### 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	♧
\quabla	�
\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	�
\box	�?�
\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	⫿
\square	�
\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

