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Learn more about bidirectional Unicode charactersOriginal file line number Diff line number Diff line change @@ -0,0 +1,2560 @@ 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 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 𝑄 Q 𝑅 R 𝑆 S 𝑇 T 𝑈 U 𝑉 V 𝑊 W 𝑋 X 𝑌 Y 𝑍 Z [ \lbrack \ \backslash ] \rbrack _ \_ 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 𝑞 q 𝑟 r 𝑠 s 𝑡 t 𝑢 u 𝑣 v 𝑤 w 𝑥 x 𝑦 y 𝑧 z { \{ | | } \} ~ \sptilde ~ ~ ¢ \cent £ \pounds ¥ \yen ¨ \spddot ¬ \neg ¬ \lnot ® \circledR ± \pm µ \Micro · \cdotp × \times ð \eth ÷ \div 𝚤 \imath Ƶ \Zbar 𝚥 \jmath x̀ \grave x́ \acute x̂ \hat x̃ \tilde x̄ \bar x̅ \overline x̆ \breve ẋ \dot ẍ \ddot x̉ \ovhook x̊ \mathring x̌ \check x̐ \candra x̒ \oturnedcomma x̕ \ocommatopright x̚ \droang x̰ \utilde x̱ \underbar x̲ \underline x̸ \not Α \Alpha Β \Beta Γ \Gamma Δ \Delta Ε \Epsilon Ζ \Zeta Η \Eta Θ \Theta Ι \Iota Κ \Kappa Λ \Lambda Μ \upMu Ν \upNu Ξ \Xi Ο \upOmicron Π \Pi Ρ \Rho Σ \Sigma Τ \Tau υ \upsilon Φ \Phi Χ \Chi Ψ \Psi Ω \Omega α \alpha β \beta γ \gamma δ \delta ε \upepsilon ζ \zeta η \eta θ \theta ι \iota κ \kappa λ \lambda μ \mu ν \nu ξ \xi ο \upomicron π \pi ρ \rho ς \varsigma σ \sigma τ \tau φ \varphi χ \chi ψ \psi ω \omega ϐ \upvarbeta ϑ \vartheta ϕ \phi ϖ \varpi Ϙ \upoldKoppa ϙ \upoldkoppa Ϛ \Stigma ϛ \upstigma Ϝ \Digamma ϝ \digamma Ϟ \Koppa ϟ \upkoppa Ϡ \Sampi ϡ \upsampi ϰ \varkappa ϱ \varrho ϴ \textTheta ϵ \epsilon ε \varepsilon ϶ \backepsilon \quad ― \horizbar ‖ \| ‗ \twolowline † \dagger ‡ \ddagger • \smblkcircle ‥ \enleadertwodots … \ldots ′ \prime ″ \second ‴ \third ‵ \backprime ‶ \backdprime ‷ \backtrprime ‸ \caretinsert ‼ \Exclam ⁀ \cat ⁃ \hyphenbullet ⁄ \fracslash ⁇ \Question ⁐ \closure ⁗ \fourth \: € \euro x⃐ \lvec x⃗ \vec x⃒ \vertoverlay x⃖ \LVec x⃛ \dddot x⃜ \ddddot x⃝ \enclosecircle x⃞ \enclosesquare x⃟ \enclosediamond x⃡ \overleftrightarrow x⃤ \enclosetriangle x⃧ \annuity x⃨ \threeunderdot x⃩ \widebridgeabove x⃬ \underrightharpoondown x⃭ \underleftharpoondown x⃮ \underleftarrow x⃯ \underrightarrow x⃰ \asteraccent ℂ \mathbb{C} ℇ \Euler ℊ \mathcal{g} ℋ \mathcal{H} ℌ \mathfrak{H} ℍ \mathbb{H} ℎ \Planckconst ℏ \hslash ℐ \mathcal{I} ℑ \Im ℒ \mathcal{L} ℓ \ell ℕ \mathbb{N} ℘ \wp ℙ \mathbb{P} ℚ \mathbb{Q} ℛ \mathcal{R} ℜ \Re ℝ \mathbb{R} ℤ \mathbb{Z} Ω \tcohm ℧ \mho ℨ \mathfrak{Z} ℩ \turnediota Å \Angstroem ℬ \mathcal{B} ℭ \mathfrak{C} ℯ \mathcal{e} ℰ \mathcal{E} ℱ \mathcal{F} Ⅎ \Finv ℳ \mathcal{M} ℴ \mathcal{o} ℵ \aleph ℶ \beth ℷ \gimel ℸ \daleth ℼ \mathbb{\pi} ℽ \mathbb{\gamma} ℾ \mathbb{\Gamma} ℿ \mathbb{\Pi} ⅀ \mathbb{\Sigma} ⅁ \Game ⅂ \sansLturned ⅃ \sansLmirrored ⅄ \Yup ⅅ \CapitalDifferentialD ⅆ \DifferentialD ⅇ \ExponetialE ⅈ \ComplexI ⅉ \ComplexJ ⅊ \PropertyLine ⅋ \invamp ← \leftarrow ↑ \uparrow → \rightarrow → \to ↓ \downarrow ↔ \leftrightarrow ↕ \updownarrow ↖ \nwarrow ↗ \nearrow ↘ \searrow ↙ \swarrow ↚ \nleftarrow ↛ \nrightarrow ↜ \leftwavearrow ↝ \rightwavearrow ↞ \twoheadleftarrow ↟ \twoheaduparrow ↠ \twoheadrightarrow ↡ \twoheaddownarrow ↢ \leftarrowtail ↣ \rightarrowtail ↤ \mapsfrom ↥ \MapsUp ↦ \mapsto ↧ \MapsDown ↨ \updownarrowbar ↩ \hookleftarrow ↪ \hookrightarrow ↫ \looparrowleft ↬ \looparrowright ↭ \leftrightsquigarrow ↮ \nleftrightarrow ↯ \lightning ↰ \Lsh ↱ \Rsh ↲ \dlsh ↳ \drsh ↴ \linefeed ↵ \carriagereturn ↶ \curvearrowleft ↷ \curvearrowright ↸ \barovernorthwestarrow ↹ \barleftarrowrightarrowba ↺ \circlearrowleft ↻ \circlearrowright ↼ \leftharpoonup ↽ \leftharpoondown ↾ \upharpoonright ↿ \upharpoonleft ⇀ \rightharpoonup ⇁ \rightharpoondown ⇂ \downharpoonright ⇃ \downharpoonleft ⇄ \rightleftarrows ⇅ \updownarrows ⇆ \leftrightarrows ⇇ \leftleftarrows ⇈ \upuparrows ⇉ \rightrightarrows ⇊ \downdownarrows ⇋ \leftrightharpoons ⇌ \rightleftharpoons ⇍ \nLeftarrow ⇎ \nLeftrightarrow ⇏ \nRightarrow ⇐ \Leftarrow ⇑ \Uparrow ⇒ \Rightarrow ⇓ \Downarrow ⇔ \Leftrightarrow ⇕ \Updownarrow ⇖ \Nwarrow ⇗ \Nearrow ⇘ \Searrow ⇙ \Swarrow ⇚ \Lleftarrow ⇛ \Rrightarrow ⇜ \leftsquigarrow ⇝ \rightsquigarrow ⇞ \nHuparrow ⇟ \nHdownarrow ⇠ \dashleftarrow ⇡ \updasharrow ⇢ \dashrightarrow ⇣ \downdasharrow ⇤ \LeftArrowBar ⇥ \RightArrowBar ⇦ \leftwhitearrow ⇧ \upwhitearrow ⇨ \rightwhitearrow ⇩ \downwhitearrow ⇪ \whitearrowupfrombar ⍹ \mathord ⇴ \circleonrightarrow ⇵ \downuparrows ⇶ \rightthreearrows ⇷ \nvleftarrow ⇸ \pfun ⇹ \nvleftrightarrow ⇺ \nVleftarrow ⇻ \ffun ⇼ \nVleftrightarrow ⇽ \leftarrowtriangle ⇾ \rightarrowtriangle ⇿ \leftrightarrowtriangle ∀ \forall ∁ \complement 𝜕 \partial ∃ \exists ∄ \nexists ∅ \varnothing ∅ \emptyset ∆ \increment ∇ \nabla ∈ \in ∉ \notin ∊ \smallin ∋ \ni ∌ \nni ∍ \smallni ∎ \QED ∏ \prod ∐ \coprod ∑ \sum − - ∓ \mp ∔ \dotplus ∕ \slash ∖ \smallsetminus ∗ \ast ∘ \circ ∙ \bullet √ \sqrt ∛ \sqrt[3] ∜ \sqrt[4] ∝ \propto ∞ \infty ∟ \rightangle ∠ \angle ∡ \measuredangle ∢ \sphericalangle ∣ \mid ∤ \nmid ∥ \parallel ∦ \nparallel ∧ \wedge ∨ \vee ∧ \land ∨ \lor ∩ \cap ∪ \cup ∫ \int ∬ \iint ∭ \iiint ∮ \oint ∯ \oiint ∰ \oiiint ∱ \intclockwise ∲ \varointclockwise ∳ \ointctrclockwise ∴ \therefore ∵ \because ∷ \Proportion ∸ \dotminus ≕ \eqcolon ∺ \dotsminusdots ∻ \kernelcontraction ∼ \sim ∽ \backsim ∾ \invlazys ∿ \AC ≀ \wr ≁ \nsim ≂ \eqsim ≃ \simeq ≄ \nsimeq ≅ \cong ≆ \simneqq ≇ \ncong ≈ \approx ≉ \napprox ≊ \approxeq ≋ \approxident ≌ \backcong ≍ \asymp ≎ \Bumpeq ≏ \bumpeq ≐ \doteq ≑ \Doteq ≒ \fallingdotseq ≓ \risingdotseq ≔ \coloneq ≖ \eqcirc ≗ \circeq ≘ \arceq ≙ \corresponds ≚ \veeeq ≛ \stareq ≜ \triangleq ≝ \eqdef ≞ \measeq ≟ \questeq ≠ \neq ≠ \not\eq ≡ \equiv ≢ \nequiv ≣ \Equiv ≤ \leq ≥ \geq ≦ \leqq ≧ \geqq ≨ \lneqq ≩ \gneqq ≪ \ll ≫ \gg ≬ \between ≭ \notasymp ≮ \nless ≯ \ngtr ≰ \nleq ≱ \ngeq ≲ \lesssim ≳ \gtrsim ≴ \NotLessTilde ≵ \NotGreaterTilde ≶ \lessgtr ≷ \gtrless ≸ \nlessgtr ≹ \NotGreaterLess ≺ \prec ≻ \succ ≼ \preccurlyeq ≽ \succcurlyeq ≾ \precsim ≿ \succsim ⊀ \nprec ⊁ \nsucc ⊂ \subset ⊃ \supset ⊄ \nsubset ⊅ \nsupset ⊆ \subseteq ⊇ \supseteq ⊈ \nsubseteq ⊉ \nsupseteq ⊊ \subsetneq ⊋ \supsetneq ⊌ \cupleftarrow ⊍ \cupdot ⊎ \uplus ⊏ \sqsubset ⊐ \sqsupset ⊑ \sqsubseteq ⊒ \sqsupseteq ⊓ \sqcap ⊔ \sqcup ⊕ \oplus ⊖ \ominus ⊗ \otimes ⊘ \oslash ⊙ \odot ⊚ \circledcirc ⊛ \circledast ⊜ \circledequal ⊝ \circleddash ⊞ \boxplus ⊟ \boxminus ⊠ \boxtimes ⊡ \boxdot ⊢ \vdash ⊣ \dashv ⊤ \top ⊥ \bot ⊦ \assert ⊧ \models ⊨ \vDash ⊩ \Vdash ⊪ \Vvdash ⊫ \VDash ⊬ \nvdash ⊭ \nvDash ⊮ \nVdash ⊯ \nVDash ⊰ \prurel ⊱ \scurel ⊲ \vartriangleleft ⊳ \vartriangleright ⊴ \trianglelefteq ⊵ \trianglerighteq ⊶ \multimapdotbothA ⊷ \multimapdotbothB ⊸ \multimap ⊹ \hermitmatrix ⊺ \intercal ⊻ \veebar ⊼ \barwedge ⊽ \barvee ⊾ \measuredrightangle ⊿ \varlrtriangle ⋀ \bigwedge ⋁ \bigvee ⋂ \bigcap ⋃ \bigcup ⋄ \diamond ⋅ \cdot ⋆ \star ⋇ \divideontimes ⋈ \bowtie ⋉ \ltimes ⋊ \rtimes ⋋ \leftthreetimes ⋌ \rightthreetimes ⋍ \backsimeq ⋎ \curlyvee ⋏ \curlywedge ⋐ \Subset ⋑ \Supset ⋒ \Cap ⋓ \Cup ⋔ \pitchfork ⋕ \hash ⋖ \lessdot ⋗ \gtrdot ⋘ \lll ⋙ \ggg ⋚ \lesseqgtr ⋛ \gtreqless ⋜ \eqless ⋝ \eqgtr ⋞ \curlyeqprec ⋟ \curlyeqsucc ⋠ \npreceq ⋡ \nsucceq ⋢ \nsqsubseteq ⋣ \nsqsupseteq ⋤ \sqsubsetneq ⋥ \sqsupsetneq ⋦ \lnsim ⋧ \gnsim ⋨ \precnsim ⋩ \succnsim ⋪ \ntriangleleft ⋫ \ntriangleright ⋬ \ntrianglelefteq ⋭ \ntrianglerighteq ⋮ \vdots ⋯ \cdots ⋰ \iddots ⋱ \ddots ⋲ \disin ⋳ \varisins ⋴ \isins ⋵ \isindot ⋶ \barin ⋷ \isinobar ⋸ \isinvb ⋹ \isinE ⋺ \nisd ⋻ \varnis ⋼ \nis ⋽ \varniobar ⋾ \niobar ⋿ \bagmember ⌀ \diameter ⌂ \house ⌅ \varbarwedge ⌆ \vardoublebarwedge ⌈ \lceil ⌉ \rceil ⌊ \lfloor ⌋ \rfloor ⌐ \invneg ⌑ \wasylozenge ⌒ \profline ⌓ \profsurf ⌗ \viewdata ⌙ \turnednot ⌜ \ulcorner ⌝ \urcorner ⌞ \llcorner ⌟ \lrcorner ⌠ \inttop ⌡ \intbottom ⌢ \frown ⌣ \smile ⌬ \varhexagonlrbonds ⌲ \conictaper ⌶ \topbot ⌹ \APLinv ⌽ \obar ⌿ \notslash ⍀ \notbackslash ⍇ \APLleftarrowbox ⍈ \APLrightarrowbox ⍐ \APLuparrowbox ⍓ \APLboxupcaret ⍗ \APLdownarrowbox ⍝ \APLcomment ⍞ \APLinput ⍟ \APLlog ⍰ \APLboxquestion ⍼ \rangledownzigzagarrow ⎔ \hexagon ⎛ \lparenuend ⎜ \lparenextender ⎝ \lparenlend ⎞ \rparenuend ⎟ \rparenextender ⎠ \rparenlend ⎡ \lbrackuend ⎢ \lbrackextender ⎣ \lbracklend ⎤ \rbrackuend ⎥ \rbrackextender ⎦ \rbracklend ⎧ \lbraceuend ⎨ \lbracemid ⎩ \lbracelend ⎪ \vbraceextender ⎫ \rbraceuend ⎬ \rbracemid ⎭ \rbracelend ⎮ \intextender ⎯ \harrowextender ⎰ \lmoustache ⎱ \rmoustache ⎲ \sumtop ⎳ \sumbottom ⎴ \overbracket ⎵ \underbracket ⎶ \bbrktbrk ⎷ \sqrtbottom ⎸ \lvboxline ⎹ \rvboxline ⏎ \varcarriagereturn ⏜ \overparen ⏝ \underparen ⏞ \overbrace ⏟ \underbrace ⏠ \obrbrak ⏡ \ubrbrak ⏢ \trapezium ⏣ \benzenr ⏤ \strns ⏥ \fltns ⏦ \accurrent ⏧ \elinters ┆ \bdtriplevdash ▀ \blockuphalf ▄ \blocklowhalf █ \blockfull ▌ \blocklefthalf ▐ \blockrighthalf ░ \blockqtrshaded ▒ \blockhalfshaded ▓ \blockthreeqtrshaded ■ \mdlgblksquare □ \mdlgwhtsquare ▢ \squoval ▣ \blackinwhitesquare ▤ \squarehfill ▥ \squarevfill ▦ \squarehvfill ▧ \squarenwsefill ▨ \squareneswfill ▩ \squarecrossfill ▪ \smblksquare ▫ \smwhtsquare ▬ \hrectangleblack ▭ \hrectangle ▮ \vrectangleblack ▯ \vrectangle ▰ \parallelogramblack ▱ \parallelogram ▲ \bigblacktriangleup △ \bigtriangleup ▴ \blacktriangleup ▵ \smalltriangleup ▶ \RHD ▷ \rhd ▸ \blacktriangleright ▹ \smalltriangleright ► \blackpointerright ▻ \whitepointerright ▼ \bigblacktriangledown ▽ \bigtriangledown ▾ \blacktriangledown ▿ \smalltriangledown ◀ \LHD ◁ \lhd ◂ \blacktriangleleft ◃ \smalltriangleleft ◄ \blackpointerleft ◅ \whitepointerleft ◆ \Diamondblack ◇ \Diamond ◈ \blackinwhitediamond ◉ \fisheye ◊ \lozenge ○ \Circle ◌ \dottedcircle ◍ \circlevertfill ◎ \bullseye ● \CIRCLE ◐ \LEFTcircle ◑ \RIGHTcircle ◒ \circlebottomhalfblack ◓ \circletophalfblack ◔ \circleurquadblack ◕ \blackcircleulquadwhite ◖ \LEFTCIRCLE ◗ \RIGHTCIRCLE ◘ \inversebullet ◙ \inversewhitecircle ◚ \invwhiteupperhalfcircle ◛ \invwhitelowerhalfcircle ◜ \ularc ◝ \urarc ◞ \lrarc ◟ \llarc ◠ \topsemicircle ◡ \botsemicircle ◢ \lrblacktriangle ◣ \llblacktriangle ◤ \ulblacktriangle ◥ \urblacktriangle ◦ \smwhtcircle ◧ \squareleftblack ◨ \squarerightblack ◩ \squareulblack ◪ \squarelrblack ◫ \boxbar ◬ \trianglecdot ◭ \triangleleftblack ◮ \trianglerightblack ◯ \lgwhtcircle ◰ \squareulquad ◱ \squarellquad ◲ \squarelrquad ◳ \squareurquad ◴ \circleulquad ◵ \circlellquad ◶ \circlelrquad ◷ \circleurquad ◸ \ultriangle ◹ \urtriangle ◺ \lltriangle ⬜ \square ⬛ \blacksquare ◽ \mdsmwhtsquare ◾ \mdsmblksquare ◿ \lrtriangle ★ \bigstar ☆ \bigwhitestar ☉ \Sun ☐ \Square ☑ \CheckedBox ☒ \XBox ☕ \steaming ☞ \pointright ☠ \skull ☡ \danger ☢ \radiation ☣ \biohazard ☯ \yinyang ☹ \frownie ☺ \smiley ☻ \blacksmiley ☼ \sun ☽ \rightmoon ☾ \leftmoon ☿ \mercury ♀ \female ♁ \earth ♂ \male ♃ \jupiter ♄ \saturn ♅ \uranus ♆ \neptune ♇ \pluto ♈ \aries ♉ \taurus ♊ \gemini ♋ \cancer ♌ \leo ♍ \virgo ♎ \libra ♏ \scorpio ♐ \sagittarius ♑ \capricornus ♒ \aquarius ♓ \pisces ♠ \spadesuit ♡ \heartsuit ♢ \diamondsuit ♣ \clubsuit ♤ \varspadesuit ♥ \varheartsuit ♦ \vardiamondsuit ♧ \varclubsuit ♩ \quarternote ♪ \eighthnote ♫ \twonotes ♬ \sixteenthnote ♭ \flat ♮ \natural ♯ \sharp ♻ \recycle ♾ \acidfree ⚀ \dicei ⚁ \diceii ⚂ \diceiii ⚃ \diceiv ⚄ \dicev ⚅ \dicevi ⚆ \circledrightdot ⚇ \circledtwodots ⚈ \blackcircledrightdot ⚉ \blackcircledtwodots ⚓ \anchor ⚔ \swords ⚠ \warning ⚥ \Hermaphrodite ⚪ \medcirc ⚫ \medbullet ⚬ \mdsmwhtcircle ⚲ \neuter ✎ \pencil ✓ \checkmark ✗ \ballotx ✠ \maltese ✪ \circledstar ✶ \varstar ✽ \dingasterisk 〔 \lbrbrak 〕 \rbrbrak ➛ \draftingarrow ➢ \arrowbullet ⟀ \threedangle ⟁ \whiteinwhitetriangle ⟂ \perp ⟃ \subsetcirc ⟄ \supsetcirc ⟅ \Lbag ⟆ \Rbag ⟇ \veedot ⟈ \bsolhsub ⟉ \suphsol ⟌ \longdivision ⟐ \Diamonddot ⟑ \wedgedot ⟒ \upin ⟓ \pullback ⟔ \pushout ⟕ \leftouterjoin ⟖ \rightouterjoin ⟗ \fullouterjoin ⟘ \bigbot ⟙ \bigtop ⟚ \DashVDash ⟛ \dashVdash ⟜ \multimapinv ⟝ \vlongdash ⟞ \longdashv ⟟ \cirbot ⟠ \lozengeminus ⟡ \concavediamond ⟢ \concavediamondtickleft ⟣ \concavediamondtickright ⟤ \whitesquaretickleft ⟥ \whitesquaretickright ⟦ \llbracket ⟧ \rrbracket ⟨ \langle ⟩ \rangle ⟪ \lang ⟫ \rang 〘 \Lbrbrak 〙 \Rbrbrak ⟮ \lgroup ⟯ \rgroup ⟰ \UUparrow ⟱ \DDownarrow ⟲ \acwgapcirclearrow ⟳ \cwgapcirclearrow ⟴ \rightarrowonoplus ⟵ \longleftarrow ⟶ \longrightarrow ⟷ \longleftrightarrow ⟸ \Longleftarrow ⟹ \Longrightarrow ⟺ \Longleftrightarrow ⟻ \longmapsfrom ⟼ \longmapsto ⟽ \Longmapsfrom ⟾ \Longmapsto ⟿ \longrightsquigarrow ⤀ \psur ⤁ \nVtwoheadrightarrow ⤂ \nvLeftarrow ⤃ \nvRightarrow ⤄ \nvLeftrightarrow ⤅ \twoheadmapsto ⤆ \Mapsfrom ⤇ \Mapsto ⤈ \downarrowbarred ⤉ \uparrowbarred ⤊ \Uuparrow ⤋ \Ddownarrow ⤌ \leftbkarrow ⤍ \rightbkarrow ⤎ \leftdbkarrow ⤏ \dbkarow ⤐ \drbkarow ⤑ \rightdotarrow ⤒ \UpArrowBar ⤓ \DownArrowBar ⤔ \pinj ⤕ \finj ⤖ \bij ⤗ \nvtwoheadrightarrowtail ⤘ \nVtwoheadrightarrowtail ⤙ \lefttail ⤚ \righttail ⤛ \leftdbltail ⤜ \rightdbltail ⤝ \diamondleftarrow ⤞ \rightarrowdiamond ⤟ \diamondleftarrowbar ⤠ \barrightarrowdiamond ⤡ \nwsearrow ⤢ \neswarrow ⤣ \hknwarrow ⤤ \hknearrow ⤥ \hksearow ⤦ \hkswarow ⤧ \tona ⤨ \toea ⤩ \tosa ⤪ \towa ⤫ \rdiagovfdiag ⤬ \fdiagovrdiag ⤭ \seovnearrow ⤮ \neovsearrow ⤯ \fdiagovnearrow ⤰ \rdiagovsearrow ⤱ \neovnwarrow ⤲ \nwovnearrow ⤳ \leadsto ⤴ \uprightcurvearrow ⤵ \downrightcurvedarrow ⤶ \leftdowncurvedarrow ⤷ \rightdowncurvedarrow ⤸ \cwrightarcarrow ⤹ \acwleftarcarrow ⤺ \acwoverarcarrow ⤻ \acwunderarcarrow ⤼ \curvearrowrightminus ⤽ \curvearrowleftplus ⤾ \cwundercurvearrow ⤿ \ccwundercurvearrow ⥀ \acwcirclearrow ⥁ \cwcirclearrow ⥂ \rightarrowshortleftarrow ⥃ \leftarrowshortrightarrow ⥄ \shortrightarrowleftarrow ⥅ \rightarrowplus ⥆ \leftarrowplus ⥇ \rightarrowx ⥈ \leftrightarrowcircle ⥉ \twoheaduparrowcircle ⥊ \leftrightharpoon ⥋ \rightleftharpoon ⥌ \updownharpoonrightleft ⥍ \updownharpoonleftright ⥎ \leftrightharpoonup ⥏ \rightupdownharpoon ⥐ \leftrightharpoondown ⥑ \leftupdownharpoon ⥒ \LeftVectorBar ⥓ \RightVectorBar ⥔ \RightUpVectorBar ⥕ \RightDownVectorBar ⥖ \DownLeftVectorBar ⥗ \DownRightVectorBar ⥘ \LeftUpVectorBar ⥙ \LeftDownVectorBar ⥚ \LeftTeeVector ⥛ \RightTeeVector ⥜ \RightUpTeeVector ⥝ \RightDownTeeVector ⥞ \DownLeftTeeVector ⥟ \DownRightTeeVector ⥠ \LeftUpTeeVector ⥡ \LeftDownTeeVector ⥢ \leftleftharpoons ⥣ \upupharpoons ⥤ \rightrightharpoons ⥥ \downdownharpoons ⥦ \leftrightharpoonsup ⥧ \leftrightharpoonsdown ⥨ \rightleftharpoonsup ⥩ \rightleftharpoonsdown ⥪ \leftbarharpoon ⥫ \barleftharpoon ⥬ \rightbarharpoon ⥭ \barrightharpoon ⥮ \updownharpoons ⥯ \downupharpoons ⥰ \rightimply ⥱ \equalrightarrow ⥲ \similarrightarrow ⥳ \leftarrowsimilar ⥴ \rightarrowsimilar ⥵ \rightarrowapprox ⥶ \ltlarr ⥷ \leftarrowless ⥸ \gtrarr ⥹ \subrarr ⥺ \leftarrowsubset ⥻ \suplarr ⥼ \strictfi ⥽ \strictif ⥾ \upfishtail ⥿ \downfishtail ⦀ \VERT ⦁ \spot ⦂ \typecolon ⦃ \lBrace ⦄ \rBrace ⦅ \Lparen ⦆ \Rparen ⦇ \limg ⦈ \rimg ⦉ \lblot ⦊ \rblot ⦋ \lbrackubar ⦌ \rbrackubar ⦍ \lbrackultick ⦎ \rbracklrtick ⦏ \lbracklltick ⦐ \rbrackurtick ⦑ \langledot ⦒ \rangledot ⦓ \lparenless ⦔ \rparengtr ⦕ \Lparengtr ⦖ \Rparenless ⦗ \lblkbrbrak ⦘ \rblkbrbrak ⦙ \fourvdots ⦚ \vzigzag ⦛ \measuredangleleft ⦜ \rightanglesqr ⦝ \rightanglemdot ⦞ \angles ⦟ \angdnr ⦠ \gtlpar ⦡ \sphericalangleup ⦢ \turnangle ⦣ \revangle ⦤ \angleubar ⦥ \revangleubar ⦦ \wideangledown ⦧ \wideangleup ⦨ \measanglerutone ⦩ \measanglelutonw ⦪ \measanglerdtose ⦫ \measangleldtosw ⦬ \measangleurtone ⦭ \measangleultonw ⦮ \measangledrtose ⦯ \measangledltosw ⦰ \revemptyset ⦱ \emptysetobar ⦲ \emptysetocirc ⦳ \emptysetoarr ⦴ \emptysetoarrl ⦵ \circlehbar ⦶ \circledvert ⦷ \circledparallel ⦸ \circledbslash ⦹ \operp ⦺ \obot ⦻ \olcross ⦼ \odotslashdot ⦽ \uparrowoncircle ⦾ \circledwhitebullet ⦿ \circledbullet ⧀ \circledless ⧁ \circledgtr ⧂ \cirscir ⧃ \cirE ⧄ \boxslash ⧅ \boxbslash ⧆ \boxast ⧇ \boxcircle ⧈ \boxbox ⧉ \boxonbox ⧊ \triangleodot ⧋ \triangleubar ⧌ \triangles ⧍ \triangleserifs ⧎ \rtriltri ⧏ \LeftTriangleBar ⧐ \RightTriangleBar ⧑ \lfbowtie ⧒ \rfbowtie ⧓ \fbowtie ⧔ \lftimes ⧕ \rftimes ⧖ \hourglass ⧗ \blackhourglass ⧘ \lvzigzag ⧙ \rvzigzag ⧚ \Lvzigzag ⧛ \Rvzigzag ⧜ \iinfin ⧝ \tieinfty ⧞ \nvinfty ⧟ \multimapboth ⧠ \laplac ⧡ \lrtriangleeq ⧢ \shuffle ⧣ \eparsl ⧤ \smeparsl ⧥ \eqvparsl ⧦ \gleichstark ⧧ \thermod ⧨ \downtriangleleftblack ⧩ \downtrianglerightblack ⧪ \blackdiamonddownarrow ⧫ \blacklozenge ⧬ \circledownarrow ⧭ \blackcircledownarrow ⧮ \errbarsquare ⧯ \errbarblacksquare ⧰ \errbardiamond ⧱ \errbarblackdiamond ⧲ \errbarcircle ⧳ \errbarblackcircle ⧴ \ruledelayed ⧵ \setminus ⧶ \dsol ⧷ \rsolbar ⧸ \xsol ⧹ \zhide ⧺ \doubleplus ⧻ \tripleplus ⧼ \lcurvyangle ⧽ \rcurvyangle ⧾ \tplus ⧿ \tminus ⨀ \bigodot ⨁ \bigoplus ⨂ \bigotimes ⨃ \bigcupdot ⨄ \biguplus ⨅ \bigsqcap ⨆ \bigsqcup ⨇ \conjquant ⨈ \disjquant ⨉ \varprod ⨊ \modtwosum ⨋ \sumint ⨌ \iiiint ⨍ \intbar ⨎ \intBar ⨏ \fint ⨐ \cirfnint ⨑ \awint ⨒ \rppolint ⨓ \scpolint ⨔ \npolint ⨕ \pointint ⨖ \sqint ⨗ \intlarhk ⨘ \intx ⨙ \intcap ⨚ \intcup ⨛ \upint ⨜ \lowint ⨝ \Join ⨞ \bigtriangleleft ⨟ \zcmp ⨠ \zpipe ⨡ \zproject ⨢ \ringplus ⨣ \plushat ⨤ \simplus ⨥ \plusdot ⨦ \plussim ⨧ \plussubtwo ⨨ \plustrif ⨩ \commaminus ⨪ \minusdot ⨫ \minusfdots ⨬ \minusrdots ⨭ \opluslhrim ⨮ \oplusrhrim ⨯ \vectimes ⨰ \dottimes ⨱ \timesbar ⨲ \btimes ⨳ \smashtimes ⨴ \otimeslhrim ⨵ \otimesrhrim ⨶ \otimeshat ⨷ \Otimes ⨸ \odiv ⨹ \triangleplus ⨺ \triangleminus ⨻ \triangletimes ⨼ \intprod ⨽ \intprodr ⨾ \fcmp ⨿ \amalg ⩀ \capdot ⩁ \uminus ⩂ \barcup ⩃ \barcap ⩄ \capwedge ⩅ \cupvee ⩆ \cupovercap ⩇ \capovercup ⩈ \cupbarcap ⩉ \capbarcup ⩊ \twocups ⩋ \twocaps ⩌ \closedvarcup ⩍ \closedvarcap ⩎ \Sqcap ⩏ \Sqcup ⩐ \closedvarcupsmashprod ⩑ \wedgeodot ⩒ \veeodot ⩓ \Wedge ⩔ \Vee ⩕ \wedgeonwedge ⩖ \veeonvee ⩗ \bigslopedvee ⩘ \bigslopedwedge ⩙ \veeonwedge ⩚ \wedgemidvert ⩛ \veemidvert ⩜ \midbarwedge ⩝ \midbarvee ⩞ \doublebarwedge ⩟ \wedgebar ⩠ \wedgedoublebar ⩡ \varveebar ⩢ \doublebarvee ⩣ \veedoublebar ⩤ \dsub ⩥ \rsub ⩦ \eqdot ⩧ \dotequiv ⩨ \equivVert ⩩ \equivVvert ⩪ \dotsim ⩫ \simrdots ⩬ \simminussim ⩭ \congdot ⩮ \asteq ⩯ \hatapprox ⩰ \approxeqq ⩱ \eqqplus ⩲ \pluseqq ⩳ \eqqsim ⩴ \Coloneqq ⩵ \Equal ⩶ \Same ⩷ \ddotseq ⩸ \equivDD ⩹ \ltcir ⩺ \gtcir ⩻ \ltquest ⩼ \gtquest ⩽ \leqslant ⩾ \geqslant ⩿ \lesdot ⪀ \gesdot ⪁ \lesdoto ⪂ \gesdoto ⪃ \lesdotor ⪄ \gesdotol ⪅ \lessapprox ⪆ \gtrapprox ⪇ \lneq ⪈ \gneq ⪉ \lnapprox ⪊ \gnapprox ⪋ \lesseqqgtr ⪌ \gtreqqless ⪍ \lsime ⪎ \gsime ⪏ \lsimg ⪐ \gsiml ⪑ \lgE ⪒ \glE ⪓ \lesges ⪔ \gesles ⪕ \eqslantless ⪖ \eqslantgtr ⪗ \elsdot ⪘ \egsdot ⪙ \eqqless ⪚ \eqqgtr ⪛ \eqqslantless ⪜ \eqqslantgtr ⪝ \simless ⪞ \simgtr ⪟ \simlE ⪠ \simgE ⪡ \NestedLessLess ⪢ \NestedGreaterGreater ⪣ \partialmeetcontraction ⪤ \glj ⪥ \gla ⪦ \leftslice ⪧ \rightslice ⪨ \lescc ⪩ \gescc ⪪ \smt ⪫ \lat ⪬ \smte ⪭ \late ⪮ \bumpeqq ⪯ \preceq ⪰ \succeq ⪱ \precneq ⪲ \succneq ⪳ \preceqq ⪴ \succeqq ⪵ \precneqq ⪶ \succneqq ⪷ \precapprox ⪸ \succapprox ⪹ \precnapprox ⪺ \succnapprox ⪻ \llcurly ⪼ \ggcurly ⪽ \subsetdot ⪾ \supsetdot ⪿ \subsetplus ⫀ \supsetplus ⫁ \submult ⫂ \supmult ⫃ \subedot ⫄ \supedot ⫅ \subseteqq ⫆ \supseteqq ⫇ \subsim ⫈ \supsim ⫉ \subsetapprox ⫊ \supsetapprox ⫋ \subsetneqq ⫌ \supsetneqq ⫍ \lsqhook ⫎ \rsqhook ⫏ \csub ⫐ \csup ⫑ \csube ⫒ \csupe ⫓ \subsup ⫔ \supsub ⫕ \subsub ⫖ \supsup ⫗ \suphsub ⫘ \supdsub ⫙ \forkv ⫚ \topfork ⫛ \mlcp ⫝̸ \forks ⫝ \forksnot ⫞ \shortlefttack ⫟ \shortdowntack ⫠ \shortuptack ⫡ \perps ⫢ \vDdash ⫣ \dashV ⫤ \Dashv ⫥ \DashV ⫦ \varVdash ⫧ \Barv ⫨ \vBar ⫩ \vBarv ⫪ \Top ⫫ \Bot ⫬ \Not ⫭ \bNot ⫮ \revnmid ⫯ \cirmid ⫰ \midcir ⫱ \topcir ⫲ \nhpar ⫳ \parsim ⫴ \interleave ⫵ \nhVvert ⫶ \threedotcolon ⫷ \lllnest ⫸ \gggnest ⫹ \leqqslant ⫺ \geqqslant ⫻ \trslash ⫼ \biginterleave ⫽ \sslash ⫾ \talloblong ⫿ \bigtalloblong ⬑ R? ⬒ \squaretopblack ⬓ \squarebotblack ⬔ \squareurblack ⬕ \squarellblack ⬖ \diamondleftblack ⬗ \diamondrightblack ⬘ \diamondtopblack ⬙ \diamondbotblack ⬚ \dottedsquare ⬝ \vysmblksquare ⬞ \vysmwhtsquare ⬟ \pentagonblack ⬠ \pentagon ⬡ \varhexagon ⬢ \varhexagonblack ⬣ \hexagonblack ⬤ \lgblkcircle ⬥ \mdblkdiamond ⬦ \mdwhtdiamond ⬧ \mdblklozenge ⬨ \mdwhtlozenge ⬩ \smblkdiamond ⬪ \smblklozenge ⬫ \smwhtlozenge ⬬ \blkhorzoval ⬭ \whthorzoval ⬮ \blkvertoval ⬯ \whtvertoval ⬰ \circleonleftarrow ⬱ \leftthreearrows ⬲ \leftarrowonoplus ⬳ \longleftsquigarrow ⬴ \nvtwoheadleftarrow ⬵ \nVtwoheadleftarrow ⬶ \twoheadmapsfrom ⬷ \twoheadleftdbkarrow ⬸ \leftdotarrow ⬹ \nvleftarrowtail ⬺ \nVleftarrowtail ⬻ \twoheadleftarrowtail ⬼ \nvtwoheadleftarrowtail ⬽ \nVtwoheadleftarrowtail ⬾ \leftarrowx ⬿ \leftcurvedarrow ⭀ \equalleftarrow ⭁ \bsimilarleftarrow ⭂ \leftarrowbackapprox ⭃ \rightarrowgtr ⭄ \rightarrowsupset ⭅ \LLeftarrow ⭆ \RRightarrow ⭇ \bsimilarrightarrow ⭈ \rightarrowbackapprox ⭉ \similarleftarrow ⭊ \leftarrowapprox ⭋ \leftarrowbsimilar ⭌ \rightarrowbsimilar ⭐ \medwhitestar ⭑ \medblackstar ⭒ \smwhitestar ⭓ \rightpentagonblack ⭔ \rightpentagon 〒 \postalmark 〰 \hzigzag 𝐀 \mathbf{A} 𝐁 \mathbf{B} 𝐂 \mathbf{C} 𝐃 \mathbf{D} 𝐄 \mathbf{E} 𝐅 \mathbf{F} 𝐆 \mathbf{G} 𝐇 \mathbf{H} 𝐈 \mathbf{I} 𝐉 \mathbf{J} 𝐊 \mathbf{K} 𝐋 \mathbf{L} 𝐌 \mathbf{M} 𝐍 \mathbf{N} 𝐎 \mathbf{O} 𝐏 \mathbf{P} 𝐐 \mathbf{Q} 𝐑 \mathbf{R} 𝐒 \mathbf{S} 𝐓 \mathbf{T} 𝐔 \mathbf{U} 𝐕 \mathbf{V} 𝐖 \mathbf{W} 𝐗 \mathbf{X} 𝐘 \mathbf{Y} 𝐙 \mathbf{Z} 𝐚 \mathbf{a} 𝐛 \mathbf{b} 𝐜 \mathbf{c} 𝐝 \mathbf{d} 𝐞 \mathbf{e} 𝐟 \mathbf{f} 𝐠 \mathbf{g} 𝐡 \mathbf{h} 𝐢 \mathbf{i} 𝐣 \mathbf{j} 𝐤 \mathbf{k} 𝐥 \mathbf{l} 𝐦 \mathbf{m} 𝐧 \mathbf{n} 𝐨 \mathbf{o} 𝐩 \mathbf{p} 𝐪 \mathbf{q} 𝐫 \mathbf{r} 𝐬 \mathbf{s} 𝐭 \mathbf{t} 𝐮 \mathbf{u} 𝐯 \mathbf{v} 𝐰 \mathbf{w} 𝐱 \mathbf{x} 𝐲 \mathbf{y} 𝐳 \mathbf{z} 𝑨 \mathbfit{A} 𝑩 \mathbfit{B} 𝑪 \mathbfit{C} 𝑫 \mathbfit{D} 𝑬 \mathbfit{E} 𝑭 \mathbfit{F} 𝑮 \mathbfit{G} 𝑯 \mathbfit{H} 𝑰 \mathbfit{I} 𝑱 \mathbfit{J} 𝑲 \mathbfit{K} 𝑳 \mathbfit{L} 𝑴 \mathbfit{M} 𝑵 \mathbfit{N} 𝑶 \mathbfit{O} 𝑷 \mathbfit{P} 𝑸 \mathbfit{Q} 𝑹 \mathbfit{R} 