |
⋄ |
Diamond; |
U+022C4 |
⋄ |
diamond; |
U+022C4 |
⋄ |
diamondsuit; |
U+02666 |
♦ |
diams; |
U+02666 |
♦ |
die; |
U+000A8 |
¨ |
DifferentialD; |
U+02146 |
ⅆ |
digamma; |
U+003DD |
ϝ |
disin; |
U+022F2 |
⋲ |
div; |
U+000F7 |
÷ |
divide; |
U+000F7 |
÷ |
divide |
U+000F7 |
÷ |
divideontimes; |
U+022C7 |
⋇ |
divonx; |
U+022C7 |
⋇ |
DJcy; |
U+00402 |
Ђ |
djcy; |
U+00452 |
ђ |
dlcorn; |
U+0231E |
⌞ |
dlcrop; |
U+0230D |
⌍ |
dollar; |
U+00024 |
$ |
Dopf; |
U+1D53B |
𝔻 |
dopf; |
U+1D555 |
𝕕 |
Dot; |
U+000A8 |
¨ |
dot; |
U+002D9 |
˙ |
DotDot; |
U+020DC |
◌⃜ |
doteq; |
U+02250 |
≐ |
doteqdot; |
U+02251 |
≑ |
DotEqual; |
U+02250 |
≐ |
dotminus; |
U+02238 |
∸ |
dotplus; |
U+02214 |
∔ |
dotsquare; |
U+022A1 |
⊡ |
doublebarwedge; |
U+02306 |
⌆ |
DoubleContourIntegral; |
U+0222F |
∯ |
DoubleDot; |
U+000A8 |
¨ |
DoubleDownArrow; |
U+021D3 |
⇓ |
DoubleLeftArrow; |
U+021D0 |
⇐ |
DoubleLeftRightArrow; |
U+021D4 |
⇔ |
DoubleLeftTee; |
U+02AE4 |
⫤ |
DoubleLongLeftArrow; |
U+027F8 |
⟸ |
DoubleLongLeftRightArrow; |
U+027FA |
⟺ |
DoubleLongRightArrow; |
U+027F9 |
⟹ |
DoubleRightArrow; |
U+021D2 |
⇒ |
DoubleRightTee; |
U+022A8 |
⊨ |
DoubleUpArrow; |
U+021D1 |
⇑ |
DoubleUpDownArrow; |
U+021D5 |
⇕ |
DoubleVerticalBar; |
U+02225 |
∥ |
DownArrow; |
U+02193 |
↓ |
Downarrow; |
U+021D3 |
⇓ |
downarrow; |
U+02193 |
↓ |
DownArrowBar; |
U+02913 |
⤓ |
DownArrowUpArrow; |
U+021F5 |
⇵ |
DownBreve; |
U+00311 |
◌̑ |
downdownarrows; |
U+021CA |
⇊ |
downharpoonleft; |
U+021C3 |
⇃ |
downharpoonright; |
U+021C2 |
⇂ |
DownLeftRightVector; |
U+02950 |
⥐ |
DownLeftTeeVector; |
U+0295E |
⥞ |
DownLeftVector; |
U+021BD |
↽ |
DownLeftVectorBar; |
U+02956 |
⥖ |
DownRightTeeVector; |
U+0295F |
⥟ |
DownRightVector; |
U+021C1 |
⇁ |
DownRightVectorBar; |
U+02957 |
⥗ |
DownTee; |
U+022A4 |
⊤ |
DownTeeArrow; |
U+021A7 |
↧ |
drbkarow; |
U+02910 |
⤐ |
drcorn; |
U+0231F |
⌟ |
drcrop; |
U+0230C |
⌌ |
Dscr; |
U+1D49F |
𝒟 |
dscr; |
U+1D4B9 |
𝒹 |
DScy; |
U+00405 |
Ѕ |
dscy; |
U+00455 |
ѕ |
dsol; |
U+029F6 |
⧶ |
Dstrok; |
U+00110 |
Đ |
dstrok; |
U+00111 |
đ |
dtdot; |
U+022F1 |
⋱ |
dtri; |
U+025BF |
▿ |
dtrif; |
U+025BE |
▾ |
duarr; |
U+021F5 |
⇵ |
duhar; |
U+0296F |
⥯ |
dwangle; |
U+029A6 |
⦦ |
DZcy; |
U+0040F |
Џ |
dzcy; |
U+0045F |
џ |
dzigrarr; |
U+027FF |
⟿ |
Eacute; |
U+000C9 |
É |
Eacute |
U+000C9 |
É |
eacute; |
U+000E9 |
é |
eacute |
U+000E9 |
é |
easter; |
U+02A6E |
⩮ |
Ecaron; |
U+0011A |
Ě |
ecaron; |
U+0011B |
ě |
ecir; |
U+02256 |
≖ |
Ecirc; |
U+000CA |
Ê |
Ecirc |
U+000CA |
Ê |
ecirc; |
U+000EA |
ê |
ecirc |
U+000EA |
ê |
ecolon; |
U+02255 |
≕ |
Ecy; |
U+0042D |
Э |
ecy; |
U+0044D |
э |
eDDot; |
U+02A77 |
⩷ |
Edot; |
U+00116 |
Ė |
eDot; |
U+02251 |
≑ |
edot; |
U+00117 |
ė |
ee; |
U+02147 |
ⅇ |
efDot; |
U+02252 |
≒ |
Efr; |
U+1D508 |
𝔈 |
efr; |
U+1D522 |
𝔢 |
eg; |
U+02A9A |
⪚ |
Egrave; |
U+000C8 |
È |
Egrave |
U+000C8 |
È |
egrave; |
U+000E8 |
è |
egrave |
U+000E8 |
è |
egs; |
U+02A96 |
⪖ |
egsdot; |
U+02A98 |
⪘ |
el; |
U+02A99 |
⪙ |
Element; |
U+02208 |
∈ |
elinters; |
U+023E7 |
⏧ |
ell; |
U+02113 |
ℓ |
els; |
U+02A95 |
⪕ |
elsdot; |
U+02A97 |
⪗ |
Emacr; |
U+00112 |
Ē |
emacr; |
U+00113 |
ē |
empty; |
U+02205 |
∅ |
emptyset; |
U+02205 |
∅ |
EmptySmallSquare; |
U+025FB |
◻ |
emptyv; |
U+02205 |
∅ |
EmptyVerySmallSquare; |
U+025AB |
▫ |
emsp; |
U+02003 |
|
emsp13; |
U+02004 |
|
emsp14; |
U+02005 |
|
ENG; |
U+0014A |
Ŋ |
eng; |
U+0014B |
ŋ |
ensp; |
U+02002 |
|
Eogon; |
U+00118 |
Ę |
eogon; |
U+00119 |
ę |
Eopf; |
U+1D53C |
𝔼 |
eopf; |
U+1D556 |
𝕖 |
epar; |
U+022D5 |
⋕ |
eparsl; |
U+029E3 |
⧣ |
eplus; |
U+02A71 |
⩱ |
epsi; |
U+003B5 |
ε |
Epsilon; |
U+00395 |
Ε |
epsilon; |
U+003B5 |
ε |
epsiv; |
U+003F5 |
ϵ |
eqcirc; |
U+02256 |
≖ |
eqcolon; |
U+02255 |
≕ |
eqsim; |
U+02242 |
≂ |
eqslantgtr; |
U+02A96 |
⪖ |
eqslantless; |
U+02A95 |
⪕ |
Equal; |
U+02A75 |
⩵ |
equals; |
U+0003D |
= |
EqualTilde; |
U+02242 |
≂ |
equest; |
U+0225F |
≟ |
Equilibrium; |
U+021CC |
⇌ |
equiv; |
U+02261 |
≡ |
equivDD; |
U+02A78 |
⩸ |
eqvparsl; |
U+029E5 |
⧥ |
erarr; |
U+02971 |
⥱ |
erDot; |
U+02253 |
≓ |
Escr; |
U+02130 |
ℰ |
escr; |
U+0212F |
ℯ |
esdot; |
U+02250 |
≐ |
Esim; |
U+02A73 |
⩳ |
esim; |
U+02242 |
≂ |
Eta; |
U+00397 |
Η |
eta; |
U+003B7 |
η |
ETH; |
U+000D0 |
Ð |
ETH |
U+000D0 |
Ð |
eth; |
U+000F0 |
ð |
eth |
U+000F0 |
ð |
Euml; |
U+000CB |
Ë |
Euml |
U+000CB |
Ë |
euml; |
U+000EB |
ë |
euml |
U+000EB |
ë |
euro; |
U+020AC |
€ |
excl; |
U+00021 |
! |
exist; |
U+02203 |
∃ |
Exists; |
U+02203 |
∃ |
expectation; |
U+02130 |
ℰ |
ExponentialE; |
U+02147 |
ⅇ |
exponentiale; |
U+02147 |
ⅇ |
fallingdotseq; |
U+02252 |
≒ |
Fcy; |
U+00424 |
Ф |
fcy; |
U+00444 |
ф |
female; |
U+02640 |
♀ |
ffilig; |
U+0FB03 |
ffi |
fflig; |
U+0FB00 |
ff |
ffllig; |
U+0FB04 |
ffl |
Ffr; |
U+1D509 |
𝔉 |
ffr; |
U+1D523 |
𝔣 |
filig; |
U+0FB01 |
fi |
FilledSmallSquare; |
U+025FC |
◼ |
FilledVerySmallSquare; |
U+025AA |
▪ |
fjlig; |
U+00066 U+0006A |
fj |
flat; |
U+0266D |
♭ |
fllig; |
U+0FB02 |
fl |
fltns; |
U+025B1 |
▱ |
fnof; |
U+00192 |
ƒ |
Fopf; |
U+1D53D |
𝔽 |
fopf; |
U+1D557 |
𝕗 |
ForAll; |
U+02200 |
∀ |
forall; |
U+02200 |
∀ |
fork; |
U+022D4 |
⋔ |
forkv; |
U+02AD9 |
⫙ |
Fouriertrf; |
U+02131 |
ℱ |
fpartint; |
U+02A0D |
⨍ |
frac12; |
U+000BD |
½ |
frac12 |
U+000BD |
½ |
frac13; |
U+02153 |
⅓ |
frac14; |
U+000BC |
¼ |
frac14 |
U+000BC |
¼ |
frac15; |
U+02155 |
⅕ |
frac16; |
U+02159 |
⅙ |
frac18; |
U+0215B |
⅛ |
frac23; |
U+02154 |
⅔ |
frac25; |
U+02156 |
⅖ |
frac34; |
U+000BE |
¾ |
frac34 |
U+000BE |
¾ |
frac35; |
U+02157 |
⅗ |
frac38; |
U+0215C |
⅜ |
frac45; |
U+02158 |
⅘ |
frac56; |
U+0215A |
⅚ |
frac58; |
U+0215D |
⅝ |
frac78; |
U+0215E |
⅞ |
frasl; |
U+02044 |
⁄ |
frown; |
U+02322 |
⌢ |
Fscr; |
U+02131 |
ℱ |
fscr; |
U+1D4BB |
𝒻 |
gacute; |
U+001F5 |
ǵ |
Gamma; |
U+00393 |
Γ |
gamma; |
U+003B3 |
γ |
Gammad; |
U+003DC |
