HTML Entity List

By Xah Lee. Date: . Last updated: .

A HTML “entity” lets you display a character without having the character itself.

For example, • display in browser as •

There are 3 forms of character entities.

•
By codepoint.
•
By codepoint in hexadecimal.
•
Named entity. (only some characters have named entities)

To find any character's codepoint see: Unicode Search 😄

Unicode Search

Type heart face, or 9829, or U+1f60d, or paste emoji 😂.

Here's most important named entities:

  1. & &
  2. &lt; <
  3. &gt; >

Complete List of Named Entities

Add a ampersand & before and a colon after ;

Those style this way are unicode compound character. In many cases, there is a single unicode character for it, but i don't know why the HTML standard specified a compound.

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