symbol_list

\!' ¡
\"A Ä
\"E Ë
\"H Ḧ
\"I Ï
\"O Ö
\"U Ü
\"W Ẅ
\"X Ẍ
\"Y Ÿ
\"a ä
\"e ë
\"h ḧ
\"i ï
\"o ö
\"t ẗ
\"u ü
\"w ẅ
\"x ẍ
\"y ÿ
\' ′
\'' ″
\''' ‴
\'A Á
\'C Ć
\'E É
\'G Ǵ
\'I Í
\'K Ḱ
\'L Ĺ
\'M Ḿ
\'N Ń
\'O Ó
\'P Ṕ
\'R Ŕ
\'S Ś
\'U Ú
\'W Ẃ
\'Y Ý
\'Z Ź
\'a á
\'c ć
\'e é
\'g ǵ
\'i í
\'k ḱ
\'l ĺ
\'m ḿ
\'n ń
\'o ó
\'p ṕ
\'r ŕ
\'s ś
\'u ú
\'w ẃ
\'y ý
\'z ź
\-- –
\--- —
\-> →
\.A Ȧ
\.B Ḃ
\.C Ċ
\.D Ḋ
\.E Ė
\.F Ḟ
\.G Ġ
\.H Ḣ
\.I İ
\.M Ṁ
\.N Ṅ
\.O Ȯ
\.P Ṗ
\.R Ṙ
\.S Ṡ
\.T Ṫ
\.W Ẇ
\.X Ẋ
\.Y Ẏ
\.Z Ż
\.a ȧ
\.b ḃ
\.c ċ
\.d ḋ
\.e ė
\.f ḟ
\.g ġ
\.h ḣ
\.m ṁ
\.n ṅ
\.o ȯ
\.p ṗ
\.r ṙ
\.s ṡ
\.t ṫ
\.w ẇ
\.x ẋ
\.y ẏ
\.z ż
\:= ≝
\<- ←
\<= ≤
\<== ⇐
\<==> ⇔
\==> ⇒
\=A Ā
\=E Ē
\=G Ḡ
\=I Ī
\=O Ō
\=U Ū
\=Y Ȳ
\=a ā
\=e ē
\=g ḡ
\=i ī
\=o ō
\=u ū
\=y ȳ
\>= ≥
\AA Å
\AE Æ
\AElig Æ
\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
\Box □
\Breve ˘
\Bscr ℬ
\Bumpeq ≎
\CHcy Ч
\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 ⤑
\DH Ð
\DJcy Ђ
\DScy Ѕ
\DZcy Џ
\Dagger ‡
\Darr ↡
\Dashv ⫤
\Dcaron Ď
\Dcy Д
\Del ∇
\Delta Δ  1
\Dfr 𝔇
\DiacriticalAcute ´
\DiacriticalDot ˙
\DiacriticalDoubleAcute ˝
\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
\F Φ
\Fcy Ф
\Ffr 𝔉
\FilledSmallSquare ◾
\FilledVerySmallSquare 
\Finv Ⅎ
\Fopf 𝔽
\ForAll ∀
\Fouriertrf ℱ
\Fscr ℱ
\GJcy Ѓ
\Gamma Γ  1
\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
\Iscr ℐ
\Itilde Ĩ
\Iukcy І
\Iuml Ï
\Jcirc Ĵ
\Jcy Й
\Jfr 𝔍
\Join ⋈
\Jopf 𝕁
\Jscr 𝒥
\Jsercy Ј
\Jukcy Є
\KHcy Х
\KJcy Ќ
\Kappa Κ
\Kcedil Ķ
\Kcy К
\Kfr 𝔎
\Kopf 𝕂
\Kscr 𝒦
\L Ł
\LJcy Љ
\Lacute Ĺ
\Lambda Λ 1
\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 ≪
\Nfr 𝔑
\NoBreak 
\NonBreakingSpace  
\Nopf ℕ
\Not ⫬
\NotCongruent ≢
\NotCupCap ≭
\NotDoubleVerticalBar ∦
\NotElement ∉
\NotEqual ≠
\NotEqualTilde ≂̸
\NotExists ∄
\NotGreater ≯
\NotGreaterEqual ≱⃥
\NotGreaterFullEqual ≰
\NotGreaterGreater ≫̸
\NotGreaterLess ≹
\NotGreaterSlantEqual ≱
\NotGreaterTilde ≵
\NotHumpDownHump ≎̸
\NotHumpEqual ≏̸
\NotLeftTriangle ⋪
\NotLeftTriangleBar ⧏̸
\NotLeftTriangleEqual ⋬
\NotLess ≮
\NotLessEqual ≰⃥
\NotLessGreater ≸
\NotLessLess ≪̸
\NotLessSlantEqual ≰
\NotLessTilde ≴
\NotNestedGreaterGreater ⒢̸
\NotNestedLessLess ⒡̸
\NotPrecedes ⊀
\NotPrecedesEqual ⪯̸
\NotPrecedesSlantEqual ⋠
\NotReverseElement ∌
\NotRightTriangle ⋫
\NotRightTriangleBar ⧐̸
\NotRightTriangleEqual ⋭
\NotSquareSubset ⊏̸
\NotSquareSubsetEqual ⋢
\NotSquareSuperset ⊐̸
\NotSquareSupersetEqual ⋣
\NotSubset ⊄
\NotSubsetEqual ⊈
\NotSucceeds ⊁
\NotSucceedsEqual ⪰̸
\NotSucceedsSlantEqual ⋡
\NotSucceedsTilde ≿̸
\NotSuperset ⊅
\NotSupersetEqual ⊉
\NotTilde ≁
\NotTildeEqual ≄
\NotTildeFullEqual ≇
\NotTildeTilde ≉
\NotVerticalBar ∤
\Nscr 𝒩
\Ntilde Ñ
\Nu Ν
\O Ø
\OE Œ
\OElig Œ
\Oacute Ó
\Ocirc Ô
\Ocy О
\Odblac Ő
\Ofr 𝔒
\Ograve Ò
\Omacr Ō
\Omega Ω 1
\Omicron Ο
\Oopf 𝕆
\OpenCurlyDoubleQuote “
\OpenCurlyQuote ‘
\Or ⩔
\Oscr 𝒪
\Oslash Ø
\Otilde Õ
\Otimes ⨷
\Ouml Ö
\OverBar ¯
\OverBrace ︷
\OverBracket ⎴
\OverParenthesis ︵
\P ¶
\PartialD ∂
\Pcy П
\Pfr 𝔓
\Phi Φ 2
\Pi Π 1
\PlusMinus ±
\Poincareplane ℌ
\Popf ℙ
\Precedes ≺
\PrecedesEqual ⪯