Ϝ |
gammad; |
U+003DD |
ϝ |
gap; |
U+02A86 |
⪆ |
Gbreve; |
U+0011E |
Ğ |
gbreve; |
U+0011F |
ğ |
Gcedil; |
U+00122 |
Ģ |
Gcirc; |
U+0011C |
Ĝ |
gcirc; |
U+0011D |
ĝ |
Gcy; |
U+00413 |
Г |
gcy; |
U+00433 |
г |
Gdot; |
U+00120 |
Ġ |
gdot; |
U+00121 |
ġ |
gE; |
U+02267 |
≧ |
ge; |
U+02265 |
≥ |
gEl; |
U+02A8C |
⪌ |
gel; |
U+022DB |
⋛ |
geq; |
U+02265 |
≥ |
geqq; |
U+02267 |
≧ |
geqslant; |
U+02A7E |
⩾ |
ges; |
U+02A7E |
⩾ |
gescc; |
U+02AA9 |
⪩ |
gesdot; |
U+02A80 |
⪀ |
gesdoto; |
U+02A82 |
⪂ |
gesdotol; |
U+02A84 |
⪄ |
gesl; |
U+022DB U+0FE00 |
⋛︀ |
gesles; |
U+02A94 |
⪔ |
Gfr; |
U+1D50A |
𝔊 |
gfr; |
U+1D524 |
𝔤 |
Gg; |
U+022D9 |
⋙ |
gg; |
U+0226B |
≫ |
ggg; |
U+022D9 |
⋙ |
gimel; |
U+02137 |
ℷ |
GJcy; |
U+00403 |
Ѓ |
gjcy; |
U+00453 |
ѓ |
gl; |
U+02277 |
≷ |
gla; |
U+02AA5 |
⪥ |
glE; |
U+02A92 |
⪒ |
glj; |
U+02AA4 |
⪤ |
gnap; |
U+02A8A |
⪊ |
gnapprox; |
U+02A8A |
⪊ |
gnE; |
U+02269 |
≩ |
gne; |
U+02A88 |
⪈ |
gneq; |
U+02A88 |
⪈ |
gneqq; |
U+02269 |
≩ |
gnsim; |
U+022E7 |
⋧ |
Gopf; |
U+1D53E |
𝔾 |
gopf; |
U+1D558 |
𝕘 |
grave; |
U+00060 |
` |
GreaterEqual; |
U+02265 |
≥ |
GreaterEqualLess; |
U+022DB |
⋛ |
GreaterFullEqual; |
U+02267 |
≧ |
GreaterGreater; |
U+02AA2 |
⪢ |
GreaterLess; |
U+02277 |
≷ |
GreaterSlantEqual; |
U+02A7E |
⩾ |
GreaterTilde; |
U+02273 |
≳ |
Gscr; |
U+1D4A2 |
𝒢 |
gscr; |
U+0210A |
ℊ |
gsim; |
U+02273 |
≳ |
gsime; |
U+02A8E |
⪎ |
gsiml; |
U+02A90 |
⪐ |
GT; |
U+0003E |
> |
GT |
U+0003E |
> |
Gt; |
U+0226B |
≫ |
gt; |
U+0003E |
> |
gt |
U+0003E |
> |
gtcc; |
U+02AA7 |
⪧ |
gtcir; |
U+02A7A |
⩺ |
gtdot; |
U+022D7 |
⋗ |
gtlPar; |
U+02995 |
⦕ |
gtquest; |
U+02A7C |
⩼ |
gtrapprox; |
U+02A86 |
⪆ |
gtrarr; |
U+02978 |
⥸ |
gtrdot; |
U+022D7 |
⋗ |
gtreqless; |
U+022DB |
⋛ |
gtreqqless; |
U+02A8C |
⪌ |
gtrless; |
U+02277 |
≷ |
gtrsim; |
U+02273 |
≳ |
gvertneqq; |
U+02269 U+0FE00 |
≩︀ |
gvnE; |
U+02269 U+0FE00 |
≩︀ |
Hacek; |
U+002C7 |
ˇ |
hairsp; |
U+0200A |
|
half; |
U+000BD |
½ |
hamilt; |
U+0210B |
ℋ |
HARDcy; |
U+0042A |
Ъ |
hardcy; |
U+0044A |
ъ |
hArr; |
U+021D4 |
⇔ |
harr; |
U+02194 |
↔ |
harrcir; |
U+02948 |
⥈ |
harrw; |
U+021AD |
↭ |
Hat; |
U+0005E |
^ |
hbar; |
U+0210F |
ℏ |
Hcirc; |
U+00124 |
Ĥ |
hcirc; |
U+00125 |
ĥ |
hearts; |
U+02665 |
♥ |
heartsuit; |
U+02665 |
♥ |
hellip; |
U+02026 |
… |
hercon; |
U+022B9 |
⊹ |
Hfr; |
U+0210C |
ℌ |
hfr; |
U+1D525 |
𝔥 |
HilbertSpace; |
U+0210B |
ℋ |
hksearow; |
U+02925 |
⤥ |
hkswarow; |
U+02926 |
⤦ |
hoarr; |
U+021FF |
⇿ |
homtht; |
U+0223B |
∻ |
hookleftarrow; |
U+021A9 |
↩ |
hookrightarrow; |
U+021AA |
↪ |
Hopf; |
U+0210D |
ℍ |
hopf; |
U+1D559 |
𝕙 |
horbar; |
U+02015 |
― |
HorizontalLine; |
U+02500 |
─ |
Hscr; |
U+0210B |
ℋ |
hscr; |
U+1D4BD |
𝒽 |
hslash; |
U+0210F |
ℏ |
Hstrok; |
U+00126 |
Ħ |
hstrok; |
U+00127 |
ħ |
HumpDownHump; |
U+0224E |
≎ |
HumpEqual; |
U+0224F |
≏ |
hybull; |
U+02043 |
⁃ |
hyphen; |
U+02010 |
‐ |
Iacute; |
U+000CD |
Í |
Iacute |
U+000CD |
Í |
iacute; |
U+000ED |
í |
iacute |
U+000ED |
í |
ic; |
U+02063 |
|
Icirc; |
U+000CE |
Î |
Icirc |
U+000CE |
Î |
icirc; |
U+000EE |
î |
icirc |
U+000EE |
î |
Icy; |
U+00418 |
И |
icy; |
U+00438 |
и |
Idot; |
U+00130 |
İ |
IEcy; |
U+00415 |
Е |
iecy; |
U+00435 |
е |
iexcl; |
U+000A1 |
¡ |
iexcl |
U+000A1 |
¡ |
iff; |
U+021D4 |
⇔ |
Ifr; |
U+02111 |
ℑ |
ifr; |
U+1D526 |
𝔦 |
Igrave; |
U+000CC |
Ì |
Igrave |
U+000CC |
Ì |
igrave; |
U+000EC |
ì |
igrave |
U+000EC |
ì |
ii; |
U+02148 |
ⅈ |
iiiint; |
U+02A0C |
⨌ |
iiint; |
U+0222D |
∭ |
iinfin; |
U+029DC |
⧜ |
iiota; |
U+02129 |
℩ |
IJlig; |
U+00132 |
IJ |
ijlig; |
U+00133 |
ij |
Im; |
U+02111 |
ℑ |
Imacr; |
U+0012A |
Ī |
imacr; |
U+0012B |
ī |
image; |
U+02111 |
ℑ |
ImaginaryI; |
U+02148 |
ⅈ |
imagline; |
U+02110 |
ℐ |
imagpart; |
U+02111 |
ℑ |
imath; |
U+00131 |
ı |
imof; |
U+022B7 |
⊷ |
imped; |
U+001B5 |
Ƶ |
Implies; |
U+021D2 |
⇒ |
in; |
U+02208 |
∈ |
incare; |
U+02105 |
℅ |
infin; |
U+0221E |
∞ |
infintie; |
U+029DD |
⧝ |
inodot; |
U+00131 |
ı |
Int; |
U+0222C |
∬ |
int; |
U+0222B |
∫ |
intcal; |
U+022BA |
⊺ |
integers; |
U+02124 |
ℤ |
Integral; |
U+0222B |
∫ |
intercal; |
U+022BA |
⊺ |
Intersection; |
U+022C2 |
⋂ |
intlarhk; |
U+02A17 |
⨗ |
intprod; |
U+02A3C |
⨼ |
InvisibleComma; |
U+02063 |
|
InvisibleTimes; |
U+02062 |
|
IOcy; |
U+00401 |
Ё |
iocy; |
U+00451 |
ё |
Iogon; |
U+0012E |
Į |
iogon; |
U+0012F |
į |
Iopf; |
U+1D540 |
𝕀 |
iopf; |
U+1D55A |
𝕚 |
Iota; |
U+00399 |
Ι |
iota; |
U+003B9 |
ι |
iprod; |
U+02A3C |
⨼ |
iquest; |
U+000BF |
¿ |
iquest |
U+000BF |
¿ |
Iscr; |
U+02110 |
ℐ |
iscr; |
U+1D4BE |
𝒾 |
isin; |
U+02208 |
∈ |
isindot; |
U+022F5 |
⋵ |
isinE; |
U+022F9 |
⋹ |
isins; |
U+022F4 |
⋴ |
isinsv; |
U+022F3 |
⋳ |
isinv; |
U+02208 |
∈ |
it; |
U+02062 |
|
Itilde; |
U+00128 |
Ĩ |
itilde; |
U+00129 |
ĩ |
Iukcy; |
U+00406 |
І |
iukcy; |
U+00456 |
і |
Iuml; |
U+000CF |
Ï |
Iuml |
U+000CF |
Ï |
iuml; |
U+000EF |
ï |
iuml |
U+000EF |
ï |
Jcirc; |
U+00134 |
Ĵ |
jcirc; |
U+00135 |
ĵ |
Jcy; |
U+00419 |
Й |
jcy; |
U+00439 |
й |
Jfr; |
U+1D50D |
𝔍 |
jfr; |
U+1D527 |
𝔧 |
jmath; |
U+00237 |
ȷ |
Jopf; |
U+1D541 |
𝕁 |
jopf; |
U+1D55B |
𝕛 |
Jscr; |
U+1D4A5 |
𝒥 |
jscr; |
U+1D4BF |
𝒿 |
Jsercy; |
U+00408 |
Ј |
jsercy; |
U+00458 |
ј |
Jukcy; |
U+00404 |
Є |
jukcy; |
U+00454 |
є |
Kappa; |
U+0039A |
Κ |
kappa; |
U+003BA |
κ |
kappav; |
U+003F0 |
ϰ |
Kcedil; |
U+00136 |
Ķ |
kcedil; |
U+00137 |
ķ |
Kcy; |
U+0041A |
К |
kcy; |
U+0043A |
к |
Kfr; |
U+1D50E |
𝔎 |
kfr; |
U+1D528 |
𝔨 |
kgreen; |
U+00138 |
ĸ |
KHcy; |
U+00425 |
Х |
khcy; |
U+00445 |
х |
KJcy; |
U+0040C |
Ќ |
kjcy; |
U+0045C |
ќ |
Kopf; |
U+1D542 |
𝕂 |
kopf; |
U+1D55C |
𝕜 |
Kscr; |
U+1D4A6 |
𝒦 |
kscr; |
U+1D4C0 |
𝓀 |
lAarr; |
U+021DA |
⇚ |
Lacute; |
U+00139 |
Ĺ |
lacute; |
U+0013A |
ĺ |
laemptyv; |
U+029B4 |
⦴ |
lagran; |
U+02112 |
ℒ |
Lambda; |
U+0039B |
Λ |
lambda; |
U+003BB |
λ |
Lang; |
U+027EA |
⟪ |
lang; |
