Unicode characters and corresponding LaTeX math mode commands

Copyright: © 2011 Günter Milde
Date: Last revised 2011-11-08
Licence: This work may be distributed and/or modified under the conditions of the LaTeX Project Public License, either version 1.3 of this license or (at your option) any later version.

This is a mapping of mathematical Unicode characters to corresponding (La)TeX commands.

While the contents of this file represent the best information available to the author as of the date referenced above, it contains omissions and maybe errors. It is likely that the information in this file will change from time to time.

The character encoding of the file is UTF-8.

Contents

Each data record consists of 8 fields. Fields are delimited by “^”. Spaces adjacent to the delimiter are not significant. The number and type of fields in this file may change in future versions.

code point (Unicode character number)

There may be more than one record for one code point, if there are different TeX commands for the same character. (changed 2015-09-21, before the code point was unique.)
literal character (UTF-8 encoded)
(La)TeX command

Preferred representation of the character in (La)TeX. Alternative commands are listed in the comments field.
Unicode math character class (after MathClassEx).

The class can be one of:

N

Normal- includes all digits and symbols requiring only one form

A

Alphabetic

B

Binary

C

Closing – usually paired with opening delimiter

D

Diacritic

F

Fence - unpaired delimiter (often used as opening or closing)

G

Glyph_Part- piece of large operator

L

Large -n-ary or Large operator, often takes limits

O

Opening – usually paired with closing delimiter

P

Punctuation

R

Relation- includes arrows

S

Space

U

Unary – operators that are only unary

V

Vary – operators that can be unary or binary depending on context

X

Special –characters not covered by other classes

C, O, and F operators are stretchy. In addition some binary operators, such as 002F are stretchy as noted in the descriptive comments. The classes are also useful in determining extra spacing around the operators as discussed in UTR#25.
TeX math category (after unimath-symbols)
requirements and conflicts

Space delimited list of LaTeX packages or features1 providing the LaTeX command or conflicting with it.

Packages/features preceded by a HYPHEN-MINUS (-) use the command for a different character or purpose.

To save space, packages providing/modifying (almost) all commands of a feature or another package are not listed here but in the packages.txt file.

1

A feature can be a set of commands common to several packages, (e.g. mathbb or slantedGreek) or a constraint (e.g. literal mapping plain characters to upright face).

descriptive comments

The descriptive comments provide more information about the character, or its specific appearance or use.

Some descriptions contain references to related commands, marked by a character describing the relation

=

equals (alias commands),

#

approx (compat mapping, different character with same glyph),

x

→ cross reference/see also (related, false friends, and name clashes),

t

text (text mode command),

followed by requirements in parantheses, and delimited by commas.

Comments in UPPERCASE are Unicode character names

Basic Latin

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
00021	!	!	\exclam	N	mathpunct	*	EXCLAMATION MARK
00023	#	\#	\octothorpe	N	mathord	-oz	# \# (oz), NUMBER SIGN
00024	$	\$	\mathdollar	N	mathord	*	= \mathdollar, DOLLAR SIGN
00025	%	\%	\percent	N	mathord	*	PERCENT SIGN
00026	&	\&	\ampersand	N	mathord	*	# \binampersand (stmaryrd)
00028	(	(	\lparen	O	mathopen	*	LEFT PARENTHESIS
00029	)	)	\rparen	C	mathclose	*	RIGHT PARENTHESIS
0002A	*	*		N	mathord	*	# \ast, (high) ASTERISK, star
0002B	+	+	\plus	V	mathbin	*	PLUS SIGN
0002C	,	,	\comma	P	mathpunct	*	COMMA
0002D	-			N	mathbin		t -, HYPHEN-MINUS (deprecated for math)
0002E	.	.	\period	P	mathalpha	*	FULL STOP, period
0002F	/	/	\mathslash	B	mathord	*	# \slash, SOLIDUS
00030	0	0		N	mathord	*	DIGIT ZERO
00031	1	1		N	mathord	*	DIGIT ONE
00032	2	2		N	mathord	*	DIGIT TWO
00033	3	3		N	mathord	*	DIGIT THREE
00034	4	4		N	mathord	*	DIGIT FOUR
00035	5	5		N	mathord	*	DIGIT FIVE
00036	6	6		N	mathord	*	DIGIT SIX
00037	7	7		N	mathord	*	DIGIT SEVEN
00038	8	8		N	mathord	*	DIGIT EIGHT
00039	9	9		N	mathord	*	DIGIT NINE
0003A	:	:	\mathcolon	P	mathpunct	-literal	= \colon (literal), COLON (not ratio)
0003B	;	;	\semicolon	P	mathpunct	*	SEMICOLON p:
0003C	<	<	\less	R	mathrel	*	LESS-THAN SIGN r:
0003D	=	=	\equal	R	mathrel	*	EQUALS SIGN r:
0003E	>	>	\greater	R	mathrel	*	GREATER-THAN SIGN r:
0003F	?	?	\question	P	mathord	*	QUESTION MARK
00040	@	@	\atsign	N	mathord	*	at
00041	A	A		A	mathalpha	-literal	= \mathrm{A}, LATIN CAPITAL LETTER A
00042	B	B		A	mathalpha	-literal	= \mathrm{B}, LATIN CAPITAL LETTER B
00043	C	C		A	mathalpha	-literal	= \mathrm{C}, LATIN CAPITAL LETTER C
00044	D	D		A	mathalpha	-literal	= \mathrm{D}, LATIN CAPITAL LETTER D
00045	E	E		A	mathalpha	-literal	= \mathrm{E}, LATIN CAPITAL LETTER E
00046	F	F		A	mathalpha	-literal	= \mathrm{F}, LATIN CAPITAL LETTER F
00047	G	G		A	mathalpha	-literal	= \mathrm{G}, LATIN CAPITAL LETTER G
00048	H	H		A	mathalpha	-literal	= \mathrm{H}, LATIN CAPITAL LETTER H
00049	I	I		A	mathalpha	-literal	= \mathrm{I}, LATIN CAPITAL LETTER I
0004A	J	J		A	mathalpha	-literal	= \mathrm{J}, LATIN CAPITAL LETTER J
0004B	K	K		A	mathalpha	-literal	= \mathrm{K}, LATIN CAPITAL LETTER K
0004C	L	L		A	mathalpha	-literal	= \mathrm{L}, LATIN CAPITAL LETTER L
0004D	M	M		A	mathalpha	-literal	= \mathrm{M}, LATIN CAPITAL LETTER M
0004E	N	N		A	mathalpha	-literal	= \mathrm{N}, LATIN CAPITAL LETTER N
0004F	O	O		A	mathalpha	-literal	= \mathrm{O}, LATIN CAPITAL LETTER O
00050	P	P		A	mathalpha	-literal	= \mathrm{P}, LATIN CAPITAL LETTER P
00051	Q	Q		A	mathalpha	-literal	= \mathrm{Q}, LATIN CAPITAL LETTER Q
00052	R	R		A	mathalpha	-literal	= \mathrm{R}, LATIN CAPITAL LETTER R
00053	S	S		A	mathalpha	-literal	= \mathrm{S}, LATIN CAPITAL LETTER S
00054	T	T		A	mathalpha	-literal	= \mathrm{T}, LATIN CAPITAL LETTER T
00055	U	U		A	mathalpha	-literal	= \mathrm{U}, LATIN CAPITAL LETTER U
00056	V	V		A	mathalpha	-literal	= \mathrm{V}, LATIN CAPITAL LETTER V
00057	W	W		A	mathalpha	-literal	= \mathrm{W}, LATIN CAPITAL LETTER W
00058	X	X		A	mathalpha	-literal	= \mathrm{X}, LATIN CAPITAL LETTER X
00059	Y	Y		A	mathalpha	-literal	= \mathrm{Y}, LATIN CAPITAL LETTER Y
0005A	Z	Z		A	mathalpha	-literal	= \mathrm{Z}, LATIN CAPITAL LETTER Z
0005B	[	\lbrack	\lbrack	O	mathopen	*	LEFT SQUARE BRACKET
0005C	\	\backslash	\backslash	B	mathord	*	REVERSE SOLIDUS
0005D	]	\rbrack	\rbrack	C	mathclose	*	RIGHT SQUARE BRACKET
0005E	^	\sphat		N	mathord	amsxtra	CIRCUMFLEX ACCENT, TeX superscript operator
0005F	_	\_		N	mathord	*	LOW LINE, TeX subscript operator
00060	`			D	mathord		grave, alias for 0300
00061	a	a		A	mathalpha	-literal	= \mathrm{a}, LATIN SMALL LETTER A
00062	b	b		A	mathalpha	-literal	= \mathrm{b}, LATIN SMALL LETTER B
00063	c	c		A	mathalpha	-literal	= \mathrm{c}, LATIN SMALL LETTER C
00064	d	d		A	mathalpha	-literal	= \mathrm{d}, LATIN SMALL LETTER D
00065	e	e		A	mathalpha	-literal	= \mathrm{e}, LATIN SMALL LETTER E
00066	f	f		A	mathalpha	-literal	= \mathrm{f}, LATIN SMALL LETTER F
00067	g	g		A	mathalpha	-literal	= \mathrm{g}, LATIN SMALL LETTER G
00068	h	h		A	mathalpha	-literal	= \mathrm{h}, LATIN SMALL LETTER H
00069	i	i		A	mathalpha	-literal	= \mathrm{i}, LATIN SMALL LETTER I
0006A	j	j		A	mathalpha	-literal	= \mathrm{j}, LATIN SMALL LETTER J
0006B	k	k		A	mathalpha	-literal	= \mathrm{k}, LATIN SMALL LETTER K
0006C	l	l		A	mathalpha	-literal	= \mathrm{l}, LATIN SMALL LETTER L
0006D	m	m		A	mathalpha	-literal	= \mathrm{m}, LATIN SMALL LETTER M
0006E	n	n		A	mathalpha	-literal	= \mathrm{n}, LATIN SMALL LETTER N
0006F	o	o		A	mathalpha	-literal	= \mathrm{o}, LATIN SMALL LETTER O
00070	p	p		A	mathalpha	-literal	= \mathrm{p}, LATIN SMALL LETTER P
00071	q	q		A	mathalpha	-literal	= \mathrm{q}, LATIN SMALL LETTER Q
00072	r	r		A	mathalpha	-literal	= \mathrm{r}, LATIN SMALL LETTER R
00073	s	s		A	mathalpha	-literal	= \mathrm{s}, LATIN SMALL LETTER S
00074	t	t		A	mathalpha	-literal	= \mathrm{t}, LATIN SMALL LETTER T
00075	u	u		A	mathalpha	-literal	= \mathrm{u}, LATIN SMALL LETTER U
00076	v	v		A	mathalpha	-literal	= \mathrm{v}, LATIN SMALL LETTER V
00077	w	w		A	mathalpha	-literal	= \mathrm{w}, LATIN SMALL LETTER W
00078	x	x		A	mathalpha	-literal	= \mathrm{x}, LATIN SMALL LETTER X
00079	y	y		A	mathalpha	-literal	= \mathrm{y}, LATIN SMALL LETTER Y
0007A	z	z		A	mathalpha	-literal	= \mathrm{z}, LATIN SMALL LETTER Z
0007B	{	\{	\lbrace	O	mathopen	*	= \lbrace, LEFT CURLY BRACKET
0007C	\|	\|	\vert	F	mathfence	*	= \vert, vertical bar
0007D	}	\}	\rbrace	C	mathclose	*	= \rbrace, RIGHT CURLY BRACKET
0007E	~	\sptilde		N	mathord	amsxtra	# \sim, TILDE

Latin-1 Supplement

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
000A0				S			nbsp
000A1	¡			P			iexcl
000A2	¢	\cent		N	mathord	wasysym	= \mathcent (txfonts), cent
000A3	£	\pounds	\sterling	N	mathord	-fourier, -fouriernc, -omlmathit	= \mathsterling (txfonts), POUND SIGN, fourier prints a dollar sign
000A4	¤			N	mathord		t \currency (wasysym), curren
000A5	¥	\yen	\yen	N	mathord	MnSymbol, amsfonts, amssymb, oz	YEN SIGN
000A6	¦			N	mathord		brvbar (vertical)
000A7	§			N	mathord		sect
000A8	¨	\spddot		D	mathord	amsxtra	Dot /die, alias for 0308
000AC	¬	\neg	\neg	U	mathord	*	= \lnot, NOT SIGN
000AE	®	\circledR		X	mathord	MnSymbol, amsfonts, amssymb, mathdesign, oz	REGISTERED SIGN
000AF	¯			D	mathord		macr, alias for 0304
000B0	°			N	mathord		deg
000B1	±	\pm	\pm	V	mathbin	*	plus-or-minus sign
000B2	²			N	mathord		sup2
000B3	³			N	mathord		sup3
000B4	´			N	mathord		acute, alias for 0301
000B5	µ	\Micro		N	mathalpha	wrisym	= \tcmu (mathcomp), t \textmu (textcomp), # \mathrm{\mu} (omlmathrm), # \muup (kpfonts mathdesign), MICRO SIGN
000B6	¶			N	mathord		para (paragraph sign, pilcrow)
000B7	·		\cdotp	B	mathbin		# \cdot, x \centerdot, b: MIDDLE DOT
000B9	¹			N	mathord		sup1
000BC	¼			N	mathord		frac14
000BD	½			N	mathord		frac12
000BE	¾			N	mathord		frac34
000BF	¿			P			iquest
000D7	×	\times	\times	B	mathbin	*	MULTIPLICATION SIGN, z notation Cartesian product
000F0	ð	\eth	\matheth		mathalpha	amssymb, arevmath, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	eth
000F7	÷	\div	\div	B	mathbin	*	divide sign

Latin Extended-A

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
00131	ı	\imath		A	mathalpha	-literal	imath

Latin Extended-B

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
001B5	Ƶ		\Zbar		mathord		impedance
00237	ȷ	\jmath		A	mathalpha	-literal	jmath

Spacing Modifier Letters

no.	chr	cls	category	comments
002C6	ˆ	D	mathalpha	circ, alias for 0302
002C7	ˇ	D	mathalpha	CARON, alias for 030C
002D8	˘	D	mathord	BREVE, alias for 0306
002D9	˙	D	mathord	dot, alias for 0307
002DA	˚	D	mathord	ring, alias for 030A
002DC	˜	D	mathord	tilde, alias for 0303

Combining Diacritical Marks

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
00300	̀	\grave	\grave	D	mathaccent	*	grave accent
00301	́	\acute	\acute	D	mathaccent	*	acute accent
00302	̂	\hat	\hat	D	mathaccent	*	# \widehat (amssymb), circumflex accent
00303	̃	\tilde	\tilde	D	mathaccent	*	# \widetilde (yhmath, fourier), tilde
00304	̄	\bar	\bar	D	mathaccent	*	macron
00305	̅	\overline	\overbar	D	mathaccent	*	overbar embellishment
00306	̆	\breve	\breve	D	mathaccent	*	breve
00307	̇	\dot	\dot	D	mathaccent	-oz	= \Dot (wrisym), dot above
00308	̈	\ddot	\ddot	D	mathaccent	*	= \DDot (wrisym), dieresis
00309	̉		\ovhook		mathaccent		COMBINING HOOK ABOVE
0030A	̊	\mathring	\ocirc	D	mathaccent	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \ring (yhmath), ring
0030C	̌	\check	\check	D	mathaccent	*	caron
00310	̐		\candra		mathaccent		candrabindu (non-spacing)
00311	̑			D	mathaccent		COMBINING INVERTED BREVE
00312	̒		\oturnedcomma		mathaccent		COMBINING TURNED COMMA ABOVE
00315	̕		\ocommatopright		mathaccent		COMBINING COMMA ABOVE RIGHT
0031A	̚		\droang		mathaccent		left angle above (non-spacing)
00323	̣			D	mathaccent		COMBINING DOT BELOW
0032C	̬			D	mathaccent		COMBINING CARON BELOW
0032D	̭			D	mathaccent		COMBINING CIRCUMFLEX ACCENT BELOW
0032E	̮			D	mathaccent		COMBINING BREVE BELOW
0032F	̯			D	mathaccent		COMBINING INVERTED BREVE BELOW
00330	̰	\utilde	\wideutilde	D	mathaccent	undertilde	under tilde accent (multiple characters and non-spacing)
00331	̱	\underbar	\underbar	D	mathaccent	*	COMBINING MACRON BELOW
00332	̲	\underline		D	mathaccent	*	COMBINING LOW LINE
00333	̳			D	mathaccent		2lowbar
00338	̸	\not	\not	D	mathaccent	*	COMBINING LONG SOLIDUS OVERLAY
0033A	̺			D	mathaccent		COMBINING INVERTED BRIDGE BELOW
0033F	̿			D	mathaccent		COMBINING DOUBLE OVERLINE
00346	͆			D	mathaccent		COMBINING BRIDGE ABOVE

Greek and Coptic

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
00391	Α		\upAlpha	A	mathalpha		capital alpha, greek
00392	Β		\upBeta	A	mathalpha		capital beta, greek
00393	Γ	\Gamma	\upGamma	A	mathalpha	-literal	= \Gamma (-slantedGreek), = \mathrm{\Gamma}, capital gamma, greek
00394	Δ	\Delta	\upDelta	A	mathalpha	-literal	= \Delta (-slantedGreek), = \mathrm{\Delta}, capital delta, greek
00395	Ε		\upEpsilon	A	mathalpha		capital epsilon, greek
00396	Ζ		\upZeta	A	mathalpha		capital zeta, greek
00397	Η		\upEta	A	mathalpha		capital eta, greek
00398	Θ	\Theta	\upTheta	A	mathalpha	-literal	= \Theta (-slantedGreek), = \mathrm{\Theta}, capital theta, greek
00399	Ι		\upIota	A	mathalpha		capital iota, greek
0039A	Κ		\upKappa	A	mathalpha		capital kappa, greek
0039B	Λ	\Lambda	\upLambda	A	mathalpha	-literal	= \Lambda (-slantedGreek), = \mathrm{\Lambda}, capital lambda, greek
0039C	Μ		\upMu	A	mathalpha		capital mu, greek
0039D	Ν		\upNu	A	mathalpha		capital nu, greek
0039E	Ξ	\Xi	\upXi	A	mathalpha	-literal	= \Xi (-slantedGreek), = \mathrm{\Xi}, capital xi, greek
0039F	Ο		\upOmicron	A	mathalpha		capital omicron, greek
003A0	Π	\Pi	\upPi	A	mathalpha	-literal	= \Pi (-slantedGreek), = \mathrm{\Pi}, capital pi, greek
003A1	Ρ		\upRho	A	mathalpha		capital rho, greek
003A3	Σ	\Sigma	\upSigma	A	mathalpha	-literal	= \Sigma (-slantedGreek), = \mathrm{\Sigma}, capital sigma, greek
003A4	Τ		\upTau	A	mathalpha		capital tau, greek
003A5	Υ	\Upsilon	\upUpsilon	A	mathalpha	-literal	= \Upsilon (-slantedGreek), = \mathrm{\Upsilon}, capital upsilon, greek
003A6	Φ	\Phi	\upPhi	A	mathalpha	-literal	= \Phi (-slantedGreek), = \mathrm{\Phi}, capital phi, greek
003A7	Χ		\upChi	A	mathalpha		capital chi, greek
003A8	Ψ	\Psi	\upPsi	A	mathalpha	-literal	= \Psi (-slantedGreek), = \mathrm{\Psi}, capital psi, greek
003A9	Ω	\Omega	\upOmega	A	mathalpha	-literal	= \Omega (-slantedGreek), = \mathrm{\Omega}, capital omega, greek
003B1	α	\alpha	\upalpha	A	mathalpha	-literal	= \mathrm{\alpha} (omlmathrm), = \alphaup (kpfonts mathdesign), = \upalpha (upgreek), alpha, greek
003B2	β	\beta	\upbeta	A	mathalpha	-literal	= \mathrm{\beta} (omlmathrm), = \betaup (kpfonts mathdesign), = \upbeta (upgreek), beta, greek
003B3	γ	\gamma	\upgamma	A	mathalpha	-literal	= \mathrm{\gamma} (omlmathrm), = \gammaup (kpfonts mathdesign), = \upgamma (upgreek), gamma, greek
003B4	δ	\delta	\updelta	A	mathalpha	-literal	= \mathrm{\delta} (omlmathrm), = \deltaup (kpfonts mathdesign), = \updelta (upgreek), delta, greek
003B5	ε	\varepsilon	\upepsilon	A	mathalpha	-literal	= \mathrm{\varepsilon} (omlmathrm), = \varepsilonup (kpfonts mathdesign), = \upepsilon (upgreek), rounded epsilon, greek
003B6	ζ	\zeta	\upzeta	A	mathalpha	-literal	= \mathrm{\zeta} (omlmathrm), = \zetaup (kpfonts mathdesign), = \upzeta (upgreek), zeta, greek
003B7	η	\eta	\upeta	A	mathalpha	-literal	= \mathrm{\eta} (omlmathrm), = \etaup (kpfonts mathdesign), = \upeta (upgreek), eta, greek
003B8	θ	\theta	\uptheta	A	mathalpha	-literal	= \mathrm{\theta} (omlmathrm), = \thetaup (kpfonts mathdesign), straight theta, = \uptheta (upgreek), theta, greek
003B9	ι	\iota	\upiota	A	mathalpha	-literal	= \mathrm{\iota} (omlmathrm), = \iotaup (kpfonts mathdesign), = \upiota (upgreek), iota, greek
003BA	κ	\kappa	\upkappa	A	mathalpha	-literal	= \mathrm{\kappa} (omlmathrm), = \kappaup (kpfonts mathdesign), = \upkappa (upgreek), kappa, greek
003BB	λ	\lambda	\uplambda	A	mathalpha	-literal	= \mathrm{\lambda} (omlmathrm), = \lambdaup (kpfonts mathdesign), = \uplambda (upgreek), lambda, greek
003BC	μ	\mu	\upmu	A	mathalpha	-literal	= \mathrm{\mu} (omlmathrm), = \muup (kpfonts mathdesign), = \upmu (upgreek), mu, greek
003BD	ν	\nu	\upnu	A	mathalpha	-literal	= \mathrm{\nu} (omlmathrm), = \nuup (kpfonts mathdesign), = \upnu (upgreek), nu, greek
003BE	ξ	\xi	\upxi	A	mathalpha	-literal	= \mathrm{\xi} (omlmathrm), = \xiup (kpfonts mathdesign), = \upxi (upgreek), xi, greek
003BF	ο		\upomicron	A	mathalpha		small omicron, greek
003C0	π	\pi	\uppi	A	mathalpha	-literal	= \mathrm{\pi} (omlmathrm), = \piup (kpfonts mathdesign), = \uppi (upgreek), pi, greek
003C1	ρ	\rho	\uprho	A	mathalpha	-literal	= \mathrm{\rho} (omlmathrm), = \rhoup (kpfonts mathdesign), = \uprho (upgreek), rho, greek
003C2	ς	\varsigma	\upvarsigma		mathalpha	-literal	= \mathrm{\varsigma} (omlmathrm), = \varsigmaup (kpfonts mathdesign), = \upvarsigma (upgreek), terminal sigma, greek
003C3	σ	\sigma	\upsigma	A	mathalpha	-literal	= \mathrm{\sigma} (omlmathrm), = \sigmaup (kpfonts mathdesign), = \upsigma (upgreek), sigma, greek
003C4	τ	\tau	\uptau	A	mathalpha	-literal	= \mathrm{\tau} (omlmathrm), = \tauup (kpfonts mathdesign), = \uptau (upgreek), tau, greek
003C5	υ	\upsilon	\upupsilon	A	mathalpha	-literal	= \mathrm{\upsilon} (omlmathrm), = \upsilonup (kpfonts mathdesign), = \upupsilon (upgreek), upsilon, greek
003C6	φ	\varphi	\upvarphi	A	mathalpha	-literal	= \mathrm{\varphi} (omlmathrm), = \varphiup (kpfonts mathdesign), = \upvarphi (upgreek), curly or open phi, greek
003C7	χ	\chi	\upchi	A	mathalpha	-literal	= \mathrm{\chi} (omlmathrm), = \chiup (kpfonts mathdesign), = \upchi (upgreek), chi, greek
003C8	ψ	\psi	\uppsi	A	mathalpha	-literal	= \mathrm{\psi} (omlmathrm), = \psiup (kpfonts mathdesign), = \uppsi (upgreek), psi, greek
003C9	ω	\omega	\upomega	A	mathalpha	-literal	= \mathrm{\omega} (omlmathrm), = \omegaup (kpfonts mathdesign), = \upomega (upgreek), omega, greek
003D0	ϐ	\varbeta	\upvarbeta	A	mathalpha	arevmath	rounded beta, greek
003D1	ϑ	\vartheta	\upvartheta	A	mathalpha	-literal	= \mathrm{\vartheta} (omlmathrm), = \varthetaup (kpfonts mathdesign), curly or open theta
003D2	ϒ		\upUpsilon	A	mathalpha		# \mathrm{\Upsilon}, GREEK UPSILON WITH HOOK SYMBOL
003D5	ϕ	\phi	\upphi	A	mathalpha	-literal	= \mathrm{\phi} (omlmathrm), = \phiup (kpfonts mathdesign), GREEK PHI SYMBOL (straight)
003D6	ϖ	\varpi	\upvarpi	A	mathalpha	-literal	= \mathrm{\varpi} (omlmathrm), = \varpiup (kpfonts mathdesign), GREEK PI SYMBOL (pomega)
003D8	Ϙ	\Qoppa	\upoldKoppa	N	mathord	arevmath	= \Koppa (wrisym), t \Qoppa (LGR), GREEK LETTER ARCHAIC KOPPA
003D9	ϙ	\qoppa	\upoldkoppa	N	mathord	arevmath	= \koppa (wrisym), t \qoppa (LGR), GREEK SMALL LETTER ARCHAIC KOPPA
003DA	Ϛ	\Stigma	\upStigma	A	mathalpha	arevmath, wrisym	capital stigma
003DB	ϛ	\stigma	\upstigma	A	mathalpha	arevmath, wrisym	GREEK SMALL LETTER STIGMA
003DC	Ϝ	\Digamma	\upDigamma	A	mathalpha	wrisym, -MnSymbol, -amssymb, -kmath, -kpfonts, -mathabx, -mathdesign, -oz, -pxfonts, -txfonts	= \digamma (amssymb), capital digamma
003DD	ϝ	\digamma	\updigamma	A	mathalpha	arevmath, wrisym	GREEK SMALL LETTER DIGAMMA
003DE	Ϟ	\Koppa	\upKoppa		mathalpha	arevmath	capital koppa
003DF	ϟ	\koppa	\upkoppa		mathalpha	arevmath	GREEK SMALL LETTER KOPPA
003E0	Ϡ	\Sampi	\upSampi	A	mathalpha	arevmath, wrisym	capital sampi
003E1	ϡ	\sampi	\upsampi	A	mathalpha	arevmath	# \sampi (wrisym), GREEK SMALL LETTER SAMPI
003F0	ϰ	\varkappa	\upvarkappa	A	mathalpha	amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	GREEK KAPPA SYMBOL (round)
003F1	ϱ	\varrho	\upvarrho	A	mathalpha	-literal	= \mathrm{\varrho} (omlmathrm), = \varrhoup (kpfonts mathdesign), GREEK RHO SYMBOL (round)
003F4	ϴ		\upvarTheta	A	mathalpha		x \varTheta (amssymb), GREEK CAPITAL THETA SYMBOL
003F5	ϵ	\epsilon	\upvarepsilon	A	mathalpha	-literal	= \mathrm{\epsilon} (omlmathrm), = \epsilonup (kpfonts mathdesign), GREEK LUNATE EPSILON SYMBOL
003F6	϶	\backepsilon	\upbackepsilon	N	mathord	amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts, wrisym	GREEK REVERSED LUNATE EPSILON SYMBOL

Cyrillic

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
00428	Ш			A	mathalpha		t \CYRSHA (T2A), Shcy, CYRILLIC CAPITAL LETTER SHA

General Punctuation

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
02000				S			enquad
02001		\quad		S		*	emquad
02002				S			ensp (half an em)
02003				S			emsp
02004				S			THREE-PER-EM SPACE
02005				S			FOUR-PER-EM SPACE, mid space
02006				S			SIX-PER-EM SPACE
02007				S			FIGURE SPACE
02009				S			THIN SPACE
0200A				S			HAIR SPACE
0200B				S			# \hspace{0pt}, zwsp
02010	‐			P	mathord		HYPHEN (true graphic)
02012	‒			P	mathord		dash
02013	–			P	mathord		ndash
02014	—			P	mathord		mdash
02015	―		\horizbar		mathord		HORIZONTAL BAR
02016	‖	\\|	\Vert	F	mathfence	*	= \Vert, double vertical bar
02017	‗		\twolowline		mathord		DOUBLE LOW LINE (spacing)
02020	†	\dagger	\dagger	N	mathbin	*	DAGGER relation
02021	‡	\ddagger	\ddagger	N	mathbin	*	DOUBLE DAGGER relation
02022	•	\bullet	\smblkcircle	B	mathbin	*	BULLET (small, filled)
02025	‥		\enleadertwodots		mathord		double baseline dot (en leader)
02026	…	\ldots	\unicodeellipsis	N	mathord	*	ellipsis (horizontal)
02032	′	\prime	\prime	N	mathord	*	PRIME or minute, not superscripted
02033	″	\second	\dprime	N	mathord	mathabx	DOUBLE PRIME or second, not superscripted
02034	‴	\third	\trprime	N	mathord	mathabx	TRIPLE PRIME (not superscripted)
02035	‵	\backprime	\backprime	N	mathord	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	reverse prime, not superscripted
02036	‶		\backdprime	N	mathord		double reverse prime, not superscripted
02037	‷		\backtrprime	N	mathord		triple reverse prime, not superscripted
02038	‸		\caretinsert		mathord		CARET (insertion mark)
0203B	※			N			REFERENCE MARK, Japanese kome jirushi
0203C	‼		\Exclam	N	mathord		# !!, DOUBLE EXCLAMATION MARK
02040	⁀	\cat	\tieconcat	B	mathbin	oz	CHARACTER TIE, z notation sequence concatenation
02043	⁃		\hyphenbullet		mathord		rectangle, filled (HYPHEN BULLET)
02044	⁄		\fracslash	B	mathbin		# /, FRACTION SLASH
02047	⁇		\Question		mathord		# ??, DOUBLE QUESTION MARK
0204E	⁎			B	mathbin		# \ast, lowast, LOW ASTERISK
0204F	⁏			R			bsemi, REVERSED SEMICOLON
02050	⁐		\closure	R	mathrel		CLOSE UP (editing mark)
02051	⁑			N			Ast
02052	⁒			N	mathord		# ./., COMMERCIAL MINUS SIGN
02057	⁗	\fourth	\qprime	N	mathord	mathabx	QUADRUPLE PRIME, not superscripted
0205F		\:		S		*	= \medspace (amsmath), MEDIUM MATHEMATICAL SPACE, four-eighteenths of an em
02061	⁡			B			FUNCTION APPLICATION
02062	⁢			B			INVISIBLE TIMES
02063	⁣			P			INVISIBLE SEPARATOR
02064	⁤			X			INVISIBLE PLUS

Superscripts and Subscripts

no.	chr	cls	category	comments
0207A	⁺	N	mathord	SUPERSCRIPT PLUS SIGN subscript operators
0207B	⁻	N	mathord	SUPERSCRIPT MINUS subscript operators
0207C	⁼	N	mathord	SUPERSCRIPT EQUALS SIGN subscript operators
0207D	⁽	N	mathopen	SUPERSCRIPT LEFT PARENTHESIS subscript operators
0207E	⁾	N	mathclose	SUPERSCRIPT RIGHT PARENTHESIS subscript operators
0208A	₊	N	mathord	SUBSCRIPT PLUS SIGN superscript operators
0208B	₋	N	mathord	SUBSCRIPT MINUS superscript operators
0208C	₌	N	mathord	SUBSCRIPT EQUALS SIGN superscript operators
0208D	₍	N	mathopen	SUBSCRIPT LEFT PARENTHESIS superscript operators
0208E	₎	N	mathclose	SUBSCRIPT RIGHT PARENTHESIS superscript operators

Currency Symbols

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
020AC	€		\euro		mathord		EURO SIGN

Combining Diacritical Marks for Symbols

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
020D0	x⃐	\lvec	\leftharpoonaccent	D	mathaccent	wrisym	COMBINING LEFT HARPOON ABOVE
020D1	x⃑	\vec	\rightharpoonaccent	D	mathaccent	wrisym	COMBINING RIGHT HARPOON ABOVE
020D2	x⃒		\vertoverlay	D	mathaccent		COMBINING LONG VERTICAL LINE OVERLAY
020D3	x⃓			X	mathaccent		COMBINING SHORT VERTICAL LINE OVERLAY
020D4	x⃔			D	mathaccent		COMBINING ANTICLOCKWISE ARROW ABOVE
020D6	x⃖	\LVec	\overleftarrow	D	mathaccent	wrisym	# \overleftarrow, COMBINING LEFT ARROW ABOVE
020D7	x⃗	\vec	\vec	D	mathaccent	-wrisym	= \Vec (wrisym), # \overrightarrow, COMBINING RIGHT ARROW ABOVE
020D8	x⃘			D	mathaccent		COMBINING RING OVERLAY
020D9	x⃙			D	mathaccent		COMBINING CLOCKWISE RING OVERLAY
020DA	x⃚			D	mathaccent		COMBINING ANTICLOCKWISE RING OVERLAY
020DB	x⃛	\dddot	\dddot	D	mathaccent	amsmath, kpfonts	= \DDDot (wrisym), COMBINING THREE DOTS ABOVE
020DC	x⃜	\ddddot	\ddddot	D	mathaccent	amsmath, kpfonts	COMBINING FOUR DOTS ABOVE
020DD	x⃝		\enclosecircle	D	mathaccent		COMBINING ENCLOSING CIRCLE
020DE	x⃞		\enclosesquare	D	mathaccent		COMBINING ENCLOSING SQUARE
020DF	x⃟		\enclosediamond	D	mathaccent		COMBINING ENCLOSING DIAMOND
020E1	x⃡	\overleftrightarrow	\overleftrightarrow	D	mathaccent	amsmath, kpfonts	COMBINING LEFT RIGHT ARROW ABOVE
020E4	x⃤		\enclosetriangle	D	mathaccent		COMBINING ENCLOSING UPWARD POINTING TRIANGLE
020E5	x⃥			D	mathaccent		COMBINING REVERSE SOLIDUS OVERLAY
020E6	x⃦			D	mathaccent		COMBINING DOUBLE VERTICAL STROKE OVERLAY, z notation finite function diacritic
020E7	x⃧		\annuity	D	mathaccent		COMBINING ANNUITY SYMBOL
020E8	x⃨		\threeunderdot	D	mathaccent		COMBINING TRIPLE UNDERDOT
020E9	x⃩		\widebridgeabove	D	mathaccent		COMBINING WIDE BRIDGE ABOVE
020EA	x⃪			D	mathaccent		COMBINING LEFTWARDS ARROW OVERLAY
020EB	x⃫			D	mathaccent		COMBINING LONG DOUBLE SOLIDUS OVERLAY
020EC	x⃬		\underrightharpoondown	D	mathaccent		COMBINING RIGHTWARDS HARPOON WITH BARB DOWNWARDS
020ED	x⃭		\underleftharpoondown	D	mathaccent		COMBINING LEFTWARDS HARPOON WITH BARB DOWNWARDS
020EE	x⃮	\underleftarrow	\underleftarrow	D	mathaccent	amsmath, kpfonts	COMBINING LEFT ARROW BELOW
020EF	x⃯	\underrightarrow	\underrightarrow	D	mathaccent	amsmath, kpfonts	COMBINING RIGHT ARROW BELOW
020F0	x⃰		\asteraccent		mathaccent		COMBINING ASTERISK ABOVE