\PrecedesSlantEqual ≼
\PrecedesTilde ≾
\Prime ″
\Product ∏
\Proportion ∷
\Proportional ∝
\Pscr 𝒫
\Psi Ψ 2
\Qfr 𝔔
\Qopf ℚ
\Qscr 𝒬
\RBarr ⤐
\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 ⧴
\S §
\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 1
\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 ⋑
\TH Þ
\THORN Þ
\TSHcy Ћ
\TScy Ц
\Tau Τ
\Tcaron Ť
\Tcedil Ţ
\Tcy Т
\Tfr 𝔗
\Therefore ∴
\Theta Θ 2
\ThickSpace    
\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 ↗
\Upsilon Υ 1
\Uring Ů
\Uscr 𝒰
\Utilde Ũ
\Uuml Ü
\VDash ⊫
\Vbar ⫫
\Vcy В
\Vdash ⊩
\Vdashl ⫦
\Vee ⋁
\Verbar ‖
\Vert ‖
\VerticalBar ∣
\VerticalSeparator ❘
\VerticalTilde ≀
\VeryThinSpace  
\Vfr 𝔙
\Vopf 𝕍
\Vscr 𝒱
\Vvdash ⊪
\W Ω
\Wcirc Ŵ
\Wedge ⋀
\Wfr 𝔚
\Wopf 𝕎
\Wscr 𝒲
\Xfr 𝔛
\Xi Ξ 1
\Xopf 𝕏
\Xscr 𝒳
\YAcy Я
\YIcy Ї
\YUcy Ю
\Yacute Ý
\Yang ⚊
\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
\^( ⁽
\^) ⁾
\^+ ⁺
\^- ⁻
\^0 ⁰
\^1 ¹
\^2 ²
\^3 ³
\^4 ⁴
\^5 ⁵
\^6 ⁶
\^7 ⁷
\^8 ⁸
\^9 ⁹
\^= ⁼
\^A ᴬ
\^B ᴮ
\^C Ĉ
\^D ᴰ
\^E ᴱ
\^G ᴳ
\^H ᴴ
\^I ᴵ
\^J ᴶ
\^K ᴷ
\^L ᴸ
\^M ᴹ
\^N ᴺ
\^O ᴼ
\^P ᴾ
\^R ᴿ
\^S Ŝ
\^T ᵀ
\^U ᵁ
\^V ⱽ
\^W ᵂ
\^Y Ŷ
\^Z Ẑ
\^a ᵃ
\^alpha ᵅ
\^b ᵇ
\^beta ᵝ
\^c ᶜ
\^chi ᵡ
\^d ᵈ
\^delta ᵟ
\^e ᵉ
\^epsilon ᵋ
\^f ᶠ
\^g ᵍ
\^gamma ᵞ
\^h ʰ
\^i ⁱ
\^iota ᶥ
\^j ʲ
\^k ᵏ
\^l ˡ
\^m ᵐ
\^n ⁿ
\^o ᵒ
\^p ᵖ
\^phi ᶲ
\^r ʳ
\^s ˢ
\^t ᵗ
\^theta ᶿ
\^u ᵘ
\^v ᵛ
\^varphi ᵠ
\^w ʷ
\^x ˣ
\^y ʸ
\^z ᶻ
\_( ₍
\_) ₎
\_+ ₊
\_- ₋
\_0 ₀
\_1 ₁
\_2 ₂
\_3 ₃
\_4 ₄
\_5 ₅
\_6 ₆
\_7 ₇
\_8 ₈
\_9 ₉
\_= ₌
\_a ₐ
\_beta ᵦ
\_chi ᵪ
\_e ₑ
\_gamma ᵧ
\_h ₕ
\_i ᵢ
\_j ⱼ
\_k ₖ
\_l ₗ
\_m ₘ
\_n ₙ
\_o ₒ
\_p ₚ
\_r ᵣ
\_rho ᵨ
\_s ₛ
\_t ₜ
\_u ᵤ
\_v ᵥ
\_varphi ᵩ
\_x ₓ
\` ‘
\`A À
\`E È
\`I Ì
\`N Ǹ
\`O Ò
\`U Ù
\`W Ẁ
\`Y Ỳ
\`` “
\`a à
\`e è
\`i ì
\`n ǹ
\`o ò
\`u ù
\`w ẁ
\`y ỳ
\aa å
\aacute á
\abreve ă
\ac ⤏
\acE ⧛
\acd ∿
\acirc â
\acute ´
\acy а
\ae æ
\aelig æ
\af ⁡
\afr 𝔞
\agrave à
\aleph ℵ
\alpha α 1
\amacr ā
\amalg ⨿
\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 ≋
\approx ≈
\approxeq ≊
\aquarius ♒
\aries ♈
\aring å
\ascnode ☊
\ascr 𝒶
\ast ∗
\astrosun ☉
\asymp ≍
\atilde ã
\auml ä
\awconint ∳
\awint ⨑
\bNot ⫭
\backcong ≌
\backepsilon ∍
\backprime ‵
\backsim ∽
\backsimeq ⋍
\barA Ā
\barE Ē
\barG Ḡ
\barI Ī
\barO Ō
\barU Ū
\barY Ȳ
\bara ā
\bare ē
\barg ḡ
\bari ī
\baro ō
\baru ū
\barvee ⊽
\barwed ⊼
\barwedge ⊼
\bary ȳ
\bb0 𝟘
\bb1 𝟙
\bb2 𝟚
\bb3 𝟛
\bb4 𝟜
\bb5 𝟝
\bb6 𝟞
\bb7 𝟟
\bb8 𝟠
\bb9 𝟡
\bbA 𝔸
\bbB 𝔹
\bbC ℂ
\bbD 𝔻
\bbE 𝔼
\bbF 𝔽
\bbG 𝔾
\bbH ℍ
\bbI 𝕀
\bbJ 𝕁
\bbK 𝕂
\bbL 𝕃
\bbM 𝕄
\bbN ℕ
\bbO 𝕆
\bbP ℙ
\bbQ ℚ
\bbR ℝ
\bbS 𝕊
\bbT 𝕋
\bbU 𝕌
\bbV 𝕍
\bbW 𝕎
\bbX 𝕏
\bbY 𝕐
\bbZ ℤ
\bba 𝕒
\bbb 𝕓
\bbc 𝕔
\bbd 𝕕
\bbe 𝕖
\bbf 𝕗
\bbg 𝕘
\bbh 𝕙
\bbi 𝕚
\bbj 𝕛
\bbk 𝕜
\bbl 𝕝
\bbm 𝕞
\bbn 𝕟
\bbo 𝕠
\bbp 𝕡
\bbq 𝕢
\bbr 𝕣
\bbrk ⎵
\bbs 𝕤
\bbt 𝕥
\bbu 𝕦
\bbv 𝕧
\bbw 𝕨
\bbx 𝕩
\bby 𝕪
\bbz 𝕫
\bcong ≌
\bcy б
\becaus ∵
\because ∵
\bemptyv ⦰
\bepsi ϶
\bernou ℬ
\beta β 1
\beth ℶ
\between ≬
\bfr 𝔟
\bigcap ⋂
\bigcirc ○
\bigcup ⋃
\bigodot ⊙
\bigoplus ⊕
\bigotimes ⊗
\bigsqcup ⊔
\bigstar ★
\bigtriangledown ▽
\bigtriangleup △
\biguplus ⊎
\bigvee ⋁
\bigwedge ⋀
\bkarow ⤍
\blackbishop ♝
\blackking ♚
\blackknight ♞
\blacklozenge ◆
\blackpawn ♟
\blackqueen ♛
\blackrook ♜
\blacksquare ■
\blacktriangle ▲
\blacktriangledown ▼
\blacktriangleleft ◀
\blacktriangleright ▷
\blank ␣
\blk12 ▒
\blk14 ░
\blk34 ▓
\block █
\bnequiv ≡⃥
\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 ┐
\boxdot ⊡
\boxdr ┌
\boxh ─
\boxhD ╥
\boxhU ╨
\boxhd ┬
\boxhu ┴
\boxminus ⊟
\boxplus ⊞
\boxtimes ⊠
\boxuL ╛
\boxuR ╘
\boxul ┘
\boxur └
\boxv │
\boxvH ╪
\boxvL ╡
\boxvR ╞
\boxvh ┼
\boxvl ┤
\boxvr ├
\bprime ‵
\breve ˘
\breveA Ă
\breveE Ĕ
\breveG Ğ
\breveI Ĭ
\breveO Ŏ
\breveU Ŭ
\brevea ă
\brevee ĕ
\breveg ğ
\brevei ĭ
\breveo ŏ
\breveu ŭ
\brvbar ¦
\bscr 𝒷
\bsemi ⁏
\bsim ∽
\bsime ⋍
\bsolb ⧅
\bull •
\bullet ∙
\bump ≎
\bumpE ⪮
\bumpe ≏
\bumpeq ≏
\cC Ç
\cacute ć
\calA 𝒜
\calB ℬ
\calC 𝒞
\calD 𝒟
\calE ℰ
\calF ℱ
\calG 𝒢
\calH ℋ
\calI ℐ
\calJ 𝒥
\calK 𝒦
\calL ℒ
\calM ℳ
\calN 𝒩
\calO 𝒪
\calP 𝒫
\calQ 𝒬
\calR ℛ
\calS 𝒮
\calT 𝒯
\calU 𝒰
\calV 𝒱
\calW 𝒲
\calX 𝒳
\calY 𝒴
\calZ 𝒵
\cala 𝒶
\calb 𝒷
\calc 𝒸
\cald 𝒹
\cale ℯ
\calf 𝒻
\calg ℊ
\calh 𝒽
\cali 𝒾
\calj 𝒿
\calk 𝓀
\call 𝓁
\calm 𝓂
\caln 𝓃
\calo ℴ
\calp 𝓅
\calq 𝓆
\calr 𝓇
\cals 𝓈
\calt 𝓉
\calu 𝓊
\calv 𝓋
\calw 𝓌
\calx 𝓍
\caly 𝓎
\calz 𝓏
\cancer ♋
\cap ∩
\capand ⩄
\capbrcup ⩉
\capcap ⩋
\capcup ⩇
\capdot ⩀
\capricornus ♑
\caps ∩
\capslockkey ⇪
\caret ⁁
\caron ˇ
\cc ç
\ccaps ⩍
\ccaron č
\ccedil ç
\ccirc ĉ
\ccups ⩌
\ccupssm ⩐
\cdot ⋅
\cdots ⋯
\cedil ¸
\cemptyv ⦲
\cent ¢
\centerdot ⋅
\cents ¢
\cfr 𝔠
\chcy ч
\check ✓
\checkA Ǎ
\checkC Č
\checkD Ď
\checkE Ě
\checkN Ň
\checkR Ř
\checkS Š
\checkT Ť
\checkZ Ž
\checka ǎ
\checkc č
\checkd ď
\checke ě
\checkmark ✓
\checkn ň
\checkr ř
\checks š
\checkt ť
\checkz ž
\chi χ 1
\cir ○
\cirE ⧃
\circ ∘
\circeq ≗
\circlearrowleft ↺
\circlearrowright ↻
\circledR ®
\circledS Ⓢ
\circledast ⊛
\circledcirc ⊚
\circleddash ⊝
\cire ≗
\cirfnint ⨐
\cirmid ⫯
\cirscir ⧂
\clubs ♣
\clubsuit ♣
\cmdkey ⌘
\colone ≔
\coloneq ≔
\comp ∁
\compfn ∘
\complement ∁
\complexes ℂ
\cong ≅
\congdot ⩭
\conint ∮
\conjunction ☌
\copf 𝕔
\coprod ∐
\copy ©
\copyright ©
\copysr ℗
\cross ✗
\cscr 𝒸
\csub ⫏
\csube ⫑
\csup ⫐
\csupe ⫒
\ctdot ⋯
\cudarrl ⤸
\cudarrr ⤵
\cuepr ⋞
\cuesc ⋟
\cularr ↶
\cularrp ⤽
\cup ∪
\cupbrcap ⩈
\cupcap ⩆
\cupcup ⩊
\cupdot ⊍
\cupor ⩅
\cups ∪
\curarr ↷
\curarrm ⤼
\curlyeqprec ⋞
\curlyeqsucc ⋟
\curlyvee ⋎
\curlywedge ⋏
\curren ¤
\curvearrowleft ↶
\curvearrowright ↷
\cuvee ⋎
\cuwed ⋏
\cwconint ∲
\cwint ∱
\cylcty ⌭
\dA Ạ
\dArr ⇓
\dB Ḅ
\dD Ḍ
\dE Ẹ
\dH Ḥ
\dHar ⥥
\dI Ị
\dK Ḳ
\dL Ḷ
\dM Ṃ
\dN Ṇ
\dO Ọ
\dR Ṛ
\dS Ṣ
\dT Ṭ
\dU Ụ
\dV Ṿ
\dW Ẉ
\dY Ỵ
\dZ Ẓ
\da ạ
\dag †
\dagger †
\daleth ℸ
\darr ↓
\dash ‐
\dashleftarrow ⇠
\dashrightarrow ⇢
\dashv ⊣
\db ḅ
\dbkarow ⤏
\dblac ˝
\dcaron ď
\dcy д
\dd ḍ
\ddag ‡
\ddagger ‡
\ddarr ⇊
\ddotA Ä
\ddotE Ë
\ddotH Ḧ
\ddotI Ï
\ddotO Ö
\ddotU Ü
\ddotW Ẅ
\ddotX Ẍ
\ddotY Ÿ
\ddota ä
\ddote ë
\ddoth ḧ
\ddoti ï
\ddoto ö
\ddots ⋱
\ddotseq ⩷
\ddott ẗ
\ddotu ü
\ddotw ẅ
\ddotx ẍ
\ddoty ÿ
\de ẹ
\def ≝
\degree °
\delkey ⌫
\delta δ  1
\demptyv ⦱
\descnode ☋
\dfisht ⥿
\dfr 𝔡
\dh ḥ
\dharl ⇃
\dharr ⇂
\di ị
\diam ⋄
\diamond ⋄