U+027E8 |
⟨ |
langd; |
U+02991 |
⦑ |
langle; |
U+027E8 |
⟨ |
lap; |
U+02A85 |
⪅ |
Laplacetrf; |
U+02112 |
ℒ |
laquo; |
U+000AB |
« |
laquo |
U+000AB |
« |
Larr; |
U+0219E |
↞ |
lArr; |
U+021D0 |
⇐ |
larr; |
U+02190 |
← |
larrb; |
U+021E4 |
⇤ |
larrbfs; |
U+0291F |
⤟ |
larrfs; |
U+0291D |
⤝ |
larrhk; |
U+021A9 |
↩ |
larrlp; |
U+021AB |
↫ |
larrpl; |
U+02939 |
⤹ |
larrsim; |
U+02973 |
⥳ |
larrtl; |
U+021A2 |
↢ |
lat; |
U+02AAB |
⪫ |
lAtail; |
U+0291B |
⤛ |
latail; |
U+02919 |
⤙ |
late; |
U+02AAD |
⪭ |
lates; |
U+02AAD U+0FE00 |
⪭︀ |
lBarr; |
U+0290E |
⤎ |
lbarr; |
U+0290C |
⤌ |
lbbrk; |
U+02772 |
❲ |
lbrace; |
U+0007B |
{ |
lbrack; |
U+0005B |
[ |
lbrke; |
U+0298B |
⦋ |
lbrksld; |
U+0298F |
⦏ |
lbrkslu; |
U+0298D |
⦍ |
Lcaron; |
U+0013D |
Ľ |
lcaron; |
U+0013E |
ľ |
Lcedil; |
U+0013B |
Ļ |
lcedil; |
U+0013C |
ļ |
lceil; |
U+02308 |
⌈ |
lcub; |
U+0007B |
{ |
Lcy; |
U+0041B |
Л |
lcy; |
U+0043B |
л |
ldca; |
U+02936 |
⤶ |
ldquo; |
U+0201C |
“ |
ldquor; |
U+0201E |
„ |
ldrdhar; |
U+02967 |
⥧ |
ldrushar; |
U+0294B |
⥋ |
ldsh; |
U+021B2 |
↲ |
lE; |
U+02266 |
≦ |
le; |
U+02264 |
≤ |
LeftAngleBracket; |
U+027E8 |
⟨ |
LeftArrow; |
U+02190 |
← |
Leftarrow; |
U+021D0 |
⇐ |
leftarrow; |
U+02190 |
← |
LeftArrowBar; |
U+021E4 |
⇤ |
LeftArrowRightArrow; |
U+021C6 |
⇆ |
leftarrowtail; |
U+021A2 |
↢ |
LeftCeiling; |
U+02308 |
⌈ |
LeftDoubleBracket; |
U+027E6 |
⟦ |
LeftDownTeeVector; |
U+02961 |
⥡ |
LeftDownVector; |
U+021C3 |
⇃ |
LeftDownVectorBar; |
U+02959 |
⥙ |
LeftFloor; |
U+0230A |
⌊ |
leftharpoondown; |
U+021BD |
↽ |
leftharpoonup; |
U+021BC |
↼ |
leftleftarrows; |
U+021C7 |
⇇ |
LeftRightArrow; |
U+02194 |
↔ |
Leftrightarrow; |
U+021D4 |
⇔ |
leftrightarrow; |
U+02194 |
↔ |
leftrightarrows; |
U+021C6 |
⇆ |
leftrightharpoons; |
U+021CB |
⇋ |
leftrightsquigarrow; |
U+021AD |
↭ |
LeftRightVector; |
U+0294E |
⥎ |
LeftTee; |
U+022A3 |
⊣ |
LeftTeeArrow; |
U+021A4 |
↤ |
LeftTeeVector; |
U+0295A |
⥚ |
leftthreetimes; |
U+022CB |
⋋ |
LeftTriangle; |
U+022B2 |
⊲ |
LeftTriangleBar; |
U+029CF |
⧏ |
LeftTriangleEqual; |
U+022B4 |
⊴ |
LeftUpDownVector; |
U+02951 |
⥑ |
LeftUpTeeVector; |
U+02960 |
⥠ |
LeftUpVector; |
U+021BF |
↿ |
LeftUpVectorBar; |
U+02958 |
⥘ |
LeftVector; |
U+021BC |
↼ |
LeftVectorBar; |
U+02952 |
⥒ |
lEg; |
U+02A8B |
⪋ |
leg; |
U+022DA |
⋚ |
leq; |
U+02264 |
≤ |
leqq; |
U+02266 |
≦ |
leqslant; |
U+02A7D |
⩽ |
les; |
U+02A7D |
⩽ |
lescc; |
U+02AA8 |
⪨ |
lesdot; |
U+02A7F |
⩿ |
lesdoto; |
U+02A81 |
⪁ |
lesdotor; |
U+02A83 |
⪃ |
lesg; |
U+022DA U+0FE00 |
⋚︀ |
lesges; |
U+02A93 |
⪓ |
lessapprox; |
U+02A85 |
⪅ |
lessdot; |
U+022D6 |
⋖ |
lesseqgtr; |
U+022DA |
⋚ |
lesseqqgtr; |
U+02A8B |
⪋ |
LessEqualGreater; |
U+022DA |
⋚ |
LessFullEqual; |
U+02266 |
≦ |
LessGreater; |
U+02276 |
≶ |
lessgtr; |
U+02276 |
≶ |
LessLess; |
U+02AA1 |
⪡ |
lesssim; |
U+02272 |
≲ |
LessSlantEqual; |
U+02A7D |
⩽ |
LessTilde; |
U+02272 |
≲ |
lfisht; |
U+0297C |
⥼ |
lfloor; |
U+0230A |
⌊ |
Lfr; |
U+1D50F |
𝔏 |
lfr; |
U+1D529 |
𝔩 |
lg; |
U+02276 |
≶ |
lgE; |
U+02A91 |
⪑ |
lHar; |
U+02962 |
⥢ |
lhard; |
U+021BD |
↽ |
lharu; |
U+021BC |
↼ |
lharul; |
U+0296A |
⥪ |
lhblk; |
U+02584 |
▄ |
LJcy; |
U+00409 |
Љ |
ljcy; |
U+00459 |
љ |
Ll; |
U+022D8 |
⋘ |
ll; |
U+0226A |
≪ |
llarr; |
U+021C7 |
⇇ |
llcorner; |
U+0231E |
⌞ |
Lleftarrow; |
U+021DA |
⇚ |
llhard; |
U+0296B |
⥫ |
lltri; |
U+025FA |
◺ |
Lmidot; |
U+0013F |
Ŀ |
lmidot; |
U+00140 |
ŀ |
lmoust; |
U+023B0 |
⎰ |
lmoustache; |
U+023B0 |
⎰ |
lnap; |
U+02A89 |
⪉ |
lnapprox; |
U+02A89 |
⪉ |
lnE; |
U+02268 |
≨ |
lne; |
U+02A87 |
⪇ |
lneq; |
U+02A87 |
⪇ |
lneqq; |
U+02268 |
≨ |
lnsim; |
U+022E6 |
⋦ |
loang; |
U+027EC |
⟬ |
loarr; |
U+021FD |
⇽ |
lobrk; |
U+027E6 |
⟦ |
LongLeftArrow; |
U+027F5 |
⟵ |
Longleftarrow; |
U+027F8 |
⟸ |
longleftarrow; |
U+027F5 |
⟵ |
LongLeftRightArrow; |
U+027F7 |
⟷ |
Longleftrightarrow; |
U+027FA |
⟺ |
longleftrightarrow; |
U+027F7 |
⟷ |
longmapsto; |
U+027FC |
⟼ |
LongRightArrow; |
U+027F6 |
⟶ |
Longrightarrow; |
U+027F9 |
⟹ |
longrightarrow; |
U+027F6 |
⟶ |
looparrowleft; |
U+021AB |
↫ |
looparrowright; |
U+021AC |
↬ |
lopar; |
U+02985 |
⦅ |
Lopf; |
U+1D543 |
𝕃 |
lopf; |
U+1D55D |
𝕝 |
loplus; |
U+02A2D |
⨭ |
lotimes; |
U+02A34 |
⨴ |
lowast; |
U+02217 |
∗ |
lowbar; |
U+0005F |
_ |
LowerLeftArrow; |
U+02199 |
↙ |
LowerRightArrow; |
U+02198 |
↘ |
loz; |
U+025CA |
◊ |
lozenge; |
U+025CA |
◊ |
lozf; |
U+029EB |
⧫ |
lpar; |
U+00028 |
( |
lparlt; |
U+02993 |
⦓ |
lrarr; |
U+021C6 |
⇆ |
lrcorner; |
U+0231F |
⌟ |
lrhar; |
U+021CB |
⇋ |
lrhard; |
U+0296D |
⥭ |
lrm; |
U+0200E |
|
lrtri; |
U+022BF |
⊿ |
lsaquo; |
U+02039 |
‹ |
Lscr; |
U+02112 |
ℒ |
lscr; |
U+1D4C1 |
𝓁 |
Lsh; |
U+021B0 |
↰ |
lsh; |
U+021B0 |
↰ |
lsim; |
U+02272 |
≲ |
lsime; |
U+02A8D |
⪍ |
lsimg; |
U+02A8F |
⪏ |
lsqb; |
U+0005B |
[ |
lsquo; |
U+02018 |
‘ |
lsquor; |
U+0201A |
‚ |
Lstrok; |
U+00141 |
Ł |
lstrok; |
U+00142 |
ł |
LT; |
U+0003C |
< |
LT |
U+0003C |
< |
Lt; |
U+0226A |
≪ |
lt; |
U+0003C |
< |
lt |
U+0003C |
< |
ltcc; |
U+02AA6 |
⪦ |
ltcir; |
U+02A79 |
⩹ |
ltdot; |
U+022D6 |
⋖ |
lthree; |
U+022CB |
⋋ |
ltimes; |
U+022C9 |
⋉ |
ltlarr; |
U+02976 |
⥶ |
ltquest; |
U+02A7B |
⩻ |
ltri; |
U+025C3 |
◃ |
ltrie; |
U+022B4 |
⊴ |
ltrif; |
U+025C2 |
◂ |
ltrPar; |
U+02996 |
⦖ |
lurdshar; |
U+0294A |
⥊ |
luruhar; |
U+02966 |
⥦ |
lvertneqq; |
U+02268 U+0FE00 |
≨︀ |
lvnE; |
U+02268 U+0FE00 |
≨︀ |
macr; |
U+000AF |
¯ |
macr |
U+000AF |
¯ |
male; |
U+02642 |
♂ |
malt; |
U+02720 |
✠ |
maltese; |
U+02720 |
✠ |
Map; |
U+02905 |
⤅ |
map; |
U+021A6 |
↦ |
mapsto; |
U+021A6 |
↦ |
mapstodown; |
U+021A7 |
↧ |
mapstoleft; |
U+021A4 |
↤ |
mapstoup; |
U+021A5 |
↥ |
marker; |
U+025AE |
▮ |
mcomma; |
U+02A29 |
⨩ |
Mcy; |
U+0041C |
М |
mcy; |
U+0043C |
м |
mdash; |
U+02014 |
— |
mDDot; |
U+0223A |
∺ |
measuredangle; |
U+02221 |
∡ |
MediumSpace; |
U+0205F |
|
Mellintrf; |