Letterlike Symbols

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
02102	ℂ	\mathbb{C}	\BbbC	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{C} (dsfont), open face C
02107	ℇ	\Euler	\Eulerconst	N	mathord	wrisym	EULER CONSTANT
0210A	ℊ	\mathcal{g}	\mscrg	A	mathalpha	urwchancal, wrisym	/scr g, script small letter g
0210B	ℋ	\mathcal{H}	\mscrH	A	mathalpha	*	hamiltonian (script capital H)
0210C	ℌ	\mathfrak{H}	\mfrakH	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	/frak H, black-letter capital H
0210D	ℍ	\mathbb{H}	\BbbH	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{H} (dsfont), open face capital H
0210E	ℎ		\Planckconst	N	mathord		# h, Planck constant
0210F	ℏ	\hslash	\hslash	N	mathalpha	MnSymbol, amssymb, arevmath, fourier, fouriernc, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	=\HBar (wrisym), #\hbar, Planck’s h over 2pi
02110	ℐ	\mathcal{I}	\mscrI	A	mathalpha	*	/scr I, script capital I
02111	ℑ	\Im	\Im	A	mathalpha	*	= \mathfrak{I} (eufrak), imaginary part
02112	ℒ	\mathcal{L}	\mscrL	A	mathalpha	*	lagrangian (script capital L)
02113	ℓ	\ell	\ell	A	mathalpha	*	cursive small l
02115	ℕ	\mathbb{N}	\BbbN	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{N} (dsfont), open face N
02118	℘	\wp	\wp	A	mathalpha	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	weierstrass p
02119	ℙ	\mathbb{P}	\BbbP	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{P} (dsfont), open face P
0211A	ℚ	\mathbb{Q}	\BbbQ	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{Q} (dsfont), open face Q
0211B	ℛ	\mathcal{R}	\mscrR	A	mathalpha	*	/scr R, script capital R
0211C	ℜ	\Re	\Re	A	mathalpha	*	= \mathfrak{R} (eufrak), real part
0211D	ℝ	\mathbb{R}	\BbbR	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{R} (dsfont), open face R
02124	ℤ	\mathbb{Z}	\BbbZ	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{Z} (dsfont), open face Z
02126	Ω	\tcohm		N	mathalpha	mathcomp	# \mathrm{\Omega}, ohm (deprecated in math, use greek letter)
02127	℧	\mho	\mho	N	mathord	amsfonts, amssymb, arevmath, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	= \Mho (wrisym), t \agemO (wasysym), conductance
02128	ℨ	\mathfrak{Z}	\mfrakZ	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	/frak Z, black-letter capital Z
02129	℩		\turnediota	N	mathalpha		turned iota
0212B	Å	\Angstroem	\Angstrom	A	mathalpha	wrisym	# \mathring{\mathrm{A}}, Ångström capital A with ring
0212C	ℬ	\mathcal{B}	\mscrB	A	mathalpha	*	bernoulli function (script capital B)
0212D	ℭ	\mathfrak{C}	\mfrakC	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	black-letter capital C
0212F	ℯ	\mathcal{e}	\mscre	A	mathalpha	urwchancal, wrisym	/scr e, script small letter e
02130	ℰ	\mathcal{E}	\mscrE	A	mathalpha	*	/scr E, script capital E
02131	ℱ	\mathcal{F}	\mscrF	A	mathalpha	*	/scr F, script capital F
02132	Ⅎ	\Finv	\Finv	N	mathord	amssymb, kmath, kpfonts, mathabx, mathdesign, pxfonts, txfonts	TURNED CAPITAL F
02133	ℳ	\mathcal{M}	\mscrM	A	mathalpha	*	physics m-matrix (SCRIPT CAPITAL M)
02134	ℴ	\mathcal{o}	\mscro	A	mathalpha	urwchancal, wrisym	order of (SCRIPT SMALL O)
02135	ℵ	\aleph	\aleph	A	mathalpha	*	aleph, hebrew
02136	ℶ	\beth	\beth	A	mathalpha	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts, wrisym	beth, hebrew
02137	ℷ	\gimel	\gimel	A	mathalpha	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts, wrisym	gimel, hebrew
02138	ℸ	\daleth	\daleth	A	mathalpha	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts, wrisym	daleth, hebrew
0213C	ℼ	\mathbb{pi}	\Bbbpi	A	mathord	mathbbol	\DoublePi (wrisym), DOUBLE-STRUCK SMALL PI
0213D	ℽ	\mathbb{gamma}	\Bbbgamma	A	mathalpha	mathbbol	\EulerGamma (wrisym), DOUBLE-STRUCK SMALL GAMMA
0213E	ℾ	\mathbb{Gamma}	\BbbGamma	N	mathalpha	mathbbol	DOUBLE-STRUCK CAPITAL GAMMA
0213F	ℿ	\mathbb{Pi}	\BbbPi	A	mathalpha	mathbbol	DOUBLE-STRUCK CAPITAL PI
02140	⅀	\mathbb{Sigma}	\Bbbsum	L	mathop	mathbbol	DOUBLE-STRUCK N-ARY SUMMATION
02141	⅁		\Game	N	mathord		# \Game (amssymb), TURNED SANS-SERIF CAPITAL G (amssymb has mirrored G)
02142	⅂		\sansLturned	N	mathord		TURNED SANS-SERIF CAPITAL L
02143	⅃		\sansLmirrored	N	mathord		REVERSED SANS-SERIF CAPITAL L
02144	⅄	\Yup	\Yup	N	mathord	stmaryrd	TURNED SANS-SERIF CAPITAL Y
02145	ⅅ	\CapitalDifferentialD	\mitBbbD	N	mathord	wrisym	= \DD (wrisym), DOUBLE-STRUCK ITALIC CAPITAL D
02146	ⅆ	\DifferentialD	\mitBbbd	N	mathord	wrisym	= \dd (wrisym), DOUBLE-STRUCK ITALIC SMALL D
02147	ⅇ	\ExponetialE	\mitBbbe	N	mathord	wrisym	= \ee (wrisym), DOUBLE-STRUCK ITALIC SMALL E
02148	ⅈ	\ComplexI	\mitBbbi	N	mathord	wrisym	= \ii (wrisym), DOUBLE-STRUCK ITALIC SMALL I
02149	ⅉ	\ComplexJ	\mitBbbj	N	mathord	wrisym	= \jj (wrisym), DOUBLE-STRUCK ITALIC SMALL J
0214A	⅊		\PropertyLine		mathord		PROPERTY LINE
0214B	⅋	\invamp	\upand	N	mathbin	kmath, pxfonts, txfonts	# \bindnasrepma (stmaryrd), TURNED AMPERSAND

Arrows

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
02190	←	\leftarrow	\leftarrow	R	mathrel	*	= \gets, a: leftward arrow
02191	↑	\uparrow	\uparrow	R	mathrel	*	upward arrow
02192	→	\rightarrow	\rightarrow	R	mathrel	*	= \to, = \tfun (oz), = \fun (oz), rightward arrow, z notation total function
02193	↓	\downarrow	\downarrow	R	mathrel	*	downward arrow
02194	↔	\leftrightarrow	\leftrightarrow	R	mathrel	-wrisym	= \rel (oz), LEFT RIGHT ARROW, z notation relation
02195	↕	\updownarrow	\updownarrow	R	mathrel	*	up and down arrow
02196	↖	\nwarrow	\nwarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	nw pointing arrow
02197	↗	\nearrow	\nearrow	R	mathrel	*	ne pointing arrow
02198	↘	\searrow	\searrow	R	mathrel	*	se pointing arrow
02199	↙	\swarrow	\swarrow	R	mathrel	*	sw pointing arrow
0219A	↚	\nleftarrow	\nleftarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	not left arrow
0219B	↛	\nrightarrow	\nrightarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	not right arrow
0219C	↜		\leftwavearrow	R	mathrel		left arrow-wavy
0219D	↝		\rightwavearrow	R	mathrel		right arrow-wavy
0219E	↞	\twoheadleftarrow	\twoheadleftarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	left two-headed arrow
0219F	↟		\twoheaduparrow	R	mathrel		up two-headed arrow
021A0	↠	\twoheadrightarrow	\twoheadrightarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	= \tsur (oz), = \surj (oz), right two-headed arrow, z notation total surjection
021A1	↡		\twoheaddownarrow	R	mathrel		down two-headed arrow
021A2	↢	\leftarrowtail	\leftarrowtail	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	left arrow-tailed
021A3	↣	\rightarrowtail	\rightarrowtail	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	= \tinj (oz), = \inj (oz), right arrow-tailed, z notation total injection
021A4	↤	\mapsfrom	\mapsfrom	R	mathrel	stmaryrd	= \mappedfrom (kpfonts), maps to, leftward
021A5	↥	\MapsUp	\mapsup	R	mathrel	wrisym	maps to, upward
021A6	↦	\mapsto	\mapsto	R	mathrel	*	maps to, rightward, z notation maplet
021A7	↧	\MapsDown	\mapsdown	R	mathrel	wrisym	maps to, downward
021A8	↨		\updownarrowbar	R	mathord		UP DOWN ARROW WITH BASE (perpendicular)
021A9	↩	\hookleftarrow	\hookleftarrow	R	mathrel	*	left arrow-hooked
021AA	↪	\hookrightarrow	\hookrightarrow	R	mathrel	*	right arrow-hooked
021AB	↫	\looparrowleft	\looparrowleft	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	left arrow-looped
021AC	↬	\looparrowright	\looparrowright	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	right arrow-looped
021AD	↭	\leftrightsquigarrow	\leftrightsquigarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	left and right arr-wavy
021AE	↮	\nleftrightarrow	\nleftrightarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	not left and right arrow
021AF	↯	\lightning	\downzigzagarrow	R	mathrel	stmaryrd, -wasysym	t \Lightning (marvosym), DOWNWARDS ZIGZAG ARROW
021B0	↰	\Lsh	\Lsh	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	a: UPWARDS ARROW WITH TIP LEFTWARDS
021B1	↱	\Rsh	\Rsh	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	a: UPWARDS ARROW WITH TIP RIGHTWARDS
021B2	↲	\dlsh	\Ldsh	R	mathrel	mathabx	left down angled arrow
021B3	↳	\drsh	\Rdsh	R	mathrel	mathabx	right down angled arrow
021B4	↴		\linefeed		mathord		RIGHTWARDS ARROW WITH CORNER DOWNWARDS
021B5	↵		\carriagereturn		mathord		downwards arrow with corner leftward = carriage return
021B6	↶	\curvearrowleft	\curvearrowleft	R	mathrel	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	left curved arrow
021B7	↷	\curvearrowright	\curvearrowright	R	mathrel	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	right curved arrow
021B8	↸		\barovernorthwestarrow		mathord		NORTH WEST ARROW TO LONG BAR
021B9	↹		\barleftarrowrightarrowba		mathord		LEFTWARDS ARROW TO BAR OVER RIGHTWARDS ARROW TO BAR
021BA	↺	\circlearrowleft	\acwopencirclearrow	R	mathord	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \leftturn (wasysym), ANTICLOCKWISE OPEN CIRCLE ARROW
021BB	↻	\circlearrowright	\cwopencirclearrow	R	mathord	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \rightturn (wasysym), CLOCKWISE OPEN CIRCLE ARROW
021BC	↼	\leftharpoonup	\leftharpoonup	R	mathrel	*	left harpoon-up
021BD	↽	\leftharpoondown	\leftharpoondown	R	mathrel	*	left harpoon-down
021BE	↾	\upharpoonright	\upharpoonright	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \restriction (amssymb), = \upharpoonrightup (wrisym), a: up harpoon-right
021BF	↿	\upharpoonleft	\upharpoonleft	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \upharpoonleftup (wrisym), up harpoon-left
021C0	⇀	\rightharpoonup	\rightharpoonup	R	mathrel	*	right harpoon-up
021C1	⇁	\rightharpoondown	\rightharpoondown	R	mathrel	*	right harpoon-down
021C2	⇂	\downharpoonright	\downharpoonright	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \upharpoonrightdown (wrisym), down harpoon-right
021C3	⇃	\downharpoonleft	\downharpoonleft	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \upharpoonleftdown (wrisym), down harpoon-left
021C4	⇄	\rightleftarrows	\rightleftarrows	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \rightleftarrow (wrisym), right arrow over left arrow
021C5	⇅	\updownarrows	\updownarrows	R	mathrel	mathabx	= \uparrowdownarrow (wrisym), up arrow, down arrow
021C6	⇆	\leftrightarrows	\leftrightarrows	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \leftrightarrow (wrisym), left arrow over right arrow
021C7	⇇	\leftleftarrows	\leftleftarrows	R	mathrel	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	two left arrows
021C8	⇈	\upuparrows	\upuparrows	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	two up arrows
021C9	⇉	\rightrightarrows	\rightrightarrows	R	mathrel	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	two right arrows
021CA	⇊	\downdownarrows	\downdownarrows	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	two down arrows
021CB	⇋	\leftrightharpoons	\leftrightharpoons	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \revequilibrium (wrisym), left harpoon over right
021CC	⇌	\rightleftharpoons	\rightleftharpoons	R	mathrel	*	= \equilibrium (wrisym), right harpoon over left
021CD	⇍	\nLeftarrow	\nLeftarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	not implied by
021CE	⇎	\nLeftrightarrow	\nLeftrightarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	not left and right double arrows
021CF	⇏	\nRightarrow	\nRightarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	not implies
021D0	⇐	\Leftarrow	\Leftarrow	R	mathrel	*	left double arrow
021D1	⇑	\Uparrow	\Uparrow	R	mathrel	*	up double arrow
021D2	⇒	\Rightarrow	\Rightarrow	R	mathrel	-marvosym	right double arrow
021D3	⇓	\Downarrow	\Downarrow	R	mathrel	*	down double arrow
021D4	⇔	\Leftrightarrow	\Leftrightarrow	R	mathrel	*	left and right double arrow
021D5	⇕	\Updownarrow	\Updownarrow	R	mathrel	*	up and down double arrow
021D6	⇖	\Nwarrow	\Nwarrow	R	mathrel	kmath, kpfonts, pxfonts, txfonts	nw pointing double arrow
021D7	⇗	\Nearrow	\Nearrow	R	mathrel	kmath, kpfonts, pxfonts, txfonts	ne pointing double arrow
021D8	⇘	\Searrow	\Searrow	R	mathrel	kmath, kpfonts, pxfonts, txfonts	se pointing double arrow
021D9	⇙	\Swarrow	\Swarrow	R	mathrel	kmath, kpfonts, pxfonts, txfonts	sw pointing double arrow
021DA	⇚	\Lleftarrow	\Lleftarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	left triple arrow
021DB	⇛	\Rrightarrow	\Rrightarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	right triple arrow
021DC	⇜	\leftsquigarrow	\leftsquigarrow	R	mathrel	kmath, kpfonts, mathabx, pxfonts, txfonts	LEFTWARDS SQUIGGLE ARROW
021DD	⇝	\rightsquigarrow	\rightsquigarrow	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	RIGHTWARDS SQUIGGLE ARROW
021DE	⇞		\nHuparrow	R	mathord		UPWARDS ARROW WITH DOUBLE STROKE
021DF	⇟		\nHdownarrow	R	mathord		DOWNWARDS ARROW WITH DOUBLE STROKE
021E0	⇠	\dashleftarrow	\leftdasharrow	R	mathord	MnSymbol, amsfonts, amssymb, kmath, kpfonts, mathdesign, pxfonts, txfonts	LEFTWARDS DASHED ARROW
021E1	⇡		\updasharrow	R	mathord		UPWARDS DASHED ARROW
021E2	⇢	\dashrightarrow	\rightdasharrow	R	mathord	MnSymbol, amsfonts, amssymb, kmath, kpfonts, mathdesign, pxfonts, txfonts	= \dasharrow (amsfonts), RIGHTWARDS DASHED ARROW
021E3	⇣		\downdasharrow	R	mathord		DOWNWARDS DASHED ARROW
021E4	⇤	\LeftArrowBar	\barleftarrow	R	mathrel	wrisym	LEFTWARDS ARROW TO BAR
021E5	⇥	\RightArrowBar	\rightarrowbar	R	mathrel	wrisym	RIGHTWARDS ARROW TO BAR
021E6	⇦		\leftwhitearrow	R	mathord		LEFTWARDS WHITE ARROW
021E7	⇧		\upwhitearrow	R	mathord		UPWARDS WHITE ARROW
021E8	⇨		\rightwhitearrow	R	mathord		RIGHTWARDS WHITE ARROW
021E9	⇩		\downwhitearrow	R	mathord		DOWNWARDS WHITE ARROW
021EA	⇪		\whitearrowupfrombar		mathord		UPWARDS WHITE ARROW FROM BAR
021EB	⇫				mathord		UPWARDS WHITE ARROW ON PEDESTAL
021EC	⇬				mathord		UPWARDS WHITE ARROW ON PEDESTAL WITH HORIZONTAL BAR
021ED	⇭				mathord		UPWARDS WHITE ARROW ON PEDESTAL WITH VERTICAL BAR
021EE	⇮				mathord		UPWARDS WHITE DOUBLE ARROW
021EF	⇯				mathord		UPWARDS WHITE DOUBLE ARROW ON PEDESTAL
021F0	⇰				mathord		RIGHTWARDS WHITE ARROW FROM WALL
021F1	⇱				mathord		NORTH WEST ARROW TO CORNER
021F2	⇲				mathord		SOUTH EAST ARROW TO CORNER
021F3	⇳				mathord		UP DOWN WHITE ARROW
021F4	⇴		\circleonrightarrow	R	mathrel		RIGHT ARROW WITH SMALL CIRCLE
021F5	⇵	\downuparrows	\downuparrows	R	mathrel	mathabx	= \downarrowuparrow (wrisym), DOWNWARDS ARROW LEFTWARDS OF UPWARDS ARROW
021F6	⇶		\rightthreearrows	R	mathrel		THREE RIGHTWARDS ARROWS
021F7	⇷		\nvleftarrow	R	mathrel		LEFTWARDS ARROW WITH VERTICAL STROKE
021F8	⇸	\pfun	\nvrightarrow	R	mathrel	oz	RIGHTWARDS ARROW WITH VERTICAL STROKE, z notation partial function
021F9	⇹		\nvleftrightarrow	R	mathrel		LEFT RIGHT ARROW WITH VERTICAL STROKE, z notation partial relation
021FA	⇺		\nVleftarrow	R	mathrel		LEFTWARDS ARROW WITH DOUBLE VERTICAL STROKE
021FB	⇻	\ffun	\nVrightarrow	R	mathrel	oz	RIGHTWARDS ARROW WITH DOUBLE VERTICAL STROKE, z notation finite function
021FC	⇼		\nVleftrightarrow	R	mathrel		LEFT RIGHT ARROW WITH DOUBLE VERTICAL STROKE, z notation finite relation
021FD	⇽	\leftarrowtriangle	\leftarrowtriangle	R	mathrel	stmaryrd	LEFTWARDS OPEN-HEADED ARROW
021FE	⇾	\rightarrowtriangle	\rightarrowtriangle	R	mathrel	stmaryrd	RIGHTWARDS OPEN-HEADED ARROW
021FF	⇿	\leftrightarrowtriangle	\leftrightarrowtriangle	R	mathrel	stmaryrd	LEFT RIGHT OPEN-HEADED ARROW

Mathematical Operators

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
02200	∀	\forall	\forall	U	mathord	*	FOR ALL
02201	∁	\complement	\complement	U	mathord	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	COMPLEMENT sign
02202	∂	\partial	\partial	N	mathord	-literal	= \partialup (kpfonts), PARTIAL DIFFERENTIAL
02203	∃	\exists	\exists	U	mathord	*	= \exi (oz), at least one exists
02204	∄	\nexists	\nexists	U	mathord	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \nexi (oz), negated exists
02205	∅	\varnothing	\varnothing	N	mathord	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	circle, slash
02206	∆		\increment	U	mathord		# \mathrm{\Delta}, laplacian (Delta; nabla square)
02207	∇	\nabla	\nabla	U	mathord	*	NABLA, del, hamilton operator
02208	∈	\in	\in	R	mathrel	*	set membership, variant
02209	∉	\notin	\notin	R	mathrel	*	= \nin (wrisym), negated set membership
0220A	∊		\smallin	R	mathrel		set membership (small set membership)
0220B	∋	\ni	\ni	R	mathrel	*	= \owns, contains, variant
0220C	∌	\nni	\nni	R	mathrel	wrisym	= \notni (txfonts), = \notowner (mathabx), = \notowns (fourier), negated contains, variant
0220D	∍		\smallni	R	mathrel		r: contains (SMALL CONTAINS AS MEMBER)
0220E	∎		\QED	N	mathord		# \blacksquare (amssymb), END OF PROOF
0220F	∏	\prod	\prod	L	mathop	*	product operator
02210	∐	\coprod	\coprod	L	mathop	*	coproduct operator
02211	∑	\sum	\sum	L	mathop	*	summation operator
02212	−	-	\minus	V	mathbin	*	MINUS SIGN
02213	∓	\mp	\mp	V	mathbin	*	MINUS-OR-PLUS SIGN
02214	∔	\dotplus	\dotplus	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	plus sign, dot above
02215	∕	\slash	\divslash	B	mathbin	*	DIVISION SLASH
02216	∖	\smallsetminus	\smallsetminus	B	mathbin	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	small SET MINUS (cf. reverse solidus)
02217	∗	\ast	\ast	B	mathbin	*	ASTERISK OPERATOR (Hodge star operator)
02218	∘	\circ	\vysmwhtcircle	B	mathbin	*	composite function (small circle)
02219	∙	\bullet	\vysmblkcircle	B	mathbin	*	BULLET OPERATOR
0221A	√	\sqrt	\sqrt	L	mathradical	*	radical
0221B	∛	\sqrt[3]	\cuberoot	L	mathradical	*	CUBE ROOT
0221C	∜	\sqrt[4]	\fourthroot	L	mathradical	*	FOURTH ROOT
0221D	∝	\propto	\propto	R	mathrel	*	# \varpropto (amssymb), is PROPORTIONAL TO
0221E	∞	\infty	\infty	N	mathord	*	INFINITY
0221F	∟	\rightangle	\rightangle	N	mathord	wrisym	right (90 degree) angle
02220	∠	\angle	\angle	N	mathord	*	ANGLE
02221	∡	\measuredangle	\measuredangle	N	mathord	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	MEASURED ANGLE
02222	∢	\sphericalangle	\sphericalangle	N	mathord	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	SPHERICAL ANGLE
02223	∣	\mid	\mid	R	mathrel	*	r: DIVIDES
02224	∤	\nmid	\nmid	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	negated mid, DOES NOT DIVIDE
02225	∥	\parallel	\parallel	R	mathrel	*	parallel
02226	∦	\nparallel	\nparallel	R	mathrel	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	not parallel
02227	∧	\wedge	\wedge	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \land, b: LOGICAL AND
02228	∨	\vee	\vee	B	mathbin	*	= \lor, b: LOGICAL OR
02229	∩	\cap	\cap	B	mathbin	*	INTERSECTION
0222A	∪	\cup	\cup	B	mathbin	*	UNION or logical sum
0222B	∫	\int	\int	L	mathop	*	INTEGRAL operator
0222C	∬	\iint	\iint	L	mathop	amsmath, esint, fourier, fouriernc, kmath, kpfonts, pxfonts, txfonts, wasysym	DOUBLE INTEGRAL operator
0222D	∭	\iiint	\iiint	L	mathop	amsmath, esint, fourier, fouriernc, kmath, kpfonts, pxfonts, txfonts, wasysym	TRIPLE INTEGRAL operator
0222E	∮	\oint	\oint	L	mathop	*	CONTOUR INTEGRAL operator
0222F	∯	\oiint	\oiint	L	mathop	esint, fourier, fouriernc, kmath, kpfonts, pxfonts, txfonts, wasysym	= \dbloint (wrisym), double contour integral operator
02230	∰	\oiiint	\oiiint	L	mathop	fourier, fouriernc, kmath, kpfonts, pxfonts, txfonts	triple contour integral operator
02231	∱		\intclockwise	L	mathop		CLOCKWISE INTEGRAL
02232	∲	\varointclockwise	\varointclockwise	L	mathop	esint, kmath, kpfonts, pxfonts, txfonts	= \clockoint (wrisym), contour integral, clockwise
02233	∳	\ointctrclockwise	\ointctrclockwise	L	mathop	esint, kmath, kpfonts, pxfonts, txfonts	= \cntclockoint (wrisym), contour integral, anticlockwise
02234	∴	\therefore	\therefore	R	mathord	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	= \wasytherefore (wasysym), THEREFORE
02235	∵	\because	\because	R	mathord	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	BECAUSE
02236	∶	:	\mathratio	R	mathrel	*	x \colon, RATIO
02237	∷	\Proportion	\Colon	R	mathrel	wrisym	# ::, two colons
02238	∸		\dotminus	B	mathbin		minus sign, dot above
02239	∹	\eqcolon	\dashcolon	R	mathrel	kmath, kpfonts, pxfonts, txfonts, -mathabx	# -: ,EXCESS
0223A	∺		\dotsminusdots	R	mathrel		minus with four dots, GEOMETRIC PROPORTION
0223B	∻		\kernelcontraction	R	mathrel		HOMOTHETIC
0223C	∼	\sim	\sim	R	mathrel	*	similar to, TILDE OPERATOR
0223D	∽	\backsim	\backsim	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	reverse similar
0223E	∾		\invlazys	B	mathbin		most positive, INVERTED LAZY S
0223F	∿	\AC	\sinewave	N	mathord	wasysym	SINE WAVE, alternating current
02240	≀	\wr	\wr	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	WREATH PRODUCT
02241	≁	\nsim	\nsim	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	not similar
02242	≂	\eqsim	\eqsim	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	equals, similar
02243	≃	\simeq	\simeq	R	mathrel	*	similar, equals
02244	≄	\nsimeq	\nsime	R	mathrel	kmath, kpfonts, pxfonts, txfonts	not similar, equals
02245	≅	\cong	\cong	R	mathrel	*	congruent with
02246	≆		\simneqq	R	mathrel		similar, not equals [vert only for 9573 entity]
02247	≇	\ncong	\ncong	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	not congruent with
02248	≈	\approx	\approx	R	mathrel	*	approximate
02249	≉	\napprox	\napprox	R	mathrel	wrisym	not approximate
0224A	≊	\approxeq	\approxeq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	approximate, equals
0224B	≋		\approxident	R	mathrel		approximately identical to
0224C	≌		\backcong	R	mathrel		ALL EQUAL TO
0224D	≍	\asymp	\asymp	R	mathrel	*	asymptotically equal to
0224E	≎	\Bumpeq	\Bumpeq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts, wrisym	bumpy equals
0224F	≏	\bumpeq	\bumpeq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts, wrisym	bumpy equals, equals
02250	≐	\doteq	\doteq	R	mathrel	*	= \dotequal (wrisym), equals, single dot above
02251	≑	\Doteq	\Doteq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \doteqdot (amssymb), /doteq r: equals, even dots
02252	≒	\fallingdotseq	\fallingdotseq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	equals, falling dots
02253	≓	\risingdotseq	\risingdotseq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	equals, rising dots
02254	≔	\coloneq	\coloneq	R	mathrel	mathabx, -kmath, -kpfonts, -pxfonts, -txfonts	= \coloneqq (txfonts), = \SetDelayed (wrisym), # := colon, equals
02255	≕	\eqcolon	\eqcolon	R	mathrel	mathabx, -kmath, -kpfonts, -pxfonts, -txfonts	= \eqqcolon (txfonts), # =:, equals, colon
02256	≖	\eqcirc	\eqcirc	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	circle on equals sign
02257	≗	\circeq	\circeq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	circle, equals
02258	≘		\arceq	R	mathrel		arc, equals; CORRESPONDS TO
02259	≙	\corresponds	\wedgeq	R	mathrel	mathabx	= \sdef (oz), t \Corresponds (marvosym), corresponds to (wedge over equals)
0225A	≚		\veeeq	R	mathrel		logical or, equals
0225B	≛		\stareq	R	mathrel		STAR EQUALS
0225C	≜	\triangleq	\triangleq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \varsdef (oz), triangle, equals
0225D	≝		\eqdef	R	mathrel		equals by definition
0225E	≞		\measeq	R	mathrel		MEASURED BY (m over equals)
0225F	≟		\questeq	R	mathrel		equal with questionmark
02260	≠	\neq	\ne	R	mathrel	*	= \ne, r: not equal
02261	≡	\equiv	\equiv	R	mathrel	*	identical with
02262	≢	\nequiv	\nequiv	R	mathrel	wrisym	not identical with
02263	≣		\Equiv	R	mathrel		strict equivalence (4 lines)
02264	≤	\leq	\leq	R	mathrel	*	= \le, r: less-than-or-equal
02265	≥	\geq	\geq	R	mathrel	*	= \ge, r: greater-than-or-equal
02266	≦	\leqq	\leqq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	less, double equals
02267	≧	\geqq	\geqq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	greater, double equals
02268	≨	\lneqq	\lneqq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	less, not double equals
02269	≩	\gneqq	\gneqq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	greater, not double equals
0226A	≪	\ll	\ll	R	mathrel	*	much less than, type 2
0226B	≫	\gg	\gg	R	mathrel	*	much greater than, type 2
0226C	≬	\between	\between	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	BETWEEN
0226D	≭	\notasymp	\nasymp	R	mathrel	mathabx	= \nasymp (wrisym), not asymptotically equal to
0226E	≮	\nless	\nless	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	NOT LESS-THAN
0226F	≯	\ngtr	\ngtr	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	NOT GREATER-THAN
02270	≰	\nleq	\nleq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	= \nleqslant (fourier), not less-than-or-equal
02271	≱	\ngeq	\ngeq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	= \ngeqslant (fourier), not greater-than-or-equal
02272	≲	\lesssim	\lesssim	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \apprle (wasysym), = \LessTilde (wrisym), less, similar
02273	≳	\gtrsim	\gtrsim	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \apprge (wasysym), = \GreaterTilde (wrisym), greater, similar
02274	≴	\NotLessTilde	\nlesssim	R	mathrel	wrisym	not less, similar
02275	≵	\NotGreaterTilde	\ngtrsim	R	mathrel	wrisym	not greater, similar
02276	≶	\lessgtr	\lessgtr	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	less, greater
02277	≷	\gtrless	\gtrless	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \GreaterLess (wrisym), greater, less
02278	≸		\nlessgtr	R	mathrel	wrisym	not less, greater
02279	≹	\NotGreaterLess	\ngtrless	R	mathrel	wrisym	not greater, less
0227A	≺	\prec	\prec	R	mathrel	*	PRECEDES
0227B	≻	\succ	\succ	R	mathrel	*	SUCCEEDS
0227C	≼	\preccurlyeq	\preccurlyeq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \PrecedesSlantEqual (wrisym), precedes, curly equals
0227D	≽	\succcurlyeq	\succcurlyeq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \SucceedsSlantEqual (wrisym), succeeds, curly equals
0227E	≾	\precsim	\precsim	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \PrecedesTilde (wrisym), precedes, similar
0227F	≿	\succsim	\succsim	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \SucceedsTilde (wrisym), succeeds, similar
02280	⊀	\nprec	\nprec	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	not precedes
02281	⊁	\nsucc	\nsucc	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	not succeeds
02282	⊂	\subset	\subset	R	mathrel	*	subset or is implied by
02283	⊃	\supset	\supset	R	mathrel	*	superset or implies
02284	⊄	\nsubset	\nsubset	R	mathrel	wrisym	not subset, variant [slash negation]
02285	⊅	\nsupset	\nsupset	R	mathrel	wrisym	not superset, variant [slash negation]
02286	⊆	\subseteq	\subseteq	R	mathrel	*	subset, equals
02287	⊇	\supseteq	\supseteq	R	mathrel	*	superset, equals
02288	⊈	\nsubseteq	\nsubseteq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	not subset, equals
02289	⊉	\nsupseteq	\nsupseteq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	not superset, equals
0228A	⊊	\subsetneq	\subsetneq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \varsubsetneq (fourier), subset, not equals
0228B	⊋	\supsetneq	\supsetneq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	superset, not equals
0228C	⊌		\cupleftarrow	B	mathbin		MULTISET
0228D	⊍		\cupdot	B	mathbin		union, with dot
0228E	⊎	\uplus	\uplus	B	mathbin	*	= \buni (oz), plus sign in union
0228F	⊏	\sqsubset	\sqsubset	R	mathrel	MnSymbol, amsfonts, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	square subset
02290	⊐	\sqsupset	\sqsupset	R	mathrel	MnSymbol, amsfonts, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	square superset
02291	⊑	\sqsubseteq	\sqsubseteq	R	mathrel	*	square subset, equals
02292	⊒	\sqsupseteq	\sqsupseteq	R	mathrel	*	square superset, equals
02293	⊓	\sqcap	\sqcap	B	mathbin	*	square intersection
02294	⊔	\sqcup	\sqcup	B	mathbin	*	square union
02295	⊕	\oplus	\oplus	B	mathbin	*	plus sign in circle
02296	⊖	\ominus	\ominus	B	mathbin	*	minus sign in circle
02297	⊗	\otimes	\otimes	B	mathbin	*	multiply sign in circle
02298	⊘	\oslash	\oslash	B	mathbin	*	solidus in circle
02299	⊙	\odot	\odot	B	mathbin	*	middle dot in circle
0229A	⊚	\circledcirc	\circledcirc	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	small circle in circle
0229B	⊛	\circledast	\circledast	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	asterisk in circle
0229C	⊜		\circledequal	B	mathbin		equal in circle
0229D	⊝	\circleddash	\circleddash	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	hyphen in circle
0229E	⊞	\boxplus	\boxplus	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	plus sign in box
0229F	⊟	\boxminus	\boxminus	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	minus sign in box
022A0	⊠	\boxtimes	\boxtimes	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	multiply sign in box
022A1	⊡	\boxdot	\boxdot	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, stmaryrd, txfonts	/dotsquare /boxdot b: small dot in box
022A2	⊢	\vdash	\vdash	R	mathrel	*	RIGHT TACK, proves, implies, yields, (vertical, dash)
022A3	⊣	\dashv	\dashv	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	LEFT TACK, non-theorem, does not yield, (dash, vertical)
022A4	⊤	\top	\top	N	mathord	*	DOWN TACK, top
022A5	⊥	\bot	\bot	R	mathord	*	UP TACK, bottom
022A6	⊦		\assert	R	mathrel		# \vdash, ASSERTION (vertical, short dash)
022A7	⊧	\models	\models	R	mathrel	*	MODELS (vertical, short double dash)
022A8	⊨	\vDash	\vDash	R	mathrel	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	TRUE (vertical, double dash)
022A9	⊩	\Vdash	\Vdash	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	double vertical, dash
022AA	⊪	\Vvdash	\Vvdash	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	triple vertical, dash
022AB	⊫	\VDash	\VDash	R	mathrel	kmath, kpfonts, mathabx, pxfonts, txfonts	double vert, double dash
022AC	⊬	\nvdash	\nvdash	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	not vertical, dash
022AD	⊭	\nvDash	\nvDash	R	mathrel	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	not vertical, double dash
022AE	⊮	\nVdash	\nVdash	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	not double vertical, dash
022AF	⊯	\nVDash	\nVDash	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	not double vert, double dash
022B0	⊰		\prurel	R	mathrel		element PRECEDES UNDER RELATION
022B1	⊱		\scurel	R	mathrel		SUCCEEDS UNDER RELATION
022B2	⊲	\vartriangleleft	\vartriangleleft	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	left triangle, open, variant
022B3	⊳	\vartriangleright	\vartriangleright	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	right triangle, open, variant
022B4	⊴	\trianglelefteq	\trianglelefteq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \unlhd (wrisym), left triangle, equals
022B5	⊵	\trianglerighteq	\trianglerighteq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \unrhd (wrisym), right triangle, equals
022B6	⊶	\multimapdotbothA	\origof	R	mathrel	kmath, kpfonts, pxfonts, txfonts	ORIGINAL OF
022B7	⊷	\multimapdotbothB	\imageof	R	mathrel	kmath, kpfonts, pxfonts, txfonts	IMAGE OF
022B8	⊸	\multimap	\multimap	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	/MULTIMAP a:
022B9	⊹		\hermitmatrix	B	mathord		HERMITIAN CONJUGATE MATRIX
022BA	⊺	\intercal	\intercal	B	mathbin	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	intercal
022BB	⊻	\veebar	\veebar	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	logical or, bar below (large vee); exclusive disjunction
022BC	⊼	\barwedge	\barwedge	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	logical NAND (bar over wedge)
022BD	⊽		\barvee	B	mathbin		bar, vee (large vee)
022BE	⊾		\measuredrightangle	N	mathord		right angle-measured [with arc]
022BF	⊿		\varlrtriangle	N	mathord		RIGHT TRIANGLE
022C0	⋀	\bigwedge	\bigwedge	L	mathop	*	logical or operator
022C1	⋁	\bigvee	\bigvee	L	mathop	*	logical and operator
022C2	⋂	\bigcap	\bigcap	L	mathop	*	= \dint (oz), \dinter (oz), intersection operator
022C3	⋃	\bigcup	\bigcup	L	mathop	*	= \duni (oz), \dunion (oz), union operator
022C4	⋄	\diamond	\smwhtdiamond	B	mathbin	*	DIAMOND OPERATOR (white diamond)
022C5	⋅	\cdot	\cdot	B	mathbin	*	DOT OPERATOR (small middle dot)
022C6	⋆	\star	\star	B	mathbin	*	small star, filled, low
022C7	⋇	\divideontimes	\divideontimes	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	division on times
022C8	⋈	\bowtie	\bowtie	R	mathrel	*	= \lrtimes (txfonts), BOWTIE
022C9	⋉	\ltimes	\ltimes	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	times sign, left closed
022CA	⋊	\rtimes	\rtimes	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	times sign, right closed
022CB	⋋	\leftthreetimes	\leftthreetimes	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	LEFT SEMIDIRECT PRODUCT
022CC	⋌	\rightthreetimes	\rightthreetimes	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	RIGHT SEMIDIRECT PRODUCT
022CD	⋍	\backsimeq	\backsimeq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	reverse similar, equals
022CE	⋎	\curlyvee	\curlyvee	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	CURLY LOGICAL OR
022CF	⋏	\curlywedge	\curlywedge	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	CURLY LOGICAL AND
022D0	⋐	\Subset	\Subset	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	DOUBLE SUBSET
022D1	⋑	\Supset	\Supset	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	DOUBLE SUPERSET
022D2	⋒	\Cap	\Cap	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	/cap /doublecap b: DOUBLE INTERSECTION
022D3	⋓	\Cup	\Cup	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	/cup /doublecup b: DOUBLE UNION
022D4	⋔	\pitchfork	\pitchfork	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	PITCHFORK
022D5	⋕	\hash	\equalparallel	R	mathrel	mathabx	parallel, equal; equal or parallel
022D6	⋖	\lessdot	\lessdot	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	less than, with dot
022D7	⋗	\gtrdot	\gtrdot	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	greater than, with dot
022D8	⋘	\lll	\lll	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts, -mathabx	triple less-than
022D9	⋙	\ggg	\ggg	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts, -mathabx	triple greater-than
022DA	⋚	\lesseqgtr	\lesseqgtr	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	less, equals, greater
022DB	⋛	\gtreqless	\gtreqless	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	greater, equals, less
022DC	⋜		\eqless	R	mathrel		equal-or-less
022DD	⋝		\eqgtr	R	mathrel		equal-or-greater
022DE	⋞	\curlyeqprec	\curlyeqprec	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	curly equals, precedes
022DF	⋟	\curlyeqsucc	\curlyeqsucc	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	curly equals, succeeds
022E0	⋠	\npreceq	\npreccurlyeq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	DOES NOT PRECEDE OR EQUAL
022E1	⋡	\nsucceq	\nsucccurlyeq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, wrisym	not succeeds, curly equals
022E2	⋢	\nsqsubseteq	\nsqsubseteq	R	mathrel	wrisym	not, square subset, equals
022E3	⋣	\nsqsupseteq	\nsqsupseteq	R	mathrel	wrisym	not, square superset, equals
022E4	⋤		\sqsubsetneq	R	mathrel		square subset, not equals
022E5	⋥		\sqsupsetneq	R	mathrel		square superset, not equals
022E6	⋦	\lnsim	\lnsim	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	less, not similar
022E7	⋧	\gnsim	\gnsim	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	greater, not similar
022E8	⋨	\precnsim	\precnsim	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	precedes, not similar
022E9	⋩	\succnsim	\succnsim	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	succeeds, not similar
022EA	⋪	\ntriangleleft	\ntriangleleft	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \NotLeftTriangle (wrisym), not left triangle
022EB	⋫	\ntriangleright	\ntriangleright	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \NotRightTriangle (wrisym), not right triangle
022EC	⋬	\ntrianglelefteq	\ntrianglelefteq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \nunlhd (wrisym), not left triangle, equals
022ED	⋭	\ntrianglerighteq	\ntrianglerighteq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	= \nunrhd (wrisym), not right triangle, equals
022EE	⋮	\vdots	\vdots	R	mathrel	*	VERTICAL ELLIPSIS
022EF	⋯	\cdots	\unicodecdots	R	mathord	*	three dots, centered
022F0	⋰	\iddots	\adots	R	mathrel	mathdots	= \adots (yhmath), three dots, ascending
022F1	⋱	\ddots	\ddots	R	mathrel	*	three dots, descending
022F2	⋲		\disin	R	mathrel		ELEMENT OF WITH LONG HORIZONTAL STROKE
022F3	⋳		\varisins	R	mathrel		ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE
022F4	⋴		\isins	R	mathrel		SMALL ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE
022F5	⋵		\isindot	R	mathrel		ELEMENT OF WITH DOT ABOVE
022F6	⋶	\barin	\varisinobar	R	mathrel	mathabx	ELEMENT OF WITH OVERBAR
022F7	⋷		\isinobar	R	mathrel		SMALL ELEMENT OF WITH OVERBAR
022F8	⋸		\isinvb	R	mathrel		ELEMENT OF WITH UNDERBAR
022F9	⋹		\isinE	R	mathrel		ELEMENT OF WITH TWO HORIZONTAL STROKES
022FA	⋺		\nisd	R	mathrel		CONTAINS WITH LONG HORIZONTAL STROKE
022FB	⋻		\varnis	R	mathrel		CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE
022FC	⋼		\nis	R	mathrel		SMALL CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE
022FD	⋽		\varniobar	R	mathrel		CONTAINS WITH OVERBAR
022FE	⋾		\niobar	R	mathrel		SMALL CONTAINS WITH OVERBAR
022FF	⋿		\bagmember	R	mathrel		# \mathsf{E}, Z NOTATION BAG MEMBERSHIP