\diamondsuit ♢
\diams ♦
\die ¨
\digamma Ϝ
\disin ⋲
\div ÷
\divide ÷
\divideontimes ⋇
\divides ∣
\divonx ⋇
\djcy ђ
\dk ḳ
\dl ḷ
\dlcorn ⌞
\dlcrop ⌍
\dm ṃ
\dn ṇ
\do ọ
\dopf 𝕕
\dot ˙
\dotA Ȧ
\dotB Ḃ
\dotC Ċ
\dotD Ḋ
\dotE Ė
\dotF Ḟ
\dotG Ġ
\dotH Ḣ
\dotI İ
\dotM Ṁ
\dotN Ṅ
\dotO Ȯ
\dotP Ṗ
\dotR Ṙ
\dotS Ṡ
\dotT Ṫ
\dotW Ẇ
\dotX Ẋ
\dotY Ẏ
\dotZ Ż
\dota ȧ
\dotb ḃ
\dotc ċ
\dotd ḋ
\dote ė
\doteq ≐
\doteqdot ≑
\dotf ḟ
\dotg ġ
\doth ḣ
\dotm ṁ
\dotminus ∸
\dotn ṅ
\doto ȯ
\dotp ṗ
\dotplus ∔
\dotr ṙ
\dots ṡ
\dotsquare ⊡
\dott ṫ
\dotw ẇ
\dotx ẋ
\doty ẏ
\dotz ż
\doublebarwedge ⌆
\downarrow ↓
\downdownarrows ⇊
\downharpoonleft ⇃
\downharpoonright ⇂
\dr ṛ
\drbkarow ⤐
\drcorn ⌟
\drcrop ⌌
\ds ṣ
\dscr 𝒹
\dscy ѕ
\dsol ⧶
\dstrok đ
\dt ṭ
\dtdot ⋱
\dtri ▿
\dtrif ▾
\du ụ
\duarr ⇵
\duhar ⥯
\dv ṿ
\dw ẉ
\dwangle ⦦
\dy ỵ
\dz ẓ
\dzcy џ
\dzigrarr 
\eDDot ⩷
\eDot ≑
\eacute é
\earth ⊕
\easter ≛
\ecaron ě
\ecir ≖
\ecirc ê
\ecolon ≕
\ecy э
\edot ė
\ee ⅇ
\efDot ≒
\efr 𝔢
\eg ⪚
\egrave è
\egs ⋝
\egsdot ⪘
\ejectkey ⏏
\el ⪙
\ell ℓ
\els ⋜
\elsdot ⪗
\emacr ē
\empty ∅
\emptyset ∅
\emptyv ∅
\emsp  
\emsp13  
\emsp14  
\eng ŋ
\ensp  
\enterkey ⌤
\eogon ę
\eopf 𝕖
\epar ⋕
\eparsl ⧣
\eplus ⩱
\epsdice1 ⚀
\epsdice2 ⚁
\epsdice3 ⚂
\epsdice4 ⚃
\epsdice5 ⚄
\epsdice6 ⚅
\epsilon ∊ 1
\epsiv ɛ
\eqcirc ≖
\eqcolon ≕
\eqsim ≂
\eqslantgtr ⋝
\eqslantless ⋜
\equest ≟
\equiv ≡
\equivDD ⩸
\eqvparsl ⧥
\erDot ≓
\erarr ⥱
\esckey ⎋
\escr ℯ
\esdot ≐
\esim ≂
\eta η 2
\eth ð
\euml ë
\euro €
\exist ∃
\exists ∃
\expectation ℰ
\exponentiale ⅇ
\f φ
\fallingdotseq ≒
\fcy ф
\female ♀
\ffilig ffi
\fflig ff
\ffllig ffl
\ffr 𝔣
\filig fi
\flat ♭
\fllig fl
\fnof ƒ
\fopf 𝕗
\forall ∀
\fork ⋔
\forkv ⫙
\fpartint ⨍
\frac 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
\frakA 𝔄
\frakB 𝔅
\frakC ℭ
\frakD 𝔇
\frakE 𝔈
\frakF 𝔉
\frakG 𝔊
\frakH ℌ
\frakI ℑ
\frakJ 𝔍
\frakK 𝔎
\frakL 𝔏
\frakM 𝔐
\frakN 𝔑
\frakO 𝔒
\frakP 𝔓
\frakQ 𝔔
\frakR ℜ
\frakS 𝔖
\frakT 𝔗
\frakU 𝔘
\frakV 𝔙
\frakW 𝔚
\frakX 𝔛
\frakY 𝔜
\frakZ ℨ
\fraka 𝔞
\frakb 𝔟
\frakc 𝔠
\frakd 𝔡
\frake 𝔢
\frakf 𝔣
\frakg 𝔤
\frakh 𝔥
\fraki 𝔦
\frakj 𝔧
\frakk 𝔨
\frakl 𝔩
\frakm 𝔪
\frakn 𝔫
\frako 𝔬
\frakp 𝔭
\frakq 𝔮
\frakr 𝔯
\fraks 𝔰
\frakt 𝔱
\fraku 𝔲
\frakv 𝔳
\frakw 𝔴
\frakx 𝔵
\fraky 𝔶
\frakz 𝔷
\frown ⌢
\fscr 𝒻
\gE ≧
\gEl ⋛
\gacute ǵ
\gamma γ 1
\gammad Ϝ
\gap ≳
\gbreve ğ
\gcirc ĝ
\gcy г
\gdot ġ
\ge ≥
\gel ⋛
\gemini ♊
\geq ≥
\geqq ≧
\geqslant ⩾
\ges ⩾
\gescc ⪩
\gesdot ⪀
\gesdoto ⪂
\gesdotol ⪄
\gesl ⋛
\gesles ⪔
\gets ←
\gfr 𝔤
\gg ≫
\ggg ⋙
\gimel ℷ
\gjcy ѓ
\gl ≷
\glE ⪒
\gla ⪥
\glj ⪤
\gnE ≩
\gnap ⪊
\gnapprox ⪊
\gne ≩
\gneq ≩
\gneqq ≩
\gnsim ⋧
\gopf 𝕘
\gscr ℊ
\gsim ≳
\gsime ⪎
\gsiml ⪐
\gtcc ⪧
\gtcir ⩺
\gtdot ⋗
\gtlPar ⦕
\gtquest ⩼
\gtrapprox ≳
\gtrarr ⥸
\gtrdot ⋗
\gtreqless ⋛
\gtreqqless ⋛
\gtrless ≷
\gtrsim ≳
\gvertneqq ≩
\gvnE ≩
\h θ
\hArr ⇔
\hairsp  
\half ½
\hamilt ℋ
\hardcy ъ
\harr ↔
\harrcir ⥈
\harrw ↭
\hbar ℏ
\hcirc ĥ
\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 ⧜
\iint ∬
\iiota ℩
\ijlig ij
\imacr ī
\image ℑ
\imagline ℐ
\imagpart ℑ
\imath ı
\imof ⊷
\imped 𝕃
\implies ⇒
\in ∈
\incare ℅
\infin ∞