U+02133 |
ℳ |
Mfr; |
U+1D510 |
𝔐 |
mfr; |
U+1D52A |
𝔪 |
mho; |
U+02127 |
℧ |
micro; |
U+000B5 |
µ |
micro |
U+000B5 |
µ |
mid; |
U+02223 |
∣ |
midast; |
U+0002A |
* |
midcir; |
U+02AF0 |
⫰ |
middot; |
U+000B7 |
· |
middot |
U+000B7 |
· |
minus; |
U+02212 |
− |
minusb; |
U+0229F |
⊟ |
minusd; |
U+02238 |
∸ |
minusdu; |
U+02A2A |
⨪ |
MinusPlus; |
U+02213 |
∓ |
mlcp; |
U+02ADB |
⫛ |
mldr; |
U+02026 |
… |
mnplus; |
U+02213 |
∓ |
models; |
U+022A7 |
⊧ |
Mopf; |
U+1D544 |
𝕄 |
mopf; |
U+1D55E |
𝕞 |
mp; |
U+02213 |
∓ |
Mscr; |
U+02133 |
ℳ |
mscr; |
U+1D4C2 |
𝓂 |
mstpos; |
U+0223E |
∾ |
Mu; |
U+0039C |
Μ |
mu; |
U+003BC |
μ |
multimap; |
U+022B8 |
⊸ |
mumap; |
U+022B8 |
⊸ |
nabla; |
U+02207 |
∇ |
Nacute; |
U+00143 |
Ń |
nacute; |
U+00144 |
ń |
nang; |
U+02220 U+020D2 |
∠⃒ |
nap; |
U+02249 |
≉ |
napE; |
U+02A70 U+00338 |
⩰̸ |
napid; |
U+0224B U+00338 |
≋̸ |
napos; |
U+00149 |
ʼn |
napprox; |
U+02249 |
≉ |
natur; |
U+0266E |
♮ |
natural; |
U+0266E |
♮ |
naturals; |
U+02115 |
ℕ |
nbsp; |
U+000A0 |
|
nbsp |
U+000A0 |
|
nbump; |
U+0224E U+00338 |
≎̸ |
nbumpe; |
U+0224F U+00338 |
≏̸ |
ncap; |
U+02A43 |
⩃ |
Ncaron; |
U+00147 |
Ň |
ncaron; |
U+00148 |
ň |
Ncedil; |
U+00145 |
Ņ |
ncedil; |
U+00146 |
ņ |
ncong; |
U+02247 |
≇ |
ncongdot; |
U+02A6D U+00338 |
⩭̸ |
ncup; |
U+02A42 |
⩂ |
Ncy; |
U+0041D |
Н |
ncy; |
U+0043D |
н |
ndash; |
U+02013 |
– |
ne; |
U+02260 |
≠ |
nearhk; |
U+02924 |
⤤ |
neArr; |
U+021D7 |
⇗ |
nearr; |
U+02197 |
↗ |
nearrow; |
U+02197 |
↗ |
nedot; |
U+02250 U+00338 |
≐̸ |
NegativeMediumSpace; |
U+0200B |
|
NegativeThickSpace; |
U+0200B |
|
NegativeThinSpace; |
U+0200B |
|
NegativeVeryThinSpace; |
U+0200B |
|
nequiv; |
U+02262 |
≢ |
nesear; |
U+02928 |
⤨ |
nesim; |
U+02242 U+00338 |
≂̸ |
NestedGreaterGreater; |
U+0226B |
≫ |
NestedLessLess; |
U+0226A |
≪ |
NewLine; |
U+0000A |
␊ |
nexist; |
U+02204 |
∄ |
nexists; |
U+02204 |
∄ |
Nfr; |
U+1D511 |
𝔑 |
nfr; |
U+1D52B |
𝔫 |
ngE; |
U+02267 U+00338 |
≧̸ |
nge; |
U+02271 |
≱ |
ngeq; |
U+02271 |
≱ |
ngeqq; |
U+02267 U+00338 |
≧̸ |
ngeqslant; |
U+02A7E U+00338 |
⩾̸ |
nges; |
U+02A7E U+00338 |
⩾̸ |
nGg; |
U+022D9 U+00338 |
⋙̸ |
ngsim; |
U+02275 |
≵ |
nGt; |
U+0226B U+020D2 |
≫⃒ |
ngt; |
U+0226F |
≯ |
ngtr; |
U+0226F |
≯ |
nGtv; |
U+0226B U+00338 |
≫̸ |
nhArr; |
U+021CE |
⇎ |
nharr; |
U+021AE |
↮ |
nhpar; |
U+02AF2 |
⫲ |
ni; |
U+0220B |
∋ |
nis; |
U+022FC |
⋼ |
nisd; |
U+022FA |
⋺ |
niv; |
U+0220B |
∋ |
NJcy; |
U+0040A |
Њ |
njcy; |
U+0045A |
њ |
nlArr; |
U+021CD |
⇍ |
nlarr; |
U+0219A |
↚ |
nldr; |
U+02025 |
‥ |
nlE; |
U+02266 U+00338 |
≦̸ |
nle; |
U+02270 |
≰ |
nLeftarrow; |
U+021CD |
⇍ |
nleftarrow; |
U+0219A |
↚ |
nLeftrightarrow; |
U+021CE |
⇎ |
nleftrightarrow; |
U+021AE |
↮ |
nleq; |
U+02270 |
≰ |
nleqq; |
U+02266 U+00338 |
≦̸ |
nleqslant; |
U+02A7D U+00338 |
⩽̸ |
nles; |
U+02A7D U+00338 |
⩽̸ |
nless; |
U+0226E |
≮ |
nLl; |
U+022D8 U+00338 |
⋘̸ |
nlsim; |
U+02274 |
≴ |
nLt; |
U+0226A U+020D2 |
≪⃒ |
nlt; |
U+0226E |
≮ |
nltri; |
U+022EA |
⋪ |
nltrie; |
U+022EC |
⋬ |
nLtv; |
U+0226A U+00338 |
≪̸ |
nmid; |
U+02224 |
∤ |
NoBreak; |
U+02060 |
|
NonBreakingSpace; |
U+000A0 |
|
Nopf; |
U+02115 |
ℕ |
nopf; |
U+1D55F |
𝕟 |
Not; |
U+02AEC |
⫬ |
not; |
U+000AC |
¬ |
not |
U+000AC |
¬ |
NotCongruent; |
U+02262 |
≢ |
NotCupCap; |
U+0226D |
≭ |
NotDoubleVerticalBar; |
U+02226 |
∦ |
NotElement; |
U+02209 |
∉ |
NotEqual; |
U+02260 |
≠ |
NotEqualTilde; |
U+02242 U+00338 |
≂̸ |
NotExists; |
U+02204 |
∄ |
NotGreater; |
U+0226F |
≯ |
NotGreaterEqual; |
U+02271 |
≱ |
NotGreaterFullEqual; |
U+02267 U+00338 |
≧̸ |
NotGreaterGreater; |
U+0226B U+00338 |
≫̸ |
NotGreaterLess; |
U+02279 |
≹ |
NotGreaterSlantEqual; |
U+02A7E U+00338 |
⩾̸ |
NotGreaterTilde; |
U+02275 |
≵ |
NotHumpDownHump; |
U+0224E U+00338 |
≎̸ |
NotHumpEqual; |
U+0224F U+00338 |
≏̸ |
notin; |
U+02209 |
∉ |
notindot; |
U+022F5 U+00338 |
⋵̸ |
notinE; |
U+022F9 U+00338 |
⋹̸ |
notinva; |
U+02209 |
∉ |
notinvb; |
U+022F7 |
⋷ |
notinvc; |
U+022F6 |
⋶ |
NotLeftTriangle; |
U+022EA |
⋪ |
NotLeftTriangleBar; |
U+029CF U+00338 |
⧏̸ |
NotLeftTriangleEqual; |
U+022EC |
⋬ |
NotLess; |
U+0226E |
≮ |
NotLessEqual; |
U+02270 |
≰ |
NotLessGreater; |
U+02278 |
≸ |
NotLessLess; |
U+0226A U+00338 |
≪̸ |
NotLessSlantEqual; |
U+02A7D U+00338 |
⩽̸ |
NotLessTilde; |
U+02274 |
≴ |
NotNestedGreaterGreater; |
U+02AA2 U+00338 |
⪢̸ |
NotNestedLessLess; |
U+02AA1 U+00338 |
⪡̸ |
notni; |
U+0220C |
∌ |
notniva; |
U+0220C |
∌ |
notnivb; |
U+022FE |
⋾ |
notnivc; |
U+022FD |
⋽ |
NotPrecedes; |
U+02280 |
⊀ |
NotPrecedesEqual; |
U+02AAF U+00338 |
⪯̸ |
NotPrecedesSlantEqual; |
U+022E0 |
⋠ |
NotReverseElement; |
U+0220C |
∌ |
NotRightTriangle; |
U+022EB |
⋫ |
NotRightTriangleBar; |
U+029D0 U+00338 |
⧐̸ |
NotRightTriangleEqual; |
U+022ED |
⋭ |
NotSquareSubset; |
U+0228F U+00338 |
⊏̸ |
NotSquareSubsetEqual; |
U+022E2 |
⋢ |
NotSquareSuperset; |
U+02290 U+00338 |
⊐̸ |
NotSquareSupersetEqual; |
U+022E3 |
⋣ |
NotSubset; |
U+02282 U+020D2 |
⊂⃒ |
NotSubsetEqual; |
U+02288 |
⊈ |
NotSucceeds; |
U+02281 |
⊁ |
NotSucceedsEqual; |
U+02AB0 U+00338 |
⪰̸ |
NotSucceedsSlantEqual; |
U+022E1 |
⋡ |
NotSucceedsTilde; |
U+0227F U+00338 |
≿̸ |
NotSuperset; |
U+02283 U+020D2 |
⊃⃒ |
NotSupersetEqual; |
U+02289 |
⊉ |
NotTilde; |
U+02241 |
≁ |
NotTildeEqual; |
U+02244 |
≄ |
NotTildeFullEqual; |
U+02247 |
≇ |
NotTildeTilde; |
U+02249 |
≉ |
NotVerticalBar; |
U+02224 |
∤ |
npar; |
U+02226 |
∦ |
nparallel; |
U+02226 |
∦ |
nparsl; |
U+02AFD U+020E5 |
⫽⃥ |
npart; |
U+02202 U+00338 |
∂̸ |
npolint; |
U+02A14 |
⨔ |
npr; |
U+02280 |
⊀ |
nprcue; |
U+022E0 |
⋠ |
npre; |
U+02AAF U+00338 |
⪯̸ |
nprec; |
U+02280 |
⊀ |
npreceq; |
U+02AAF U+00338 |
⪯̸ |
nrArr; |
U+021CF |
⇏ |
nrarr; |
U+0219B |
↛ |
nrarrc; |
U+02933 U+00338 |
⤳̸ |
nrarrw; |
U+0219D U+00338 |
↝̸ |
nRightarrow; |
U+021CF |
⇏ |
nrightarrow; |
U+0219B |
↛ |
nrtri; |
