Benutzer:Antonsusi/Entities

Wikizeichen

Zeichen, welche schon mal codiert werden müssen

Zeichen	Code
SP	` `
!	`!`
"	`"`
#	`#`
%	`%`
&	`&`
'	`'`

Zeichen	Code
*	`*`
:	`:`
;	`;`
<	`<`
=	`=`
>	`>`
?	`?`

Zeichen	Code
@	`@`
[	`[`
\	`\`
]	`]`
{	`{`
\|	`\|`
}	`}`

Zeichen	Code
±	`±`
×	`×`
·	`·`
←	`←`
⇐	`⇐`
→	`→`
⇒	`⇒`

Gesamtliste

Entity	Code	Darstellung (Entity)	Darstellung (Nummercode)	Name
Tab				"CHARACTER TABULATION"
NewLine				"LINE FEED (LF)"
excl	!	!	!	"EXCLAMATION MARK"
quot	"	"	"	"QUOTATION MARK"
num	#	#	#	"NUMBER SIGN"
dollar	$	$	$	"DOLLAR SIGN"
percnt	%	%	%	"PERCENT SIGN"
amp	&	&	&	"AMPERSAND"
apos	'	'	'	"APOSTROPHE"
lpar	(	(	(	"LEFT PARENTHESIS"
rpar	)	)	)	"RIGHT PARENTHESIS"
ast	*	*	*	"ASTERISK"
midast	*	*	*	"ASTERISK"
plus	+	+	+	"PLUS SIGN"
comma	,	,	,	"COMMA"
period	.	.	.	"FULL STOP"
sol	/	/	/	"SOLIDUS"
colon	:	:	:	"COLON"
semi	;	;	;	"SEMICOLON"
lt	<	<	<	"LESS-THAN SIGN"
nvlt	<⃒	<⃒	<⃒	"LESS-THAN SIGN with vertical line"
equals	=	=	=	"EQUALS SIGN"
bne	=⃥	=⃥	=⃥	"EQUALS SIGN with reverse slash"
gt	>	>	>	"GREATER-THAN SIGN"
GT	>	>	>	"GREATER-THAN SIGN"
nvgt	>⃒	>⃒	>⃒	"GREATER-THAN SIGN with vertical line"
quest	?	?	?	"QUESTION MARK"
commat	@	@	@	"COMMERCIAL AT"
lbrack	[	[	[	"LEFT SQUARE BRACKET"
lsqb	[	[	[	"LEFT SQUARE BRACKET"
bsol	\	\	\	"REVERSE SOLIDUS"
rbrack	]	]	]	"RIGHT SQUARE BRACKET"
rsqb	]	]	]	"RIGHT SQUARE BRACKET"
Hat	^	^	^	"CIRCUMFLEX ACCENT"
lowbar	_	_	_	"LOW LINE"
UnderBar	_	_	_	"LOW LINE"
DiacriticalGrave	`	`	`	"GRAVE ACCENT"
grave	`	`	`	"GRAVE ACCENT"
fjlig	fj	fj	fj	"fj ligature"
lbrace	{	{	{	"LEFT CURLY BRACKET"
lcub	{	{	{	"LEFT CURLY BRACKET"
verbar	\|	\|	\|	"VERTICAL LINE"
vert	\|	\|	\|	"VERTICAL LINE"
VerticalLine	\|	\|	\|	"VERTICAL LINE"
rbrace	}	}	}	"RIGHT CURLY BRACKET"
rcub	}	}	}	"RIGHT CURLY BRACKET"
nbsp				"NO-BREAK SPACE"
iexcl	¡	¡	¡	"INVERTED EXCLAMATION MARK"
cent	¢	¢	¢	"CENT SIGN"
pound	£	£	£	"POUND SIGN"
curren	¤	¤	¤	"CURRENCY SIGN"
yen	¥	¥	¥	"YEN SIGN"
brvbar	¦	¦	¦	"BROKEN BAR"
sect	§	§	§	"SECTION SIGN"
uml	¨	¨	¨	"DIAERESIS"
copy	©	©	©	"COPYRIGHT SIGN"
ordf	ª	ª	ª	"FEMININE ORDINAL INDICATOR"
laquo	«	«	«	"LEFT-POINTING DOUBLE ANGLE QUOTATION MARK"
not	¬	¬	¬	"NOT SIGN"
shy				"SOFT HYPHEN"
reg	®	®	®	"REGISTERED SIGN"
macr	¯	¯	¯	"MACRON"
strns	¯	¯	¯	"MACRON"
deg	°	°	°	"DEGREE SIGN"
pm	±	±	±	"PLUS-MINUS SIGN"
sup2	²	²	²	"SUPERSCRIPT TWO"
sup3	³	³	³	"SUPERSCRIPT THREE"
acute	´	´	´	"ACUTE ACCENT"
micro	µ	µ	µ	"MICRO SIGN"
para	¶	¶	¶	"PILCROW SIGN"
middot	·	·	·	"MIDDLE DOT"
cedil	¸	¸	¸	"CEDILLA"
Cedilla	¸	¸	¸	"CEDILLA"
sup1	¹	¹	¹	"SUPERSCRIPT ONE"
ordm	º	º	º	"MASCULINE ORDINAL INDICATOR"
raquo	»	»	»	"RIGHT-POINTING DOUBLE ANGLE QUOTATION MARK"
frac14	¼	¼	¼	"VULGAR FRACTION ONE QUARTER"
frac12	½	½	½	"VULGAR FRACTION ONE HALF"
half	½	½	½	"VULGAR FRACTION ONE HALF"
frac34	¾	¾	¾	"VULGAR FRACTION THREE QUARTERS"
iquest	¿	¿	¿	"INVERTED QUESTION MARK"
Agrave	À	À	À	"LATIN CAPITAL LETTER A WITH GRAVE"
Aacute	Á	Á	Á	"LATIN CAPITAL LETTER A WITH ACUTE"
Acirc	Â	Â	Â	"LATIN CAPITAL LETTER A WITH CIRCUMFLEX"
Atilde	Ã	Ã	Ã	"LATIN CAPITAL LETTER A WITH TILDE"
Auml	Ä	Ä	Ä	"LATIN CAPITAL LETTER A WITH DIAERESIS"
angst	Å	Å	Å	"LATIN CAPITAL LETTER A WITH RING ABOVE"
Aring	Å	Å	Å	"LATIN CAPITAL LETTER A WITH RING ABOVE"
AElig	Æ	Æ	Æ	"LATIN CAPITAL LETTER AE"
Ccedil	Ç	Ç	Ç	"LATIN CAPITAL LETTER C WITH CEDILLA"
Egrave	È	È	È	"LATIN CAPITAL LETTER E WITH GRAVE"
Eacute	É	É	É	"LATIN CAPITAL LETTER E WITH ACUTE"
Ecirc	Ê	Ê	Ê	"LATIN CAPITAL LETTER E WITH CIRCUMFLEX"
Euml	Ë	Ë	Ë	"LATIN CAPITAL LETTER E WITH DIAERESIS"
Igrave	Ì	Ì	Ì	"LATIN CAPITAL LETTER I WITH GRAVE"
Iacute	Í	Í	Í	"LATIN CAPITAL LETTER I WITH ACUTE"
Icirc	Î	Î	Î	"LATIN CAPITAL LETTER I WITH CIRCUMFLEX"
Iuml	Ï	Ï	Ï	"LATIN CAPITAL LETTER I WITH DIAERESIS"
ETH	Ð	Ð	Ð	"LATIN CAPITAL LETTER ETH"
Ntilde	Ñ	Ñ	Ñ	"LATIN CAPITAL LETTER N WITH TILDE"
Ograve	Ò	Ò	Ò	"LATIN CAPITAL LETTER O WITH GRAVE"
Oacute	Ó	Ó	Ó	"LATIN CAPITAL LETTER O WITH ACUTE"
Ocirc	Ô	Ô	Ô	"LATIN CAPITAL LETTER O WITH CIRCUMFLEX"
Otilde	Õ	Õ	Õ	"LATIN CAPITAL LETTER O WITH TILDE"
Ouml	Ö	Ö	Ö	"LATIN CAPITAL LETTER O WITH DIAERESIS"
times	×	×	×	"MULTIPLICATION SIGN"
Oslash	Ø	Ø	Ø	"LATIN CAPITAL LETTER O WITH STROKE"
Ugrave	Ù	Ù	Ù	"LATIN CAPITAL LETTER U WITH GRAVE"
Uacute	Ú	Ú	Ú	"LATIN CAPITAL LETTER U WITH ACUTE"
Ucirc	Û	Û	Û	"LATIN CAPITAL LETTER U WITH CIRCUMFLEX"
Uuml	Ü	Ü	Ü	"LATIN CAPITAL LETTER U WITH DIAERESIS"
Yacute	Ý	Ý	Ý	"LATIN CAPITAL LETTER Y WITH ACUTE"
THORN	Þ	Þ	Þ	"LATIN CAPITAL LETTER THORN"
szlig	ß	ß	ß	"LATIN SMALL LETTER SHARP S"
agrave	à	à	à	"LATIN SMALL LETTER A WITH GRAVE"
aacute	á	á	á	"LATIN SMALL LETTER A WITH ACUTE"
acirc	â	â	â	"LATIN SMALL LETTER A WITH CIRCUMFLEX"
atilde	ã	ã	ã	"LATIN SMALL LETTER A WITH TILDE"
auml	ä	ä	ä	"LATIN SMALL LETTER A WITH DIAERESIS"
aring	å	å	å	"LATIN SMALL LETTER A WITH RING ABOVE"
aelig	æ	æ	æ	"LATIN SMALL LETTER AE"
ccedil	ç	ç	ç	"LATIN SMALL LETTER C WITH CEDILLA"
egrave	è	è	è	"LATIN SMALL LETTER E WITH GRAVE"
eacute	é	é	é	"LATIN SMALL LETTER E WITH ACUTE"
ecirc	ê	ê	ê	"LATIN SMALL LETTER E WITH CIRCUMFLEX"
euml	ë	ë	ë	"LATIN SMALL LETTER E WITH DIAERESIS"
igrave	ì	ì	ì	"LATIN SMALL LETTER I WITH GRAVE"
iacute	í	í	í	"LATIN SMALL LETTER I WITH ACUTE"
icirc	î	î	î	"LATIN SMALL LETTER I WITH CIRCUMFLEX"
iuml	ï	ï	ï	"LATIN SMALL LETTER I WITH DIAERESIS"
eth	ð	ð	ð	"LATIN SMALL LETTER ETH"
ntilde	ñ	ñ	ñ	"LATIN SMALL LETTER N WITH TILDE"
ograve	ò	ò	ò	"LATIN SMALL LETTER O WITH GRAVE"
oacute	ó	ó	ó	"LATIN SMALL LETTER O WITH ACUTE"
ocirc	ô	ô	ô	"LATIN SMALL LETTER O WITH CIRCUMFLEX"
otilde	õ	õ	õ	"LATIN SMALL LETTER O WITH TILDE"
ouml	ö	ö	ö	"LATIN SMALL LETTER O WITH DIAERESIS"
divide	÷	÷	÷	"DIVISION SIGN"
oslash	ø	ø	ø	"LATIN SMALL LETTER O WITH STROKE"
ugrave	ù	ù	ù	"LATIN SMALL LETTER U WITH GRAVE"
uacute	ú	ú	ú	"LATIN SMALL LETTER U WITH ACUTE"
ucirc	û	û	û	"LATIN SMALL LETTER U WITH CIRCUMFLEX"
uuml	ü	ü	ü	"LATIN SMALL LETTER U WITH DIAERESIS"
yacute	ý	ý	ý	"LATIN SMALL LETTER Y WITH ACUTE"
thorn	þ	þ	þ	"LATIN SMALL LETTER THORN"
yuml	ÿ	ÿ	ÿ	"LATIN SMALL LETTER Y WITH DIAERESIS"
Amacr	Ā	Ā	Ā	"LATIN CAPITAL LETTER A WITH MACRON"
amacr	ā	ā	ā	"LATIN SMALL LETTER A WITH MACRON"
Abreve	Ă	Ă	Ă	"LATIN CAPITAL LETTER A WITH BREVE"
abreve	ă	ă	ă	"LATIN SMALL LETTER A WITH BREVE"
Aogon	Ą	Ą	Ą	"LATIN CAPITAL LETTER A WITH OGONEK"
aogon	ą	ą	ą	"LATIN SMALL LETTER A WITH OGONEK"
Cacute	Ć	Ć	Ć	"LATIN CAPITAL LETTER C WITH ACUTE"
cacute	ć	ć	ć	"LATIN SMALL LETTER C WITH ACUTE"
Ccirc	Ĉ	Ĉ	Ĉ	"LATIN CAPITAL LETTER C WITH CIRCUMFLEX"
ccirc	ĉ	ĉ	ĉ	"LATIN SMALL LETTER C WITH CIRCUMFLEX"
Cdot	Ċ	Ċ	Ċ	"LATIN CAPITAL LETTER C WITH DOT ABOVE"
cdot	ċ	ċ	ċ	"LATIN SMALL LETTER C WITH DOT ABOVE"
Ccaron	Č	Č	Č	"LATIN CAPITAL LETTER C WITH CARON"
ccaron	č	č	č	"LATIN SMALL LETTER C WITH CARON"
Dcaron	Ď	Ď	Ď	"LATIN CAPITAL LETTER D WITH CARON"
dcaron	ď	ď	ď	"LATIN SMALL LETTER D WITH CARON"
Dstrok	Đ	Đ	Đ	"LATIN CAPITAL LETTER D WITH STROKE"
dstrok	đ	đ	đ	"LATIN SMALL LETTER D WITH STROKE"
Emacr	Ē	Ē	Ē	"LATIN CAPITAL LETTER E WITH MACRON"
emacr	ē	ē	ē	"LATIN SMALL LETTER E WITH MACRON"
Edot	Ė	Ė	Ė	"LATIN CAPITAL LETTER E WITH DOT ABOVE"
edot	ė	ė	ė	"LATIN SMALL LETTER E WITH DOT ABOVE"
Eogon	Ę	Ę	Ę	"LATIN CAPITAL LETTER E WITH OGONEK"
eogon	ę	ę	ę	"LATIN SMALL LETTER E WITH OGONEK"
Ecaron	Ě	Ě	Ě	"LATIN CAPITAL LETTER E WITH CARON"
ecaron	ě	ě	ě	"LATIN SMALL LETTER E WITH CARON"
Gcirc	Ĝ	Ĝ	Ĝ	"LATIN CAPITAL LETTER G WITH CIRCUMFLEX"
gcirc	ĝ	ĝ	ĝ	"LATIN SMALL LETTER G WITH CIRCUMFLEX"
Gbreve	Ğ	Ğ	Ğ	"LATIN CAPITAL LETTER G WITH BREVE"
gbreve	ğ	ğ	ğ	"LATIN SMALL LETTER G WITH BREVE"
Gdot	Ġ	Ġ	Ġ	"LATIN CAPITAL LETTER G WITH DOT ABOVE"
gdot	ġ	ġ	ġ	"LATIN SMALL LETTER G WITH DOT ABOVE"
Gcedil	Ģ	Ģ	Ģ	"LATIN CAPITAL LETTER G WITH CEDILLA"
Hcirc	Ĥ	Ĥ	Ĥ	"LATIN CAPITAL LETTER H WITH CIRCUMFLEX"
hcirc	ĥ	ĥ	ĥ	"LATIN SMALL LETTER H WITH CIRCUMFLEX"
Hstrok	Ħ	Ħ	Ħ	"LATIN CAPITAL LETTER H WITH STROKE"
hstrok	ħ	ħ	ħ	"LATIN SMALL LETTER H WITH STROKE"
Itilde	Ĩ	Ĩ	Ĩ	"LATIN CAPITAL LETTER I WITH TILDE"
itilde	ĩ	ĩ	ĩ	"LATIN SMALL LETTER I WITH TILDE"
Imacr	Ī	Ī	Ī	"LATIN CAPITAL LETTER I WITH MACRON"
imacr	ī	ī	ī	"LATIN SMALL LETTER I WITH MACRON"
Iogon	Į	Į	Į	"LATIN CAPITAL LETTER I WITH OGONEK"
iogon	į	į	į	"LATIN SMALL LETTER I WITH OGONEK"
Idot	İ	İ	İ	"LATIN CAPITAL LETTER I WITH DOT ABOVE"
imath	ı	ı	ı	"LATIN SMALL LETTER DOTLESS I"
inodot	ı	ı	ı	"LATIN SMALL LETTER DOTLESS I"
IJlig	Ĳ	Ĳ	Ĳ	"LATIN CAPITAL LIGATURE IJ"
ijlig	ĳ	ĳ	ĳ	"LATIN SMALL LIGATURE IJ"
Jcirc	Ĵ	Ĵ	Ĵ	"LATIN CAPITAL LETTER J WITH CIRCUMFLEX"
jcirc	ĵ	ĵ	ĵ	"LATIN SMALL LETTER J WITH CIRCUMFLEX"
Kcedil	Ķ	Ķ	Ķ	"LATIN CAPITAL LETTER K WITH CEDILLA"
kcedil	ķ	ķ	ķ	"LATIN SMALL LETTER K WITH CEDILLA"
kgreen	ĸ	ĸ	ĸ	"LATIN SMALL LETTER KRA"
Lacute	Ĺ	Ĺ	Ĺ	"LATIN CAPITAL LETTER L WITH ACUTE"
lacute	ĺ	ĺ	ĺ	"LATIN SMALL LETTER L WITH ACUTE"
Lcedil	Ļ	Ļ	Ļ	"LATIN CAPITAL LETTER L WITH CEDILLA"
lcedil	ļ	ļ	ļ	"LATIN SMALL LETTER L WITH CEDILLA"
Lcaron	Ľ	Ľ	Ľ	"LATIN CAPITAL LETTER L WITH CARON"
lcaron	ľ	ľ	ľ	"LATIN SMALL LETTER L WITH CARON"
Lmidot	Ŀ	Ŀ	Ŀ	"LATIN CAPITAL LETTER L WITH MIDDLE DOT"
lmidot	ŀ	ŀ	ŀ	"LATIN SMALL LETTER L WITH MIDDLE DOT"
Lstrok	Ł	Ł	Ł	"LATIN CAPITAL LETTER L WITH STROKE"
lstrok	ł	ł	ł	"LATIN SMALL LETTER L WITH STROKE"
Nacute	Ń	Ń	Ń	"LATIN CAPITAL LETTER N WITH ACUTE"
nacute	ń	ń	ń	"LATIN SMALL LETTER N WITH ACUTE"
Ncedil	Ņ	Ņ	Ņ	"LATIN CAPITAL LETTER N WITH CEDILLA"
ncedil	ņ	ņ	ņ	"LATIN SMALL LETTER N WITH CEDILLA"
Ncaron	Ň	Ň	Ň	"LATIN CAPITAL LETTER N WITH CARON"
ncaron	ň	ň	ň	"LATIN SMALL LETTER N WITH CARON"
napos	ŉ	ŉ	ŉ	"LATIN SMALL LETTER N PRECEDED BY APOSTROPHE"
ENG	Ŋ	Ŋ	Ŋ	"LATIN CAPITAL LETTER ENG"
eng	ŋ	ŋ	ŋ	"LATIN SMALL LETTER ENG"
Omacr	Ō	Ō	Ō	"LATIN CAPITAL LETTER O WITH MACRON"
omacr	ō	ō	ō	"LATIN SMALL LETTER O WITH MACRON"
Odblac	Ő	Ő	Ő	"LATIN CAPITAL LETTER O WITH DOUBLE ACUTE"
odblac	ő	ő	ő	"LATIN SMALL LETTER O WITH DOUBLE ACUTE"
OElig	Œ	Œ	Œ	"LATIN CAPITAL LIGATURE OE"
oelig	œ	œ	œ	"LATIN SMALL LIGATURE OE"
Racute	Ŕ	Ŕ	Ŕ	"LATIN CAPITAL LETTER R WITH ACUTE"
racute	ŕ	ŕ	ŕ	"LATIN SMALL LETTER R WITH ACUTE"
Rcedil	Ŗ	Ŗ	Ŗ	"LATIN CAPITAL LETTER R WITH CEDILLA"
rcedil	ŗ	ŗ	ŗ	"LATIN SMALL LETTER R WITH CEDILLA"
Rcaron	Ř	Ř	Ř	"LATIN CAPITAL LETTER R WITH CARON"
rcaron	ř	ř	ř	"LATIN SMALL LETTER R WITH CARON"
Sacute	Ś	Ś	Ś	"LATIN CAPITAL LETTER S WITH ACUTE"
sacute	ś	ś	ś	"LATIN SMALL LETTER S WITH ACUTE"
Scirc	Ŝ	Ŝ	Ŝ	"LATIN CAPITAL LETTER S WITH CIRCUMFLEX"
scirc	ŝ	ŝ	ŝ	"LATIN SMALL LETTER S WITH CIRCUMFLEX"
Scedil	Ş	Ş	Ş	"LATIN CAPITAL LETTER S WITH CEDILLA"
scedil	ş	ş	ş	"LATIN SMALL LETTER S WITH CEDILLA"
Scaron	Š	Š	Š	"LATIN CAPITAL LETTER S WITH CARON"
scaron	š	š	š	"LATIN SMALL LETTER S WITH CARON"
Tcedil	Ţ	Ţ	Ţ	"LATIN CAPITAL LETTER T WITH CEDILLA"
tcedil	ţ	ţ	ţ	"LATIN SMALL LETTER T WITH CEDILLA"
Tcaron	Ť	Ť	Ť	"LATIN CAPITAL LETTER T WITH CARON"
tcaron	ť	ť	ť	"LATIN SMALL LETTER T WITH CARON"
Tstrok	Ŧ	Ŧ	Ŧ	"LATIN CAPITAL LETTER T WITH STROKE"
tstrok	ŧ	ŧ	ŧ	"LATIN SMALL LETTER T WITH STROKE"
Utilde	Ũ	Ũ	Ũ	"LATIN CAPITAL LETTER U WITH TILDE"
utilde	ũ	ũ	ũ	"LATIN SMALL LETTER U WITH TILDE"
Umacr	Ū	Ū	Ū	"LATIN CAPITAL LETTER U WITH MACRON"
umacr	ū	ū	ū	"LATIN SMALL LETTER U WITH MACRON"
Ubreve	Ŭ	Ŭ	Ŭ	"LATIN CAPITAL LETTER U WITH BREVE"
ubreve	ŭ	ŭ	ŭ	"LATIN SMALL LETTER U WITH BREVE"
Uring	Ů	Ů	Ů	"LATIN CAPITAL LETTER U WITH RING ABOVE"
uring	ů	ů	ů	"LATIN SMALL LETTER U WITH RING ABOVE"
Udblac	Ű	Ű	Ű	"LATIN CAPITAL LETTER U WITH DOUBLE ACUTE"
udblac	ű	ű	ű	"LATIN SMALL LETTER U WITH DOUBLE ACUTE"
Uogon	Ų	Ų	Ų	"LATIN CAPITAL LETTER U WITH OGONEK"
uogon	ų	ų	ų	"LATIN SMALL LETTER U WITH OGONEK"
Wcirc	Ŵ	Ŵ	Ŵ	"LATIN CAPITAL LETTER W WITH CIRCUMFLEX"
wcirc	ŵ	ŵ	ŵ	"LATIN SMALL LETTER W WITH CIRCUMFLEX"
Ycirc	Ŷ	Ŷ	Ŷ	"LATIN CAPITAL LETTER Y WITH CIRCUMFLEX"
ycirc	ŷ	ŷ	ŷ	"LATIN SMALL LETTER Y WITH CIRCUMFLEX"
