### File header must not be modified ### This file must be encoded into UTF-8. ### This file is generated by Plareplane (plareplane@gmail.com), but see the ### note below. ### This originally said that the file came from a unicon module and was ### generated by Joerg Haustein (jchaustein@gmx.de). However, I ### (plareplane@gmail.com) emailed Joerg, and he said that he made the Amharic ### table but had nothing to do with the LaTeX table. The current table is ### based on data from Will Robertson's (wspr81@gmail.com) unicode-math.tex. He ### said that unicode-math.tex is released under the (LaTeX) LPPL license, which ### (to his understanding) says that derived work in unrelated contexts can be ### distributed under any license whatsoever. SCIM_Generic_Table_Phrase_Library_TEXT VERSION_1_0 ### Begin Table definition. BEGIN_DEFINITION ### An unique id to distinguish this table among others. ### Use uuidgen to generate this kind of id. UUID = decc1d5a-f4ed-4616-982b-53f0d6855704 ### A unique number indicates the version of this file. ### For example the last modified date of this file. ### This number must be less than 2^32. SERIAL_NUMBER = 20081109 ICON = @SCIM_ICONDIR@/LaTeX.png ### The default name of this table NAME = Latex ### Author of this table ### AUTHOR = ### Supported locales of this table LANGUAGES = other ### Prompt string to be displayed in the status area. STATUS_PROMPT = Σ ### If true then the first candidate phrase ### will be selected automatically during inputing. AUTO_SELECT = TRUE ### If true then a multi wildcard will be appended ### at the end of inputing string automatically. AUTO_WILDCARD = TRUE ### If true then the result string will be committed to client automatically. ### This should be used with AUTO_SELECT = TRUE. AUTO_COMMIT = TRUE ### If true then the inputted string will be automatically splitted during inputing. AUTO_SPLIT = TRUE ### If true then the phrases' frequencies will be adjusted dynamically. DYNAMIC_ADJUST = FALSE ### If true then the preedit area will be filled up by the current candidate phrase automatically. AUTO_FILL = FALSE ### If true then the lookup table will always be shown if there is any candidate phrase. ### Otherwise the lookup table won't be shown unless the user requires it by moving the preedit caret left. ALWAYS_SHOW_LOOKUP = TRUE ### Enable full width punctuation property USE_FULL_WIDTH_PUNCT = FALSE ### Use full width punctuation by default DEF_FULL_WIDTH_PUNCT = FALSE ### Enable full width letter property USE_FULL_WIDTH_LETTER = FALSE ### Use full width letter by default DEF_FULL_WIDTH_LETTER = FALSE ### The maxmium length of a key. MAX_KEY_LENGTH = 20 ### Valid input chars. VALID_INPUT_CHARS = abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ0123456789\ ### Single wildcard char, can have multiple chars. ###SINGLE_WILDCARD_CHAR = ### Multi wildcard char ### MULTI_WILDCARD_CHAR = ### The key strokes to split inputted string. SPLIT_KEYS = quoteright ### The key strokes to commit the convert result to client. COMMIT_KEYS = space,Return ### The key strokes to forward the inputted string to client. FORWARD_KEYS = Return ### The key strokes to select candidiate phrases. SELECT_KEYS = 1,2,3,4,5,6,7,8,9,0 ### The key strokes to page up the lookup table. PAGE_UP_KEYS = Page_Up ### The key strokes to page down the lookup table. PAGE_DOWN_KEYS = Page_Down END_DEFINITION ### Begin Table data. BEGIN_TABLE ### Backslash ################################################################## \\ \ ### From 20060709 LaTeX.txt.in ################################################# ### U+00A7 SECTION SIGN \S § ### U+00A8 DIAERESIS \ddot ¨ ### U+00AF MACRON \bar ¯ ### U+00B0 DEGREE SIGN \degree ° ### U+00B4 ACUTE ACCENT \acute ´ ### U+00B5 MICRO SIGN \micro µ ### U+00B6 PILCROW SIGN \P ¶ ### U+00BC VULGAR FRACTION ONE QUARTER \frac14 ¼ ### U+00BD VULGAR FRACTION ONE HALF \frac12 ½ ### U+00BE VULGAR FRACTION THREE QUARTERS \frac34 ¾ ### U+02DA RING ABOVE \circ ˚ ### U+2026 HORIZONTAL ELLIPSIS \ldots … ### U+2107 EULER CONSTANT \e ℇ ### U+2153 VULGAR FRACTION ONE THIRD \frac13 ⅓ ### U+2154 VULGAR FRACTION TWO THIRDS \frac23 ⅔ ### U+2155 VULGAR FRACTION ONE FIFTH \frac15 ⅕ ### U+2156 VULGAR FRACTION TWO FIFTHS \frac25 ⅖ ### U+2157 VULGAR FRACTION THREE FIFTHS \frac35 ⅗ ### U+2158 VULGAR FRACTION FOUR FIFTHS \frac45 ⅘ ### U+2159 VULGAR FRACTION ONE SIXTH \frac16 ⅙ ### U+215A VULGAR FRACTION FIVE SIXTHS \frac56 ⅚ ### U+215B VULGAR FRACTION ONE EIGHTH \frac18 ⅛ ### U+215C VULGAR FRACTION THREE EIGHTS \frac38 ⅜ ### U+215D VULGAR FRACTION FIVE EIGHTHS \frac58 ⅝ ### U+215E VULGAR FRACTION SEVEN EIGHTS \frac78 ⅞ ### U+215F FRACTION NUMERATOR ONE \frac1 ⅟ ### U+21BA ANTICLOCKWISE OPEN CIRCLE ARROW \circlearrowleft ↺ ### U+21BB CLOCKWISE OPEN CIRCLE ARROW \circlearrowright ↻ ### U+21E0 LEFTWARDS DASHED ARROW \dashleftarrow ⇠ ### U+21E2 RIGHTWARDS DASHED ARROW \dashrightarrow ⇢ ### U+221A SQUARE ROOT \surd √ ### From unicode-math.tex ###################################################### \exclam ! \lparen ( \rparen ) \plus + \semicolon ; \less < \equal = \greater > \lbrack [ \backslash \ \rbrack ] \lbrace { \vert | \rbrace } \sterling £ \yen ¥ \guillemotleft « \neg ¬ \pm ± \cdotp · \guillemotright » \AA Å \AE Æ \DH Ð \times × \TH Þ \ss ß \aa å \ae æ \dh ð \div ÷ \th þ \DJ Đ \dj đ \NG Ŋ \ng ŋ \OE Œ \oe œ \Ohorn Ơ \ohorn ơ \Uhorn Ư \uhorn ư \Zbar Ƶ \grave ̀ \acute ́ \hat ̂ \tilde ̃ \bar ̄ \overbar ̅ \breve ̆ \dot ̇ \ddot ̈ \ovhook ̉ \ocirc ̊ \check ̌ \candra ̐ \oturnedcomma ̒ \osmooth ̓ \orough ̔ \ocommatopright ̕ \droang ̚ \upAlpha Α \upBeta Β \upGamma Γ \upDelta Δ \upEpsilon Ε \upZeta Ζ \upEta Η \upTheta Θ \upIota Ι \upKappa Κ \upLambda Λ \upMu Μ \upNu Ν \upXi Ξ \upOmicron Ο \upPi Π \upRho Ρ \upSigma Σ \upTau Τ \upPhi Φ \upChi Χ \upPsi Ψ \upOmega Ω \upalpha α \upbeta β \upgamma γ \updelta δ \upvarepsilon ε \upzeta ζ \upeta η \uptheta θ \upiota ι \upkappa κ \uplambda λ \upmu μ \upnu ν \upxi ξ \upomicron ο \uppi π \uprho ρ \upvarsigma ς \upsigma σ \uptau τ \upupsilon υ \upvarphi φ \upchi χ \uppsi ψ \upomega ω \upvarbeta ϐ \upvartheta ϑ \upUpsilon ϒ \upphi ϕ \upvarpi ϖ \upoldKoppa Ϙ \upoldkoppa ϙ \upStigma Ϛ \upstigma ϛ \upDigamma Ϝ \updigamma ϝ \upKoppa Ϟ \upkoppa ϟ \upSampi Ϡ \upsampi ϡ \upvarkappa ϰ \upvarrho ϱ \upvarTheta ϴ \upepsilon ϵ \upbackepsilon ϶ \figdash ‒ \endash – \emdash — \Vert ‖ \lq ‘ \rq ’ \quotsinglbase ‚ \quotsinglright ‛ \quotdblbase „ \quotdblright ‟ \dagger † \ddagger ‡ \smblkcircle • \guilsinglleft ‹ \guilsinglright › \tieconcat ⁀ \fracslash ⁄ \closure ⁐ \medmathspace   \leftharpoonaccent ⃐ \rightharpoonaccent ⃑ \vertoverlay ⃒ \overleftarrow ⃖ \vec ⃗ \dddot ⃛ \ddddot ⃜ \overleftrightarrow ⃡ \annuity ⃧ \threeunderdot ⃨ \widebridgeabove ⃩ \underrightharpoondown ⃬ \underleftharpoondown ⃭ \underleftarrow ⃮ \underrightarrow ⃯ \asteraccent ⃰ \BbbC ℂ \incare ℅ \mscrg ℊ \mscrH ℋ \mfrakH ℌ \BbbH ℍ \hslash ℏ \mscrI ℐ \Im ℑ \mscrL ℒ \ell ℓ \BbbN ℕ \wp ℘ \BbbP ℙ \BbbQ ℚ \mscrR ℛ \Re ℜ \BbbR ℝ \BbbZ ℤ \mho ℧ \mfrakZ ℨ \turnediota ℩ \Angstrom Å \mscrB ℬ \mfrakC ℭ \mscre ℯ \mscrE ℰ \mscrF ℱ \Finv Ⅎ \mscrM ℳ \mscro ℴ \aleph ℵ \beth ℶ \gimel ℷ \daleth ℸ \Bbbpi ℼ \Bbbgamma ℽ \BbbGamma ℾ \BbbPi ℿ \Bbbsum ⅀ \Game ⅁ \sansLturned ⅂ \sansLmirrored ⅃ \Yup ⅄ \mitBbbD ⅅ \mitBbbd ⅆ \mitBbbe ⅇ \mitBbbi ⅈ \mitBbbj ⅉ \upand ⅋ \leftarrow ← \uparrow ↑ \rightarrow → \downarrow ↓ \leftrightarrow ↔ \updownarrow ↕ \nwarrow ↖ \nearrow ↗ \searrow ↘ \swarrow ↙ \nleftarrow ↚ \nrightarrow ↛ \leftsquigarrow ↜ \rightsquigarrow ↝ \twoheadleftarrow ↞ \twoheaduparrow ↟ \twoheadrightarrow ↠ \twoheaddownarrow ↡ \leftarrowtail ↢ \rightarrowtail ↣ \mapsfrom ↤ \mapsup ↥ \mapsto ↦ \mapsdown ↧ \hookleftarrow ↩ \hookrightarrow ↪ \looparrowleft ↫ \looparrowright ↬ \leftrightsquigarrow ↭ \nleftrightarrow ↮ \downzigzagarrow ↯ \Lsh ↰ \Rsh ↱ \Ldsh ↲ \Rdsh ↳ \curvearrowleft ↶ \curvearrowright ↷ \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 ⇝ \barleftarrow ⇤ \rightarrowbar ⇥ \circleonrightarrow ⇴ \downuparrows ⇵ \rightthreearrows ⇶ \nvleftarrow ⇷ \nvrightarrow ⇸ \nvleftrightarrow ⇹ \nVleftarrow ⇺ \nVrightarrow ⇻ \nVleftrightarrow ⇼ \leftarrowtriangle ⇽ \rightarrowtriangle ⇾ \leftrightarrowtriangle ⇿ \forall ∀ \complement ∁ \partial ∂ \exists ∃ \nexists ∄ \varnothing ∅ \increment ∆ \nabla ∇ \in ∈ \notin ∉ \smallin ∊ \ni ∋ \nni ∌ \smallni ∍ \QED ∎ \prod ∏ \coprod ∐ \sum ∑ \minus − \mp ∓ \dotplus ∔ \slash ∕ \smallsetminus ∖ \ast ∗ \vysmwhtcircle ∘ \vysmblkcircle ∙ \sqrt √ \cuberoot ∛ \fourthroot ∜ \propto ∝ \infty ∞ \rightangle ∟ \angle ∠ \measuredangle ∡ \sphericalangle ∢ \mid ∣ \nmid ∤ \parallel ∥ \nparallel ∦ \wedge ∧ \vee ∨ \cap ∩ \cup ∪ \int ∫ \iint ∬ \iiint ∭ \oint ∮ \oiint ∯ \oiiint ∰ \intclockwise ∱ \varointclockwise ∲ \ointctrclockwise ∳ \therefore ∴ \because ∵ \colon ∶ \Colon ∷ \dotminus ∸ \dashcolon ∹ \dotsminusdots ∺ \kernelcontraction ∻ \sim ∼ \backsim ∽ \ac ∾ \sinewave ∿ \wr ≀ \nsim ≁ \eqsim ≂ \simeq ≃ \nsime ≄ \cong ≅ \simneqq ≆ \ncong ≇ \approx ≈ \napprox ≉ \approxeq ≊ \approxident ≋ \backcong ≌ \asymp ≍ \Bumpeq ≎ \bumpeq ≏ \doteq ≐ \Doteq ≑ \fallingdotseq ≒ \risingdotseq ≓ \coloneq ≔ \eqcolon ≕ \eqcirc ≖ \circeq ≗ \arceq ≘ \wedgeq ≙ \veeeq ≚ \stareq ≛ \triangleq ≜ \eqdef ≝ \measeq ≞ \questeq ≟ \ne ≠ \equiv ≡ \nequiv ≢ \Equiv ≣ \leq ≤ \geq ≥ \leqq ≦ \geqq ≧ \lneqq ≨ \gneqq ≩ \ll ≪ \gg ≫ \between ≬ \nasymp ≭ \nless ≮ \ngtr ≯ \nleq ≰ \ngeq ≱ \lesssim ≲ \gtrsim ≳ \nlesssim ≴ \ngtrsim ≵ \lessgtr ≶ \gtrless ≷ \nlessgtr ≸ \ngtrless ≹ \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 ⊵ \origof ⊶ \imageof ⊷ \multimap ⊸ \intercal ⊺ \veebar ⊻ \barwedge ⊼ \barvee ⊽ \measuredrightangle ⊾ \varlrtriangle ⊿ \bigwedge ⋀ \bigvee ⋁ \bigcap ⋂ \bigcup ⋃ \smwhtdiamond ⋄ \cdot ⋅ \star ⋆ \divideontimes ⋇ \bowtie ⋈ \ltimes ⋉ \rtimes ⋊ \leftthreetimes ⋋ \rightthreetimes ⋌ \backsimeq ⋍ \curlyvee ⋎ \curlywedge ⋏ \Subset ⋐ \Supset ⋑ \Cap ⋒ \Cup ⋓ \pitchfork ⋔ \equalparallel ⋕ \lessdot ⋖ \gtrdot ⋗ \lll ⋘ \ggg ⋙ \lesseqgtr ⋚ \gtreqless ⋛ \eqless ⋜ \eqgtr ⋝ \curlyeqprec ⋞ \curlyeqsucc ⋟ \npreccurlyeq ⋠ \nsucccurlyeq ⋡ \nsqsubseteq ⋢ \nsqsupseteq ⋣ \sqsubsetneq ⋤ \sqsupsetneq ⋥ \lnsim ⋦ \gnsim ⋧ \precnsim ⋨ \succnsim ⋩ \ntriangleleft ⋪ \ntriangleright ⋫ \ntrianglelefteq ⋬ \ntrianglerighteq ⋭ \vdots ⋮ \cdots ⋯ \adots ⋰ \ddots ⋱ \disin ⋲ \varisins ⋳ \isins ⋴ \isindot ⋵ \varisinobar ⋶ \isinobar ⋷ \isinvb ⋸ \isinE ⋹ \nisd ⋺ \varnis ⋻ \nis ⋼ \varniobar ⋽ \niobar ⋾ \bagmember ⋿ \diameter ⌀ \house ⌂ \varbarwedge ⌅ \vardoublebarwedge ⌆ \lceil ⌈ \rceil ⌉ \lfloor ⌊ \rfloor ⌋ \drcrop ⌌ \dlcrop ⌍ \urcrop ⌎ \ulcrop ⌏ \invnot ⌐ \sqlozenge ⌑ \profline ⌒ \profsurf ⌓ \recorder ⌕ \target ⌖ \viewdata ⌗ \cloverleaf ⌘ \turnednot ⌙ \watchicon ⌚ \ulcorner ⌜ \urcorner ⌝ \llcorner ⌞ \lrcorner ⌟ \frown ⌢ \smile ⌣ \obar ⌽ \APLnotslash ⌿ \hexagon ⎔ \trapezium ⏢ \benzenr ⏣ \strns ⏤ \fltns ⏥ \accurrent ⏦ \elinters ⏧ \circledone ① \circledtwo ② \circledthree ③ \circledfour ④ \circledfive ⑤ \circledsix ⑥ \circledseven ⑦ \circledeight ⑧ \circlednine ⑨ \circledA Ⓐ \circledB Ⓑ \circledC Ⓒ \circledD Ⓓ \circledE Ⓔ \circledF Ⓕ \circledG Ⓖ \circledH Ⓗ \circledI Ⓘ \circledJ Ⓙ \circledK Ⓚ \circledL Ⓛ \circledM Ⓜ \circledN Ⓝ \circledO Ⓞ \circledP Ⓟ \circledQ Ⓠ \circledR Ⓡ \circledS Ⓢ \circledT Ⓣ \circledU Ⓤ \circledV Ⓥ \circledW Ⓦ \circledX Ⓧ \circledY Ⓨ \circledZ Ⓩ \circleda ⓐ \circledb ⓑ \circledc ⓒ \circledd ⓓ \circlede ⓔ \circledf ⓕ \circledg ⓖ \circledh ⓗ \circledi ⓘ \circledj ⓙ \circledk ⓚ \circledl ⓛ \circledm ⓜ \circledn ⓝ \circledo ⓞ \circledp ⓟ \circledq ⓠ \circledr ⓡ \circleds ⓢ \circledt ⓣ \circledu ⓤ \circledv ⓥ \circledw ⓦ \circledx ⓧ \circledy ⓨ \circledz ⓩ \circledzero ⓪ \squarecrossfill ▩ \smwhtsquare ▫ \triangleright ▷ \triangleleft ◁ \mdlgblkdiamond ◆ \mdlgwhtdiamond ◇ \mdlgwhtcircle ○ \boxbar ◫ \mdwhtsquare ◻ \mdblksquare ◼ \mdsmwhtsquare ◽ \mdsmblksquare ◾ \lrtriangle ◿ \bigstar ★ \bigwhitestar ☆ \astrosun ☉ \conjunction ☌ \phone ☎ \XBox ☒ \danger ☡ \frownie ☹ \smiley ☺ \blacksmiley ☻ \sun ☼ \rightmoon ☽ \leftmoon ☾ \mercury ☿ \female ♀ \earth ♁ \male ♂ \jupiter ♃ \saturn ♄ \neptune ♆ \pluto ♇ \aries ♈ \taurus ♉ \spadesuit ♠ \heartsuit ♡ \diamondsuit ♢ \clubsuit ♣ \varspadesuit ♤ \varheartsuit ♥ \vardiamondsuit ♦ \varclubsuit ♧ \quarternote ♩ \flat ♭ \natural ♮ \sharp ♯ \triangleexclam ⚠ \Hermaphrodite ⚥ \mdwhtcircle ⚪ \mdblkcircle ⚫ \mdsmwhtcircle ⚬ \neuter ⚲ \scissors ✂ \envelope ✉ \checkmark ✓ \maltese ✠ \varstar ✶ \lbrbrak ❲ \rbrbrak ❳ \perp ⟂ \lbag ⟅ \rbag ⟆ \veedot ⟇ \bsolhsub ⟈ \suphsol ⟉ \longdivision ⟌ \diamondcdot ⟐ \wedgedot ⟑ \upin ⟒ \pullback ⟓ \pushout ⟔ \leftouterjoin ⟕ \rightouterjoin ⟖ \fullouterjoin ⟗ \bigbot ⟘ \bigtop ⟙ \DashVDash ⟚ \dashVdash ⟛ \multimapinv ⟜ \vlongdash ⟝ \longdashv ⟞ \cirbot ⟟ \lozengeminus ⟠ \concavediamond ⟡ \concavediamondtickleft ⟢ \concavediamondtickright ⟣ \whitesquaretickleft ⟤ \whitesquaretickright ⟥ \lBrack ⟦ \rBrack ⟧ \langle ⟨ \rangle ⟩ \lAngle ⟪ \rAngle ⟫ \Lbrbrak ⟬ \Rbrbrak ⟭ \UUparrow ⟰ \DDownarrow ⟱ \acwgapcirclearrow ⟲ \cwgapcirclearrow ⟳ \rightarrowonoplus ⟴ \longleftarrow ⟵ \longrightarrow ⟶ \longleftrightarrow ⟷ \Longleftarrow ⟸ \Longrightarrow ⟹ \Longleftrightarrow ⟺ \longmapsfrom ⟻ \longmapsto ⟼ \Longmapsfrom ⟽ \Longmapsto ⟾ \longrightsquigarrow ⟿ \nvtwoheadrightarrow ⤀ \nVtwoheadrightarrow ⤁ \nvLeftarrow ⤂ \nvRightarrow ⤃ \nvLeftrightarrow ⤄ \twoheadmapsto ⤅ \Mapsfrom ⤆ \Mapsto ⤇ \downarrowbarred ⤈ \uparrowbarred ⤉ \Uuparrow ⤊ \Ddownarrow ⤋ \leftbkarrow ⤌ \rightbkarrow ⤍ \leftdbkarrow ⤎ \dbkarow ⤏ \drbkarow ⤐ \rightdotarrow ⤑ \baruparrow ⤒ \downarrowbar ⤓ \nvrightarrowtail ⤔ \nVrightarrowtail ⤕ \twoheadrightarrowtail ⤖ \nvtwoheadrightarrowtail ⤗ \nVtwoheadrightarrowtail ⤘ \lefttail ⤙ \righttail ⤚ \leftdbltail ⤛ \rightdbltail ⤜ \diamondleftarrow ⤝ \rightarrowdiamond ⤞ \diamondleftarrowbar ⤟ \barrightarrowdiamond ⤠ \nwsearrow ⤡ \neswarrow ⤢ \hknwarrow ⤣ \hknearrow ⤤ \hksearow ⤥ \hkswarow ⤦ \tona ⤧ \toea ⤨ \tosa ⤩ \towa ⤪ \rightcurvedarrow ⤳ \leftdowncurvedarrow ⤶ \rightdowncurvedarrow ⤷ \cwrightarcarrow ⤸ \acwleftarcarrow ⤹ \acwoverarcarrow ⤺ \acwunderarcarrow ⤻ \curvearrowrightminus ⤼ \curvearrowleftplus ⤽ \cwundercurvearrow ⤾ \ccwundercurvearrow ⤿ \acwcirclearrow ⥀ \cwcirclearrow ⥁ \rightarrowshortleftarrow}{\mathrel}{rightwards ⥂ \leftarrowshortrightarrow}{\mathrel}{leftwards ⥃ \shortrightarrowleftarrow}{\mathrel}{short ⥄ \rightarrowplus ⥅ \leftarrowplus ⥆ \rightarrowx ⥇ \leftrightarrowcircle ⥈ \twoheaduparrowcircle ⥉ \leftrightharpoonupdown ⥊ \leftrightharpoondownup ⥋ \updownharpoonrightleft ⥌ \updownharpoonleftright ⥍ \leftrightharpoonupup ⥎ \updownharpoonrightright ⥏ \leftrightharpoondowndown}{\mathrel}{left ⥐ \updownharpoonleftleft ⥑ \barleftharpoonup ⥒ \rightharpoonupbar ⥓ \barupharpoonright ⥔ \downharpoonrightbar ⥕ \barleftharpoondown ⥖ \rightharpoondownbar ⥗ \barupharpoonleft ⥘ \downharpoonleftbar ⥙ \leftharpoonupbar ⥚ \barrightharpoonup ⥛ \upharpoonrightbar ⥜ \bardownharpoonright ⥝ \leftharpoondownbar ⥞ \barrightharpoondown ⥟ \upharpoonleftbar ⥠ \bardownharpoonleft ⥡ \leftharpoonsupdown ⥢ \upharpoonsleftright ⥣ \rightharpoonsupdown ⥤ \downharpoonsleftright ⥥ \leftrightharpoonsup ⥦ \leftrightharpoonsdown ⥧ \rightleftharpoonsup ⥨ \rightleftharpoonsdown ⥩ \leftharpoonupdash ⥪ \dashleftharpoondown ⥫ \rightharpoonupdash ⥬ \dashrightharpoondown ⥭ \updownharpoonsleftright ⥮ \downupharpoonsleftright ⥯ \rightimply ⥰ \equalrightarrow ⥱ \similarrightarrow ⥲ \leftarrowsimilar ⥳ \rightarrowsimilar ⥴ \rightarrowapprox ⥵ \ltlarr ⥶ \leftarrowless ⥷ \gtrarr ⥸ \subrarr ⥹ \leftarrowsubset ⥺ \suplarr ⥻ \leftfishtail ⥼ \rightfishtail ⥽ \upfishtail ⥾ \downfishtail ⥿ \mdsmblkcircle ⦁ \typecolon ⦂ \lBrace ⦃ \rBrace ⦄ \lParen ⦅ \rParen ⦆ \llparenthesis ⦇ \rrparenthesis ⦈ \llangle ⦉ \rrangle ⦊ \lbrackubar ⦋ \rbrackubar ⦌ \lbrackultick ⦍ \rbracklrtick ⦎ \lbracklltick ⦏ \rbrackurtick ⦐ \langledot ⦑ \rangledot ⦒ \lparenless ⦓ \rparengtr ⦔ \lblkbrbrak ⦗ \rblkbrbrak ⦘ \revemptyset ⦰ \emptysetobar ⦱ \emptysetocirc ⦲ \emptysetoarr ⦳ \emptysetoarrl ⦴ \circlehbar ⦵ \circledvert ⦶ \circledparallel ⦷ \obslash ⦸ \operp ⦹ \obot ⦺ \olcross ⦻ \odotslashdot ⦼ \uparrowoncircle ⦽ \circledwhitebullet ⦾ \circledbullet ⦿ \olessthan ⧀ \ogreaterthan ⧁ \cirscir ⧂ \cirE ⧃ \boxdiag ⧄ \boxbslash ⧅ \boxast ⧆ \boxcircle ⧇ \boxbox ⧈ \boxonbox ⧉ \triangleodot ⧊ \triangleubar ⧋ \triangles ⧌ \triangleserifs ⧍ \rtriltri ⧎ \ltrivb ⧏ \vbrtri ⧐ \lfbowtie ⧑ \rfbowtie ⧒ \fbowtie ⧓ \lftimes ⧔ \rftimes ⧕ \hourglass ⧖ \blackhourglass ⧗ \lvzigzag ⧘ \rvzigzag ⧙ \Lvzigzag ⧚ \Rvzigzag ⧛ \iinfin ⧜ \tieinfty ⧝ \nvinfty ⧞ \dualmap ⧟ \laplac ⧠ \lrtriangleeq ⧡ \shuffle ⧢ \eparsl ⧣ \smeparsl ⧤ \eqvparsl ⧥ \gleichstark ⧦ \thermod ⧧ \downtriangleleftblack ⧨ \downtrianglerightblack ⧩ \blackdiamonddownarrow ⧪ \mdlgblklozenge ⧫ \circledownarrow ⧬ \blackcircledownarrow ⧭ \errbarsquare ⧮ \errbarblacksquare ⧯ \errbardiamond ⧰ \errbarblackdiamond ⧱ \errbarcircle ⧲ \errbarblackcircle ⧳ \ruledelayed ⧴ \setminus ⧵ \dsol ⧶ \rsolbar ⧷ \xsol ⧸ \xbsol ⧹ \doubleplus ⧺ \tripleplus ⧻ \lcurvyangle ⧼ \rcurvyangle ⧽ \tplus ⧾ \tminus ⧿ \bigodot ⨀ \bigoplus ⨁ \bigotimes ⨂ \bigcupdot ⨃ \biguplus ⨄ \bigsqcap ⨅ \bigsqcup ⨆ \conjquant ⨇ \disjquant ⨈ \bigtimes ⨉ \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 ⩳ \Coloneq ⩴ \eqeq ⩵ \eqeqeq ⩶ \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 ⪠ \Lt ⪡ \Gt ⪢ \partialmeetcontraction ⪣ \glj ⪤ \gla ⪥ \ltcc ⪦ \gtcc ⪧ \lescc ⪨ \gescc ⪩ \smt ⪪ \lat ⪫ \smte ⪬ \late ⪭ \bumpeqq ⪮ \preceq ⪯ \succeq ⪰ \precneq ⪱ \succneq ⪲ \preceqq ⪳ \succeqq ⪴ \precneqq ⪵ \succneqq ⪶ \precapprox ⪷ \succapprox ⪸ \precnapprox ⪹ \succnapprox ⪺ \Prec ⪻ \Succ ⪼ \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 ⫩ \barV ⫪ \Vbar ⫫ \Not ⫬ \bNot ⫭ \revnmid ⫮ \cirmid ⫯ \midcir ⫰ \topcir ⫱ \nhpar ⫲ \parsim ⫳ \interleave ⫴ \nhVvert ⫵ \threedotcolon ⫶ \lllnest ⫷ \gggnest ⫸ \leqqslant ⫹ \geqqslant ⫺ \trslash ⫻ \biginterleave ⫼ \sslash ⫽ \talloblong ⫾ \bigtalloblong ⫿ \squaretopblack ⬒ \squarebotblack ⬓ \squareurblack ⬔ \squarellblack ⬕ \diamondleftblack ⬖ \diamondrightblack ⬗ \diamondtopblack ⬘ \diamondbotblack ⬙ \dottedsquare ⬚ \lgblksquare ⬛ \lgwhtsquare ⬜ \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 ⭔ \lbrbrak 〔 \rbrbrak 〕 \Lbrbrak 〘 \Rbrbrak 〙 \hiraganano の \mbfA 𝐀 \mbfB 𝐁 \mbfC 𝐂 \mbfD 𝐃 \mbfE 𝐄 \mbfF 𝐅 \mbfG 𝐆 \mbfH 𝐇 \mbfI 𝐈 \mbfJ 𝐉 \mbfK 𝐊 \mbfL 𝐋 \mbfM 𝐌 \mbfN 𝐍 \mbfO 𝐎 \mbfP 𝐏 \mbfQ 𝐐 \mbfR 𝐑 \mbfS 𝐒 \mbfT 𝐓 \mbfU 𝐔 \mbfV 𝐕 \mbfW 𝐖 \mbfX 𝐗 \mbfY 𝐘 \mbfZ 𝐙 \mbfa 𝐚 \mbfb 𝐛 \mbfc 𝐜 \mbfd 𝐝 \mbfe 𝐞 \mbff 𝐟 \mbfg 𝐠 \mbfh 𝐡 \mbfi 𝐢 \mbfj 𝐣 \mbfk 𝐤 \mbfl 𝐥 \mbfm 𝐦 \mbfn 𝐧 \mbfo 𝐨 \mbfp 𝐩 \mbfq 𝐪 \mbfr 𝐫 \mbfs 𝐬 \mbft 𝐭 \mbfu 𝐮 \mbfv 𝐯 \mbfw 𝐰 \mbfx 𝐱 \mbfy 𝐲 \mbfz 𝐳 \mitA 𝐴 \mitB 𝐵 \mitC 𝐶 \mitD 𝐷 \mitE 𝐸 \mitF 𝐹 \mitG 𝐺 \mitH 𝐻 \mitI 𝐼 \mitJ 𝐽 \mitK 𝐾 \mitL 𝐿 \mitM 𝑀 \mitN 𝑁 \mitO 𝑂 \mitP 𝑃 \mitQ 𝑄 \mitR 𝑅 \mitS 𝑆 \mitT 𝑇 \mitU 𝑈 \mitV 𝑉 \mitW 𝑊 \mitX 𝑋 \mitY 𝑌 \mitZ 𝑍 \mita 𝑎 \mitb 𝑏 \mitc 𝑐 \mitd 𝑑 \mite 𝑒 \mitf 𝑓 \mitg 𝑔 \miti 𝑖 \mitj 𝑗 \mitk 𝑘 \mitl 𝑙 \mitm 𝑚 \mitn 𝑛 \mito 𝑜 \mitp 𝑝 \mitq 𝑞 \mitr 𝑟 \mits 𝑠 \mitt 𝑡 \mitu 𝑢 \mitv 𝑣 \mitw 𝑤 \mitx 𝑥 \mity 𝑦 \mitz 𝑧 \mbfitA 𝑨 \mbfitB 𝑩 \mbfitC 𝑪 \mbfitD 𝑫 \mbfitE 𝑬 \mbfitF 𝑭 \mbfitG 𝑮 \mbfitH 𝑯 \mbfitI 𝑰 \mbfitJ 𝑱 \mbfitK 𝑲 \mbfitL 𝑳 \mbfitM 𝑴 \mbfitN 𝑵 \mbfitO 𝑶 \mbfitP 𝑷 \mbfitQ 𝑸 \mbfitR 𝑹 \mbfitS 𝑺 \mbfitT 𝑻 \mbfitU 𝑼 \mbfitV 𝑽 \mbfitW 𝑾 \mbfitX 𝑿 \mbfitY 𝒀 \mbfitZ 𝒁 \mbfita 𝒂 \mbfitb 𝒃 \mbfitc 𝒄 \mbfitd 𝒅 \mbfite 𝒆 \mbfitf 𝒇 \mbfitg 𝒈 \mbfith 𝒉 \mbfiti 𝒊 \mbfitj 𝒋 \mbfitk 𝒌 \mbfitl 𝒍 \mbfitm 𝒎 \mbfitn 𝒏 \mbfito 𝒐 \mbfitp 𝒑 \mbfitq 𝒒 \mbfitr 𝒓 \mbfits 𝒔 \mbfitt 𝒕 \mbfitu 𝒖 \mbfitv 𝒗 \mbfitw 𝒘 \mbfitx 𝒙 \mbfity 𝒚 \mbfitz 𝒛 \mscrA 𝒜 \mscrC 𝒞 \mscrD 𝒟 \mscrG 𝒢 \mscrJ 𝒥 \mscrK 𝒦 \mscrN 𝒩 \mscrO 𝒪 \mscrP 𝒫 \mscrQ 𝒬 \mscrS 𝒮 \mscrT 𝒯 \mscrU 𝒰 \mscrV 𝒱 \mscrW 𝒲 \mscrX 𝒳 \mscrY 𝒴 \mscrZ 𝒵 \mscra 𝒶 \mscrb 𝒷 \mscrc 𝒸 \mscrd 𝒹 \mscrf 𝒻 \mscrh 𝒽 \mscri 𝒾 \mscrj 𝒿 \mscrk 𝓀 \mscrl 𝓁 \mscrm 𝓂 \mscrn 𝓃 \mscrp 𝓅 \mscrq 𝓆 \mscrr 𝓇 \mscrs 𝓈 \mscrt 𝓉 \mscru 𝓊 \mscrv 𝓋 \mscrw 𝓌 \mscrx 𝓍 \mscry 𝓎 \mscrz 𝓏 \mbfscrA 𝓐 \mbfscrB 𝓑 \mbfscrC 𝓒 \mbfscrD 𝓓 \mbfscrE 𝓔 \mbfscrF 𝓕 \mbfscrG 𝓖 \mbfscrH 𝓗 \mbfscrI 𝓘 \mbfscrJ 𝓙 \mbfscrK 𝓚 \mbfscrL 𝓛 \mbfscrM 𝓜 \mbfscrN 𝓝 \mbfscrO 𝓞 \mbfscrP 𝓟 \mbfscrQ 𝓠 \mbfscrR 𝓡 \mbfscrS 𝓢 \mbfscrT 𝓣 \mbfscrU 𝓤 \mbfscrV 𝓥 \mbfscrW 𝓦 \mbfscrX 𝓧 \mbfscrY 𝓨 \mbfscrZ 𝓩 \mbfscra 𝓪 \mbfscrb 𝓫 \mbfscrc 𝓬 \mbfscrd 𝓭 \mbfscre 𝓮 \mbfscrf 𝓯 \mbfscrg 𝓰 \mbfscrh 𝓱 \mbfscri 𝓲 \mbfscrj 𝓳 \mbfscrk 𝓴 \mbfscrl 𝓵 \mbfscrm 𝓶 \mbfscrn 𝓷 \mbfscro 𝓸 \mbfscrp 𝓹 \mbfscrq 𝓺 \mbfscrr 𝓻 \mbfscrs 𝓼 \mbfscrt 𝓽 \mbfscru 𝓾 \mbfscrv 𝓿 \mbfscrw 𝔀 \mbfscrx 𝔁 \mbfscry 𝔂 \mbfscrz 𝔃 \mfrakA 𝔄 \mfrakB 𝔅 \mfrakD 𝔇 \mfrakE 𝔈 \mfrakF 𝔉 \mfrakG 𝔊 \mfrakJ 𝔍 \mfrakK 𝔎 \mfrakL 𝔏 \mfrakM 𝔐 \mfrakN 𝔑 \mfrakO 𝔒 \mfrakP 𝔓 \mfrakQ 𝔔 \mfrakS 𝔖 \mfrakT 𝔗 \mfrakU 𝔘 \mfrakV 𝔙 \mfrakW 𝔚 \mfrakX 𝔛 \mfrakY 𝔜 \mfraka 𝔞 \mfrakb 𝔟 \mfrakc 𝔠 \mfrakd 𝔡 \mfrake 𝔢 \mfrakf 𝔣 \mfrakg 𝔤 \mfrakh 𝔥 \mfraki 𝔦 \mfrakj 𝔧 \mfrakk 𝔨 \mfrakl 𝔩 \mfrakm 𝔪 \mfrakn 𝔫 \mfrako 𝔬 \mfrakp 𝔭 \mfrakq 𝔮 \mfrakr 𝔯 \mfraks 𝔰 \mfrakt 𝔱 \mfraku 𝔲 \mfrakv 𝔳 \mfrakw 𝔴 \mfrakx 𝔵 \mfraky 𝔶 \mfrakz 𝔷 \BbbA 𝔸 \BbbB 𝔹 \BbbD 𝔻 \BbbE 𝔼 \BbbF 𝔽 \BbbG 𝔾 \BbbI 𝕀 \BbbJ 𝕁 \BbbK 𝕂 \BbbL 𝕃 \BbbM 𝕄 \BbbO 𝕆 \BbbS 𝕊 \BbbT 𝕋 \BbbU 𝕌 \BbbV 𝕍 \BbbW 𝕎 \BbbX 𝕏 \BbbY 𝕐 \Bbba 𝕒 \Bbbb 𝕓 \Bbbc 𝕔 \Bbbd 𝕕 \Bbbe 𝕖 \Bbbf 𝕗 \Bbbg 𝕘 \Bbbh 𝕙 \Bbbi 𝕚 \Bbbj 𝕛 \Bbbk 𝕜 \Bbbl 𝕝 \Bbbm 𝕞 \Bbbn 𝕟 \Bbbo 𝕠 \Bbbp 𝕡 \Bbbq 𝕢 \Bbbr 𝕣 \Bbbs 𝕤 \Bbbt 𝕥 \Bbbu 𝕦 \Bbbv 𝕧 \Bbbw 𝕨 \Bbbx 𝕩 \Bbby 𝕪 \Bbbz 𝕫 \mbffrakA 𝕬 \mbffrakB 𝕭 \mbffrakC 𝕮 \mbffrakD 𝕯 \mbffrakE 𝕰 \mbffrakF 𝕱 \mbffrakG 𝕲 \mbffrakH 𝕳 \mbffrakI 𝕴 \mbffrakJ 𝕵 \mbffrakK 𝕶 \mbffrakL 𝕷 \mbffrakM 𝕸 \mbffrakN 𝕹 \mbffrakO 𝕺 \mbffrakP 𝕻 \mbffrakQ 𝕼 \mbffrakR 𝕽 \mbffrakS 𝕾 \mbffrakT 𝕿 \mbffrakU 𝖀 \mbffrakV 𝖁 \mbffrakW 𝖂 \mbffrakX 𝖃 \mbffrakY 𝖄 \mbffrakZ 𝖅 \mbffraka 𝖆 \mbffrakb 𝖇 \mbffrakc 𝖈 \mbffrakd 𝖉 \mbffrake 𝖊 \mbffrakf 𝖋 \mbffrakg 𝖌 \mbffrakh 𝖍 \mbffraki 𝖎 \mbffrakj 𝖏 \mbffrakk 𝖐 \mbffrakl 𝖑 \mbffrakm 𝖒 \mbffrakn 𝖓 \mbffrako 𝖔 \mbffrakp 𝖕 \mbffrakq 𝖖 \mbffrakr 𝖗 \mbffraks 𝖘 \mbffrakt 𝖙 \mbffraku 𝖚 \mbffrakv 𝖛 \mbffrakw 𝖜 \mbffrakx 𝖝 \mbffraky 𝖞 \mbffrakz 𝖟 \msansA 𝖠 \msansB 𝖡 \msansC 𝖢 \msansD 𝖣 \msansE 𝖤 \msansF 𝖥 \msansG 𝖦 \msansH 𝖧 \msansI 𝖨 \msansJ 𝖩 \msansK 𝖪 \msansL 𝖫 \msansM 𝖬 \msansN 𝖭 \msansO 𝖮 \msansP 𝖯 \msansQ 𝖰 \msansR 𝖱 \msansS 𝖲 \msansT 𝖳 \msansU 𝖴 \msansV 𝖵 \msansW 𝖶 \msansX 𝖷 \msansY 𝖸 \msansZ 𝖹 \msansa 𝖺 \msansb 𝖻 \msansc 𝖼 \msansd 𝖽 \msanse 𝖾 \msansf 𝖿 \msansg 𝗀 \msansh 𝗁 \msansi 𝗂 \msansj 𝗃 \msansk 𝗄 \msansl 𝗅 \msansm 𝗆 \msansn 𝗇 \msanso 𝗈 \msansp 𝗉 \msansq 𝗊 \msansr 𝗋 \msanss 𝗌 \msanst 𝗍 \msansu 𝗎 \msansv 𝗏 \msansw 𝗐 \msansx 𝗑 \msansy 𝗒 \msansz 𝗓 \mbfsansA 𝗔 \mbfsansB 𝗕 \mbfsansC 𝗖 \mbfsansD 𝗗 \mbfsansE 𝗘 \mbfsansF 𝗙 \mbfsansG 𝗚 \mbfsansH 𝗛 \mbfsansI 𝗜 \mbfsansJ 𝗝 \mbfsansK 𝗞 \mbfsansL 𝗟 \mbfsansM 𝗠 \mbfsansN 𝗡 \mbfsansO 𝗢 \mbfsansP 𝗣 \mbfsansQ 𝗤 \mbfsansR 𝗥 \mbfsansS 𝗦 \mbfsansT 𝗧 \mbfsansU 𝗨 \mbfsansV 𝗩 \mbfsansW 𝗪 \mbfsansX 𝗫 \mbfsansY 𝗬 \mbfsansZ 𝗭 \mbfsansa 𝗮 \mbfsansb 𝗯 \mbfsansc 𝗰 \mbfsansd 𝗱 \mbfsanse 𝗲 \mbfsansf 𝗳 \mbfsansg 𝗴 \mbfsansh 𝗵 \mbfsansi 𝗶 \mbfsansj 𝗷 \mbfsansk 𝗸 \mbfsansl 𝗹 \mbfsansm 𝗺 \mbfsansn 𝗻 \mbfsanso 𝗼 \mbfsansp 𝗽 \mbfsansq 𝗾 \mbfsansr 𝗿 \mbfsanss 𝘀 \mbfsanst 𝘁 \mbfsansu 𝘂 \mbfsansv 𝘃 \mbfsansw 𝘄 \mbfsansx 𝘅 \mbfsansy 𝘆 \mbfsansz 𝘇 \mitsansA 𝘈 \mitsansB 𝘉 \mitsansC 𝘊 \mitsansD 𝘋 \mitsansE 𝘌 \mitsansF 𝘍 \mitsansG 𝘎 \mitsansH 𝘏 \mitsansI 𝘐 \mitsansJ 𝘑 \mitsansK 𝘒 \mitsansL 𝘓 \mitsansM 𝘔 \mitsansN 𝘕 \mitsansO 𝘖 \mitsansP 𝘗 \mitsansQ 𝘘 \mitsansR 𝘙 \mitsansS 𝘚 \mitsansT 𝘛 \mitsansU 𝘜 \mitsansV 𝘝 \mitsansW 𝘞 \mitsansX 𝘟 \mitsansY 𝘠 \mitsansZ 𝘡 \mitsansa 𝘢 \mitsansb 𝘣 \mitsansc 𝘤 \mitsansd 𝘥 \mitsanse 𝘦 \mitsansf 𝘧 \mitsansg 𝘨 \mitsansh 𝘩 \mitsansi 𝘪 \mitsansj 𝘫 \mitsansk 𝘬 \mitsansl 𝘭 \mitsansm 𝘮 \mitsansn 𝘯 \mitsanso 𝘰 \mitsansp 𝘱 \mitsansq 𝘲 \mitsansr 𝘳 \mitsanss 𝘴 \mitsanst 𝘵 \mitsansu 𝘶 \mitsansv 𝘷 \mitsansw 𝘸 \mitsansx 𝘹 \mitsansy 𝘺 \mitsansz 𝘻 \mbfitsansA 𝘼 \mbfitsansB 𝘽 \mbfitsansC 𝘾 \mbfitsansD 𝘿 \mbfitsansE 𝙀 \mbfitsansF 𝙁 \mbfitsansG 𝙂 \mbfitsansH 𝙃 \mbfitsansI 𝙄 \mbfitsansJ 𝙅 \mbfitsansK 𝙆 \mbfitsansL 𝙇 \mbfitsansM 𝙈 \mbfitsansN 𝙉 \mbfitsansO 𝙊 \mbfitsansP 𝙋 \mbfitsansQ 𝙌 \mbfitsansR 𝙍 \mbfitsansS 𝙎 \mbfitsansT 𝙏 \mbfitsansU 𝙐 \mbfitsansV 𝙑 \mbfitsansW 𝙒 \mbfitsansX 𝙓 \mbfitsansY 𝙔 \mbfitsansZ 𝙕 \mbfitsansa 𝙖 \mbfitsansb 𝙗 \mbfitsansc 𝙘 \mbfitsansd 𝙙 \mbfitsanse 𝙚 \mbfitsansf 𝙛 \mbfitsansg 𝙜 \mbfitsansh 𝙝 \mbfitsansi 𝙞 \mbfitsansj 𝙟 \mbfitsansk 𝙠 \mbfitsansl 𝙡 \mbfitsansm 𝙢 \mbfitsansn 𝙣 \mbfitsanso 𝙤 \mbfitsansp 𝙥 \mbfitsansq 𝙦 \mbfitsansr 𝙧 \mbfitsanss 𝙨 \mbfitsanst 𝙩 \mbfitsansu 𝙪 \mbfitsansv 𝙫 \mbfitsansw 𝙬 \mbfitsansx 𝙭 \mbfitsansy 𝙮 \mbfitsansz 𝙯 \mttA 𝙰 \mttB 𝙱 \mttC 𝙲 \mttD 𝙳 \mttE 𝙴 \mttF 𝙵 \mttG 𝙶 \mttH 𝙷 \mttI 𝙸 \mttJ 𝙹 \mttK 𝙺 \mttL 𝙻 \mttM 𝙼 \mttN 𝙽 \mttO 𝙾 \mttP 𝙿 \mttQ 𝚀 \mttR 𝚁 \mttS 𝚂 \mttT 𝚃 \mttU 𝚄 \mttV 𝚅 \mttW 𝚆 \mttX 𝚇 \mttY 𝚈 \mttZ 𝚉 \mtta 𝚊 \mttb 𝚋 \mttc 𝚌 \mttd 𝚍 \mtte 𝚎 \mttf 𝚏 \mttg 𝚐 \mtth 𝚑 \mtti 𝚒 \mttj 𝚓 \mttk 𝚔 \mttl 𝚕 \mttm 𝚖 \mttn 𝚗 \mtto 𝚘 \mttp 𝚙 \mttq 𝚚 \mttr 𝚛 \mtts 𝚜 \mttt 𝚝 \mttu 𝚞 \mttv 𝚟 \mttw 𝚠 \mttx 𝚡 \mtty 𝚢 \mttz 𝚣 \imath 𝚤 \jmath 𝚥 \mbfAlpha 𝚨 \mbfBeta 𝚩 \mbfGamma 𝚪 \mbfDelta 𝚫 \mbfEpsilon 𝚬 \mbfZeta 𝚭 \mbfEta 𝚮 \mbfTheta 𝚯 \mbfIota 𝚰 \mbfKappa 𝚱 \mbfLambda 𝚲 \mbfMu 𝚳 \mbfNu 𝚴 \mbfXi 𝚵 \mbfOmicron 𝚶 \mbfPi 𝚷 \mbfRho 𝚸 \mbfvarTheta 𝚹 \mbfSigma 𝚺 \mbfTau 𝚻 \mbfUpsilon 𝚼 \mbfPhi 𝚽 \mbfChi 𝚾 \mbfPsi 𝚿 \mbfOmega 𝛀 \mbfnabla 𝛁 \mbfalpha 𝛂 \mbfbeta 𝛃 \mbfgamma 𝛄 \mbfdelta 𝛅 \mbfvarepsilon 𝛆 \mbfzeta 𝛇 \mbfeta 𝛈 \mbftheta 𝛉 \mbfiota 𝛊 \mbfkappa 𝛋 \mbflambda 𝛌 \mbfmu 𝛍 \mbfnu 𝛎 \mbfxi 𝛏 \mbfomicron 𝛐 \mbfpi 𝛑 \mbfrho 𝛒 \mbfvarsigma 𝛓 \mbfsigma 𝛔 \mbftau 𝛕 \mbfupsilon 𝛖 \mbfvarphi 𝛗 \mbfchi 𝛘 \mbfpsi 𝛙 \mbfomega 𝛚 \mbfpartial 𝛛 \mbfepsilon 𝛜 \mbfvartheta 𝛝 \mbfvarkappa 𝛞 \mbfphi 𝛟 \mbfvarrho 𝛠 \mbfvarpi 𝛡 \mitAlpha 𝛢 \mitBeta 𝛣 \mitGamma 𝛤 \mitDelta 𝛥 \mitEpsilon 𝛦 \mitZeta 𝛧 \mitEta 𝛨 \mitTheta 𝛩 \mitIota 𝛪 \mitKappa 𝛫 \mitLambda 𝛬 \mitMu 𝛭 \mitNu 𝛮 \mitXi 𝛯 \mitOmicron 𝛰 \mitPi 𝛱 \mitRho 𝛲 \mitvarTheta 𝛳 \mitSigma 𝛴 \mitTau 𝛵 \mitUpsilon 𝛶 \mitPhi 𝛷 \mitChi 𝛸 \mitPsi 𝛹 \mitOmega 𝛺 \mitnabla 𝛻 \mitalpha 𝛼 \mitbeta 𝛽 \mitgamma 𝛾 \mitdelta 𝛿 \mitvarepsilon 𝜀 \mitzeta 𝜁 \miteta 𝜂 \mittheta 𝜃 \mitiota 𝜄 \mitkappa 𝜅 \mitlambda 𝜆 \mitmu 𝜇 \mitnu 𝜈 \mitxi 𝜉 \mitomicron 𝜊 \mitpi 𝜋 \mitrho 𝜌 \mitvarsigma 𝜍 \mitsigma 𝜎 \mittau 𝜏 \mitupsilon 𝜐 \mitphi 𝜑 \mitchi 𝜒 \mitpsi 𝜓 \mitomega 𝜔 \mitpartial 𝜕 \mitepsilon 𝜖 \mitvartheta 𝜗 \mitvarkappa 𝜘 \mitvarphi 𝜙 \mitvarrho 𝜚 \mitvarpi 𝜛 \mbfitAlpha 𝜜 \mbfitBeta 𝜝 \mbfitGamma 𝜞 \mbfitDelta 𝜟 \mbfitEpsilon 𝜠 \mbfitZeta 𝜡 \mbfitEta 𝜢 \mbfitTheta 𝜣 \mbfitIota 𝜤 \mbfitKappa 𝜥 \mbfitLambda 𝜦 \mbfitMu 𝜧 \mbfitNu 𝜨 \mbfitXi 𝜩 \mbfitOmicron 𝜪 \mbfitPi 𝜫 \mbfitRho 𝜬 \mbfitvarTheta 𝜭 \mbfitSigma 𝜮 \mbfitTau 𝜯 \mbfitUpsilon 𝜰 \mbfitPhi 𝜱 \mbfitChi 𝜲 \mbfitPsi 𝜳 \mbfitOmega 𝜴 \mbfitnabla 𝜵 \mbfitalpha 𝜶 \mbfitbeta 𝜷 \mbfitgamma 𝜸 \mbfitdelta 𝜹 \mbfitvarepsilon 𝜺 \mbfitzeta 𝜻 \mbfiteta 𝜼 \mbfittheta 𝜽 \mbfitiota 𝜾 \mbfitkappa 𝜿 \mbfitlambda 𝝀 \mbfitmu 𝝁 \mbfitnu 𝝂 \mbfitxi 𝝃 \mbfitomicron 𝝄 \mbfitpi 𝝅 \mbfitrho 𝝆 \mbfitvarsigma 𝝇 \mbfitsigma 𝝈 \mbfittau 𝝉 \mbfitupsilon 𝝊 \mbfitphi 𝝋 \mbfitchi 𝝌 \mbfitpsi 𝝍 \mbfitomega 𝝎 \mbfitpartial 𝝏 \mbfitepsilon 𝝐 \mbfitvartheta 𝝑 \mbfitvarkappa 𝝒 \mbfitvarphi 𝝓 \mbfitvarrho 𝝔 \mbfitvarpi 𝝕 \mbfsansAlpha 𝝖 \mbfsansBeta 𝝗 \mbfsansGamma 𝝘 \mbfsansDelta 𝝙 \mbfsansEpsilon 𝝚 \mbfsansZeta 𝝛 \mbfsansEta 𝝜 \mbfsansTheta 𝝝 \mbfsansIota 𝝞 \mbfsansKappa 𝝟 \mbfsansLambda 𝝠 \mbfsansMu 𝝡 \mbfsansNu 𝝢 \mbfsansXi 𝝣 \mbfsansOmicron 𝝤 \mbfsansPi 𝝥 \mbfsansRho 𝝦 \mbfsansvarTheta 𝝧 \mbfsansSigma 𝝨 \mbfsansTau 𝝩 \mbfsansUpsilon 𝝪 \mbfsansPhi 𝝫 \mbfsansChi 𝝬 \mbfsansPsi 𝝭 \mbfsansOmega 𝝮 \mbfsansnabla 𝝯 \mbfsansalpha 𝝰 \mbfsansbeta 𝝱 \mbfsansgamma 𝝲 \mbfsansdelta 𝝳 \mbfsansvarepsilon 𝝴 \mbfsanszeta 𝝵 \mbfsanseta 𝝶 \mbfsanstheta 𝝷 \mbfsansiota 𝝸 \mbfsanskappa 𝝹 \mbfsanslambda 𝝺 \mbfsansmu 𝝻 \mbfsansnu 𝝼 \mbfsansxi 𝝽 \mbfsansomicron 𝝾 \mbfsanspi 𝝿 \mbfsansrho 𝞀 \mbfsansvarsigma 𝞁 \mbfsanssigma 𝞂 \mbfsanstau 𝞃 \mbfsansupsilon 𝞄 \mbfsansphi 𝞅 \mbfsanschi 𝞆 \mbfsanspsi 𝞇 \mbfsansomega 𝞈 \mbfsanspartial 𝞉 \mbfsansepsilon 𝞊 \mbfsansvartheta 𝞋 \mbfsansvarkappa 𝞌 \mbfsansvarphi 𝞍 \mbfsansvarrho 𝞎 \mbfsansvarpi 𝞏 \mbfitsansAlpha 𝞐 \mbfitsansBeta 𝞑 \mbfitsansGamma 𝞒 \mbfitsansDelta 𝞓 \mbfitsansEpsilon 𝞔 \mbfitsansZeta 𝞕 \mbfitsansEta 𝞖 \mbfitsansTheta 𝞗 \mbfitsansIota 𝞘 \mbfitsansKappa 𝞙 \mbfitsansLambda 𝞚 \mbfitsansMu 𝞛 \mbfitsansNu 𝞜 \mbfitsansXi 𝞝 \mbfitsansOmicron 𝞞 \mbfitsansPi 𝞟 \mbfitsansRho 𝞠 \mbfitsansvarTheta 𝞡 \mbfitsansSigma 𝞢 \mbfitsansTau 𝞣 \mbfitsansUpsilon 𝞤 \mbfitsansPhi 𝞥 \mbfitsansChi 𝞦 \mbfitsansPsi 𝞧 \mbfitsansOmega 𝞨 \mbfitsansnabla 𝞩 \mbfitsansalpha 𝞪 \mbfitsansbeta 𝞫 \mbfitsansgamma 𝞬 \mbfitsansdelta 𝞭 \mbfitsansvarepsilon 𝞮 \mbfitsanszeta 𝞯 \mbfitsanseta 𝞰 \mbfitsanstheta 𝞱 \mbfitsansiota 𝞲 \mbfitsanskappa 𝞳 \mbfitsanslambda 𝞴 \mbfitsansmu 𝞵 \mbfitsansnu 𝞶 \mbfitsansxi 𝞷 \mbfitsansomicron 𝞸 \mbfitsanspi 𝞹 \mbfitsansrho 𝞺 \mbfitsansvarsigma 𝞻 \mbfitsanssigma 𝞼 \mbfitsanstau 𝞽 \mbfitsansupsilon 𝞾 \mbfitsansphi 𝞿 \mbfitsanschi 𝟀 \mbfitsanspsi 𝟁 \mbfitsansomega 𝟂 \mbfitsanspartial 𝟃 \mbfitsansepsilon 𝟄 \mbfitsansvartheta 𝟅 \mbfitsansvarkappa 𝟆 \mbfitsansvarphi 𝟇 \mbfitsansvarrho 𝟈 \mbfitsansvarpi 𝟉 \mbfDigamma 𝟊 \mbfdigamma 𝟋 \mbfzero 𝟎 \mbfone 𝟏 \mbftwo 𝟐 \mbfthree 𝟑 \mbffour 𝟒 \mbffive 𝟓 \mbfsix 𝟔 \mbfseven 𝟕 \mbfeight 𝟖 \mbfnine 𝟗 \Bbbzero 𝟘 \Bbbone 𝟙 \Bbbtwo 𝟚 \Bbbthree 𝟛 \Bbbfour 𝟜 \Bbbfive 𝟝 \Bbbsix 𝟞 \Bbbseven 𝟟 \Bbbeight 𝟠 \Bbbnine 𝟡 \msanszero 𝟢 \msansone 𝟣 \msanstwo 𝟤 \msansthree 𝟥 \msansfour 𝟦 \msansfive 𝟧 \msanssix 𝟨 \msansseven 𝟩 \msanseight 𝟪 \msansnine 𝟫 \mbfsanszero 𝟬 \mbfsansone 𝟭 \mbfsanstwo 𝟮 \mbfsansthree 𝟯 \mbfsansfour 𝟰 \mbfsansfive 𝟱 \mbfsanssix 𝟲 \mbfsansseven 𝟳 \mbfsanseight 𝟴 \mbfsansnine 𝟵 \mttzero 𝟶 \mttone 𝟷 \mtttwo 𝟸 \mttthree 𝟹 \mttfour 𝟺 \mttfive 𝟻 \mttsix 𝟼 \mttseven 𝟽 \mtteight 𝟾 \mttnine 𝟿 ################################################################################ END_TABLE