Miscellaneous Technical

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
02300	⌀	\diameter	\diameter	N	mathord	mathabx	# \varnothing (amssymb), DIAMETER SIGN
02302	⌂		\house	N	mathord		HOUSE
02305	⌅		\varbarwedge	B	mathbin		# \barwedge (amssymb), PROJECTIVE (bar over small wedge) not nand
02306	⌆		\vardoublebarwedge	B	mathbin		# \doublebarwedge (amssymb), PERSPECTIVE (double bar over small wedge)
02308	⌈	\lceil	\lceil	O	mathopen	*	LEFT CEILING
02309	⌉	\rceil	\rceil	C	mathclose	*	RIGHT CEILING
0230A	⌊	\lfloor	\lfloor	O	mathopen	*	LEFT FLOOR
0230B	⌋	\rfloor	\rfloor	C	mathclose	*	RIGHT FLOOR
02310	⌐	\invneg	\invnot	N	mathord	wasysym	reverse not
02311	⌑	\wasylozenge	\sqlozenge	N	mathord	wasysym	SQUARE LOZENGE
02312	⌒		\profline		mathord		profile of a line
02313	⌓		\profsurf		mathord		profile of a surface
02317	⌗		\viewdata		mathord		VIEWDATA SQUARE
02319	⌙		\turnednot	N	mathord		TURNED NOT SIGN
0231C	⌜	\ulcorner	\ulcorner	O	mathopen	MnSymbol, amsfonts, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	upper left corner
0231D	⌝	\urcorner	\urcorner	C	mathclose	MnSymbol, amsfonts, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	upper right corner
0231E	⌞	\llcorner	\llcorner	O	mathopen	MnSymbol, amsfonts, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	lower left corner
0231F	⌟	\lrcorner	\lrcorner	C	mathclose	MnSymbol, amsfonts, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	lower right corner
02320	⌠		\inttop	G	mathord		TOP HALF INTEGRAL
02321	⌡		\intbottom	G	mathord		BOTTOM HALF INTEGRAL
02322	⌢	\frown	\frown	R	mathrel	*	# \smallfrown, FROWN (down curve)
02323	⌣	\smile	\smile	R	mathrel	*	# \smallsmile, SMILE (up curve)
0232C	⌬		\varhexagonlrbonds		mathord		six carbon ring, corner down, double bonds lower right etc
02332	⌲		\conictaper		mathord		CONICAL TAPER
02336	⌶		\topbot	N	mathord		APL FUNCTIONAL SYMBOL I-BEAM, top and bottom
02337	⌷				mathord		APL FUNCTIONAL SYMBOL SQUISH QUAD
02338	⌸				mathord		APL FUNCTIONAL SYMBOL QUAD EQUAL
02339	⌹	\APLinv			mathord	wasysym	APL FUNCTIONAL SYMBOL QUAD DIVIDE
0233A	⌺				mathord		APL FUNCTIONAL SYMBOL QUAD DIAMOND
0233B	⌻				mathord		APL FUNCTIONAL SYMBOL QUAD JOT
0233C	⌼				mathord		# \APLcirc{\APLbox} (wasysym), APL FUNCTIONAL SYMBOL QUAD CIRCLE
0233D	⌽		\obar	B	mathbin		# \APLvert{\Circle} (wasysym), x \obar (stmaryrd), APL FUNCTIONAL SYMBOL CIRCLE STILE, circle with vertical bar
0233E	⌾				mathord		# \APLcirc{\Circle} (wasysym), APL FUNCTIONAL SYMBOL CIRCLE JOT
0233F	⌿	\notslash	\APLnotslash	R	mathrel	wasysym	APL FUNCTIONAL SYMBOL SLASH BAR, solidus, bar through
02340	⍀	\notbackslash	\APLnotbackslash		mathord	wasysym	APL FUNCTIONAL SYMBOL BACKSLASH BAR
02341	⍁				mathord		APL FUNCTIONAL SYMBOL QUAD SLASH
02342	⍂				mathord		APL FUNCTIONAL SYMBOL QUAD BACKSLASH
02343	⍃				mathord		APL FUNCTIONAL SYMBOL QUAD LESS-THAN
02344	⍄				mathord		APL FUNCTIONAL SYMBOL QUAD GREATER-THAN
02345	⍅				mathord		APL FUNCTIONAL SYMBOL LEFTWARDS VANE
02346	⍆				mathord		APL FUNCTIONAL SYMBOL RIGHTWARDS VANE
02347	⍇	\APLleftarrowbox			mathord	wasysym	APL FUNCTIONAL SYMBOL QUAD LEFTWARDS ARROW
02348	⍈	\APLrightarrowbox			mathord	wasysym	APL FUNCTIONAL SYMBOL QUAD RIGHTWARDS ARROW
02349	⍉	\invdiameter			mathord	wasysym	APL FUNCTIONAL SYMBOL CIRCLE BACKSLASH
0234A	⍊				mathord		APL FUNCTIONAL SYMBOL DOWN TACK UNDERBAR
0234B	⍋				mathord		# \APLvert{\APLup} (wasysym), APL FUNCTIONAL SYMBOL DELTA STILE
0234C	⍌				mathord		APL FUNCTIONAL SYMBOL QUAD DOWN CARET
0234D	⍍				mathord		APL FUNCTIONAL SYMBOL QUAD DELTA
0234E	⍎				mathord		APL FUNCTIONAL SYMBOL DOWN TACK JOT
0234F	⍏				mathord		APL FUNCTIONAL SYMBOL UPWARDS VANE
02350	⍐	\APLuparrowbox			mathord	wasysym	APL FUNCTIONAL SYMBOL QUAD UPWARDS ARROW
02351	⍑				mathord		APL FUNCTIONAL SYMBOL UP TACK OVERBAR
02352	⍒				mathord	wasysym	# \APLvert{\APLdown} (wasysym), APL FUNCTIONAL SYMBOL DEL STILE
02353	⍓		\APLboxupcaret		mathord		APL FUNCTIONAL SYMBOL QUAD UP CARET
02354	⍔				mathord		APL FUNCTIONAL SYMBOL QUAD DEL
02355	⍕				mathord		APL FUNCTIONAL SYMBOL UP TACK JOT
02356	⍖				mathord		APL FUNCTIONAL SYMBOL DOWNWARDS VANE
02357	⍗	\APLdownarrowbox			mathord	wasysym	APL FUNCTIONAL SYMBOL QUAD DOWNWARDS ARROW
02358	⍘				mathord		APL FUNCTIONAL SYMBOL QUOTE UNDERBAR
02359	⍙				mathord		APL FUNCTIONAL SYMBOL DELTA UNDERBAR
0235A	⍚				mathord		APL FUNCTIONAL SYMBOL DIAMOND UNDERBAR
0235B	⍛				mathord		APL FUNCTIONAL SYMBOL JOT UNDERBAR
0235C	⍜				mathord		APL FUNCTIONAL SYMBOL CIRCLE UNDERBAR
0235D	⍝	\APLcomment			mathord	wasysym	APL FUNCTIONAL SYMBOL UP SHOE JOT
0235E	⍞	\APLinput			mathord	wasysym	APL FUNCTIONAL SYMBOL QUOTE QUAD
0235F	⍟	\APLlog			mathord	wasysym	APL FUNCTIONAL SYMBOL CIRCLE STAR
02360	⍠				mathord		APL FUNCTIONAL SYMBOL QUAD COLON
02361	⍡				mathord		APL FUNCTIONAL SYMBOL UP TACK DIAERESIS
02362	⍢				mathord		APL FUNCTIONAL SYMBOL DEL DIAERESIS
02363	⍣				mathord		APL FUNCTIONAL SYMBOL STAR DIAERESIS
02364	⍤				mathord		APL FUNCTIONAL SYMBOL JOT DIAERESIS
02365	⍥				mathord		APL FUNCTIONAL SYMBOL CIRCLE DIAERESIS
02366	⍦				mathord		APL FUNCTIONAL SYMBOL DOWN SHOE STILE
02367	⍧				mathord		APL FUNCTIONAL SYMBOL LEFT SHOE STILE
02368	⍨				mathord		APL FUNCTIONAL SYMBOL TILDE DIAERESIS
02369	⍩				mathord		APL FUNCTIONAL SYMBOL GREATER-THAN DIAERESIS
0236A	⍪				mathord		APL FUNCTIONAL SYMBOL COMMA BAR
0236B	⍫				mathord		# \APLnot{\APLdown} (wasysym), APL FUNCTIONAL SYMBOL DEL TILDE
0236C	⍬				mathord		APL FUNCTIONAL SYMBOL ZILDE
0236D	⍭				mathord		APL FUNCTIONAL SYMBOL STILE TILDE
0236E	⍮				mathord		APL FUNCTIONAL SYMBOL SEMICOLON UNDERBAR
0236F	⍯				mathord		APL FUNCTIONAL SYMBOL QUAD NOT EQUAL
02370	⍰		\APLboxquestion		mathord		APL FUNCTIONAL SYMBOL QUAD QUESTION
02371	⍱				mathord		APL FUNCTIONAL SYMBOL DOWN CARET TILDE
02372	⍲				mathord		APL FUNCTIONAL SYMBOL UP CARET TILDE
02373	⍳				mathord		APL FUNCTIONAL SYMBOL IOTA
02374	⍴				mathord		APL FUNCTIONAL SYMBOL RHO
02375	⍵				mathord		APL FUNCTIONAL SYMBOL OMEGA
02376	⍶				mathord		APL FUNCTIONAL SYMBOL ALPHA UNDERBAR
02377	⍷				mathord		APL FUNCTIONAL SYMBOL EPSILON UNDERBAR
02378	⍸				mathord		APL FUNCTIONAL SYMBOL IOTA UNDERBAR
02379	⍹				mathord		APL FUNCTIONAL SYMBOL OMEGA UNDERBAR
0237C	⍼		\rangledownzigzagarrow		mathord		RIGHT ANGLE WITH DOWNWARDS ZIGZAG ARROW
02394	⎔		\hexagon	N	mathord		horizontal benzene ring [hexagon flat open]
0239B	⎛		\lparenuend	G	mathord		LEFT PARENTHESIS UPPER HOOK
0239C	⎜		\lparenextender	G	mathord		LEFT PARENTHESIS EXTENSION
0239D	⎝		\lparenlend	G	mathord		LEFT PARENTHESIS LOWER HOOK
0239E	⎞		\rparenuend	G	mathord		RIGHT PARENTHESIS UPPER HOOK
0239F	⎟		\rparenextender	G	mathord		RIGHT PARENTHESIS EXTENSION
023A0	⎠		\rparenlend	G	mathord		RIGHT PARENTHESIS LOWER HOOK
023A1	⎡		\lbrackuend	G	mathord		LEFT SQUARE BRACKET UPPER CORNER
023A2	⎢		\lbrackextender	G	mathord		LEFT SQUARE BRACKET EXTENSION
023A3	⎣		\lbracklend	G	mathord		LEFT SQUARE BRACKET LOWER CORNER
023A4	⎤		\rbrackuend	G	mathord		RIGHT SQUARE BRACKET UPPER CORNER
023A5	⎥		\rbrackextender	G	mathord		RIGHT SQUARE BRACKET EXTENSION
023A6	⎦		\rbracklend	G	mathord		RIGHT SQUARE BRACKET LOWER CORNER
023A7	⎧		\lbraceuend	G	mathord		LEFT CURLY BRACKET UPPER HOOK
023A8	⎨		\lbracemid	G	mathord		LEFT CURLY BRACKET MIDDLE PIECE
023A9	⎩		\lbracelend	G	mathord		LEFT CURLY BRACKET LOWER HOOK
023AA	⎪		\vbraceextender	G	mathord		CURLY BRACKET EXTENSION
023AB	⎫		\rbraceuend	G	mathord		RIGHT CURLY BRACKET UPPER HOOK
023AC	⎬		\rbracemid	G	mathord		RIGHT CURLY BRACKET MIDDLE PIECE
023AD	⎭		\rbracelend	G	mathord		RIGHT CURLY BRACKET LOWER HOOK
023AE	⎮		\intextender	G	mathord		INTEGRAL EXTENSION
023AF	⎯		\harrowextender	G	mathord		HORIZONTAL LINE EXTENSION (used to extend arrows)
023B0	⎰		\lmoustache	R	mathord		? \lmoustache, UPPER LEFT OR LOWER RIGHT CURLY BRACKET SECTION
023B1	⎱		\rmoustache	R	mathord		? \rmoustache, UPPER RIGHT OR LOWER LEFT CURLY BRACKET SECTION
023B2	⎲		\sumtop	G	mathord		SUMMATION TOP
023B3	⎳		\sumbottom	G	mathord		SUMMATION BOTTOM
023B4	⎴		\overbracket	N	mathover		TOP SQUARE BRACKET
023B5	⎵		\underbracket	N	mathunder		BOTTOM SQUARE BRACKET
023B6	⎶		\bbrktbrk	N	mathord		BOTTOM SQUARE BRACKET OVER TOP SQUARE BRACKET
023B7	⎷		\sqrtbottom	G	mathord		RADICAL SYMBOL BOTTOM
023B8	⎸		\lvboxline		mathord		LEFT VERTICAL BOX LINE
023B9	⎹		\rvboxline		mathord		RIGHT VERTICAL BOX LINE
023CE	⏎		\varcarriagereturn		mathord		RETURN SYMBOL
023D0	⏐			G	mathord		VERTICAL LINE EXTENSION (VERTICAL LINE EXTENSION)
023DC	⏜	\overparen	\overparen	N	mathover	wrisym	= \wideparen (yhmath mathabx fourier), TOP PARENTHESIS (mathematical use)
023DD	⏝	\underparen	\underparen	N	mathunder	wrisym	BOTTOM PARENTHESIS (mathematical use)
023DE	⏞	\overbrace	\overbrace	N	mathover	*	TOP CURLY BRACKET (mathematical use)
023DF	⏟	\underbrace	\underbrace	N	mathunder	*	BOTTOM CURLY BRACKET (mathematical use)
023E0	⏠		\obrbrak	N	mathord		TOP TORTOISE SHELL BRACKET (mathematical use)
023E1	⏡		\ubrbrak	N	mathord		BOTTOM TORTOISE SHELL BRACKET (mathematical use)
023E2	⏢		\trapezium	N	mathord		WHITE TRAPEZIUM
023E3	⏣		\benzenr	N	mathord		BENZENE RING WITH CIRCLE
023E4	⏤		\strns	N	mathord		STRAIGHTNESS
023E5	⏥		\fltns	N	mathord		FLATNESS
023E6	⏦		\accurrent	N	mathord		# \AC (wasysym), AC CURRENT
023E7	⏧		\elinters	N	mathord		ELECTRICAL INTERSECTION

Enclosed Alphanumerics

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
024C8	Ⓢ			N	mathord		oS capital S in circle

Box Drawing

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
02506	┆		\bdtriplevdash		mathord		doubly broken vert

Block Elements

no.	chr	unicode-math	category	comments
02580	▀	\blockuphalf	mathord	UPPER HALF BLOCK
02584	▄	\blocklowhalf	mathord	LOWER HALF BLOCK
02588	█	\blockfull	mathord	FULL BLOCK
0258C	▌	\blocklefthalf	mathord	LEFT HALF BLOCK
02590	▐	\blockrighthalf	mathord	RIGHT HALF BLOCK
02591	░	\blockqtrshaded	mathord	25\% shaded block
02592	▒	\blockhalfshaded	mathord	50\% shaded block
02593	▓	\blockthreeqtrshaded	mathord	75\% shaded block

Geometric Shapes

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
025A0	■		\mdlgblksquare	N	mathord		square, filled
025A1	□		\mdlgwhtsquare	N	mathord		square, open
025A2	▢		\squoval		mathord		WHITE SQUARE WITH ROUNDED CORNERS
025A3	▣		\blackinwhitesquare		mathord		WHITE SQUARE CONTAINING BLACK SMALL SQUARE
025A4	▤		\squarehfill		mathord		square, horizontal rule filled
025A5	▥		\squarevfill		mathord		square, vertical rule filled
025A6	▦		\squarehvfill		mathord		SQUARE WITH ORTHOGONAL CROSSHATCH FILL
025A7	▧		\squarenwsefill		mathord		square, nw-to-se rule filled
025A8	▨		\squareneswfill		mathord		square, ne-to-sw rule filled
025A9	▩		\squarecrossfill		mathord		SQUARE WITH DIAGONAL CROSSHATCH FILL
025AA	▪		\smblksquare	N	mathord		sq bullet, filled
025AB	▫		\smwhtsquare	N	mathord		WHITE SMALL SQUARE
025AC	▬		\hrectangleblack		mathord		BLACK RECTANGLE
025AD	▭		\hrectangle	N	mathord		horizontal rectangle, open
025AE	▮		\vrectangleblack	N	mathord		BLACK VERTICAL RECTANGLE
025AF	▯		\vrectangle	N	mathord		rectangle, white (vertical)
025B0	▰		\parallelogramblack		mathord		BLACK PARALLELOGRAM
025B1	▱		\parallelogram	N	mathord		parallelogram, open
025B2	▲		\bigblacktriangleup	B	mathord		BLACK UP-POINTING TRIANGLE
025B3	△	\bigtriangleup	\bigtriangleup	B	mathbin	-stmaryrd	= \triangle (amsfonts), # \vartriangle (amssymb), big up triangle, open
025B4	▴	\blacktriangleup	\blacktriangle	B	mathbin	mathabx	up triangle, filled
025B5	▵	\smalltriangleup	\vartriangle	B	mathbin	mathabx	# \vartriangle (amssymb), small up triangle, open
025B6	▶	\RHD	\blacktriangleright	B	mathbin	wasysym	= \blacktriangleright (fourier -mathabx), (large) right triangle, filled
025B7	▷	\rhd	\triangleright	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts, wasysym	= \rres (oz), = \RightTriangle (wrisym), (large) right triangle, open; z notation range restriction
025B8	▸	\blacktriangleright	\smallblacktriangleright	B	mathbin	mathabx, -fourier, -fouriernc	right triangle, filled
025B9	▹	\smalltriangleright	\smalltriangleright	B	mathbin	mathabx	# \triangleright, x \triangleright (mathabx), right triangle, open
025BA	►		\blackpointerright		mathord		BLACK RIGHT-POINTING POINTER
025BB	▻		\whitepointerright		mathord		# \triangleright (mathabx), WHITE RIGHT-POINTING POINTER
025BC	▼		\bigblacktriangledown	B	mathord		big down triangle, filled
025BD	▽	\bigtriangledown	\bigtriangledown	B	mathbin	-stmaryrd	big down triangle, open
025BE	▾	\blacktriangledown	\blacktriangledown	B	mathbin	mathabx	BLACK DOWN-POINTING SMALL TRIANGLE
025BF	▿	\smalltriangledown	\triangledown	B	mathbin	mathabx	# \triangledown (amssymb), WHITE DOWN-POINTING SMALL TRIANGLE
025C0	◀	\LHD	\blacktriangleleft	B	mathbin	wasysym	= \blacktriangleleft (fourier -mathabx), (large) left triangle, filled
025C1	◁	\lhd	\triangleleft	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts, wasysym	= \dres (oz), = \LeftTriangle (wrisym), (large) left triangle, open; z notation domain restriction
025C2	◂	\blacktriangleleft	\smallblacktriangleleft	B	mathbin	mathabx, -fourier, -fouriernc	left triangle, filled
025C3	◃	\smalltriangleleft	\smalltriangleleft	B	mathbin	mathabx	# \triangleleft, x \triangleleft (mathabx), left triangle, open
025C4	◄		\blackpointerleft	B	mathord		BLACK LEFT-POINTING POINTER
025C5	◅		\whitepointerleft	B	mathord		# \triangleleft (mathabx), WHITE LEFT-POINTING POINTER
025C6	◆	\Diamondblack	\mdlgblkdiamond	N	mathord	kmath, kpfonts, pxfonts, txfonts	BLACK DIAMOND
025C7	◇	\Diamond	\mdlgwhtdiamond	N	mathord	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	WHITE DIAMOND; diamond, open
025C8	◈		\blackinwhitediamond	N	mathord		WHITE DIAMOND CONTAINING BLACK SMALL DIAMOND
025C9	◉		\fisheye	N	mathord		FISHEYE
025CA	◊	\lozenge	\mdlgwhtlozenge	B	mathord	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	LOZENGE or total mark
025CB	○	\Circle	\mdlgwhtcircle	B	mathbin	wasysym	medium large circle
025CC	◌		\dottedcircle		mathord		DOTTED CIRCLE
025CD	◍		\circlevertfill		mathord		CIRCLE WITH VERTICAL FILL
025CE	◎		\bullseye	N	mathord		# \circledcirc (amssymb), BULLSEYE
025CF	●	\CIRCLE	\mdlgblkcircle	N	mathord	wasysym	circle, filled
025D0	◐	\LEFTcircle	\circlelefthalfblack		mathord	wasysym	circle, filled left half [harvey ball]
025D1	◑	\RIGHTcircle	\circlerighthalfblack		mathord	wasysym	circle, filled right half
025D2	◒		\circlebottomhalfblack		mathord		circle, filled bottom half
025D3	◓		\circletophalfblack		mathord		circle, filled top half
025D4	◔		\circleurquadblack		mathord		CIRCLE WITH UPPER RIGHT QUADRANT BLACK
025D5	◕		\blackcircleulquadwhite		mathord		CIRCLE WITH ALL BUT UPPER LEFT QUADRANT BLACK
025D6	◖	\LEFTCIRCLE	\blacklefthalfcircle	N	mathord	wasysym	LEFT HALF BLACK CIRCLE
025D7	◗	\RIGHTCIRCLE	\blackrighthalfcircle	N	mathord	wasysym	RIGHT HALF BLACK CIRCLE
025D8	◘		\inversebullet		mathord		INVERSE BULLET
025D9	◙		\inversewhitecircle		mathord		INVERSE WHITE CIRCLE
025DA	◚		\invwhiteupperhalfcircle		mathord		UPPER HALF INVERSE WHITE CIRCLE
025DB	◛		\invwhitelowerhalfcircle		mathord		LOWER HALF INVERSE WHITE CIRCLE
025DC	◜		\ularc		mathord		UPPER LEFT QUADRANT CIRCULAR ARC
025DD	◝		\urarc		mathord		UPPER RIGHT QUADRANT CIRCULAR ARC
025DE	◞		\lrarc		mathord		LOWER RIGHT QUADRANT CIRCULAR ARC
025DF	◟		\llarc		mathord		LOWER LEFT QUADRANT CIRCULAR ARC
025E0	◠		\topsemicircle		mathord		UPPER HALF CIRCLE
025E1	◡		\botsemicircle		mathord		LOWER HALF CIRCLE
025E2	◢		\lrblacktriangle	N	mathord		lower right triangle, filled
025E3	◣		\llblacktriangle	N	mathord		lower left triangle, filled
025E4	◤		\ulblacktriangle	N	mathord		upper left triangle, filled
025E5	◥		\urblacktriangle	N	mathord		upper right triangle, filled
025E6	◦		\smwhtcircle	B	mathord		WHITE BULLET
025E7	◧		\squareleftblack		mathord		square, filled left half
025E8	◨		\squarerightblack		mathord		square, filled right half
025E9	◩		\squareulblack		mathord		square, filled top left corner
025EA	◪		\squarelrblack		mathord		square, filled bottom right corner
025EB	◫	\boxbar	\boxbar	B	mathbin	kmath, kpfonts, pxfonts, stmaryrd, txfonts	vertical bar in box
025EC	◬		\trianglecdot	B	mathord		triangle with centered dot
025ED	◭		\triangleleftblack		mathord		UP-POINTING TRIANGLE WITH LEFT HALF BLACK
025EE	◮		\trianglerightblack		mathord		UP-POINTING TRIANGLE WITH RIGHT HALF BLACK
025EF	◯		\lgwhtcircle	N	mathord		LARGE CIRCLE
025F0	◰		\squareulquad		mathord		WHITE SQUARE WITH UPPER LEFT QUADRANT
025F1	◱		\squarellquad		mathord		WHITE SQUARE WITH LOWER LEFT QUADRANT
025F2	◲		\squarelrquad		mathord		WHITE SQUARE WITH LOWER RIGHT QUADRANT
025F3	◳		\squareurquad		mathord		WHITE SQUARE WITH UPPER RIGHT QUADRANT
025F4	◴		\circleulquad		mathord		WHITE CIRCLE WITH UPPER LEFT QUADRANT
025F5	◵		\circlellquad		mathord		WHITE CIRCLE WITH LOWER LEFT QUADRANT
025F6	◶		\circlelrquad		mathord		WHITE CIRCLE WITH LOWER RIGHT QUADRANT
025F7	◷		\circleurquad		mathord		WHITE CIRCLE WITH UPPER RIGHT QUADRANT
025F8	◸		\ultriangle	B	mathord		UPPER LEFT TRIANGLE
025F9	◹		\urtriangle	B	mathord		UPPER RIGHT TRIANGLE
025FA	◺		\lltriangle	B	mathord		LOWER LEFT TRIANGLE
025FB	◻	\square	\mdwhtsquare	B	mathord	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts, -fourier, -fouriernc	WHITE MEDIUM SQUARE
025FC	◼	\blacksquare	\mdblksquare	B	mathord	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts, -fourier, -fouriernc	BLACK MEDIUM SQUARE
025FD	◽		\mdsmwhtsquare	B	mathord		WHITE MEDIUM SMALL SQUARE
025FE	◾		\mdsmblksquare	B	mathord		BLACK MEDIUM SMALL SQUARE
025FF	◿		\lrtriangle	B	mathord		LOWER RIGHT TRIANGLE

Miscellaneous Symbols

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
02605	★	\bigstar	\bigstar	B	mathord	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	star, filled
02606	☆		\bigwhitestar	B	mathord		star, open
02609	☉	\Sun	\astrosun	N	mathord	mathabx	SUN
0260C	☌			N	mathord	wasysym	text \CONJUNCTION (wasysym), CONJUNCTION
02610	☐	\Square			mathord	wasysym	BALLOT BOX
02611	☑	\CheckedBox			mathord	wasysym	t \Checkedbox (marvosym), BALLOT BOX WITH CHECK
02612	☒	\XBox		N	mathord	wasysym	t \Crossedbox (marvosym), BALLOT BOX WITH X
02615	☕	\steaming			mathord	arevmath	HOT BEVERAGE
0261E	☞	\pointright			mathord	arevmath	WHITE RIGHT POINTING INDEX
02620	☠	\skull			mathord	arevmath	SKULL AND CROSSBONES
02621	☡		\danger		mathord		CAUTION SIGN, dangerous bend
02622	☢	\radiation			mathord	arevmath	RADIOACTIVE SIGN
02623	☣	\biohazard			mathord	arevmath	BIOHAZARD SIGN
0262F	☯	\yinyang			mathord	arevmath	YIN YANG
02639	☹	\frownie			mathord	wasysym	= \sadface (arevmath), WHITE FROWNING FACE
0263A	☺	\smiley			mathord	wasysym	= \smileface (arevmath), WHITE SMILING FACE
0263B	☻	\blacksmiley	\blacksmiley		mathord	wasysym	= \invsmileface (arevmath), BLACK SMILING FACE
0263C	☼	\sun	\sun		mathord	wasysym	WHITE SUN WITH RAYS
0263D	☽	\rightmoon	\rightmoon	N	mathord	mathabx, wasysym	FIRST QUARTER MOON
0263E	☾	\leftmoon	\leftmoon	N	mathord	mathabx, wasysym	LAST QUARTER MOON
0263F	☿	\mercury		N	mathord	wasysym	= \Mercury (mathabx), MERCURY
02640	♀	\female	\female	N	mathord	wasysym	= \Venus (mathabx), = \girl (mathabx), venus, female
02641	♁	\earth		N	mathord	wasysym	= \varEarth (mathabx), EARTH
02642	♂	\male	\male	N	mathord	wasysym	= \Mars (mathabx), = \boy (mathabx), mars, male
02643	♃	\jupiter		N	mathord	wasysym	= \Jupiter (mathabx), JUPITER
02644	♄	\saturn		N	mathord	wasysym	= \Saturn (mathabx), SATURN
02645	♅	\uranus			mathord	wasysym	= \Uranus (mathabx), URANUS
02646	♆	\neptune		N	mathord	wasysym	= \Neptune (mathabx), NEPTUNE
02647	♇	\pluto		N	mathord	wasysym	= \Pluto (mathabx), PLUTO
02648	♈	\aries		N	mathord	wasysym	= \Aries (mathabx), ARIES
02649	♉	\taurus		N	mathord	wasysym	= \Taurus (mathabx), TAURUS
0264A	♊	\gemini			mathord	wasysym	= \Gemini (mathabx), GEMINI
0264B	♋	\cancer			mathord	wasysym	CANCER
0264C	♌	\leo			mathord	wasysym	= \Leo (mathabx), LEO
0264D	♍	\virgo			mathord	wasysym	VIRGO
0264E	♎	\libra			mathord	wasysym	= \Libra (mathabx), LIBRA
0264F	♏	\scorpio			mathord	wasysym	= \Scorpio (mathabx), SCORPIUS
02650	♐	\sagittarius			mathord	wasysym	SAGITTARIUS
02651	♑	\capricornus			mathord	wasysym	CAPRICORN
02652	♒	\aquarius			mathord	wasysym	AQUARIUS
02653	♓	\pisces			mathord	wasysym	PISCES
02660	♠	\spadesuit	\spadesuit	N	mathord	*	spades suit symbol
02661	♡	\heartsuit	\heartsuit	N	mathord	*	heart suit symbol
02662	♢	\diamondsuit	\diamondsuit	N	mathord	*	diamond suit symbol
02663	♣	\clubsuit	\clubsuit	N	mathord	*	club suit symbol
02664	♤	\varspadesuit	\varspadesuit	N	mathord	kmath, kpfonts, pxfonts, txfonts	= \varspade (arevmath), spade, white (card suit)
02665	♥	\varheartsuit	\varheartsuit	N	mathord	kmath, kpfonts, pxfonts, txfonts	= \varheart (arevmath), filled heart (card suit)
02666	♦	\vardiamondsuit	\vardiamondsuit	N	mathord	kmath, kpfonts, pxfonts, txfonts	= \vardiamond (arevmath), filled diamond (card suit)
02667	♧	\varclubsuit	\varclubsuit	N	mathord	kmath, kpfonts, pxfonts, txfonts	= \varclub (arevmath), club, white (card suit)
02669	♩	\quarternote	\quarternote	N	mathord	arevmath, wasysym	music note (sung text sign)
0266A	♪	\eighthnote	\eighthnote		mathord	arevmath	EIGHTH NOTE
0266B	♫	\twonotes	\twonotes		mathord	wasysym	BEAMED EIGHTH NOTES
0266C	♬	\sixteenthnote			mathord	arevmath	BEAMED SIXTEENTH NOTES
0266D	♭	\flat	\flat	N	mathord	*	musical flat
0266E	♮	\natural	\natural	N	mathord	*	music natural
0266F	♯	\sharp	\sharp	N	mathord	*	= \# (oz), MUSIC SHARP SIGN, z notation infix bag count
0267B	♻	\recycle			mathord	arevmath	BLACK UNIVERSAL RECYCLING SYMBOL
0267E	♾		\acidfree		mathord		PERMANENT PAPER SIGN
02680	⚀		\dicei	N	mathord		DIE FACE-1
02681	⚁		\diceii	N	mathord		DIE FACE-2
02682	⚂		\diceiii	N	mathord		DIE FACE-3
02683	⚃		\diceiv	N	mathord		DIE FACE-4
02684	⚄		\dicev	N	mathord		DIE FACE-5
02685	⚅		\dicevi	N	mathord		DIE FACE-6
02686	⚆		\circledrightdot	N	mathord		WHITE CIRCLE WITH DOT RIGHT
02687	⚇		\circledtwodots	N	mathord		WHITE CIRCLE WITH TWO DOTS
02688	⚈		\blackcircledrightdot	N	mathord		BLACK CIRCLE WITH WHITE DOT RIGHT
02689	⚉		\blackcircledtwodots	N	mathord		BLACK CIRCLE WITH TWO WHITE DOTS
02693	⚓	\anchor			mathord	arevmath	ANCHOR
02694	⚔	\swords			mathord	arevmath	CROSSED SWORDS
026A0	⚠	\warning			mathord	arevmath	WARNING SIGN
026A5	⚥		\Hermaphrodite		mathord		MALE AND FEMALE SIGN
026AA	⚪	\medcirc	\mdwhtcircle	N	mathord	kmath, kpfonts, pxfonts, txfonts	MEDIUM WHITE CIRCLE
026AB	⚫	\medbullet	\mdblkcircle	N	mathord	kmath, kpfonts, pxfonts, txfonts	MEDIUM BLACK CIRCLE
026AC	⚬		\mdsmwhtcircle	N	mathord		MEDIUM SMALL WHITE CIRCLE
026B2	⚲		\neuter	N	mathord		NEUTER