Yuml	Ÿ	Ÿ	Ÿ	"LATIN CAPITAL LETTER Y WITH DIAERESIS"
Zacute	Ź	Ź	Ź	"LATIN CAPITAL LETTER Z WITH ACUTE"
zacute	ź	ź	ź	"LATIN SMALL LETTER Z WITH ACUTE"
Zdot	Ż	Ż	Ż	"LATIN CAPITAL LETTER Z WITH DOT ABOVE"
zdot	ż	ż	ż	"LATIN SMALL LETTER Z WITH DOT ABOVE"
Zcaron	Ž	Ž	Ž	"LATIN CAPITAL LETTER Z WITH CARON"
zcaron	ž	ž	ž	"LATIN SMALL LETTER Z WITH CARON"
fnof	ƒ	ƒ	ƒ	"LATIN SMALL LETTER F WITH HOOK"
imped	Ƶ	Ƶ	Ƶ	"LATIN CAPITAL LETTER Z WITH STROKE"
gacute	ǵ	ǵ	ǵ	"LATIN SMALL LETTER G WITH ACUTE"
jmath	ȷ	ȷ	ȷ	"LATIN SMALL LETTER DOTLESS J"
circ	ˆ	ˆ	ˆ	"MODIFIER LETTER CIRCUMFLEX ACCENT"
caron	ˇ	ˇ	ˇ	"CARON"
Hacek	ˇ	ˇ	ˇ	"CARON"
breve	˘	˘	˘	"BREVE"
Breve	˘	˘	˘	"BREVE"
DiacriticalDot	˙	˙	˙	"DOT ABOVE"
dot	˙	˙	˙	"DOT ABOVE"
ring	˚	˚	˚	"RING ABOVE"
ogon	˛	˛	˛	"OGONEK"
DiacriticalTilde	˜	˜	˜	"SMALL TILDE"
tilde	˜	˜	˜	"SMALL TILDE"
dblac	˝	˝	˝	"DOUBLE ACUTE ACCENT"
DiacriticalDoubleAcute	˝	˝	˝	"DOUBLE ACUTE ACCENT"
DownBreve	̑	̑	̑	"COMBINING INVERTED BREVE"
Aacgr	Ά	&Aacgr;	Ά	"GREEK CAPITAL LETTER ALPHA WITH TONOS"
Eacgr	Έ	&Eacgr;	Έ	"GREEK CAPITAL LETTER EPSILON WITH TONOS"
EEacgr	Ή	&EEacgr;	Ή	"GREEK CAPITAL LETTER ETA WITH TONOS"
Iacgr	Ί	&Iacgr;	Ί	"GREEK CAPITAL LETTER IOTA WITH TONOS"
Oacgr	Ό	&Oacgr;	Ό	"GREEK CAPITAL LETTER OMICRON WITH TONOS"
Uacgr	Ύ	&Uacgr;	Ύ	"GREEK CAPITAL LETTER UPSILON WITH TONOS"
OHacgr	Ώ	&OHacgr;	Ώ	"GREEK CAPITAL LETTER OMEGA WITH TONOS"
idiagr	ΐ	&idiagr;	ΐ	"GREEK SMALL LETTER IOTA WITH DIALYTIKA AND TONOS"
Agr	Α	&Agr;	Α	"GREEK CAPITAL LETTER ALPHA"
Alpha	Α	Α	Α	"GREEK CAPITAL LETTER ALPHA"
Beta	Β	Β	Β	"GREEK CAPITAL LETTER BETA"
Bgr	Β	&Bgr;	Β	"GREEK CAPITAL LETTER BETA"
Gamma	Γ	Γ	Γ	"GREEK CAPITAL LETTER GAMMA"
Ggr	Γ	&Ggr;	Γ	"GREEK CAPITAL LETTER GAMMA"
Delta	Δ	Δ	Δ	"GREEK CAPITAL LETTER DELTA"
Dgr	Δ	&Dgr;	Δ	"GREEK CAPITAL LETTER DELTA"
Egr	Ε	&Egr;	Ε	"GREEK CAPITAL LETTER EPSILON"
Epsilon	Ε	Ε	Ε	"GREEK CAPITAL LETTER EPSILON"
Zeta	Ζ	Ζ	Ζ	"GREEK CAPITAL LETTER ZETA"
Zgr	Ζ	&Zgr;	Ζ	"GREEK CAPITAL LETTER ZETA"
EEgr	Η	&EEgr;	Η	"GREEK CAPITAL LETTER ETA"
Eta	Η	Η	Η	"GREEK CAPITAL LETTER ETA"
Theta	Θ	Θ	Θ	"GREEK CAPITAL LETTER THETA"
THgr	Θ	&THgr;	Θ	"GREEK CAPITAL LETTER THETA"
Igr	Ι	&Igr;	Ι	"GREEK CAPITAL LETTER IOTA"
Iota	Ι	Ι	Ι	"GREEK CAPITAL LETTER IOTA"
Kappa	Κ	Κ	Κ	"GREEK CAPITAL LETTER KAPPA"
Kgr	Κ	&Kgr;	Κ	"GREEK CAPITAL LETTER KAPPA"
Lambda	Λ	Λ	Λ	"GREEK CAPITAL LETTER LAMDA"
Lgr	Λ	&Lgr;	Λ	"GREEK CAPITAL LETTER LAMDA"
Mgr	Μ	&Mgr;	Μ	"GREEK CAPITAL LETTER MU"
Mu	Μ	Μ	Μ	"GREEK CAPITAL LETTER MU"
Ngr	Ν	&Ngr;	Ν	"GREEK CAPITAL LETTER NU"
Nu	Ν	Ν	Ν	"GREEK CAPITAL LETTER NU"
Xgr	Ξ	&Xgr;	Ξ	"GREEK CAPITAL LETTER XI"
Xi	Ξ	Ξ	Ξ	"GREEK CAPITAL LETTER XI"
Ogr	Ο	&Ogr;	Ο	"GREEK CAPITAL LETTER OMICRON"
Omicron	Ο	Ο	Ο	"GREEK CAPITAL LETTER OMICRON"
Pgr	Π	&Pgr;	Π	"GREEK CAPITAL LETTER PI"
Pi	Π	Π	Π	"GREEK CAPITAL LETTER PI"
Rgr	Ρ	&Rgr;	Ρ	"GREEK CAPITAL LETTER RHO"
Rho	Ρ	Ρ	Ρ	"GREEK CAPITAL LETTER RHO"
Sgr	Σ	&Sgr;	Σ	"GREEK CAPITAL LETTER SIGMA"
Sigma	Σ	Σ	Σ	"GREEK CAPITAL LETTER SIGMA"
Tau	Τ	Τ	Τ	"GREEK CAPITAL LETTER TAU"
Tgr	Τ	&Tgr;	Τ	"GREEK CAPITAL LETTER TAU"
Ugr	Υ	&Ugr;	Υ	"GREEK CAPITAL LETTER UPSILON"
Upsilon	Υ	Υ	Υ	"GREEK CAPITAL LETTER UPSILON"
PHgr	Φ	&PHgr;	Φ	"GREEK CAPITAL LETTER PHI"
Phi	Φ	Φ	Φ	"GREEK CAPITAL LETTER PHI"
Chi	Χ	Χ	Χ	"GREEK CAPITAL LETTER CHI"
KHgr	Χ	&KHgr;	Χ	"GREEK CAPITAL LETTER CHI"
PSgr	Ψ	&PSgr;	Ψ	"GREEK CAPITAL LETTER PSI"
Psi	Ψ	Ψ	Ψ	"GREEK CAPITAL LETTER PSI"
OHgr	Ω	&OHgr;	Ω	"GREEK CAPITAL LETTER OMEGA"
ohm	Ω	Ω	Ω	"GREEK CAPITAL LETTER OMEGA"
Omega	Ω	Ω	Ω	"GREEK CAPITAL LETTER OMEGA"
Idigr	Ϊ	&Idigr;	Ϊ	"GREEK CAPITAL LETTER IOTA WITH DIALYTIKA"
Udigr	Ϋ	&Udigr;	Ϋ	"GREEK CAPITAL LETTER UPSILON WITH DIALYTIKA"
aacgr	ά	&aacgr;	ά	"GREEK SMALL LETTER ALPHA WITH TONOS"
eacgr	έ	&eacgr;	έ	"GREEK SMALL LETTER EPSILON WITH TONOS"
eeacgr	ή	&eeacgr;	ή	"GREEK SMALL LETTER ETA WITH TONOS"
iacgr	ί	&iacgr;	ί	"GREEK SMALL LETTER IOTA WITH TONOS"
udiagr	ΰ	&udiagr;	ΰ	"GREEK SMALL LETTER UPSILON WITH DIALYTIKA AND TONOS"
agr	α	&agr;	α	"GREEK SMALL LETTER ALPHA"
alpha	α	α	α	"GREEK SMALL LETTER ALPHA"
beta	β	β	β	"GREEK SMALL LETTER BETA"
bgr	β	&bgr;	β	"GREEK SMALL LETTER BETA"
gamma	γ	γ	γ	"GREEK SMALL LETTER GAMMA"
ggr	γ	&ggr;	γ	"GREEK SMALL LETTER GAMMA"
delta	δ	δ	δ	"GREEK SMALL LETTER DELTA"
dgr	δ	&dgr;	δ	"GREEK SMALL LETTER DELTA"
egr	ε	&egr;	ε	"GREEK SMALL LETTER EPSILON"
epsi	ε	ε	ε	"GREEK SMALL LETTER EPSILON"
epsilon	ε	ε	ε	"GREEK SMALL LETTER EPSILON"
zeta	ζ	ζ	ζ	"GREEK SMALL LETTER ZETA"
zgr	ζ	&zgr;	ζ	"GREEK SMALL LETTER ZETA"
eegr	η	&eegr;	η	"GREEK SMALL LETTER ETA"
eta	η	η	η	"GREEK SMALL LETTER ETA"
theta	θ	θ	θ	"GREEK SMALL LETTER THETA"
thgr	θ	&thgr;	θ	"GREEK SMALL LETTER THETA"
igr	ι	&igr;	ι	"GREEK SMALL LETTER IOTA"
iota	ι	ι	ι	"GREEK SMALL LETTER IOTA"
kappa	κ	κ	κ	"GREEK SMALL LETTER KAPPA"
kgr	κ	&kgr;	κ	"GREEK SMALL LETTER KAPPA"
lambda	λ	λ	λ	"GREEK SMALL LETTER LAMDA"
lgr	λ	&lgr;	λ	"GREEK SMALL LETTER LAMDA"
mgr	μ	&mgr;	μ	"GREEK SMALL LETTER MU"
mu	μ	μ	μ	"GREEK SMALL LETTER MU"
ngr	ν	&ngr;	ν	"GREEK SMALL LETTER NU"
nu	ν	ν	ν	"GREEK SMALL LETTER NU"
xgr	ξ	&xgr;	ξ	"GREEK SMALL LETTER XI"
xi	ξ	ξ	ξ	"GREEK SMALL LETTER XI"
ogr	ο	&ogr;	ο	"GREEK SMALL LETTER OMICRON"
omicron	ο	ο	ο	"GREEK SMALL LETTER OMICRON"
pgr	π	&pgr;	π	"GREEK SMALL LETTER PI"
pi	π	π	π	"GREEK SMALL LETTER PI"
rgr	ρ	&rgr;	ρ	"GREEK SMALL LETTER RHO"
rho	ρ	ρ	ρ	"GREEK SMALL LETTER RHO"
sfgr	ς	&sfgr;	ς	"GREEK SMALL LETTER FINAL SIGMA"
sigmaf	ς	ς	ς	"GREEK SMALL LETTER FINAL SIGMA"
sigmav	ς	ς	ς	"GREEK SMALL LETTER FINAL SIGMA"
varsigma	ς	ς	ς	"GREEK SMALL LETTER FINAL SIGMA"
sgr	σ	&sgr;	σ	"GREEK SMALL LETTER SIGMA"
sigma	σ	σ	σ	"GREEK SMALL LETTER SIGMA"
tau	τ	τ	τ	"GREEK SMALL LETTER TAU"
tgr	τ	&tgr;	τ	"GREEK SMALL LETTER TAU"
ugr	υ	&ugr;	υ	"GREEK SMALL LETTER UPSILON"
upsi	υ	υ	υ	"GREEK SMALL LETTER UPSILON"
upsilon	υ	υ	υ	"GREEK SMALL LETTER UPSILON"
phgr	φ	&phgr;	φ	"GREEK SMALL LETTER PHI"
phi	φ	φ	φ	"GREEK SMALL LETTER PHI"
chi	χ	χ	χ	"GREEK SMALL LETTER CHI"
khgr	χ	&khgr;	χ	"GREEK SMALL LETTER CHI"
psgr	ψ	&psgr;	ψ	"GREEK SMALL LETTER PSI"
psi	ψ	ψ	ψ	"GREEK SMALL LETTER PSI"
ohgr	ω	&ohgr;	ω	"GREEK SMALL LETTER OMEGA"
omega	ω	ω	ω	"GREEK SMALL LETTER OMEGA"
idigr	ϊ	&idigr;	ϊ	"GREEK SMALL LETTER IOTA WITH DIALYTIKA"
udigr	ϋ	&udigr;	ϋ	"GREEK SMALL LETTER UPSILON WITH DIALYTIKA"
oacgr	ό	&oacgr;	ό	"GREEK SMALL LETTER OMICRON WITH TONOS"
uacgr	ύ	&uacgr;	ύ	"GREEK SMALL LETTER UPSILON WITH TONOS"
ohacgr	ώ	&ohacgr;	ώ	"GREEK SMALL LETTER OMEGA WITH TONOS"
thetasym	ϑ	ϑ	ϑ	"GREEK THETA SYMBOL"
thetav	ϑ	ϑ	ϑ	"GREEK THETA SYMBOL"
vartheta	ϑ	ϑ	ϑ	"GREEK THETA SYMBOL"
Upsi	ϒ	ϒ	ϒ	"GREEK UPSILON WITH HOOK SYMBOL"
upsih	ϒ	ϒ	ϒ	"GREEK UPSILON WITH HOOK SYMBOL"
phiv	ϕ	ϕ	ϕ	"GREEK PHI SYMBOL"
straightphi	ϕ	ϕ	ϕ	"GREEK PHI SYMBOL"
varphi	ϕ	ϕ	ϕ	"GREEK PHI SYMBOL"
piv	ϖ	ϖ	ϖ	"GREEK PI SYMBOL"
varpi	ϖ	ϖ	ϖ	"GREEK PI SYMBOL"
Gammad	Ϝ	Ϝ	Ϝ	"GREEK LETTER DIGAMMA"
digamma	ϝ	ϝ	ϝ	"GREEK SMALL LETTER DIGAMMA"
gammad	ϝ	ϝ	ϝ	"GREEK SMALL LETTER DIGAMMA"
kappav	ϰ	ϰ	ϰ	"GREEK KAPPA SYMBOL"
varkappa	ϰ	ϰ	ϰ	"GREEK KAPPA SYMBOL"
rhov	ϱ	ϱ	ϱ	"GREEK RHO SYMBOL"
varrho	ϱ	ϱ	ϱ	"GREEK RHO SYMBOL"
epsiv	ϵ	ϵ	ϵ	"GREEK LUNATE EPSILON SYMBOL"
straightepsilon	ϵ	ϵ	ϵ	"GREEK LUNATE EPSILON SYMBOL"
varepsilon	ϵ	ϵ	ϵ	"GREEK LUNATE EPSILON SYMBOL"
backepsilon	϶	϶	϶	"GREEK REVERSED LUNATE EPSILON SYMBOL"
bepsi	϶	϶	϶	"GREEK REVERSED LUNATE EPSILON SYMBOL"
IOcy	Ё	Ё	Ё	"CYRILLIC CAPITAL LETTER IO"
DJcy	Ђ	Ђ	Ђ	"CYRILLIC CAPITAL LETTER DJE"
GJcy	Ѓ	Ѓ	Ѓ	"CYRILLIC CAPITAL LETTER GJE"
Jukcy	Є	Є	Є	"CYRILLIC CAPITAL LETTER UKRAINIAN IE"
DScy	Ѕ	Ѕ	Ѕ	"CYRILLIC CAPITAL LETTER DZE"
Iukcy	І	І	І	"CYRILLIC CAPITAL LETTER BYELORUSSIAN-UKRAINIAN I"
YIcy	Ї	Ї	Ї	"CYRILLIC CAPITAL LETTER YI"
Jsercy	Ј	Ј	Ј	"CYRILLIC CAPITAL LETTER JE"
LJcy	Љ	Љ	Љ	"CYRILLIC CAPITAL LETTER LJE"
NJcy	Њ	Њ	Њ	"CYRILLIC CAPITAL LETTER NJE"
TSHcy	Ћ	Ћ	Ћ	"CYRILLIC CAPITAL LETTER TSHE"
KJcy	Ќ	Ќ	Ќ	"CYRILLIC CAPITAL LETTER KJE"
Ubrcy	Ў	Ў	Ў	"CYRILLIC CAPITAL LETTER SHORT U"
DZcy	Џ	Џ	Џ	"CYRILLIC CAPITAL LETTER DZHE"
Acy	А	А	А	"CYRILLIC CAPITAL LETTER A"
Bcy	Б	Б	Б	"CYRILLIC CAPITAL LETTER BE"
Vcy	В	В	В	"CYRILLIC CAPITAL LETTER VE"
Gcy	Г	Г	Г	"CYRILLIC CAPITAL LETTER GHE"
Dcy	Д	Д	Д	"CYRILLIC CAPITAL LETTER DE"
IEcy	Е	Е	Е	"CYRILLIC CAPITAL LETTER IE"
ZHcy	Ж	Ж	Ж	"CYRILLIC CAPITAL LETTER ZHE"
Zcy	З	З	З	"CYRILLIC CAPITAL LETTER ZE"
Icy	И	И	И	"CYRILLIC CAPITAL LETTER I"
Jcy	Й	Й	Й	"CYRILLIC CAPITAL LETTER SHORT I"
Kcy	К	К	К	"CYRILLIC CAPITAL LETTER KA"
Lcy	Л	Л	Л	"CYRILLIC CAPITAL LETTER EL"
Mcy	М	М	М	"CYRILLIC CAPITAL LETTER EM"
Ncy	Н	Н	Н	"CYRILLIC CAPITAL LETTER EN"
Ocy	О	О	О	"CYRILLIC CAPITAL LETTER O"
Pcy	П	П	П	"CYRILLIC CAPITAL LETTER PE"
Rcy	Р	Р	Р	"CYRILLIC CAPITAL LETTER ER"
Scy	С	С	С	"CYRILLIC CAPITAL LETTER ES"
Tcy	Т	Т	Т	"CYRILLIC CAPITAL LETTER TE"
Ucy	У	У	У	"CYRILLIC CAPITAL LETTER U"
Fcy	Ф	Ф	Ф	"CYRILLIC CAPITAL LETTER EF"
KHcy	Х	Х	Х	"CYRILLIC CAPITAL LETTER HA"
TScy	Ц	Ц	Ц	"CYRILLIC CAPITAL LETTER TSE"
CHcy	Ч	Ч	Ч	"CYRILLIC CAPITAL LETTER CHE"
SHcy	Ш	Ш	Ш	"CYRILLIC CAPITAL LETTER SHA"
SHCHcy	Щ	Щ	Щ	"CYRILLIC CAPITAL LETTER SHCHA"
HARDcy	Ъ	Ъ	Ъ	"CYRILLIC CAPITAL LETTER HARD SIGN"
Ycy	Ы	Ы	Ы	"CYRILLIC CAPITAL LETTER YERU"
SOFTcy	Ь	Ь	Ь	"CYRILLIC CAPITAL LETTER SOFT SIGN"
Ecy	Э	Э	Э	"CYRILLIC CAPITAL LETTER E"
YUcy	Ю	Ю	Ю	"CYRILLIC CAPITAL LETTER YU"
YAcy	Я	Я	Я	"CYRILLIC CAPITAL LETTER YA"
acy	а	а	а	"CYRILLIC SMALL LETTER A"
bcy	б	б	б	"CYRILLIC SMALL LETTER BE"
vcy	в	в	в	"CYRILLIC SMALL LETTER VE"
gcy	г	г	г	"CYRILLIC SMALL LETTER GHE"
dcy	д	д	д	"CYRILLIC SMALL LETTER DE"
iecy	е	е	е	"CYRILLIC SMALL LETTER IE"
zhcy	ж	ж	ж	"CYRILLIC SMALL LETTER ZHE"
zcy	з	з	з	"CYRILLIC SMALL LETTER ZE"
icy	и	и	и	"CYRILLIC SMALL LETTER I"
jcy	й	й	й	"CYRILLIC SMALL LETTER SHORT I"
kcy	к	к	к	"CYRILLIC SMALL LETTER KA"
lcy	л	л	л	"CYRILLIC SMALL LETTER EL"
mcy	м	м	м	"CYRILLIC SMALL LETTER EM"
ncy	н	н	н	"CYRILLIC SMALL LETTER EN"
ocy	о	о	о	"CYRILLIC SMALL LETTER O"
pcy	п	п	п	"CYRILLIC SMALL LETTER PE"
rcy	р	р	р	"CYRILLIC SMALL LETTER ER"
scy	с	с	с	"CYRILLIC SMALL LETTER ES"
tcy	т	т	т	"CYRILLIC SMALL LETTER TE"
ucy	у	у	у	"CYRILLIC SMALL LETTER U"
fcy	ф	ф	ф	"CYRILLIC SMALL LETTER EF"
khcy	х	х	х	"CYRILLIC SMALL LETTER HA"
tscy	ц	ц	ц	"CYRILLIC SMALL LETTER TSE"
chcy	ч	ч	ч	"CYRILLIC SMALL LETTER CHE"
shcy	ш	ш	ш	"CYRILLIC SMALL LETTER SHA"
shchcy	щ	щ	щ	"CYRILLIC SMALL LETTER SHCHA"
hardcy	ъ	ъ	ъ	"CYRILLIC SMALL LETTER HARD SIGN"
ycy	ы	ы	ы	"CYRILLIC SMALL LETTER YERU"
softcy	ь	ь	ь	"CYRILLIC SMALL LETTER SOFT SIGN"
ecy	э	э	э	"CYRILLIC SMALL LETTER E"
yucy	ю	ю	ю	"CYRILLIC SMALL LETTER YU"
yacy	я	я	я	"CYRILLIC SMALL LETTER YA"
iocy	ё	ё	ё	"CYRILLIC SMALL LETTER IO"
djcy	ђ	ђ	ђ	"CYRILLIC SMALL LETTER DJE"
gjcy	ѓ	ѓ	ѓ	"CYRILLIC SMALL LETTER GJE"
jukcy	є	є	є	"CYRILLIC SMALL LETTER UKRAINIAN IE"
dscy	ѕ	ѕ	ѕ	"CYRILLIC SMALL LETTER DZE"
iukcy	і	і	і	"CYRILLIC SMALL LETTER BYELORUSSIAN-UKRAINIAN I"
yicy	ї	ї	ї	"CYRILLIC SMALL LETTER YI"
jsercy	ј	ј	ј	"CYRILLIC SMALL LETTER JE"
ljcy	љ	љ	љ	"CYRILLIC SMALL LETTER LJE"
njcy	њ	њ	њ	"CYRILLIC SMALL LETTER NJE"
tshcy	ћ	ћ	ћ	"CYRILLIC SMALL LETTER TSHE"
kjcy	ќ	ќ	ќ	"CYRILLIC SMALL LETTER KJE"
ubrcy	ў	ў	ў	"CYRILLIC SMALL LETTER SHORT U"
dzcy	џ	џ	џ	"CYRILLIC SMALL LETTER DZHE"
ensp				"EN SPACE"
emsp				"EM SPACE"
emsp13				"THREE-PER-EM SPACE"
emsp14				"FOUR-PER-EM SPACE"
numsp				"FIGURE SPACE"
puncsp				"PUNCTUATION SPACE"
thinsp				"THIN SPACE"
ThinSpace				"THIN SPACE"
hairsp				"HAIR SPACE"
VeryThinSpace				"HAIR SPACE"
ZeroWidthSpace				"ZERO WIDTH SPACE"
zwnj	‌	‌	‌	"ZERO WIDTH NON-JOINER"
zwj	‍	‍	‍	"ZERO WIDTH JOINER"
lrm	‎	‎	‎	"LEFT-TO-RIGHT MARK"
rlm	‏	‏	‏	"RIGHT-TO-LEFT MARK"
dash	‐	‐	‐	"HYPHEN"
hyphen	‐	‐	‐	"HYPHEN"
ndash	–	–	–	"EN DASH"
mdash	—	—	—	"EM DASH"
horbar	―	―	―	"HORIZONTAL BAR"
Verbar	‖	‖	‖	"DOUBLE VERTICAL LINE"
Vert	‖	‖	‖	"DOUBLE VERTICAL LINE"
lsquo	‘	‘	‘	"LEFT SINGLE QUOTATION MARK"
