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-\!' ¡
-\` ‘
-\`` “
-\' ′
-\'' ″
-\''' ‴
-\mbox'' ”
-\mbox' ’
-\-- –
-\--- —
-\"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
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-\'r ŕ
-\'s ś
-\'u ú
-\'w ẃ
-\'y ý
-\'z ź
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-\.C Ċ
-\.D Ḋ
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-\.F Ḟ
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-\.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
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-\.f ḟ
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-\.r ṙ
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-\.x ẋ
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-\=G Ḡ
-\=I Ī
-\=O Ō
-\=U Ū
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-\=e ē
-\=g ḡ
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-\=o ō
-\=u ū
-\=y ȳ
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-\Box □
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-\Cap ⋒
-\Chi Χ 1
-\Cup ⋓
-\DH Ð
-\Delta Δ 1
-\Diamond ◇
-\Downarrow ⇓
-\Epsilon Ε 1
-\Eta Η 1
-\Finv Ⅎ
-\Gamma Γ 1
-\Im ℑ
-\Join ⋈
-\Kappa Κ 1
-\L Ł
-\Lambda Λ 1
-\Leftarrow ⇐
-\Leftrightarrow ⇔
-\Lleftarrow ⇚
-\Longleftarrow ⇐
-\Longleftrightarrow ⇔
-\Longrightarrow ⇒
-\Lsh ↰
-\Mu Μ 1
-\Nu Ν 1
-\O Ø
-\OE Œ
-\Omega Ω
-\W Ω 1
-\Omicron Ο 1
-\P ¶
-\Phi Φ
-\F Φ 1
-\Pi Π 1
-\Psi Ψ
-\Re ℜ
-\Rho Ρ 1
-\Rightarrow ⇒
-\Rrightarrow ⇛
-\Rsh ↱
-\S §
-\Sigma Σ 1
-\Subset ⋐
-\Supset ⋑
-\TH Þ
-\Tau Τ 1
-\Theta Θ 1
-\Uparrow ⇑
-\Updownarrow ⇕
-\Upsilon Υ 1
-\Vdash ⊩
-\Vvdash ⊪
-\Xi Ξ 1
-\Zeta Ζ 1
-\^A Â
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-\^G Ĝ
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-\ascnode ☊
-\ast ∗
-\astrosun ☉
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-\barO Ō
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-\bigodot ⊙
-\bigoplus ⊕
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-\blacksquare ■
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-\blacktriangleleft ◀
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-\bot ⊥
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-\boxplus ⊞
-\boxtimes ⊠
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-\bullet ∙
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-\cap ∩
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-\cdots ⋯
-\centerdot ⋅
-\cents ¢
-\checkA Ǎ
-\checkC Č
-\checkD Ď
-\checkE Ě
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-\circledS Ⓢ
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-\conjunction ☌
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-\copyright ©
-\cup ∪
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-\curlyeqsucc ⋟
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-\downarrow ↓
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-\epsdice4 ⚃