Dingbats

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
0270E	✎	\pencil			mathord	arevmath	LOWER RIGHT PENCIL
02713	✓	\checkmark	\checkmark	N	mathord	MnSymbol, amsfonts, amssymb, mathdesign, oz	= \ballotcheck (arevmath), tick, CHECK MARK
02717	✗	\ballotx			mathord	arevmath	BALLOT X
02720	✠	\maltese	\maltese	N	mathord	MnSymbol, amsfonts, amssymb, mathdesign, oz	MALTESE CROSS
0272A	✪		\circledstar	N	mathord		CIRCLED WHITE STAR
02736	✶		\varstar	N	mathord		SIX POINTED BLACK STAR
0273D	✽		\dingasterisk		mathord		HEAVY TEARDROP-SPOKED ASTERISK
02772	❲		\lbrbrak	O	mathopen		LIGHT LEFT TORTOISE SHELL BRACKET ORNAMENT
02773	❳		\rbrbrak	C	mathclose		LIGHT RIGHT TORTOISE SHELL BRACKET ORNAMENT
0279B	➛		\draftingarrow		mathord		right arrow with bold head (drafting)
027A2	➢	\arrowbullet			mathord	arevmath	THREE-D TOP-LIGHTED RIGHTWARDS ARROWHEAD

Miscellaneous Mathematical Symbols-A

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
027C0	⟀		\threedangle	N	mathord		THREE DIMENSIONAL ANGLE
027C1	⟁		\whiteinwhitetriangle	N	mathord		WHITE TRIANGLE CONTAINING SMALL WHITE TRIANGLE
027C2	⟂	\perp	\perp	R	mathrel	*	PERPENDICULAR
027C3	⟃		\subsetcirc	R	mathord		OPEN SUBSET
027C4	⟄		\supsetcirc	R	mathord		OPEN SUPERSET
027C5	⟅	\Lbag	\lbag	R	mathopen	kmath, kpfonts, pxfonts, stmaryrd, txfonts	= \lbag (stmaryrd -oz), LEFT S-SHAPED BAG DELIMITER
027C6	⟆	\Rbag	\rbag	R	mathclose	kmath, kpfonts, pxfonts, stmaryrd, txfonts	= \rbag (stmaryrd -oz), RIGHT S-SHAPED BAG DELIMITER
027C7	⟇		\veedot	R	mathbin		OR WITH DOT INSIDE
027C8	⟈		\bsolhsub	R	mathrel		REVERSE SOLIDUS PRECEDING SUBSET
027C9	⟉		\suphsol	R	mathrel		SUPERSET PRECEDING SOLIDUS
027CC	⟌		\longdivision		mathopen		LONG DIVISION
027D0	⟐	\Diamonddot	\diamondcdot	N	mathord	kmath, kpfonts, pxfonts, txfonts	WHITE DIAMOND WITH CENTRED DOT
027D1	⟑		\wedgedot	B	mathbin		AND WITH DOT
027D2	⟒		\upin	R	mathrel		ELEMENT OF OPENING UPWARDS
027D3	⟓		\pullback	R	mathrel		LOWER RIGHT CORNER WITH DOT
027D4	⟔		\pushout	R	mathrel		UPPER LEFT CORNER WITH DOT
027D5	⟕		\leftouterjoin	L	mathop		LEFT OUTER JOIN
027D6	⟖		\rightouterjoin	L	mathop		RIGHT OUTER JOIN
027D7	⟗		\fullouterjoin	L	mathop		FULL OUTER JOIN
027D8	⟘		\bigbot	L	mathop		LARGE UP TACK
027D9	⟙		\bigtop	L	mathop		LARGE DOWN TACK
027DA	⟚		\DashVDash	R	mathrel		LEFT AND RIGHT DOUBLE TURNSTILE
027DB	⟛		\dashVdash	R	mathrel		LEFT AND RIGHT TACK
027DC	⟜	\multimapinv	\multimapinv	R	mathrel	kmath, kpfonts, pxfonts, txfonts	LEFT MULTIMAP
027DD	⟝		\vlongdash	R	mathrel		long left tack
027DE	⟞		\longdashv	R	mathrel		long right tack
027DF	⟟		\cirbot	R	mathrel		UP TACK WITH CIRCLE ABOVE
027E0	⟠		\lozengeminus	B	mathbin		LOZENGE DIVIDED BY HORIZONTAL RULE
027E1	⟡		\concavediamond	B	mathbin		WHITE CONCAVE-SIDED DIAMOND
027E2	⟢		\concavediamondtickleft	B	mathbin		WHITE CONCAVE-SIDED DIAMOND WITH LEFTWARDS TICK
027E3	⟣		\concavediamondtickright	B	mathbin		WHITE CONCAVE-SIDED DIAMOND WITH RIGHTWARDS TICK
027E4	⟤		\whitesquaretickleft	B	mathbin		WHITE SQUARE WITH LEFTWARDS TICK
027E5	⟥		\whitesquaretickright	B	mathbin		WHITE SQUARE WITH RIGHTWARDS TICK
027E6	⟦	\llbracket	\lBrack	O	mathopen	fourier, fouriernc, kpfonts, stmaryrd, wrisym	= \Lbrack (mathbbol), = \lbag (oz -stmaryrd), MATHEMATICAL LEFT WHITE SQUARE BRACKET
027E7	⟧	\rrbracket	\rBrack	C	mathclose	fourier, fouriernc, kpfonts, stmaryrd, wrisym	= \Rbrack (mathbbol), = \rbag (oz -stmaryrd), MATHEMATICAL RIGHT WHITE SQUARE BRACKET
027E8	⟨	\langle	\langle	O	mathopen	*	MATHEMATICAL LEFT ANGLE BRACKET
027E9	⟩	\rangle	\rangle	C	mathclose	*	MATHEMATICAL RIGHT ANGLE BRACKET
027EA	⟪	\lang	\lAngle	O	mathopen	oz	MATHEMATICAL LEFT DOUBLE ANGLE BRACKET, z notation left chevron bracket
027EB	⟫	\rang	\rAngle	C	mathclose	oz	MATHEMATICAL RIGHT DOUBLE ANGLE BRACKET, z notation right chevron bracket
027EC	⟬		\Lbrbrak	O	mathopen		MATHEMATICAL LEFT WHITE TORTOISE SHELL BRACKET
027ED	⟭		\Rbrbrak	C	mathclose		MATHEMATICAL RIGHT WHITE TORTOISE SHELL BRACKET
027EE	⟮	\lgroup		O	mathopen	*	MATHEMATICAL LEFT FLATTENED PARENTHESIS
027EF	⟯	\rgroup		C	mathclose	*	MATHEMATICAL RIGHT FLATTENED PARENTHESIS

Supplemental Arrows-A

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
027F0	⟰		\UUparrow	R	mathrel		UPWARDS QUADRUPLE ARROW
027F1	⟱		\DDownarrow	R	mathrel		DOWNWARDS QUADRUPLE ARROW
027F2	⟲		\acwgapcirclearrow	R	mathrel		ANTICLOCKWISE GAPPED CIRCLE ARROW
027F3	⟳		\cwgapcirclearrow	R	mathrel		CLOCKWISE GAPPED CIRCLE ARROW
027F4	⟴		\rightarrowonoplus	R	mathrel		RIGHT ARROW WITH CIRCLED PLUS
027F5	⟵	\longleftarrow	\longleftarrow	R	mathrel	*	LONG LEFTWARDS ARROW
027F6	⟶	\longrightarrow	\longrightarrow	R	mathrel	*	LONG RIGHTWARDS ARROW
027F7	⟷	\longleftrightarrow	\longleftrightarrow	R	mathrel	*	LONG LEFT RIGHT ARROW
027F8	⟸	\Longleftarrow	\Longleftarrow	R	mathrel	*	= \impliedby (amsmath), LONG LEFTWARDS DOUBLE ARROW
027F9	⟹	\Longrightarrow	\Longrightarrow	R	mathrel	*	= \implies (amsmath), LONG RIGHTWARDS DOUBLE ARROW
027FA	⟺	\Longleftrightarrow	\Longleftrightarrow	R	mathrel	*	= \iff (oz), LONG LEFT RIGHT DOUBLE ARROW
027FB	⟻	\longmapsfrom	\longmapsfrom	R	mathrel	stmaryrd	= \longmappedfrom (kpfonts), LONG LEFTWARDS ARROW FROM BAR
027FC	⟼	\longmapsto	\longmapsto	R	mathrel	*	LONG RIGHTWARDS ARROW FROM BAR
027FD	⟽	\Longmapsfrom	\Longmapsfrom	R	mathrel	stmaryrd	= \Longmappedfrom (kpfonts), LONG LEFTWARDS DOUBLE ARROW FROM BAR
027FE	⟾	\Longmapsto	\Longmapsto	R	mathrel	stmaryrd	LONG RIGHTWARDS DOUBLE ARROW FROM BAR
027FF	⟿		\longrightsquigarrow	R	mathrel		LONG RIGHTWARDS SQUIGGLE ARROW

Supplemental Arrows-B

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
02900	⤀	\psur	\nvtwoheadrightarrow	R	mathrel	oz	= \psurj (oz), RIGHTWARDS TWO-HEADED ARROW WITH VERTICAL STROKE, z notation partial surjection
02901	⤁		\nVtwoheadrightarrow	R	mathrel		RIGHTWARDS TWO-HEADED ARROW WITH DOUBLE VERTICAL STROKE, z notation finite surjection
02902	⤂		\nvLeftarrow	R	mathrel		LEFTWARDS DOUBLE ARROW WITH VERTICAL STROKE
02903	⤃		\nvRightarrow	R	mathrel		RIGHTWARDS DOUBLE ARROW WITH VERTICAL STROKE
02904	⤄		\nvLeftrightarrow	R	mathrel		LEFT RIGHT DOUBLE ARROW WITH VERTICAL STROKE
02905	⤅		\twoheadmapsto	R	mathrel		RIGHTWARDS TWO-HEADED ARROW FROM BAR
02906	⤆	\Mapsfrom	\Mapsfrom	R	mathrel	stmaryrd	= \Mappedfrom (kpfonts), LEFTWARDS DOUBLE ARROW FROM BAR
02907	⤇	\Mapsto	\Mapsto	R	mathrel	stmaryrd	RIGHTWARDS DOUBLE ARROW FROM BAR
02908	⤈		\downarrowbarred	R	mathrel		DOWNWARDS ARROW WITH HORIZONTAL STROKE
02909	⤉		\uparrowbarred	R	mathrel		UPWARDS ARROW WITH HORIZONTAL STROKE
0290A	⤊		\Uuparrow	R	mathrel		UPWARDS TRIPLE ARROW
0290B	⤋		\Ddownarrow	R	mathrel		DOWNWARDS TRIPLE ARROW
0290C	⤌		\leftbkarrow	R	mathrel		LEFTWARDS DOUBLE DASH ARROW
0290D	⤍		\rightbkarrow	R	mathrel		RIGHTWARDS DOUBLE DASH ARROW
0290E	⤎		\leftdbkarrow	R	mathrel		LEFTWARDS TRIPLE DASH ARROW
0290F	⤏		\dbkarow	R	mathrel		RIGHTWARDS TRIPLE DASH ARROW
02910	⤐		\drbkarow	R	mathrel		RIGHTWARDS TWO-HEADED TRIPLE DASH ARROW
02911	⤑		\rightdotarrow	R	mathrel		RIGHTWARDS ARROW WITH DOTTED STEM
02912	⤒	\UpArrowBar	\baruparrow	R	mathrel	wrisym	UPWARDS ARROW TO BAR
02913	⤓	\DownArrowBar	\downarrowbar	R	mathrel	wrisym	DOWNWARDS ARROW TO BAR
02914	⤔	\pinj	\nvrightarrowtail	R	mathrel	oz	RIGHTWARDS ARROW WITH TAIL WITH VERTICAL STROKE, z notation partial injection
02915	⤕	\finj	\nVrightarrowtail	R	mathrel	oz	RIGHTWARDS ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE, z notation finite injection
02916	⤖	\bij	\twoheadrightarrowtail	R	mathrel	oz	RIGHTWARDS TWO-HEADED ARROW WITH TAIL, z notation bijection
02917	⤗		\nvtwoheadrightarrowtail	R	mathrel		RIGHTWARDS TWO-HEADED ARROW WITH TAIL WITH VERTICAL STROKE, z notation surjective injection
02918	⤘		\nVtwoheadrightarrowtail	R	mathrel		RIGHTWARDS TWO-HEADED ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE, z notation finite surjective injection
02919	⤙		\lefttail	R	mathrel		LEFTWARDS ARROW-TAIL
0291A	⤚		\righttail	R	mathrel		RIGHTWARDS ARROW-TAIL
0291B	⤛		\leftdbltail	R	mathrel		LEFTWARDS DOUBLE ARROW-TAIL
0291C	⤜		\rightdbltail	R	mathrel		RIGHTWARDS DOUBLE ARROW-TAIL
0291D	⤝		\diamondleftarrow	R	mathrel		LEFTWARDS ARROW TO BLACK DIAMOND
0291E	⤞		\rightarrowdiamond	R	mathrel		RIGHTWARDS ARROW TO BLACK DIAMOND
0291F	⤟		\diamondleftarrowbar	R	mathrel		LEFTWARDS ARROW FROM BAR TO BLACK DIAMOND
02920	⤠		\barrightarrowdiamond	R	mathrel		RIGHTWARDS ARROW FROM BAR TO BLACK DIAMOND
02921	⤡		\nwsearrow	R	mathrel		NORTH WEST AND SOUTH EAST ARROW
02922	⤢		\neswarrow	R	mathrel		NORTH EAST AND SOUTH WEST ARROW
02923	⤣		\hknwarrow	R	mathrel		NORTH WEST ARROW WITH HOOK
02924	⤤		\hknearrow	R	mathrel		NORTH EAST ARROW WITH HOOK
02925	⤥		\hksearow	R	mathrel		SOUTH EAST ARROW WITH HOOK
02926	⤦		\hkswarow	R	mathrel		SOUTH WEST ARROW WITH HOOK
02927	⤧		\tona	R	mathrel		NORTH WEST ARROW AND NORTH EAST ARROW
02928	⤨		\toea	R	mathrel		NORTH EAST ARROW AND SOUTH EAST ARROW
02929	⤩		\tosa	R	mathrel		SOUTH EAST ARROW AND SOUTH WEST ARROW
0292A	⤪		\towa	R	mathrel		SOUTH WEST ARROW AND NORTH WEST ARROW
0292B	⤫		\rdiagovfdiag	R	mathord		RISING DIAGONAL CROSSING FALLING DIAGONAL
0292C	⤬		\fdiagovrdiag	R	mathord		FALLING DIAGONAL CROSSING RISING DIAGONAL
0292D	⤭		\seovnearrow	R	mathord		SOUTH EAST ARROW CROSSING NORTH EAST ARROW
0292E	⤮		\neovsearrow	R	mathord		NORTH EAST ARROW CROSSING SOUTH EAST ARROW
0292F	⤯		\fdiagovnearrow	R	mathord		FALLING DIAGONAL CROSSING NORTH EAST ARROW
02930	⤰		\rdiagovsearrow	R	mathord		RISING DIAGONAL CROSSING SOUTH EAST ARROW
02931	⤱		\neovnwarrow	R	mathord		NORTH EAST ARROW CROSSING NORTH WEST ARROW
02932	⤲		\nwovnearrow	R	mathord		NORTH WEST ARROW CROSSING NORTH EAST ARROW
02933	⤳	\leadsto	\rightcurvedarrow	R	mathrel	kmath, kpfonts, pxfonts, txfonts	WAVE ARROW POINTING DIRECTLY RIGHT
02934	⤴		\uprightcurvearrow	R	mathord		ARROW POINTING RIGHTWARDS THEN CURVING UPWARDS
02935	⤵		\downrightcurvedarrow	R	mathord		ARROW POINTING RIGHTWARDS THEN CURVING DOWNWARDS
02936	⤶		\leftdowncurvedarrow	R	mathrel		ARROW POINTING DOWNWARDS THEN CURVING LEFTWARDS
02937	⤷		\rightdowncurvedarrow	R	mathrel		ARROW POINTING DOWNWARDS THEN CURVING RIGHTWARDS
02938	⤸		\cwrightarcarrow	R	mathrel		RIGHT-SIDE ARC CLOCKWISE ARROW
02939	⤹		\acwleftarcarrow	R	mathrel		LEFT-SIDE ARC ANTICLOCKWISE ARROW
0293A	⤺		\acwoverarcarrow	R	mathrel		TOP ARC ANTICLOCKWISE ARROW
0293B	⤻		\acwunderarcarrow	R	mathrel		BOTTOM ARC ANTICLOCKWISE ARROW
0293C	⤼		\curvearrowrightminus	R	mathrel		TOP ARC CLOCKWISE ARROW WITH MINUS
0293D	⤽		\curvearrowleftplus	R	mathrel		TOP ARC ANTICLOCKWISE ARROW WITH PLUS
0293E	⤾		\cwundercurvearrow	R	mathrel		LOWER RIGHT SEMICIRCULAR CLOCKWISE ARROW
0293F	⤿		\ccwundercurvearrow	R	mathrel		LOWER LEFT SEMICIRCULAR ANTICLOCKWISE ARROW
02940	⥀		\acwcirclearrow	R	mathrel		ANTICLOCKWISE CLOSED CIRCLE ARROW
02941	⥁		\cwcirclearrow	R	mathrel		CLOCKWISE CLOSED CIRCLE ARROW
02942	⥂		\rightarrowshortleftarrow	R	mathrel		RIGHTWARDS ARROW ABOVE SHORT LEFTWARDS ARROW
02943	⥃		\leftarrowshortrightarrow	R	mathrel		LEFTWARDS ARROW ABOVE SHORT RIGHTWARDS ARROW
02944	⥄		\shortrightarrowleftarrow	R	mathrel		SHORT RIGHTWARDS ARROW ABOVE LEFTWARDS ARROW
02945	⥅		\rightarrowplus	R	mathrel		RIGHTWARDS ARROW WITH PLUS BELOW
02946	⥆		\leftarrowplus	R	mathrel		LEFTWARDS ARROW WITH PLUS BELOW
02947	⥇		\rightarrowx	R	mathrel		RIGHTWARDS ARROW THROUGH X
02948	⥈		\leftrightarrowcircle	R	mathrel		LEFT RIGHT ARROW THROUGH SMALL CIRCLE
02949	⥉		\twoheaduparrowcircle	R	mathrel		UPWARDS TWO-HEADED ARROW FROM SMALL CIRCLE
0294A	⥊	\leftrightharpoon	\leftrightharpoonupdown	R	mathrel	mathabx	LEFT BARB UP RIGHT BARB DOWN HARPOON
0294B	⥋	\rightleftharpoon	\leftrightharpoondownup	R	mathrel	mathabx	LEFT BARB DOWN RIGHT BARB UP HARPOON
0294C	⥌		\updownharpoonrightleft	R	mathrel		UP BARB RIGHT DOWN BARB LEFT HARPOON
0294D	⥍		\updownharpoonleftright	R	mathrel		UP BARB LEFT DOWN BARB RIGHT HARPOON
0294E	⥎	\leftrightharpoonup	\leftrightharpoonupup	R	mathrel	wrisym	LEFT BARB UP RIGHT BARB UP HARPOON
0294F	⥏	\rightupdownharpoon	\updownharpoonrightright	R	mathrel	wrisym	UP BARB RIGHT DOWN BARB RIGHT HARPOON
02950	⥐	\leftrightharpoondown	\leftrightharpoondowndown	R	mathrel	wrisym	LEFT BARB DOWN RIGHT BARB DOWN HARPOON
02951	⥑	\leftupdownharpoon	\updownharpoonleftleft	R	mathrel	wrisym	UP BARB LEFT DOWN BARB LEFT HARPOON
02952	⥒	\LeftVectorBar	\barleftharpoonup	R	mathrel	wrisym	LEFTWARDS HARPOON WITH BARB UP TO BAR
02953	⥓	\RightVectorBar	\rightharpoonupbar	R	mathrel	wrisym	RIGHTWARDS HARPOON WITH BARB UP TO BAR
02954	⥔	\RightUpVectorBar	\barupharpoonright	R	mathrel	wrisym	UPWARDS HARPOON WITH BARB RIGHT TO BAR
02955	⥕	\RightDownVectorBar	\downharpoonrightbar	R	mathrel	wrisym	DOWNWARDS HARPOON WITH BARB RIGHT TO BAR
02956	⥖	\DownLeftVectorBar	\barleftharpoondown	R	mathrel	wrisym	LEFTWARDS HARPOON WITH BARB DOWN TO BAR
02957	⥗	\DownRightVectorBar	\rightharpoondownbar	R	mathrel	wrisym	RIGHTWARDS HARPOON WITH BARB DOWN TO BAR
02958	⥘	\LeftUpVectorBar	\barupharpoonleft	R	mathrel	wrisym	UPWARDS HARPOON WITH BARB LEFT TO BAR
02959	⥙	\LeftDownVectorBar	\downharpoonleftbar	R	mathrel	wrisym	DOWNWARDS HARPOON WITH BARB LEFT TO BAR
0295A	⥚	\LeftTeeVector	\leftharpoonupbar	R	mathrel	wrisym	LEFTWARDS HARPOON WITH BARB UP FROM BAR
0295B	⥛	\RightTeeVector	\barrightharpoonup	R	mathrel	wrisym	RIGHTWARDS HARPOON WITH BARB UP FROM BAR
0295C	⥜	\RightUpTeeVector	\upharpoonrightbar	R	mathrel	wrisym	UPWARDS HARPOON WITH BARB RIGHT FROM BAR
0295D	⥝	\RightDownTeeVector	\bardownharpoonright	R	mathrel	wrisym	DOWNWARDS HARPOON WITH BARB RIGHT FROM BAR
0295E	⥞	\DownLeftTeeVector	\leftharpoondownbar	R	mathrel	wrisym	LEFTWARDS HARPOON WITH BARB DOWN FROM BAR
0295F	⥟	\DownRightTeeVector	\barrightharpoondown	R	mathrel	wrisym	RIGHTWARDS HARPOON WITH BARB DOWN FROM BAR
02960	⥠	\LeftUpTeeVector	\upharpoonleftbar	R	mathrel	wrisym	UPWARDS HARPOON WITH BARB LEFT FROM BAR
02961	⥡	\LeftDownTeeVector	\bardownharpoonleft	R	mathrel	wrisym	DOWNWARDS HARPOON WITH BARB LEFT FROM BAR
02962	⥢	\leftleftharpoons	\leftharpoonsupdown	R	mathrel	mathabx	LEFTWARDS HARPOON WITH BARB UP ABOVE LEFTWARDS HARPOON WITH BARB DOWN
02963	⥣	\upupharpoons	\upharpoonsleftright	R	mathrel	mathabx	UPWARDS HARPOON WITH BARB LEFT BESIDE UPWARDS HARPOON WITH BARB RIGHT
02964	⥤	\rightrightharpoons	\rightharpoonsupdown	R	mathrel	mathabx	RIGHTWARDS HARPOON WITH BARB UP ABOVE RIGHTWARDS HARPOON WITH BARB DOWN
02965	⥥	\downdownharpoons	\downharpoonsleftright	R	mathrel	mathabx	DOWNWARDS HARPOON WITH BARB LEFT BESIDE DOWNWARDS HARPOON WITH BARB RIGHT
02966	⥦		\leftrightharpoonsup	R	mathrel		LEFTWARDS HARPOON WITH BARB UP ABOVE RIGHTWARDS HARPOON WITH BARB UP
02967	⥧		\leftrightharpoonsdown	R	mathrel		LEFTWARDS HARPOON WITH BARB DOWN ABOVE RIGHTWARDS HARPOON WITH BARB DOWN
02968	⥨		\rightleftharpoonsup	R	mathrel		RIGHTWARDS HARPOON WITH BARB UP ABOVE LEFTWARDS HARPOON WITH BARB UP
02969	⥩		\rightleftharpoonsdown	R	mathrel		RIGHTWARDS HARPOON WITH BARB DOWN ABOVE LEFTWARDS HARPOON WITH BARB DOWN
0296A	⥪	\leftbarharpoon	\leftharpoonupdash	R	mathrel	mathabx	LEFTWARDS HARPOON WITH BARB UP ABOVE LONG DASH
0296B	⥫	\barleftharpoon	\dashleftharpoondown	R	mathrel	mathabx	LEFTWARDS HARPOON WITH BARB DOWN BELOW LONG DASH
0296C	⥬	\rightbarharpoon	\rightharpoonupdash	R	mathrel	mathabx	RIGHTWARDS HARPOON WITH BARB UP ABOVE LONG DASH
0296D	⥭	\barrightharpoon	\dashrightharpoondown	R	mathrel	mathabx	RIGHTWARDS HARPOON WITH BARB DOWN BELOW LONG DASH
0296E	⥮	\updownharpoons	\updownharpoonsleftright	R	mathrel	mathabx	= \upequilibrium (wrisym), UPWARDS HARPOON WITH BARB LEFT BESIDE DOWNWARDS HARPOON WITH BARB RIGHT
0296F	⥯	\downupharpoons	\downupharpoonsleftright	R	mathrel	mathabx	= \uprevequilibrium (wrisym), DOWNWARDS HARPOON WITH BARB LEFT BESIDE UPWARDS HARPOON WITH BARB RIGHT
02970	⥰		\rightimply	R	mathrel		RIGHT DOUBLE ARROW WITH ROUNDED HEAD
02971	⥱		\equalrightarrow	R	mathrel		EQUALS SIGN ABOVE RIGHTWARDS ARROW
02972	⥲		\similarrightarrow	R	mathrel		TILDE OPERATOR ABOVE RIGHTWARDS ARROW
02973	⥳		\leftarrowsimilar	R	mathrel		LEFTWARDS ARROW ABOVE TILDE OPERATOR
02974	⥴		\rightarrowsimilar	R	mathrel		RIGHTWARDS ARROW ABOVE TILDE OPERATOR
02975	⥵		\rightarrowapprox	R	mathrel		RIGHTWARDS ARROW ABOVE ALMOST EQUAL TO
02976	⥶		\ltlarr	R	mathrel		LESS-THAN ABOVE LEFTWARDS ARROW
02977	⥷		\leftarrowless	R	mathrel		LEFTWARDS ARROW THROUGH LESS-THAN
02978	⥸		\gtrarr	R	mathrel		GREATER-THAN ABOVE RIGHTWARDS ARROW
02979	⥹		\subrarr	R	mathrel		SUBSET ABOVE RIGHTWARDS ARROW
0297A	⥺		\leftarrowsubset	R	mathrel		LEFTWARDS ARROW THROUGH SUBSET
0297B	⥻		\suplarr	R	mathrel		SUPERSET ABOVE LEFTWARDS ARROW
0297C	⥼	\strictfi	\leftfishtail	R	mathrel	kmath, kpfonts, pxfonts, txfonts	LEFT FISH TAIL
0297D	⥽	\strictif	\rightfishtail	R	mathrel	kmath, kpfonts, pxfonts, txfonts	RIGHT FISH TAIL
0297E	⥾		\upfishtail	R	mathrel		UP FISH TAIL
0297F	⥿		\downfishtail	R	mathrel		DOWN FISH TAIL

Miscellaneous Mathematical Symbols-B

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
02980	⦀	\VERT	\Vvert	F	mathfence	fourier, fouriernc	TRIPLE VERTICAL BAR DELIMITER
02981	⦁	\spot	\mdsmblkcircle	N	mathord	oz	= \dot (oz), Z NOTATION SPOT
02982	⦂		\typecolon	F	mathbin		Z NOTATION TYPE COLON, (present in bbold font but no command)
02983	⦃		\lBrace	O	mathopen		LEFT WHITE CURLY BRACKET
02984	⦄		\rBrace	C	mathclose		RIGHT WHITE CURLY BRACKET
02985	⦅	\Lparen	\lParen	O	mathopen	mathbbol	LEFT WHITE PARENTHESIS
02986	⦆	\Rparen	\rParen	C	mathclose	mathbbol	RIGHT WHITE PARENTHESIS
02987	⦇	\limg	\llparenthesis	O	mathopen	oz	= \llparenthesis (stmaryrd), Z NOTATION LEFT IMAGE BRACKET
02988	⦈	\rimg	\rrparenthesis	C	mathclose	oz	= \rrparenthesis (stmaryrd), Z NOTATION RIGHT IMAGE BRACKET
02989	⦉	\lblot	\llangle	O	mathopen	oz	Z NOTATION LEFT BINDING BRACKET
0298A	⦊	\rblot	\rrangle	C	mathclose	oz	Z NOTATION RIGHT BINDING BRACKET
0298B	⦋		\lbrackubar	O	mathopen		LEFT SQUARE BRACKET WITH UNDERBAR
0298C	⦌		\rbrackubar	C	mathclose		RIGHT SQUARE BRACKET WITH UNDERBAR
0298D	⦍		\lbrackultick	O	mathopen		LEFT SQUARE BRACKET WITH TICK IN TOP CORNER
0298E	⦎		\rbracklrtick	C	mathclose		RIGHT SQUARE BRACKET WITH TICK IN BOTTOM CORNER
0298F	⦏		\lbracklltick	O	mathopen		LEFT SQUARE BRACKET WITH TICK IN BOTTOM CORNER
02990	⦐		\rbrackurtick	C	mathclose		RIGHT SQUARE BRACKET WITH TICK IN TOP CORNER
02991	⦑		\langledot	O	mathopen		LEFT ANGLE BRACKET WITH DOT
02992	⦒		\rangledot	C	mathclose		RIGHT ANGLE BRACKET WITH DOT
02993	⦓		\lparenless	O	mathopen		LEFT ARC LESS-THAN BRACKET
02994	⦔		\rparengtr	C	mathclose		RIGHT ARC GREATER-THAN BRACKET
02995	⦕		\Lparengtr	O	mathopen		DOUBLE LEFT ARC GREATER-THAN BRACKET
02996	⦖		\Rparenless	C	mathclose		DOUBLE RIGHT ARC LESS-THAN BRACKET
02997	⦗		\lblkbrbrak	O	mathopen		LEFT BLACK TORTOISE SHELL BRACKET
02998	⦘		\rblkbrbrak	C	mathclose		RIGHT BLACK TORTOISE SHELL BRACKET
02999	⦙		\fourvdots	F	mathord		DOTTED FENCE
0299A	⦚		\vzigzag	F	mathord		VERTICAL ZIGZAG LINE
0299B	⦛		\measuredangleleft	N	mathord		MEASURED ANGLE OPENING LEFT
0299C	⦜		\rightanglesqr	N	mathord		RIGHT ANGLE VARIANT WITH SQUARE
0299D	⦝		\rightanglemdot	N	mathord		MEASURED RIGHT ANGLE WITH DOT
0299E	⦞		\angles	N	mathord		ANGLE WITH S INSIDE
0299F	⦟		\angdnr	N	mathord		ACUTE ANGLE
029A0	⦠		\gtlpar	N	mathord		SPHERICAL ANGLE OPENING LEFT
029A1	⦡		\sphericalangleup	N	mathord		SPHERICAL ANGLE OPENING UP
029A2	⦢		\turnangle	N	mathord		TURNED ANGLE
029A3	⦣		\revangle	N	mathord		REVERSED ANGLE
029A4	⦤		\angleubar	N	mathord		ANGLE WITH UNDERBAR
029A5	⦥		\revangleubar	N	mathord		REVERSED ANGLE WITH UNDERBAR
029A6	⦦		\wideangledown	N	mathord		OBLIQUE ANGLE OPENING UP
029A7	⦧		\wideangleup	N	mathord		OBLIQUE ANGLE OPENING DOWN
029A8	⦨		\measanglerutone	N	mathord		MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING UP AND RIGHT
029A9	⦩		\measanglelutonw	N	mathord		MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING UP AND LEFT
029AA	⦪		\measanglerdtose	N	mathord		MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING DOWN AND RIGHT
029AB	⦫		\measangleldtosw	N	mathord		MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING DOWN AND LEFT
029AC	⦬		\measangleurtone	N	mathord		MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING RIGHT AND UP
029AD	⦭		\measangleultonw	N	mathord		MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING LEFT AND UP
029AE	⦮		\measangledrtose	N	mathord		MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING RIGHT AND DOWN
029AF	⦯		\measangledltosw	N	mathord		MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING LEFT AND DOWN
029B0	⦰		\revemptyset	N	mathord		REVERSED EMPTY SET
029B1	⦱		\emptysetobar	N	mathord		EMPTY SET WITH OVERBAR
029B2	⦲		\emptysetocirc	N	mathord		EMPTY SET WITH SMALL CIRCLE ABOVE
029B3	⦳		\emptysetoarr	N	mathord		EMPTY SET WITH RIGHT ARROW ABOVE
029B4	⦴		\emptysetoarrl	N	mathord		EMPTY SET WITH LEFT ARROW ABOVE
029B5	⦵		\circlehbar	N	mathbin		CIRCLE WITH HORIZONTAL BAR
029B6	⦶		\circledvert	B	mathbin		CIRCLED VERTICAL BAR
029B7	⦷		\circledparallel	B	mathbin		CIRCLED PARALLEL
029B8	⦸	\circledbslash	\obslash	B	mathbin	kmath, kpfonts, pxfonts, txfonts	CIRCLED REVERSE SOLIDUS
029B9	⦹		\operp	B	mathbin		CIRCLED PERPENDICULAR
029BA	⦺		\obot	N	mathord		CIRCLE DIVIDED BY HORIZONTAL BAR AND TOP HALF DIVIDED BY VERTICAL BAR
029BB	⦻		\olcross	N	mathord		CIRCLE WITH SUPERIMPOSED X
029BC	⦼		\odotslashdot	N	mathord		CIRCLED ANTICLOCKWISE-ROTATED DIVISION SIGN
029BD	⦽		\uparrowoncircle	N	mathord		UP ARROW THROUGH CIRCLE
029BE	⦾		\circledwhitebullet	N	mathord		CIRCLED WHITE BULLET
029BF	⦿		\circledbullet	N	mathord		CIRCLED BULLET
029C0	⧀	\circledless	\olessthan	B	mathbin	kmath, kpfonts, pxfonts, txfonts	CIRCLED LESS-THAN
029C1	⧁	\circledgtr	\ogreaterthan	B	mathbin	kmath, kpfonts, pxfonts, txfonts	CIRCLED GREATER-THAN
029C2	⧂		\cirscir	N	mathord		CIRCLE WITH SMALL CIRCLE TO THE RIGHT
029C3	⧃		\cirE	N	mathord		CIRCLE WITH TWO HORIZONTAL STROKES TO THE RIGHT
029C4	⧄	\boxslash	\boxdiag	B	mathbin	kmath, kpfonts, pxfonts, stmaryrd, txfonts	SQUARED RISING DIAGONAL SLASH
029C5	⧅	\boxbslash	\boxbslash	B	mathbin	kmath, kpfonts, pxfonts, stmaryrd, txfonts	SQUARED FALLING DIAGONAL SLASH
029C6	⧆	\boxast	\boxast	B	mathbin	kmath, kpfonts, pxfonts, stmaryrd, txfonts	SQUARED ASTERISK
029C7	⧇	\boxcircle	\boxcircle	B	mathbin	stmaryrd	SQUARED SMALL CIRCLE
029C8	⧈	\boxbox	\boxbox	B	mathbin	stmaryrd	SQUARED SQUARE
029C9	⧉		\boxonbox	N	mathord		TWO JOINED SQUARES
029CA	⧊		\triangleodot	N	mathord		TRIANGLE WITH DOT ABOVE
029CB	⧋		\triangleubar	N	mathord		TRIANGLE WITH UNDERBAR
029CC	⧌		\triangles	N	mathord		S IN TRIANGLE
029CD	⧍		\triangleserifs	N	mathbin		TRIANGLE WITH SERIFS AT BOTTOM
029CE	⧎		\rtriltri	R	mathrel		RIGHT TRIANGLE ABOVE LEFT TRIANGLE
029CF	⧏	\LeftTriangleBar	\ltrivb	R	mathrel	wrisym	LEFT TRIANGLE BESIDE VERTICAL BAR
029D0	⧐	\RightTriangleBar	\vbrtri	R	mathrel	wrisym	VERTICAL BAR BESIDE RIGHT TRIANGLE
029D1	⧑		\lfbowtie	R	mathrel		left black bowtie
029D2	⧒		\rfbowtie	R	mathrel		right black bowtie
029D3	⧓		\fbowtie	R	mathrel		BLACK BOWTIE
029D4	⧔		\lftimes	R	mathrel		left black times
029D5	⧕		\rftimes	R	mathrel		right black times
029D6	⧖		\hourglass	B	mathbin		WHITE HOURGLASS
029D7	⧗		\blackhourglass	B	mathbin		BLACK HOURGLASS
029D8	⧘		\lvzigzag	O	mathopen		LEFT WIGGLY FENCE
029D9	⧙		\rvzigzag	C	mathclose		RIGHT WIGGLY FENCE
029DA	⧚		\Lvzigzag	O	mathopen		LEFT DOUBLE WIGGLY FENCE
029DB	⧛		\Rvzigzag	C	mathclose		RIGHT DOUBLE WIGGLY FENCE
029DC	⧜		\iinfin	N	mathord		INCOMPLETE INFINITY
029DD	⧝		\tieinfty	N	mathord		TIE OVER INFINITY
029DE	⧞		\nvinfty	N	mathord		INFINITY NEGATED WITH VERTICAL BAR
029DF	⧟	\multimapboth	\dualmap	R	mathrel	kmath, kpfonts, pxfonts, txfonts	DOUBLE-ENDED MULTIMAP
029E0	⧠		\laplac	N	mathord		SQUARE WITH CONTOURED OUTLINE
029E1	⧡		\lrtriangleeq	R	mathrel		INCREASES AS
029E2	⧢		\shuffle	B	mathbin		SHUFFLE PRODUCT
029E3	⧣		\eparsl	R	mathrel		EQUALS SIGN AND SLANTED PARALLEL
029E4	⧤		\smeparsl	R	mathrel		EQUALS SIGN AND SLANTED PARALLEL WITH TILDE ABOVE
029E5	⧥		\eqvparsl	R	mathrel		IDENTICAL TO AND SLANTED PARALLEL
029E6	⧦		\gleichstark	R	mathrel		GLEICH STARK
029E7	⧧		\thermod	N	mathord		THERMODYNAMIC
029E8	⧨		\downtriangleleftblack	N	mathord		DOWN-POINTING TRIANGLE WITH LEFT HALF BLACK
029E9	⧩		\downtrianglerightblack	N	mathord		DOWN-POINTING TRIANGLE WITH RIGHT HALF BLACK
029EA	⧪		\blackdiamonddownarrow	N	mathord		BLACK DIAMOND WITH DOWN ARROW
029EB	⧫	\blacklozenge	\mdlgblklozenge	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	BLACK LOZENGE
029EC	⧬		\circledownarrow	N	mathord		WHITE CIRCLE WITH DOWN ARROW
029ED	⧭		\blackcircledownarrow	N	mathord		BLACK CIRCLE WITH DOWN ARROW
029EE	⧮		\errbarsquare	N	mathord		ERROR-BARRED WHITE SQUARE
029EF	⧯		\errbarblacksquare	N	mathord		ERROR-BARRED BLACK SQUARE
029F0	⧰		\errbardiamond	N	mathord		ERROR-BARRED WHITE DIAMOND
029F1	⧱		\errbarblackdiamond	N	mathord		ERROR-BARRED BLACK DIAMOND
029F2	⧲		\errbarcircle	N	mathord		ERROR-BARRED WHITE CIRCLE
029F3	⧳		\errbarblackcircle	N	mathord		ERROR-BARRED BLACK CIRCLE
029F4	⧴		\ruledelayed	R	mathrel		RULE-DELAYED
029F5	⧵	\setminus	\setminus	B	mathbin	*	REVERSE SOLIDUS OPERATOR
029F6	⧶		\dsol	B	mathbin		SOLIDUS WITH OVERBAR
029F7	⧷		\rsolbar	B	mathbin		REVERSE SOLIDUS WITH HORIZONTAL STROKE
029F8	⧸		\xsol	L	mathop		BIG SOLIDUS
029F9	⧹	\zhide	\xbsol	L	mathop	oz	= \hide (oz), BIG REVERSE SOLIDUS, z notation schema hiding
029FA	⧺		\doubleplus	B	mathbin		DOUBLE PLUS
029FB	⧻		\tripleplus	B	mathbin		TRIPLE PLUS
029FC	⧼		\lcurvyangle	O	mathopen		left pointing curved angle bracket
029FD	⧽		\rcurvyangle	C	mathclose		right pointing curved angle bracket
029FE	⧾		\tplus	B	mathbin		TINY
029FF	⧿		\tminus	B	mathbin		MINY