U+022EB |
⋫ |
nrtrie; |
U+022ED |
⋭ |
nsc; |
U+02281 |
⊁ |
nsccue; |
U+022E1 |
⋡ |
nsce; |
U+02AB0 U+00338 |
⪰̸ |
Nscr; |
U+1D4A9 |
𝒩 |
nscr; |
U+1D4C3 |
𝓃 |
nshortmid; |
U+02224 |
∤ |
nshortparallel; |
U+02226 |
∦ |
nsim; |
U+02241 |
≁ |
nsime; |
U+02244 |
≄ |
nsimeq; |
U+02244 |
≄ |
nsmid; |
U+02224 |
∤ |
nspar; |
U+02226 |
∦ |
nsqsube; |
U+022E2 |
⋢ |
nsqsupe; |
U+022E3 |
⋣ |
nsub; |
U+02284 |
⊄ |
nsubE; |
U+02AC5 U+00338 |
⫅̸ |
nsube; |
U+02288 |
⊈ |
nsubset; |
U+02282 U+020D2 |
⊂⃒ |
nsubseteq; |
U+02288 |
⊈ |
nsubseteqq; |
U+02AC5 U+00338 |
⫅̸ |
nsucc; |
U+02281 |
⊁ |
nsucceq; |
U+02AB0 U+00338 |
⪰̸ |
nsup; |
U+02285 |
⊅ |
nsupE; |
U+02AC6 U+00338 |
⫆̸ |
nsupe; |
U+02289 |
⊉ |
nsupset; |
U+02283 U+020D2 |
⊃⃒ |
nsupseteq; |
U+02289 |
⊉ |
nsupseteqq; |
U+02AC6 U+00338 |
⫆̸ |
ntgl; |
U+02279 |
≹ |
Ntilde; |
U+000D1 |
Ñ |
Ntilde |
U+000D1 |
Ñ |
ntilde; |
U+000F1 |
ñ |
ntilde |
U+000F1 |
ñ |
ntlg; |
U+02278 |
≸ |
ntriangleleft; |
U+022EA |
⋪ |
ntrianglelefteq; |
U+022EC |
⋬ |
ntriangleright; |
U+022EB |
⋫ |
ntrianglerighteq; |
U+022ED |
⋭ |
Nu; |
U+0039D |
Ν |
nu; |
U+003BD |
ν |
num; |
U+00023 |
# |
numero; |
U+02116 |
№ |
numsp; |
U+02007 |
|
nvap; |
U+0224D U+020D2 |
≍⃒ |
nVDash; |
U+022AF |
⊯ |
nVdash; |
U+022AE |
⊮ |
nvDash; |
U+022AD |
⊭ |
nvdash; |
U+022AC |
⊬ |
nvge; |
U+02265 U+020D2 |
≥⃒ |
nvgt; |
U+0003E U+020D2 |
>⃒ |
nvHarr; |
U+02904 |
⤄ |
nvinfin; |
U+029DE |
⧞ |
nvlArr; |
U+02902 |
⤂ |
nvle; |
U+02264 U+020D2 |
≤⃒ |
nvlt; |
U+0003C U+020D2 |
<⃒ |
nvltrie; |
U+022B4 U+020D2 |
⊴⃒ |
nvrArr; |
U+02903 |
⤃ |
nvrtrie; |
U+022B5 U+020D2 |
⊵⃒ |
nvsim; |
U+0223C U+020D2 |
∼⃒ |
nwarhk; |
U+02923 |
⤣ |
nwArr; |
U+021D6 |
⇖ |
nwarr; |
U+02196 |
↖ |
nwarrow; |
U+02196 |
↖ |
nwnear; |
U+02927 |
⤧ |
Oacute; |
U+000D3 |
Ó |
Oacute |
U+000D3 |
Ó |
oacute; |
U+000F3 |
ó |
oacute |
U+000F3 |
ó |
oast; |
U+0229B |
⊛ |
ocir; |
U+0229A |
⊚ |
Ocirc; |
U+000D4 |
Ô |
Ocirc |
U+000D4 |
Ô |
ocirc; |
U+000F4 |
ô |
ocirc |
U+000F4 |
ô |
Ocy; |
U+0041E |
О |
ocy; |
U+0043E |
о |
odash; |
U+0229D |
⊝ |
Odblac; |
U+00150 |
Ő |
odblac; |
U+00151 |
ő |
odiv; |
U+02A38 |
⨸ |
odot; |
U+02299 |
⊙ |
odsold; |
U+029BC |
⦼ |
OElig; |
U+00152 |
Π|
oelig; |
U+00153 |
œ |
ofcir; |
U+029BF |
⦿ |
Ofr; |
U+1D512 |
𝔒 |
ofr; |
U+1D52C |
𝔬 |
ogon; |
U+002DB |
˛ |
Ograve; |
U+000D2 |
Ò |
Ograve |
U+000D2 |
Ò |
ograve; |
U+000F2 |
ò |
ograve |
U+000F2 |
ò |
ogt; |
U+029C1 |
⧁ |
ohbar; |
U+029B5 |
⦵ |
ohm; |
U+003A9 |
Ω |
oint; |
U+0222E |
∮ |
olarr; |
U+021BA |
↺ |
olcir; |
U+029BE |
⦾ |
olcross; |
U+029BB |
⦻ |
oline; |
U+0203E |
‾ |
olt; |
U+029C0 |
⧀ |
Omacr; |
U+0014C |
Ō |
omacr; |
U+0014D |
ō |
Omega; |
U+003A9 |
Ω |
omega; |
U+003C9 |
ω |
Omicron; |
U+0039F |
Ο |
omicron; |
U+003BF |
ο |
omid; |
U+029B6 |
⦶ |
ominus; |
U+02296 |
⊖ |
Oopf; |
U+1D546 |
𝕆 |
oopf; |
U+1D560 |
𝕠 |
opar; |
U+029B7 |
⦷ |
OpenCurlyDoubleQuote; |
U+0201C |
“ |
OpenCurlyQuote; |
U+02018 |
‘ |
operp; |
U+029B9 |
⦹ |
oplus; |
U+02295 |
⊕ |
Or; |
U+02A54 |
⩔ |
or; |
U+02228 |
∨ |
orarr; |
U+021BB |
↻ |
ord; |
U+02A5D |
⩝ |
order; |
U+02134 |
ℴ |
orderof; |
U+02134 |
ℴ |
ordf; |
U+000AA |
ª |
ordf |
U+000AA |
ª |
ordm; |
U+000BA |
º |
ordm |
U+000BA |
º |
origof; |
U+022B6 |
⊶ |
oror; |
U+02A56 |
⩖ |
orslope; |
U+02A57 |
⩗ |
orv; |
U+02A5B |
⩛ |
oS; |
U+024C8 |
Ⓢ |
Oscr; |
U+1D4AA |
𝒪 |
oscr; |
U+02134 |
ℴ |
Oslash; |
U+000D8 |
Ø |
Oslash |
U+000D8 |
Ø |
oslash; |
U+000F8 |
ø |
oslash |
U+000F8 |
ø |
osol; |
U+02298 |
⊘ |
Otilde; |
U+000D5 |
Õ |
Otilde |
U+000D5 |
Õ |
otilde; |
U+000F5 |
õ |
otilde |
U+000F5 |
õ |
Otimes; |
U+02A37 |
⨷ |
otimes; |
U+02297 |
⊗ |
otimesas; |
U+02A36 |
⨶ |
Ouml; |
U+000D6 |
Ö |
Ouml |
U+000D6 |
Ö |
ouml; |
U+000F6 |
ö |
ouml |
U+000F6 |
ö |
ovbar; |
U+0233D |
⌽ |
OverBar; |
U+0203E |
‾ |
OverBrace; |
U+023DE |
⏞ |
OverBracket; |
U+023B4 |
⎴ |
OverParenthesis; |
U+023DC |
⏜ |
par; |
U+02225 |
∥ |
para; |
U+000B6 |
¶ |
para |
U+000B6 |
¶ |
parallel; |
U+02225 |
∥ |
parsim; |
U+02AF3 |
⫳ |
parsl; |
U+02AFD |
⫽ |
part; |
U+02202 |
∂ |
PartialD; |
U+02202 |
∂ |
Pcy; |
U+0041F |
П |
pcy; |
U+0043F |
п |
percnt; |
U+00025 |
% |
period; |
U+0002E |
. |
permil; |
U+02030 |
‰ |
perp; |
U+022A5 |
⊥ |
pertenk; |
U+02031 |
‱ |
Pfr; |
U+1D513 |
𝔓 |
pfr; |
U+1D52D |
𝔭 |
Phi; |
U+003A6 |
Φ |
phi; |
U+003C6 |
φ |
phiv; |
U+003D5 |
ϕ |
phmmat; |
U+02133 |
ℳ |
phone; |
U+0260E |
☎ |
Pi; |
U+003A0 |
Π |
pi; |
U+003C0 |
π |
pitchfork; |
U+022D4 |
⋔ |
piv; |
U+003D6 |
ϖ |
planck; |
U+0210F |
ℏ |
planckh; |
U+0210E |
ℎ |
plankv; |
U+0210F |
ℏ |
plus; |
U+0002B |
+ |
plusacir; |
U+02A23 |
⨣ |
plusb; |
U+0229E |
⊞ |
pluscir; |
U+02A22 |
⨢ |
plusdo; |
U+02214 |
∔ |
plusdu; |
U+02A25 |
⨥ |
pluse; |
U+02A72 |
⩲ |
PlusMinus; |
U+000B1 |
± |
plusmn; |
U+000B1 |
± |
plusmn |
U+000B1 |
± |
plussim; |
U+02A26 |
⨦ |
plustwo; |
U+02A27 |
⨧ |
pm; |
U+000B1 |
± |
Poincareplane; |
U+0210C |
ℌ |
pointint; |
U+02A15 |
⨕ |
Popf; |
U+02119 |
ℙ |
popf; |
U+1D561 |
𝕡 |
pound; |
U+000A3 |
£ |
pound |
U+000A3 |
£ |
Pr; |
U+02ABB |
⪻ |
pr; |
U+0227A |
≺ |
prap; |
U+02AB7 |
⪷ |
prcue; |
U+0227C |
≼ |
prE; |
U+02AB3 |
⪳ |
pre; |
U+02AAF |
⪯ |
prec; |
U+0227A |
≺ |
precapprox; |
U+02AB7 |
⪷ |
preccurlyeq; |
U+0227C |
≼ |
Precedes; |
U+0227A |
≺ |
PrecedesEqual; |
U+02AAF |
⪯ |
PrecedesSlantEqual; |
U+0227C |
≼ |
PrecedesTilde; |
U+0227E |
≾ |
preceq; |
U+02AAF |
⪯ |
precnapprox; |
U+02AB9 |
⪹ |
precneqq; |
U+02AB5 |
⪵ |
precnsim; |
U+022E8 |
⋨ |
precsim; |
U+0227E |
≾ |
Prime; |
U+02033 |
″ |
prime; |
U+02032 |
′ |
primes; |
U+02119 |
ℙ |
prnap; |
U+02AB9 |
⪹ |
prnE; |
U+02AB5 |
⪵ |
prnsim; |
U+022E8 |
⋨ |
prod; |
U+0220F |
∏ |
Product; |
U+0220F |
∏ |
profalar; |
U+0232E |
⌮ |
profline; |
U+02312 |
⌒ |
profsurf; |
U+02313 |
⌓ |
prop; |
U+0221D |
∝ |
Proportion; |
U+02237 |
∷ |
Proportional; |
U+0221D |