rsquo	’	’	’	"RIGHT SINGLE QUOTATION MARK"
rsquor	’	’	’	"RIGHT SINGLE QUOTATION MARK"
lsquor	‚	‚	‚	"SINGLE LOW-9 QUOTATION MARK"
sbquo	‚	‚	‚	"SINGLE LOW-9 QUOTATION MARK"
ldquo	“	“	“	"LEFT DOUBLE QUOTATION MARK"
rdquo	”	”	”	"RIGHT DOUBLE QUOTATION MARK"
rdquor	”	”	”	"RIGHT DOUBLE QUOTATION MARK"
bdquo	„	„	„	"DOUBLE LOW-9 QUOTATION MARK"
ldquor	„	„	„	"DOUBLE LOW-9 QUOTATION MARK"
dagger	†	†	†	"DAGGER"
ddagger	‡	‡	‡	"DOUBLE DAGGER"
bull	•	•	•	"BULLET"
bullet	•	•	•	"BULLET"
nldr	‥	‥	‥	"TWO DOT LEADER"
hellip	…	…	…	"HORIZONTAL ELLIPSIS"
mldr	…	…	…	"HORIZONTAL ELLIPSIS"
permil	‰	‰	‰	"PER MILLE SIGN"
pertenk	‱	‱	‱	"PER TEN THOUSAND SIGN"
prime	′	′	′	"PRIME"
Prime	″	″	″	"DOUBLE PRIME"
tprime	‴	‴	‴	"TRIPLE PRIME"
backprime	‵	‵	‵	"REVERSED PRIME"
bprime	‵	‵	‵	"REVERSED PRIME"
lsaquo	‹	‹	‹	"SINGLE LEFT-POINTING ANGLE QUOTATION MARK"
rsaquo	›	›	›	"SINGLE RIGHT-POINTING ANGLE QUOTATION MARK"
oline	‾	‾	‾	"OVERLINE"
caret	⁁	⁁	⁁	"CARET INSERTION POINT"
hybull	⁃	⁃	⁃	"HYPHEN BULLET"
frasl	⁄	⁄	⁄	"FRACTION SLASH"
bsemi	⁏	⁏	⁏	"REVERSED SEMICOLON"
qprime	⁗	⁗	⁗	"QUADRUPLE PRIME"
MediumSpace				"MEDIUM MATHEMATICAL SPACE"
ThickSpace				"space of width 5/18 em"
NoBreak	⁠	⁠	⁠	"WORD JOINER"
af	⁡	⁡	⁡	"FUNCTION APPLICATION"
it	⁢	⁢	⁢	"INVISIBLE TIMES"
ic	⁣	⁣	⁣	"INVISIBLE SEPARATOR"
euro	€	€	€	"EURO SIGN"
tdot	⃛	⃛	⃛	"COMBINING THREE DOTS ABOVE"
DotDot	⃜	⃜	⃜	"COMBINING FOUR DOTS ABOVE"
complexes	ℂ	ℂ	ℂ	"DOUBLE-STRUCK CAPITAL C"
incare	℅	℅	℅	"CARE OF"
gscr	ℊ	ℊ	ℊ	"SCRIPT SMALL G"
hamilt	ℋ	ℋ	ℋ	"SCRIPT CAPITAL H"
Hfr	ℌ	ℌ	ℌ	"BLACK-LETTER CAPITAL H"
Hopf	ℍ	ℍ	ℍ	"DOUBLE-STRUCK CAPITAL H"
quaternions	ℍ	ℍ	ℍ	"DOUBLE-STRUCK CAPITAL H"
planckh	ℎ	ℎ	ℎ	"PLANCK CONSTANT"
hbar	ℏ	ℏ	ℏ	"PLANCK CONSTANT OVER TWO PI"
hslash	ℏ	ℏ	ℏ	"PLANCK CONSTANT OVER TWO PI"
planck	ℏ	ℏ	ℏ	"PLANCK CONSTANT OVER TWO PI"
plankv	ℏ	ℏ	ℏ	"PLANCK CONSTANT OVER TWO PI"
imagline	ℐ	ℐ	ℐ	"SCRIPT CAPITAL I"
Iscr	ℐ	ℐ	ℐ	"SCRIPT CAPITAL I"
Ifr	ℑ	ℑ	ℑ	"BLACK-LETTER CAPITAL I"
Im	ℑ	ℑ	ℑ	"BLACK-LETTER CAPITAL I"
image	ℑ	ℑ	ℑ	"BLACK-LETTER CAPITAL I"
imagpart	ℑ	ℑ	ℑ	"BLACK-LETTER CAPITAL I"
lagran	ℒ	ℒ	ℒ	"SCRIPT CAPITAL L"
Laplacetrf	ℒ	ℒ	ℒ	"SCRIPT CAPITAL L"
Lscr	ℒ	ℒ	ℒ	"SCRIPT CAPITAL L"
ell	ℓ	ℓ	ℓ	"SCRIPT SMALL L"
naturals	ℕ	ℕ	ℕ	"DOUBLE-STRUCK CAPITAL N"
Nopf	ℕ	ℕ	ℕ	"DOUBLE-STRUCK CAPITAL N"
numero	№	№	№	"NUMERO SIGN"
copysr	℗	℗	℗	"SOUND RECORDING COPYRIGHT"
weierp	℘	℘	℘	"SCRIPT CAPITAL P"
wp	℘	℘	℘	"SCRIPT CAPITAL P"
Popf	ℙ	ℙ	ℙ	"DOUBLE-STRUCK CAPITAL P"
primes	ℙ	ℙ	ℙ	"DOUBLE-STRUCK CAPITAL P"
Qopf	ℚ	ℚ	ℚ	"DOUBLE-STRUCK CAPITAL Q"
rationals	ℚ	ℚ	ℚ	"DOUBLE-STRUCK CAPITAL Q"
realine	ℛ	ℛ	ℛ	"SCRIPT CAPITAL R"
Rscr	ℛ	ℛ	ℛ	"SCRIPT CAPITAL R"
Re	ℜ	ℜ	ℜ	"BLACK-LETTER CAPITAL R"
real	ℜ	ℜ	ℜ	"BLACK-LETTER CAPITAL R"
realpart	ℜ	ℜ	ℜ	"BLACK-LETTER CAPITAL R"
Rfr	ℜ	ℜ	ℜ	"BLACK-LETTER CAPITAL R"
reals	ℝ	ℝ	ℝ	"DOUBLE-STRUCK CAPITAL R"
Ropf	ℝ	ℝ	ℝ	"DOUBLE-STRUCK CAPITAL R"
rx	℞	℞	℞	"PRESCRIPTION TAKE"
trade	™	™	™	"TRADE MARK SIGN"
TRADE	™	™	™	"TRADE MARK SIGN"
integers	ℤ	ℤ	ℤ	"DOUBLE-STRUCK CAPITAL Z"
Zopf	ℤ	ℤ	ℤ	"DOUBLE-STRUCK CAPITAL Z"
mho	℧	℧	℧	"INVERTED OHM SIGN"
zeetrf	ℨ	ℨ	ℨ	"BLACK-LETTER CAPITAL Z"
Zfr	ℨ	ℨ	ℨ	"BLACK-LETTER CAPITAL Z"
iiota	℩	℩	℩	"TURNED GREEK SMALL LETTER IOTA"
bernou	ℬ	ℬ	ℬ	"SCRIPT CAPITAL B"
Bernoullis	ℬ	ℬ	ℬ	"SCRIPT CAPITAL B"
Bscr	ℬ	ℬ	ℬ	"SCRIPT CAPITAL B"
Cayleys	ℭ	ℭ	ℭ	"BLACK-LETTER CAPITAL C"
Cfr	ℭ	ℭ	ℭ	"BLACK-LETTER CAPITAL C"
escr	ℯ	ℯ	ℯ	"SCRIPT SMALL E"
Escr	ℰ	ℰ	ℰ	"SCRIPT CAPITAL E"
expectation	ℰ	ℰ	ℰ	"SCRIPT CAPITAL E"
Fouriertrf	ℱ	ℱ	ℱ	"SCRIPT CAPITAL F"
Fscr	ℱ	ℱ	ℱ	"SCRIPT CAPITAL F"
Mellintrf	ℳ	ℳ	ℳ	"SCRIPT CAPITAL M"
Mscr	ℳ	ℳ	ℳ	"SCRIPT CAPITAL M"
phmmat	ℳ	ℳ	ℳ	"SCRIPT CAPITAL M"
order	ℴ	ℴ	ℴ	"SCRIPT SMALL O"
orderof	ℴ	ℴ	ℴ	"SCRIPT SMALL O"
oscr	ℴ	ℴ	ℴ	"SCRIPT SMALL O"
alefsym	ℵ	ℵ	ℵ	"ALEF SYMBOL"
aleph	ℵ	ℵ	ℵ	"ALEF SYMBOL"
beth	ℶ	ℶ	ℶ	"BET SYMBOL"
gimel	ℷ	ℷ	ℷ	"GIMEL SYMBOL"
daleth	ℸ	ℸ	ℸ	"DALET SYMBOL"
CapitalDifferentialD	ⅅ	ⅅ	ⅅ	"DOUBLE-STRUCK ITALIC CAPITAL D"
DD	ⅅ	ⅅ	ⅅ	"DOUBLE-STRUCK ITALIC CAPITAL D"
dd	ⅆ	ⅆ	ⅆ	"DOUBLE-STRUCK ITALIC SMALL D"
DifferentialD	ⅆ	ⅆ	ⅆ	"DOUBLE-STRUCK ITALIC SMALL D"
ee	ⅇ	ⅇ	ⅇ	"DOUBLE-STRUCK ITALIC SMALL E"
exponentiale	ⅇ	ⅇ	ⅇ	"DOUBLE-STRUCK ITALIC SMALL E"
ExponentialE	ⅇ	ⅇ	ⅇ	"DOUBLE-STRUCK ITALIC SMALL E"
ii	ⅈ	ⅈ	ⅈ	"DOUBLE-STRUCK ITALIC SMALL I"
ImaginaryI	ⅈ	ⅈ	ⅈ	"DOUBLE-STRUCK ITALIC SMALL I"
frac13	⅓	⅓	⅓	"VULGAR FRACTION ONE THIRD"
frac23	⅔	⅔	⅔	"VULGAR FRACTION TWO THIRDS"
frac15	⅕	⅕	⅕	"VULGAR FRACTION ONE FIFTH"
frac25	⅖	⅖	⅖	"VULGAR FRACTION TWO FIFTHS"
frac35	⅗	⅗	⅗	"VULGAR FRACTION THREE FIFTHS"
frac45	⅘	⅘	⅘	"VULGAR FRACTION FOUR FIFTHS"
frac16	⅙	⅙	⅙	"VULGAR FRACTION ONE SIXTH"
frac56	⅚	⅚	⅚	"VULGAR FRACTION FIVE SIXTHS"
frac18	⅛	⅛	⅛	"VULGAR FRACTION ONE EIGHTH"
frac38	⅜	⅜	⅜	"VULGAR FRACTION THREE EIGHTHS"
frac58	⅝	⅝	⅝	"VULGAR FRACTION FIVE EIGHTHS"
frac78	⅞	⅞	⅞	"VULGAR FRACTION SEVEN EIGHTHS"
larr	←	←	←	"LEFTWARDS ARROW"
leftarrow	←	←	←	"LEFTWARDS ARROW"
LeftArrow	←	←	←	"LEFTWARDS ARROW"
ShortLeftArrow	←	←	←	"LEFTWARDS ARROW"
slarr	←	←	←	"LEFTWARDS ARROW"
ShortUpArrow	↑	↑	↑	"UPWARDS ARROW"
uarr	↑	↑	↑	"UPWARDS ARROW"
uparrow	↑	↑	↑	"UPWARDS ARROW"
UpArrow	↑	↑	↑	"UPWARDS ARROW"
rarr	→	→	→	"RIGHTWARDS ARROW"
rightarrow	→	→	→	"RIGHTWARDS ARROW"
RightArrow	→	→	→	"RIGHTWARDS ARROW"
ShortRightArrow	→	→	→	"RIGHTWARDS ARROW"
srarr	→	→	→	"RIGHTWARDS ARROW"
darr	↓	↓	↓	"DOWNWARDS ARROW"
downarrow	↓	↓	↓	"DOWNWARDS ARROW"
DownArrow	↓	↓	↓	"DOWNWARDS ARROW"
ShortDownArrow	↓	↓	↓	"DOWNWARDS ARROW"
harr	↔	↔	↔	"LEFT RIGHT ARROW"
leftrightarrow	↔	↔	↔	"LEFT RIGHT ARROW"
LeftRightArrow	↔	↔	↔	"LEFT RIGHT ARROW"
updownarrow	↕	↕	↕	"UP DOWN ARROW"
UpDownArrow	↕	↕	↕	"UP DOWN ARROW"
varr	↕	↕	↕	"UP DOWN ARROW"
nwarr	↖	↖	↖	"NORTH WEST ARROW"
nwarrow	↖	↖	↖	"NORTH WEST ARROW"
UpperLeftArrow	↖	↖	↖	"NORTH WEST ARROW"
nearr	↗	↗	↗	"NORTH EAST ARROW"
nearrow	↗	↗	↗	"NORTH EAST ARROW"
UpperRightArrow	↗	↗	↗	"NORTH EAST ARROW"
LowerRightArrow	↘	↘	↘	"SOUTH EAST ARROW"
searr	↘	↘	↘	"SOUTH EAST ARROW"
searrow	↘	↘	↘	"SOUTH EAST ARROW"
LowerLeftArrow	↙	↙	↙	"SOUTH WEST ARROW"
swarr	↙	↙	↙	"SOUTH WEST ARROW"
swarrow	↙	↙	↙	"SOUTH WEST ARROW"
nlarr	↚	↚	↚	"LEFTWARDS ARROW WITH STROKE"
nleftarrow	↚	↚	↚	"LEFTWARDS ARROW WITH STROKE"
nrarr	↛	↛	↛	"RIGHTWARDS ARROW WITH STROKE"
nrightarrow	↛	↛	↛	"RIGHTWARDS ARROW WITH STROKE"
rarrw	↝	↝	↝	"RIGHTWARDS WAVE ARROW"
rightsquigarrow	↝	↝	↝	"RIGHTWARDS WAVE ARROW"
nrarrw	↝̸	↝̸	↝̸	"RIGHTWARDS WAVE ARROW with slash"
Larr	↞	↞	↞	"LEFTWARDS TWO HEADED ARROW"
twoheadleftarrow	↞	↞	↞	"LEFTWARDS TWO HEADED ARROW"
Uarr	↟	↟	↟	"UPWARDS TWO HEADED ARROW"
Rarr	↠	↠	↠	"RIGHTWARDS TWO HEADED ARROW"
twoheadrightarrow	↠	↠	↠	"RIGHTWARDS TWO HEADED ARROW"
Darr	↡	↡	↡	"DOWNWARDS TWO HEADED ARROW"
larrtl	↢	↢	↢	"LEFTWARDS ARROW WITH TAIL"
leftarrowtail	↢	↢	↢	"LEFTWARDS ARROW WITH TAIL"
rarrtl	↣	↣	↣	"RIGHTWARDS ARROW WITH TAIL"
rightarrowtail	↣	↣	↣	"RIGHTWARDS ARROW WITH TAIL"
LeftTeeArrow	↤	↤	↤	"LEFTWARDS ARROW FROM BAR"
mapstoleft	↤	↤	↤	"LEFTWARDS ARROW FROM BAR"
mapstoup	↥	↥	↥	"UPWARDS ARROW FROM BAR"
UpTeeArrow	↥	↥	↥	"UPWARDS ARROW FROM BAR"
map	↦	↦	↦	"RIGHTWARDS ARROW FROM BAR"
mapsto	↦	↦	↦	"RIGHTWARDS ARROW FROM BAR"
RightTeeArrow	↦	↦	↦	"RIGHTWARDS ARROW FROM BAR"
DownTeeArrow	↧	↧	↧	"DOWNWARDS ARROW FROM BAR"
mapstodown	↧	↧	↧	"DOWNWARDS ARROW FROM BAR"
hookleftarrow	↩	↩	↩	"LEFTWARDS ARROW WITH HOOK"
larrhk	↩	↩	↩	"LEFTWARDS ARROW WITH HOOK"
hookrightarrow	↪	↪	↪	"RIGHTWARDS ARROW WITH HOOK"
rarrhk	↪	↪	↪	"RIGHTWARDS ARROW WITH HOOK"
larrlp	↫	↫	↫	"LEFTWARDS ARROW WITH LOOP"
looparrowleft	↫	↫	↫	"LEFTWARDS ARROW WITH LOOP"
looparrowright	↬	↬	↬	"RIGHTWARDS ARROW WITH LOOP"
rarrlp	↬	↬	↬	"RIGHTWARDS ARROW WITH LOOP"
harrw	↭	↭	↭	"LEFT RIGHT WAVE ARROW"
leftrightsquigarrow	↭	↭	↭	"LEFT RIGHT WAVE ARROW"
nharr	↮	↮	↮	"LEFT RIGHT ARROW WITH STROKE"
nleftrightarrow	↮	↮	↮	"LEFT RIGHT ARROW WITH STROKE"
lsh	↰	↰	↰	"UPWARDS ARROW WITH TIP LEFTWARDS"
Lsh	↰	↰	↰	"UPWARDS ARROW WITH TIP LEFTWARDS"
rsh	↱	↱	↱	"UPWARDS ARROW WITH TIP RIGHTWARDS"
Rsh	↱	↱	↱	"UPWARDS ARROW WITH TIP RIGHTWARDS"
ldsh	↲	↲	↲	"DOWNWARDS ARROW WITH TIP LEFTWARDS"
rdsh	↳	↳	↳	"DOWNWARDS ARROW WITH TIP RIGHTWARDS"
crarr	↵	↵	↵	"DOWNWARDS ARROW WITH CORNER LEFTWARDS"
cularr	↶	↶	↶	"ANTICLOCKWISE TOP SEMICIRCLE ARROW"
curvearrowleft	↶	↶	↶	"ANTICLOCKWISE TOP SEMICIRCLE ARROW"
curarr	↷	↷	↷	"CLOCKWISE TOP SEMICIRCLE ARROW"
curvearrowright	↷	↷	↷	"CLOCKWISE TOP SEMICIRCLE ARROW"
circlearrowleft	↺	↺	↺	"ANTICLOCKWISE OPEN CIRCLE ARROW"
olarr	↺	↺	↺	"ANTICLOCKWISE OPEN CIRCLE ARROW"
circlearrowright	↻	↻	↻	"CLOCKWISE OPEN CIRCLE ARROW"
orarr	↻	↻	↻	"CLOCKWISE OPEN CIRCLE ARROW"
leftharpoonup	↼	↼	↼	"LEFTWARDS HARPOON WITH BARB UPWARDS"
LeftVector	↼	↼	↼	"LEFTWARDS HARPOON WITH BARB UPWARDS"
lharu	↼	↼	↼	"LEFTWARDS HARPOON WITH BARB UPWARDS"
DownLeftVector	↽	↽	↽	"LEFTWARDS HARPOON WITH BARB DOWNWARDS"
leftharpoondown	↽	↽	↽	"LEFTWARDS HARPOON WITH BARB DOWNWARDS"
lhard	↽	↽	↽	"LEFTWARDS HARPOON WITH BARB DOWNWARDS"
RightUpVector	↾	↾	↾	"UPWARDS HARPOON WITH BARB RIGHTWARDS"
uharr	↾	↾	↾	"UPWARDS HARPOON WITH BARB RIGHTWARDS"
upharpoonright	↾	↾	↾	"UPWARDS HARPOON WITH BARB RIGHTWARDS"
LeftUpVector	↿	↿	↿	"UPWARDS HARPOON WITH BARB LEFTWARDS"
uharl	↿	↿	↿	"UPWARDS HARPOON WITH BARB LEFTWARDS"
upharpoonleft	↿	↿	↿	"UPWARDS HARPOON WITH BARB LEFTWARDS"
rharu	⇀	⇀	⇀	"RIGHTWARDS HARPOON WITH BARB UPWARDS"
rightharpoonup	⇀	⇀	⇀	"RIGHTWARDS HARPOON WITH BARB UPWARDS"
RightVector	⇀	⇀	⇀	"RIGHTWARDS HARPOON WITH BARB UPWARDS"
DownRightVector	⇁	⇁	⇁	"RIGHTWARDS HARPOON WITH BARB DOWNWARDS"
rhard	⇁	⇁	⇁	"RIGHTWARDS HARPOON WITH BARB DOWNWARDS"
rightharpoondown	⇁	⇁	⇁	"RIGHTWARDS HARPOON WITH BARB DOWNWARDS"
dharr	⇂	⇂	⇂	"DOWNWARDS HARPOON WITH BARB RIGHTWARDS"
downharpoonright	⇂	⇂	⇂	"DOWNWARDS HARPOON WITH BARB RIGHTWARDS"
RightDownVector	⇂	⇂	⇂	"DOWNWARDS HARPOON WITH BARB RIGHTWARDS"
dharl	⇃	⇃	⇃	"DOWNWARDS HARPOON WITH BARB LEFTWARDS"
downharpoonleft	⇃	⇃	⇃	"DOWNWARDS HARPOON WITH BARB LEFTWARDS"
LeftDownVector	⇃	⇃	⇃	"DOWNWARDS HARPOON WITH BARB LEFTWARDS"
RightArrowLeftArrow	⇄	⇄	⇄	"RIGHTWARDS ARROW OVER LEFTWARDS ARROW"
rightleftarrows	⇄	⇄	⇄	"RIGHTWARDS ARROW OVER LEFTWARDS ARROW"
rlarr	⇄	⇄	⇄	"RIGHTWARDS ARROW OVER LEFTWARDS ARROW"
udarr	⇅	⇅	⇅	"UPWARDS ARROW LEFTWARDS OF DOWNWARDS ARROW"
UpArrowDownArrow	⇅	⇅	⇅	"UPWARDS ARROW LEFTWARDS OF DOWNWARDS ARROW"
LeftArrowRightArrow	⇆	⇆	⇆	"LEFTWARDS ARROW OVER RIGHTWARDS ARROW"
leftrightarrows	⇆	⇆	⇆	"LEFTWARDS ARROW OVER RIGHTWARDS ARROW"
lrarr	⇆	⇆	⇆	"LEFTWARDS ARROW OVER RIGHTWARDS ARROW"
leftleftarrows	⇇	⇇	⇇	"LEFTWARDS PAIRED ARROWS"
llarr	⇇	⇇	⇇	"LEFTWARDS PAIRED ARROWS"
upuparrows	⇈	⇈	⇈	"UPWARDS PAIRED ARROWS"
uuarr	⇈	⇈	⇈	"UPWARDS PAIRED ARROWS"
rightrightarrows	⇉	⇉	⇉	"RIGHTWARDS PAIRED ARROWS"
rrarr	⇉	⇉	⇉	"RIGHTWARDS PAIRED ARROWS"
ddarr	⇊	⇊	⇊	"DOWNWARDS PAIRED ARROWS"
downdownarrows	⇊	⇊	⇊	"DOWNWARDS PAIRED ARROWS"
leftrightharpoons	⇋	⇋	⇋	"LEFTWARDS HARPOON OVER RIGHTWARDS HARPOON"
lrhar	⇋	⇋	⇋	"LEFTWARDS HARPOON OVER RIGHTWARDS HARPOON"
ReverseEquilibrium	⇋	⇋	⇋	"LEFTWARDS HARPOON OVER RIGHTWARDS HARPOON"
Equilibrium	⇌	⇌	⇌	"RIGHTWARDS HARPOON OVER LEFTWARDS HARPOON"
rightleftharpoons	⇌	⇌	⇌	"RIGHTWARDS HARPOON OVER LEFTWARDS HARPOON"
rlhar	⇌	⇌	⇌	"RIGHTWARDS HARPOON OVER LEFTWARDS HARPOON"
nlArr	⇍	⇍	⇍	"LEFTWARDS DOUBLE ARROW WITH STROKE"
nLeftarrow	⇍	⇍	⇍	"LEFTWARDS DOUBLE ARROW WITH STROKE"
nhArr	⇎	⇎	⇎	"LEFT RIGHT DOUBLE ARROW WITH STROKE"
nLeftrightarrow	⇎	⇎	⇎	"LEFT RIGHT DOUBLE ARROW WITH STROKE"
nrArr	⇏	⇏	⇏	"RIGHTWARDS DOUBLE ARROW WITH STROKE"
nRightarrow	⇏	⇏	⇏	"RIGHTWARDS DOUBLE ARROW WITH STROKE"
DoubleLeftArrow	⇐	⇐	⇐	"LEFTWARDS DOUBLE ARROW"
lArr	⇐	⇐	⇐	"LEFTWARDS DOUBLE ARROW"
Leftarrow	⇐	⇐	⇐	"LEFTWARDS DOUBLE ARROW"
DoubleUpArrow	⇑	⇑	⇑	"UPWARDS DOUBLE ARROW"
uArr	⇑	⇑	⇑	"UPWARDS DOUBLE ARROW"
Uparrow	⇑	⇑	⇑	"UPWARDS DOUBLE ARROW"