Supplemental Mathematical Operators

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
02A00	⨀	\bigodot	\bigodot	L	mathop	*	N-ARY CIRCLED DOT OPERATOR
02A01	⨁	\bigoplus	\bigoplus	L	mathop	*	N-ARY CIRCLED PLUS OPERATOR
02A02	⨂	\bigotimes	\bigotimes	L	mathop	*	N-ARY CIRCLED TIMES OPERATOR
02A03	⨃		\bigcupdot	L	mathop		N-ARY UNION OPERATOR WITH DOT
02A04	⨄	\biguplus	\biguplus	L	mathop	*	N-ARY UNION OPERATOR WITH PLUS
02A05	⨅	\bigsqcap	\bigsqcap	L	mathop	kmath, kpfonts, pxfonts, txfonts	N-ARY SQUARE INTERSECTION OPERATOR
02A06	⨆	\bigsqcup	\bigsqcup	L	mathop	*	N-ARY SQUARE UNION OPERATOR
02A07	⨇		\conjquant	L	mathop		TWO LOGICAL AND OPERATOR
02A08	⨈		\disjquant	L	mathop		TWO LOGICAL OR OPERATOR
02A09	⨉	\varprod	\bigtimes	L	mathop	kmath, kpfonts, pxfonts, txfonts	N-ARY TIMES OPERATOR
02A0A	⨊		\modtwosum	L	mathord		MODULO TWO SUM
02A0B	⨋		\sumint	L	mathop		SUMMATION WITH INTEGRAL
02A0C	⨌	\iiiint	\iiiint	L	mathop	amsmath, esint, kmath, kpfonts, pxfonts, txfonts	QUADRUPLE INTEGRAL OPERATOR
02A0D	⨍		\intbar	L	mathop		FINITE PART INTEGRAL
02A0E	⨎		\intBar	L	mathop		INTEGRAL WITH DOUBLE STROKE
02A0F	⨏	\fint	\fint	L	mathop	esint, kmath, kpfonts, pxfonts, txfonts, wrisym	INTEGRAL AVERAGE WITH SLASH
02A10	⨐		\cirfnint	L	mathop		CIRCULATION FUNCTION
02A11	⨑		\awint	L	mathop		ANTICLOCKWISE INTEGRATION
02A12	⨒		\rppolint	L	mathop		LINE INTEGRATION WITH RECTANGULAR PATH AROUND POLE
02A13	⨓		\scpolint	L	mathop		LINE INTEGRATION WITH SEMICIRCULAR PATH AROUND POLE
02A14	⨔		\npolint	L	mathop		LINE INTEGRATION NOT INCLUDING THE POLE
02A15	⨕		\pointint	L	mathop		INTEGRAL AROUND A POINT OPERATOR
02A16	⨖	\sqint	\sqint	L	mathop	esint, kmath, kpfonts, pxfonts, txfonts	= \sqrint (wrisym), QUATERNION INTEGRAL OPERATOR
02A17	⨗		\intlarhk	L	mathop		INTEGRAL WITH LEFTWARDS ARROW WITH HOOK
02A18	⨘		\intx	L	mathop		INTEGRAL WITH TIMES SIGN
02A19	⨙		\intcap	L	mathop		INTEGRAL WITH INTERSECTION
02A1A	⨚		\intcup	L	mathop		INTEGRAL WITH UNION
02A1B	⨛		\upint	L	mathop		INTEGRAL WITH OVERBAR
02A1C	⨜		\lowint	L	mathop		INTEGRAL WITH UNDERBAR
02A1D	⨝	\Join	\Join	L	mathop	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	JOIN
02A1E	⨞		\bigtriangleleft	L	mathop		LARGE LEFT TRIANGLE OPERATOR
02A1F	⨟	\zcmp	\zcmp	L	mathop	oz	= \semi (oz), = \fatsemi (stmaryrd), Z NOTATION SCHEMA COMPOSITION
02A20	⨠	\zpipe	\zpipe	L	mathop	oz	Z NOTATION SCHEMA PIPING
02A21	⨡	\zproject	\zproject	L	mathop	oz	= \project (oz), Z NOTATION SCHEMA PROJECTION
02A22	⨢		\ringplus	B	mathbin		PLUS SIGN WITH SMALL CIRCLE ABOVE
02A23	⨣		\plushat	B	mathbin		PLUS SIGN WITH CIRCUMFLEX ACCENT ABOVE
02A24	⨤		\simplus	B	mathbin		PLUS SIGN WITH TILDE ABOVE
02A25	⨥		\plusdot	B	mathbin		PLUS SIGN WITH DOT BELOW
02A26	⨦		\plussim	B	mathbin		PLUS SIGN WITH TILDE BELOW
02A27	⨧		\plussubtwo	B	mathbin		PLUS SIGN WITH SUBSCRIPT TWO
02A28	⨨		\plustrif	B	mathbin		PLUS SIGN WITH BLACK TRIANGLE
02A29	⨩		\commaminus	B	mathbin		MINUS SIGN WITH COMMA ABOVE
02A2A	⨪		\minusdot	B	mathbin		MINUS SIGN WITH DOT BELOW
02A2B	⨫		\minusfdots	B	mathbin		MINUS SIGN WITH FALLING DOTS
02A2C	⨬		\minusrdots	B	mathbin		MINUS SIGN WITH RISING DOTS
02A2D	⨭		\opluslhrim	B	mathbin		PLUS SIGN IN LEFT HALF CIRCLE
02A2E	⨮		\oplusrhrim	B	mathbin		PLUS SIGN IN RIGHT HALF CIRCLE
02A2F	⨯		\vectimes	B	mathbin		# \times, VECTOR OR CROSS PRODUCT
02A30	⨰		\dottimes	B	mathbin		MULTIPLICATION SIGN WITH DOT ABOVE
02A31	⨱		\timesbar	B	mathbin		MULTIPLICATION SIGN WITH UNDERBAR
02A32	⨲		\btimes	B	mathbin		SEMIDIRECT PRODUCT WITH BOTTOM CLOSED
02A33	⨳		\smashtimes	B	mathbin		SMASH PRODUCT
02A34	⨴		\otimeslhrim	B	mathbin		MULTIPLICATION SIGN IN LEFT HALF CIRCLE
02A35	⨵		\otimesrhrim	B	mathbin		MULTIPLICATION SIGN IN RIGHT HALF CIRCLE
02A36	⨶		\otimeshat	B	mathbin		CIRCLED MULTIPLICATION SIGN WITH CIRCUMFLEX ACCENT
02A37	⨷		\Otimes	B	mathbin		MULTIPLICATION SIGN IN DOUBLE CIRCLE
02A38	⨸		\odiv	B	mathbin		CIRCLED DIVISION SIGN
02A39	⨹		\triangleplus	B	mathbin		PLUS SIGN IN TRIANGLE
02A3A	⨺		\triangleminus	B	mathbin		MINUS SIGN IN TRIANGLE
02A3B	⨻		\triangletimes	B	mathbin		MULTIPLICATION SIGN IN TRIANGLE
02A3C	⨼		\intprod	B	mathbin		INTERIOR PRODUCT
02A3D	⨽		\intprodr	B	mathbin		RIGHTHAND INTERIOR PRODUCT
02A3E	⨾	\fcmp	\fcmp	B	mathbin	oz	= \comp (oz), Z NOTATION RELATIONAL COMPOSITION
02A3F	⨿	\amalg	\amalg	B	mathbin	*	AMALGAMATION OR COPRODUCT
02A40	⩀		\capdot	B	mathbin		INTERSECTION WITH DOT
02A41	⩁		\uminus	B	mathbin		UNION WITH MINUS SIGN, z notation bag subtraction
02A42	⩂		\barcup	B	mathbin		UNION WITH OVERBAR
02A43	⩃		\barcap	B	mathbin		INTERSECTION WITH OVERBAR
02A44	⩄		\capwedge	B	mathbin		INTERSECTION WITH LOGICAL AND
02A45	⩅		\cupvee	B	mathbin		UNION WITH LOGICAL OR
02A46	⩆		\cupovercap	B	mathbin		UNION ABOVE INTERSECTION
02A47	⩇		\capovercup	B	mathbin		INTERSECTION ABOVE UNION
02A48	⩈		\cupbarcap	B	mathbin		UNION ABOVE BAR ABOVE INTERSECTION
02A49	⩉		\capbarcup	B	mathbin		INTERSECTION ABOVE BAR ABOVE UNION
02A4A	⩊		\twocups	B	mathbin		UNION BESIDE AND JOINED WITH UNION
02A4B	⩋		\twocaps	B	mathbin		INTERSECTION BESIDE AND JOINED WITH INTERSECTION
02A4C	⩌		\closedvarcup	B	mathbin		CLOSED UNION WITH SERIFS
02A4D	⩍		\closedvarcap	B	mathbin		CLOSED INTERSECTION WITH SERIFS
02A4E	⩎		\Sqcap	B	mathbin		DOUBLE SQUARE INTERSECTION
02A4F	⩏		\Sqcup	B	mathbin		DOUBLE SQUARE UNION
02A50	⩐		\closedvarcupsmashprod	B	mathbin		CLOSED UNION WITH SERIFS AND SMASH PRODUCT
02A51	⩑		\wedgeodot	B	mathbin		LOGICAL AND WITH DOT ABOVE
02A52	⩒		\veeodot	B	mathbin		LOGICAL OR WITH DOT ABOVE
02A53	⩓		\Wedge	B	mathbin		DOUBLE LOGICAL AND
02A54	⩔		\Vee	B	mathbin		DOUBLE LOGICAL OR
02A55	⩕		\wedgeonwedge	B	mathbin		TWO INTERSECTING LOGICAL AND
02A56	⩖		\veeonvee	B	mathbin		TWO INTERSECTING LOGICAL OR
02A57	⩗		\bigslopedvee	B	mathbin		SLOPING LARGE OR
02A58	⩘		\bigslopedwedge	B	mathbin		SLOPING LARGE AND
02A59	⩙		\veeonwedge	R	mathrel		LOGICAL OR OVERLAPPING LOGICAL AND
02A5A	⩚		\wedgemidvert	B	mathbin		LOGICAL AND WITH MIDDLE STEM
02A5B	⩛		\veemidvert	B	mathbin		LOGICAL OR WITH MIDDLE STEM
02A5C	⩜		\midbarwedge	B	mathbin		ogical and with horizontal dash
02A5D	⩝		\midbarvee	B	mathbin		LOGICAL OR WITH HORIZONTAL DASH
02A5E	⩞	\doublebarwedge	\doublebarwedge	B	mathbin	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	LOGICAL AND WITH DOUBLE OVERBAR
02A5F	⩟		\wedgebar	B	mathbin		LOGICAL AND WITH UNDERBAR
02A60	⩠		\wedgedoublebar	B	mathbin		LOGICAL AND WITH DOUBLE UNDERBAR
02A61	⩡		\varveebar	B	mathbin		SMALL VEE WITH UNDERBAR
02A62	⩢		\doublebarvee	B	mathbin		LOGICAL OR WITH DOUBLE OVERBAR
02A63	⩣		\veedoublebar	B	mathbin		LOGICAL OR WITH DOUBLE UNDERBAR
02A64	⩤	\dsub	\dsub	B	mathbin	oz	= \ndres (oz), Z NOTATION DOMAIN ANTIRESTRICTION
02A65	⩥	\rsub	\rsub	B	mathbin	oz	= \nrres (oz), Z NOTATION RANGE ANTIRESTRICTION
02A66	⩦		\eqdot	R	mathrel		EQUALS SIGN WITH DOT BELOW
02A67	⩧		\dotequiv	R	mathrel		IDENTICAL WITH DOT ABOVE
02A68	⩨		\equivVert	R	mathrel		TRIPLE HORIZONTAL BAR WITH DOUBLE VERTICAL STROKE
02A69	⩩		\equivVvert	R	mathrel		TRIPLE HORIZONTAL BAR WITH TRIPLE VERTICAL STROKE
02A6A	⩪		\dotsim	R	mathrel		TILDE OPERATOR WITH DOT ABOVE
02A6B	⩫		\simrdots	R	mathrel		TILDE OPERATOR WITH RISING DOTS
02A6C	⩬		\simminussim	R	mathrel		SIMILAR MINUS SIMILAR
02A6D	⩭		\congdot	R	mathrel		CONGRUENT WITH DOT ABOVE
02A6E	⩮		\asteq	R	mathrel		EQUALS WITH ASTERISK
02A6F	⩯		\hatapprox	R	mathrel		ALMOST EQUAL TO WITH CIRCUMFLEX ACCENT
02A70	⩰		\approxeqq	R	mathrel		APPROXIMATELY EQUAL OR EQUAL TO
02A71	⩱		\eqqplus	B	mathbin		EQUALS SIGN ABOVE PLUS SIGN
02A72	⩲		\pluseqq	B	mathbin		PLUS SIGN ABOVE EQUALS SIGN
02A73	⩳		\eqqsim	R	mathrel		EQUALS SIGN ABOVE TILDE OPERATOR
02A74	⩴	\Coloneqq	\Coloneq	R	mathrel	kmath, kpfonts, pxfonts, txfonts	# ::=, x \Coloneq (txfonts), DOUBLE COLON EQUAL
02A75	⩵	\Equal	\eqeq	R	mathrel	wrisym	# ==, TWO CONSECUTIVE EQUALS SIGNS
02A76	⩶	\Same	\eqeqeq	R	mathrel	wrisym	# ===, THREE CONSECUTIVE EQUALS SIGNS
02A77	⩷		\ddotseq	R	mathrel		EQUALS SIGN WITH TWO DOTS ABOVE AND TWO DOTS BELOW
02A78	⩸		\equivDD	R	mathrel		EQUIVALENT WITH FOUR DOTS ABOVE
02A79	⩹		\ltcir	R	mathrel		LESS-THAN WITH CIRCLE INSIDE
02A7A	⩺		\gtcir	R	mathrel		GREATER-THAN WITH CIRCLE INSIDE
02A7B	⩻		\ltquest	R	mathrel		LESS-THAN WITH QUESTION MARK ABOVE
02A7C	⩼		\gtquest	R	mathrel		GREATER-THAN WITH QUESTION MARK ABOVE
02A7D	⩽	\leqslant	\leqslant	R	mathrel	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	LESS-THAN OR SLANTED EQUAL TO
02A7E	⩾	\geqslant	\geqslant	R	mathrel	MnSymbol, amssymb, fourier, fouriernc, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	GREATER-THAN OR SLANTED EQUAL TO
02A7F	⩿		\lesdot	R	mathrel		LESS-THAN OR SLANTED EQUAL TO WITH DOT INSIDE
02A80	⪀		\gesdot	R	mathrel		GREATER-THAN OR SLANTED EQUAL TO WITH DOT INSIDE
02A81	⪁		\lesdoto	R	mathrel		LESS-THAN OR SLANTED EQUAL TO WITH DOT ABOVE
02A82	⪂		\gesdoto	R	mathrel		GREATER-THAN OR SLANTED EQUAL TO WITH DOT ABOVE
02A83	⪃		\lesdotor	R	mathrel		LESS-THAN OR SLANTED EQUAL TO WITH DOT ABOVE RIGHT
02A84	⪄		\gesdotol	R	mathrel		GREATER-THAN OR SLANTED EQUAL TO WITH DOT ABOVE LEFT
02A85	⪅	\lessapprox	\lessapprox	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	LESS-THAN OR APPROXIMATE
02A86	⪆	\gtrapprox	\gtrapprox	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	GREATER-THAN OR APPROXIMATE
02A87	⪇	\lneq	\lneq	R	mathrel	amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	LESS-THAN AND SINGLE-LINE NOT EQUAL TO
02A88	⪈	\gneq	\gneq	R	mathrel	amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	GREATER-THAN AND SINGLE-LINE NOT EQUAL TO
02A89	⪉	\lnapprox	\lnapprox	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	LESS-THAN AND NOT APPROXIMATE
02A8A	⪊	\gnapprox	\gnapprox	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	GREATER-THAN AND NOT APPROXIMATE
02A8B	⪋	\lesseqqgtr	\lesseqqgtr	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	LESS-THAN ABOVE DOUBLE-LINE EQUAL ABOVE GREATER-THAN
02A8C	⪌	\gtreqqless	\gtreqqless	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	GREATER-THAN ABOVE DOUBLE-LINE EQUAL ABOVE LESS-THAN
02A8D	⪍		\lsime	R	mathrel		LESS-THAN ABOVE SIMILAR OR EQUAL
02A8E	⪎		\gsime	R	mathrel		GREATER-THAN ABOVE SIMILAR OR EQUAL
02A8F	⪏		\lsimg	R	mathrel		LESS-THAN ABOVE SIMILAR ABOVE GREATER-THAN
02A90	⪐		\gsiml	R	mathrel		GREATER-THAN ABOVE SIMILAR ABOVE LESS-THAN
02A91	⪑		\lgE	R	mathrel		LESS-THAN ABOVE GREATER-THAN ABOVE DOUBLE-LINE EQUAL
02A92	⪒		\glE	R	mathrel		GREATER-THAN ABOVE LESS-THAN ABOVE DOUBLE-LINE EQUAL
02A93	⪓		\lesges	R	mathrel		LESS-THAN ABOVE SLANTED EQUAL ABOVE GREATER-THAN ABOVE SLANTED EQUAL
02A94	⪔		\gesles	R	mathrel		GREATER-THAN ABOVE SLANTED EQUAL ABOVE LESS-THAN ABOVE SLANTED EQUAL
02A95	⪕	\eqslantless	\eqslantless	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	SLANTED EQUAL TO OR LESS-THAN
02A96	⪖	\eqslantgtr	\eqslantgtr	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	SLANTED EQUAL TO OR GREATER-THAN
02A97	⪗		\elsdot	R	mathrel		SLANTED EQUAL TO OR LESS-THAN WITH DOT INSIDE
02A98	⪘		\egsdot	R	mathrel		SLANTED EQUAL TO OR GREATER-THAN WITH DOT INSIDE
02A99	⪙		\eqqless	R	mathrel		DOUBLE-LINE EQUAL TO OR LESS-THAN
02A9A	⪚		\eqqgtr	R	mathrel		DOUBLE-LINE EQUAL TO OR GREATER-THAN
02A9B	⪛		\eqqslantless	R	mathrel		DOUBLE-LINE SLANTED EQUAL TO OR LESS-THAN
02A9C	⪜		\eqqslantgtr	R	mathrel		DOUBLE-LINE SLANTED EQUAL TO OR GREATER-THAN
02A9D	⪝		\simless	R	mathrel		SIMILAR OR LESS-THAN
02A9E	⪞		\simgtr	R	mathrel		SIMILAR OR GREATER-THAN
02A9F	⪟		\simlE	R	mathrel		SIMILAR ABOVE LESS-THAN ABOVE EQUALS SIGN
02AA0	⪠		\simgE	R	mathrel		SIMILAR ABOVE GREATER-THAN ABOVE EQUALS SIGN
02AA1	⪡	\NestedLessLess	\Lt	R	mathrel	wrisym	= \lll (mathabx -amssymb), DOUBLE NESTED LESS-THAN
02AA2	⪢	\NestedGreaterGreater	\Gt	R	mathrel	wrisym	= \ggg (mathabx -amssymb), DOUBLE NESTED GREATER-THAN
02AA3	⪣		\partialmeetcontraction	R	mathrel		double less-than with underbar
02AA4	⪤		\glj	R	mathrel		GREATER-THAN OVERLAPPING LESS-THAN
02AA5	⪥		\gla	R	mathrel		GREATER-THAN BESIDE LESS-THAN
02AA6	⪦	\leftslice	\ltcc	R	mathrel	stmaryrd	LESS-THAN CLOSED BY CURVE
02AA7	⪧	\rightslice	\gtcc	R	mathrel	stmaryrd	GREATER-THAN CLOSED BY CURVE
02AA8	⪨		\lescc	R	mathrel		LESS-THAN CLOSED BY CURVE ABOVE SLANTED EQUAL
02AA9	⪩		\gescc	R	mathrel		GREATER-THAN CLOSED BY CURVE ABOVE SLANTED EQUAL
02AAA	⪪		\smt	R	mathrel		SMALLER THAN
02AAB	⪫		\lat	R	mathrel		LARGER THAN
02AAC	⪬		\smte	R	mathrel		SMALLER THAN OR EQUAL TO
02AAD	⪭		\late	R	mathrel		LARGER THAN OR EQUAL TO
02AAE	⪮		\bumpeqq	R	mathrel		EQUALS SIGN WITH BUMPY ABOVE
02AAF	⪯	\preceq	\preceq	R	mathrel	*	PRECEDES ABOVE SINGLE-LINE EQUALS SIGN
02AB0	⪰	\succeq	\succeq	R	mathrel	*	SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN
02AB1	⪱		\precneq	R	mathrel		PRECEDES ABOVE SINGLE-LINE NOT EQUAL TO
02AB2	⪲		\succneq	R	mathrel		SUCCEEDS ABOVE SINGLE-LINE NOT EQUAL TO
02AB3	⪳	\preceqq	\preceqq	R	mathrel	kmath, kpfonts, pxfonts, txfonts	PRECEDES ABOVE EQUALS SIGN
02AB4	⪴	\succeqq	\succeqq	R	mathrel	kmath, kpfonts, pxfonts, txfonts	SUCCEEDS ABOVE EQUALS SIGN
02AB5	⪵		\precneqq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	PRECEDES ABOVE NOT EQUAL TO
02AB6	⪶		\succneqq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	SUCCEEDS ABOVE NOT EQUAL TO
02AB7	⪷	\precapprox	\precapprox	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	PRECEDES ABOVE ALMOST EQUAL TO
02AB8	⪸	\succapprox	\succapprox	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	SUCCEEDS ABOVE ALMOST EQUAL TO
02AB9	⪹	\precnapprox	\precnapprox	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	PRECEDES ABOVE NOT ALMOST EQUAL TO
02ABA	⪺	\succnapprox	\succnapprox	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	SUCCEEDS ABOVE NOT ALMOST EQUAL TO
02ABB	⪻	\llcurly	\Prec	R	mathrel	mathabx	DOUBLE PRECEDES
02ABC	⪼	\ggcurly	\Succ	R	mathrel	mathabx	DOUBLE SUCCEEDS
02ABD	⪽		\subsetdot	R	mathrel		SUBSET WITH DOT
02ABE	⪾		\supsetdot	R	mathrel		SUPERSET WITH DOT
02ABF	⪿		\subsetplus	R	mathrel		SUBSET WITH PLUS SIGN BELOW
02AC0	⫀		\supsetplus	R	mathrel		SUPERSET WITH PLUS SIGN BELOW
02AC1	⫁		\submult	R	mathrel		SUBSET WITH MULTIPLICATION SIGN BELOW
02AC2	⫂		\supmult	R	mathrel		SUPERSET WITH MULTIPLICATION SIGN BELOW
02AC3	⫃		\subedot	R	mathrel		SUBSET OF OR EQUAL TO WITH DOT ABOVE
02AC4	⫄		\supedot	R	mathrel		SUPERSET OF OR EQUAL TO WITH DOT ABOVE
02AC5	⫅	\subseteqq	\subseteqq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	SUBSET OF ABOVE EQUALS SIGN
02AC6	⫆	\supseteqq	\supseteqq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	SUPERSET OF ABOVE EQUALS SIGN
02AC7	⫇		\subsim	R	mathrel		SUBSET OF ABOVE TILDE OPERATOR
02AC8	⫈		\supsim	R	mathrel		SUPERSET OF ABOVE TILDE OPERATOR
02AC9	⫉		\subsetapprox	R	mathrel		SUBSET OF ABOVE ALMOST EQUAL TO
02ACA	⫊		\supsetapprox	R	mathrel		SUPERSET OF ABOVE ALMOST EQUAL TO
02ACB	⫋	\subsetneqq	\subsetneqq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	SUBSET OF ABOVE NOT EQUAL TO
02ACC	⫌	\supsetneqq	\supsetneqq	R	mathrel	MnSymbol, amssymb, kmath, kpfonts, mathabx, mathdesign, oz, pxfonts, txfonts	SUPERSET OF ABOVE NOT EQUAL TO
02ACD	⫍		\lsqhook	R	mathrel		SQUARE LEFT OPEN BOX OPERATOR
02ACE	⫎		\rsqhook	R	mathrel		SQUARE RIGHT OPEN BOX OPERATOR
02ACF	⫏		\csub	R	mathrel		CLOSED SUBSET
02AD0	⫐		\csup	R	mathrel		CLOSED SUPERSET
02AD1	⫑		\csube	R	mathrel		CLOSED SUBSET OR EQUAL TO
02AD2	⫒		\csupe	R	mathrel		CLOSED SUPERSET OR EQUAL TO
02AD3	⫓		\subsup	R	mathrel		SUBSET ABOVE SUPERSET
02AD4	⫔		\supsub	R	mathrel		SUPERSET ABOVE SUBSET
02AD5	⫕		\subsub	R	mathrel		SUBSET ABOVE SUBSET
02AD6	⫖		\supsup	R	mathrel		SUPERSET ABOVE SUPERSET
02AD7	⫗		\suphsub	R	mathrel		SUPERSET BESIDE SUBSET
02AD8	⫘		\supdsub	R	mathrel		SUPERSET BESIDE AND JOINED BY DASH WITH SUBSET
02AD9	⫙		\forkv	R	mathrel		ELEMENT OF OPENING DOWNWARDS
02ADA	⫚		\topfork	R	mathrel		PITCHFORK WITH TEE TOP
02ADB	⫛		\mlcp	R	mathrel		TRANSVERSAL INTERSECTION
02ADC	⫝̸		\forks	R	mathrel		FORKING
02ADD	⫝		\forksnot	R	mathrel		NONFORKING
02ADE	⫞		\shortlefttack	R	mathrel		SHORT LEFT TACK
02ADF	⫟		\shortdowntack	R	mathrel		SHORT DOWN TACK
02AE0	⫠		\shortuptack	R	mathrel		SHORT UP TACK
02AE1	⫡		\perps	N	mathord		PERPENDICULAR WITH S
02AE2	⫢		\vDdash	R	mathrel		VERTICAL BAR TRIPLE RIGHT TURNSTILE
02AE3	⫣		\dashV	R	mathrel		DOUBLE VERTICAL BAR LEFT TURNSTILE
02AE4	⫤		\Dashv	R	mathrel		VERTICAL BAR DOUBLE LEFT TURNSTILE
02AE5	⫥		\DashV	R	mathrel		DOUBLE VERTICAL BAR DOUBLE LEFT TURNSTILE
02AE6	⫦		\varVdash	R	mathrel		LONG DASH FROM LEFT MEMBER OF DOUBLE VERTICAL
02AE7	⫧		\Barv	R	mathrel		SHORT DOWN TACK WITH OVERBAR
02AE8	⫨		\vBar	R	mathrel		SHORT UP TACK WITH UNDERBAR
02AE9	⫩		\vBarv	R	mathrel		SHORT UP TACK ABOVE SHORT DOWN TACK
02AEA	⫪	\Top	\barV	R	mathrel	kmath, kpfonts, pxfonts, txfonts	DOUBLE DOWN TACK
02AEB	⫫	\Bot	\Vbar	R	mathrel	kmath, kpfonts, pxfonts, txfonts	= \Perp (txfonts), DOUBLE UP TACK
02AEC	⫬		\Not	R	mathrel		DOUBLE STROKE NOT SIGN
02AED	⫭		\bNot	R	mathrel		REVERSED DOUBLE STROKE NOT SIGN
02AEE	⫮		\revnmid	R	mathrel		DOES NOT DIVIDE WITH REVERSED NEGATION SLASH
02AEF	⫯		\cirmid	R	mathrel		VERTICAL LINE WITH CIRCLE ABOVE
02AF0	⫰		\midcir	R	mathrel		VERTICAL LINE WITH CIRCLE BELOW
02AF1	⫱		\topcir	N	mathord		DOWN TACK WITH CIRCLE BELOW
02AF2	⫲		\nhpar	R	mathrel		PARALLEL WITH HORIZONTAL STROKE
02AF3	⫳		\parsim	R	mathrel		PARALLEL WITH TILDE OPERATOR
02AF4	⫴	\interleave	\interleave	B	mathbin	stmaryrd	TRIPLE VERTICAL BAR BINARY RELATION
02AF5	⫵		\nhVvert	B	mathbin		TRIPLE VERTICAL BAR WITH HORIZONTAL STROKE
02AF6	⫶		\threedotcolon	B	mathbin		TRIPLE COLON OPERATOR
02AF7	⫷		\lllnest	R	mathrel		TRIPLE NESTED LESS-THAN
02AF8	⫸		\gggnest	R	mathrel		TRIPLE NESTED GREATER-THAN
02AF9	⫹		\leqqslant	R	mathrel		DOUBLE-LINE SLANTED LESS-THAN OR EQUAL TO
02AFA	⫺		\geqqslant	R	mathrel		DOUBLE-LINE SLANTED GREATER-THAN OR EQUAL TO
02AFB	⫻		\trslash	B	mathbin		TRIPLE SOLIDUS BINARY RELATION
02AFC	⫼	\biginterleave	\biginterleave	L	mathop	stmaryrd	LARGE TRIPLE VERTICAL BAR OPERATOR
02AFD	⫽	\sslash	\sslash	B	mathbin	stmaryrd	# \varparallel (txfonts), DOUBLE SOLIDUS OPERATOR
02AFE	⫾	\talloblong	\talloblong	B	mathbin	stmaryrd	WHITE VERTICAL BAR
02AFF	⫿		\bigtalloblong	L	mathop		N-ARY WHITE VERTICAL BAR