\infty ∞
\inodot ı
\int ∫
\intcal ⊺
\integers ℤ
\intercal ⊺
\intlarhk ⨗
\intprod ⨼
\iocy ё
\iogon į
\iopf 𝕚
\iota ι 1
\iprod ⨼
\iquest ¿
\iscr 𝒾
\isin ∈
\isinE ⋹
\isindot ⋵
\isins ⋴
\isinsv ⋳
\isinv ∈
\it ⁢
\itilde ĩ
\iukcy і
\iuml ï
\jcirc ĵ
\jcy й
\jfr 𝔧
\jopf 𝕛
\jscr 𝒿
\jsercy ј
\jukcy є
\jupiter ♃
\kappa κ 1
\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 1
\land ∧
\lang ⟨
\langd ⦑
\langle ⟨
\lap ≲
\laquo «
\larr ←
\larrb ⇤
\larrbfs ⤟
\larrfs ⤝
\larrhk ↩
\larrlp ↫
\larrpl ⤹
\larrsim ⥳
\larrtl ↢
\lat ⪫
\latail ⤙
\late ⪭
\lates ⪭
\lbarr ⤌
\lbbrk ⦗
\lbrke ⦋
\lbrksld ⦏
\lbrkslu ⦍
\lcaron ľ
\lcedil ļ
\lceil ⌈
\lcy л
\ldca ⤶
\ldots …
\ldquo “
\ldquor „
\ldrdhar ⥧
\ldrushar ⥋
\ldsh ↲
\le ≤
\leadsto ↝
\leftarrow ←
\leftarrowtail ↢
\leftharpoondown ↽
\leftharpoonup ↼
\leftleftarrows ⇇
\leftmoon ☾
\leftrightarrow ↔
\leftrightarrows ⇆
\leftrightharpoons ⇋
\leftrightsquigarrow ↭
\leftthreetimes ⋋
\leg ⋚
\leo ♌
\leq ≤
\leqq ≦
\leqslant ≤
\les ⩽
\lescc ⪨
\lesdot ⩿
\lesdoto ⪁
\lesdotor ⪃
\lesg ⋚
\lesges ⪓
\lessapprox ≲
\lessdot ⋖
\lesseqgtr ⋚
\lesseqqgtr ⋚
\lessgtr ≶
\lesssim ≲
\lfisht ⥼
\lfloor ⌊
\lfr 𝔩
\lgE ⪑
\lhard ↽
\lharu ↼
\lharul ⥪
\lhblk ▄
\lhd ⊲
\libra ♎
\ljcy љ
\ll ≪
\llarr ⇇
\llcorner ⌞
\llhard ⥫
\lll ⋘
\lltri ◺
\lmidot ŀ
\lmoust ⎰
\lmoustache ⎰
\lnE ≨
\lnap ⪉
\lnapprox ⪉
\lne ≨
\lneq ≨
\lneqq ≨
\lnot ¬
\lnsim ⋦
\loang 
\loarr ⇽
\lobrk ⟦
\longleftarrow ←
\longleftrightarrow ↔
\longmapsto ⇖
\longrightarrow →
\looparrowleft ↫
\looparrowright ↬
\lopar ⦅
\lopf 𝕝
\loplus ⨭
\lor ∨
\lotimes ⨴
\lowast ∗
\loz ◊
\lozenge ◊
\lozf ⧫
\lparlt ⦓
\lrarr ⇆
\lrcorner ⌟
\lrhar ⇋
\lrhard ⥭
\lrtri ⊿
\lscr ℓ
\lsh ↰
\lsim ≲
\lsime ⪍
\lsimg ⪏
\lsquo ‘
\lsquor ‚
\lstrok ł
\ltcc ⪦
\ltcir ⩹
\ltdot ⋖
\lthree ⋋
\ltimes ⋉
\ltlarr ⥶
\ltquest ⩻
\ltrPar ⦖
\ltri ◃
\ltrie ⊴
\ltrif ◂
\lurdshar ⥊
\luruhar ⥦
\lvertneqq ≨
\lvnE ≨
\l{} ł
\mDDot ∺
\macr ¯
\male ♂
\malt ✠
\maltese ✠
\map ↦
\mapsto ↦
\mapstodown ↧
\mapstoleft ↤
\mapstoup ↥
\marker ▮
\mars ♂
\mbox' ’
\mbox'' ”
\mcomma ⨩
\mcy м
\mdash —
\measuredangle ∡
\mercury ☿
\mfr 𝔪
\mho ℧
\micro µ
\mid ∣
\midcir ⫰
\middot ·
\minus −
\minusb ⊟
\minusd ∸
\minusdu ⨪
\mlcp ⫛
\mldr …
\mnplus ∓
\models ⊨
\mopf 𝕞
\mp ∓
\mscr 𝓂
\mstpos ∾
\mu μ 1
\multimap ⊸
\mumap ⊸
\nGg ⋙̸
\nGt ≫̸
\nGtv ≫̸
\nLeftarrow ⇍
\nLeftrightarrow ⇎
\nLl ⋘̸
\nLt ≪̸
\nLtv ≪̸
\nRightarrow ⇏
\nVDash ⊯
\nVdash ⊮
\nabla ∇
\nacute ń
\nang ∠̸
\nap ≉
\napE ⩰̸
\napid ≋̸
\napos ʼn
\napprox ≉
\natur ♮
\natural ♮
\naturals ℕ
\nbsp  
\nbump ≎̸
\nbumpe ≏̸
\ncap ⩃
\ncaron ň
\ncedil ņ
\ncong ≇
\ncongdot ⩭̸
\ncup ⩂
\ncy н
\ndash –
\ndivides ∤
\ne ≠
\neArr ⇗
\nearhk ⤤
\nearr ↗
\nearrow ↗
\nedot ≠
\neg ¬
\neptune ♆
\neq ≠
\nequiv ≢
\nesear ⤨
\nesim ≂̸
\nexist ∄
\nexists ∄
\nfr 𝔫
\ng ŋ
\ngE ≱
\nge ≱⃥
\ngeq ≱
\ngeqq ≱
\ngeqslant ≱
\nges ≱
\ngsim ≵
\ngt ≯
\ngtr ≯
\nhArr ⇎
\nharr ↮
\nhpar ⫲
\ni ∋
\nis ⋼
\nisd ⋺
\niv ∋
\njcy њ
\nlArr ⇍
\nlE ≰
\nlarr ↚
\nldr ‥
\nle ≰⃥
\nleftarrow ↚
\nleftrightarrow ↮
\nleq ≰
\nleqq ≰
\nleqslant ≰
\nles ≰
\nless ≮
\nlsim ≴
\nlt ≮
\nltri ⋪
\nltrie ⋬
\nmid ∤