DoubleRightArrow	⇒	⇒	⇒	"RIGHTWARDS DOUBLE ARROW"
Implies	⇒	⇒	⇒	"RIGHTWARDS DOUBLE ARROW"
rArr	⇒	⇒	⇒	"RIGHTWARDS DOUBLE ARROW"
Rightarrow	⇒	⇒	⇒	"RIGHTWARDS DOUBLE ARROW"
dArr	⇓	⇓	⇓	"DOWNWARDS DOUBLE ARROW"
DoubleDownArrow	⇓	⇓	⇓	"DOWNWARDS DOUBLE ARROW"
Downarrow	⇓	⇓	⇓	"DOWNWARDS DOUBLE ARROW"
DoubleLeftRightArrow	⇔	⇔	⇔	"LEFT RIGHT DOUBLE ARROW"
hArr	⇔	⇔	⇔	"LEFT RIGHT DOUBLE ARROW"
iff	⇔	⇔	⇔	"LEFT RIGHT DOUBLE ARROW"
Leftrightarrow	⇔	⇔	⇔	"LEFT RIGHT DOUBLE ARROW"
DoubleUpDownArrow	⇕	⇕	⇕	"UP DOWN DOUBLE ARROW"
Updownarrow	⇕	⇕	⇕	"UP DOWN DOUBLE ARROW"
vArr	⇕	⇕	⇕	"UP DOWN DOUBLE ARROW"
nwArr	⇖	⇖	⇖	"NORTH WEST DOUBLE ARROW"
neArr	⇗	⇗	⇗	"NORTH EAST DOUBLE ARROW"
seArr	⇘	⇘	⇘	"SOUTH EAST DOUBLE ARROW"
swArr	⇙	⇙	⇙	"SOUTH WEST DOUBLE ARROW"
lAarr	⇚	⇚	⇚	"LEFTWARDS TRIPLE ARROW"
Lleftarrow	⇚	⇚	⇚	"LEFTWARDS TRIPLE ARROW"
rAarr	⇛	⇛	⇛	"RIGHTWARDS TRIPLE ARROW"
Rrightarrow	⇛	⇛	⇛	"RIGHTWARDS TRIPLE ARROW"
zigrarr	⇝	⇝	⇝	"RIGHTWARDS SQUIGGLE ARROW"
larrb	⇤	⇤	⇤	"LEFTWARDS ARROW TO BAR"
LeftArrowBar	⇤	⇤	⇤	"LEFTWARDS ARROW TO BAR"
rarrb	⇥	⇥	⇥	"RIGHTWARDS ARROW TO BAR"
RightArrowBar	⇥	⇥	⇥	"RIGHTWARDS ARROW TO BAR"
DownArrowUpArrow	⇵	⇵	⇵	"DOWNWARDS ARROW LEFTWARDS OF UPWARDS ARROW"
duarr	⇵	⇵	⇵	"DOWNWARDS ARROW LEFTWARDS OF UPWARDS ARROW"
loarr	⇽	⇽	⇽	"LEFTWARDS OPEN-HEADED ARROW"
roarr	⇾	⇾	⇾	"RIGHTWARDS OPEN-HEADED ARROW"
hoarr	⇿	⇿	⇿	"LEFT RIGHT OPEN-HEADED ARROW"
forall	∀	∀	∀	"FOR ALL"
ForAll	∀	∀	∀	"FOR ALL"
comp	∁	∁	∁	"COMPLEMENT"
complement	∁	∁	∁	"COMPLEMENT"
part	∂	∂	∂	"PARTIAL DIFFERENTIAL"
PartialD	∂	∂	∂	"PARTIAL DIFFERENTIAL"
npart	∂̸	∂̸	∂̸	"PARTIAL DIFFERENTIAL with slash"
exist	∃	∃	∃	"THERE EXISTS"
Exists	∃	∃	∃	"THERE EXISTS"
nexist	∄	∄	∄	"THERE DOES NOT EXIST"
nexists	∄	∄	∄	"THERE DOES NOT EXIST"
NotExists	∄	∄	∄	"THERE DOES NOT EXIST"
empty	∅	∅	∅	"EMPTY SET"
emptyset	∅	∅	∅	"EMPTY SET"
emptyv	∅	∅	∅	"EMPTY SET"
varnothing	∅	∅	∅	"EMPTY SET"
Del	∇	∇	∇	"NABLA"
nabla	∇	∇	∇	"NABLA"
Element	∈	∈	∈	"ELEMENT OF"
in	∈	∈	∈	"ELEMENT OF"
isin	∈	∈	∈	"ELEMENT OF"
isinv	∈	∈	∈	"ELEMENT OF"
NotElement	∉	∉	∉	"NOT AN ELEMENT OF"
notin	∉	∉	∉	"NOT AN ELEMENT OF"
notinva	∉	∉	∉	"NOT AN ELEMENT OF"
ni	∋	∋	∋	"CONTAINS AS MEMBER"
niv	∋	∋	∋	"CONTAINS AS MEMBER"
ReverseElement	∋	∋	∋	"CONTAINS AS MEMBER"
SuchThat	∋	∋	∋	"CONTAINS AS MEMBER"
notni	∌	∌	∌	"DOES NOT CONTAIN AS MEMBER"
notniva	∌	∌	∌	"DOES NOT CONTAIN AS MEMBER"
NotReverseElement	∌	∌	∌	"DOES NOT CONTAIN AS MEMBER"
prod	∏	∏	∏	"N-ARY PRODUCT"
Product	∏	∏	∏	"N-ARY PRODUCT"
coprod	∐	∐	∐	"N-ARY COPRODUCT"
Coproduct	∐	∐	∐	"N-ARY COPRODUCT"
sum	∑	∑	∑	"N-ARY SUMMATION"
Sum	∑	∑	∑	"N-ARY SUMMATION"
minus	−	−	−	"MINUS SIGN"
MinusPlus	∓	∓	∓	"MINUS-OR-PLUS SIGN"
mnplus	∓	∓	∓	"MINUS-OR-PLUS SIGN"
mp	∓	∓	∓	"MINUS-OR-PLUS SIGN"
dotplus	∔	∔	∔	"DOT PLUS"
plusdo	∔	∔	∔	"DOT PLUS"
Backslash	∖	∖	∖	"SET MINUS"
setminus	∖	∖	∖	"SET MINUS"
setmn	∖	∖	∖	"SET MINUS"
smallsetminus	∖	∖	∖	"SET MINUS"
ssetmn	∖	∖	∖	"SET MINUS"
lowast	∗	∗	∗	"ASTERISK OPERATOR"
compfn	∘	∘	∘	"RING OPERATOR"
SmallCircle	∘	∘	∘	"RING OPERATOR"
radic	√	√	√	"SQUARE ROOT"
Sqrt	√	√	√	"SQUARE ROOT"
prop	∝	∝	∝	"PROPORTIONAL TO"
Proportional	∝	∝	∝	"PROPORTIONAL TO"
propto	∝	∝	∝	"PROPORTIONAL TO"
varpropto	∝	∝	∝	"PROPORTIONAL TO"
vprop	∝	∝	∝	"PROPORTIONAL TO"
infin	∞	∞	∞	"INFINITY"
angrt	∟	∟	∟	"RIGHT ANGLE"
ang	∠	∠	∠	"ANGLE"
angle	∠	∠	∠	"ANGLE"
nang	∠⃒	∠⃒	∠⃒	"ANGLE with vertical line"
angmsd	∡	∡	∡	"MEASURED ANGLE"
measuredangle	∡	∡	∡	"MEASURED ANGLE"
angsph	∢	∢	∢	"SPHERICAL ANGLE"
mid	∣	∣	∣	"DIVIDES"
shortmid	∣	∣	∣	"DIVIDES"
smid	∣	∣	∣	"DIVIDES"
VerticalBar	∣	∣	∣	"DIVIDES"
nmid	∤	∤	∤	"DOES NOT DIVIDE"
NotVerticalBar	∤	∤	∤	"DOES NOT DIVIDE"
nshortmid	∤	∤	∤	"DOES NOT DIVIDE"
nsmid	∤	∤	∤	"DOES NOT DIVIDE"
DoubleVerticalBar	∥	∥	∥	"PARALLEL TO"
par	∥	∥	∥	"PARALLEL TO"
parallel	∥	∥	∥	"PARALLEL TO"
shortparallel	∥	∥	∥	"PARALLEL TO"
spar	∥	∥	∥	"PARALLEL TO"
NotDoubleVerticalBar	∦	∦	∦	"NOT PARALLEL TO"
npar	∦	∦	∦	"NOT PARALLEL TO"
nparallel	∦	∦	∦	"NOT PARALLEL TO"
nshortparallel	∦	∦	∦	"NOT PARALLEL TO"
nspar	∦	∦	∦	"NOT PARALLEL TO"
and	∧	∧	∧	"LOGICAL AND"
wedge	∧	∧	∧	"LOGICAL AND"
or	∨	∨	∨	"LOGICAL OR"
vee	∨	∨	∨	"LOGICAL OR"
cap	∩	∩	∩	"INTERSECTION"
caps	∩︀	∩︀	∩︀	"INTERSECTION with serifs"
cup	∪	∪	∪	"UNION"
cups	∪︀	∪︀	∪︀	"UNION with serifs"
int	∫	∫	∫	"INTEGRAL"
Integral	∫	∫	∫	"INTEGRAL"
Int	∬	∬	∬	"DOUBLE INTEGRAL"
iiint	∭	∭	∭	"TRIPLE INTEGRAL"
tint	∭	∭	∭	"TRIPLE INTEGRAL"
conint	∮	∮	∮	"CONTOUR INTEGRAL"
ContourIntegral	∮	∮	∮	"CONTOUR INTEGRAL"
oint	∮	∮	∮	"CONTOUR INTEGRAL"
Conint	∯	∯	∯	"SURFACE INTEGRAL"
DoubleContourIntegral	∯	∯	∯	"SURFACE INTEGRAL"
Cconint	∰	∰	∰	"VOLUME INTEGRAL"
cwint	∱	∱	∱	"CLOCKWISE INTEGRAL"
ClockwiseContourIntegral	∲	∲	∲	"CLOCKWISE CONTOUR INTEGRAL"
cwconint	∲	∲	∲	"CLOCKWISE CONTOUR INTEGRAL"
awconint	∳	∳	∳	"ANTICLOCKWISE CONTOUR INTEGRAL"
CounterClockwiseContourIntegral	∳	∳	∳	"ANTICLOCKWISE CONTOUR INTEGRAL"
there4	∴	∴	∴	"THEREFORE"
therefore	∴	∴	∴	"THEREFORE"
Therefore	∴	∴	∴	"THEREFORE"
becaus	∵	∵	∵	"BECAUSE"
because	∵	∵	∵	"BECAUSE"
Because	∵	∵	∵	"BECAUSE"
ratio	∶	∶	∶	"RATIO"
Colon	∷	∷	∷	"PROPORTION"
Proportion	∷	∷	∷	"PROPORTION"
dotminus	∸	∸	∸	"DOT MINUS"
minusd	∸	∸	∸	"DOT MINUS"
mDDot	∺	∺	∺	"GEOMETRIC PROPORTION"
homtht	∻	∻	∻	"HOMOTHETIC"
sim	∼	∼	∼	"TILDE OPERATOR"
thicksim	∼	∼	∼	"TILDE OPERATOR"
thksim	∼	∼	∼	"TILDE OPERATOR"
Tilde	∼	∼	∼	"TILDE OPERATOR"
nvsim	∼⃒	∼⃒	∼⃒	"TILDE OPERATOR with vertical line"
backsim	∽	∽	∽	"REVERSED TILDE"
bsim	∽	∽	∽	"REVERSED TILDE"
race	∽̱	∽̱	∽̱	"REVERSED TILDE with underline"
ac	∾	∾	∾	"INVERTED LAZY S"
mstpos	∾	∾	∾	"INVERTED LAZY S"
acE	∾̳	∾̳	∾̳	"INVERTED LAZY S with double underline"
acd	∿	∿	∿	"SINE WAVE"
VerticalTilde	≀	≀	≀	"WREATH PRODUCT"
wr	≀	≀	≀	"WREATH PRODUCT"
wreath	≀	≀	≀	"WREATH PRODUCT"
NotTilde	≁	≁	≁	"NOT TILDE"
nsim	≁	≁	≁	"NOT TILDE"
eqsim	≂	≂	≂	"MINUS TILDE"
EqualTilde	≂	≂	≂	"MINUS TILDE"
esim	≂	≂	≂	"MINUS TILDE"
nesim	≂̸	≂̸	≂̸	"MINUS TILDE with slash"
NotEqualTilde	≂̸	≂̸	≂̸	"MINUS TILDE with slash"
sime	≃	≃	≃	"ASYMPTOTICALLY EQUAL TO"
simeq	≃	≃	≃	"ASYMPTOTICALLY EQUAL TO"
TildeEqual	≃	≃	≃	"ASYMPTOTICALLY EQUAL TO"
NotTildeEqual	≄	≄	≄	"NOT ASYMPTOTICALLY EQUAL TO"
nsime	≄	≄	≄	"NOT ASYMPTOTICALLY EQUAL TO"
nsimeq	≄	≄	≄	"NOT ASYMPTOTICALLY EQUAL TO"
cong	≅	≅	≅	"APPROXIMATELY EQUAL TO"
TildeFullEqual	≅	≅	≅	"APPROXIMATELY EQUAL TO"
simne	≆	≆	≆	"APPROXIMATELY BUT NOT ACTUALLY EQUAL TO"
ncong	≇	≇	≇	"NEITHER APPROXIMATELY NOR ACTUALLY EQUAL TO"
NotTildeFullEqual	≇	≇	≇	"NEITHER APPROXIMATELY NOR ACTUALLY EQUAL TO"
ap	≈	≈	≈	"ALMOST EQUAL TO"
approx	≈	≈	≈	"ALMOST EQUAL TO"
asymp	≈	≈	≈	"ALMOST EQUAL TO"
thickapprox	≈	≈	≈	"ALMOST EQUAL TO"
thkap	≈	≈	≈	"ALMOST EQUAL TO"
TildeTilde	≈	≈	≈	"ALMOST EQUAL TO"
nap	≉	≉	≉	"NOT ALMOST EQUAL TO"
napprox	≉	≉	≉	"NOT ALMOST EQUAL TO"
NotTildeTilde	≉	≉	≉	"NOT ALMOST EQUAL TO"
ape	≊	≊	≊	"ALMOST EQUAL OR EQUAL TO"
approxeq	≊	≊	≊	"ALMOST EQUAL OR EQUAL TO"
apid	≋	≋	≋	"TRIPLE TILDE"
napid	≋̸	≋̸	≋̸	"TRIPLE TILDE with slash"
backcong	≌	≌	≌	"ALL EQUAL TO"
bcong	≌	≌	≌	"ALL EQUAL TO"
asympeq	≍	≍	≍	"EQUIVALENT TO"
CupCap	≍	≍	≍	"EQUIVALENT TO"
nvap	≍⃒	≍⃒	≍⃒	"EQUIVALENT TO with vertical line"
bump	≎	≎	≎	"GEOMETRICALLY EQUIVALENT TO"
Bumpeq	≎	≎	≎	"GEOMETRICALLY EQUIVALENT TO"
HumpDownHump	≎	≎	≎	"GEOMETRICALLY EQUIVALENT TO"
nbump	≎̸	≎̸	≎̸	"GEOMETRICALLY EQUIVALENT TO with slash"
NotHumpDownHump	≎̸	≎̸	≎̸	"GEOMETRICALLY EQUIVALENT TO with slash"
bumpe	≏	≏	≏	"DIFFERENCE BETWEEN"
bumpeq	≏	≏	≏	"DIFFERENCE BETWEEN"
HumpEqual	≏	≏	≏	"DIFFERENCE BETWEEN"
nbumpe	≏̸	≏̸	≏̸	"DIFFERENCE BETWEEN with slash"
NotHumpEqual	≏̸	≏̸	≏̸	"DIFFERENCE BETWEEN with slash"
doteq	≐	≐	≐	"APPROACHES THE LIMIT"
DotEqual	≐	≐	≐	"APPROACHES THE LIMIT"
esdot	≐	≐	≐	"APPROACHES THE LIMIT"
nedot	≐̸	≐̸	≐̸	"APPROACHES THE LIMIT with slash"
doteqdot	≑	≑	≑	"GEOMETRICALLY EQUAL TO"
eDot	≑	≑	≑	"GEOMETRICALLY EQUAL TO"
efDot	≒	≒	≒	"APPROXIMATELY EQUAL TO OR THE IMAGE OF"
fallingdotseq	≒	≒	≒	"APPROXIMATELY EQUAL TO OR THE IMAGE OF"
erDot	≓	≓	≓	"IMAGE OF OR APPROXIMATELY EQUAL TO"
risingdotseq	≓	≓	≓	"IMAGE OF OR APPROXIMATELY EQUAL TO"
Assign	≔	≔	≔	"COLON EQUALS"
colone	≔	≔	≔	"COLON EQUALS"
coloneq	≔	≔	≔	"COLON EQUALS"
ecolon	≕	≕	≕	"EQUALS COLON"
eqcolon	≕	≕	≕	"EQUALS COLON"
ecir	≖	≖	≖	"RING IN EQUAL TO"
eqcirc	≖	≖	≖	"RING IN EQUAL TO"
circeq	≗	≗	≗	"RING EQUAL TO"
cire	≗	≗	≗	"RING EQUAL TO"
wedgeq	≙	≙	≙	"ESTIMATES"
veeeq	≚	≚	≚	"EQUIANGULAR TO"
triangleq	≜	≜	≜	"DELTA EQUAL TO"
trie	≜	≜	≜	"DELTA EQUAL TO"
equest	≟	≟	≟	"QUESTIONED EQUAL TO"
questeq	≟	≟	≟	"QUESTIONED EQUAL TO"
ne	≠	≠	≠	"NOT EQUAL TO"
NotEqual	≠	≠	≠	"NOT EQUAL TO"
Congruent	≡	≡	≡	"IDENTICAL TO"
equiv	≡	≡	≡	"IDENTICAL TO"
bnequiv	≡⃥	≡⃥	≡⃥	"IDENTICAL TO with reverse slash"
nequiv	≢	≢	≢	"NOT IDENTICAL TO"
NotCongruent	≢	≢	≢	"NOT IDENTICAL TO"
le	≤	≤	≤	"LESS-THAN OR EQUAL TO"
leq	≤	≤	≤	"LESS-THAN OR EQUAL TO"
nvle	≤⃒	≤⃒	≤⃒	"LESS-THAN OR EQUAL TO with vertical line"
ge	≥	≥	≥	"GREATER-THAN OR EQUAL TO"
geq	≥	≥	≥	"GREATER-THAN OR EQUAL TO"
GreaterEqual	≥	≥	≥	"GREATER-THAN OR EQUAL TO"
nvge	≥⃒	≥⃒	≥⃒	"GREATER-THAN OR EQUAL TO with vertical line"
lE	≦	≦	≦	"LESS-THAN OVER EQUAL TO"
leqq	≦	≦	≦	"LESS-THAN OVER EQUAL TO"
LessFullEqual	≦	≦	≦	"LESS-THAN OVER EQUAL TO"
nlE	≦̸	≦̸	≦̸	"LESS-THAN OVER EQUAL TO with slash"
nleqq	≦̸	≦̸	≦̸	"LESS-THAN OVER EQUAL TO with slash"
gE	≧	≧	≧	"GREATER-THAN OVER EQUAL TO"
geqq	≧	≧	≧	"GREATER-THAN OVER EQUAL TO"
GreaterFullEqual	≧	≧	≧	"GREATER-THAN OVER EQUAL TO"
ngE	≧̸	≧̸	≧̸	"GREATER-THAN OVER EQUAL TO with slash"
ngeqq	≧̸	≧̸	≧̸	"GREATER-THAN OVER EQUAL TO with slash"
NotGreaterFullEqual	≧̸	≧̸	≧̸	"GREATER-THAN OVER EQUAL TO with slash"
lnE	≨	≨	≨	"LESS-THAN BUT NOT EQUAL TO"
lneqq	≨	≨	≨	"LESS-THAN BUT NOT EQUAL TO"
lvertneqq	≨︀	≨︀	≨︀	"LESS-THAN BUT NOT EQUAL TO - with vertical stroke"
lvnE	≨︀	≨︀	≨︀	"LESS-THAN BUT NOT EQUAL TO - with vertical stroke"
gnE	≩	≩	≩	"GREATER-THAN BUT NOT EQUAL TO"
gneqq	≩	≩	≩	"GREATER-THAN BUT NOT EQUAL TO"
gvertneqq	≩︀	≩︀	≩︀	"GREATER-THAN BUT NOT EQUAL TO - with vertical stroke"
gvnE	≩︀	≩︀	≩︀	"GREATER-THAN BUT NOT EQUAL TO - with vertical stroke"
ll	≪	≪	≪	"MUCH LESS-THAN"
Lt	≪	≪	≪	"MUCH LESS-THAN"
NestedLessLess	≪	≪	≪	"MUCH LESS-THAN"
nLtv	≪̸	≪̸	≪̸	"MUCH LESS THAN with slash"
NotLessLess	≪̸	≪̸	≪̸	"MUCH LESS THAN with slash"
nLt	≪⃒	≪⃒	≪⃒	"MUCH LESS THAN with vertical line"
gg	≫	≫	≫	"MUCH GREATER-THAN"
Gt	≫	≫	≫	"MUCH GREATER-THAN"
NestedGreaterGreater	≫	≫	≫	"MUCH GREATER-THAN"
nGtv	≫̸	≫̸	≫̸	"MUCH GREATER THAN with slash"
NotGreaterGreater	≫̸	≫̸	≫̸	"MUCH GREATER THAN with slash"
nGt	≫⃒	≫⃒	≫⃒	"MUCH GREATER THAN with vertical line"
between	≬	≬	≬	"BETWEEN"
twixt	≬	≬	≬	"BETWEEN"
NotCupCap	≭	≭	≭	"NOT EQUIVALENT TO"
nless	≮	≮	≮	"NOT LESS-THAN"
nlt	≮	≮	≮	"NOT LESS-THAN"
NotLess	≮	≮	≮	"NOT LESS-THAN"
ngt	≯	≯	≯	"NOT GREATER-THAN"
ngtr	≯	≯	≯	"NOT GREATER-THAN"
NotGreater	≯	≯	≯	"NOT GREATER-THAN"
nle	≰	≰	≰	"NEITHER LESS-THAN NOR EQUAL TO"
nleq	≰	≰	≰	"NEITHER LESS-THAN NOR EQUAL TO"
NotLessEqual	≰	≰	≰	"NEITHER LESS-THAN NOR EQUAL TO"
nge	≱	≱	≱	"NEITHER GREATER-THAN NOR EQUAL TO"
ngeq	≱	≱	≱	"NEITHER GREATER-THAN NOR EQUAL TO"
NotGreaterEqual	≱	≱	≱	"NEITHER GREATER-THAN NOR EQUAL TO"
lesssim	≲	≲	≲	"LESS-THAN OR EQUIVALENT TO"
LessTilde	≲	≲	≲	"LESS-THAN OR EQUIVALENT TO"
lsim	≲	≲	≲	"LESS-THAN OR EQUIVALENT TO"
GreaterTilde	≳	≳	≳	"GREATER-THAN OR EQUIVALENT TO"
gsim	≳	≳	≳	"GREATER-THAN OR EQUIVALENT TO"
gtrsim	≳	≳	≳	"GREATER-THAN OR EQUIVALENT TO"
nlsim	≴	≴	≴	"NEITHER LESS-THAN NOR EQUIVALENT TO"
NotLessTilde	≴	≴	≴	"NEITHER LESS-THAN NOR EQUIVALENT TO"
ngsim	≵	≵	≵	"NEITHER GREATER-THAN NOR EQUIVALENT TO"
NotGreaterTilde	≵	≵	≵	"NEITHER GREATER-THAN NOR EQUIVALENT TO"
LessGreater	≶	≶	≶	"LESS-THAN OR GREATER-THAN"
lessgtr	≶	≶	≶	"LESS-THAN OR GREATER-THAN"
lg	≶	≶	≶	"LESS-THAN OR GREATER-THAN"
gl	≷	≷	≷	"GREATER-THAN OR LESS-THAN"