-\epsdice5 ⚄
-\epsdice6 ⚅
-\epsilon ∊
-\eqcirc ≖
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-\esckey ⎋
-\eta η 1
-\eth ð
-\euro €
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-\forall ∀
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-\gamma γ 1
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-\geq ≥
-\geqq ≧
-\gg ≫
-\ggg ⋙
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-\gtrdot ⋗
-\gtreqless ⋛
-\gtrless ≷
-\gtrsim ≳
-\hbar ℏ
-\heartsuit ♡
-\hookleftarrow ↩
-\hookrightarrow ↪
-\hslash ℏ
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-\iiint ∭
-\iint ∬
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-\infty ∞
-\int ∫
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-\iota ι 1
-\jupiter ♃
-\kappa κ 1
-\l{} ł
-\lambda λ 1
-\langle ⟨
-\lceil ⌈
-\ldots …
-\le ≤
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-\leftarrow ←
-\leftarrowtail ↢
-\leftharpoondown ↽
-\leftharpoonup ↼
-\leftleftarrows ⇇
-\leftmoon ☾
-\leftrightarrow ↔
-\leftrightarrows ⇆
-\leftrightharpoons ⇋
-\leftrightsquigarrow ↭
-\leftthreetimes ⋋
-\leo ♌
-\leq ≤
-\leqq ≦
-\leqslant ≤
-\lessdot ⋖
-\lesseqgtr ⋚
-\lessgtr ≶
-\lesssim ≲
-\lfloor ⌊
-\lhd ⊲
-\libra ♎
-\ll ≪
-\lll ⋘
-\longleftarrow ←
-\longleftrightarrow ↔
-\longmapsto ⇖
-\longrightarrow →
-\looparrowleft ↫
-\looparrowright ↬
-\lozenge ◊
-\ltimes ⋉
-\mapsto ↦
-\mars ♂
-\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
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-\bbt 𝕥
-\bbu 𝕦
-\bbv 𝕧
-\bbw 𝕨
-\bbx 𝕩
-\bby 𝕪
-\bbz 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
-\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
-\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
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-\frakm 𝔪
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-\frako 𝔬
-\frakp 𝔭
-\frakq 𝔮
-\frakr 𝔯
-\fraks 𝔰
-\frakt 𝔱
-\fraku 𝔲
-\frakv 𝔳
-\frakw 𝔴
-\frakx 𝔵
-\fraky 𝔶
-\frakz 𝔷
-\measuredangle ∡
-\mercury ☿
-\mho ℧
-\mid ∣
-\models ⊨
-\mp ∓
-\mu μ 1
-\multimap ⊸
-\nabla ∇
-\natural ♮
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-\neptune ♆
-\neq ≠
-\nexists ∄
-\ng ŋ
-\ni ∋
-\not< ≮
-\not> ≯
-\not\Vdash ⊮
-\not\approx ≉
-\not\cong ≇
-\not\equiv ≢
-\not\ge ≱
-\not\gtrless ≹
-\not\in ∉
-\not\le ≰
-\not\models ⊭
-\not\ni ∌
-\not\sim ≄
-\not\sqsubseteq ⋢
-\not\sqsupseteq ⋣
-\not\subset ⊄
-\not\subseteq ⊈
-\not\supset ⊅
-\not\supseteq ⊉
-\not\vdash ⊬
-\notin ∉
-\nu ν 1
-\v ν 1
-\nwarrow ↖
-\o{} ø
-\odot ⊙
-\oe œ
-\oint ∮
-\omega ω
-\w ω 1
-\omicron ο 1
-\ominus ⊖
-\oplus ⊕
-\opposition ☍
-\optkey ⌥
-\oslash ⊘
-\otimes ⊗
-\parallel ∥
-\partial ∂
-\perp ⊥
-\phi φ
-\f φ 1
-\pi π 1
-\pilcrow ¶
-\pisces ♓
-\pitchfork ⋔
-\pluto ♇
-\pm ±
-\pound £
-\pounds £
-\prec ≺
-\preccurlyeq ≼
-\preceq ≼
-\precsim ≾
-\prime ′
-\prod ∏
-\propto ∝
-\psi ψ
-\rangle ⟩