∝ |
propto; |
U+0221D |
∝ |
prsim; |
U+0227E |
≾ |
prurel; |
U+022B0 |
⊰ |
Pscr; |
U+1D4AB |
𝒫 |
pscr; |
U+1D4C5 |
𝓅 |
Psi; |
U+003A8 |
Ψ |
psi; |
U+003C8 |
ψ |
puncsp; |
U+02008 |
|
Qfr; |
U+1D514 |
𝔔 |
qfr; |
U+1D52E |
𝔮 |
qint; |
U+02A0C |
⨌ |
Qopf; |
U+0211A |
ℚ |
qopf; |
U+1D562 |
𝕢 |
qprime; |
U+02057 |
⁗ |
Qscr; |
U+1D4AC |
𝒬 |
qscr; |
U+1D4C6 |
𝓆 |
quaternions; |
U+0210D |
ℍ |
quatint; |
U+02A16 |
⨖ |
quest; |
U+0003F |
? |
questeq; |
U+0225F |
≟ |
QUOT; |
U+00022 |
" |
QUOT |
U+00022 |
" |
quot; |
U+00022 |
" |
quot |
U+00022 |
" |
rAarr; |
U+021DB |
⇛ |
race; |
U+0223D U+00331 |
∽̱ |
Racute; |
U+00154 |
Ŕ |
racute; |
U+00155 |
ŕ |
radic; |
U+0221A |
√ |
raemptyv; |
U+029B3 |
⦳ |
Rang; |
U+027EB |
⟫ |
rang; |
U+027E9 |
⟩ |
rangd; |
U+02992 |
⦒ |
range; |
U+029A5 |
⦥ |
rangle; |
U+027E9 |
⟩ |
raquo; |
U+000BB |
» |
raquo |
U+000BB |
» |
Rarr; |
U+021A0 |
↠ |
rArr; |
U+021D2 |
⇒ |
rarr; |
U+02192 |
→ |
rarrap; |
U+02975 |
⥵ |
rarrb; |
U+021E5 |
⇥ |
rarrbfs; |
U+02920 |
⤠ |
rarrc; |
U+02933 |
⤳ |
rarrfs; |
U+0291E |
⤞ |
rarrhk; |
U+021AA |
↪ |
rarrlp; |
U+021AC |
↬ |
rarrpl; |
U+02945 |
⥅ |
rarrsim; |
U+02974 |
⥴ |
Rarrtl; |
U+02916 |
⤖ |
rarrtl; |
U+021A3 |
↣ |
rarrw; |
U+0219D |
↝ |
rAtail; |
U+0291C |
⤜ |
ratail; |
U+0291A |
⤚ |
ratio; |
U+02236 |
∶ |
rationals; |
U+0211A |
ℚ |
RBarr; |
U+02910 |
⤐ |
rBarr; |
U+0290F |
⤏ |
rbarr; |
U+0290D |
⤍ |
rbbrk; |
U+02773 |
❳ |
rbrace; |
U+0007D |
} |
rbrack; |
U+0005D |
] |
rbrke; |
U+0298C |
⦌ |
rbrksld; |
U+0298E |
⦎ |
rbrkslu; |
U+02990 |
⦐ |
Rcaron; |
U+00158 |
Ř |
rcaron; |
U+00159 |
ř |
Rcedil; |
U+00156 |
Ŗ |
rcedil; |
U+00157 |
ŗ |
rceil; |
U+02309 |
⌉ |
rcub; |
U+0007D |
} |
Rcy; |
U+00420 |
Р |
rcy; |
U+00440 |
р |
rdca; |
U+02937 |
⤷ |
rdldhar; |
U+02969 |
⥩ |
rdquo; |
U+0201D |
” |
rdquor; |
U+0201D |
” |
rdsh; |
U+021B3 |
↳ |
Re; |
U+0211C |
ℜ |
real; |
U+0211C |
ℜ |
realine; |
U+0211B |
ℛ |
realpart; |
U+0211C |
ℜ |
reals; |
U+0211D |
ℝ |
rect; |
U+025AD |
▭ |
REG; |
U+000AE |
® |
REG |
U+000AE |
® |
reg; |
U+000AE |
® |
reg |
U+000AE |
® |
ReverseElement; |
U+0220B |
∋ |
ReverseEquilibrium; |
U+021CB |
⇋ |
ReverseUpEquilibrium; |
U+0296F |
⥯ |
rfisht; |
U+0297D |
⥽ |
rfloor; |
U+0230B |
⌋ |
Rfr; |
U+0211C |
ℜ |
rfr; |
U+1D52F |
𝔯 |
rHar; |
U+02964 |
⥤ |
rhard; |
U+021C1 |
⇁ |
rharu; |
U+021C0 |
⇀ |
rharul; |
U+0296C |
⥬ |
Rho; |
U+003A1 |
Ρ |
rho; |
U+003C1 |
ρ |
rhov; |
U+003F1 |
ϱ |
RightAngleBracket; |
U+027E9 |
⟩ |
RightArrow; |
U+02192 |
→ |
Rightarrow; |
U+021D2 |
⇒ |
rightarrow; |
U+02192 |
→ |
RightArrowBar; |
U+021E5 |
⇥ |
RightArrowLeftArrow; |
U+021C4 |
⇄ |
rightarrowtail; |
U+021A3 |
↣ |
RightCeiling; |
U+02309 |
⌉ |
RightDoubleBracket; |
U+027E7 |
⟧ |
RightDownTeeVector; |
U+0295D |
⥝ |
RightDownVector; |
U+021C2 |
⇂ |
RightDownVectorBar; |
U+02955 |
⥕ |
RightFloor; |
U+0230B |
⌋ |
rightharpoondown; |
U+021C1 |
⇁ |
rightharpoonup; |
U+021C0 |
⇀ |
rightleftarrows; |
U+021C4 |
⇄ |
rightleftharpoons; |
U+021CC |
⇌ |
rightrightarrows; |
U+021C9 |
⇉ |
rightsquigarrow; |
U+0219D |
↝ |
RightTee; |
U+022A2 |
⊢ |
RightTeeArrow; |
U+021A6 |
↦ |
RightTeeVector; |
U+0295B |
⥛ |
rightthreetimes; |
U+022CC |
⋌ |
RightTriangle; |
U+022B3 |
⊳ |
RightTriangleBar; |
U+029D0 |
⧐ |
RightTriangleEqual; |
U+022B5 |
⊵ |
RightUpDownVector; |
U+0294F |
⥏ |
RightUpTeeVector; |
U+0295C |
⥜ |
RightUpVector; |
U+021BE |
↾ |
RightUpVectorBar; |
U+02954 |
⥔ |
RightVector; |
U+021C0 |
⇀ |
RightVectorBar; |
U+02953 |
⥓ |
ring; |
U+002DA |
˚ |
risingdotseq; |
U+02253 |
≓ |
rlarr; |
U+021C4 |
⇄ |
rlhar; |
U+021CC |
⇌ |
rlm; |
U+0200F |
|
rmoust; |
U+023B1 |
⎱ |
rmoustache; |
U+023B1 |
⎱ |
rnmid; |
U+02AEE |
⫮ |
roang; |
U+027ED |
⟭ |
roarr; |
U+021FE |
⇾ |
robrk; |
U+027E7 |
⟧ |
ropar; |
U+02986 |
⦆ |
Ropf; |
U+0211D |
ℝ |
ropf; |
U+1D563 |
𝕣 |
roplus; |
U+02A2E |
⨮ |
rotimes; |
U+02A35 |
⨵ |
RoundImplies; |
U+02970 |
⥰ |
rpar; |
U+00029 |
) |
rpargt; |
U+02994 |
⦔ |
rppolint; |
U+02A12 |
⨒ |
rrarr; |
U+021C9 |
⇉ |
Rrightarrow; |
U+021DB |
⇛ |
rsaquo; |
U+0203A |
› |
Rscr; |
U+0211B |
ℛ |
rscr; |
U+1D4C7 |
𝓇 |
Rsh; |
U+021B1 |
↱ |
rsh; |
U+021B1 |
↱ |
rsqb; |
U+0005D |
] |
rsquo; |
U+02019 |
’ |
rsquor; |
U+02019 |
’ |
rthree; |
U+022CC |
⋌ |
rtimes; |
U+022CA |
⋊ |
rtri; |
U+025B9 |
▹ |
rtrie; |
U+022B5 |
⊵ |
rtrif; |
U+025B8 |
▸ |
rtriltri; |
U+029CE |
⧎ |
RuleDelayed; |
U+029F4 |
⧴ |
ruluhar; |
U+02968 |
⥨ |
rx; |
U+0211E |
℞ |
Sacute; |
U+0015A |
Ś |
sacute; |
U+0015B |
ś |
sbquo; |
U+0201A |
‚ |
Sc; |
U+02ABC |
⪼ |
sc; |
U+0227B |
≻ |
scap; |
U+02AB8 |
⪸ |
Scaron; |
U+00160 |
Š |
scaron; |
U+00161 |
š |
sccue; |
U+0227D |
≽ |
scE; |
U+02AB4 |
⪴ |
sce; |
U+02AB0 |
⪰ |
Scedil; |
U+0015E |
Ş |
scedil; |
U+0015F |
ş |
Scirc; |
U+0015C |
Ŝ |
scirc; |
U+0015D |
ŝ |
scnap; |
U+02ABA |
⪺ |
scnE; |
U+02AB6 |
⪶ |
scnsim; |
U+022E9 |
⋩ |
scpolint; |
U+02A13 |
⨓ |
scsim; |
U+0227F |
≿ |
Scy; |
U+00421 |
С |
scy; |
U+00441 |
с |
sdot; |
U+022C5 |
⋅ |
sdotb; |
U+022A1 |
⊡ |
sdote; |
U+02A66 |
⩦ |
searhk; |
U+02925 |
⤥ |
seArr; |
U+021D8 |
⇘ |
searr; |
U+02198 |
↘ |
searrow; |
U+02198 |
↘ |
sect; |
U+000A7 |
§ |
sect |
U+000A7 |
§ |
semi; |
U+0003B |
; |
seswar; |
U+02929 |
⤩ |
setminus; |
U+02216 |
∖ |
setmn; |
U+02216 |
∖ |
sext; |
U+02736 |
✶ |
Sfr; |
U+1D516 |
𝔖 |
sfr; |
U+1D530 |
𝔰 |
sfrown; |
U+02322 |
⌢ |
sharp; |
U+0266F |
♯ |
SHCHcy; |
U+00429 |
Щ |
shchcy; |
U+00449 |
щ |
SHcy; |
U+00428 |
Ш |
shcy; |
U+00448 |
ш |
ShortDownArrow; |
U+02193 |
↓ |
ShortLeftArrow; |
U+02190 |
← |
shortmid; |
U+02223 |
∣ |
shortparallel; |
U+02225 |
∥ |
ShortRightArrow; |
U+02192 |
→ |
ShortUpArrow; |
U+02191 |
↑ |
shy; |
U+000AD |
|
shy |
U+000AD |
|
Sigma; |
U+003A3 |
Σ |
sigma; |
U+003C3 |
σ |
sigmaf; |
U+003C2 |
ς |
sigmav; |
U+003C2 |
ς |
sim; |
U+0223C |
∼ |
simdot; |
U+02A6A |
⩪ |
sime; |
U+02243 |