GreaterLess	≷	≷	≷	"GREATER-THAN OR LESS-THAN"
gtrless	≷	≷	≷	"GREATER-THAN OR LESS-THAN"
NotLessGreater	≸	≸	≸	"NEITHER LESS-THAN NOR GREATER-THAN"
ntlg	≸	≸	≸	"NEITHER LESS-THAN NOR GREATER-THAN"
NotGreaterLess	≹	≹	≹	"NEITHER GREATER-THAN NOR LESS-THAN"
ntgl	≹	≹	≹	"NEITHER GREATER-THAN NOR LESS-THAN"
pr	≺	≺	≺	"PRECEDES"
prec	≺	≺	≺	"PRECEDES"
Precedes	≺	≺	≺	"PRECEDES"
sc	≻	≻	≻	"SUCCEEDS"
succ	≻	≻	≻	"SUCCEEDS"
Succeeds	≻	≻	≻	"SUCCEEDS"
prcue	≼	≼	≼	"PRECEDES OR EQUAL TO"
preccurlyeq	≼	≼	≼	"PRECEDES OR EQUAL TO"
PrecedesSlantEqual	≼	≼	≼	"PRECEDES OR EQUAL TO"
sccue	≽	≽	≽	"SUCCEEDS OR EQUAL TO"
succcurlyeq	≽	≽	≽	"SUCCEEDS OR EQUAL TO"
SucceedsSlantEqual	≽	≽	≽	"SUCCEEDS OR EQUAL TO"
PrecedesTilde	≾	≾	≾	"PRECEDES OR EQUIVALENT TO"
precsim	≾	≾	≾	"PRECEDES OR EQUIVALENT TO"
prsim	≾	≾	≾	"PRECEDES OR EQUIVALENT TO"
scsim	≿	≿	≿	"SUCCEEDS OR EQUIVALENT TO"
SucceedsTilde	≿	≿	≿	"SUCCEEDS OR EQUIVALENT TO"
succsim	≿	≿	≿	"SUCCEEDS OR EQUIVALENT TO"
NotSucceedsTilde	≿̸	≿̸	≿̸	"SUCCEEDS OR EQUIVALENT TO with slash"
NotPrecedes	⊀	⊀	⊀	"DOES NOT PRECEDE"
npr	⊀	⊀	⊀	"DOES NOT PRECEDE"
nprec	⊀	⊀	⊀	"DOES NOT PRECEDE"
NotSucceeds	⊁	⊁	⊁	"DOES NOT SUCCEED"
nsc	⊁	⊁	⊁	"DOES NOT SUCCEED"
nsucc	⊁	⊁	⊁	"DOES NOT SUCCEED"
sub	⊂	⊂	⊂	"SUBSET OF"
subset	⊂	⊂	⊂	"SUBSET OF"
NotSubset	⊂⃒	⊂⃒	⊂⃒	"SUBSET OF with vertical line"
nsubset	⊂⃒	⊂⃒	⊂⃒	"SUBSET OF with vertical line"
vnsub	⊂⃒	⊂⃒	⊂⃒	"SUBSET OF with vertical line"
sup	⊃	⊃	⊃	"SUPERSET OF"
Superset	⊃	⊃	⊃	"SUPERSET OF"
supset	⊃	⊃	⊃	"SUPERSET OF"
NotSuperset	⊃⃒	⊃⃒	⊃⃒	"SUPERSET OF with vertical line"
nsupset	⊃⃒	⊃⃒	⊃⃒	"SUPERSET OF with vertical line"
vnsup	⊃⃒	⊃⃒	⊃⃒	"SUPERSET OF with vertical line"
nsub	⊄	⊄	⊄	"NOT A SUBSET OF"
nsup	⊅	⊅	⊅	"NOT A SUPERSET OF"
sube	⊆	⊆	⊆	"SUBSET OF OR EQUAL TO"
subseteq	⊆	⊆	⊆	"SUBSET OF OR EQUAL TO"
SubsetEqual	⊆	⊆	⊆	"SUBSET OF OR EQUAL TO"
supe	⊇	⊇	⊇	"SUPERSET OF OR EQUAL TO"
SupersetEqual	⊇	⊇	⊇	"SUPERSET OF OR EQUAL TO"
supseteq	⊇	⊇	⊇	"SUPERSET OF OR EQUAL TO"
NotSubsetEqual	⊈	⊈	⊈	"NEITHER A SUBSET OF NOR EQUAL TO"
nsube	⊈	⊈	⊈	"NEITHER A SUBSET OF NOR EQUAL TO"
nsubseteq	⊈	⊈	⊈	"NEITHER A SUBSET OF NOR EQUAL TO"
NotSupersetEqual	⊉	⊉	⊉	"NEITHER A SUPERSET OF NOR EQUAL TO"
nsupe	⊉	⊉	⊉	"NEITHER A SUPERSET OF NOR EQUAL TO"
nsupseteq	⊉	⊉	⊉	"NEITHER A SUPERSET OF NOR EQUAL TO"
subne	⊊	⊊	⊊	"SUBSET OF WITH NOT EQUAL TO"
subsetneq	⊊	⊊	⊊	"SUBSET OF WITH NOT EQUAL TO"
varsubsetneq	⊊︀	⊊︀	⊊︀	"SUBSET OF WITH NOT EQUAL TO - variant with stroke through bottom members"
vsubne	⊊︀	⊊︀	⊊︀	"SUBSET OF WITH NOT EQUAL TO - variant with stroke through bottom members"
supne	⊋	⊋	⊋	"SUPERSET OF WITH NOT EQUAL TO"
supsetneq	⊋	⊋	⊋	"SUPERSET OF WITH NOT EQUAL TO"
varsupsetneq	⊋︀	⊋︀	⊋︀	"SUPERSET OF WITH NOT EQUAL TO - variant with stroke through bottom members"
vsupne	⊋︀	⊋︀	⊋︀	"SUPERSET OF WITH NOT EQUAL TO - variant with stroke through bottom members"
cupdot	⊍	⊍	⊍	"MULTISET MULTIPLICATION"
UnionPlus	⊎	⊎	⊎	"MULTISET UNION"
uplus	⊎	⊎	⊎	"MULTISET UNION"
sqsub	⊏	⊏	⊏	"SQUARE IMAGE OF"
sqsubset	⊏	⊏	⊏	"SQUARE IMAGE OF"
SquareSubset	⊏	⊏	⊏	"SQUARE IMAGE OF"
NotSquareSubset	⊏̸	⊏̸	⊏̸	"SQUARE IMAGE OF with slash"
sqsup	⊐	⊐	⊐	"SQUARE ORIGINAL OF"
sqsupset	⊐	⊐	⊐	"SQUARE ORIGINAL OF"
SquareSuperset	⊐	⊐	⊐	"SQUARE ORIGINAL OF"
NotSquareSuperset	⊐̸	⊐̸	⊐̸	"SQUARE ORIGINAL OF with slash"
sqsube	⊑	⊑	⊑	"SQUARE IMAGE OF OR EQUAL TO"
sqsubseteq	⊑	⊑	⊑	"SQUARE IMAGE OF OR EQUAL TO"
SquareSubsetEqual	⊑	⊑	⊑	"SQUARE IMAGE OF OR EQUAL TO"
sqsupe	⊒	⊒	⊒	"SQUARE ORIGINAL OF OR EQUAL TO"
sqsupseteq	⊒	⊒	⊒	"SQUARE ORIGINAL OF OR EQUAL TO"
SquareSupersetEqual	⊒	⊒	⊒	"SQUARE ORIGINAL OF OR EQUAL TO"
sqcap	⊓	⊓	⊓	"SQUARE CAP"
SquareIntersection	⊓	⊓	⊓	"SQUARE CAP"
sqcaps	⊓︀	⊓︀	⊓︀	"SQUARE CAP with serifs"
sqcup	⊔	⊔	⊔	"SQUARE CUP"
SquareUnion	⊔	⊔	⊔	"SQUARE CUP"
sqcups	⊔︀	⊔︀	⊔︀	"SQUARE CUP with serifs"
CirclePlus	⊕	⊕	⊕	"CIRCLED PLUS"
oplus	⊕	⊕	⊕	"CIRCLED PLUS"
CircleMinus	⊖	⊖	⊖	"CIRCLED MINUS"
ominus	⊖	⊖	⊖	"CIRCLED MINUS"
CircleTimes	⊗	⊗	⊗	"CIRCLED TIMES"
otimes	⊗	⊗	⊗	"CIRCLED TIMES"
osol	⊘	⊘	⊘	"CIRCLED DIVISION SLASH"
CircleDot	⊙	⊙	⊙	"CIRCLED DOT OPERATOR"
odot	⊙	⊙	⊙	"CIRCLED DOT OPERATOR"
circledcirc	⊚	⊚	⊚	"CIRCLED RING OPERATOR"
ocir	⊚	⊚	⊚	"CIRCLED RING OPERATOR"
circledast	⊛	⊛	⊛	"CIRCLED ASTERISK OPERATOR"
oast	⊛	⊛	⊛	"CIRCLED ASTERISK OPERATOR"
circleddash	⊝	⊝	⊝	"CIRCLED DASH"
odash	⊝	⊝	⊝	"CIRCLED DASH"
boxplus	⊞	⊞	⊞	"SQUARED PLUS"
plusb	⊞	⊞	⊞	"SQUARED PLUS"
boxminus	⊟	⊟	⊟	"SQUARED MINUS"
minusb	⊟	⊟	⊟	"SQUARED MINUS"
boxtimes	⊠	⊠	⊠	"SQUARED TIMES"
timesb	⊠	⊠	⊠	"SQUARED TIMES"
dotsquare	⊡	⊡	⊡	"SQUARED DOT OPERATOR"
sdotb	⊡	⊡	⊡	"SQUARED DOT OPERATOR"
RightTee	⊢	⊢	⊢	"RIGHT TACK"
vdash	⊢	⊢	⊢	"RIGHT TACK"
dashv	⊣	⊣	⊣	"LEFT TACK"
LeftTee	⊣	⊣	⊣	"LEFT TACK"
DownTee	⊤	⊤	⊤	"DOWN TACK"
top	⊤	⊤	⊤	"DOWN TACK"
bot	⊥	⊥	⊥	"UP TACK"
bottom	⊥	⊥	⊥	"UP TACK"
perp	⊥	⊥	⊥	"UP TACK"
UpTee	⊥	⊥	⊥	"UP TACK"
models	⊧	⊧	⊧	"MODELS"
DoubleRightTee	⊨	⊨	⊨	"TRUE"
vDash	⊨	⊨	⊨	"TRUE"
Vdash	⊩	⊩	⊩	"FORCES"
Vvdash	⊪	⊪	⊪	"TRIPLE VERTICAL BAR RIGHT TURNSTILE"
VDash	⊫	⊫	⊫	"DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE"
nvdash	⊬	⊬	⊬	"DOES NOT PROVE"
nvDash	⊭	⊭	⊭	"NOT TRUE"
nVdash	⊮	⊮	⊮	"DOES NOT FORCE"
nVDash	⊯	⊯	⊯	"NEGATED DOUBLE VERTICAL BAR DOUBLE RIGHT TURNSTILE"
prurel	⊰	⊰	⊰	"PRECEDES UNDER RELATION"
LeftTriangle	⊲	⊲	⊲	"NORMAL SUBGROUP OF"
vartriangleleft	⊲	⊲	⊲	"NORMAL SUBGROUP OF"
vltri	⊲	⊲	⊲	"NORMAL SUBGROUP OF"
RightTriangle	⊳	⊳	⊳	"CONTAINS AS NORMAL SUBGROUP"
vartriangleright	⊳	⊳	⊳	"CONTAINS AS NORMAL SUBGROUP"
vrtri	⊳	⊳	⊳	"CONTAINS AS NORMAL SUBGROUP"
LeftTriangleEqual	⊴	⊴	⊴	"NORMAL SUBGROUP OF OR EQUAL TO"
ltrie	⊴	⊴	⊴	"NORMAL SUBGROUP OF OR EQUAL TO"
trianglelefteq	⊴	⊴	⊴	"NORMAL SUBGROUP OF OR EQUAL TO"
nvltrie	⊴⃒	⊴⃒	⊴⃒	"NORMAL SUBGROUP OF OR EQUAL TO with vertical line"
RightTriangleEqual	⊵	⊵	⊵	"CONTAINS AS NORMAL SUBGROUP OR EQUAL TO"
rtrie	⊵	⊵	⊵	"CONTAINS AS NORMAL SUBGROUP OR EQUAL TO"
trianglerighteq	⊵	⊵	⊵	"CONTAINS AS NORMAL SUBGROUP OR EQUAL TO"
nvrtrie	⊵⃒	⊵⃒	⊵⃒	"CONTAINS AS NORMAL SUBGROUP OR EQUAL TO with vertical line"
origof	⊶	⊶	⊶	"ORIGINAL OF"
imof	⊷	⊷	⊷	"IMAGE OF"
multimap	⊸	⊸	⊸	"MULTIMAP"
mumap	⊸	⊸	⊸	"MULTIMAP"
hercon	⊹	⊹	⊹	"HERMITIAN CONJUGATE MATRIX"
intcal	⊺	⊺	⊺	"INTERCALATE"
intercal	⊺	⊺	⊺	"INTERCALATE"
veebar	⊻	⊻	⊻	"XOR"
barvee	⊽	⊽	⊽	"NOR"
angrtvb	⊾	⊾	⊾	"RIGHT ANGLE WITH ARC"
lrtri	⊿	⊿	⊿	"RIGHT TRIANGLE"
bigwedge	⋀	⋀	⋀	"N-ARY LOGICAL AND"
Wedge	⋀	⋀	⋀	"N-ARY LOGICAL AND"
xwedge	⋀	⋀	⋀	"N-ARY LOGICAL AND"
bigvee	⋁	⋁	⋁	"N-ARY LOGICAL OR"
Vee	⋁	⋁	⋁	"N-ARY LOGICAL OR"
xvee	⋁	⋁	⋁	"N-ARY LOGICAL OR"
bigcap	⋂	⋂	⋂	"N-ARY INTERSECTION"
Intersection	⋂	⋂	⋂	"N-ARY INTERSECTION"
xcap	⋂	⋂	⋂	"N-ARY INTERSECTION"
bigcup	⋃	⋃	⋃	"N-ARY UNION"
Union	⋃	⋃	⋃	"N-ARY UNION"
xcup	⋃	⋃	⋃	"N-ARY UNION"
diam	⋄	⋄	⋄	"DIAMOND OPERATOR"
diamond	⋄	⋄	⋄	"DIAMOND OPERATOR"
Diamond	⋄	⋄	⋄	"DIAMOND OPERATOR"
sdot	⋅	⋅	⋅	"DOT OPERATOR"
sstarf	⋆	⋆	⋆	"STAR OPERATOR"
Star	⋆	⋆	⋆	"STAR OPERATOR"
divideontimes	⋇	⋇	⋇	"DIVISION TIMES"
divonx	⋇	⋇	⋇	"DIVISION TIMES"
bowtie	⋈	⋈	⋈	"BOWTIE"
ltimes	⋉	⋉	⋉	"LEFT NORMAL FACTOR SEMIDIRECT PRODUCT"
rtimes	⋊	⋊	⋊	"RIGHT NORMAL FACTOR SEMIDIRECT PRODUCT"
leftthreetimes	⋋	⋋	⋋	"LEFT SEMIDIRECT PRODUCT"
lthree	⋋	⋋	⋋	"LEFT SEMIDIRECT PRODUCT"
rightthreetimes	⋌	⋌	⋌	"RIGHT SEMIDIRECT PRODUCT"
rthree	⋌	⋌	⋌	"RIGHT SEMIDIRECT PRODUCT"
backsimeq	⋍	⋍	⋍	"REVERSED TILDE EQUALS"
bsime	⋍	⋍	⋍	"REVERSED TILDE EQUALS"
curlyvee	⋎	⋎	⋎	"CURLY LOGICAL OR"
cuvee	⋎	⋎	⋎	"CURLY LOGICAL OR"
curlywedge	⋏	⋏	⋏	"CURLY LOGICAL AND"
cuwed	⋏	⋏	⋏	"CURLY LOGICAL AND"
Sub	⋐	⋐	⋐	"DOUBLE SUBSET"
Subset	⋐	⋐	⋐	"DOUBLE SUBSET"
Sup	⋑	⋑	⋑	"DOUBLE SUPERSET"
Supset	⋑	⋑	⋑	"DOUBLE SUPERSET"
Cap	⋒	⋒	⋒	"DOUBLE INTERSECTION"
Cup	⋓	⋓	⋓	"DOUBLE UNION"
fork	⋔	⋔	⋔	"PITCHFORK"
pitchfork	⋔	⋔	⋔	"PITCHFORK"
epar	⋕	⋕	⋕	"EQUAL AND PARALLEL TO"
lessdot	⋖	⋖	⋖	"LESS-THAN WITH DOT"
ltdot	⋖	⋖	⋖	"LESS-THAN WITH DOT"
gtdot	⋗	⋗	⋗	"GREATER-THAN WITH DOT"
gtrdot	⋗	⋗	⋗	"GREATER-THAN WITH DOT"
Ll	⋘	⋘	⋘	"VERY MUCH LESS-THAN"
nLl	⋘̸	⋘̸	⋘̸	"VERY MUCH LESS-THAN with slash"
Gg	⋙	⋙	⋙	"VERY MUCH GREATER-THAN"
ggg	⋙	⋙	⋙	"VERY MUCH GREATER-THAN"
nGg	⋙̸	⋙̸	⋙̸	"VERY MUCH GREATER-THAN with slash"
leg	⋚	⋚	⋚	"LESS-THAN EQUAL TO OR GREATER-THAN"
lesseqgtr	⋚	⋚	⋚	"LESS-THAN EQUAL TO OR GREATER-THAN"
LessEqualGreater	⋚	⋚	⋚	"LESS-THAN EQUAL TO OR GREATER-THAN"
lesg	⋚︀	⋚︀	⋚︀	"LESS-THAN slanted EQUAL TO OR GREATER-THAN"
gel	⋛	⋛	⋛	"GREATER-THAN EQUAL TO OR LESS-THAN"
GreaterEqualLess	⋛	⋛	⋛	"GREATER-THAN EQUAL TO OR LESS-THAN"
gtreqless	⋛	⋛	⋛	"GREATER-THAN EQUAL TO OR LESS-THAN"
gesl	⋛︀	⋛︀	⋛︀	"GREATER-THAN slanted EQUAL TO OR LESS-THAN"
cuepr	⋞	⋞	⋞	"EQUAL TO OR PRECEDES"
curlyeqprec	⋞	⋞	⋞	"EQUAL TO OR PRECEDES"
cuesc	⋟	⋟	⋟	"EQUAL TO OR SUCCEEDS"
curlyeqsucc	⋟	⋟	⋟	"EQUAL TO OR SUCCEEDS"
NotPrecedesSlantEqual	⋠	⋠	⋠	"DOES NOT PRECEDE OR EQUAL"
nprcue	⋠	⋠	⋠	"DOES NOT PRECEDE OR EQUAL"
NotSucceedsSlantEqual	⋡	⋡	⋡	"DOES NOT SUCCEED OR EQUAL"
nsccue	⋡	⋡	⋡	"DOES NOT SUCCEED OR EQUAL"
NotSquareSubsetEqual	⋢	⋢	⋢	"NOT SQUARE IMAGE OF OR EQUAL TO"
nsqsube	⋢	⋢	⋢	"NOT SQUARE IMAGE OF OR EQUAL TO"
NotSquareSupersetEqual	⋣	⋣	⋣	"NOT SQUARE ORIGINAL OF OR EQUAL TO"
nsqsupe	⋣	⋣	⋣	"NOT SQUARE ORIGINAL OF OR EQUAL TO"
lnsim	⋦	⋦	⋦	"LESS-THAN BUT NOT EQUIVALENT TO"
gnsim	⋧	⋧	⋧	"GREATER-THAN BUT NOT EQUIVALENT TO"
precnsim	⋨	⋨	⋨	"PRECEDES BUT NOT EQUIVALENT TO"
prnsim	⋨	⋨	⋨	"PRECEDES BUT NOT EQUIVALENT TO"
scnsim	⋩	⋩	⋩	"SUCCEEDS BUT NOT EQUIVALENT TO"
succnsim	⋩	⋩	⋩	"SUCCEEDS BUT NOT EQUIVALENT TO"
nltri	⋪	⋪	⋪	"NOT NORMAL SUBGROUP OF"
NotLeftTriangle	⋪	⋪	⋪	"NOT NORMAL SUBGROUP OF"
ntriangleleft	⋪	⋪	⋪	"NOT NORMAL SUBGROUP OF"
NotRightTriangle	⋫	⋫	⋫	"DOES NOT CONTAIN AS NORMAL SUBGROUP"
nrtri	⋫	⋫	⋫	"DOES NOT CONTAIN AS NORMAL SUBGROUP"
ntriangleright	⋫	⋫	⋫	"DOES NOT CONTAIN AS NORMAL SUBGROUP"
nltrie	⋬	⋬	⋬	"NOT NORMAL SUBGROUP OF OR EQUAL TO"
NotLeftTriangleEqual	⋬	⋬	⋬	"NOT NORMAL SUBGROUP OF OR EQUAL TO"
ntrianglelefteq	⋬	⋬	⋬	"NOT NORMAL SUBGROUP OF OR EQUAL TO"
NotRightTriangleEqual	⋭	⋭	⋭	"DOES NOT CONTAIN AS NORMAL SUBGROUP OR EQUAL"
nrtrie	⋭	⋭	⋭	"DOES NOT CONTAIN AS NORMAL SUBGROUP OR EQUAL"
ntrianglerighteq	⋭	⋭	⋭	"DOES NOT CONTAIN AS NORMAL SUBGROUP OR EQUAL"
vellip	⋮	⋮	⋮	"VERTICAL ELLIPSIS"
ctdot	⋯	⋯	⋯	"MIDLINE HORIZONTAL ELLIPSIS"
utdot	⋰	⋰	⋰	"UP RIGHT DIAGONAL ELLIPSIS"
dtdot	⋱	⋱	⋱	"DOWN RIGHT DIAGONAL ELLIPSIS"
disin	⋲	⋲	⋲	"ELEMENT OF WITH LONG HORIZONTAL STROKE"
isinsv	⋳	⋳	⋳	"ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE"
isins	⋴	⋴	⋴	"SMALL ELEMENT OF WITH VERTICAL BAR AT END OF HORIZONTAL STROKE"
isindot	⋵	⋵	⋵	"ELEMENT OF WITH DOT ABOVE"
notindot	⋵̸	⋵̸	⋵̸	"ELEMENT OF WITH DOT ABOVE with slash"
notinvc	⋶	⋶	⋶	"ELEMENT OF WITH OVERBAR"
notinvb	⋷	⋷	⋷	"SMALL ELEMENT OF WITH OVERBAR"
isinE	⋹	⋹	⋹	"ELEMENT OF WITH TWO HORIZONTAL STROKES"
notinE	⋹̸	⋹̸	⋹̸	"ELEMENT OF WITH TWO HORIZONTAL STROKES with slash"
nisd	⋺	⋺	⋺	"CONTAINS WITH LONG HORIZONTAL STROKE"
xnis	⋻	⋻	⋻	"CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE"
nis	⋼	⋼	⋼	"SMALL CONTAINS WITH VERTICAL BAR AT END OF HORIZONTAL STROKE"
notnivc	⋽	⋽	⋽	"CONTAINS WITH OVERBAR"
notnivb	⋾	⋾	⋾	"SMALL CONTAINS WITH OVERBAR"
barwed	⌅	⌅	⌅	"PROJECTIVE"
barwedge	⌅	⌅	⌅	"PROJECTIVE"
Barwed	⌆	⌆	⌆	"PERSPECTIVE"
doublebarwedge	⌆	⌆	⌆	"PERSPECTIVE"
lceil	⌈	⌈	⌈	"LEFT CEILING"
LeftCeiling	⌈	⌈	⌈	"LEFT CEILING"
rceil	⌉	⌉	⌉	"RIGHT CEILING"
RightCeiling	⌉	⌉	⌉	"RIGHT CEILING"
LeftFloor	⌊	⌊	⌊	"LEFT FLOOR"
lfloor	⌊	⌊	⌊	"LEFT FLOOR"
rfloor	⌋	⌋	⌋	"RIGHT FLOOR"
RightFloor	⌋	⌋	⌋	"RIGHT FLOOR"
drcrop	⌌	⌌	⌌	"BOTTOM RIGHT CROP"
dlcrop	⌍	⌍	⌍	"BOTTOM LEFT CROP"
urcrop	⌎	⌎	⌎	"TOP RIGHT CROP"
ulcrop	⌏	⌏	⌏	"TOP LEFT CROP"
bnot	⌐	⌐	⌐	"REVERSED NOT SIGN"
profline	⌒	⌒	⌒	"ARC"
profsurf	⌓	⌓	⌓	"SEGMENT"
telrec	⌕	⌕	⌕	"TELEPHONE RECORDER"
target	⌖	⌖	⌖	"POSITION INDICATOR"
ulcorn	⌜	⌜	⌜	"TOP LEFT CORNER"
ulcorner	⌜	⌜	⌜	"TOP LEFT CORNER"