\nopf 𝕟
\not ¬
\not< ≮
\not> ≯
\not\Vdash ⊮
\not\approx ≉
\not\cong ≇
\not\equiv ≢
\not\ge ≱
\not\gtrless ≹
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\not\le ≰
\not\models ⊭
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\not\sqsubseteq ⋢
\not\sqsupseteq ⋣
\not\subset ⊄
\not\subseteq ⊈
\not\supset ⊅
\not\supseteq ⊉
\not\vdash ⊬
\notin ∉
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\notinva ∉̸
\notinvb ⋷
\notinvc ⋶
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\notniva ∌
\notnivb ⋾
\notnivc ⋽
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\nparallel ∦
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\nprcue ⋠
\npre ⪯̸
\nprec ⊀
\npreceq ⪯̸
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\nrarr ↛
\nrarrc ⤳̸
\nrarrw ↝̸
\nrightarrow ↛
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\nrtrie ⋭
\nsc ⊁
\nsccue ⋡
\nsce ⪰̸
\nscr 𝓃
\nshortmid ∤
\nshortparallel ∦
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\nsimeq ≄
\nsmid ∤
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\nsqsupe ⋣
\nsub ⊄
\nsubE ⊈
\nsube ⊈
\nsubset ⊄
\nsubseteq ⊈
\nsubseteqq ⊈
\nsucc ⊁
\nsucceq ⪰̸
\nsup ⊅
\nsupE ⊉
\nsupe ⊉
\nsupset ⊅
\nsupseteq ⊉
\nsupseteqq ⊉
\ntgl ≹
\ntilde ñ
\ntlg ≸
\ntriangleleft ⋪
\ntrianglelefteq ⋬
\ntriangleright ⋫
\ntrianglerighteq ⋭
\nu ν 1
\numero №
\numsp  
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\nvap ≉̸
\nvdash ⊬
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\nvgt ≯
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\nvlt ≮
\nvltrie ⋬̸
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\nvrtrie ⋭̸
\nvsim ≁̸
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\nwarhk ⤣
\nwarr ↖
\nwarrow ↖
\nwnear ⤧
\o ο 1
\oS Ⓢ
\oacute ó
\oast ⊛
\ocir ⊚
\ocirc ô
\ocy о
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\odblac ő
\odiv ⨸
\odot ⊙
\odsold ⦼
\oe œ
\oelig œ
\ofcir ⦿
\ofr 𝔬
\ogon ˛
\ograve ò
\ogt ⧁
\ohbar ⦵
\ohm Ω
\oint ∮
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\olcir ⦾
\olcross ⦻
\olt ⧀
\omacr ō
\omega ω 2
\omicron ο
\omid ⦶
\ominus ⊖
\oopf 𝕠
\opar ⦷
\operp ⦹
\oplus ⊕
\opposition ☍
\optkey ⌥
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\ord ⩝
\order ℴ
\orderof ℴ
\ordf ª
\ordm º
\origof ⊶
\oror ⩖
\orslope ⩗
\orv ⩛
\oscr ℴ
\oslash ⊘
\osol ⊘
\otilde õ
\otimes ⊗
\otimesas ⨶
\ouml ö
\ovbar ⌽
\owns ∋
\o{} ø
\par ∥
\para ¶
\parallel ∥
\parsim ⫳
\parsl ∥
\part ∂
\partial ∂
\pcy п
\permil ‰
\perp ⊥
\pertenk ‱
\pfr 𝔭
\phi φ 2
\phmmat ℳ
\phone ☎
\pi π 1
\pilcrow ¶
\pisces ♓
\pitchfork ⋔
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\planckh ℎ
\plankv ℏ
\plusacir ⨣
\plusb ⊞
\pluscir ⨢
\plusdo ∔
\plusdu ⨥
\pluse ⩲
\plusmn ±
\plussim ⨦
\plustwo ⨧
\pluto ♇
\pm ±
\pointint ⨕
\popf 𝕡
\pound £
\pounds £
\pr ≺
\prE ⪯
\prap ≾
\prcue ≼
\pre ⪯
\prec ≺
\precapprox ≾
\preccurlyeq ≼
\preceq ≼
\precnapprox ⋨
\precneqq ⪵
\precnsim ⋨
\precsim ≾
\prime ′
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\prnE ⪵
\prnap ⋨
\prnsim ⋨
\prod ∏
\profalar ⌮
\profline ⌒
\profsurf ⌓
\prop ∝