Miscellaneous Symbols and Arrows

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
02B00	⬀			R?	mathord		NORTH EAST WHITE ARROW
02B01	⬁			R?	mathord		NORTH WEST WHITE ARROW
02B02	⬂			R?	mathord		SOUTH EAST WHITE ARROW
02B03	⬃			R?	mathord		SOUTH WEST WHITE ARROW
02B04	⬄			R?	mathord		LEFT RIGHT WHITE ARROW
02B05	⬅			R?	mathord		LEFTWARDS BLACK ARROW
02B06	⬆			R?	mathord		UPWARDS BLACK ARROW
02B07	⬇			R?	mathord		DOWNWARDS BLACK ARROW
02B08	⬈			R?	mathord		NORTH EAST BLACK ARROW
02B09	⬉			R?	mathord		NORTH WEST BLACK ARROW
02B0A	⬊			R?	mathord		SOUTH EAST BLACK ARROW
02B0B	⬋			R?	mathord		SOUTH WEST BLACK ARROW
02B0C	⬌			R?	mathord		LEFT RIGHT BLACK ARROW
02B0D	⬍			R?	mathord		UP DOWN BLACK ARROW
02B0E	⬎			R?	mathord		RIGHTWARDS ARROW WITH TIP DOWNWARDS
02B0F	⬏			R?	mathord		RIGHTWARDS ARROW WITH TIP UPWARDS
02B10	⬐			R?	mathord		LEFTWARDS ARROW WITH TIP DOWNWARDS
02B11	⬑			R?	mathord		LEFTWARDS ARROW WITH TIP UPWARDS
02B12	⬒		\squaretopblack	N	mathord		SQUARE WITH TOP HALF BLACK
02B13	⬓		\squarebotblack	N	mathord		SQUARE WITH BOTTOM HALF BLACK
02B14	⬔		\squareurblack	N	mathord		SQUARE WITH UPPER RIGHT DIAGONAL HALF BLACK
02B15	⬕		\squarellblack	N	mathord		SQUARE WITH LOWER LEFT DIAGONAL HALF BLACK
02B16	⬖		\diamondleftblack	N	mathord		DIAMOND WITH LEFT HALF BLACK
02B17	⬗		\diamondrightblack	N	mathord		DIAMOND WITH RIGHT HALF BLACK
02B18	⬘		\diamondtopblack	N	mathord		DIAMOND WITH TOP HALF BLACK
02B19	⬙		\diamondbotblack	N	mathord		DIAMOND WITH BOTTOM HALF BLACK
02B1A	⬚		\dottedsquare		mathord		DOTTED SQUARE
02B1B	⬛	\blacksquare	\lgblksquare		mathord	fourier, fouriernc, -MnSymbol, -amssymb, -kmath, -kpfonts, -mathdesign, -oz, -pxfonts, -txfonts	BLACK LARGE SQUARE
02B1C	⬜	\square	\lgwhtsquare		mathord	fourier, fouriernc, -MnSymbol, -amssymb, -kmath, -kpfonts, -mathabx, -mathdesign, -oz, -pxfonts, -txfonts	WHITE LARGE SQUARE
02B1D	⬝		\vysmblksquare		mathord		# \centerdot (amssymb), t \Squaredot (marvosym), BLACK VERY SMALL SQUARE
02B1E	⬞		\vysmwhtsquare		mathord		WHITE VERY SMALL SQUARE
02B1F	⬟		\pentagonblack		mathord		BLACK PENTAGON
02B20	⬠		\pentagon	N	mathord		WHITE PENTAGON
02B21	⬡		\varhexagon	N	mathord		WHITE HEXAGON
02B22	⬢		\varhexagonblack	N	mathord		BLACK HEXAGON
02B23	⬣		\hexagonblack	N	mathord		HORIZONTAL BLACK HEXAGON
02B24	⬤		\lgblkcircle		mathord		BLACK LARGE CIRCLE
02B25	⬥		\mdblkdiamond		mathord		BLACK MEDIUM DIAMOND
02B26	⬦		\mdwhtdiamond		mathord		WHITE MEDIUM DIAMOND
02B27	⬧		\mdblklozenge		mathord		# \blacklozenge (amssymb), BLACK MEDIUM LOZENGE
02B28	⬨		\mdwhtlozenge		mathord		# \lozenge (amssymb), WHITE MEDIUM LOZENGE
02B29	⬩		\smblkdiamond		mathord		BLACK SMALL DIAMOND
02B2A	⬪		\smblklozenge		mathord		BLACK SMALL LOZENGE
02B2B	⬫		\smwhtlozenge		mathord		WHITE SMALL LOZENGE
02B2C	⬬		\blkhorzoval		mathord		BLACK HORIZONTAL ELLIPSE
02B2D	⬭		\whthorzoval		mathord		WHITE HORIZONTAL ELLIPSE
02B2E	⬮		\blkvertoval		mathord		BLACK VERTICAL ELLIPSE
02B2F	⬯		\whtvertoval		mathord		WHITE VERTICAL ELLIPSE
02B30	⬰		\circleonleftarrow		mathrel		LEFT ARROW WITH SMALL CIRCLE
02B31	⬱		\leftthreearrows		mathrel		THREE LEFTWARDS ARROWS
02B32	⬲		\leftarrowonoplus		mathrel		LEFT ARROW WITH CIRCLED PLUS
02B33	⬳		\longleftsquigarrow		mathrel		LONG LEFTWARDS SQUIGGLE ARROW
02B34	⬴		\nvtwoheadleftarrow		mathrel		LEFTWARDS TWO-HEADED ARROW WITH VERTICAL STROKE
02B35	⬵		\nVtwoheadleftarrow		mathrel		LEFTWARDS TWO-HEADED ARROW WITH DOUBLE VERTICAL STROKE
02B36	⬶		\twoheadmapsfrom		mathrel		LEFTWARDS TWO-HEADED ARROW FROM BAR
02B37	⬷		\twoheadleftdbkarrow		mathrel		leftwards two-headed triple-dash arrow
02B38	⬸		\leftdotarrow		mathrel		LEFTWARDS ARROW WITH DOTTED STEM
02B39	⬹		\nvleftarrowtail		mathrel		LEFTWARDS ARROW WITH TAIL WITH VERTICAL STROKE
02B3A	⬺		\nVleftarrowtail		mathrel		LEFTWARDS ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE
02B3B	⬻		\twoheadleftarrowtail		mathrel		LEFTWARDS TWO-HEADED ARROW WITH TAIL
02B3C	⬼		\nvtwoheadleftarrowtail		mathrel		LEFTWARDS TWO-HEADED ARROW WITH TAIL WITH VERTICAL STROKE
02B3D	⬽		\nVtwoheadleftarrowtail		mathrel		LEFTWARDS TWO-HEADED ARROW WITH TAIL WITH DOUBLE VERTICAL STROKE
02B3E	⬾		\leftarrowx		mathrel		LEFTWARDS ARROW THROUGH X
02B3F	⬿		\leftcurvedarrow		mathrel		WAVE ARROW POINTING DIRECTLY LEFT
02B40	⭀		\equalleftarrow		mathrel		EQUALS SIGN ABOVE LEFTWARDS ARROW
02B41	⭁		\bsimilarleftarrow		mathrel		REVERSE TILDE OPERATOR ABOVE LEFTWARDS ARROW
02B42	⭂		\leftarrowbackapprox		mathrel		LEFTWARDS ARROW ABOVE REVERSE ALMOST EQUAL TO
02B43	⭃		\rightarrowgtr		mathrel		rightwards arrow through less-than
02B44	⭄		\rightarrowsupset		mathrel		rightwards arrow through subset
02B45	⭅		\LLeftarrow		mathrel		LEFTWARDS QUADRUPLE ARROW
02B46	⭆		\RRightarrow		mathrel		RIGHTWARDS QUADRUPLE ARROW
02B47	⭇		\bsimilarrightarrow		mathrel		REVERSE TILDE OPERATOR ABOVE RIGHTWARDS ARROW
02B48	⭈		\rightarrowbackapprox		mathrel		RIGHTWARDS ARROW ABOVE REVERSE ALMOST EQUAL TO
02B49	⭉		\similarleftarrow		mathrel		TILDE OPERATOR ABOVE LEFTWARDS ARROW
02B4A	⭊		\leftarrowapprox		mathrel		LEFTWARDS ARROW ABOVE ALMOST EQUAL TO
02B4B	⭋		\leftarrowbsimilar		mathrel		LEFTWARDS ARROW ABOVE REVERSE TILDE OPERATOR
02B4C	⭌		\rightarrowbsimilar		mathrel		righttwards arrow above reverse tilde operator
02B50	⭐		\medwhitestar		mathord		WHITE MEDIUM STAR
02B51	⭑		\medblackstar		mathord		black medium star
02B52	⭒		\smwhitestar		mathord		WHITE SMALL STAR
02B53	⭓		\rightpentagonblack		mathord		BLACK RIGHT-POINTING PENTAGON
02B54	⭔		\rightpentagon		mathord		WHITE RIGHT-POINTING PENTAGON

CJK Symbols and Punctuation

no.	chr	unicode-math	cls	category	comments
03008	〈		X	mathopen	# \langle, LEFT ANGLE BRACKET (deprecated for math use)
03009	〉		X	mathclose	# \rangle, RIGHT ANGLE BRACKET (deprecated for math use)
03012	〒	\postalmark		mathord	POSTAL MARK
03014	〔	\lbrbrak		mathopen	left broken bracket
03015	〕	\rbrbrak		mathclose	right broken bracket
03018	〘	\Lbrbrak		mathopen	LEFT WHITE TORTOISE SHELL BRACKET
03019	〙	\Rbrbrak		mathclose	RIGHT WHITE TORTOISE SHELL BRACKET
0301A	〚		X	mathopen	# \llbracket (stmaryrd), LEFT WHITE SQUARE BRACKET (deprecated for math use)
0301B	〛		X	mathclose	# \rrbracket (stmaryrd), RIGHT WHITE SQUARE BRACKET (deprecated for math use)
03030	〰	\hzigzag		mathord	zigzag

Hiragana

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
0306E	の			N	mathalpha		HIRAGANA LETTER NO

Alphabetic Presentation Forms

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
0FB29	﬩			X	mathord		HEBREW LETTER ALTERNATIVE PLUS SIGN (doesn’t have cross shape)

Variation Selectors

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
0FE00	︀			D	mathaccent		VARIATION SELECTOR-1

Small Form Variants

no.	chr	cls	category	comments
0FE61	﹡	X		SMALL ASTERISK
0FE62	﹢	X	mathord	SMALL PLUS SIGN
0FE63	﹣	X	mathord	SMALL HYPHEN-MINUS
0FE64	﹤	X	mathord	SMALL LESS-THAN SIGN
0FE65	﹥	X	mathord	SMALL GREATER-THAN SIGN
0FE66	﹦	X	mathord	SMALL EQUALS SIGN
0FE68	﹨	X		SMALL REVERSE SOLIDUS

Halfwidth and Fullwidth Forms

no.	chr	cls	category	comments
0FF0B	＋	X	mathord	FULLWIDTH PLUS SIGN
0FF1C	＜	X	mathord	FULLWIDTH LESS-THAN SIGN
0FF1D	＝	X	mathord	FULLWIDTH EQUALS SIGN
0FF1E	＞	X	mathord	FULLWIDTH GREATER-THAN SIGN
0FF3C	＼	X		FULLWIDTH REVERSE SOLIDUS
0FF3E	＾	X	mathord	FULLWIDTH CIRCUMFLEX ACCENT
0FF5C	｜	X	mathord	FULLWIDTH VERTICAL LINE
0FF5E	～	X	mathord	FULLWIDTH TILDE
0FFE2	￢	X	mathord	FULLWIDTH NOT SIGN
0FFE9	￩	X	mathord	HALFWIDTH LEFTWARDS ARROW
0FFEA	￪	X	mathord	HALFWIDTH UPWARDS ARROW
0FFEB	￫	X	mathord	HALFWIDTH RIGHTWARDS ARROW
0FFEC	￬	X	mathord	HALFWIDTH DOWNWARDS ARROW

