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