≃ |
simeq; |
U+02243 |
≃ |
simg; |
U+02A9E |
⪞ |
simgE; |
U+02AA0 |
⪠ |
siml; |
U+02A9D |
⪝ |
simlE; |
U+02A9F |
⪟ |
simne; |
U+02246 |
≆ |
simplus; |
U+02A24 |
⨤ |
simrarr; |
U+02972 |
⥲ |
slarr; |
U+02190 |
← |
SmallCircle; |
U+02218 |
∘ |
smallsetminus; |
U+02216 |
∖ |
smashp; |
U+02A33 |
⨳ |
smeparsl; |
U+029E4 |
⧤ |
smid; |
U+02223 |
∣ |
smile; |
U+02323 |
⌣ |
smt; |
U+02AAA |
⪪ |
smte; |
U+02AAC |
⪬ |
smtes; |
U+02AAC U+0FE00 |
⪬︀ |
SOFTcy; |
U+0042C |
Ь |
softcy; |
U+0044C |
ь |
sol; |
U+0002F |
/ |
solb; |
U+029C4 |
⧄ |
solbar; |
U+0233F |
⌿ |
Sopf; |
U+1D54A |
𝕊 |
sopf; |
U+1D564 |
𝕤 |
spades; |
U+02660 |
♠ |
spadesuit; |
U+02660 |
♠ |
spar; |
U+02225 |
∥ |
sqcap; |
U+02293 |
⊓ |
sqcaps; |
U+02293 U+0FE00 |
⊓︀ |
sqcup; |
U+02294 |
⊔ |
sqcups; |
U+02294 U+0FE00 |
⊔︀ |
Sqrt; |
U+0221A |
√ |
sqsub; |
U+0228F |
⊏ |
sqsube; |
U+02291 |
⊑ |
sqsubset; |
U+0228F |
⊏ |
sqsubseteq; |
U+02291 |
⊑ |
sqsup; |
U+02290 |
⊐ |
sqsupe; |
U+02292 |
⊒ |
sqsupset; |
U+02290 |
⊐ |
sqsupseteq; |
U+02292 |
⊒ |
squ; |
U+025A1 |
□ |
Square; |
U+025A1 |
□ |
square; |
U+025A1 |
□ |
SquareIntersection; |
U+02293 |
⊓ |
SquareSubset; |
U+0228F |
⊏ |
SquareSubsetEqual; |
U+02291 |
⊑ |
SquareSuperset; |
U+02290 |
⊐ |
SquareSupersetEqual; |
U+02292 |
⊒ |
SquareUnion; |
U+02294 |
⊔ |
squarf; |
U+025AA |
▪ |
squf; |
U+025AA |
▪ |
srarr; |
U+02192 |
→ |
Sscr; |
U+1D4AE |
𝒮 |
sscr; |
U+1D4C8 |
𝓈 |
ssetmn; |
U+02216 |
∖ |
ssmile; |
U+02323 |
⌣ |
sstarf; |
U+022C6 |
⋆ |
Star; |
U+022C6 |
⋆ |
star; |
U+02606 |
☆ |
starf; |
U+02605 |
★ |
straightepsilon; |
U+003F5 |
ϵ |
straightphi; |
U+003D5 |
ϕ |
strns; |
U+000AF |
¯ |
Sub; |
U+022D0 |
⋐ |
sub; |
U+02282 |
⊂ |
subdot; |
U+02ABD |
⪽ |
subE; |
U+02AC5 |
⫅ |
sube; |
U+02286 |
⊆ |
subedot; |
U+02AC3 |
⫃ |
submult; |
U+02AC1 |
⫁ |
subnE; |
U+02ACB |
⫋ |
subne; |
U+0228A |
⊊ |
subplus; |
U+02ABF |
⪿ |
subrarr; |
U+02979 |
⥹ |
Subset; |
U+022D0 |
⋐ |
subset; |
U+02282 |
⊂ |
subseteq; |
U+02286 |
⊆ |
subseteqq; |
U+02AC5 |
⫅ |
SubsetEqual; |
U+02286 |
⊆ |
subsetneq; |
U+0228A |
⊊ |
subsetneqq; |
U+02ACB |
⫋ |
subsim; |
U+02AC7 |
⫇ |
subsub; |
U+02AD5 |
⫕ |
subsup; |
U+02AD3 |
⫓ |
succ; |
U+0227B |
≻ |
succapprox; |
U+02AB8 |
⪸ |
succcurlyeq; |
U+0227D |
≽ |
Succeeds; |
U+0227B |
≻ |
SucceedsEqual; |
U+02AB0 |
⪰ |
SucceedsSlantEqual; |
U+0227D |
≽ |
SucceedsTilde; |
U+0227F |
≿ |
succeq; |
U+02AB0 |
⪰ |
succnapprox; |
U+02ABA |
⪺ |
succneqq; |
U+02AB6 |
⪶ |
succnsim; |
U+022E9 |
⋩ |
succsim; |
U+0227F |
≿ |
SuchThat; |
U+0220B |
∋ |
Sum; |
U+02211 |
∑ |
sum; |
U+02211 |
∑ |
sung; |
U+0266A |
♪ |
Sup; |
U+022D1 |
⋑ |
sup; |
U+02283 |
⊃ |
sup1; |
U+000B9 |
¹ |
sup1 |
U+000B9 |
¹ |
sup2; |
U+000B2 |
² |
sup2 |
U+000B2 |
² |
sup3; |
U+000B3 |
³ |
sup3 |
U+000B3 |
³ |
supdot; |
U+02ABE |
⪾ |
supdsub; |
U+02AD8 |
⫘ |
supE; |
U+02AC6 |
⫆ |
supe; |
U+02287 |
⊇ |
supedot; |
U+02AC4 |
⫄ |
Superset; |
U+02283 |
⊃ |
SupersetEqual; |
U+02287 |
⊇ |
suphsol; |
U+027C9 |
⟉ |
suphsub; |
U+02AD7 |
⫗ |
suplarr; |
U+0297B |
⥻ |
supmult; |
U+02AC2 |
⫂ |
supnE; |
U+02ACC |
⫌ |
supne; |
U+0228B |
⊋ |
supplus; |
U+02AC0 |
⫀ |
Supset; |
U+022D1 |
⋑ |
supset; |
U+02283 |
⊃ |
supseteq; |
U+02287 |
⊇ |
supseteqq; |
U+02AC6 |
⫆ |
supsetneq; |
U+0228B |
⊋ |
supsetneqq; |
U+02ACC |
⫌ |
supsim; |
U+02AC8 |
⫈ |
supsub; |
U+02AD4 |
⫔ |
supsup; |
U+02AD6 |
⫖ |
swarhk; |
U+02926 |
⤦ |
swArr; |
U+021D9 |
⇙ |
swarr; |
U+02199 |
↙ |
swarrow; |
U+02199 |
↙ |
swnwar; |
U+0292A |
⤪ |
szlig; |
U+000DF |
ß |
szlig |
U+000DF |
ß |
Tab; |
U+00009 |
␉ |
target; |
U+02316 |
⌖ |
Tau; |
U+003A4 |
Τ |
tau; |
U+003C4 |
τ |
tbrk; |
U+023B4 |
⎴ |
Tcaron; |
U+00164 |
Ť |
tcaron; |
U+00165 |
ť |
Tcedil; |
U+00162 |
Ţ |
tcedil; |
U+00163 |
ţ |
Tcy; |
U+00422 |
Т |
tcy; |
U+00442 |
т |
tdot; |
U+020DB |
◌⃛ |
telrec; |
U+02315 |
⌕ |
Tfr; |
U+1D517 |
𝔗 |
tfr; |
U+1D531 |
𝔱 |
there4; |
U+02234 |
∴ |
Therefore; |
U+02234 |
∴ |
therefore; |
U+02234 |
∴ |
Theta; |
U+00398 |
Θ |
theta; |
U+003B8 |
θ |
thetasym; |
U+003D1 |
ϑ |
thetav; |
U+003D1 |
ϑ |
thickapprox; |
U+02248 |
≈ |
thicksim; |
U+0223C |
∼ |
ThickSpace; |
U+0205F U+0200A |
|
thinsp; |
U+02009 |
|
ThinSpace; |
U+02009 |
|
thkap; |
U+02248 |
≈ |
thksim; |
U+0223C |
∼ |
THORN; |
U+000DE |
Þ |
THORN |
U+000DE |
Þ |
thorn; |
U+000FE |
þ |
thorn |
U+000FE |
þ |
Tilde; |
U+0223C |
∼ |
tilde; |
U+002DC |
˜ |
TildeEqual; |
U+02243 |
≃ |
TildeFullEqual; |
U+02245 |
≅ |
TildeTilde; |
U+02248 |
≈ |
times; |
U+000D7 |
× |
times |
U+000D7 |
× |
timesb; |
U+022A0 |
⊠ |
timesbar; |
U+02A31 |
⨱ |
timesd; |
U+02A30 |
⨰ |
tint; |
U+0222D |
∭ |
toea; |
U+02928 |
⤨ |
top; |
U+022A4 |
⊤ |
topbot; |
U+02336 |
⌶ |
topcir; |
U+02AF1 |
⫱ |
Topf; |
U+1D54B |
𝕋 |
topf; |
U+1D565 |
𝕥 |
topfork; |
U+02ADA |
⫚ |
tosa; |
U+02929 |
⤩ |
tprime; |
U+02034 |
‴ |
TRADE; |
U+02122 |
™ |
trade; |
U+02122 |
™ |
triangle; |
U+025B5 |
▵ |
triangledown; |
U+025BF |
▿ |
triangleleft; |
U+025C3 |
◃ |
trianglelefteq; |
U+022B4 |
⊴ |
triangleq; |
U+0225C |
≜ |
triangleright; |
U+025B9 |
▹ |
trianglerighteq; |
U+022B5 |
⊵ |
tridot; |
U+025EC |
◬ |
trie; |
U+0225C |
≜ |
triminus; |
U+02A3A |
⨺ |
TripleDot; |
U+020DB |
◌⃛ |
triplus; |
U+02A39 |
⨹ |
trisb; |
U+029CD |
⧍ |
tritime; |
U+02A3B |
⨻ |
trpezium; |
U+023E2 |
⏢ |
Tscr; |
U+1D4AF |
𝒯 |
tscr; |
U+1D4C9 |
𝓉 |
TScy; |
U+00426 |
Ц |
tscy; |
U+00446 |
ц |
TSHcy; |
U+0040B |
Ћ |
tshcy; |
U+0045B |
ћ |
Tstrok; |
U+00166 |
Ŧ |
tstrok; |
U+00167 |
ŧ |
twixt; |
U+0226C |
≬ |
twoheadleftarrow; |
U+0219E |
↞ |
twoheadrightarrow; |
U+021A0 |
↠ |
Uacute; |
U+000DA |
Ú |
Uacute |
U+000DA |
Ú |
uacute; |
U+000FA |
ú |
uacute |
U+000FA |
ú |
Uarr; |
U+0219F |
↟ |
uArr; |
U+021D1 |
⇑ |
uarr; |
U+02191 |
↑ |
Uarrocir; |
U+02949 |
⥉ |
Ubrcy; |
U+0040E |
Ў |
ubrcy; |
U+0045E |
ў |
Ubreve; |
U+0016C |
Ŭ |
ubreve; |
U+0016D |
ŭ |