\propto ∝
\prsim ≾
\prurel ⊰
\pscr 𝓅
\psi ψ 2
\puncsp  
\qfr 𝔮
\qint ⨌
\qopf 𝕢
\qprime ⁗
\qscr 𝓆
\quaternions ℍ
\quatint ⨖
\questeq ≟
\rAarr ⇛
\rArr ⇒
\rAtail ⤜
\rBarr ⤏
\rHar ⥤
\race ⧚
\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 ⦘
\rbrke ⦌
\rbrksld ⦎
\rbrkslu ⦐
\rcaron ř
\rcedil ŗ
\rceil ⌉
\rcy р
\rdca ⤷
\rdldhar ⥩
\rdquo ”
\rdquor ”
\rdsh ↳
\real ℜ
\realine ℛ
\realpart ℜ
\reals ℝ
\rect ▭
\reg ®
\registered ®
\returnkey ⏎
\revtabkey ⇤
\rfisht ⥽
\rfloor ⌋
\rfr 𝔯
\rhard ⇁
\rharu ⇀
\rharul ⥬
\rhd ⊳
\rho ρ 1
\rightarrow →
\rightarrowtail ↣
\rightdelkey ⌦
\rightharpoondown ⇁
\rightharpoonup ⇀
\rightleftarrows ⇄
\rightleftharpoons ⇌
\rightmoon ☽
\rightrightarrows ⇉
\rightsquigarrow ⇝
\rightthreetimes ⋌
\ring ˚
\risingdotseq ≓
\rlarr ⇄
\rlhar ⇌
\rmoust ⎱
\rmoustache ⎱
\rnmid ⫮
\roang 
\roarr ⇾
\robrk ⟧
\ropar ⦆
\ropf 𝕣
\roplus ⨮
\rotimes ⨵
\rpargt ⦔
\rppolint ⨒
\rrarr ⇉
\rscr 𝓇
\rsh ↱
\rsquo ’
\rsquor ’
\rthree ⋌
\rtimes ⋊
\rtri ▹
\rtrie ⊵
\rtrif ▸
\rtriltri ⧎
\ruluhar ⥨
\rx ℞
\sacute ś
\sagittarius ♐
\saturn ♄
\sc ≻
\scE ≾
\scap ≿
\scaron š
\sccue ≽
\sce ≽
\scedil ş
\scirc ŝ
\scnE ⪶
\scnap ⋩
\scnsim ⋩
\scorpio ♏
\scpolint ⨓
\scsim ≿
\scy с
\sdot ⋅
\sdotb ⊡
\sdote ⩦
\seArr ⇘
\searhk ⤥
\searr ↘
\searrow ↘
\sect §
\section §
\seswar ⤩
\setminus ∖
\setmn ∖
\sext ✶
\sfr 𝔰
\sharp ♯
\shchcy щ
\shcy ш
\shiftkey ⇧
\shortmid ∣
\shortparallel ∥
\shy ­
\sigma σ 1
\sim ∼
\simdot ⩪
\sime ≃
\simeq ≃
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\simgE ⪠
\siml ⪝
\simlE ⪟
\simne ≆
\simplus ⨤
\simrarr ⥲
\slarr ←
\smallfrown ⌢
\smallsetminus ∖
\smallsmile ⌣
\smashp ⨳
\smeparsl ⧤
\smid ∣
\smile ⌣
\smt ⪪
\smte ⪬
\smtes ⪬
\softcy ь
\solb ⧄
\solbar ⌿
\sopf 𝕤
\space ␣
\spades ♠
\spadesuit ♠
\spar ∥
\sphericalangle ∢
\sqcap ⊓
\sqcaps ⊓
\sqcup ⊔
\sqcups ⊔
\sqsub ⊏
\sqsube ⊑
\sqsubset ⊏
\sqsubseteq ⊑
\sqsup ⊐
\sqsupe ⊒
\sqsupset ⊐
\sqsupseteq ⊒
\squ □
\square □
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\squf ▪
\srarr →
\ss ß
\sscr 𝓈
\ssetmn ∖
\sstarf ⋆
\star ⋆
\starf ★
\straightepsilon ε
\straightphi φ
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\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 ♪
\sup ^
\sup1 ¹
\sup2 ²
\sup3 ³
\supE ⊇
\supdot ⪾
\supdsub ⫘
\supe ⊇
\supedot ⫄
\suphsol ⊃/
\suphsub ⫗
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\supmult ⫂
\supnE ⊋
\supne ⊋
\supplus ⫀
\supset ⊃
\supseteq ⊇
\supseteqq ⊇
\supsetneq ⊋
\supsetneqq ⊋
\supsim ⫈
\supsub ⫔
\supsup ⫖
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\swarhk ⤦
\swarr ↙
\swarrow ↙
\swnwar ⤪
\szlig ß
\tabkey ⇥
\target ⌖
\tau τ 1
\taurus ♉
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\tcaron ť
\tcedil ţ
\tcy т
\tdot ⃛
\telrec ⌕
\textbabygamma ɤ
\textbarglotstop ʡ
\textbari ɨ
\textbaro ɵ
\textbarrevglotstop ʢ
\textbaru ʉ
\textbeltl ɬ
\textbeta β
\textbullseye ʘ
\textchi χ
\textcloserevepsilon ɞ
\textcrh ħ
\textctc ɕ
\textctj ʝ
\textctz ʑ
\textdoublepipe ǁ
\textdyoghlig ʤ
\textepsilon ɛ
\textesh ʃ
\textfishhookr ɾ
\textgamma ɣ
\textglotstop ʔ
\textgrgamma γ