urcorn	⌝	⌝	⌝	"TOP RIGHT CORNER"
urcorner	⌝	⌝	⌝	"TOP RIGHT CORNER"
dlcorn	⌞	⌞	⌞	"BOTTOM LEFT CORNER"
llcorner	⌞	⌞	⌞	"BOTTOM LEFT CORNER"
drcorn	⌟	⌟	⌟	"BOTTOM RIGHT CORNER"
lrcorner	⌟	⌟	⌟	"BOTTOM RIGHT CORNER"
frown	⌢	⌢	⌢	"FROWN"
sfrown	⌢	⌢	⌢	"FROWN"
smile	⌣	⌣	⌣	"SMILE"
ssmile	⌣	⌣	⌣	"SMILE"
cylcty	⌭	⌭	⌭	"CYLINDRICITY"
profalar	⌮	⌮	⌮	"ALL AROUND-PROFILE"
topbot	⌶	⌶	⌶	"APL FUNCTIONAL SYMBOL I-BEAM"
ovbar	⌽	⌽	⌽	"APL FUNCTIONAL SYMBOL CIRCLE STILE"
solbar	⌿	⌿	⌿	"APL FUNCTIONAL SYMBOL SLASH BAR"
angzarr	⍼	⍼	⍼	"RIGHT ANGLE WITH DOWNWARDS ZIGZAG ARROW"
lmoust	⎰	⎰	⎰	"UPPER LEFT OR LOWER RIGHT CURLY BRACKET SECTION"
lmoustache	⎰	⎰	⎰	"UPPER LEFT OR LOWER RIGHT CURLY BRACKET SECTION"
rmoust	⎱	⎱	⎱	"UPPER RIGHT OR LOWER LEFT CURLY BRACKET SECTION"
rmoustache	⎱	⎱	⎱	"UPPER RIGHT OR LOWER LEFT CURLY BRACKET SECTION"
OverBracket	⎴	⎴	⎴	"TOP SQUARE BRACKET"
tbrk	⎴	⎴	⎴	"TOP SQUARE BRACKET"
bbrk	⎵	⎵	⎵	"BOTTOM SQUARE BRACKET"
UnderBracket	⎵	⎵	⎵	"BOTTOM SQUARE BRACKET"
bbrktbrk	⎶	⎶	⎶	"BOTTOM SQUARE BRACKET OVER TOP SQUARE BRACKET"
OverParenthesis	⏜	⏜	⏜	"TOP PARENTHESIS"
UnderParenthesis	⏝	⏝	⏝	"BOTTOM PARENTHESIS"
OverBrace	⏞	⏞	⏞	"TOP CURLY BRACKET"
UnderBrace	⏟	⏟	⏟	"BOTTOM CURLY BRACKET"
trpezium	⏢	⏢	⏢	"WHITE TRAPEZIUM"
elinters	⏧	⏧	⏧	"ELECTRICAL INTERSECTION"
blank	␣	␣	␣	"OPEN BOX"
circledS	Ⓢ	Ⓢ	Ⓢ	"CIRCLED LATIN CAPITAL LETTER S"
oS	Ⓢ	Ⓢ	Ⓢ	"CIRCLED LATIN CAPITAL LETTER S"
boxh	─	─	─	"BOX DRAWINGS LIGHT HORIZONTAL"
HorizontalLine	─	─	─	"BOX DRAWINGS LIGHT HORIZONTAL"
boxv	│	│	│	"BOX DRAWINGS LIGHT VERTICAL"
boxdr	┌	┌	┌	"BOX DRAWINGS LIGHT DOWN AND RIGHT"
boxdl	┐	┐	┐	"BOX DRAWINGS LIGHT DOWN AND LEFT"
boxur	└	└	└	"BOX DRAWINGS LIGHT UP AND RIGHT"
boxul	┘	┘	┘	"BOX DRAWINGS LIGHT UP AND LEFT"
boxvr	├	├	├	"BOX DRAWINGS LIGHT VERTICAL AND RIGHT"
boxvl	┤	┤	┤	"BOX DRAWINGS LIGHT VERTICAL AND LEFT"
boxhd	┬	┬	┬	"BOX DRAWINGS LIGHT DOWN AND HORIZONTAL"
boxhu	┴	┴	┴	"BOX DRAWINGS LIGHT UP AND HORIZONTAL"
boxvh	┼	┼	┼	"BOX DRAWINGS LIGHT VERTICAL AND HORIZONTAL"
boxH	═	═	═	"BOX DRAWINGS DOUBLE HORIZONTAL"
boxV	║	║	║	"BOX DRAWINGS DOUBLE VERTICAL"
boxdR	╒	╒	╒	"BOX DRAWINGS DOWN SINGLE AND RIGHT DOUBLE"
boxDr	╓	╓	╓	"BOX DRAWINGS DOWN DOUBLE AND RIGHT SINGLE"
boxDR	╔	╔	╔	"BOX DRAWINGS DOUBLE DOWN AND RIGHT"
boxdL	╕	╕	╕	"BOX DRAWINGS DOWN SINGLE AND LEFT DOUBLE"
boxDl	╖	╖	╖	"BOX DRAWINGS DOWN DOUBLE AND LEFT SINGLE"
boxDL	╗	╗	╗	"BOX DRAWINGS DOUBLE DOWN AND LEFT"
boxuR	╘	╘	╘	"BOX DRAWINGS UP SINGLE AND RIGHT DOUBLE"
boxUr	╙	╙	╙	"BOX DRAWINGS UP DOUBLE AND RIGHT SINGLE"
boxUR	╚	╚	╚	"BOX DRAWINGS DOUBLE UP AND RIGHT"
boxuL	╛	╛	╛	"BOX DRAWINGS UP SINGLE AND LEFT DOUBLE"
boxUl	╜	╜	╜	"BOX DRAWINGS UP DOUBLE AND LEFT SINGLE"
boxUL	╝	╝	╝	"BOX DRAWINGS DOUBLE UP AND LEFT"
boxvR	╞	╞	╞	"BOX DRAWINGS VERTICAL SINGLE AND RIGHT DOUBLE"
boxVr	╟	╟	╟	"BOX DRAWINGS VERTICAL DOUBLE AND RIGHT SINGLE"
boxVR	╠	╠	╠	"BOX DRAWINGS DOUBLE VERTICAL AND RIGHT"
boxvL	╡	╡	╡	"BOX DRAWINGS VERTICAL SINGLE AND LEFT DOUBLE"
boxVl	╢	╢	╢	"BOX DRAWINGS VERTICAL DOUBLE AND LEFT SINGLE"
boxVL	╣	╣	╣	"BOX DRAWINGS DOUBLE VERTICAL AND LEFT"
boxHd	╤	╤	╤	"BOX DRAWINGS DOWN SINGLE AND HORIZONTAL DOUBLE"
boxhD	╥	╥	╥	"BOX DRAWINGS DOWN DOUBLE AND HORIZONTAL SINGLE"
boxHD	╦	╦	╦	"BOX DRAWINGS DOUBLE DOWN AND HORIZONTAL"
boxHu	╧	╧	╧	"BOX DRAWINGS UP SINGLE AND HORIZONTAL DOUBLE"
boxhU	╨	╨	╨	"BOX DRAWINGS UP DOUBLE AND HORIZONTAL SINGLE"
boxHU	╩	╩	╩	"BOX DRAWINGS DOUBLE UP AND HORIZONTAL"
boxvH	╪	╪	╪	"BOX DRAWINGS VERTICAL SINGLE AND HORIZONTAL DOUBLE"
boxVh	╫	╫	╫	"BOX DRAWINGS VERTICAL DOUBLE AND HORIZONTAL SINGLE"
boxVH	╬	╬	╬	"BOX DRAWINGS DOUBLE VERTICAL AND HORIZONTAL"
uhblk	▀	▀	▀	"UPPER HALF BLOCK"
lhblk	▄	▄	▄	"LOWER HALF BLOCK"
block	█	█	█	"FULL BLOCK"
blk14	░	░	░	"LIGHT SHADE"
blk12	▒	▒	▒	"MEDIUM SHADE"
blk34	▓	▓	▓	"DARK SHADE"
squ	□	□	□	"WHITE SQUARE"
square	□	□	□	"WHITE SQUARE"
Square	□	□	□	"WHITE SQUARE"
blacksquare	▪	▪	▪	"BLACK SMALL SQUARE"
FilledVerySmallSquare	▪	▪	▪	"BLACK SMALL SQUARE"
squarf	▪	▪	▪	"BLACK SMALL SQUARE"
squf	▪	▪	▪	"BLACK SMALL SQUARE"
EmptyVerySmallSquare	▫	▫	▫	"WHITE SMALL SQUARE"
rect	▭	▭	▭	"WHITE RECTANGLE"
marker	▮	▮	▮	"BLACK VERTICAL RECTANGLE"
fltns	▱	▱	▱	"WHITE PARALLELOGRAM"
bigtriangleup	△	△	△	"WHITE UP-POINTING TRIANGLE"
xutri	△	△	△	"WHITE UP-POINTING TRIANGLE"
blacktriangle	▴	▴	▴	"BLACK UP-POINTING SMALL TRIANGLE"
utrif	▴	▴	▴	"BLACK UP-POINTING SMALL TRIANGLE"
triangle	▵	▵	▵	"WHITE UP-POINTING SMALL TRIANGLE"
utri	▵	▵	▵	"WHITE UP-POINTING SMALL TRIANGLE"
blacktriangleright	▸	▸	▸	"BLACK RIGHT-POINTING SMALL TRIANGLE"
rtrif	▸	▸	▸	"BLACK RIGHT-POINTING SMALL TRIANGLE"
rtri	▹	▹	▹	"WHITE RIGHT-POINTING SMALL TRIANGLE"
triangleright	▹	▹	▹	"WHITE RIGHT-POINTING SMALL TRIANGLE"
bigtriangledown	▽	▽	▽	"WHITE DOWN-POINTING TRIANGLE"
xdtri	▽	▽	▽	"WHITE DOWN-POINTING TRIANGLE"
blacktriangledown	▾	▾	▾	"BLACK DOWN-POINTING SMALL TRIANGLE"
dtrif	▾	▾	▾	"BLACK DOWN-POINTING SMALL TRIANGLE"
dtri	▿	▿	▿	"WHITE DOWN-POINTING SMALL TRIANGLE"
triangledown	▿	▿	▿	"WHITE DOWN-POINTING SMALL TRIANGLE"
blacktriangleleft	◂	◂	◂	"BLACK LEFT-POINTING SMALL TRIANGLE"
ltrif	◂	◂	◂	"BLACK LEFT-POINTING SMALL TRIANGLE"
ltri	◃	◃	◃	"WHITE LEFT-POINTING SMALL TRIANGLE"
triangleleft	◃	◃	◃	"WHITE LEFT-POINTING SMALL TRIANGLE"
loz	◊	◊	◊	"LOZENGE"
lozenge	◊	◊	◊	"LOZENGE"
cir	○	○	○	"WHITE CIRCLE"
tridot	◬	◬	◬	"WHITE UP-POINTING TRIANGLE WITH DOT"
bigcirc	◯	◯	◯	"LARGE CIRCLE"
xcirc	◯	◯	◯	"LARGE CIRCLE"
ultri	◸	◸	◸	"UPPER LEFT TRIANGLE"
urtri	◹	◹	◹	"UPPER RIGHT TRIANGLE"
lltri	◺	◺	◺	"LOWER LEFT TRIANGLE"
EmptySmallSquare	◻	◻	◻	"WHITE MEDIUM SQUARE"
FilledSmallSquare	◼	◼	◼	"BLACK MEDIUM SQUARE"
bigstar	★	★	★	"BLACK STAR"
starf	★	★	★	"BLACK STAR"
star	☆	☆	☆	"WHITE STAR"
phone	☎	☎	☎	"BLACK TELEPHONE"
female	♀	♀	♀	"FEMALE SIGN"
male	♂	♂	♂	"MALE SIGN"
spades	♠	♠	♠	"BLACK SPADE SUIT"
spadesuit	♠	♠	♠	"BLACK SPADE SUIT"
clubs	♣	♣	♣	"BLACK CLUB SUIT"
clubsuit	♣	♣	♣	"BLACK CLUB SUIT"
hearts	♥	♥	♥	"BLACK HEART SUIT"
heartsuit	♥	♥	♥	"BLACK HEART SUIT"
diamondsuit	♦	♦	♦	"BLACK DIAMOND SUIT"
diams	♦	♦	♦	"BLACK DIAMOND SUIT"
sung	♪	♪	♪	"EIGHTH NOTE"
flat	♭	♭	♭	"MUSIC FLAT SIGN"
natur	♮	♮	♮	"MUSIC NATURAL SIGN"
natural	♮	♮	♮	"MUSIC NATURAL SIGN"
sharp	♯	♯	♯	"MUSIC SHARP SIGN"
check	✓	✓	✓	"CHECK MARK"
checkmark	✓	✓	✓	"CHECK MARK"
cross	✗	✗	✗	"BALLOT X"
malt	✠	✠	✠	"MALTESE CROSS"
maltese	✠	✠	✠	"MALTESE CROSS"
sext	✶	✶	✶	"SIX POINTED BLACK STAR"
VerticalSeparator	❘	❘	❘	"LIGHT VERTICAL BAR"
lbbrk	❲	❲	❲	"LIGHT LEFT TORTOISE SHELL BRACKET ORNAMENT"
rbbrk	❳	❳	❳	"LIGHT RIGHT TORTOISE SHELL BRACKET ORNAMENT"
bsolhsub	⟈	⟈	⟈	"REVERSE SOLIDUS PRECEDING SUBSET"
suphsol	⟉	⟉	⟉	"SUPERSET PRECEDING SOLIDUS"
LeftDoubleBracket	⟦	⟦	⟦	"MATHEMATICAL LEFT WHITE SQUARE BRACKET"
lobrk	⟦	⟦	⟦	"MATHEMATICAL LEFT WHITE SQUARE BRACKET"
RightDoubleBracket	⟧	⟧	⟧	"MATHEMATICAL RIGHT WHITE SQUARE BRACKET"
robrk	⟧	⟧	⟧	"MATHEMATICAL RIGHT WHITE SQUARE BRACKET"
lang	⟨	⟨	⟨	"MATHEMATICAL LEFT ANGLE BRACKET"
langle	⟨	⟨	⟨	"MATHEMATICAL LEFT ANGLE BRACKET"
LeftAngleBracket	⟨	⟨	⟨	"MATHEMATICAL LEFT ANGLE BRACKET"
rang	⟩	⟩	⟩	"MATHEMATICAL RIGHT ANGLE BRACKET"
rangle	⟩	⟩	⟩	"MATHEMATICAL RIGHT ANGLE BRACKET"
RightAngleBracket	⟩	⟩	⟩	"MATHEMATICAL RIGHT ANGLE BRACKET"
Lang	⟪	⟪	⟪	"MATHEMATICAL LEFT DOUBLE ANGLE BRACKET"
Rang	⟫	⟫	⟫	"MATHEMATICAL RIGHT DOUBLE ANGLE BRACKET"
loang	⟬	⟬	⟬	"MATHEMATICAL LEFT WHITE TORTOISE SHELL BRACKET"
roang	⟭	⟭	⟭	"MATHEMATICAL RIGHT WHITE TORTOISE SHELL BRACKET"
longleftarrow	⟵	⟵	⟵	"LONG LEFTWARDS ARROW"
LongLeftArrow	⟵	⟵	⟵	"LONG LEFTWARDS ARROW"
xlarr	⟵	⟵	⟵	"LONG LEFTWARDS ARROW"
longrightarrow	⟶	⟶	⟶	"LONG RIGHTWARDS ARROW"
LongRightArrow	⟶	⟶	⟶	"LONG RIGHTWARDS ARROW"
xrarr	⟶	⟶	⟶	"LONG RIGHTWARDS ARROW"
longleftrightarrow	⟷	⟷	⟷	"LONG LEFT RIGHT ARROW"
LongLeftRightArrow	⟷	⟷	⟷	"LONG LEFT RIGHT ARROW"
xharr	⟷	⟷	⟷	"LONG LEFT RIGHT ARROW"
DoubleLongLeftArrow	⟸	⟸	⟸	"LONG LEFTWARDS DOUBLE ARROW"
Longleftarrow	⟸	⟸	⟸	"LONG LEFTWARDS DOUBLE ARROW"
xlArr	⟸	⟸	⟸	"LONG LEFTWARDS DOUBLE ARROW"
DoubleLongRightArrow	⟹	⟹	⟹	"LONG RIGHTWARDS DOUBLE ARROW"
Longrightarrow	⟹	⟹	⟹	"LONG RIGHTWARDS DOUBLE ARROW"
xrArr	⟹	⟹	⟹	"LONG RIGHTWARDS DOUBLE ARROW"
DoubleLongLeftRightArrow	⟺	⟺	⟺	"LONG LEFT RIGHT DOUBLE ARROW"
Longleftrightarrow	⟺	⟺	⟺	"LONG LEFT RIGHT DOUBLE ARROW"
xhArr	⟺	⟺	⟺	"LONG LEFT RIGHT DOUBLE ARROW"
longmapsto	⟼	⟼	⟼	"LONG RIGHTWARDS ARROW FROM BAR"
xmap	⟼	⟼	⟼	"LONG RIGHTWARDS ARROW FROM BAR"
dzigrarr	⟿	⟿	⟿	"LONG RIGHTWARDS SQUIGGLE ARROW"
nvlArr	⤂	⤂	⤂	"LEFTWARDS DOUBLE ARROW WITH VERTICAL STROKE"
nvrArr	⤃	⤃	⤃	"RIGHTWARDS DOUBLE ARROW WITH VERTICAL STROKE"
nvHarr	⤄	⤄	⤄	"LEFT RIGHT DOUBLE ARROW WITH VERTICAL STROKE"
Map	⤅	⤅	⤅	"RIGHTWARDS TWO-HEADED ARROW FROM BAR"
lbarr	⤌	⤌	⤌	"LEFTWARDS DOUBLE DASH ARROW"
bkarow	⤍	⤍	⤍	"RIGHTWARDS DOUBLE DASH ARROW"
rbarr	⤍	⤍	⤍	"RIGHTWARDS DOUBLE DASH ARROW"
lBarr	⤎	⤎	⤎	"LEFTWARDS TRIPLE DASH ARROW"
dbkarow	⤏	⤏	⤏	"RIGHTWARDS TRIPLE DASH ARROW"
rBarr	⤏	⤏	⤏	"RIGHTWARDS TRIPLE DASH ARROW"
drbkarow	⤐	⤐	⤐	"RIGHTWARDS TWO-HEADED TRIPLE DASH ARROW"
RBarr	⤐	⤐	⤐	"RIGHTWARDS TWO-HEADED TRIPLE DASH ARROW"
DDotrahd	⤑	⤑	⤑	"RIGHTWARDS ARROW WITH DOTTED STEM"
UpArrowBar	⤒	⤒	⤒	"UPWARDS ARROW TO BAR"
DownArrowBar	⤓	⤓	⤓	"DOWNWARDS ARROW TO BAR"
Rarrtl	⤖	⤖	⤖	"RIGHTWARDS TWO-HEADED ARROW WITH TAIL"
latail	⤙	⤙	⤙	"LEFTWARDS ARROW-TAIL"
ratail	⤚	⤚	⤚	"RIGHTWARDS ARROW-TAIL"
lAtail	⤛	⤛	⤛	"LEFTWARDS DOUBLE ARROW-TAIL"
rAtail	⤜	⤜	⤜	"RIGHTWARDS DOUBLE ARROW-TAIL"
larrfs	⤝	⤝	⤝	"LEFTWARDS ARROW TO BLACK DIAMOND"
rarrfs	⤞	⤞	⤞	"RIGHTWARDS ARROW TO BLACK DIAMOND"
larrbfs	⤟	⤟	⤟	"LEFTWARDS ARROW FROM BAR TO BLACK DIAMOND"
rarrbfs	⤠	⤠	⤠	"RIGHTWARDS ARROW FROM BAR TO BLACK DIAMOND"
nwarhk	⤣	⤣	⤣	"NORTH WEST ARROW WITH HOOK"
nearhk	⤤	⤤	⤤	"NORTH EAST ARROW WITH HOOK"
hksearow	⤥	⤥	⤥	"SOUTH EAST ARROW WITH HOOK"
searhk	⤥	⤥	⤥	"SOUTH EAST ARROW WITH HOOK"
hkswarow	⤦	⤦	⤦	"SOUTH WEST ARROW WITH HOOK"
swarhk	⤦	⤦	⤦	"SOUTH WEST ARROW WITH HOOK"
nwnear	⤧	⤧	⤧	"NORTH WEST ARROW AND NORTH EAST ARROW"
nesear	⤨	⤨	⤨	"NORTH EAST ARROW AND SOUTH EAST ARROW"
toea	⤨	⤨	⤨	"NORTH EAST ARROW AND SOUTH EAST ARROW"
seswar	⤩	⤩	⤩	"SOUTH EAST ARROW AND SOUTH WEST ARROW"
tosa	⤩	⤩	⤩	"SOUTH EAST ARROW AND SOUTH WEST ARROW"
swnwar	⤪	⤪	⤪	"SOUTH WEST ARROW AND NORTH WEST ARROW"
rarrc	⤳	⤳	⤳	"WAVE ARROW POINTING DIRECTLY RIGHT"
nrarrc	⤳̸	⤳̸	⤳̸	"WAVE ARROW POINTING DIRECTLY RIGHT with slash"
cudarrr	⤵	⤵	⤵	"ARROW POINTING RIGHTWARDS THEN CURVING DOWNWARDS"
ldca	⤶	⤶	⤶	"ARROW POINTING DOWNWARDS THEN CURVING LEFTWARDS"
rdca	⤷	⤷	⤷	"ARROW POINTING DOWNWARDS THEN CURVING RIGHTWARDS"
cudarrl	⤸	⤸	⤸	"RIGHT-SIDE ARC CLOCKWISE ARROW"
larrpl	⤹	⤹	⤹	"LEFT-SIDE ARC ANTICLOCKWISE ARROW"
curarrm	⤼	⤼	⤼	"TOP ARC CLOCKWISE ARROW WITH MINUS"
cularrp	⤽	⤽	⤽	"TOP ARC ANTICLOCKWISE ARROW WITH PLUS"
rarrpl	⥅	⥅	⥅	"RIGHTWARDS ARROW WITH PLUS BELOW"
harrcir	⥈	⥈	⥈	"LEFT RIGHT ARROW THROUGH SMALL CIRCLE"
Uarrocir	⥉	⥉	⥉	"UPWARDS TWO-HEADED ARROW FROM SMALL CIRCLE"
lurdshar	⥊	⥊	⥊	"LEFT BARB UP RIGHT BARB DOWN HARPOON"
ldrushar	⥋	⥋	⥋	"LEFT BARB DOWN RIGHT BARB UP HARPOON"
LeftRightVector	⥎	⥎	⥎	"LEFT BARB UP RIGHT BARB UP HARPOON"
RightUpDownVector	⥏	⥏	⥏	"UP BARB RIGHT DOWN BARB RIGHT HARPOON"
DownLeftRightVector	⥐	⥐	⥐	"LEFT BARB DOWN RIGHT BARB DOWN HARPOON"
LeftUpDownVector	⥑	⥑	⥑	"UP BARB LEFT DOWN BARB LEFT HARPOON"
LeftVectorBar	⥒	⥒	⥒	"LEFTWARDS HARPOON WITH BARB UP TO BAR"
RightVectorBar	⥓	⥓	⥓	"RIGHTWARDS HARPOON WITH BARB UP TO BAR"
RightUpVectorBar	⥔	⥔	⥔	"UPWARDS HARPOON WITH BARB RIGHT TO BAR"
RightDownVectorBar	⥕	⥕	⥕	"DOWNWARDS HARPOON WITH BARB RIGHT TO BAR"
DownLeftVectorBar	⥖	⥖	⥖	"LEFTWARDS HARPOON WITH BARB DOWN TO BAR"
DownRightVectorBar	⥗	⥗	⥗	"RIGHTWARDS HARPOON WITH BARB DOWN TO BAR"
LeftUpVectorBar	⥘	⥘	⥘	"UPWARDS HARPOON WITH BARB LEFT TO BAR"
LeftDownVectorBar	⥙	⥙	⥙	"DOWNWARDS HARPOON WITH BARB LEFT TO BAR"