Ucirc; |
U+000DB |
Û |
Ucirc |
U+000DB |
Û |
ucirc; |
U+000FB |
û |
ucirc |
U+000FB |
û |
Ucy; |
U+00423 |
У |
ucy; |
U+00443 |
у |
udarr; |
U+021C5 |
⇅ |
Udblac; |
U+00170 |
Ű |
udblac; |
U+00171 |
ű |
udhar; |
U+0296E |
⥮ |
ufisht; |
U+0297E |
⥾ |
Ufr; |
U+1D518 |
𝔘 |
ufr; |
U+1D532 |
𝔲 |
Ugrave; |
U+000D9 |
Ù |
Ugrave |
U+000D9 |
Ù |
ugrave; |
U+000F9 |
ù |
ugrave |
U+000F9 |
ù |
uHar; |
U+02963 |
⥣ |
uharl; |
U+021BF |
↿ |
uharr; |
U+021BE |
↾ |
uhblk; |
U+02580 |
▀ |
ulcorn; |
U+0231C |
⌜ |
ulcorner; |
U+0231C |
⌜ |
ulcrop; |
U+0230F |
⌏ |
ultri; |
U+025F8 |
◸ |
Umacr; |
U+0016A |
Ū |
umacr; |
U+0016B |
ū |
uml; |
U+000A8 |
¨ |
uml |
U+000A8 |
¨ |
UnderBar; |
U+0005F |
_ |
UnderBrace; |
U+023DF |
⏟ |
UnderBracket; |
U+023B5 |
⎵ |
UnderParenthesis; |
U+023DD |
⏝ |
Union; |
U+022C3 |
⋃ |
UnionPlus; |
U+0228E |
⊎ |
Uogon; |
U+00172 |
Ų |
uogon; |
U+00173 |
ų |
Uopf; |
U+1D54C |
𝕌 |
uopf; |
U+1D566 |
𝕦 |
UpArrow; |
U+02191 |
↑ |
Uparrow; |
U+021D1 |
⇑ |
uparrow; |
U+02191 |
↑ |
UpArrowBar; |
U+02912 |
⤒ |
UpArrowDownArrow; |
U+021C5 |
⇅ |
UpDownArrow; |
U+02195 |
↕ |
Updownarrow; |
U+021D5 |
⇕ |
updownarrow; |
U+02195 |
↕ |
UpEquilibrium; |
U+0296E |
⥮ |
upharpoonleft; |
U+021BF |
↿ |
upharpoonright; |
U+021BE |
↾ |
uplus; |
U+0228E |
⊎ |
UpperLeftArrow; |
U+02196 |
↖ |
UpperRightArrow; |
U+02197 |
↗ |
Upsi; |
U+003D2 |
ϒ |
upsi; |
U+003C5 |
υ |
upsih; |
U+003D2 |
ϒ |
Upsilon; |
U+003A5 |
Υ |
upsilon; |
U+003C5 |
υ |
UpTee; |
U+022A5 |
⊥ |
UpTeeArrow; |
U+021A5 |
↥ |
upuparrows; |
U+021C8 |
⇈ |
urcorn; |
U+0231D |
⌝ |
urcorner; |
U+0231D |
⌝ |
urcrop; |
U+0230E |
⌎ |
Uring; |
U+0016E |
Ů |
uring; |
U+0016F |
ů |
urtri; |
U+025F9 |
◹ |
Uscr; |
U+1D4B0 |
𝒰 |
uscr; |
U+1D4CA |
𝓊 |
utdot; |
U+022F0 |
⋰ |
Utilde; |
U+00168 |
Ũ |
utilde; |
U+00169 |
ũ |
utri; |
U+025B5 |
▵ |
utrif; |
U+025B4 |
▴ |
uuarr; |
U+021C8 |
⇈ |
Uuml; |
U+000DC |
Ü |
Uuml |
U+000DC |
Ü |
uuml; |
U+000FC |
ü |
uuml |
U+000FC |
ü |
uwangle; |
U+029A7 |
⦧ |
vangrt; |
U+0299C |
⦜ |
varepsilon; |
U+003F5 |
ϵ |
varkappa; |
U+003F0 |
ϰ |
varnothing; |
U+02205 |
∅ |
varphi; |
U+003D5 |
ϕ |
varpi; |
U+003D6 |
ϖ |
varpropto; |
U+0221D |
∝ |
vArr; |
U+021D5 |
⇕ |
varr; |
U+02195 |
↕ |
varrho; |
U+003F1 |
ϱ |
varsigma; |
U+003C2 |
ς |
varsubsetneq; |
U+0228A U+0FE00 |
⊊︀ |
varsubsetneqq; |
U+02ACB U+0FE00 |
⫋︀ |
varsupsetneq; |
U+0228B U+0FE00 |
⊋︀ |
varsupsetneqq; |
U+02ACC U+0FE00 |
⫌︀ |
vartheta; |
U+003D1 |
ϑ |
vartriangleleft; |
U+022B2 |
⊲ |
vartriangleright; |
U+022B3 |
⊳ |
Vbar; |
U+02AEB |
⫫ |
vBar; |
U+02AE8 |
⫨ |
vBarv; |
U+02AE9 |
⫩ |
Vcy; |
U+00412 |
В |
vcy; |
U+00432 |
в |
VDash; |
U+022AB |
⊫ |
Vdash; |
U+022A9 |
⊩ |
vDash; |
U+022A8 |
⊨ |
vdash; |
U+022A2 |
⊢ |
Vdashl; |
U+02AE6 |
⫦ |
Vee; |
U+022C1 |
⋁ |
vee; |
U+02228 |
∨ |
veebar; |
U+022BB |
⊻ |
veeeq; |
U+0225A |
≚ |
vellip; |
U+022EE |
⋮ |
Verbar; |
U+02016 |
‖ |
verbar; |
U+0007C |
| |
Vert; |
U+02016 |
‖ |
vert; |
U+0007C |
| |
VerticalBar; |
U+02223 |
∣ |
VerticalLine; |
U+0007C |
| |
VerticalSeparator; |
U+02758 |
❘ |
VerticalTilde; |
U+02240 |
≀ |
VeryThinSpace; |
U+0200A |
|
Vfr; |
U+1D519 |
𝔙 |
vfr; |
U+1D533 |
𝔳 |
vltri; |
U+022B2 |
⊲ |
vnsub; |
U+02282 U+020D2 |
⊂⃒ |
vnsup; |
U+02283 U+020D2 |
⊃⃒ |
Vopf; |
U+1D54D |
𝕍 |
vopf; |
U+1D567 |
𝕧 |
vprop; |
U+0221D |
∝ |
vrtri; |
U+022B3 |
⊳ |
Vscr; |
U+1D4B1 |
𝒱 |
vscr; |
U+1D4CB |
𝓋 |
vsubnE; |
U+02ACB U+0FE00 |
⫋︀ |
vsubne; |
U+0228A U+0FE00 |
⊊︀ |
vsupnE; |
U+02ACC U+0FE00 |
⫌︀ |
vsupne; |
U+0228B U+0FE00 |
⊋︀ |
Vvdash; |
U+022AA |
⊪ |
vzigzag; |
U+0299A |
⦚ |
Wcirc; |
U+00174 |
Ŵ |
wcirc; |
U+00175 |
ŵ |
wedbar; |
U+02A5F |
⩟ |
Wedge; |
U+022C0 |
⋀ |
wedge; |
U+02227 |
∧ |
wedgeq; |
U+02259 |
≙ |
weierp; |
U+02118 |
℘ |
Wfr; |
U+1D51A |
𝔚 |
wfr; |
U+1D534 |
𝔴 |
Wopf; |
U+1D54E |
𝕎 |
wopf; |
U+1D568 |
𝕨 |
wp; |
U+02118 |
℘ |
wr; |
U+02240 |
≀ |
wreath; |
U+02240 |
≀ |
Wscr; |
U+1D4B2 |
𝒲 |
wscr; |
U+1D4CC |
𝓌 |
xcap; |
U+022C2 |
⋂ |
xcirc; |
U+025EF |
◯ |
xcup; |
U+022C3 |
⋃ |
xdtri; |
U+025BD |
▽ |
Xfr; |
U+1D51B |
𝔛 |
xfr; |
U+1D535 |
𝔵 |
xhArr; |
U+027FA |
⟺ |
xharr; |
U+027F7 |
⟷ |
Xi; |
U+0039E |
Ξ |
xi; |
U+003BE |
ξ |
xlArr; |
U+027F8 |
⟸ |
xlarr; |
U+027F5 |
⟵ |
xmap; |
U+027FC |
⟼ |
xnis; |
U+022FB |
⋻ |
xodot; |
U+02A00 |
⨀ |
Xopf; |
U+1D54F |
𝕏 |
xopf; |
U+1D569 |
𝕩 |
xoplus; |
U+02A01 |
⨁ |
xotime; |
U+02A02 |
⨂ |
xrArr; |
U+027F9 |
⟹ |
xrarr; |
U+027F6 |
⟶ |
Xscr; |
U+1D4B3 |
𝒳 |
xscr; |
U+1D4CD |
𝓍 |
xsqcup; |
U+02A06 |
⨆ |
xuplus; |
U+02A04 |
⨄ |
xutri; |
U+025B3 |
△ |
xvee; |
U+022C1 |
⋁ |
xwedge; |
U+022C0 |
⋀ |
Yacute; |
U+000DD |
Ý |
Yacute |
U+000DD |
Ý |
yacute; |
U+000FD |
ý |
yacute |
U+000FD |
ý |
YAcy; |
U+0042F |
Я |
yacy; |
U+0044F |
я |
Ycirc; |
U+00176 |
Ŷ |
ycirc; |
U+00177 |
ŷ |
Ycy; |
U+0042B |
Ы |
ycy; |
U+0044B |
ы |
yen; |
U+000A5 |
¥ |
yen |
U+000A5 |
¥ |
Yfr; |
U+1D51C |
𝔜 |
yfr; |
U+1D536 |
𝔶 |
YIcy; |
U+00407 |
Ї |
yicy; |
U+00457 |
ї |
Yopf; |
U+1D550 |
𝕐 |
yopf; |
U+1D56A |
𝕪 |
Yscr; |
U+1D4B4 |
𝒴 |
yscr; |
U+1D4CE |
𝓎 |
YUcy; |
U+0042E |
Ю |
yucy; |
U+0044E |
ю |
Yuml; |
U+00178 |
Ÿ |
yuml; |
U+000FF |
ÿ |
yuml |
U+000FF |
ÿ |
Zacute; |
U+00179 |
Ź |
zacute; |
U+0017A |
ź |
Zcaron; |
U+0017D |
Ž |
zcaron; |
U+0017E |
ž |
Zcy; |
U+00417 |
З |
zcy; |
U+00437 |
з |
Zdot; |
U+0017B |
Ż |
zdot; |
U+0017C |
ż |
zeetrf; |
U+02128 |
ℨ |
ZeroWidthSpace; |
U+0200B |
|
Zeta; |
U+00396 |
Ζ |
zeta; |
U+003B6 |
ζ |
Zfr; |
U+02128 |
ℨ |
zfr; |
U+1D537 |
𝔷 |
ZHcy; |
U+00416 |
Ж |
zhcy; |
U+00436 |
ж |
zigrarr; |
U+021DD |
⇝ |
Zopf; |
U+02124 |
ℤ |
zopf; |
U+1D56B |
𝕫 |
Zscr; |
U+1D4B5 |
𝒵 |
zscr; |
U+1D4CF |
𝓏 |
zwj; |
U+0200D |
|
zwnj; |
U+0200C |
|
此表数据亦有可用的 JSON 文件 版。
上面显示的图示符是非标准的。有关上述字符的正式定义，请参阅 Unicode 标准。
字符引用名称源于字符的 XML 实体定义，但只有上述名称被视为规范名称。[XMLENTITY]
此列表是静态的，将来不会扩展或更改。
创艺软件：现代主流的浏览器肯定是会支持常见的实体符号的，一般都不用担心兼容性的问题。