Mathematical Alphanumeric Symbols

no.	chr	LaTeX	unicode-math	cls	category	requirements	comments
1D400	𝐀	\mathbf{A}	\mbfA	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL A
1D401	𝐁	\mathbf{B}	\mbfB	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL B
1D402	𝐂	\mathbf{C}	\mbfC	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL C
1D403	𝐃	\mathbf{D}	\mbfD	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL D
1D404	𝐄	\mathbf{E}	\mbfE	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL E
1D405	𝐅	\mathbf{F}	\mbfF	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL F
1D406	𝐆	\mathbf{G}	\mbfG	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL G
1D407	𝐇	\mathbf{H}	\mbfH	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL H
1D408	𝐈	\mathbf{I}	\mbfI	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL I
1D409	𝐉	\mathbf{J}	\mbfJ	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL J
1D40A	𝐊	\mathbf{K}	\mbfK	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL K
1D40B	𝐋	\mathbf{L}	\mbfL	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL L
1D40C	𝐌	\mathbf{M}	\mbfM	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL M
1D40D	𝐍	\mathbf{N}	\mbfN	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL N
1D40E	𝐎	\mathbf{O}	\mbfO	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL O
1D40F	𝐏	\mathbf{P}	\mbfP	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL P
1D410	𝐐	\mathbf{Q}	\mbfQ	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL Q
1D411	𝐑	\mathbf{R}	\mbfR	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL R
1D412	𝐒	\mathbf{S}	\mbfS	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL S
1D413	𝐓	\mathbf{T}	\mbfT	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL T
1D414	𝐔	\mathbf{U}	\mbfU	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL U
1D415	𝐕	\mathbf{V}	\mbfV	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL V
1D416	𝐖	\mathbf{W}	\mbfW	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL W
1D417	𝐗	\mathbf{X}	\mbfX	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL X
1D418	𝐘	\mathbf{Y}	\mbfY	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL Y
1D419	𝐙	\mathbf{Z}	\mbfZ	A	mathalpha	*	MATHEMATICAL BOLD CAPITAL Z
1D41A	𝐚	\mathbf{a}	\mbfa	A	mathalpha	*	MATHEMATICAL BOLD SMALL A
1D41B	𝐛	\mathbf{b}	\mbfb	A	mathalpha	*	MATHEMATICAL BOLD SMALL B
1D41C	𝐜	\mathbf{c}	\mbfc	A	mathalpha	*	MATHEMATICAL BOLD SMALL C
1D41D	𝐝	\mathbf{d}	\mbfd	A	mathalpha	*	MATHEMATICAL BOLD SMALL D
1D41E	𝐞	\mathbf{e}	\mbfe	A	mathalpha	*	MATHEMATICAL BOLD SMALL E
1D41F	𝐟	\mathbf{f}	\mbff	A	mathalpha	*	MATHEMATICAL BOLD SMALL F
1D420	𝐠	\mathbf{g}	\mbfg	A	mathalpha	*	MATHEMATICAL BOLD SMALL G
1D421	𝐡	\mathbf{h}	\mbfh	A	mathalpha	*	MATHEMATICAL BOLD SMALL H
1D422	𝐢	\mathbf{i}	\mbfi	A	mathalpha	*	MATHEMATICAL BOLD SMALL I
1D423	𝐣	\mathbf{j}	\mbfj	A	mathalpha	*	MATHEMATICAL BOLD SMALL J
1D424	𝐤	\mathbf{k}	\mbfk	A	mathalpha	*	MATHEMATICAL BOLD SMALL K
1D425	𝐥	\mathbf{l}	\mbfl	A	mathalpha	*	MATHEMATICAL BOLD SMALL L
1D426	𝐦	\mathbf{m}	\mbfm	A	mathalpha	*	MATHEMATICAL BOLD SMALL M
1D427	𝐧	\mathbf{n}	\mbfn	A	mathalpha	*	MATHEMATICAL BOLD SMALL N
1D428	𝐨	\mathbf{o}	\mbfo	A	mathalpha	*	MATHEMATICAL BOLD SMALL O
1D429	𝐩	\mathbf{p}	\mbfp	A	mathalpha	*	MATHEMATICAL BOLD SMALL P
1D42A	𝐪	\mathbf{q}	\mbfq	A	mathalpha	*	MATHEMATICAL BOLD SMALL Q
1D42B	𝐫	\mathbf{r}	\mbfr	A	mathalpha	*	MATHEMATICAL BOLD SMALL R
1D42C	𝐬	\mathbf{s}	\mbfs	A	mathalpha	*	MATHEMATICAL BOLD SMALL S
1D42D	𝐭	\mathbf{t}	\mbft	A	mathalpha	*	MATHEMATICAL BOLD SMALL T
1D42E	𝐮	\mathbf{u}	\mbfu	A	mathalpha	*	MATHEMATICAL BOLD SMALL U
1D42F	𝐯	\mathbf{v}	\mbfv	A	mathalpha	*	MATHEMATICAL BOLD SMALL V
1D430	𝐰	\mathbf{w}	\mbfw	A	mathalpha	*	MATHEMATICAL BOLD SMALL W
1D431	𝐱	\mathbf{x}	\mbfx	A	mathalpha	*	MATHEMATICAL BOLD SMALL X
1D432	𝐲	\mathbf{y}	\mbfy	A	mathalpha	*	MATHEMATICAL BOLD SMALL Y
1D433	𝐳	\mathbf{z}	\mbfz	A	mathalpha	*	MATHEMATICAL BOLD SMALL Z
1D434	𝐴	A	\mitA	A	mathalpha	-frenchstyle	= \mathit{A}, MATHEMATICAL ITALIC CAPITAL A
1D435	𝐵	B	\mitB	A	mathalpha	-frenchstyle	= \mathit{B}, MATHEMATICAL ITALIC CAPITAL B
1D436	𝐶	C	\mitC	A	mathalpha	-frenchstyle	= \mathit{C}, MATHEMATICAL ITALIC CAPITAL C
1D437	𝐷	D	\mitD	A	mathalpha	-frenchstyle	= \mathit{D}, MATHEMATICAL ITALIC CAPITAL D
1D438	𝐸	E	\mitE	A	mathalpha	-frenchstyle	= \mathit{E}, MATHEMATICAL ITALIC CAPITAL E
1D439	𝐹	F	\mitF	A	mathalpha	-frenchstyle	= \mathit{F}, MATHEMATICAL ITALIC CAPITAL F
1D43A	𝐺	G	\mitG	A	mathalpha	-frenchstyle	= \mathit{G}, MATHEMATICAL ITALIC CAPITAL G
1D43B	𝐻	H	\mitH	A	mathalpha	-frenchstyle	= \mathit{H}, MATHEMATICAL ITALIC CAPITAL H
1D43C	𝐼	I	\mitI	A	mathalpha	-frenchstyle	= \mathit{I}, MATHEMATICAL ITALIC CAPITAL I
1D43D	𝐽	J	\mitJ	A	mathalpha	-frenchstyle	= \mathit{J}, MATHEMATICAL ITALIC CAPITAL J
1D43E	𝐾	K	\mitK	A	mathalpha	-frenchstyle	= \mathit{K}, MATHEMATICAL ITALIC CAPITAL K
1D43F	𝐿	L	\mitL	A	mathalpha	-frenchstyle	= \mathit{L}, MATHEMATICAL ITALIC CAPITAL L
1D440	𝑀	M	\mitM	A	mathalpha	-frenchstyle	= \mathit{M}, MATHEMATICAL ITALIC CAPITAL M
1D441	𝑁	N	\mitN	A	mathalpha	-frenchstyle	= \mathit{N}, MATHEMATICAL ITALIC CAPITAL N
1D442	𝑂	O	\mitO	A	mathalpha	-frenchstyle	= \mathit{O}, MATHEMATICAL ITALIC CAPITAL O
1D443	𝑃	P	\mitP	A	mathalpha	-frenchstyle	= \mathit{P}, MATHEMATICAL ITALIC CAPITAL P
1D444	𝑄	Q	\mitQ	A	mathalpha	-frenchstyle	= \mathit{Q}, MATHEMATICAL ITALIC CAPITAL Q
1D445	𝑅	R	\mitR	A	mathalpha	-frenchstyle	= \mathit{R}, MATHEMATICAL ITALIC CAPITAL R
1D446	𝑆	S	\mitS	A	mathalpha	-frenchstyle	= \mathit{S}, MATHEMATICAL ITALIC CAPITAL S
1D447	𝑇	T	\mitT	A	mathalpha	-frenchstyle	= \mathit{T}, MATHEMATICAL ITALIC CAPITAL T
1D448	𝑈	U	\mitU	A	mathalpha	-frenchstyle	= \mathit{U}, MATHEMATICAL ITALIC CAPITAL U
1D449	𝑉	V	\mitV	A	mathalpha	-frenchstyle	= \mathit{V}, MATHEMATICAL ITALIC CAPITAL V
1D44A	𝑊	W	\mitW	A	mathalpha	-frenchstyle	= \mathit{W}, MATHEMATICAL ITALIC CAPITAL W
1D44B	𝑋	X	\mitX	A	mathalpha	-frenchstyle	= \mathit{X}, MATHEMATICAL ITALIC CAPITAL X
1D44C	𝑌	Y	\mitY	A	mathalpha	-frenchstyle	= \mathit{Y}, MATHEMATICAL ITALIC CAPITAL Y
1D44D	𝑍	Z	\mitZ	A	mathalpha	-frenchstyle	= \mathit{Z}, MATHEMATICAL ITALIC CAPITAL Z
1D44E	𝑎	a	\mita	A	mathalpha	-eulervm, -uprightstyle	= \mathit{a}, MATHEMATICAL ITALIC SMALL A
1D44F	𝑏	b	\mitb	A	mathalpha	-eulervm, -uprightstyle	= \mathit{b}, MATHEMATICAL ITALIC SMALL B
1D450	𝑐	c	\mitc	A	mathalpha	-eulervm, -uprightstyle	= \mathit{c}, MATHEMATICAL ITALIC SMALL C
1D451	𝑑	d	\mitd	A	mathalpha	-eulervm, -uprightstyle	= \mathit{d}, MATHEMATICAL ITALIC SMALL D
1D452	𝑒	e	\mite	A	mathalpha	-eulervm, -uprightstyle	= \mathit{e}, MATHEMATICAL ITALIC SMALL E
1D453	𝑓	f	\mitf	A	mathalpha	-eulervm, -uprightstyle	= \mathit{f}, MATHEMATICAL ITALIC SMALL F
1D454	𝑔	g	\mitg	A	mathalpha	-eulervm, -uprightstyle	= \mathit{g}, MATHEMATICAL ITALIC SMALL G
1D456	𝑖	i	\miti	A	mathalpha	-eulervm, -uprightstyle	= \mathit{i}, MATHEMATICAL ITALIC SMALL I
1D457	𝑗	j	\mitj	A	mathalpha	-eulervm, -uprightstyle	= \mathit{j}, MATHEMATICAL ITALIC SMALL J
1D458	𝑘	k	\mitk	A	mathalpha	-eulervm, -uprightstyle	= \mathit{k}, MATHEMATICAL ITALIC SMALL K
1D459	𝑙	l	\mitl	A	mathalpha	-eulervm, -uprightstyle	= \mathit{l}, MATHEMATICAL ITALIC SMALL L
1D45A	𝑚	m	\mitm	A	mathalpha	-eulervm, -uprightstyle	= \mathit{m}, MATHEMATICAL ITALIC SMALL M
1D45B	𝑛	n	\mitn	A	mathalpha	-eulervm, -uprightstyle	= \mathit{n}, MATHEMATICAL ITALIC SMALL N
1D45C	𝑜	o	\mito	A	mathalpha	-eulervm, -uprightstyle	= \mathit{o}, MATHEMATICAL ITALIC SMALL O
1D45D	𝑝	p	\mitp	A	mathalpha	-eulervm, -uprightstyle	= \mathit{p}, MATHEMATICAL ITALIC SMALL P
1D45E	𝑞	q	\mitq	A	mathalpha	-eulervm, -uprightstyle	= \mathit{q}, MATHEMATICAL ITALIC SMALL Q
1D45F	𝑟	r	\mitr	A	mathalpha	-eulervm, -uprightstyle	= \mathit{r}, MATHEMATICAL ITALIC SMALL R
1D460	𝑠	s	\mits	A	mathalpha	-eulervm, -uprightstyle	= \mathit{s}, MATHEMATICAL ITALIC SMALL S
1D461	𝑡	t	\mitt	A	mathalpha	-eulervm, -uprightstyle	= \mathit{t}, MATHEMATICAL ITALIC SMALL T
1D462	𝑢	u	\mitu	A	mathalpha	-eulervm, -uprightstyle	= \mathit{u}, MATHEMATICAL ITALIC SMALL U
1D463	𝑣	v	\mitv	A	mathalpha	-eulervm, -uprightstyle	= \mathit{v}, MATHEMATICAL ITALIC SMALL V
1D464	𝑤	w	\mitw	A	mathalpha	-eulervm, -uprightstyle	= \mathit{w}, MATHEMATICAL ITALIC SMALL W
1D465	𝑥	x	\mitx	A	mathalpha	-eulervm, -uprightstyle	= \mathit{x}, MATHEMATICAL ITALIC SMALL X
1D466	𝑦	y	\mity	A	mathalpha	-eulervm, -uprightstyle	= \mathit{y}, MATHEMATICAL ITALIC SMALL Y
1D467	𝑧	z	\mitz	A	mathalpha	-eulervm, -uprightstyle	= \mathit{z}, MATHEMATICAL ITALIC SMALL Z
1D468	𝑨	\mathbfit{A}	\mbfitA	A	mathalpha	isomath	= \mathbold{A} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL A
1D469	𝑩	\mathbfit{B}	\mbfitB	A	mathalpha	isomath	= \mathbold{B} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL B
1D46A	𝑪	\mathbfit{C}	\mbfitC	A	mathalpha	isomath	= \mathbold{C} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL C
1D46B	𝑫	\mathbfit{D}	\mbfitD	A	mathalpha	isomath	= \mathbold{D} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL D
1D46C	𝑬	\mathbfit{E}	\mbfitE	A	mathalpha	isomath	= \mathbold{E} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL E
1D46D	𝑭	\mathbfit{F}	\mbfitF	A	mathalpha	isomath	= \mathbold{F} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL F
1D46E	𝑮	\mathbfit{G}	\mbfitG	A	mathalpha	isomath	= \mathbold{G} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL G
1D46F	𝑯	\mathbfit{H}	\mbfitH	A	mathalpha	isomath	= \mathbold{H} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL H
1D470	𝑰	\mathbfit{I}	\mbfitI	A	mathalpha	isomath	= \mathbold{I} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL I
1D471	𝑱	\mathbfit{J}	\mbfitJ	A	mathalpha	isomath	= \mathbold{J} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL J
1D472	𝑲	\mathbfit{K}	\mbfitK	A	mathalpha	isomath	= \mathbold{K} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL K
1D473	𝑳	\mathbfit{L}	\mbfitL	A	mathalpha	isomath	= \mathbold{L} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL L
1D474	𝑴	\mathbfit{M}	\mbfitM	A	mathalpha	isomath	= \mathbold{M} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL M
1D475	𝑵	\mathbfit{N}	\mbfitN	A	mathalpha	isomath	= \mathbold{N} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL N
1D476	𝑶	\mathbfit{O}	\mbfitO	A	mathalpha	isomath	= \mathbold{O} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL O
1D477	𝑷	\mathbfit{P}	\mbfitP	A	mathalpha	isomath	= \mathbold{P} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL P
1D478	𝑸	\mathbfit{Q}	\mbfitQ	A	mathalpha	isomath	= \mathbold{Q} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL Q
1D479	𝑹	\mathbfit{R}	\mbfitR	A	mathalpha	isomath	= \mathbold{R} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL R
1D47A	𝑺	\mathbfit{S}	\mbfitS	A	mathalpha	isomath	= \mathbold{S} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL S
1D47B	𝑻	\mathbfit{T}	\mbfitT	A	mathalpha	isomath	= \mathbold{T} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL T
1D47C	𝑼	\mathbfit{U}	\mbfitU	A	mathalpha	isomath	= \mathbold{U} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL U
1D47D	𝑽	\mathbfit{V}	\mbfitV	A	mathalpha	isomath	= \mathbold{V} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL V
1D47E	𝑾	\mathbfit{W}	\mbfitW	A	mathalpha	isomath	= \mathbold{W} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL W
1D47F	𝑿	\mathbfit{X}	\mbfitX	A	mathalpha	isomath	= \mathbold{X} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL X
1D480	𝒀	\mathbfit{Y}	\mbfitY	A	mathalpha	isomath	= \mathbold{Y} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL Y
1D481	𝒁	\mathbfit{Z}	\mbfitZ	A	mathalpha	isomath	= \mathbold{Z} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL Z
1D482	𝒂	\mathbfit{a}	\mbfita	A	mathalpha	isomath	= \mathbold{a} (fixmath), MATHEMATICAL BOLD ITALIC SMALL A
1D483	𝒃	\mathbfit{b}	\mbfitb	A	mathalpha	isomath	= \mathbold{b} (fixmath), MATHEMATICAL BOLD ITALIC SMALL B
1D484	𝒄	\mathbfit{c}	\mbfitc	A	mathalpha	isomath	= \mathbold{c} (fixmath), MATHEMATICAL BOLD ITALIC SMALL C
1D485	𝒅	\mathbfit{d}	\mbfitd	A	mathalpha	isomath	= \mathbold{d} (fixmath), MATHEMATICAL BOLD ITALIC SMALL D
1D486	𝒆	\mathbfit{e}	\mbfite	A	mathalpha	isomath	= \mathbold{e} (fixmath), MATHEMATICAL BOLD ITALIC SMALL E
1D487	𝒇	\mathbfit{f}	\mbfitf	A	mathalpha	isomath	= \mathbold{f} (fixmath), MATHEMATICAL BOLD ITALIC SMALL F
1D488	𝒈	\mathbfit{g}	\mbfitg	A	mathalpha	isomath	= \mathbold{g} (fixmath), MATHEMATICAL BOLD ITALIC SMALL G
1D489	𝒉	\mathbfit{h}	\mbfith	A	mathalpha	isomath	= \mathbold{h} (fixmath), MATHEMATICAL BOLD ITALIC SMALL H
1D48A	𝒊	\mathbfit{i}	\mbfiti	A	mathalpha	isomath	= \mathbold{i} (fixmath), MATHEMATICAL BOLD ITALIC SMALL I
1D48B	𝒋	\mathbfit{j}	\mbfitj	A	mathalpha	isomath	= \mathbold{j} (fixmath), MATHEMATICAL BOLD ITALIC SMALL J
1D48C	𝒌	\mathbfit{k}	\mbfitk	A	mathalpha	isomath	= \mathbold{k} (fixmath), MATHEMATICAL BOLD ITALIC SMALL K
1D48D	𝒍	\mathbfit{l}	\mbfitl	A	mathalpha	isomath	= \mathbold{l} (fixmath), MATHEMATICAL BOLD ITALIC SMALL L
1D48E	𝒎	\mathbfit{m}	\mbfitm	A	mathalpha	isomath	= \mathbold{m} (fixmath), MATHEMATICAL BOLD ITALIC SMALL M
1D48F	𝒏	\mathbfit{n}	\mbfitn	A	mathalpha	isomath	= \mathbold{n} (fixmath), MATHEMATICAL BOLD ITALIC SMALL N
1D490	𝒐	\mathbfit{o}	\mbfito	A	mathalpha	isomath	= \mathbold{o} (fixmath), MATHEMATICAL BOLD ITALIC SMALL O
1D491	𝒑	\mathbfit{p}	\mbfitp	A	mathalpha	isomath	= \mathbold{p} (fixmath), MATHEMATICAL BOLD ITALIC SMALL P
1D492	𝒒	\mathbfit{q}	\mbfitq	A	mathalpha	isomath	= \mathbold{q} (fixmath), MATHEMATICAL BOLD ITALIC SMALL Q
1D493	𝒓	\mathbfit{r}	\mbfitr	A	mathalpha	isomath	= \mathbold{r} (fixmath), MATHEMATICAL BOLD ITALIC SMALL R
1D494	𝒔	\mathbfit{s}	\mbfits	A	mathalpha	isomath	= \mathbold{s} (fixmath), MATHEMATICAL BOLD ITALIC SMALL S
1D495	𝒕	\mathbfit{t}	\mbfitt	A	mathalpha	isomath	= \mathbold{t} (fixmath), MATHEMATICAL BOLD ITALIC SMALL T
1D496	𝒖	\mathbfit{u}	\mbfitu	A	mathalpha	isomath	= \mathbold{u} (fixmath), MATHEMATICAL BOLD ITALIC SMALL U
1D497	𝒗	\mathbfit{v}	\mbfitv	A	mathalpha	isomath	= \mathbold{v} (fixmath), MATHEMATICAL BOLD ITALIC SMALL V
1D498	𝒘	\mathbfit{w}	\mbfitw	A	mathalpha	isomath	= \mathbold{w} (fixmath), MATHEMATICAL BOLD ITALIC SMALL W
1D499	𝒙	\mathbfit{x}	\mbfitx	A	mathalpha	isomath	= \mathbold{x} (fixmath), MATHEMATICAL BOLD ITALIC SMALL X
1D49A	𝒚	\mathbfit{y}	\mbfity	A	mathalpha	isomath	= \mathbold{y} (fixmath), MATHEMATICAL BOLD ITALIC SMALL Y
1D49B	𝒛	\mathbfit{z}	\mbfitz	A	mathalpha	isomath	= \mathbold{z} (fixmath), MATHEMATICAL BOLD ITALIC SMALL Z
1D49C	𝒜	\mathcal{A}	\mscrA	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL A
1D49E	𝒞	\mathcal{C}	\mscrC	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL C
1D49F	𝒟	\mathcal{D}	\mscrD	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL D
1D4A2	𝒢	\mathcal{G}	\mscrG	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL G
1D4A5	𝒥	\mathcal{J}	\mscrJ	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL J
1D4A6	𝒦	\mathcal{K}	\mscrK	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL K
1D4A9	𝒩	\mathcal{N}	\mscrN	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL N
1D4AA	𝒪	\mathcal{O}	\mscrO	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL O
1D4AB	𝒫	\mathcal{P}	\mscrP	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL P
1D4AC	𝒬	\mathcal{Q}	\mscrQ	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL Q
1D4AE	𝒮	\mathcal{S}	\mscrS	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL S
1D4AF	𝒯	\mathcal{T}	\mscrT	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL T
1D4B0	𝒰	\mathcal{U}	\mscrU	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL U
1D4B1	𝒱	\mathcal{V}	\mscrV	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL V
1D4B2	𝒲	\mathcal{W}	\mscrW	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL W
1D4B3	𝒳	\mathcal{X}	\mscrX	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL X
1D4B4	𝒴	\mathcal{Y}	\mscrY	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL Y
1D4B5	𝒵	\mathcal{Z}	\mscrZ	A	mathalpha	*	MATHEMATICAL SCRIPT CAPITAL Z
1D4B6	𝒶	\mathcal{a}	\mscra	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL A
1D4B7	𝒷	\mathcal{b}	\mscrb	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL B
1D4B8	𝒸	\mathcal{c}	\mscrc	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL C
1D4B9	𝒹	\mathcal{d}	\mscrd	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL D
1D4BB	𝒻	\mathcal{f}	\mscrf	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL F
1D4BD	𝒽	\mathcal{h}	\mscrh	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL H
1D4BE	𝒾	\mathcal{i}	\mscri	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL I
1D4BF	𝒿	\mathcal{j}	\mscrj	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL J
1D4C0	𝓀	\mathcal{k}	\mscrk	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL K
1D4C1	𝓁	\mathcal{l}	\mscrl	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL L
1D4C2	𝓂	\mathcal{m}	\mscrm	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL M
1D4C3	𝓃	\mathcal{n}	\mscrn	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL N
1D4C5	𝓅	\mathcal{p}	\mscrp	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL P
1D4C6	𝓆	\mathcal{q}	\mscrq	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL Q
1D4C7	𝓇	\mathcal{r}	\mscrr	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL R
1D4C8	𝓈	\mathcal{s}	\mscrs	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL S
1D4C9	𝓉	\mathcal{t}	\mscrt	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL T
1D4CA	𝓊	\mathcal{u}	\mscru	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL U
1D4CB	𝓋	\mathcal{v}	\mscrv	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL V
1D4CC	𝓌	\mathcal{w}	\mscrw	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL W
1D4CD	𝓍	\mathcal{x}	\mscrx	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL X
1D4CE	𝓎	\mathcal{y}	\mscry	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL Y
1D4CF	𝓏	\mathcal{z}	\mscrz	A	mathalpha	urwchancal, wrisym	MATHEMATICAL SCRIPT SMALL Z
1D4D0	𝓐		\mbfscrA	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL A
1D4D1	𝓑		\mbfscrB	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL B
1D4D2	𝓒		\mbfscrC	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL C
1D4D3	𝓓		\mbfscrD	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL D
1D4D4	𝓔		\mbfscrE	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL E
1D4D5	𝓕		\mbfscrF	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL F
1D4D6	𝓖		\mbfscrG	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL G
1D4D7	𝓗		\mbfscrH	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL H
1D4D8	𝓘		\mbfscrI	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL I
1D4D9	𝓙		\mbfscrJ	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL J
1D4DA	𝓚		\mbfscrK	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL K
1D4DB	𝓛		\mbfscrL	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL L
1D4DC	𝓜		\mbfscrM	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL M
1D4DD	𝓝		\mbfscrN	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL N
1D4DE	𝓞		\mbfscrO	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL O
1D4DF	𝓟		\mbfscrP	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL P
1D4E0	𝓠		\mbfscrQ	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL Q
1D4E1	𝓡		\mbfscrR	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL R
1D4E2	𝓢		\mbfscrS	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL S
1D4E3	𝓣		\mbfscrT	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL T
1D4E4	𝓤		\mbfscrU	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL U
1D4E5	𝓥		\mbfscrV	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL V
1D4E6	𝓦		\mbfscrW	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL W
1D4E7	𝓧		\mbfscrX	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL X
1D4E8	𝓨		\mbfscrY	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL Y
1D4E9	𝓩		\mbfscrZ	A	mathalpha		MATHEMATICAL BOLD SCRIPT CAPITAL Z
1D4EA	𝓪		\mbfscra	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL A
1D4EB	𝓫		\mbfscrb	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL B
1D4EC	𝓬		\mbfscrc	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL C
1D4ED	𝓭		\mbfscrd	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL D
1D4EE	𝓮		\mbfscre	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL E
1D4EF	𝓯		\mbfscrf	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL F
1D4F0	𝓰		\mbfscrg	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL G
1D4F1	𝓱		\mbfscrh	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL H
1D4F2	𝓲		\mbfscri	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL I
1D4F3	𝓳		\mbfscrj	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL J
1D4F4	𝓴		\mbfscrk	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL K
1D4F5	𝓵		\mbfscrl	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL L
1D4F6	𝓶		\mbfscrm	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL M
1D4F7	𝓷		\mbfscrn	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL N
1D4F8	𝓸		\mbfscro	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL O
1D4F9	𝓹		\mbfscrp	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL P
1D4FA	𝓺		\mbfscrq	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL Q
1D4FB	𝓻		\mbfscrr	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL R
1D4FC	𝓼		\mbfscrs	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL S
1D4FD	𝓽		\mbfscrt	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL T
1D4FE	𝓾		\mbfscru	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL U
1D4FF	𝓿		\mbfscrv	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL V
1D500	𝔀		\mbfscrw	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL W
1D501	𝔁		\mbfscrx	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL X
1D502	𝔂		\mbfscry	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL Y
1D503	𝔃		\mbfscrz	A	mathalpha		MATHEMATICAL BOLD SCRIPT SMALL Z
1D504	𝔄	\mathfrak{A}	\mfrakA	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL A
1D505	𝔅	\mathfrak{B}	\mfrakB	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL B
1D507	𝔇	\mathfrak{D}	\mfrakD	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL D
1D508	𝔈	\mathfrak{E}	\mfrakE	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL E
1D509	𝔉	\mathfrak{F}	\mfrakF	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL F
1D50A	𝔊	\mathfrak{G}	\mfrakG	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL G
1D50D	𝔍	\mathfrak{J}	\mfrakJ	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL J
1D50E	𝔎	\mathfrak{K}	\mfrakK	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL K
1D50F	𝔏	\mathfrak{L}	\mfrakL	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL L
1D510	𝔐	\mathfrak{M}	\mfrakM	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL M
1D511	𝔑	\mathfrak{N}	\mfrakN	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL N
1D512	𝔒	\mathfrak{O}	\mfrakO	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL O
1D513	𝔓	\mathfrak{P}	\mfrakP	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL P
1D514	𝔔	\mathfrak{Q}	\mfrakQ	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL Q
1D516	𝔖	\mathfrak{S}	\mfrakS	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL S
1D517	𝔗	\mathfrak{T}	\mfrakT	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL T
1D518	𝔘	\mathfrak{U}	\mfrakU	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL U
1D519	𝔙	\mathfrak{V}	\mfrakV	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL V
1D51A	𝔚	\mathfrak{W}	\mfrakW	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL W
1D51B	𝔛	\mathfrak{X}	\mfrakX	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL X
1D51C	𝔜	\mathfrak{Y}	\mfrakY	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR CAPITAL Y
1D51E	𝔞	\mathfrak{a}	\mfraka	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL A
1D51F	𝔟	\mathfrak{b}	\mfrakb	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL B
1D520	𝔠	\mathfrak{c}	\mfrakc	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL C
1D521	𝔡	\mathfrak{d}	\mfrakd	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL D
1D522	𝔢	\mathfrak{e}	\mfrake	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL E
1D523	𝔣	\mathfrak{f}	\mfrakf	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL F
1D524	𝔤	\mathfrak{g}	\mfrakg	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL G
1D525	𝔥	\mathfrak{h}	\mfrakh	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL H
1D526	𝔦	\mathfrak{i}	\mfraki	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL I
1D527	𝔧	\mathfrak{j}	\mfrakj	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL J
1D528	𝔨	\mathfrak{k}	\mfrakk	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL K
1D529	𝔩	\mathfrak{l}	\mfrakl	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL L
1D52A	𝔪	\mathfrak{m}	\mfrakm	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL M
1D52B	𝔫	\mathfrak{n}	\mfrakn	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL N
1D52C	𝔬	\mathfrak{o}	\mfrako	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL O
1D52D	𝔭	\mathfrak{p}	\mfrakp	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL P
1D52E	𝔮	\mathfrak{q}	\mfrakq	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL Q
1D52F	𝔯	\mathfrak{r}	\mfrakr	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL R
1D530	𝔰	\mathfrak{s}	\mfraks	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL S
1D531	𝔱	\mathfrak{t}	\mfrakt	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL T
1D532	𝔲	\mathfrak{u}	\mfraku	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL U
1D533	𝔳	\mathfrak{v}	\mfrakv	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL V
1D534	𝔴	\mathfrak{w}	\mfrakw	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL W
1D535	𝔵	\mathfrak{x}	\mfrakx	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL X
1D536	𝔶	\mathfrak{y}	\mfraky	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL Y
1D537	𝔷	\mathfrak{z}	\mfrakz	A	mathalpha	MnSymbol, amsfonts, amssymb, eufrak, kmath, kpfonts, mathdesign, pxfonts, txfonts	MATHEMATICAL FRAKTUR SMALL Z
1D538	𝔸	\mathbb{A}	\BbbA	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{A} (dsfont), MATHEMATICAL DOUBLE-STRUCK CAPITAL A
1D539	𝔹	\mathbb{B}	\BbbB	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{B} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL B
1D53B	𝔻	\mathbb{D}	\BbbD	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{D} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL D
1D53C	𝔼	\mathbb{E}	\BbbE	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{E} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL E
1D53D	𝔽	\mathbb{F}	\BbbF	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{F} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL F
1D53E	𝔾	\mathbb{G}	\BbbG	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{G} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL G
1D540	𝕀	\mathbb{I}	\BbbI	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{I} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL I
1D541	𝕁	\mathbb{J}	\BbbJ	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{J} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL J
1D542	𝕂	\mathbb{K}	\BbbK	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{K} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL K
1D543	𝕃	\mathbb{L}	\BbbL	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{L} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL L
1D544	𝕄	\mathbb{M}	\BbbM	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{M} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL M
1D546	𝕆	\mathbb{O}	\BbbO	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{O} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL O
1D54A	𝕊	\mathbb{S}	\BbbS	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{S} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL S
1D54B	𝕋	\mathbb{T}	\BbbT	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{T} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL T
1D54C	𝕌	\mathbb{U}	\BbbU	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{U} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL U
1D54D	𝕍	\mathbb{V}	\BbbV	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{V} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL V
1D54E	𝕎	\mathbb{W}	\BbbW	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{W} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL W
1D54F	𝕏	\mathbb{X}	\BbbX	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{X} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL X
1D550	𝕐	\mathbb{Y}	\BbbY	A	mathalpha	amsfonts, amssymb, bbold, fourier, fouriernc, kmath, kpfonts, mathbb, mathbbol, mathdesign, mathpazo, oz, pxfonts, txfonts	= \mathds{Y} (dsfont), matMATHEMATICAL DOUBLE-STRUCK CAPITAL Y
1D552	𝕒	\mathbb{a}	\Bbba	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL A
1D553	𝕓	\mathbb{b}	\Bbbb	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL B
1D554	𝕔	\mathbb{c}	\Bbbc	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL C
1D555	𝕕	\mathbb{d}	\Bbbd	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL D
1D556	𝕖	\mathbb{e}	\Bbbe	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL E
1D557	𝕗	\mathbb{f}	\Bbbf	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL F
1D558	𝕘	\mathbb{g}	\Bbbg	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL G
1D559	𝕙	\mathbb{h}	\Bbbh	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL H
1D55A	𝕚	\mathbb{i}	\Bbbi	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL I
1D55B	𝕛	\mathbb{j}	\Bbbj	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL J
1D55C	𝕜	\mathbb{k}	\Bbbk	A	mathalpha	bbold, fourier, fouriernc, mathbbol	= \Bbbk (amssymb), MATHEMATICAL DOUBLE-STRUCK SMALL K
1D55D	𝕝	\mathbb{l}	\Bbbl	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL L
1D55E	𝕞	\mathbb{m}	\Bbbm	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL M
1D55F	𝕟	\mathbb{n}	\Bbbn	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL N
1D560	𝕠	\mathbb{o}	\Bbbo	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL O
1D561	𝕡	\mathbb{p}	\Bbbp	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL P
1D562	𝕢	\mathbb{q}	\Bbbq	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL Q
1D563	𝕣	\mathbb{r}	\Bbbr	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL R
1D564	𝕤	\mathbb{s}	\Bbbs	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL S
1D565	𝕥	\mathbb{t}	\Bbbt	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL T
1D566	𝕦	\mathbb{u}	\Bbbu	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL U
1D567	𝕧	\mathbb{v}	\Bbbv	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL V
1D568	𝕨	\mathbb{w}	\Bbbw	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL W
1D569	𝕩	\mathbb{x}	\Bbbx	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL X
1D56A	𝕪	\mathbb{y}	\Bbby	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL Y
1D56B	𝕫	\mathbb{z}	\Bbbz	A	mathalpha	bbold, mathbbol	MATHEMATICAL DOUBLE-STRUCK SMALL Z
1D56C	𝕬		\mbffrakA	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL A
1D56D	𝕭		\mbffrakB	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL B
1D56E	𝕮		\mbffrakC	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL C
1D56F	𝕯		\mbffrakD	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL D
1D570	𝕰		\mbffrakE	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL E
1D571	𝕱		\mbffrakF	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL F
1D572	𝕲		\mbffrakG	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL G
1D573	𝕳		\mbffrakH	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL H
1D574	𝕴		\mbffrakI	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL I
1D575	𝕵		\mbffrakJ	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL J
1D576	𝕶		\mbffrakK	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL K
1D577	𝕷		\mbffrakL	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL L
1D578	𝕸		\mbffrakM	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL M
1D579	𝕹		\mbffrakN	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL N
1D57A	𝕺		\mbffrakO	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL O
1D57B	𝕻		\mbffrakP	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL P
1D57C	𝕼		\mbffrakQ	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL Q
1D57D	𝕽		\mbffrakR	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL R
1D57E	𝕾		\mbffrakS	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL S
1D57F	𝕿		\mbffrakT	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL T
1D580	𝖀		\mbffrakU	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL U
1D581	𝖁		\mbffrakV	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL V
1D582	𝖂		\mbffrakW	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL W
1D583	𝖃		\mbffrakX	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL X
1D584	𝖄		\mbffrakY	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL Y
1D585	𝖅		\mbffrakZ	A	mathalpha		MATHEMATICAL BOLD FRAKTUR CAPITAL Z
1D586	𝖆		\mbffraka	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL A
1D587	𝖇		\mbffrakb	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL B
1D588	𝖈		\mbffrakc	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL C
1D589	𝖉		\mbffrakd	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL D
1D58A	𝖊		\mbffrake	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL E
1D58B	𝖋		\mbffrakf	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL F
1D58C	𝖌		\mbffrakg	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL G
1D58D	𝖍		\mbffrakh	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL H
1D58E	𝖎		\mbffraki	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL I
1D58F	𝖏		\mbffrakj	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL J
1D590	𝖐		\mbffrakk	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL K
1D591	𝖑		\mbffrakl	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL L
1D592	𝖒		\mbffrakm	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL M
1D593	𝖓		\mbffrakn	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL N
1D594	𝖔		\mbffrako	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL O
1D595	𝖕		\mbffrakp	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL P
1D596	𝖖		\mbffrakq	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL Q
1D597	𝖗		\mbffrakr	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL R
1D598	𝖘		\mbffraks	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL S
1D599	𝖙		\mbffrakt	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL T
1D59A	𝖚		\mbffraku	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL U
1D59B	𝖛		\mbffrakv	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL V
1D59C	𝖜		\mbffrakw	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL W
1D59D	𝖝		\mbffrakx	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL X
1D59E	𝖞		\mbffraky	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL Y
1D59F	𝖟		\mbffrakz	A	mathalpha		MATHEMATICAL BOLD FRAKTUR SMALL Z
1D5A0	𝖠	\mathsf{A}	\msansA	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL A
1D5A1	𝖡	\mathsf{B}	\msansB	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL B
1D5A2	𝖢	\mathsf{C}	\msansC	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL C
1D5A3	𝖣	\mathsf{D}	\msansD	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL D
1D5A4	𝖤	\mathsf{E}	\msansE	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL E
1D5A5	𝖥	\mathsf{F}	\msansF	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL F
1D5A6	𝖦	\mathsf{G}	\msansG	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL G
1D5A7	𝖧	\mathsf{H}	\msansH	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL H
1D5A8	𝖨	\mathsf{I}	\msansI	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL I
1D5A9	𝖩	\mathsf{J}	\msansJ	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL J
1D5AA	𝖪	\mathsf{K}	\msansK	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL K
1D5AB	𝖫	\mathsf{L}	\msansL	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL L
1D5AC	𝖬	\mathsf{M}	\msansM	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL M
1D5AD	𝖭	\mathsf{N}	\msansN	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL N
1D5AE	𝖮	\mathsf{O}	\msansO	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL O
1D5AF	𝖯	\mathsf{P}	\msansP	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL P
1D5B0	𝖰	\mathsf{Q}	\msansQ	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL Q
1D5B1	𝖱	\mathsf{R}	\msansR	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL R
1D5B2	𝖲	\mathsf{S}	\msansS	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL S
1D5B3	𝖳	\mathsf{T}	\msansT	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL T
1D5B4	𝖴	\mathsf{U}	\msansU	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL U
1D5B5	𝖵	\mathsf{V}	\msansV	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL V
1D5B6	𝖶	\mathsf{W}	\msansW	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL W
1D5B7	𝖷	\mathsf{X}	\msansX	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL X
1D5B8	𝖸	\mathsf{Y}	\msansY	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL Y
1D5B9	𝖹	\mathsf{Z}	\msansZ	A	mathalpha	*	MATHEMATICAL SANS-SERIF CAPITAL Z
1D5BA	𝖺	\mathsf{a}	\msansa	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL A
1D5BB	𝖻	\mathsf{b}	\msansb	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL B
1D5BC	𝖼	\mathsf{c}	\msansc	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL C
1D5BD	𝖽	\mathsf{d}	\msansd	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL D
1D5BE	𝖾	\mathsf{e}	\msanse	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL E
1D5BF	𝖿	\mathsf{f}	\msansf	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL F
1D5C0	𝗀	\mathsf{g}	\msansg	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL G
1D5C1	𝗁	\mathsf{h}	\msansh	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL H
1D5C2	𝗂	\mathsf{i}	\msansi	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL I
1D5C3	𝗃	\mathsf{j}	\msansj	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL J
1D5C4	𝗄	\mathsf{k}	\msansk	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL K
1D5C5	𝗅	\mathsf{l}	\msansl	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL L
1D5C6	𝗆	\mathsf{m}	\msansm	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL M
1D5C7	𝗇	\mathsf{n}	\msansn	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL N
1D5C8	𝗈	\mathsf{o}	\msanso	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL O
1D5C9	𝗉	\mathsf{p}	\msansp	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL P
1D5CA	𝗊	\mathsf{q}	\msansq	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL Q
1D5CB	𝗋	\mathsf{r}	\msansr	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL R
1D5CC	𝗌	\mathsf{s}	\msanss	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL S
1D5CD	𝗍	\mathsf{t}	\msanst	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL T
1D5CE	𝗎	\mathsf{u}	\msansu	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL U
1D5CF	𝗏	\mathsf{v}	\msansv	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL V
1D5D0	𝗐	\mathsf{w}	\msansw	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL W
1D5D1	𝗑	\mathsf{x}	\msansx	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL X
1D5D2	𝗒	\mathsf{y}	\msansy	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL Y
1D5D3	𝗓	\mathsf{z}	\msansz	A	mathalpha	*	MATHEMATICAL SANS-SERIF SMALL Z
1D5D4	𝗔	\mathsfbf{A}	\mbfsansA	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL A
1D5D5	𝗕	\mathsfbf{B}	\mbfsansB	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL B
1D5D6	𝗖	\mathsfbf{C}	\mbfsansC	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL C
1D5D7	𝗗	\mathsfbf{D}	\mbfsansD	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL D
1D5D8	𝗘	\mathsfbf{E}	\mbfsansE	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL E
1D5D9	𝗙	\mathsfbf{F}	\mbfsansF	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL F
1D5DA	𝗚	\mathsfbf{G}	\mbfsansG	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL G
1D5DB	𝗛	\mathsfbf{H}	\mbfsansH	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL H
1D5DC	𝗜	\mathsfbf{I}	\mbfsansI	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL I
1D5DD	𝗝	\mathsfbf{J}	\mbfsansJ	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL J
1D5DE	𝗞	\mathsfbf{K}	\mbfsansK	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL K
1D5DF	𝗟	\mathsfbf{L}	\mbfsansL	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL L
1D5E0	𝗠	\mathsfbf{M}	\mbfsansM	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL M
1D5E1	𝗡	\mathsfbf{N}	\mbfsansN	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL N
1D5E2	𝗢	\mathsfbf{O}	\mbfsansO	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL O
1D5E3	𝗣	\mathsfbf{P}	\mbfsansP	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL P
1D5E4	𝗤	\mathsfbf{Q}	\mbfsansQ	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL Q
1D5E5	𝗥	\mathsfbf{R}	\mbfsansR	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL R
1D5E6	𝗦	\mathsfbf{S}	\mbfsansS	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL S
1D5E7	𝗧	\mathsfbf{T}	\mbfsansT	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL T
1D5E8	𝗨	\mathsfbf{U}	\mbfsansU	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL U
1D5E9	𝗩	\mathsfbf{V}	\mbfsansV	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL V
1D5EA	𝗪	\mathsfbf{W}	\mbfsansW	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL W
1D5EB	𝗫	\mathsfbf{X}	\mbfsansX	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL X
1D5EC	𝗬	\mathsfbf{Y}	\mbfsansY	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL Y
1D5ED	𝗭	\mathsfbf{Z}	\mbfsansZ	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL Z
1D5EE	𝗮	\mathsfbf{a}	\mbfsansa	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL A
1D5EF	𝗯	\mathsfbf{b}	\mbfsansb	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL B
1D5F0	𝗰	\mathsfbf{c}	\mbfsansc	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL C
1D5F1	𝗱	\mathsfbf{d}	\mbfsansd	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL D
1D5F2	𝗲	\mathsfbf{e}	\mbfsanse	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL E
1D5F3	𝗳	\mathsfbf{f}	\mbfsansf	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL F
1D5F4	𝗴	\mathsfbf{g}	\mbfsansg	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL G
1D5F5	𝗵	\mathsfbf{h}	\mbfsansh	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL H
1D5F6	𝗶	\mathsfbf{i}	\mbfsansi	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL I
1D5F7	𝗷	\mathsfbf{j}	\mbfsansj	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL J
1D5F8	𝗸	\mathsfbf{k}	\mbfsansk	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL K
1D5F9	𝗹	\mathsfbf{l}	\mbfsansl	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL L
1D5FA	𝗺	\mathsfbf{m}	\mbfsansm	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL M
1D5FB	𝗻	\mathsfbf{n}	\mbfsansn	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL N
1D5FC	𝗼	\mathsfbf{o}	\mbfsanso	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL O
1D5FD	𝗽	\mathsfbf{p}	\mbfsansp	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL P
1D5FE	𝗾	\mathsfbf{q}	\mbfsansq	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL Q
1D5FF	𝗿	\mathsfbf{r}	\mbfsansr	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL R
1D600	𝘀	\mathsfbf{s}	\mbfsanss	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL S
1D601	𝘁	\mathsfbf{t}	\mbfsanst	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL T
1D602	𝘂	\mathsfbf{u}	\mbfsansu	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL U
1D603	𝘃	\mathsfbf{v}	\mbfsansv	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL V
1D604	𝘄	\mathsfbf{w}	\mbfsansw	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL W
1D605	𝘅	\mathsfbf{x}	\mbfsansx	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL X
1D606	𝘆	\mathsfbf{y}	\mbfsansy	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL Y
1D607	𝘇	\mathsfbf{z}	\mbfsansz	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL Z
1D608	𝘈	\mathsfit{A}	\mitsansA	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL A
1D609	𝘉	\mathsfit{B}	\mitsansB	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL B
1D60A	𝘊	\mathsfit{C}	\mitsansC	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL C
1D60B	𝘋	\mathsfit{D}	\mitsansD	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL D
1D60C	𝘌	\mathsfit{E}	\mitsansE	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL E
1D60D	𝘍	\mathsfit{F}	\mitsansF	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL F
1D60E	𝘎	\mathsfit{G}	\mitsansG	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL G
1D60F	𝘏	\mathsfit{H}	\mitsansH	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL H
1D610	𝘐	\mathsfit{I}	\mitsansI	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL I
1D611	𝘑	\mathsfit{J}	\mitsansJ	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL J
1D612	𝘒	\mathsfit{K}	\mitsansK	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL K
1D613	𝘓	\mathsfit{L}	\mitsansL	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL L
1D614	𝘔	\mathsfit{M}	\mitsansM	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL M
1D615	𝘕	\mathsfit{N}	\mitsansN	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL N
1D616	𝘖	\mathsfit{O}	\mitsansO	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL O
1D617	𝘗	\mathsfit{P}	\mitsansP	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL P
1D618	𝘘	\mathsfit{Q}	\mitsansQ	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL Q