LeftTeeVector	⥚	⥚	⥚	"LEFTWARDS HARPOON WITH BARB UP FROM BAR"
RightTeeVector	⥛	⥛	⥛	"RIGHTWARDS HARPOON WITH BARB UP FROM BAR"
RightUpTeeVector	⥜	⥜	⥜	"UPWARDS HARPOON WITH BARB RIGHT FROM BAR"
RightDownTeeVector	⥝	⥝	⥝	"DOWNWARDS HARPOON WITH BARB RIGHT FROM BAR"
DownLeftTeeVector	⥞	⥞	⥞	"LEFTWARDS HARPOON WITH BARB DOWN FROM BAR"
DownRightTeeVector	⥟	⥟	⥟	"RIGHTWARDS HARPOON WITH BARB DOWN FROM BAR"
LeftUpTeeVector	⥠	⥠	⥠	"UPWARDS HARPOON WITH BARB LEFT FROM BAR"
LeftDownTeeVector	⥡	⥡	⥡	"DOWNWARDS HARPOON WITH BARB LEFT FROM BAR"
lHar	⥢	⥢	⥢	"LEFTWARDS HARPOON WITH BARB UP ABOVE LEFTWARDS HARPOON WITH BARB DOWN"
uHar	⥣	⥣	⥣	"UPWARDS HARPOON WITH BARB LEFT BESIDE UPWARDS HARPOON WITH BARB RIGHT"
rHar	⥤	⥤	⥤	"RIGHTWARDS HARPOON WITH BARB UP ABOVE RIGHTWARDS HARPOON WITH BARB DOWN"
dHar	⥥	⥥	⥥	"DOWNWARDS HARPOON WITH BARB LEFT BESIDE DOWNWARDS HARPOON WITH BARB RIGHT"
luruhar	⥦	⥦	⥦	"LEFTWARDS HARPOON WITH BARB UP ABOVE RIGHTWARDS HARPOON WITH BARB UP"
ldrdhar	⥧	⥧	⥧	"LEFTWARDS HARPOON WITH BARB DOWN ABOVE RIGHTWARDS HARPOON WITH BARB DOWN"
ruluhar	⥨	⥨	⥨	"RIGHTWARDS HARPOON WITH BARB UP ABOVE LEFTWARDS HARPOON WITH BARB UP"
rdldhar	⥩	⥩	⥩	"RIGHTWARDS HARPOON WITH BARB DOWN ABOVE LEFTWARDS HARPOON WITH BARB DOWN"
lharul	⥪	⥪	⥪	"LEFTWARDS HARPOON WITH BARB UP ABOVE LONG DASH"
llhard	⥫	⥫	⥫	"LEFTWARDS HARPOON WITH BARB DOWN BELOW LONG DASH"
rharul	⥬	⥬	⥬	"RIGHTWARDS HARPOON WITH BARB UP ABOVE LONG DASH"
lrhard	⥭	⥭	⥭	"RIGHTWARDS HARPOON WITH BARB DOWN BELOW LONG DASH"
udhar	⥮	⥮	⥮	"UPWARDS HARPOON WITH BARB LEFT BESIDE DOWNWARDS HARPOON WITH BARB RIGHT"
UpEquilibrium	⥮	⥮	⥮	"UPWARDS HARPOON WITH BARB LEFT BESIDE DOWNWARDS HARPOON WITH BARB RIGHT"
duhar	⥯	⥯	⥯	"DOWNWARDS HARPOON WITH BARB LEFT BESIDE UPWARDS HARPOON WITH BARB RIGHT"
ReverseUpEquilibrium	⥯	⥯	⥯	"DOWNWARDS HARPOON WITH BARB LEFT BESIDE UPWARDS HARPOON WITH BARB RIGHT"
RoundImplies	⥰	⥰	⥰	"RIGHT DOUBLE ARROW WITH ROUNDED HEAD"
erarr	⥱	⥱	⥱	"EQUALS SIGN ABOVE RIGHTWARDS ARROW"
simrarr	⥲	⥲	⥲	"TILDE OPERATOR ABOVE RIGHTWARDS ARROW"
larrsim	⥳	⥳	⥳	"LEFTWARDS ARROW ABOVE TILDE OPERATOR"
rarrsim	⥴	⥴	⥴	"RIGHTWARDS ARROW ABOVE TILDE OPERATOR"
rarrap	⥵	⥵	⥵	"RIGHTWARDS ARROW ABOVE ALMOST EQUAL TO"
ltlarr	⥶	⥶	⥶	"LESS-THAN ABOVE LEFTWARDS ARROW"
gtrarr	⥸	⥸	⥸	"GREATER-THAN ABOVE RIGHTWARDS ARROW"
subrarr	⥹	⥹	⥹	"SUBSET ABOVE RIGHTWARDS ARROW"
suplarr	⥻	⥻	⥻	"SUPERSET ABOVE LEFTWARDS ARROW"
lfisht	⥼	⥼	⥼	"LEFT FISH TAIL"
rfisht	⥽	⥽	⥽	"RIGHT FISH TAIL"
ufisht	⥾	⥾	⥾	"UP FISH TAIL"
dfisht	⥿	⥿	⥿	"DOWN FISH TAIL"
lopar	⦅	⦅	⦅	"LEFT WHITE PARENTHESIS"
ropar	⦆	⦆	⦆	"RIGHT WHITE PARENTHESIS"
lbrke	⦋	⦋	⦋	"LEFT SQUARE BRACKET WITH UNDERBAR"
rbrke	⦌	⦌	⦌	"RIGHT SQUARE BRACKET WITH UNDERBAR"
lbrkslu	⦍	⦍	⦍	"LEFT SQUARE BRACKET WITH TICK IN TOP CORNER"
rbrksld	⦎	⦎	⦎	"RIGHT SQUARE BRACKET WITH TICK IN BOTTOM CORNER"
lbrksld	⦏	⦏	⦏	"LEFT SQUARE BRACKET WITH TICK IN BOTTOM CORNER"
rbrkslu	⦐	⦐	⦐	"RIGHT SQUARE BRACKET WITH TICK IN TOP CORNER"
langd	⦑	⦑	⦑	"LEFT ANGLE BRACKET WITH DOT"
rangd	⦒	⦒	⦒	"RIGHT ANGLE BRACKET WITH DOT"
lparlt	⦓	⦓	⦓	"LEFT ARC LESS-THAN BRACKET"
rpargt	⦔	⦔	⦔	"RIGHT ARC GREATER-THAN BRACKET"
gtlPar	⦕	⦕	⦕	"DOUBLE LEFT ARC GREATER-THAN BRACKET"
ltrPar	⦖	⦖	⦖	"DOUBLE RIGHT ARC LESS-THAN BRACKET"
vzigzag	⦚	⦚	⦚	"VERTICAL ZIGZAG LINE"
vangrt	⦜	⦜	⦜	"RIGHT ANGLE VARIANT WITH SQUARE"
angrtvbd	⦝	⦝	⦝	"MEASURED RIGHT ANGLE WITH DOT"
ange	⦤	⦤	⦤	"ANGLE WITH UNDERBAR"
range	⦥	⦥	⦥	"REVERSED ANGLE WITH UNDERBAR"
dwangle	⦦	⦦	⦦	"OBLIQUE ANGLE OPENING UP"
uwangle	⦧	⦧	⦧	"OBLIQUE ANGLE OPENING DOWN"
angmsdaa	⦨	⦨	⦨	"MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING UP AND RIGHT"
angmsdab	⦩	⦩	⦩	"MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING UP AND LEFT"
angmsdac	⦪	⦪	⦪	"MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING DOWN AND RIGHT"
angmsdad	⦫	⦫	⦫	"MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING DOWN AND LEFT"
angmsdae	⦬	⦬	⦬	"MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING RIGHT AND UP"
angmsdaf	⦭	⦭	⦭	"MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING LEFT AND UP"
angmsdag	⦮	⦮	⦮	"MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING RIGHT AND DOWN"
angmsdah	⦯	⦯	⦯	"MEASURED ANGLE WITH OPEN ARM ENDING IN ARROW POINTING LEFT AND DOWN"
bemptyv	⦰	⦰	⦰	"REVERSED EMPTY SET"
demptyv	⦱	⦱	⦱	"EMPTY SET WITH OVERBAR"
cemptyv	⦲	⦲	⦲	"EMPTY SET WITH SMALL CIRCLE ABOVE"
raemptyv	⦳	⦳	⦳	"EMPTY SET WITH RIGHT ARROW ABOVE"
laemptyv	⦴	⦴	⦴	"EMPTY SET WITH LEFT ARROW ABOVE"
ohbar	⦵	⦵	⦵	"CIRCLE WITH HORIZONTAL BAR"
omid	⦶	⦶	⦶	"CIRCLED VERTICAL BAR"
opar	⦷	⦷	⦷	"CIRCLED PARALLEL"
operp	⦹	⦹	⦹	"CIRCLED PERPENDICULAR"
olcross	⦻	⦻	⦻	"CIRCLE WITH SUPERIMPOSED X"
odsold	⦼	⦼	⦼	"CIRCLED ANTICLOCKWISE-ROTATED DIVISION SIGN"
olcir	⦾	⦾	⦾	"CIRCLED WHITE BULLET"
ofcir	⦿	⦿	⦿	"CIRCLED BULLET"
olt	⧀	⧀	⧀	"CIRCLED LESS-THAN"
ogt	⧁	⧁	⧁	"CIRCLED GREATER-THAN"
cirscir	⧂	⧂	⧂	"CIRCLE WITH SMALL CIRCLE TO THE RIGHT"
cirE	⧃	⧃	⧃	"CIRCLE WITH TWO HORIZONTAL STROKES TO THE RIGHT"
solb	⧄	⧄	⧄	"SQUARED RISING DIAGONAL SLASH"
bsolb	⧅	⧅	⧅	"SQUARED FALLING DIAGONAL SLASH"
boxbox	⧉	⧉	⧉	"TWO JOINED SQUARES"
trisb	⧍	⧍	⧍	"TRIANGLE WITH SERIFS AT BOTTOM"
rtriltri	⧎	⧎	⧎	"RIGHT TRIANGLE ABOVE LEFT TRIANGLE"
LeftTriangleBar	⧏	⧏	⧏	"LEFT TRIANGLE BESIDE VERTICAL BAR"
NotLeftTriangleBar	⧏̸	⧏̸	⧏̸	"LEFT TRIANGLE BESIDE VERTICAL BAR with slash"
RightTriangleBar	⧐	⧐	⧐	"VERTICAL BAR BESIDE RIGHT TRIANGLE"
NotRightTriangleBar	⧐̸	⧐̸	⧐̸	"VERTICAL BAR BESIDE RIGHT TRIANGLE with slash"
iinfin	⧜	⧜	⧜	"INCOMPLETE INFINITY"
infintie	⧝	⧝	⧝	"TIE OVER INFINITY"
nvinfin	⧞	⧞	⧞	"INFINITY NEGATED WITH VERTICAL BAR"
eparsl	⧣	⧣	⧣	"EQUALS SIGN AND SLANTED PARALLEL"
smeparsl	⧤	⧤	⧤	"EQUALS SIGN AND SLANTED PARALLEL WITH TILDE ABOVE"
eqvparsl	⧥	⧥	⧥	"IDENTICAL TO AND SLANTED PARALLEL"
blacklozenge	⧫	⧫	⧫	"BLACK LOZENGE"
lozf	⧫	⧫	⧫	"BLACK LOZENGE"
RuleDelayed	⧴	⧴	⧴	"RULE-DELAYED"
dsol	⧶	⧶	⧶	"SOLIDUS WITH OVERBAR"
bigodot	⨀	⨀	⨀	"N-ARY CIRCLED DOT OPERATOR"
xodot	⨀	⨀	⨀	"N-ARY CIRCLED DOT OPERATOR"
bigoplus	⨁	⨁	⨁	"N-ARY CIRCLED PLUS OPERATOR"
xoplus	⨁	⨁	⨁	"N-ARY CIRCLED PLUS OPERATOR"
bigotimes	⨂	⨂	⨂	"N-ARY CIRCLED TIMES OPERATOR"
xotime	⨂	⨂	⨂	"N-ARY CIRCLED TIMES OPERATOR"
biguplus	⨄	⨄	⨄	"N-ARY UNION OPERATOR WITH PLUS"
xuplus	⨄	⨄	⨄	"N-ARY UNION OPERATOR WITH PLUS"
bigsqcup	⨆	⨆	⨆	"N-ARY SQUARE UNION OPERATOR"
xsqcup	⨆	⨆	⨆	"N-ARY SQUARE UNION OPERATOR"
iiiint	⨌	⨌	⨌	"QUADRUPLE INTEGRAL OPERATOR"
qint	⨌	⨌	⨌	"QUADRUPLE INTEGRAL OPERATOR"
fpartint	⨍	⨍	⨍	"FINITE PART INTEGRAL"
cirfnint	⨐	⨐	⨐	"CIRCULATION FUNCTION"
awint	⨑	⨑	⨑	"ANTICLOCKWISE INTEGRATION"
rppolint	⨒	⨒	⨒	"LINE INTEGRATION WITH RECTANGULAR PATH AROUND POLE"
scpolint	⨓	⨓	⨓	"LINE INTEGRATION WITH SEMICIRCULAR PATH AROUND POLE"
npolint	⨔	⨔	⨔	"LINE INTEGRATION NOT INCLUDING THE POLE"
pointint	⨕	⨕	⨕	"INTEGRAL AROUND A POINT OPERATOR"
quatint	⨖	⨖	⨖	"QUATERNION INTEGRAL OPERATOR"
intlarhk	⨗	⨗	⨗	"INTEGRAL WITH LEFTWARDS ARROW WITH HOOK"
pluscir	⨢	⨢	⨢	"PLUS SIGN WITH SMALL CIRCLE ABOVE"
plusacir	⨣	⨣	⨣	"PLUS SIGN WITH CIRCUMFLEX ACCENT ABOVE"
simplus	⨤	⨤	⨤	"PLUS SIGN WITH TILDE ABOVE"
plusdu	⨥	⨥	⨥	"PLUS SIGN WITH DOT BELOW"
plussim	⨦	⨦	⨦	"PLUS SIGN WITH TILDE BELOW"
plustwo	⨧	⨧	⨧	"PLUS SIGN WITH SUBSCRIPT TWO"
mcomma	⨩	⨩	⨩	"MINUS SIGN WITH COMMA ABOVE"
minusdu	⨪	⨪	⨪	"MINUS SIGN WITH DOT BELOW"
loplus	⨭	⨭	⨭	"PLUS SIGN IN LEFT HALF CIRCLE"
roplus	⨮	⨮	⨮	"PLUS SIGN IN RIGHT HALF CIRCLE"
Cross	⨯	⨯	⨯	"VECTOR OR CROSS PRODUCT"
timesd	⨰	⨰	⨰	"MULTIPLICATION SIGN WITH DOT ABOVE"
timesbar	⨱	⨱	⨱	"MULTIPLICATION SIGN WITH UNDERBAR"
smashp	⨳	⨳	⨳	"SMASH PRODUCT"
lotimes	⨴	⨴	⨴	"MULTIPLICATION SIGN IN LEFT HALF CIRCLE"
rotimes	⨵	⨵	⨵	"MULTIPLICATION SIGN IN RIGHT HALF CIRCLE"
otimesas	⨶	⨶	⨶	"CIRCLED MULTIPLICATION SIGN WITH CIRCUMFLEX ACCENT"
Otimes	⨷	⨷	⨷	"MULTIPLICATION SIGN IN DOUBLE CIRCLE"
odiv	⨸	⨸	⨸	"CIRCLED DIVISION SIGN"
triplus	⨹	⨹	⨹	"PLUS SIGN IN TRIANGLE"
triminus	⨺	⨺	⨺	"MINUS SIGN IN TRIANGLE"
tritime	⨻	⨻	⨻	"MULTIPLICATION SIGN IN TRIANGLE"
intprod	⨼	⨼	⨼	"INTERIOR PRODUCT"
iprod	⨼	⨼	⨼	"INTERIOR PRODUCT"
amalg	⨿	⨿	⨿	"AMALGAMATION OR COPRODUCT"
capdot	⩀	⩀	⩀	"INTERSECTION WITH DOT"
ncup	⩂	⩂	⩂	"UNION WITH OVERBAR"
ncap	⩃	⩃	⩃	"INTERSECTION WITH OVERBAR"
capand	⩄	⩄	⩄	"INTERSECTION WITH LOGICAL AND"
cupor	⩅	⩅	⩅	"UNION WITH LOGICAL OR"
cupcap	⩆	⩆	⩆	"UNION ABOVE INTERSECTION"
capcup	⩇	⩇	⩇	"INTERSECTION ABOVE UNION"
cupbrcap	⩈	⩈	⩈	"UNION ABOVE BAR ABOVE INTERSECTION"
capbrcup	⩉	⩉	⩉	"INTERSECTION ABOVE BAR ABOVE UNION"
cupcup	⩊	⩊	⩊	"UNION BESIDE AND JOINED WITH UNION"
capcap	⩋	⩋	⩋	"INTERSECTION BESIDE AND JOINED WITH INTERSECTION"
ccups	⩌	⩌	⩌	"CLOSED UNION WITH SERIFS"
ccaps	⩍	⩍	⩍	"CLOSED INTERSECTION WITH SERIFS"
ccupssm	⩐	⩐	⩐	"CLOSED UNION WITH SERIFS AND SMASH PRODUCT"
And	⩓	⩓	⩓	"DOUBLE LOGICAL AND"
Or	⩔	⩔	⩔	"DOUBLE LOGICAL OR"
andand	⩕	⩕	⩕	"TWO INTERSECTING LOGICAL AND"
oror	⩖	⩖	⩖	"TWO INTERSECTING LOGICAL OR"
orslope	⩗	⩗	⩗	"SLOPING LARGE OR"
andslope	⩘	⩘	⩘	"SLOPING LARGE AND"
andv	⩚	⩚	⩚	"LOGICAL AND WITH MIDDLE STEM"
orv	⩛	⩛	⩛	"LOGICAL OR WITH MIDDLE STEM"
andd	⩜	⩜	⩜	"LOGICAL AND WITH HORIZONTAL DASH"
ord	⩝	⩝	⩝	"LOGICAL OR WITH HORIZONTAL DASH"
wedbar	⩟	⩟	⩟	"LOGICAL AND WITH UNDERBAR"
sdote	⩦	⩦	⩦	"EQUALS SIGN WITH DOT BELOW"
simdot	⩪	⩪	⩪	"TILDE OPERATOR WITH DOT ABOVE"
congdot	⩭	⩭	⩭	"CONGRUENT WITH DOT ABOVE"
ncongdot	⩭̸	⩭̸	⩭̸	"CONGRUENT WITH DOT ABOVE with slash"
easter	⩮	⩮	⩮	"EQUALS WITH ASTERISK"
apacir	⩯	⩯	⩯	"ALMOST EQUAL TO WITH CIRCUMFLEX ACCENT"
apE	⩰	⩰	⩰	"APPROXIMATELY EQUAL OR EQUAL TO"
napE	⩰̸	⩰̸	⩰̸	"APPROXIMATELY EQUAL OR EQUAL TO with slash"
eplus	⩱	⩱	⩱	"EQUALS SIGN ABOVE PLUS SIGN"
pluse	⩲	⩲	⩲	"PLUS SIGN ABOVE EQUALS SIGN"
Esim	⩳	⩳	⩳	"EQUALS SIGN ABOVE TILDE OPERATOR"
Colone	⩴	⩴	⩴	"DOUBLE COLON EQUAL"
Equal	⩵	⩵	⩵	"TWO CONSECUTIVE EQUALS SIGNS"
ddotseq	⩷	⩷	⩷	"EQUALS SIGN WITH TWO DOTS ABOVE AND TWO DOTS BELOW"
eDDot	⩷	⩷	⩷	"EQUALS SIGN WITH TWO DOTS ABOVE AND TWO DOTS BELOW"
equivDD	⩸	⩸	⩸	"EQUIVALENT WITH FOUR DOTS ABOVE"
ltcir	⩹	⩹	⩹	"LESS-THAN WITH CIRCLE INSIDE"
gtcir	⩺	⩺	⩺	"GREATER-THAN WITH CIRCLE INSIDE"
ltquest	⩻	⩻	⩻	"LESS-THAN WITH QUESTION MARK ABOVE"
gtquest	⩼	⩼	⩼	"GREATER-THAN WITH QUESTION MARK ABOVE"
leqslant	⩽	⩽	⩽	"LESS-THAN OR SLANTED EQUAL TO"
les	⩽	⩽	⩽	"LESS-THAN OR SLANTED EQUAL TO"
LessSlantEqual	⩽	⩽	⩽	"LESS-THAN OR SLANTED EQUAL TO"
nleqslant	⩽̸	⩽̸	⩽̸	"LESS-THAN OR SLANTED EQUAL TO with slash"
nles	⩽̸	⩽̸	⩽̸	"LESS-THAN OR SLANTED EQUAL TO with slash"
NotLessSlantEqual	⩽̸	⩽̸	⩽̸	"LESS-THAN OR SLANTED EQUAL TO with slash"
geqslant	⩾	⩾	⩾	"GREATER-THAN OR SLANTED EQUAL TO"
ges	⩾	⩾	⩾	"GREATER-THAN OR SLANTED EQUAL TO"
GreaterSlantEqual	⩾	⩾	⩾	"GREATER-THAN OR SLANTED EQUAL TO"
ngeqslant	⩾̸	⩾̸	⩾̸	"GREATER-THAN OR SLANTED EQUAL TO with slash"
nges	⩾̸	⩾̸	⩾̸	"GREATER-THAN OR SLANTED EQUAL TO with slash"
NotGreaterSlantEqual	⩾̸	⩾̸	⩾̸	"GREATER-THAN OR SLANTED EQUAL TO with slash"
lesdot	⩿	⩿	⩿	"LESS-THAN OR SLANTED EQUAL TO WITH DOT INSIDE"
gesdot	⪀	⪀	⪀	"GREATER-THAN OR SLANTED EQUAL TO WITH DOT INSIDE"
lesdoto	⪁	⪁	⪁	"LESS-THAN OR SLANTED EQUAL TO WITH DOT ABOVE"
gesdoto	⪂	⪂	⪂	"GREATER-THAN OR SLANTED EQUAL TO WITH DOT ABOVE"
lesdotor	⪃	⪃	⪃	"LESS-THAN OR SLANTED EQUAL TO WITH DOT ABOVE RIGHT"
gesdotol	⪄	⪄	⪄	"GREATER-THAN OR SLANTED EQUAL TO WITH DOT ABOVE LEFT"
lap	⪅	⪅	⪅	"LESS-THAN OR APPROXIMATE"
lessapprox	⪅	⪅	⪅	"LESS-THAN OR APPROXIMATE"
gap	⪆	⪆	⪆	"GREATER-THAN OR APPROXIMATE"
gtrapprox	⪆	⪆	⪆	"GREATER-THAN OR APPROXIMATE"
lne	⪇	⪇	⪇	"LESS-THAN AND SINGLE-LINE NOT EQUAL TO"
lneq	⪇	⪇	⪇	"LESS-THAN AND SINGLE-LINE NOT EQUAL TO"
gne	⪈	⪈	⪈	"GREATER-THAN AND SINGLE-LINE NOT EQUAL TO"
gneq	⪈	⪈	⪈	"GREATER-THAN AND SINGLE-LINE NOT EQUAL TO"
lnap	⪉	⪉	⪉	"LESS-THAN AND NOT APPROXIMATE"
lnapprox	⪉	⪉	⪉	"LESS-THAN AND NOT APPROXIMATE"
gnap	⪊	⪊	⪊	"GREATER-THAN AND NOT APPROXIMATE"