𝑺 \mathbfit{S} 𝑻 \mathbfit{T} 𝑼 \mathbfit{U} 𝑽 \mathbfit{V} 𝑾 \mathbfit{W} 𝑿 \mathbfit{X} 𝒀 \mathbfit{Y} 𝒁 \mathbfit{Z} 𝒂 \mathbfit{a} 𝒃 \mathbfit{b} 𝒄 \mathbfit{c} 𝒅 \mathbfit{d} 𝒆 \mathbfit{e} 𝒇 \mathbfit{f} 𝒈 \mathbfit{g} 𝒉 \mathbfit{h} 𝒊 \mathbfit{i} 𝒋 \mathbfit{j} 𝒌 \mathbfit{k} 𝒍 \mathbfit{l} 𝒎 \mathbfit{m} 𝒏 \mathbfit{n} 𝒐 \mathbfit{o} 𝒑 \mathbfit{p} 𝒒 \mathbfit{q} 𝒓 \mathbfit{r} 𝒔 \mathbfit{s} 𝒕 \mathbfit{t} 𝒖 \mathbfit{u} 𝒗 \mathbfit{v} 𝒘 \mathbfit{w} 𝒙 \mathbfit{x} 𝒚 \mathbfit{y} 𝒛 \mathbfit{z} 𝒜 \mathcal{A} 𝒞 \mathcal{C} 𝒟 \mathcal{D} 𝒢 \mathcal{G} 𝒥 \mathcal{J} 𝒦 \mathcal{K} 𝒩 \mathcal{N} 𝒪 \mathcal{O} 𝒫 \mathcal{P} 𝒬 \mathcal{Q} 𝒮 \mathcal{S} 𝒯 \mathcal{T} 𝒰 \mathcal{U} 𝒱 \mathcal{V} 𝒲 \mathcal{W} 𝒳 \mathcal{X} 𝒴 \mathcal{Y} 𝒵 \mathcal{Z} 𝒶 \mathcal{a} 𝒷 \mathcal{b} 𝒸 \mathcal{c} 𝒹 \mathcal{d} 𝒻 \mathcal{f} 𝒽 \mathcal{h} 𝒾 \mathcal{i} 𝒿 \mathcal{j} 𝓀 \mathcal{k} 𝓁 \mathcal{l} 𝓂 \mathcal{m} 𝓃 \mathcal{n} 𝓅 \mathcal{p} 𝓆 \mathcal{q} 𝓇 \mathcal{r} 𝓈 \mathcal{s} 𝓉 \mathcal{t} 𝓊 \mathcal{u} 𝓋 \mathcal{v} 𝓌 \mathcal{w} 𝓍 \mathcal{x} 𝓎 \mathcal{y} 𝓏 \mathcal{z} 𝓐 \mbfscrA 𝓑 \mbfscrB 𝓒 \mbfscrC 𝓓 \mbfscrD 𝓔 \mbfscrE 𝓕 \mbfscrF 𝓖 \mbfscrG 𝓗 \mbfscrH 𝓘 \mbfscrI 𝓙 \mbfscrJ 𝓚 \mbfscrK 𝓛 \mbfscrL 𝓜 \mbfscrM 𝓝 \mbfscrN 𝓞 \mbfscrO 𝓟 \mbfscrP 𝓠 \mbfscrQ 𝓡 \mbfscrR 𝓢 \mbfscrS 𝓣 \mbfscrT 𝓤 \mbfscrU 𝓥 \mbfscrV 𝓦 \mbfscrW 𝓧 \mbfscrX 𝓨 \mbfscrY 𝓩 \mbfscrZ 𝓪 \mbfscra 𝓫 \mbfscrb 𝓬 \mbfscrc 𝓭 \mbfscrd 𝓮 \mbfscre 𝓯 \mbfscrf 𝓰 \mbfscrg 𝓱 \mbfscrh 𝓲 \mbfscri 𝓳 \mbfscrj 𝓴 \mbfscrk 𝓵 \mbfscrl 𝓶 \mbfscrm 𝓷 \mbfscrn 𝓸 \mbfscro 𝓹 \mbfscrp 𝓺 \mbfscrq 𝓻 \mbfscrr 𝓼 \mbfscrs 𝓽 \mbfscrt 𝓾 \mbfscru 𝓿 \mbfscrv 𝔀 \mbfscrw 𝔁 \mbfscrx 𝔂 \mbfscry 𝔃 \mbfscrz 𝔄 \mathfrak{A} 𝔅 \mathfrak{B} 𝔇 \mathfrak{D} 𝔈 \mathfrak{E} 𝔉 \mathfrak{F} 𝔊 \mathfrak{G} 𝔍 \mathfrak{J} 𝔎 \mathfrak{K} 𝔏 \mathfrak{L} 𝔐 \mathfrak{M} 𝔑 \mathfrak{N} 𝔒 \mathfrak{O} 𝔓 \mathfrak{P} 𝔔 \mathfrak{Q} 𝔖 \mathfrak{S} 𝔗 \mathfrak{T} 𝔘 \mathfrak{U} 𝔙 \mathfrak{V} 𝔚 \mathfrak{W} 𝔛 \mathfrak{X} 𝔜 \mathfrak{Y} 𝔞 \mathfrak{a} 𝔟 \mathfrak{b} 𝔠 \mathfrak{c} 𝔡 \mathfrak{d} 𝔢 \mathfrak{e} 𝔣 \mathfrak{f} 𝔤 \mathfrak{g} 𝔥 \mathfrak{h} 𝔦 \mathfrak{i} 𝔧 \mathfrak{j} 𝔨 \mathfrak{k} 𝔩 \mathfrak{l} 𝔪 \mathfrak{m} 𝔫 \mathfrak{n} 𝔬 \mathfrak{o} 𝔭 \mathfrak{p} 𝔮 \mathfrak{q} 𝔯 \mathfrak{r} 𝔰 \mathfrak{s} 𝔱 \mathfrak{t} 𝔲 \mathfrak{u} 𝔳 \mathfrak{v} 𝔴 \mathfrak{w} 𝔵 \mathfrak{x} 𝔶 \mathfrak{y} 𝔷 \mathfrak{z} 𝔸 \mathbb{A} 𝔹 \mathbb{B} 𝔻 \mathbb{D} 𝔼 \mathbb{E} 𝔽 \mathbb{F} 𝔾 \mathbb{G} 𝕀 \mathbb{I} 𝕁 \mathbb{J} 𝕂 \mathbb{K} 𝕃 \mathbb{L} 𝕄 \mathbb{M} 𝕆 \mathbb{O} 𝕊 \mathbb{S} 𝕋 \mathbb{T} 𝕌 \mathbb{U} 𝕍 \mathbb{V} 𝕎 \mathbb{W} 𝕏 \mathbb{X} 𝕐 \mathbb{Y} 𝕒 \mathbb{a} 𝕓 \mathbb{b} 𝕔 \mathbb{c} 𝕕 \mathbb{d} 𝕖 \mathbb{e} 𝕗 \mathbb{f} 𝕘 \mathbb{g} 𝕙 \mathbb{h} 𝕚 \mathbb{i} 𝕛 \mathbb{j} 𝕜 \mathbb{k} 𝕝 \mathbb{l} 𝕞 \mathbb{m} 𝕟 \mathbb{n} 𝕠 \mathbb{o} 𝕡 \mathbb{p} 𝕢 \mathbb{q} 𝕣 \mathbb{r} 𝕤 \mathbb{s} 𝕥 \mathbb{t} 𝕦 \mathbb{u} 𝕧 \mathbb{v} 𝕨 \mathbb{w} 𝕩 \mathbb{x} 𝕪 \mathbb{y} 𝕫 \mathbb{z} 𝕬 \mbffrakA 𝕭 \mbffrakB 𝕮 \mbffrakC 𝕯 \mbffrakD 𝕰 \mbffrakE 𝕱 \mbffrakF 𝕲 \mbffrakG 𝕳 \mbffrakH 𝕴 \mbffrakI 𝕵 \mbffrakJ 𝕶 \mbffrakK 𝕷 \mbffrakL 𝕸 \mbffrakM 𝕹 \mbffrakN 𝕺 \mbffrakO 𝕻 \mbffrakP 𝕼 \mbffrakQ 𝕽 \mbffrakR 𝕾 \mbffrakS 𝕿 \mbffrakT 𝖀 \mbffrakU 𝖁 \mbffrakV 𝖂 \mbffrakW 𝖃 \mbffrakX 𝖄 \mbffrakY 𝖅 \mbffrakZ 𝖆 \mbffraka 𝖇 \mbffrakb 𝖈 \mbffrakc 𝖉 \mbffrakd 𝖊 \mbffrake 𝖋 \mbffrakf 𝖌 \mbffrakg 𝖍 \mbffrakh 𝖎 \mbffraki 𝖏 \mbffrakj 𝖐 \mbffrakk 𝖑 \mbffrakl 𝖒 \mbffrakm 𝖓 \mbffrakn 𝖔 \mbffrako 𝖕 \mbffrakp 𝖖 \mbffrakq 𝖗 \mbffrakr 𝖘 \mbffraks 𝖙 \mbffrakt 𝖚 \mbffraku 𝖛 \mbffrakv 𝖜 \mbffrakw 𝖝 \mbffrakx 𝖞 \mbffraky 𝖟 \mbffrakz 𝖠 \mathsf{A} 𝖡 \mathsf{B} 𝖢 \mathsf{C} 𝖣 \mathsf{D} 𝖤 \mathsf{E} 𝖥 \mathsf{F} 𝖦 \mathsf{G} 𝖧 \mathsf{H} 𝖨 \mathsf{I} 𝖩 \mathsf{J} 𝖪 \mathsf{K} 𝖫 \mathsf{L} 𝖬 \mathsf{M} 𝖭 \mathsf{N} 𝖮 \mathsf{O} 𝖯 \mathsf{P} 𝖰 \mathsf{Q} 𝖱 \mathsf{R} 𝖲 \mathsf{S} 𝖳 \mathsf{T} 𝖴 \mathsf{U} 𝖵 \mathsf{V} 𝖶 \mathsf{W} 𝖷 \mathsf{X} 𝖸 \mathsf{Y} 𝖹 \mathsf{Z} 𝖺 \mathsf{a} 𝖻 \mathsf{b} 𝖼 \mathsf{c} 𝖽 \mathsf{d} 𝖾 \mathsf{e} 𝖿 \mathsf{f} 𝗀 \mathsf{g} 𝗁 \mathsf{h} 𝗂 \mathsf{i} 𝗃 \mathsf{j} 𝗄 \mathsf{k} 𝗅 \mathsf{l} 𝗆 \mathsf{m} 𝗇 \mathsf{n} 𝗈 \mathsf{o} 𝗉 \mathsf{p} 𝗊 \mathsf{q} 𝗋 \mathsf{r} 𝗌 \mathsf{s} 𝗍 \mathsf{t} 𝗎 \mathsf{u} 𝗏 \mathsf{v} 𝗐 \mathsf{w} 𝗑 \mathsf{x} 𝗒 \mathsf{y} 𝗓 \mathsf{z} 𝗔 \mathsfbf{A} 𝗕 \mathsfbf{B} 𝗖 \mathsfbf{C} 𝗗 \mathsfbf{D} 𝗘 \mathsfbf{E} 𝗙 \mathsfbf{F} 𝗚 \mathsfbf{G} 𝗛 \mathsfbf{H} 𝗜 \mathsfbf{I} 𝗝 \mathsfbf{J} 𝗞 \mathsfbf{K} 𝗟 \mathsfbf{L} 𝗠 \mathsfbf{M} 𝗡 \mathsfbf{N} 𝗢 \mathsfbf{O} 𝗣 \mathsfbf{P} 𝗤 \mathsfbf{Q} 𝗥 \mathsfbf{R} 𝗦 \mathsfbf{S} 𝗧 \mathsfbf{T} 𝗨 \mathsfbf{U} 𝗩 \mathsfbf{V} 𝗪 \mathsfbf{W} 𝗫 \mathsfbf{X} 𝗬 \mathsfbf{Y} 𝗭 \mathsfbf{Z} 𝗮 \mathsfbf{a} 𝗯 \mathsfbf{b} 𝗰 \mathsfbf{c} 𝗱 \mathsfbf{d} 𝗲 \mathsfbf{e} 𝗳 \mathsfbf{f} 𝗴 \mathsfbf{g} 𝗵 \mathsfbf{h} 𝗶 \mathsfbf{i} 𝗷 \mathsfbf{j} 𝗸 \mathsfbf{k} 𝗹 \mathsfbf{l} 𝗺 \mathsfbf{m} 𝗻 \mathsfbf{n} 𝗼 \mathsfbf{o} 𝗽 \mathsfbf{p} 𝗾 \mathsfbf{q} 𝗿 \mathsfbf{r} 𝘀 \mathsfbf{s} 𝘁 \mathsfbf{t} 𝘂 \mathsfbf{u} 𝘃 \mathsfbf{v} 𝘄 \mathsfbf{w} 𝘅 \mathsfbf{x} 𝘆 \mathsfbf{y} 𝘇 \mathsfbf{z} 𝘈 \mathsfit{A} 𝘉 \mathsfit{B} 𝘊 \mathsfit{C} 𝘋 \mathsfit{D} 𝘌 \mathsfit{E} 𝘍 \mathsfit{F} 𝘎 \mathsfit{G} 𝘏 \mathsfit{H} 𝘐 \mathsfit{I} 𝘑 \mathsfit{J} 𝘒 \mathsfit{K} 𝘓 \mathsfit{L} 𝘔 \mathsfit{M} 𝘕 \mathsfit{N} 𝘖 \mathsfit{O} 𝘗 \mathsfit{P} 𝘘 \mathsfit{Q} 𝘙 \mathsfit{R} 𝘚 \mathsfit{S} 𝘛 \mathsfit{T} 𝘜 \mathsfit{U} 𝘝 \mathsfit{V} 𝘞 \mathsfit{W} 𝘟 \mathsfit{X} 𝘠 \mathsfit{Y} 𝘡 \mathsfit{Z} 𝘢 \mathsfit{a} 𝘣 \mathsfit{b} 𝘤 \mathsfit{c} 𝘥 \mathsfit{d} 𝘦 \mathsfit{e} 𝘧 \mathsfit{f} 𝘨 \mathsfit{g} 𝘩 \mathsfit{h} 𝘪 \mathsfit{i} 𝘫 \mathsfit{j} 𝘬 \mathsfit{k} 𝘭 \mathsfit{l} 𝘮 \mathsfit{m} 𝘯 \mathsfit{n} 𝘰 \mathsfit{o} 𝘱 \mathsfit{p} 𝘲 \mathsfit{q} 𝘳 \mathsfit{r} 𝘴 \mathsfit{s} 𝘵 \mathsfit{t} 𝘶 \mathsfit{u} 𝘷 \mathsfit{v} 𝘸 \mathsfit{w} 𝘹 \mathsfit{x} 𝘺 \mathsfit{y} 𝘻 \mathsfit{z} 𝘼 \mathsfbfit{A} 𝘽 \mathsfbfit{B} 𝘾 \mathsfbfit{C} 𝘿 \mathsfbfit{D} 𝙀 \mathsfbfit{E} 𝙁 \mathsfbfit{F} 𝙂 \mathsfbfit{G} 𝙃 \mathsfbfit{H} 𝙄 \mathsfbfit{I} 𝙅 \mathsfbfit{J} 𝙆 \mathsfbfit{K} 𝙇 \mathsfbfit{L} 𝙈 \mathsfbfit{M} 𝙉 \mathsfbfit{N} 𝙊 \mathsfbfit{O} 𝙋 \mathsfbfit{P} 𝙌 \mathsfbfit{Q} 𝙍 \mathsfbfit{R} 𝙎 \mathsfbfit{S} 𝙏 \mathsfbfit{T} 𝙐 \mathsfbfit{U} 𝙑 \mathsfbfit{V} 𝙒 \mathsfbfit{W} 𝙓 \mathsfbfit{X} 𝙔 \mathsfbfit{Y} 𝙕 \mathsfbfit{Z} 𝙖 \mathsfbfit{a} 𝙗 \mathsfbfit{b} 𝙘 \mathsfbfit{c} 𝙙 \mathsfbfit{d} 𝙚 \mathsfbfit{e} 𝙛 \mathsfbfit{f} 𝙜 \mathsfbfit{g} 𝙝 \mathsfbfit{h} 𝙞 \mathsfbfit{i} 𝙟 \mathsfbfit{j} 𝙠 \mathsfbfit{k} 𝙡 \mathsfbfit{l} 𝙢 \mathsfbfit{m} 𝙣 \mathsfbfit{n} 𝙤 \mathsfbfit{o} 𝙥 \mathsfbfit{p} 𝙦 \mathsfbfit{q} 𝙧 \mathsfbfit{r} 𝙨 \mathsfbfit{s} 𝙩 \mathsfbfit{t} 𝙪 \mathsfbfit{u} 𝙫 \mathsfbfit{v} 𝙬 \mathsfbfit{w} 𝙭 \mathsfbfit{x} 𝙮 \mathsfbfit{y} 𝙯 \mathsfbfit{z} 𝙰 \mathtt{A} 𝙱 \mathtt{B} 𝙲 \mathtt{C} 𝙳 \mathtt{D} 𝙴 \mathtt{E} 𝙵 \mathtt{F} 𝙶 \mathtt{G} 𝙷 \mathtt{H} 𝙸 \mathtt{I} 𝙹 \mathtt{J} 𝙺 \mathtt{K} 𝙻 \mathtt{L} 𝙼 \mathtt{M} 𝙽 \mathtt{N} 𝙾 \mathtt{O} 𝙿 \mathtt{P} 𝚀 \mathtt{Q} 𝚁 \mathtt{R} 𝚂 \mathtt{S} 𝚃 \mathtt{T} 𝚄 \mathtt{U} 𝚅 \mathtt{V} 𝚆 \mathtt{W} 𝚇 \mathtt{X} 𝚈 \mathtt{Y} 𝚉 \mathtt{Z} 𝚊 \mathtt{a} 𝚋 \mathtt{b} 𝚌 \mathtt{c} 𝚍 \mathtt{d} 𝚎 \mathtt{e} 𝚏 \mathtt{f} 𝚐 \mathtt{g} 𝚑 \mathtt{h} 𝚒 \mathtt{i} 𝚓 \mathtt{j} 𝚔 \mathtt{k} 𝚕 \mathtt{l} 𝚖 \mathtt{m} 𝚗 \mathtt{n} 𝚘 \mathtt{o} 𝚙 \mathtt{p} 𝚚 \mathtt{q} 𝚛 \mathtt{r} 𝚜 \mathtt{s} 𝚝 \mathtt{t} 𝚞 \mathtt{u} 𝚟 \mathtt{v} 𝚠 \mathtt{w} 𝚡 \mathtt{x} 𝚢 \mathtt{y} 𝚣 \mathtt{z} 𝚨 \mbfAlpha 𝚩 \mbfBeta 𝚪 \mathbf{\Gamma} 𝚫 \mathbf{\Delta} 𝚬 \mbfEpsilon 𝚭 \mbfZeta 𝚮 \mbfEta 𝚯 \mathbf{\Theta} 𝚰 \mbfIota 𝚱 \mbfKappa 𝚲 \mathbf{\Lambda} 𝚳 \mbfMu 𝚴 \mbfNu 𝚵 \mathbf{\Xi} 𝚶 \mbfOmicron 𝚷 \mathbf{\Pi} 𝚸 \mbfRho 𝚹 \mbfvarTheta 𝚺 \mathbf{\Sigma} 𝚻 \mbfTau 𝚼 \mathbf{\Upsilon} 𝚽 \mathbf{\Phi} 𝚾 \mbfChi 𝚿 \mathbf{\Psi} 𝛀 \mathbf{\Omega} 𝛁 \mbfnabla 𝛂 \mathbf{\alpha} 𝛃 \mathbf{\beta} 𝛄 \mathbf{\gamma} 𝛅 \mathbf{\delta} 𝛆 \mathbf{\varepsilon} 𝛇 \mathbf{\zeta} 𝛈 \mathbf{\eta} 𝛉 \mathbf{\theta} 𝛊 \mathbf{\iota} 𝛋 \mathbf{\kappa} 𝛌 \mathbf{\lambda} 𝛍 \mathbf{\mu} 𝛎 \mathbf{\nu} 𝛏 \mathbf{\xi} 𝛐 \mbfomicron 𝛑 \mathbf{\pi} 𝛒 \mathbf{\rho} 𝛓 \mathbf{\varsigma} 𝛔 \mathbf{\sigma} 𝛕 \mathbf{\tau} 𝛖 \mathbf{\upsilon} 𝛗 \mathbf{\varphi} 𝛘 \mathbf{\chi} 𝛙 \mathbf{\psi} 𝛚 \mathbf{\omega} 𝛛 \mbfpartial 𝛜 \mathbf{\epsilon} 𝛝 \mathbf{\vartheta} 𝛞 \mbfvarkappa 𝛟 \mathbf{\phi} 𝛠 \mathbf{\varrho} 𝛡 \mathbf{\varpi} 𝛢 \mitAlpha 𝛣 \mitBeta 𝛦 \mitEpsilon 𝛧 \mitZeta 𝛨 \mitEta 𝛪 \mitIota 𝛫 \mitKappa 𝛭 \mitMu 𝛮 \mitNu 𝛰 \mitOmicron 𝛲 \mitRho 𝛳 \mitvarTheta 𝛵 \mitTau 𝛸 \mitChi 𝛻 \mitnabla 𝜊 \mitomicron 𝜜 \mbfitAlpha 𝜝 \mbfitBeta 𝜞 \mathbfit{\Gamma} 𝜟 \mathbfit{\Delta} 𝜠 \mbfitEpsilon 𝜡 \mbfitZeta 𝜢 \mbfitEta 𝜣 \mathbfit{\Theta} 𝜤 \mbfitIota 𝜥 \mbfitKappa 𝜦 \mathbfit{\Lambda} 𝜧 \mbfitMu 𝜨 \mbfitNu 𝜩 \mathbfit{\Xi} 𝜪 \mbfitOmicron 𝜫 \mathbfit{\Pi} 𝜬 \mbfitRho 𝜭 \mbfitvarTheta 𝜮 \mathbfit{\Sigma} 𝜯 \mbfitTau 𝜰 \mathbfit{\Upsilon} 𝜱 \mathbfit{\Phi} 𝜲 \mbfitChi 𝜳 \mathbfit{\Psi} 𝜴 \mathbfit{\Omega} 𝜵 \mbfitnabla 𝜶 \mathbfit{\alpha} 𝜷 \mathbfit{\beta} 𝜸 \mathbfit{\gamma} 𝜹 \mathbfit{\delta} 𝜺 \mathbfit{\varepsilon} 𝜻 \mathbfit{\zeta} 𝜼 \mathbfit{\eta} 𝜽 \mathbfit{\theta} 𝜾 \mathbfit{\iota} 𝜿 \mathbfit{\kappa} 𝝀 \mathbfit{\lambda} 𝝁 \mathbfit{\mu} 𝝂 \mathbfit{\nu} 𝝃 \mathbfit{\xi} 𝝄 \mbfitomicron 𝝅 \mathbfit{\pi} 𝝆 \mathbfit{\rho} 𝝇 \mathbfit{\varsigma} 𝝈 \mathbfit{\sigma} 𝝉 \mathbfit{\tau} 𝝊 \mathbfit{\upsilon} 𝝋 \mathbfit{\varphi} 𝝌 \mathbfit{\chi} 𝝍 \mathbfit{\psi} 𝝎 \mathbfit{\omega} 𝝏 \mbfitpartial 𝝐 \mathbfit{\epsilon} 𝝑 \mathbfit{\vartheta} 𝝒 \mbfitvarkappa 𝝓 \mathbfit{\phi} 𝝔 \mathbfit{\varrho} 𝝕 \mathbfit{\varpi} 𝝖 \mbfsansAlpha 𝝗 \mbfsansBeta 𝝘 \mathsfbf{\Gamma} 𝝙 \mathsfbf{\Delta} 𝝚 \mbfsansEpsilon 𝝛 \mbfsansZeta 𝝜 \mbfsansEta 𝝝 \mathsfbf{\Theta} 𝝞 \mbfsansIota 𝝟 \mbfsansKappa 𝝠 \mathsfbf{\Lambda} 𝝡 \mbfsansMu 𝝢 \mbfsansNu 𝝣 \mathsfbf{\Xi} 𝝤 \mbfsansOmicron 𝝥 \mathsfbf{\Pi} 𝝦 \mbfsansRho 𝝧 \mbfsansvarTheta 𝝨 \mathsfbf{\Sigma} 𝝩 \mbfsansTau 𝝪 \mathsfbf{\Upsilon} 𝝫 \mathsfbf{\Phi} 𝝬 \mbfsansChi 𝝭 \mathsfbf{\Psi} 𝝮 \mathsfbf{\Omega} 𝝯 \mbfsansnabla 𝝰 \mathsfbf{\alpha} 𝝱 \mathsfbf{\beta} 𝝲 \mathsfbf{\gamma} 𝝳 \mathsfbf{\delta} 𝝴 \mathsfbf{\varepsilon} 𝝵 \mathsfbf{\zeta} 𝝶 \mathsfbf{\eta} 𝝷 \mathsfbf{\theta} 𝝸 \mathsfbf{\iota} 𝝹 \mathsfbf{\kappa} 𝝺 \mathsfbf{\lambda} 𝝻 \mathsfbf{\mu} 𝝼 \mathsfbf{\nu} 𝝽 \mathsfbf{\xi} 𝝾 \mbfsansomicron 𝝿 \mathsfbf{\pi} 𝞀 \mathsfbf{\rho} 𝞁 \mathsfbf{\varsigma} 𝞂 \mathsfbf{\sigma} 𝞃 \mathsfbf{\tau} 𝞄 \mathsfbf{\upsilon} 𝞅 \mathsfbf{\varphi} 𝞆 \mathsfbf{\chi} 𝞇 \mathsfbf{\psi} 𝞈 \mathsfbf{\omega} 𝞉 \mbfsanspartial 𝞊 \mathsfbf{\epsilon} 𝞋 \mathsfbf{\vartheta} 𝞌 \mbfsansvarkappa 𝞍 \mathsfbf{\phi} 𝞎 \mathsfbf{\varrho} 𝞏 \mathsfbf{\varpi} 𝞐 \mbfitsansAlpha 𝞑 \mbfitsansBeta 𝞒 \mathsfbfit{\Gamma} 𝞓 \mathsfbfit{\Delta} 𝞔 \mbfitsansEpsilon 𝞕 \mbfitsansZeta 𝞖 \mbfitsansEta 𝞗 \mathsfbfit{\Theta} 𝞘 \mbfitsansIota 𝞙 \mbfitsansKappa 𝞚 \mathsfbfit{\Lambda} 𝞛 \mbfitsansMu 𝞜 \mbfitsansNu 𝞝 \mathsfbfit{\Xi} 𝞞 \mbfitsansOmicron 𝞟 \mathsfbfit{\Pi} 𝞠 \mbfitsansRho 𝞡 \mbfitsansvarTheta 𝞢 \mathsfbfit{\Sigma} 𝞣 \mbfitsansTau 𝞤 \mathsfbfit{\Upsilon} 𝞥 \mathsfbfit{\Phi} 𝞦 \mbfitsansChi 𝞧 \mathsfbfit{\Psi} 𝞨 \mathsfbfit{\Omega} 𝞩 \mbfitsansnabla 𝞪 \mathsfbfit{\alpha} 𝞫 \mathsfbfit{\beta} 𝞬 \mathsfbfit{\gamma} 𝞭 \mathsfbfit{\delta} 𝞮 \mathsfbfit{\varepsilon} 𝞯 \mathsfbfit{\zeta} 𝞰 \mathsfbfit{\eta} 𝞱 \mathsfbfit{\theta} 𝞲 \mathsfbfit{\iota} 𝞳 \mathsfbfit{\kappa} 𝞴 \mathsfbfit{\lambda} 𝞵 \mathsfbfit{\mu} 𝞶 \mathsfbfit{\nu} 𝞷 \mathsfbfit{\xi} 𝞸 \mbfitsansomicron 𝞹 \mathsfbfit{\pi} 𝞺 \mathsfbfit{\rho} 𝞻 \mathsfbfit{\varsigma} 𝞼 \mathsfbfit{\sigma} 𝞽 \mathsfbfit{\tau} 𝞾 \mathsfbfit{\upsilon} 𝞿 \mathsfbfit{\varphi} 𝟀 \mathsfbfit{\chi} 𝟁 \mathsfbfit{\psi} 𝟂 \mathsfbfit{\omega} 𝟃 \mbfitsanspartial 𝟄 \mathsfbfit{\epsilon} 𝟅 \mathsfbfit{\vartheta} 𝟆 \mbfitsansvarkappa 𝟇 \mathsfbfit{\phi} 𝟈 \mathsfbfit{\varrho} 𝟉 \mathsfbfit{\varpi} 𝟊 \mbfDigamma 𝟋 \mbfdigamma 𝟎 \mathbf{0} 𝟏 \mathbf{1} 𝟐 \mathbf{2} 𝟑 \mathbf{3} 𝟒 \mathbf{4} 𝟓 \mathbf{5} 𝟔 \mathbf{6} 𝟕 \mathbf{7} 𝟖 \mathbf{8} 𝟗 \mathbf{9} 𝟘 \mathbb{0} 𝟙 \mathbb{1} 𝟚 \mathbb{2} 𝟛 \mathbb{3} 𝟜 \mathbb{4} 𝟝 \mathbb{5} 𝟞 \mathbb{6} 𝟟 \mathbb{7} 𝟠 \mathbb{8} 𝟡 \mathbb{9} 𝟢 \mathsf{0} 𝟣 \mathsf{1} 𝟤 \mathsf{2} 𝟥 \mathsf{3} 𝟦 \mathsf{4} 𝟧 \mathsf{5} 𝟨 \mathsf{6} 𝟩 \mathsf{7} 𝟪 \mathsf{8} 𝟫 \mathsf{9} 𝟬 \mathsfbf{0} 𝟭 \mathsfbf{1} 𝟮 \mathsfbf{2} 𝟯 \mathsfbf{3} 𝟰 \mathsfbf{4} 𝟱 \mathsfbf{5} 𝟲 \mathsfbf{6} 𝟳 \mathsfbf{7} 𝟴 \mathsfbf{8} 𝟵 \mathsfbf{9} 𝟶 \mathtt{0} 𝟷 \mathtt{1} 𝟸 \mathtt{2} 𝟹 \mathtt{3} 𝟺 \mathtt{4} 𝟻 \mathtt{5} 𝟼 \mathtt{6} 𝟽 \mathtt{7} 𝟾 \mathtt{8} 𝟿 \mathtt{9} 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 ^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 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 ₀ _0 ₁ _1 ₂ _2 ₃ _3 ₄ _4 ₅ _5 ₆ _6 ₇ _7 ₈ _8 ₉ _9 ₊ _+ ₋ _- ₌ _= ₍ _( ₎ _) 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 ½ \frac{1}{2} ¼ \frac{1}{4} ¾ \frac{3}{4}