\texthtb ɓ
\texthtd ɗ
\texthtg ɠ
\texthth ɦ
\texththeng ɧ
\texthtscg ʛ
\textinvscr ʁ
\textiota ι
\textltailm ɱ
\textltailn ɲ
\textltilde ɫ
\textlyoghlig ɮ
\textopeno ɔ
\textphi ɸ
\textpipe ǀ
\textregistered ®
\textreve ɘ
\textrevepsilon ɜ
\textrevglotstop ʕ
\textrhookrevepsilon ɝ
\textrighthookschwa ɚ
\textrtaild ɖ
\textrtaill ɭ
\textrtailn ɳ
\textrtailr ɽ
\textrtails ʂ
\textrtailt ʈ
\textrtailz ʐ
\textscb ʙ
\textscg ɢ
\textsch ʜ
\textschwa ə
\textsci ɪ
\textscl ʟ
\textscn ɴ
\textscoelig ɶ
\textscr ʀ
\textscripta ɑ
\textscriptv ʋ
\textscy ʏ
\textteshlig ʧ
\texttheta θ
\texttrademark ™
\textturna ɐ
\textturnh ɥ
\textturnlonglegr ɺ
\textturnm ɯ
\textturnmrleg ɰ
\textturnr ɹ
\textturnrrtail ɻ
\textturnscripta ɒ
\textturnv ʌ
\textturnw ʍ
\textturny ʎ
\textupsilon ʊ
\textyogh ʒ
\tfr 𝔱
\th þ
\there4 ∴
\therefore ∴
\theta θ 2
\thickapprox ≈
\thicksim ∼
\thinsp  
\thkap ≈
\thksim ∼
\thorn þ
\tilde ˜
\times ×
\timesb ⊠
\timesbar ⨱
\timesd ⨰
\tint ∭
\to →
\toea ⤨
\top ⊤
\topbot ⌶
\topcir ⫱
\topf 𝕥
\topfork ⫚
\tosa ⤩
\tprime ‴
\trade ™
\trademark ™
\triangle △
\triangledown ▽
\triangleleft ◁
\trianglelefteq ⊴
\triangleq ≜
\triangleright ▷
\trianglerighteq ⊵
\tridot ◬
\trie ≜
\triminus ⨺
\triplus ⨹
\trisb ⧍
\tritime ⨻
\tscr 𝓉
\tscy ц
\tshcy ћ
\tstrok ŧ
\twixt ≬
\twoheadleftarrow ↞
\twoheadrightarrow ↠
\uA Ă
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\uE Ĕ
\uG Ğ
\uHar ⥣
\uI Ĭ
\uO Ŏ
\uU Ŭ
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\uarr ↑
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\ubreve ŭ
\ucirc û
\ucy у
\udarr ⇅
\udblac ű
\udhar ⥮
\ue ĕ
\ufisht ⥾
\ufr 𝔲
\ug ğ
\ugrave ù
\uharl ↿
\uharr ↾
\uhblk ▀
\ui ĭ
\ulcorn ⌜
\ulcorner ⌜
\ulcrop ⌏
\ultri ◸
\umacr ū
\uml ¨
\unlhd ⊴
\unrhd ⊵
\uo ŏ
\uogon ų
\uopf 𝕦
\uparrow ↑
\updownarrow ↕
\upharpoonleft ↿
\upharpoonright ↾
\uplus ⊎
\upsilon υ 1
\upuparrows ⇈
\uranus ⛢
\urcorn ⌝
\urcorner ⌝
\urcrop ⌎
\uring ů
\urtri ◹
\uscr 𝓊
\utdot ⋰
\utilde ũ
\utri ▵
\utrif ▴
\uu ŭ
\uuarr ⇈
\uuml ü
\uwangle ⦧
\v ν
\vA Ǎ
\vArr ⇕
\vBar ⫨
\vBarv ⫩
\vC Č
\vD Ď
\vDash ⊨
\vE Ě
\vN Ň
\vR Ř
\vS Š
\vT Ť
\vZ Ž
\va ǎ
\vangrt ⊾
\varepsilon ε
\varkappa ϰ
\varnothing ∅
\varphi ϕ
\varpi ϖ
\varpropto ∝
\varr ↕
\varrho ϱ
\varsigma ς
\varsubsetneq ⊊
\varsubsetneqq ⊊
\varsupsetneq ⊋
\varsupsetneqq ⊋
\vartheta ϑ
\vartriangle △
\vartriangleleft ⊲
\vartriangleright ⊳
\vc č
\vcy в
\vd ď
\vdash ⊢
\vdots ⋮
\ve ě
\vee ∨
\veebar ⊻
\veeeq ≚
\vellip ⋮
\venus ♀
\vfr 𝔳
\virgo ♍
\vltri ⊲
\vn ň
\vnsub ⊄
\vnsup ⊅
\vopf 𝕧
\vprop ∝
\vr ř
\vrtri ⊳
\vs š
\vscr 𝓋
\vsubnE ⊊
\vsubne ⊊
\vsupnE ⊋
\vsupne ⊋
\vt ť
\vz ž
\vzigzag ⦚
\w ω
\wcirc ŵ
\wedbar ⩟
\wedge ∧
\wedgeq ≙
\weierp ℘
\wfr 𝔴
\whitebishop ♗
\whiteking ♔
\whiteknight ♘
\whitepawn ♙
\whitequeen ♕
\whiterook ♖
\wopf 𝕨
\wp ℘
\wr ≀
\wreath ≀
\wscr 𝓌
\xcap ⋂
\xcirc ◯
\xcup ⋃
\xdtri ▽
\xfr 𝔵
\xhArr 
\xharr 
\xi ξ 1
\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 1
\zfr 𝔷
\zhcy ж
\zigrarr ⇝
\zopf 𝕫
\zscr 𝓏
\~A Ā
\~E Ẽ
\~I Ĩ
\~N Ñ
\~O Õ
\~U Ũ
\~Y Ỹ
\~a ã
\~e ẽ
\~i ĩ
\~n ñ
\~o õ
\~u ũ
\~y ỹ