-\rceil ⌉
-\registered ®
-\returnkey ⏎
-\revtabkey ⇤
-\rfloor ⌋
-\rhd ⊳
-\rho ρ 1
-\rightarrow →
-\rightarrowtail ↣
-\rightdelkey ⌦
-\rightharpoondown ⇁
-\rightharpoonup ⇀
-\rightleftarrows ⇄
-\rightleftharpoons ⇌
-\rightmoon ☽
-\rightrightarrows ⇉
-\rightsquigarrow ⇝
-\rightthreetimes ⋌
-\risingdotseq ≓
-\rtimes ⋊
-\sagittarius ♐
-\saturn ♄
-\scorpio ♏
-\searrow ↘
-\section §
-\setminus ∖
-\sharp ♯
-\shiftkey ⇧
-\shortparallel ∥
-\sigma σ 1
-\sim ∼
-\simeq ≃
-\smallfrown ⌢
-\smallsetminus ∖
-\smallsmile ⌣
-\smile ⌣
-\space ␣
-\spadesuit ♠
-\sphericalangle ∢
-\sqcap ⊓
-\sqcup ⊔
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-\sqsubseteq ⊑
-\sqsupset ⊐
-\sqsupseteq ⊒
-\square □
-\ss ß
-\star ⋆
-\subset ⊂
-\subseteq ⊆
-\subsetneq ⊊
-\succ ≻
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-\succeq ≽
-\succsim ≿
-\sum ∑
-\supset ⊃
-\supseteq ⊇
-\supsetneq ⊋
-\surd √
-\swarrow ↙
-\tabkey ⇥
-\tau τ 1
-\taurus ♉
-\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
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-\textturnv ʌ
-\textturnw ʍ
-\textturny ʎ
-\textupsilon ʊ
-\textyogh ʒ
-\th þ
-\therefore ∴
-\theta θ 1
-\h θ 1
-\thickapprox ≈
-\thicksim ∼
-\times ×
-\top ⊤
-\trademark ™
-\triangle △
-\triangledown ▽
-\triangleleft ◁
-\trianglelefteq ⊴
-\triangleq ≜
-\triangleright ▷
-\trianglerighteq ⊵
-\twoheadleftarrow ↞
-\twoheadrightarrow ↠
-\unlhd ⊴
-\unrhd ⊵
-\uparrow ↑
-\updownarrow ↕
-\upharpoonleft ↿
-\upharpoonright ↾
-\uplus ⊎
-\upsilon υ 1
-\upuparrows ⇈
-\uranus ⛢
-\uA Ă
-\uE Ĕ
-\uG Ğ
-\uI Ĭ
-\uO Ŏ
-\uU Ŭ
-\ua ă
-\ue ĕ
-\ug ğ
-\ui ĭ
-\uo ŏ
-\uu ŭ
-\vDash ⊨
-\varepsilon ε
-\varkappa ϰ
-\varnothing ∅
-\varphi ϕ
-\varpi ϖ
-\varpropto ∝
-\varrho ϱ
-\varsigma ς
-\vartheta ϑ
-\vartriangle △
-\vartriangleleft ⊲
-\vartriangleright ⊳
-\vdash ⊢
-\vdots ⋮
-\vee ∨
-\veebar ⊻
-\venus ♀
-\virgo ♍
-\vA Ǎ
-\vC Č
-\vD Ď
-\vE Ě
-\vN Ň
-\vR Ř
-\vS Š
-\vT Ť
-\vZ Ž
-\va ǎ
-\vc č
-\vd ď
-\ve ě
-\vn ň
-\vr ř
-\vs š
-\vt ť
-\vz ž
-\wedge ∧
-\whitebishop ♗
-\whiteking ♔
-\whiteknight ♘
-\whitepawn ♙
-\whitequeen ♕
-\whiterook ♖
-\wp ℘
-\wr ≀
-\xi ξ
-\zeta ζ 1
-\~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
-\^( ⁽
-\^) ⁾
-\^+ ⁺
-\^- ⁻
-\^0 ⁰
-\^1 ¹
-\^2 ²
-\^3 ³
-\^4 ⁴
-\^5 ⁵
-\^6 ⁶
-\^7 ⁷
-\^8 ⁸
-\^9 ⁹
-\^= ⁼
-\^A ᴬ
-\^B ᴮ
-\^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
-\^T ᵀ
-\^U ᵁ
-\^V ⱽ
-\^W ᵂ
-\^alpha ᵅ
-\^beta ᵝ
-\^chi ᵡ
-\^delta ᵟ
-\^epsilon ᵋ
-\^gamma ᵞ
-\^iota ᶥ
-\^phi ᶲ
-\^theta ᶿ
-\^varphi ᵠ
-\^a ᵃ
-\^b ᵇ
-\^c ᶜ
-\^d ᵈ
-\^e ᵉ
-\^f ᶠ
-\^g ᵍ
-\^h ʰ
-\^i ⁱ
-\^j ʲ
-\^k ᵏ
-\^l ˡ
-\^m ᵐ
-\^n ⁿ
-\^o ᵒ
-\^p ᵖ
-\^r ʳ
-\^s ˢ
-\^t ᵗ
-\^u ᵘ
-\^v ᵛ
-\^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
-\_= ₌
-\_beta ᵦ
-\_chi ᵪ
-\_gamma ᵧ
-\_rho ᵨ
-\_varphi ᵩ
-\_a ₐ
-\_e ₑ
-\_h ₕ
-\_i ᵢ
-\_j ⱼ
-\_k ₖ
-\_l ₗ
-\_m ₘ
-\_n ₙ
-\_o ₒ
-\_p ₚ
-\_r ᵣ
-\_s ₛ
-\_t ₜ
-\_u ᵤ
-\_v ᵥ
-\_x ₓ