1D619	𝘙	\mathsfit{R}	\mitsansR	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL R
1D61A	𝘚	\mathsfit{S}	\mitsansS	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL S
1D61B	𝘛	\mathsfit{T}	\mitsansT	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL T
1D61C	𝘜	\mathsfit{U}	\mitsansU	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL U
1D61D	𝘝	\mathsfit{V}	\mitsansV	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL V
1D61E	𝘞	\mathsfit{W}	\mitsansW	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL W
1D61F	𝘟	\mathsfit{X}	\mitsansX	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL X
1D620	𝘠	\mathsfit{Y}	\mitsansY	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL Y
1D621	𝘡	\mathsfit{Z}	\mitsansZ	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC CAPITAL Z
1D622	𝘢	\mathsfit{a}	\mitsansa	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL A
1D623	𝘣	\mathsfit{b}	\mitsansb	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL B
1D624	𝘤	\mathsfit{c}	\mitsansc	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL C
1D625	𝘥	\mathsfit{d}	\mitsansd	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL D
1D626	𝘦	\mathsfit{e}	\mitsanse	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL E
1D627	𝘧	\mathsfit{f}	\mitsansf	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL F
1D628	𝘨	\mathsfit{g}	\mitsansg	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL G
1D629	𝘩	\mathsfit{h}	\mitsansh	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL H
1D62A	𝘪	\mathsfit{i}	\mitsansi	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL I
1D62B	𝘫	\mathsfit{j}	\mitsansj	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL J
1D62C	𝘬	\mathsfit{k}	\mitsansk	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL K
1D62D	𝘭	\mathsfit{l}	\mitsansl	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL L
1D62E	𝘮	\mathsfit{m}	\mitsansm	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL M
1D62F	𝘯	\mathsfit{n}	\mitsansn	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL N
1D630	𝘰	\mathsfit{o}	\mitsanso	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL O
1D631	𝘱	\mathsfit{p}	\mitsansp	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL P
1D632	𝘲	\mathsfit{q}	\mitsansq	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL Q
1D633	𝘳	\mathsfit{r}	\mitsansr	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL R
1D634	𝘴	\mathsfit{s}	\mitsanss	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL S
1D635	𝘵	\mathsfit{t}	\mitsanst	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL T
1D636	𝘶	\mathsfit{u}	\mitsansu	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL U
1D637	𝘷	\mathsfit{v}	\mitsansv	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL V
1D638	𝘸	\mathsfit{w}	\mitsansw	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL W
1D639	𝘹	\mathsfit{x}	\mitsansx	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL X
1D63A	𝘺	\mathsfit{y}	\mitsansy	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL Y
1D63B	𝘻	\mathsfit{z}	\mitsansz	A	mathalpha	omlmathsfit	MATHEMATICAL SANS-SERIF ITALIC SMALL Z
1D63C	𝘼	\mathsfbfit{A}	\mbfitsansA	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL A
1D63D	𝘽	\mathsfbfit{B}	\mbfitsansB	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL B
1D63E	𝘾	\mathsfbfit{C}	\mbfitsansC	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL C
1D63F	𝘿	\mathsfbfit{D}	\mbfitsansD	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL D
1D640	𝙀	\mathsfbfit{E}	\mbfitsansE	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL E
1D641	𝙁	\mathsfbfit{F}	\mbfitsansF	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL F
1D642	𝙂	\mathsfbfit{G}	\mbfitsansG	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL G
1D643	𝙃	\mathsfbfit{H}	\mbfitsansH	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL H
1D644	𝙄	\mathsfbfit{I}	\mbfitsansI	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL I
1D645	𝙅	\mathsfbfit{J}	\mbfitsansJ	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL J
1D646	𝙆	\mathsfbfit{K}	\mbfitsansK	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL K
1D647	𝙇	\mathsfbfit{L}	\mbfitsansL	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL L
1D648	𝙈	\mathsfbfit{M}	\mbfitsansM	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL M
1D649	𝙉	\mathsfbfit{N}	\mbfitsansN	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL N
1D64A	𝙊	\mathsfbfit{O}	\mbfitsansO	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL O
1D64B	𝙋	\mathsfbfit{P}	\mbfitsansP	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL P
1D64C	𝙌	\mathsfbfit{Q}	\mbfitsansQ	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL Q
1D64D	𝙍	\mathsfbfit{R}	\mbfitsansR	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL R
1D64E	𝙎	\mathsfbfit{S}	\mbfitsansS	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL S
1D64F	𝙏	\mathsfbfit{T}	\mbfitsansT	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL T
1D650	𝙐	\mathsfbfit{U}	\mbfitsansU	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL U
1D651	𝙑	\mathsfbfit{V}	\mbfitsansV	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL V
1D652	𝙒	\mathsfbfit{W}	\mbfitsansW	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL W
1D653	𝙓	\mathsfbfit{X}	\mbfitsansX	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL X
1D654	𝙔	\mathsfbfit{Y}	\mbfitsansY	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL Y
1D655	𝙕	\mathsfbfit{Z}	\mbfitsansZ	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL Z
1D656	𝙖	\mathsfbfit{a}	\mbfitsansa	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL A
1D657	𝙗	\mathsfbfit{b}	\mbfitsansb	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL B
1D658	𝙘	\mathsfbfit{c}	\mbfitsansc	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL C
1D659	𝙙	\mathsfbfit{d}	\mbfitsansd	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL D
1D65A	𝙚	\mathsfbfit{e}	\mbfitsanse	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL E
1D65B	𝙛	\mathsfbfit{f}	\mbfitsansf	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL F
1D65C	𝙜	\mathsfbfit{g}	\mbfitsansg	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL G
1D65D	𝙝	\mathsfbfit{h}	\mbfitsansh	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL H
1D65E	𝙞	\mathsfbfit{i}	\mbfitsansi	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL I
1D65F	𝙟	\mathsfbfit{j}	\mbfitsansj	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL J
1D660	𝙠	\mathsfbfit{k}	\mbfitsansk	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL K
1D661	𝙡	\mathsfbfit{l}	\mbfitsansl	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL L
1D662	𝙢	\mathsfbfit{m}	\mbfitsansm	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL M
1D663	𝙣	\mathsfbfit{n}	\mbfitsansn	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL N
1D664	𝙤	\mathsfbfit{o}	\mbfitsanso	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL O
1D665	𝙥	\mathsfbfit{p}	\mbfitsansp	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL P
1D666	𝙦	\mathsfbfit{q}	\mbfitsansq	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL Q
1D667	𝙧	\mathsfbfit{r}	\mbfitsansr	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL R
1D668	𝙨	\mathsfbfit{s}	\mbfitsanss	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL S
1D669	𝙩	\mathsfbfit{t}	\mbfitsanst	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL T
1D66A	𝙪	\mathsfbfit{u}	\mbfitsansu	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL U
1D66B	𝙫	\mathsfbfit{v}	\mbfitsansv	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL V
1D66C	𝙬	\mathsfbfit{w}	\mbfitsansw	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL W
1D66D	𝙭	\mathsfbfit{x}	\mbfitsansx	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL X
1D66E	𝙮	\mathsfbfit{y}	\mbfitsansy	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL Y
1D66F	𝙯	\mathsfbfit{z}	\mbfitsansz	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL Z
1D670	𝙰	\mathtt{A}	\mttA	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL A
1D671	𝙱	\mathtt{B}	\mttB	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL B
1D672	𝙲	\mathtt{C}	\mttC	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL C
1D673	𝙳	\mathtt{D}	\mttD	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL D
1D674	𝙴	\mathtt{E}	\mttE	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL E
1D675	𝙵	\mathtt{F}	\mttF	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL F
1D676	𝙶	\mathtt{G}	\mttG	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL G
1D677	𝙷	\mathtt{H}	\mttH	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL H
1D678	𝙸	\mathtt{I}	\mttI	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL I
1D679	𝙹	\mathtt{J}	\mttJ	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL J
1D67A	𝙺	\mathtt{K}	\mttK	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL K
1D67B	𝙻	\mathtt{L}	\mttL	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL L
1D67C	𝙼	\mathtt{M}	\mttM	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL M
1D67D	𝙽	\mathtt{N}	\mttN	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL N
1D67E	𝙾	\mathtt{O}	\mttO	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL O
1D67F	𝙿	\mathtt{P}	\mttP	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL P
1D680	𝚀	\mathtt{Q}	\mttQ	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL Q
1D681	𝚁	\mathtt{R}	\mttR	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL R
1D682	𝚂	\mathtt{S}	\mttS	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL S
1D683	𝚃	\mathtt{T}	\mttT	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL T
1D684	𝚄	\mathtt{U}	\mttU	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL U
1D685	𝚅	\mathtt{V}	\mttV	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL V
1D686	𝚆	\mathtt{W}	\mttW	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL W
1D687	𝚇	\mathtt{X}	\mttX	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL X
1D688	𝚈	\mathtt{Y}	\mttY	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL Y
1D689	𝚉	\mathtt{Z}	\mttZ	A	mathalpha	*	MATHEMATICAL MONOSPACE CAPITAL Z
1D68A	𝚊	\mathtt{a}	\mtta	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL A
1D68B	𝚋	\mathtt{b}	\mttb	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL B
1D68C	𝚌	\mathtt{c}	\mttc	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL C
1D68D	𝚍	\mathtt{d}	\mttd	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL D
1D68E	𝚎	\mathtt{e}	\mtte	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL E
1D68F	𝚏	\mathtt{f}	\mttf	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL F
1D690	𝚐	\mathtt{g}	\mttg	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL G
1D691	𝚑	\mathtt{h}	\mtth	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL H
1D692	𝚒	\mathtt{i}	\mtti	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL I
1D693	𝚓	\mathtt{j}	\mttj	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL J
1D694	𝚔	\mathtt{k}	\mttk	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL K
1D695	𝚕	\mathtt{l}	\mttl	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL L
1D696	𝚖	\mathtt{m}	\mttm	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL M
1D697	𝚗	\mathtt{n}	\mttn	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL N
1D698	𝚘	\mathtt{o}	\mtto	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL O
1D699	𝚙	\mathtt{p}	\mttp	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL P
1D69A	𝚚	\mathtt{q}	\mttq	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL Q
1D69B	𝚛	\mathtt{r}	\mttr	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL R
1D69C	𝚜	\mathtt{s}	\mtts	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL S
1D69D	𝚝	\mathtt{t}	\mttt	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL T
1D69E	𝚞	\mathtt{u}	\mttu	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL U
1D69F	𝚟	\mathtt{v}	\mttv	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL V
1D6A0	𝚠	\mathtt{w}	\mttw	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL W
1D6A1	𝚡	\mathtt{x}	\mttx	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL X
1D6A2	𝚢	\mathtt{y}	\mtty	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL Y
1D6A3	𝚣	\mathtt{z}	\mttz	A	mathalpha	*	MATHEMATICAL MONOSPACE SMALL Z
1D6A4	𝚤	\imath	\imath	A	mathalpha	*	MATHEMATICAL ITALIC SMALL DOTLESS I
1D6A5	𝚥	\jmath	\jmath	A	mathalpha	*	MATHEMATICAL ITALIC SMALL DOTLESS J
1D6A8	𝚨		\mbfAlpha	A	mathalpha		MATHEMATICAL BOLD CAPITAL ALPHA
1D6A9	𝚩		\mbfBeta	A	mathalpha		MATHEMATICAL BOLD CAPITAL BETA
1D6AA	𝚪	\mathbf{Gamma}	\mbfGamma	A	mathalpha	-fourier, -fouriernc	MATHEMATICAL BOLD CAPITAL GAMMA
1D6AB	𝚫	\mathbf{Delta}	\mbfDelta	A	mathalpha	-fourier, -fouriernc	MATHEMATICAL BOLD CAPITAL DELTA
1D6AC	𝚬		\mbfEpsilon	A	mathalpha		MATHEMATICAL BOLD CAPITAL EPSILON
1D6AD	𝚭		\mbfZeta	A	mathalpha		MATHEMATICAL BOLD CAPITAL ZETA
1D6AE	𝚮		\mbfEta	A	mathalpha		MATHEMATICAL BOLD CAPITAL ETA
1D6AF	𝚯	\mathbf{Theta}	\mbfTheta	A	mathalpha	-fourier, -fouriernc	MATHEMATICAL BOLD CAPITAL THETA
1D6B0	𝚰		\mbfIota	A	mathalpha		MATHEMATICAL BOLD CAPITAL IOTA
1D6B1	𝚱		\mbfKappa	A	mathalpha		MATHEMATICAL BOLD CAPITAL KAPPA
1D6B2	𝚲	\mathbf{Lambda}	\mbfLambda	A	mathalpha	-fourier, -fouriernc	mathematical bold capital lambda
1D6B3	𝚳		\mbfMu	A	mathalpha		MATHEMATICAL BOLD CAPITAL MU
1D6B4	𝚴		\mbfNu	A	mathalpha		MATHEMATICAL BOLD CAPITAL NU
1D6B5	𝚵	\mathbf{Xi}	\mbfXi	A	mathalpha	-fourier, -fouriernc	MATHEMATICAL BOLD CAPITAL XI
1D6B6	𝚶		\mbfOmicron	A	mathalpha		MATHEMATICAL BOLD CAPITAL OMICRON
1D6B7	𝚷	\mathbf{Pi}	\mbfPi	A	mathalpha	-fourier, -fouriernc	MATHEMATICAL BOLD CAPITAL PI
1D6B8	𝚸		\mbfRho	A	mathalpha		MATHEMATICAL BOLD CAPITAL RHO
1D6B9	𝚹		\mbfvarTheta	A	mathalpha		MATHEMATICAL BOLD CAPITAL THETA SYMBOL
1D6BA	𝚺	\mathbf{Sigma}	\mbfSigma	A	mathalpha	-fourier, -fouriernc	MATHEMATICAL BOLD CAPITAL SIGMA
1D6BB	𝚻		\mbfTau	A	mathalpha		MATHEMATICAL BOLD CAPITAL TAU
1D6BC	𝚼	\mathbf{Upsilon}	\mbfUpsilon	A	mathalpha	-fourier, -fouriernc	MATHEMATICAL BOLD CAPITAL UPSILON
1D6BD	𝚽	\mathbf{Phi}	\mbfPhi	A	mathalpha	-fourier, -fouriernc	MATHEMATICAL BOLD CAPITAL PHI
1D6BE	𝚾		\mbfChi	A	mathalpha		MATHEMATICAL BOLD CAPITAL CHI
1D6BF	𝚿	\mathbf{Psi}	\mbfPsi	A	mathalpha	-fourier, -fouriernc	MATHEMATICAL BOLD CAPITAL PSI
1D6C0	𝛀	\mathbf{Omega}	\mbfOmega	A	mathalpha	-fourier, -fouriernc	MATHEMATICAL BOLD CAPITAL OMEGA
1D6C1	𝛁		\mbfnabla	A	mathord		MATHEMATICAL BOLD NABLA
1D6C2	𝛂	\mathbf{alpha}	\mbfalpha	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL ALPHA
1D6C3	𝛃	\mathbf{beta}	\mbfbeta	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL BETA
1D6C4	𝛄	\mathbf{gamma}	\mbfgamma	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL GAMMA
1D6C5	𝛅	\mathbf{delta}	\mbfdelta	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL DELTA
1D6C6	𝛆	\mathbf{varepsilon}	\mbfepsilon	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL EPSILON
1D6C7	𝛇	\mathbf{zeta}	\mbfzeta	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL ZETA
1D6C8	𝛈	\mathbf{eta}	\mbfeta	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL ETA
1D6C9	𝛉	\mathbf{theta}	\mbftheta	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL THETA
1D6CA	𝛊	\mathbf{iota}	\mbfiota	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL IOTA
1D6CB	𝛋	\mathbf{kappa}	\mbfkappa	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL KAPPA
1D6CC	𝛌	\mathbf{lambda}	\mbflambda	A	mathalpha	omlmathbf	mathematical bold small lambda
1D6CD	𝛍	\mathbf{mu}	\mbfmu	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL MU
1D6CE	𝛎	\mathbf{nu}	\mbfnu	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL NU
1D6CF	𝛏	\mathbf{xi}	\mbfxi	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL XI
1D6D0	𝛐		\mbfomicron	A	mathalpha		MATHEMATICAL BOLD SMALL OMICRON
1D6D1	𝛑	\mathbf{pi}	\mbfpi	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL PI
1D6D2	𝛒	\mathbf{rho}	\mbfrho	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL RHO
1D6D3	𝛓	\mathbf{varsigma}	\mbfvarsigma	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL FINAL SIGMA
1D6D4	𝛔	\mathbf{sigma}	\mbfsigma	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL SIGMA
1D6D5	𝛕	\mathbf{tau}	\mbftau	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL TAU
1D6D6	𝛖	\mathbf{upsilon}	\mbfupsilon	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL UPSILON
1D6D7	𝛗	\mathbf{varphi}	\mbfvarphi	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL PHI
1D6D8	𝛘	\mathbf{chi}	\mbfchi	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL CHI
1D6D9	𝛙	\mathbf{psi}	\mbfpsi	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL PSI
1D6DA	𝛚	\mathbf{omega}	\mbfomega	A	mathalpha	omlmathbf	MATHEMATICAL BOLD SMALL OMEGA
1D6DB	𝛛		\mbfpartial	A	mathord		MATHEMATICAL BOLD PARTIAL DIFFERENTIAL
1D6DC	𝛜	\mathbf{epsilon}	\mbfvarepsilon	A	mathalpha	omlmathbf	MATHEMATICAL BOLD EPSILON SYMBOL
1D6DD	𝛝	\mathbf{vartheta}	\mbfvartheta	A	mathalpha	omlmathbf	MATHEMATICAL BOLD THETA SYMBOL
1D6DE	𝛞		\mbfvarkappa	A	mathalpha		MATHEMATICAL BOLD KAPPA SYMBOL
1D6DF	𝛟	\mathbf{phi}	\mbfphi	A	mathalpha	omlmathbf	MATHEMATICAL BOLD PHI SYMBOL
1D6E0	𝛠	\mathbf{varrho}	\mbfvarrho	A	mathalpha	omlmathbf	MATHEMATICAL BOLD RHO SYMBOL
1D6E1	𝛡	\mathbf{varpi}	\mbfvarpi	A	mathalpha	omlmathbf	MATHEMATICAL BOLD PI SYMBOL
1D6E2	𝛢		\mitAlpha	A	mathalpha		MATHEMATICAL ITALIC CAPITAL ALPHA
1D6E3	𝛣		\mitBeta	A	mathalpha		MATHEMATICAL ITALIC CAPITAL BETA
1D6E4	𝛤	\Gamma	\mitGamma	A	mathalpha	fixmath, isomath, mathpazo, slantedGreek, tmmath	= \mathit{\Gamma} (-fourier), = \varGamma (amsmath fourier), MATHEMATICAL ITALIC CAPITAL GAMMA
1D6E5	𝛥	\Delta	\mitDelta	A	mathalpha	fixmath, isomath, mathpazo, slantedGreek, tmmath	= \mathit{\Delta} (-fourier), = \varDelta (amsmath fourier), MATHEMATICAL ITALIC CAPITAL DELTA
1D6E6	𝛦		\mitEpsilon	A	mathalpha		MATHEMATICAL ITALIC CAPITAL EPSILON
1D6E7	𝛧		\mitZeta	A	mathalpha		MATHEMATICAL ITALIC CAPITAL ZETA
1D6E8	𝛨		\mitEta	A	mathalpha		MATHEMATICAL ITALIC CAPITAL ETA
1D6E9	𝛩	\Theta	\mitTheta	A	mathalpha	fixmath, isomath, mathpazo, slantedGreek, tmmath	= \mathit{\Theta} (-fourier), = \varTheta (amsmath fourier), MATHEMATICAL ITALIC CAPITAL THETA
1D6EA	𝛪		\mitIota	A	mathalpha		MATHEMATICAL ITALIC CAPITAL IOTA
1D6EB	𝛫		\mitKappa	A	mathalpha		MATHEMATICAL ITALIC CAPITAL KAPPA
1D6EC	𝛬	\Lambda	\mitLambda	A	mathalpha	fixmath, isomath, mathpazo, slantedGreek, tmmath	= \mathit{\Lambda} (-fourier), = \varLambda (amsmath fourier), mathematical italic capital lambda
1D6ED	𝛭		\mitMu	A	mathalpha		MATHEMATICAL ITALIC CAPITAL MU
1D6EE	𝛮		\mitNu	A	mathalpha		MATHEMATICAL ITALIC CAPITAL NU
1D6EF	𝛯	\Xi	\mitXi	A	mathalpha	fixmath, isomath, mathpazo, slantedGreek, tmmath	= \mathit{\Xi} (-fourier), = \varXi (amsmath fourier), MATHEMATICAL ITALIC CAPITAL XI
1D6F0	𝛰		\mitOmicron	A	mathalpha		MATHEMATICAL ITALIC CAPITAL OMICRON
1D6F1	𝛱	\Pi	\mitPi	A	mathalpha	fixmath, isomath, mathpazo, slantedGreek, tmmath	= \mathit{\Pi} (-fourier), = \varPi (amsmath fourier), MATHEMATICAL ITALIC CAPITAL PI
1D6F2	𝛲		\mitRho	A	mathalpha		MATHEMATICAL ITALIC CAPITAL RHO
1D6F3	𝛳		\mitvarTheta	A	mathalpha		MATHEMATICAL ITALIC CAPITAL THETA SYMBOL
1D6F4	𝛴	\Sigma	\mitSigma	A	mathalpha	fixmath, isomath, mathpazo, slantedGreek, tmmath	= \mathit{\Sigma} (-fourier), = \varSigma (amsmath fourier), MATHEMATICAL ITALIC CAPITAL SIGMA
1D6F5	𝛵		\mitTau	A	mathalpha		MATHEMATICAL ITALIC CAPITAL TAU
1D6F6	𝛶	\Upsilon	\mitUpsilon	A	mathalpha	fixmath, isomath, mathpazo, slantedGreek, tmmath	= \mathit{\Upsilon} (-fourier), = \varUpsilon (amsmath fourier), MATHEMATICAL ITALIC CAPITAL UPSILON
1D6F7	𝛷	\Phi	\mitPhi	A	mathalpha	fixmath, isomath, mathpazo, slantedGreek, tmmath	= \mathit{\Phi} (-fourier), = \varPhi (amsmath fourier), MATHEMATICAL ITALIC CAPITAL PHI
1D6F8	𝛸		\mitChi	A	mathalpha		MATHEMATICAL ITALIC CAPITAL CHI
1D6F9	𝛹	\Psi	\mitPsi	A	mathalpha	fixmath, isomath, mathpazo, slantedGreek, tmmath	= \mathit{\Psi} (-fourier), = \varPsi (amsmath fourier), MATHEMATICAL ITALIC CAPITAL PSI
1D6FA	𝛺	\Omega	\mitOmega	A	mathalpha	fixmath, isomath, mathpazo, slantedGreek, tmmath	= \mathit{\Omega} (-fourier), = \varOmega (amsmath fourier), MATHEMATICAL ITALIC CAPITAL OMEGA
1D6FB	𝛻		\mitnabla	A	mathord		MATHEMATICAL ITALIC NABLA
1D6FC	𝛼	\alpha	\mitalpha	A	mathalpha	*	= \mathit{\alpha} (omlmathit), MATHEMATICAL ITALIC SMALL ALPHA
1D6FD	𝛽	\beta	\mitbeta	A	mathalpha	*	= \mathit{\beta} (omlmathit), MATHEMATICAL ITALIC SMALL BETA
1D6FE	𝛾	\gamma	\mitgamma	A	mathalpha	*	= \mathit{\gamma} (omlmathit), MATHEMATICAL ITALIC SMALL GAMMA
1D6FF	𝛿	\delta	\mitdelta	A	mathalpha	*	= \mathit{\delta} (omlmathit), MATHEMATICAL ITALIC SMALL DELTA
1D700	𝜀	\varepsilon	\mitepsilon	A	mathalpha	*	= \mathit{\varepsilon} (omlmathit), MATHEMATICAL ITALIC SMALL EPSILON
1D701	𝜁	\zeta	\mitzeta	A	mathalpha	*	= \mathit{\zeta} (omlmathit), MATHEMATICAL ITALIC SMALL ZETA
1D702	𝜂	\eta	\miteta	A	mathalpha	*	= \mathit{\eta} (omlmathit), MATHEMATICAL ITALIC SMALL ETA
1D703	𝜃	\theta	\mittheta	A	mathalpha	*	= \mathit{\theta} (omlmathit), MATHEMATICAL ITALIC SMALL THETA
1D704	𝜄	\iota	\mitiota	A	mathalpha	*	= \mathit{\iota} (omlmathit), MATHEMATICAL ITALIC SMALL IOTA
1D705	𝜅	\kappa	\mitkappa	A	mathalpha	*	= \mathit{\kappa} (omlmathit), MATHEMATICAL ITALIC SMALL KAPPA
1D706	𝜆	\lambda	\mitlambda	A	mathalpha	*	= \mathit{\lambda} (omlmathit), mathematical italic small lambda
1D707	𝜇	\mu	\mitmu	A	mathalpha	*	= \mathit{\mu} (omlmathit), MATHEMATICAL ITALIC SMALL MU
1D708	𝜈	\nu	\mitnu	A	mathalpha	*	= \mathit{\nu} (omlmathit), MATHEMATICAL ITALIC SMALL NU
1D709	𝜉	\xi	\mitxi	A	mathalpha	*	= \mathit{\xi} (omlmathit), MATHEMATICAL ITALIC SMALL XI
1D70A	𝜊		\mitomicron	A	mathalpha		MATHEMATICAL ITALIC SMALL OMICRON
1D70B	𝜋	\pi	\mitpi	A	mathalpha	*	= \mathit{\pi} (omlmathit), MATHEMATICAL ITALIC SMALL PI
1D70C	𝜌	\rho	\mitrho	A	mathalpha	*	= \mathit{\rho} (omlmathit), MATHEMATICAL ITALIC SMALL RHO
1D70D	𝜍	\varsigma	\mitvarsigma	A	mathalpha	*	= \mathit{\varsigma} (omlmathit), MATHEMATICAL ITALIC SMALL FINAL SIGMA
1D70E	𝜎	\sigma	\mitsigma	A	mathalpha	*	= \mathit{\sigma} (omlmathit), MATHEMATICAL ITALIC SMALL SIGMA
1D70F	𝜏	\tau	\mittau	A	mathalpha	*	= \mathit{\tau} (omlmathit), MATHEMATICAL ITALIC SMALL TAU
1D710	𝜐	\upsilon	\mitupsilon	A	mathalpha	*	= \mathit{\upsilon} (omlmathit), MATHEMATICAL ITALIC SMALL UPSILON
1D711	𝜑	\varphi	\mitphi	A	mathalpha	*	= \mathit{\varphi} (omlmathit), MATHEMATICAL ITALIC SMALL PHI
1D712	𝜒	\chi	\mitchi	A	mathalpha	*	= \mathit{\chi} (omlmathit), MATHEMATICAL ITALIC SMALL CHI
1D713	𝜓	\psi	\mitpsi	A	mathalpha	*	= \mathit{\psi} (omlmathit), MATHEMATICAL ITALIC SMALL PSI
1D714	𝜔	\omega	\mitomega	A	mathalpha	*	= \mathit{\omega} (omlmathit), MATHEMATICAL ITALIC SMALL OMEGA
1D715	𝜕	\partial	\mitpartial	A	mathord	*	= \mathit{\partial} (omlmathit), MATHEMATICAL ITALIC PARTIAL DIFFERENTIAL
1D716	𝜖	\epsilon	\mitvarepsilon	A	mathalpha	*	= \mathit{\epsilon} (omlmathit), MATHEMATICAL ITALIC EPSILON SYMBOL
1D717	𝜗	\vartheta	\mitvartheta	A	mathalpha	*	= \mathit{\vartheta} (omlmathit), MATHEMATICAL ITALIC THETA SYMBOL
1D718	𝜘	\varkappa	\mitvarkappa	A	mathalpha	amssymb, kmath, kpfonts, mathdesign, oz, pxfonts, txfonts	MATHEMATICAL ITALIC KAPPA SYMBOL
1D719	𝜙	\phi	\mitvarphi	A	mathalpha	*	= \mathit{\phi} (omlmathit), MATHEMATICAL ITALIC PHI SYMBOL
1D71A	𝜚	\varrho	\mitvarrho	A	mathalpha	*	= \mathit{\varrho} (omlmathit), MATHEMATICAL ITALIC RHO SYMBOL
1D71B	𝜛	\varpi	\mitvarpi	A	mathalpha	*	= \mathit{\varpi} (omlmathit), MATHEMATICAL ITALIC PI SYMBOL
1D71C	𝜜		\mbfitAlpha	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL ALPHA
1D71D	𝜝		\mbfitBeta	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL BETA
1D71E	𝜞	\mathbfit{Gamma}	\mbfitGamma	A	mathalpha	isomath	= \mathbold{\Gamma} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL GAMMA
1D71F	𝜟	\mathbfit{Delta}	\mbfitDelta	A	mathalpha	isomath	= \mathbold{\Delta} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL DELTA
1D720	𝜠		\mbfitEpsilon	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL EPSILON
1D721	𝜡		\mbfitZeta	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL ZETA
1D722	𝜢		\mbfitEta	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL ETA
1D723	𝜣	\mathbfit{Theta}	\mbfitTheta	A	mathalpha	isomath	= \mathbold{\Theta} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL THETA
1D724	𝜤		\mbfitIota	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL IOTA
1D725	𝜥		\mbfitKappa	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL KAPPA
1D726	𝜦	\mathbfit{Lambda}	\mbfitLambda	A	mathalpha	isomath	= \mathbold{\Lambda} (fixmath), mathematical bold italic capital lambda
1D727	𝜧		\mbfitMu	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL MU
1D728	𝜨		\mbfitNu	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL NU
1D729	𝜩	\mathbfit{Xi}	\mbfitXi	A	mathalpha	isomath	= \mathbold{\Xi} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL XI
1D72A	𝜪		\mbfitOmicron	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL OMICRON
1D72B	𝜫	\mathbfit{Pi}	\mbfitPi	A	mathalpha	isomath	= \mathbold{\Pi} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL PI
1D72C	𝜬		\mbfitRho	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL RHO
1D72D	𝜭		\mbfitvarTheta	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL THETA SYMBOL
1D72E	𝜮	\mathbfit{Sigma}	\mbfitSigma	A	mathalpha	isomath	= \mathbold{\Sigma} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL SIGMA
1D72F	𝜯		\mbfitTau	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL TAU
1D730	𝜰	\mathbfit{Upsilon}	\mbfitUpsilon	A	mathalpha	isomath	= \mathbold{\Upsilon} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL UPSILON
1D731	𝜱	\mathbfit{Phi}	\mbfitPhi	A	mathalpha	isomath	= \mathbold{\Phi} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL PHI
1D732	𝜲		\mbfitChi	A	mathalpha		MATHEMATICAL BOLD ITALIC CAPITAL CHI
1D733	𝜳	\mathbfit{Psi}	\mbfitPsi	A	mathalpha	isomath	= \mathbold{\Psi} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL PSI
1D734	𝜴	\mathbfit{Omega}	\mbfitOmega	A	mathalpha	isomath	= \mathbold{\Omega} (fixmath), MATHEMATICAL BOLD ITALIC CAPITAL OMEGA
1D735	𝜵		\mbfitnabla	A	mathord		MATHEMATICAL BOLD ITALIC NABLA
1D736	𝜶	\mathbfit{alpha}	\mbfitalpha	A	mathalpha	isomath	= \mathbold{\alpha} (fixmath), MATHEMATICAL BOLD ITALIC SMALL ALPHA
1D737	𝜷	\mathbfit{beta}	\mbfitbeta	A	mathalpha	isomath	= \mathbold{\beta} (fixmath), MATHEMATICAL BOLD ITALIC SMALL BETA
1D738	𝜸	\mathbfit{gamma}	\mbfitgamma	A	mathalpha	isomath	= \mathbold{\gamma} (fixmath), MATHEMATICAL BOLD ITALIC SMALL GAMMA
1D739	𝜹	\mathbfit{delta}	\mbfitdelta	A	mathalpha	isomath	= \mathbold{\delta} (fixmath), MATHEMATICAL BOLD ITALIC SMALL DELTA
1D73A	𝜺	\mathbfit{varepsilon}	\mbfitepsilon	A	mathalpha	isomath	= \mathbold{\varepsilon} (fixmath), MATHEMATICAL BOLD ITALIC SMALL EPSILON
1D73B	𝜻	\mathbfit{zeta}	\mbfitzeta	A	mathalpha	isomath	= \mathbold{\zeta} (fixmath), MATHEMATICAL BOLD ITALIC SMALL ZETA
1D73C	𝜼	\mathbfit{eta}	\mbfiteta	A	mathalpha	isomath	= \mathbold{\eta} (fixmath), MATHEMATICAL BOLD ITALIC SMALL ETA
1D73D	𝜽	\mathbfit{theta}	\mbfittheta	A	mathalpha	isomath	= \mathbold{\theta} (fixmath), MATHEMATICAL BOLD ITALIC SMALL THETA
1D73E	𝜾	\mathbfit{iota}	\mbfitiota	A	mathalpha	isomath	= \mathbold{\iota} (fixmath), MATHEMATICAL BOLD ITALIC SMALL IOTA
1D73F	𝜿	\mathbfit{kappa}	\mbfitkappa	A	mathalpha	isomath	= \mathbold{\kappa} (fixmath), MATHEMATICAL BOLD ITALIC SMALL KAPPA
1D740	𝝀	\mathbfit{lambda}	\mbfitlambda	A	mathalpha	isomath	= \mathbold{\lambda} (fixmath), mathematical bold italic small lambda
1D741	𝝁	\mathbfit{mu}	\mbfitmu	A	mathalpha	isomath	= \mathbold{\mu} (fixmath), MATHEMATICAL BOLD ITALIC SMALL MU
1D742	𝝂	\mathbfit{nu}	\mbfitnu	A	mathalpha	isomath	= \mathbold{\nu} (fixmath), MATHEMATICAL BOLD ITALIC SMALL NU
1D743	𝝃	\mathbfit{xi}	\mbfitxi	A	mathalpha	isomath	= \mathbold{\xi} (fixmath), MATHEMATICAL BOLD ITALIC SMALL XI
1D744	𝝄		\mbfitomicron	A	mathalpha		MATHEMATICAL BOLD ITALIC SMALL OMICRON
1D745	𝝅	\mathbfit{pi}	\mbfitpi	A	mathalpha	isomath	= \mathbold{\pi} (fixmath), MATHEMATICAL BOLD ITALIC SMALL PI
1D746	𝝆	\mathbfit{rho}	\mbfitrho	A	mathalpha	isomath	= \mathbold{\rho} (fixmath), MATHEMATICAL BOLD ITALIC SMALL RHO
1D747	𝝇	\mathbfit{varsigma}	\mbfitvarsigma	A	mathalpha	isomath	= \mathbold{\varsigma} (fixmath), MATHEMATICAL BOLD ITALIC SMALL FINAL SIGMA
1D748	𝝈	\mathbfit{sigma}	\mbfitsigma	A	mathalpha	isomath	= \mathbold{\sigma} (fixmath), MATHEMATICAL BOLD ITALIC SMALL SIGMA
1D749	𝝉	\mathbfit{tau}	\mbfittau	A	mathalpha	isomath	= \mathbold{\tau} (fixmath), MATHEMATICAL BOLD ITALIC SMALL TAU
1D74A	𝝊	\mathbfit{upsilon}	\mbfitupsilon	A	mathalpha	isomath	= \mathbold{\upsilon} (fixmath), MATHEMATICAL BOLD ITALIC SMALL UPSILON
1D74B	𝝋	\mathbfit{varphi}	\mbfitphi	A	mathalpha	isomath	= \mathbold{\varphi} (fixmath), MATHEMATICAL BOLD ITALIC SMALL PHI
1D74C	𝝌	\mathbfit{chi}	\mbfitchi	A	mathalpha	isomath	= \mathbold{\chi} (fixmath), MATHEMATICAL BOLD ITALIC SMALL CHI
1D74D	𝝍	\mathbfit{psi}	\mbfitpsi	A	mathalpha	isomath	= \mathbold{\psi} (fixmath), MATHEMATICAL BOLD ITALIC SMALL PSI
1D74E	𝝎	\mathbfit{omega}	\mbfitomega	A	mathalpha	isomath	= \mathbold{\omega} (fixmath), MATHEMATICAL BOLD ITALIC SMALL OMEGA
1D74F	𝝏		\mbfitpartial	A	mathord		MATHEMATICAL BOLD ITALIC PARTIAL DIFFERENTIAL
1D750	𝝐	\mathbfit{epsilon}	\mbfitvarepsilon	A	mathalpha	isomath	= \mathbold{\epsilon} (fixmath), MATHEMATICAL BOLD ITALIC EPSILON SYMBOL
1D751	𝝑	\mathbfit{vartheta}	\mbfitvartheta	A	mathalpha	isomath	= \mathbold{\vartheta} (fixmath), MATHEMATICAL BOLD ITALIC THETA SYMBOL
1D752	𝝒		\mbfitvarkappa	A	mathalpha		MATHEMATICAL BOLD ITALIC KAPPA SYMBOL
1D753	𝝓	\mathbfit{phi}	\mbfitvarphi	A	mathalpha	isomath	= \mathbold{\phi} (fixmath), MATHEMATICAL BOLD ITALIC PHI SYMBOL
1D754	𝝔	\mathbfit{varrho}	\mbfitvarrho	A	mathalpha	isomath	= \mathbold{\varrho} (fixmath), MATHEMATICAL BOLD ITALIC RHO SYMBOL
1D755	𝝕	\mathbfit{varpi}	\mbfitvarpi	A	mathalpha	isomath	= \mathbold{\varpi} (fixmath), MATHEMATICAL BOLD ITALIC PI SYMBOL
1D756	𝝖		\mbfsansAlpha	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL ALPHA
1D757	𝝗		\mbfsansBeta	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL BETA
1D758	𝝘	\mathsfbf{Gamma}	\mbfsansGamma	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL GAMMA
1D759	𝝙	\mathsfbf{Delta}	\mbfsansDelta	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL DELTA
1D75A	𝝚		\mbfsansEpsilon	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL EPSILON
1D75B	𝝛		\mbfsansZeta	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL ZETA
1D75C	𝝜		\mbfsansEta	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL ETA
1D75D	𝝝	\mathsfbf{Theta}	\mbfsansTheta	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL THETA
1D75E	𝝞		\mbfsansIota	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL IOTA
1D75F	𝝟		\mbfsansKappa	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL KAPPA
1D760	𝝠	\mathsfbf{Lambda}	\mbfsansLambda	A	mathalpha	mathsfbf, omlmathsfbf	mathematical sans-serif bold capital lambda
1D761	𝝡		\mbfsansMu	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL MU
1D762	𝝢		\mbfsansNu	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL NU
1D763	𝝣	\mathsfbf{Xi}	\mbfsansXi	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL XI
1D764	𝝤		\mbfsansOmicron	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL OMICRON
1D765	𝝥	\mathsfbf{Pi}	\mbfsansPi	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL PI
1D766	𝝦		\mbfsansRho	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL RHO
1D767	𝝧		\mbfsansvarTheta	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL THETA SYMBOL
1D768	𝝨	\mathsfbf{Sigma}	\mbfsansSigma	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL SIGMA
1D769	𝝩		\mbfsansTau	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL TAU
1D76A	𝝪	\mathsfbf{Upsilon}	\mbfsansUpsilon	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL UPSILON
1D76B	𝝫	\mathsfbf{Phi}	\mbfsansPhi	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL PHI
1D76C	𝝬		\mbfsansChi	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD CAPITAL CHI
1D76D	𝝭	\mathsfbf{Psi}	\mbfsansPsi	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL PSI
1D76E	𝝮	\mathsfbf{Omega}	\mbfsansOmega	A	mathalpha	mathsfbf, omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD CAPITAL OMEGA
1D76F	𝝯		\mbfsansnabla	A	mathord		MATHEMATICAL SANS-SERIF BOLD NABLA
1D770	𝝰	\mathsfbf{alpha}	\mbfsansalpha	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL ALPHA
1D771	𝝱	\mathsfbf{beta}	\mbfsansbeta	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL BETA
1D772	𝝲	\mathsfbf{gamma}	\mbfsansgamma	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL GAMMA
1D773	𝝳	\mathsfbf{delta}	\mbfsansdelta	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL DELTA
1D774	𝝴	\mathsfbf{varepsilon}	\mbfsansepsilon	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL EPSILON
1D775	𝝵	\mathsfbf{zeta}	\mbfsanszeta	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL ZETA
1D776	𝝶	\mathsfbf{eta}	\mbfsanseta	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL ETA
1D777	𝝷	\mathsfbf{theta}	\mbfsanstheta	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL THETA
1D778	𝝸	\mathsfbf{iota}	\mbfsansiota	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL IOTA
1D779	𝝹	\mathsfbf{kappa}	\mbfsanskappa	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL KAPPA
1D77A	𝝺	\mathsfbf{lambda}	\mbfsanslambda	A	mathalpha	omlmathsfbf	mathematical sans-serif bold small lambda
1D77B	𝝻	\mathsfbf{mu}	\mbfsansmu	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL MU
1D77C	𝝼	\mathsfbf{nu}	\mbfsansnu	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL NU
1D77D	𝝽	\mathsfbf{xi}	\mbfsansxi	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL XI
1D77E	𝝾		\mbfsansomicron	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD SMALL OMICRON
1D77F	𝝿	\mathsfbf{pi}	\mbfsanspi	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL PI
1D780	𝞀	\mathsfbf{rho}	\mbfsansrho	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL RHO
1D781	𝞁	\mathsfbf{varsigma}	\mbfsansvarsigma	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL FINAL SIGMA
1D782	𝞂	\mathsfbf{sigma}	\mbfsanssigma	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL SIGMA
1D783	𝞃	\mathsfbf{tau}	\mbfsanstau	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL TAU
1D784	𝞄	\mathsfbf{upsilon}	\mbfsansupsilon	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL UPSILON
1D785	𝞅	\mathsfbf{varphi}	\mbfsansphi	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL PHI
1D786	𝞆	\mathsfbf{chi}	\mbfsanschi	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL CHI
1D787	𝞇	\mathsfbf{psi}	\mbfsanspsi	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL PSI
1D788	𝞈	\mathsfbf{omega}	\mbfsansomega	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD SMALL OMEGA
1D789	𝞉		\mbfsanspartial	A	mathord		MATHEMATICAL SANS-SERIF BOLD PARTIAL DIFFERENTIAL
1D78A	𝞊	\mathsfbf{epsilon}	\mbfsansvarepsilon	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD EPSILON SYMBOL
1D78B	𝞋	\mathsfbf{vartheta}	\mbfsansvartheta	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD THETA SYMBOL
1D78C	𝞌		\mbfsansvarkappa	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD KAPPA SYMBOL
1D78D	𝞍	\mathsfbf{phi}	\mbfsansvarphi	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD PHI SYMBOL
1D78E	𝞎	\mathsfbf{varrho}	\mbfsansvarrho	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD RHO SYMBOL
1D78F	𝞏	\mathsfbf{varpi}	\mbfsansvarpi	A	mathalpha	omlmathsfbf	MATHEMATICAL SANS-SERIF BOLD PI SYMBOL
1D790	𝞐		\mbfitsansAlpha	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL ALPHA
1D791	𝞑		\mbfitsansBeta	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL BETA
1D792	𝞒	\mathsfbfit{Gamma}	\mbfitsansGamma	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL GAMMA
1D793	𝞓	\mathsfbfit{Delta}	\mbfitsansDelta	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL DELTA
1D794	𝞔		\mbfitsansEpsilon	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL EPSILON
1D795	𝞕		\mbfitsansZeta	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL ZETA
1D796	𝞖		\mbfitsansEta	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL ETA
1D797	𝞗	\mathsfbfit{Theta}	\mbfitsansTheta	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL THETA
1D798	𝞘		\mbfitsansIota	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL IOTA
1D799	𝞙		\mbfitsansKappa	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL KAPPA
1D79A	𝞚	\mathsfbfit{Lambda}	\mbfitsansLambda	A	mathalpha	isomath	mathematical sans-serif bold italic capital lambda
1D79B	𝞛		\mbfitsansMu	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL MU
1D79C	𝞜		\mbfitsansNu	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL NU
1D79D	𝞝	\mathsfbfit{Xi}	\mbfitsansXi	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL XI
1D79E	𝞞		\mbfitsansOmicron	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL OMICRON
1D79F	𝞟	\mathsfbfit{Pi}	\mbfitsansPi	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL PI
1D7A0	𝞠		\mbfitsansRho	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL RHO
1D7A1	𝞡		\mbfitsansvarTheta	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL THETA SYMBOL
1D7A2	𝞢	\mathsfbfit{Sigma}	\mbfitsansSigma	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL SIGMA
1D7A3	𝞣		\mbfitsansTau	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL TAU
1D7A4	𝞤	\mathsfbfit{Upsilon}	\mbfitsansUpsilon	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL UPSILON
1D7A5	𝞥	\mathsfbfit{Phi}	\mbfitsansPhi	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL PHI
1D7A6	𝞦		\mbfitsansChi	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL CHI
1D7A7	𝞧	\mathsfbfit{Psi}	\mbfitsansPsi	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL PSI
1D7A8	𝞨	\mathsfbfit{Omega}	\mbfitsansOmega	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC CAPITAL OMEGA
1D7A9	𝞩		\mbfitsansnabla	A	mathord		MATHEMATICAL SANS-SERIF BOLD ITALIC NABLA
1D7AA	𝞪	\mathsfbfit{alpha}	\mbfitsansalpha	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL ALPHA
1D7AB	𝞫	\mathsfbfit{beta}	\mbfitsansbeta	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL BETA
1D7AC	𝞬	\mathsfbfit{gamma}	\mbfitsansgamma	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL GAMMA
1D7AD	𝞭	\mathsfbfit{delta}	\mbfitsansdelta	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL DELTA
1D7AE	𝞮	\mathsfbfit{varepsilon}	\mbfitsansepsilon	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL EPSILON
1D7AF	𝞯	\mathsfbfit{zeta}	\mbfitsanszeta	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL ZETA
1D7B0	𝞰	\mathsfbfit{eta}	\mbfitsanseta	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL ETA
1D7B1	𝞱	\mathsfbfit{theta}	\mbfitsanstheta	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL THETA
1D7B2	𝞲	\mathsfbfit{iota}	\mbfitsansiota	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL IOTA
1D7B3	𝞳	\mathsfbfit{kappa}	\mbfitsanskappa	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL KAPPA
1D7B4	𝞴	\mathsfbfit{lambda}	\mbfitsanslambda	A	mathalpha	isomath	mathematical sans-serif bold italic small lambda
1D7B5	𝞵	\mathsfbfit{mu}	\mbfitsansmu	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL MU
1D7B6	𝞶	\mathsfbfit{nu}	\mbfitsansnu	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL NU
1D7B7	𝞷	\mathsfbfit{xi}	\mbfitsansxi	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL XI
1D7B8	𝞸		\mbfitsansomicron	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL OMICRON
1D7B9	𝞹	\mathsfbfit{pi}	\mbfitsanspi	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL PI
1D7BA	𝞺	\mathsfbfit{rho}	\mbfitsansrho	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL RHO
1D7BB	𝞻	\mathsfbfit{varsigma}	\mbfitsansvarsigma	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL FINAL SIGMA
1D7BC	𝞼	\mathsfbfit{sigma}	\mbfitsanssigma	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL SIGMA
1D7BD	𝞽	\mathsfbfit{tau}	\mbfitsanstau	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL TAU
1D7BE	𝞾	\mathsfbfit{upsilon}	\mbfitsansupsilon	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL UPSILON
1D7BF	𝞿	\mathsfbfit{varphi}	\mbfitsansphi	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL PHI
1D7C0	𝟀	\mathsfbfit{chi}	\mbfitsanschi	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL CHI
1D7C1	𝟁	\mathsfbfit{psi}	\mbfitsanspsi	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL PSI
1D7C2	𝟂	\mathsfbfit{omega}	\mbfitsansomega	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC SMALL OMEGA
1D7C3	𝟃		\mbfitsanspartial	A	mathord		MATHEMATICAL SANS-SERIF BOLD ITALIC PARTIAL DIFFERENTIAL
1D7C4	𝟄	\mathsfbfit{epsilon}	\mbfitsansvarepsilon	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC EPSILON SYMBOL
1D7C5	𝟅	\mathsfbfit{vartheta}	\mbfitsansvartheta	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC THETA SYMBOL
1D7C6	𝟆		\mbfitsansvarkappa	A	mathalpha		MATHEMATICAL SANS-SERIF BOLD ITALIC KAPPA SYMBOL
1D7C7	𝟇	\mathsfbfit{phi}	\mbfitsansvarphi	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC PHI SYMBOL
1D7C8	𝟈	\mathsfbfit{varrho}	\mbfitsansvarrho	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC RHO SYMBOL
1D7C9	𝟉	\mathsfbfit{varpi}	\mbfitsansvarpi	A	mathalpha	isomath	MATHEMATICAL SANS-SERIF BOLD ITALIC PI SYMBOL
1D7CA	𝟊		\mbfDigamma	A	mathalpha		MATHEMATICAL BOLD CAPITAL DIGAMMA
1D7CB	𝟋		\mbfdigamma	A	mathalpha		MATHEMATICAL BOLD SMALL DIGAMMA
1D7CE	𝟎	\mathbf{0}		N	mathord	*	mathematical bold digit 0
1D7CF	𝟏	\mathbf{1}		N	mathord	*	mathematical bold digit 1
1D7D0	𝟐	\mathbf{2}		N	mathord	*	mathematical bold digit 2
1D7D1	𝟑	\mathbf{3}		N	mathord	*	mathematical bold digit 3
1D7D2	𝟒	\mathbf{4}		N	mathord	*	mathematical bold digit 4
1D7D3	𝟓	\mathbf{5}		N	mathord	*	mathematical bold digit 5
1D7D4	𝟔	\mathbf{6}		N	mathord	*	mathematical bold digit 6
1D7D5	𝟕	\mathbf{7}		N	mathord	*	mathematical bold digit 7
1D7D6	𝟖	\mathbf{8}		N	mathord	*	mathematical bold digit 8
1D7D7	𝟗	\mathbf{9}		N	mathord	*	mathematical bold digit 9
1D7D8	𝟘	\mathbb{0}	\Bbbzero	N	mathord	bbold, mathbbol	mathematical double-struck digit 0
1D7D9	𝟙	\mathbb{1}	\Bbbone	N	mathord	bbold, fourier, fouriernc, mathbbol	= \mathds{1} (dsfont), mathematical double-struck digit 1
1D7DA	𝟚	\mathbb{2}	\Bbbtwo	N	mathord	bbold, mathbbol	mathematical double-struck digit 2
1D7DB	𝟛	\mathbb{3}	\Bbbthree	N	mathord	bbold, mathbbol	mathematical double-struck digit 3
1D7DC	𝟜	\mathbb{4}	\Bbbfour	N	mathord	bbold, mathbbol	mathematical double-struck digit 4
1D7DD	𝟝	\mathbb{5}	\Bbbfive	N	mathord	bbold, mathbbol	mathematical double-struck digit 5
1D7DE	𝟞	\mathbb{6}	\Bbbsix	N	mathord	bbold, mathbbol	mathematical double-struck digit 6
1D7DF	𝟟	\mathbb{7}	\Bbbseven	N	mathord	bbold, mathbbol	mathematical double-struck digit 7
1D7E0	𝟠	\mathbb{8}	\Bbbeight	N	mathord	bbold, mathbbol	mathematical double-struck digit 8
1D7E1	𝟡	\mathbb{9}	\Bbbnine	N	mathord	bbold, mathbbol	mathematical double-struck digit 9
1D7E2	𝟢	\mathsf{0}	\msanszero	N	mathord	*	mathematical sans-serif digit 0
1D7E3	𝟣	\mathsf{1}	\msansone	N	mathord	*	mathematical sans-serif digit 1
1D7E4	𝟤	\mathsf{2}	\msanstwo	N	mathord	*	mathematical sans-serif digit 2
1D7E5	𝟥	\mathsf{3}	\msansthree	N	mathord	*	mathematical sans-serif digit 3
1D7E6	𝟦	\mathsf{4}	\msansfour	N	mathord	*	mathematical sans-serif digit 4
1D7E7	𝟧	\mathsf{5}	\msansfive	N	mathord	*	mathematical sans-serif digit 5
1D7E8	𝟨	\mathsf{6}	\msanssix	N	mathord	*	mathematical sans-serif digit 6
1D7E9	𝟩	\mathsf{7}	\msansseven	N	mathord	*	mathematical sans-serif digit 7
1D7EA	𝟪	\mathsf{8}	\msanseight	N	mathord	*	mathematical sans-serif digit 8
1D7EB	𝟫	\mathsf{9}	\msansnine	N	mathord	*	mathematical sans-serif digit 9
1D7EC	𝟬	\mathsfbf{0}	\mbfsanszero	N	mathord	mathsfbf, omlmathsfbf	mathematical sans-serif bold digit 0
1D7ED	𝟭	\mathsfbf{1}	\mbfsansone	N	mathord	mathsfbf, omlmathsfbf	mathematical sans-serif bold digit 1
1D7EE	𝟮	\mathsfbf{2}	\mbfsanstwo	N	mathord	mathsfbf, omlmathsfbf	mathematical sans-serif bold digit 2
1D7EF	𝟯	\mathsfbf{3}	\mbfsansthree	N	mathord	mathsfbf, omlmathsfbf	mathematical sans-serif bold digit 3
1D7F0	𝟰	\mathsfbf{4}	\mbfsansfour	N	mathord	mathsfbf, omlmathsfbf	mathematical sans-serif bold digit 4
1D7F1	𝟱	\mathsfbf{5}	\mbfsansfive	N	mathord	mathsfbf, omlmathsfbf	mathematical sans-serif bold digit 5
1D7F2	𝟲	\mathsfbf{6}	\mbfsanssix	N	mathord	mathsfbf, omlmathsfbf	mathematical sans-serif bold digit 6
1D7F3	𝟳	\mathsfbf{7}	\mbfsansseven	N	mathord	mathsfbf, omlmathsfbf	mathematical sans-serif bold digit 7
1D7F4	𝟴	\mathsfbf{8}	\mbfsanseight	N	mathord	mathsfbf, omlmathsfbf	mathematical sans-serif bold digit 8
1D7F5	𝟵	\mathsfbf{9}	\mbfsansnine	N	mathord	mathsfbf, omlmathsfbf	mathematical sans-serif bold digit 9
1D7F6	𝟶	\mathtt{0}	\mttzero	N	mathord	*	mathematical monospace digit 0
1D7F7	𝟷	\mathtt{1}	\mttone	N	mathord	*	mathematical monospace digit 1
1D7F8	𝟸	\mathtt{2}	\mtttwo	N	mathord	*	mathematical monospace digit 2
1D7F9	𝟹	\mathtt{3}	\mttthree	N	mathord	*	mathematical monospace digit 3
1D7FA	𝟺	\mathtt{4}	\mttfour	N	mathord	*	mathematical monospace digit 4
1D7FB	𝟻	\mathtt{5}	\mttfive	N	mathord	*	mathematical monospace digit 5
1D7FC	𝟼	\mathtt{6}	\mttsix	N	mathord	*	mathematical monospace digit 6
1D7FD	𝟽	\mathtt{7}	\mttseven	N	mathord	*	mathematical monospace digit 7
1D7FE	𝟾	\mathtt{8}	\mtteight	N	mathord	*	mathematical monospace digit 8
1D7FF	𝟿	\mathtt{9}	\mttnine	N	mathord	*	mathematical monospace digit 9