gnapprox	⪊	⪊	⪊	"GREATER-THAN AND NOT APPROXIMATE"
lEg	⪋	⪋	⪋	"LESS-THAN ABOVE DOUBLE-LINE EQUAL ABOVE GREATER-THAN"
lesseqqgtr	⪋	⪋	⪋	"LESS-THAN ABOVE DOUBLE-LINE EQUAL ABOVE GREATER-THAN"
gEl	⪌	⪌	⪌	"GREATER-THAN ABOVE DOUBLE-LINE EQUAL ABOVE LESS-THAN"
gtreqqless	⪌	⪌	⪌	"GREATER-THAN ABOVE DOUBLE-LINE EQUAL ABOVE LESS-THAN"
lsime	⪍	⪍	⪍	"LESS-THAN ABOVE SIMILAR OR EQUAL"
gsime	⪎	⪎	⪎	"GREATER-THAN ABOVE SIMILAR OR EQUAL"
lsimg	⪏	⪏	⪏	"LESS-THAN ABOVE SIMILAR ABOVE GREATER-THAN"
gsiml	⪐	⪐	⪐	"GREATER-THAN ABOVE SIMILAR ABOVE LESS-THAN"
lgE	⪑	⪑	⪑	"LESS-THAN ABOVE GREATER-THAN ABOVE DOUBLE-LINE EQUAL"
glE	⪒	⪒	⪒	"GREATER-THAN ABOVE LESS-THAN ABOVE DOUBLE-LINE EQUAL"
lesges	⪓	⪓	⪓	"LESS-THAN ABOVE SLANTED EQUAL ABOVE GREATER-THAN ABOVE SLANTED EQUAL"
gesles	⪔	⪔	⪔	"GREATER-THAN ABOVE SLANTED EQUAL ABOVE LESS-THAN ABOVE SLANTED EQUAL"
els	⪕	⪕	⪕	"SLANTED EQUAL TO OR LESS-THAN"
eqslantless	⪕	⪕	⪕	"SLANTED EQUAL TO OR LESS-THAN"
egs	⪖	⪖	⪖	"SLANTED EQUAL TO OR GREATER-THAN"
eqslantgtr	⪖	⪖	⪖	"SLANTED EQUAL TO OR GREATER-THAN"
elsdot	⪗	⪗	⪗	"SLANTED EQUAL TO OR LESS-THAN WITH DOT INSIDE"
egsdot	⪘	⪘	⪘	"SLANTED EQUAL TO OR GREATER-THAN WITH DOT INSIDE"
el	⪙	⪙	⪙	"DOUBLE-LINE EQUAL TO OR LESS-THAN"
eg	⪚	⪚	⪚	"DOUBLE-LINE EQUAL TO OR GREATER-THAN"
siml	⪝	⪝	⪝	"SIMILAR OR LESS-THAN"
simg	⪞	⪞	⪞	"SIMILAR OR GREATER-THAN"
simlE	⪟	⪟	⪟	"SIMILAR ABOVE LESS-THAN ABOVE EQUALS SIGN"
simgE	⪠	⪠	⪠	"SIMILAR ABOVE GREATER-THAN ABOVE EQUALS SIGN"
LessLess	⪡	⪡	⪡	"DOUBLE NESTED LESS-THAN"
NotNestedLessLess	⪡̸	⪡̸	⪡̸	"DOUBLE NESTED LESS-THAN with slash"
GreaterGreater	⪢	⪢	⪢	"DOUBLE NESTED GREATER-THAN"
NotNestedGreaterGreater	⪢̸	⪢̸	⪢̸	"DOUBLE NESTED GREATER-THAN with slash"
glj	⪤	⪤	⪤	"GREATER-THAN OVERLAPPING LESS-THAN"
gla	⪥	⪥	⪥	"GREATER-THAN BESIDE LESS-THAN"
ltcc	⪦	⪦	⪦	"LESS-THAN CLOSED BY CURVE"
gtcc	⪧	⪧	⪧	"GREATER-THAN CLOSED BY CURVE"
lescc	⪨	⪨	⪨	"LESS-THAN CLOSED BY CURVE ABOVE SLANTED EQUAL"
gescc	⪩	⪩	⪩	"GREATER-THAN CLOSED BY CURVE ABOVE SLANTED EQUAL"
smt	⪪	⪪	⪪	"SMALLER THAN"
lat	⪫	⪫	⪫	"LARGER THAN"
smte	⪬	⪬	⪬	"SMALLER THAN OR EQUAL TO"
smtes	⪬︀	⪬︀	⪬︀	"SMALLER THAN OR slanted EQUAL"
late	⪭	⪭	⪭	"LARGER THAN OR EQUAL TO"
lates	⪭︀	⪭︀	⪭︀	"LARGER THAN OR slanted EQUAL"
bumpE	⪮	⪮	⪮	"EQUALS SIGN WITH BUMPY ABOVE"
pre	⪯	⪯	⪯	"PRECEDES ABOVE SINGLE-LINE EQUALS SIGN"
PrecedesEqual	⪯	⪯	⪯	"PRECEDES ABOVE SINGLE-LINE EQUALS SIGN"
preceq	⪯	⪯	⪯	"PRECEDES ABOVE SINGLE-LINE EQUALS SIGN"
NotPrecedesEqual	⪯̸	⪯̸	⪯̸	"PRECEDES ABOVE SINGLE-LINE EQUALS SIGN with slash"
npre	⪯̸	⪯̸	⪯̸	"PRECEDES ABOVE SINGLE-LINE EQUALS SIGN with slash"
npreceq	⪯̸	⪯̸	⪯̸	"PRECEDES ABOVE SINGLE-LINE EQUALS SIGN with slash"
sce	⪰	⪰	⪰	"SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN"
SucceedsEqual	⪰	⪰	⪰	"SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN"
succeq	⪰	⪰	⪰	"SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN"
NotSucceedsEqual	⪰̸	⪰̸	⪰̸	"SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN with slash"
nsce	⪰̸	⪰̸	⪰̸	"SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN with slash"
nsucceq	⪰̸	⪰̸	⪰̸	"SUCCEEDS ABOVE SINGLE-LINE EQUALS SIGN with slash"
prE	⪳	⪳	⪳	"PRECEDES ABOVE EQUALS SIGN"
scE	⪴	⪴	⪴	"SUCCEEDS ABOVE EQUALS SIGN"
precneqq	⪵	⪵	⪵	"PRECEDES ABOVE NOT EQUAL TO"
prnE	⪵	⪵	⪵	"PRECEDES ABOVE NOT EQUAL TO"
scnE	⪶	⪶	⪶	"SUCCEEDS ABOVE NOT EQUAL TO"
succneqq	⪶	⪶	⪶	"SUCCEEDS ABOVE NOT EQUAL TO"
prap	⪷	⪷	⪷	"PRECEDES ABOVE ALMOST EQUAL TO"
precapprox	⪷	⪷	⪷	"PRECEDES ABOVE ALMOST EQUAL TO"
scap	⪸	⪸	⪸	"SUCCEEDS ABOVE ALMOST EQUAL TO"
succapprox	⪸	⪸	⪸	"SUCCEEDS ABOVE ALMOST EQUAL TO"
precnapprox	⪹	⪹	⪹	"PRECEDES ABOVE NOT ALMOST EQUAL TO"
prnap	⪹	⪹	⪹	"PRECEDES ABOVE NOT ALMOST EQUAL TO"
scnap	⪺	⪺	⪺	"SUCCEEDS ABOVE NOT ALMOST EQUAL TO"
succnapprox	⪺	⪺	⪺	"SUCCEEDS ABOVE NOT ALMOST EQUAL TO"
Pr	⪻	⪻	⪻	"DOUBLE PRECEDES"
Sc	⪼	⪼	⪼	"DOUBLE SUCCEEDS"
subdot	⪽	⪽	⪽	"SUBSET WITH DOT"
supdot	⪾	⪾	⪾	"SUPERSET WITH DOT"
subplus	⪿	⪿	⪿	"SUBSET WITH PLUS SIGN BELOW"
supplus	⫀	⫀	⫀	"SUPERSET WITH PLUS SIGN BELOW"
submult	⫁	⫁	⫁	"SUBSET WITH MULTIPLICATION SIGN BELOW"
supmult	⫂	⫂	⫂	"SUPERSET WITH MULTIPLICATION SIGN BELOW"
subedot	⫃	⫃	⫃	"SUBSET OF OR EQUAL TO WITH DOT ABOVE"
supedot	⫄	⫄	⫄	"SUPERSET OF OR EQUAL TO WITH DOT ABOVE"
subE	⫅	⫅	⫅	"SUBSET OF ABOVE EQUALS SIGN"
subseteqq	⫅	⫅	⫅	"SUBSET OF ABOVE EQUALS SIGN"
nsubE	⫅̸	⫅̸	⫅̸	"SUBSET OF ABOVE EQUALS SIGN with slash"
nsubseteqq	⫅̸	⫅̸	⫅̸	"SUBSET OF ABOVE EQUALS SIGN with slash"
supE	⫆	⫆	⫆	"SUPERSET OF ABOVE EQUALS SIGN"
supseteqq	⫆	⫆	⫆	"SUPERSET OF ABOVE EQUALS SIGN"
nsupE	⫆̸	⫆̸	⫆̸	"SUPERSET OF ABOVE EQUALS SIGN with slash"
nsupseteqq	⫆̸	⫆̸	⫆̸	"SUPERSET OF ABOVE EQUALS SIGN with slash"
subsim	⫇	⫇	⫇	"SUBSET OF ABOVE TILDE OPERATOR"
supsim	⫈	⫈	⫈	"SUPERSET OF ABOVE TILDE OPERATOR"
subnE	⫋	⫋	⫋	"SUBSET OF ABOVE NOT EQUAL TO"
subsetneqq	⫋	⫋	⫋	"SUBSET OF ABOVE NOT EQUAL TO"
varsubsetneqq	⫋︀	⫋︀	⫋︀	"SUBSET OF ABOVE NOT EQUAL TO - variant with stroke through bottom members"
vsubnE	⫋︀	⫋︀	⫋︀	"SUBSET OF ABOVE NOT EQUAL TO - variant with stroke through bottom members"
supnE	⫌	⫌	⫌	"SUPERSET OF ABOVE NOT EQUAL TO"
supsetneqq	⫌	⫌	⫌	"SUPERSET OF ABOVE NOT EQUAL TO"
varsupsetneqq	⫌︀	⫌︀	⫌︀	"SUPERSET OF ABOVE NOT EQUAL TO - variant with stroke through bottom members"
vsupnE	⫌︀	⫌︀	⫌︀	"SUPERSET OF ABOVE NOT EQUAL TO - variant with stroke through bottom members"
csub	⫏	⫏	⫏	"CLOSED SUBSET"
csup	⫐	⫐	⫐	"CLOSED SUPERSET"
csube	⫑	⫑	⫑	"CLOSED SUBSET OR EQUAL TO"
csupe	⫒	⫒	⫒	"CLOSED SUPERSET OR EQUAL TO"
subsup	⫓	⫓	⫓	"SUBSET ABOVE SUPERSET"
supsub	⫔	⫔	⫔	"SUPERSET ABOVE SUBSET"
subsub	⫕	⫕	⫕	"SUBSET ABOVE SUBSET"
supsup	⫖	⫖	⫖	"SUPERSET ABOVE SUPERSET"
suphsub	⫗	⫗	⫗	"SUPERSET BESIDE SUBSET"
supdsub	⫘	⫘	⫘	"SUPERSET BESIDE AND JOINED BY DASH WITH SUBSET"
forkv	⫙	⫙	⫙	"ELEMENT OF OPENING DOWNWARDS"
topfork	⫚	⫚	⫚	"PITCHFORK WITH TEE TOP"
mlcp	⫛	⫛	⫛	"TRANSVERSAL INTERSECTION"
Dashv	⫤	⫤	⫤	"VERTICAL BAR DOUBLE LEFT TURNSTILE"
DoubleLeftTee	⫤	⫤	⫤	"VERTICAL BAR DOUBLE LEFT TURNSTILE"
Vdashl	⫦	⫦	⫦	"LONG DASH FROM LEFT MEMBER OF DOUBLE VERTICAL"
Barv	⫧	⫧	⫧	"SHORT DOWN TACK WITH OVERBAR"
vBar	⫨	⫨	⫨	"SHORT UP TACK WITH UNDERBAR"
vBarv	⫩	⫩	⫩	"SHORT UP TACK ABOVE SHORT DOWN TACK"
Vbar	⫫	⫫	⫫	"DOUBLE UP TACK"
Not	⫬	⫬	⫬	"DOUBLE STROKE NOT SIGN"
bNot	⫭	⫭	⫭	"REVERSED DOUBLE STROKE NOT SIGN"
rnmid	⫮	⫮	⫮	"DOES NOT DIVIDE WITH REVERSED NEGATION SLASH"
cirmid	⫯	⫯	⫯	"VERTICAL LINE WITH CIRCLE ABOVE"
midcir	⫰	⫰	⫰	"VERTICAL LINE WITH CIRCLE BELOW"
topcir	⫱	⫱	⫱	"DOWN TACK WITH CIRCLE BELOW"
nhpar	⫲	⫲	⫲	"PARALLEL WITH HORIZONTAL STROKE"
parsim	⫳	⫳	⫳	"PARALLEL WITH TILDE OPERATOR"
parsl	⫽	⫽	⫽	"DOUBLE SOLIDUS OPERATOR"
nparsl	⫽⃥	⫽⃥	⫽⃥	"DOUBLE SOLIDUS OPERATOR with reverse slash"
fflig	ﬀ	ﬀ	ﬀ	"LATIN SMALL LIGATURE FF"
filig	ﬁ	ﬁ	ﬁ	"LATIN SMALL LIGATURE FI"
fllig	ﬂ	ﬂ	ﬂ	"LATIN SMALL LIGATURE FL"
ffilig	ﬃ	ﬃ	ﬃ	"LATIN SMALL LIGATURE FFI"
ffllig	ﬄ	ﬄ	ﬄ	"LATIN SMALL LIGATURE FFL"
Ascr	𝒜	𝒜	𝒜	"MATHEMATICAL SCRIPT CAPITAL A"
Cscr	𝒞	𝒞	𝒞	"MATHEMATICAL SCRIPT CAPITAL C"
Dscr	𝒟	𝒟	𝒟	"MATHEMATICAL SCRIPT CAPITAL D"
Gscr	𝒢	𝒢	𝒢	"MATHEMATICAL SCRIPT CAPITAL G"
Jscr	𝒥	𝒥	𝒥	"MATHEMATICAL SCRIPT CAPITAL J"
Kscr	𝒦	𝒦	𝒦	"MATHEMATICAL SCRIPT CAPITAL K"
Nscr	𝒩	𝒩	𝒩	"MATHEMATICAL SCRIPT CAPITAL N"
Oscr	𝒪	𝒪	𝒪	"MATHEMATICAL SCRIPT CAPITAL O"
Pscr	𝒫	𝒫	𝒫	"MATHEMATICAL SCRIPT CAPITAL P"
Qscr	𝒬	𝒬	𝒬	"MATHEMATICAL SCRIPT CAPITAL Q"
Sscr	𝒮	𝒮	𝒮	"MATHEMATICAL SCRIPT CAPITAL S"
Tscr	𝒯	𝒯	𝒯	"MATHEMATICAL SCRIPT CAPITAL T"
Uscr	𝒰	𝒰	𝒰	"MATHEMATICAL SCRIPT CAPITAL U"
Vscr	𝒱	𝒱	𝒱	"MATHEMATICAL SCRIPT CAPITAL V"
Wscr	𝒲	𝒲	𝒲	"MATHEMATICAL SCRIPT CAPITAL W"
Xscr	𝒳	𝒳	𝒳	"MATHEMATICAL SCRIPT CAPITAL X"
Yscr	𝒴	𝒴	𝒴	"MATHEMATICAL SCRIPT CAPITAL Y"
Zscr	𝒵	𝒵	𝒵	"MATHEMATICAL SCRIPT CAPITAL Z"
ascr	𝒶	𝒶	𝒶	"MATHEMATICAL SCRIPT SMALL A"
bscr	𝒷	𝒷	𝒷	"MATHEMATICAL SCRIPT SMALL B"
cscr	𝒸	𝒸	𝒸	"MATHEMATICAL SCRIPT SMALL C"
dscr	𝒹	𝒹	𝒹	"MATHEMATICAL SCRIPT SMALL D"
fscr	𝒻	𝒻	𝒻	"MATHEMATICAL SCRIPT SMALL F"
hscr	𝒽	𝒽	𝒽	"MATHEMATICAL SCRIPT SMALL H"
iscr	𝒾	𝒾	𝒾	"MATHEMATICAL SCRIPT SMALL I"
jscr	𝒿	𝒿	𝒿	"MATHEMATICAL SCRIPT SMALL J"
kscr	𝓀	𝓀	𝓀	"MATHEMATICAL SCRIPT SMALL K"
lscr	𝓁	𝓁	𝓁	"MATHEMATICAL SCRIPT SMALL L"
mscr	𝓂	𝓂	𝓂	"MATHEMATICAL SCRIPT SMALL M"
nscr	𝓃	𝓃	𝓃	"MATHEMATICAL SCRIPT SMALL N"
pscr	𝓅	𝓅	𝓅	"MATHEMATICAL SCRIPT SMALL P"
qscr	𝓆	𝓆	𝓆	"MATHEMATICAL SCRIPT SMALL Q"
rscr	𝓇	𝓇	𝓇	"MATHEMATICAL SCRIPT SMALL R"
sscr	𝓈	𝓈	𝓈	"MATHEMATICAL SCRIPT SMALL S"
tscr	𝓉	𝓉	𝓉	"MATHEMATICAL SCRIPT SMALL T"
uscr	𝓊	𝓊	𝓊	"MATHEMATICAL SCRIPT SMALL U"
vscr	𝓋	𝓋	𝓋	"MATHEMATICAL SCRIPT SMALL V"
wscr	𝓌	𝓌	𝓌	"MATHEMATICAL SCRIPT SMALL W"
xscr	𝓍	𝓍	𝓍	"MATHEMATICAL SCRIPT SMALL X"
yscr	𝓎	𝓎	𝓎	"MATHEMATICAL SCRIPT SMALL Y"
zscr	𝓏	𝓏	𝓏	"MATHEMATICAL SCRIPT SMALL Z"
Afr	𝔄	𝔄	𝔄	"MATHEMATICAL FRAKTUR CAPITAL A"
Bfr	𝔅	𝔅	𝔅	"MATHEMATICAL FRAKTUR CAPITAL B"
Dfr	𝔇	𝔇	𝔇	"MATHEMATICAL FRAKTUR CAPITAL D"
Efr	𝔈	𝔈	𝔈	"MATHEMATICAL FRAKTUR CAPITAL E"
Ffr	𝔉	𝔉	𝔉	"MATHEMATICAL FRAKTUR CAPITAL F"
Gfr	𝔊	𝔊	𝔊	"MATHEMATICAL FRAKTUR CAPITAL G"
Jfr	𝔍	𝔍	𝔍	"MATHEMATICAL FRAKTUR CAPITAL J"
Kfr	𝔎	𝔎	𝔎	"MATHEMATICAL FRAKTUR CAPITAL K"
Lfr	𝔏	𝔏	𝔏	"MATHEMATICAL FRAKTUR CAPITAL L"
Mfr	𝔐	𝔐	𝔐	"MATHEMATICAL FRAKTUR CAPITAL M"
Nfr	𝔑	𝔑	𝔑	"MATHEMATICAL FRAKTUR CAPITAL N"
Ofr	𝔒	𝔒	𝔒	"MATHEMATICAL FRAKTUR CAPITAL O"
Pfr	𝔓	𝔓	𝔓	"MATHEMATICAL FRAKTUR CAPITAL P"
Qfr	𝔔	𝔔	𝔔	"MATHEMATICAL FRAKTUR CAPITAL Q"
Sfr	𝔖	𝔖	𝔖	"MATHEMATICAL FRAKTUR CAPITAL S"
Tfr	𝔗	𝔗	𝔗	"MATHEMATICAL FRAKTUR CAPITAL T"
Ufr	𝔘	𝔘	𝔘	"MATHEMATICAL FRAKTUR CAPITAL U"
Vfr	𝔙	𝔙	𝔙	"MATHEMATICAL FRAKTUR CAPITAL V"
Wfr	𝔚	𝔚	𝔚	"MATHEMATICAL FRAKTUR CAPITAL W"
Xfr	𝔛	𝔛	𝔛	"MATHEMATICAL FRAKTUR CAPITAL X"
Yfr	𝔜	𝔜	𝔜	"MATHEMATICAL FRAKTUR CAPITAL Y"
afr	𝔞	𝔞	𝔞	"MATHEMATICAL FRAKTUR SMALL A"
bfr	𝔟	𝔟	𝔟	"MATHEMATICAL FRAKTUR SMALL B"
cfr	𝔠	𝔠	𝔠	"MATHEMATICAL FRAKTUR SMALL C"
dfr	𝔡	𝔡	𝔡	"MATHEMATICAL FRAKTUR SMALL D"
efr	𝔢	𝔢	𝔢	"MATHEMATICAL FRAKTUR SMALL E"
ffr	𝔣	𝔣	𝔣	"MATHEMATICAL FRAKTUR SMALL F"
gfr	𝔤	𝔤	𝔤	"MATHEMATICAL FRAKTUR SMALL G"
hfr	𝔥	𝔥	𝔥	"MATHEMATICAL FRAKTUR SMALL H"
ifr	𝔦	𝔦	𝔦	"MATHEMATICAL FRAKTUR SMALL I"
jfr	𝔧	𝔧	𝔧	"MATHEMATICAL FRAKTUR SMALL J"
kfr	𝔨	𝔨	𝔨	"MATHEMATICAL FRAKTUR SMALL K"
lfr	𝔩	𝔩	𝔩	"MATHEMATICAL FRAKTUR SMALL L"
mfr	𝔪	𝔪	𝔪	"MATHEMATICAL FRAKTUR SMALL M"
nfr	𝔫	𝔫	𝔫	"MATHEMATICAL FRAKTUR SMALL N"
ofr	𝔬	𝔬	𝔬	"MATHEMATICAL FRAKTUR SMALL O"
pfr	𝔭	𝔭	𝔭	"MATHEMATICAL FRAKTUR SMALL P"
qfr	𝔮	𝔮	𝔮	"MATHEMATICAL FRAKTUR SMALL Q"
rfr	𝔯	𝔯	𝔯	"MATHEMATICAL FRAKTUR SMALL R"
sfr	𝔰	𝔰	𝔰	"MATHEMATICAL FRAKTUR SMALL S"
tfr	𝔱	𝔱	𝔱	"MATHEMATICAL FRAKTUR SMALL T"
ufr	𝔲	𝔲	𝔲	"MATHEMATICAL FRAKTUR SMALL U"
vfr	𝔳	𝔳	𝔳	"MATHEMATICAL FRAKTUR SMALL V"
wfr	𝔴	𝔴	𝔴	"MATHEMATICAL FRAKTUR SMALL W"
xfr	𝔵	𝔵	𝔵	"MATHEMATICAL FRAKTUR SMALL X"
yfr	𝔶	𝔶	𝔶	"MATHEMATICAL FRAKTUR SMALL Y"
zfr	𝔷	𝔷	𝔷	"MATHEMATICAL FRAKTUR SMALL Z"
Aopf	𝔸	𝔸	𝔸	"MATHEMATICAL DOUBLE-STRUCK CAPITAL A"
Bopf	𝔹	𝔹	𝔹	"MATHEMATICAL DOUBLE-STRUCK CAPITAL B"
Dopf	𝔻	𝔻	𝔻	"MATHEMATICAL DOUBLE-STRUCK CAPITAL D"
Eopf	𝔼	𝔼	𝔼	"MATHEMATICAL DOUBLE-STRUCK CAPITAL E"
Fopf	𝔽	𝔽	𝔽	"MATHEMATICAL DOUBLE-STRUCK CAPITAL F"
Gopf	𝔾	𝔾	𝔾	"MATHEMATICAL DOUBLE-STRUCK CAPITAL G"
Iopf	𝕀	𝕀	𝕀	"MATHEMATICAL DOUBLE-STRUCK CAPITAL I"
Jopf	𝕁	𝕁	𝕁	"MATHEMATICAL DOUBLE-STRUCK CAPITAL J"
Kopf	𝕂	𝕂	𝕂	"MATHEMATICAL DOUBLE-STRUCK CAPITAL K"
Lopf	𝕃	𝕃	𝕃	"MATHEMATICAL DOUBLE-STRUCK CAPITAL L"
Mopf	𝕄	𝕄	𝕄	"MATHEMATICAL DOUBLE-STRUCK CAPITAL M"
Oopf	𝕆	𝕆	𝕆	"MATHEMATICAL DOUBLE-STRUCK CAPITAL O"
Sopf	𝕊	𝕊	𝕊	"MATHEMATICAL DOUBLE-STRUCK CAPITAL S"
Topf	𝕋	𝕋	𝕋	"MATHEMATICAL DOUBLE-STRUCK CAPITAL T"
Uopf	𝕌	𝕌	𝕌	"MATHEMATICAL DOUBLE-STRUCK CAPITAL U"
Vopf	𝕍	𝕍	𝕍	"MATHEMATICAL DOUBLE-STRUCK CAPITAL V"
Wopf	𝕎	𝕎	𝕎	"MATHEMATICAL DOUBLE-STRUCK CAPITAL W"
Xopf	𝕏	𝕏	𝕏	"MATHEMATICAL DOUBLE-STRUCK CAPITAL X"
Yopf	𝕐	𝕐	𝕐	"MATHEMATICAL DOUBLE-STRUCK CAPITAL Y"
aopf	𝕒	𝕒	𝕒	"MATHEMATICAL DOUBLE-STRUCK SMALL A"
bopf	𝕓	𝕓	𝕓	"MATHEMATICAL DOUBLE-STRUCK SMALL B"
copf	𝕔	𝕔	𝕔	"MATHEMATICAL DOUBLE-STRUCK SMALL C"
dopf	𝕕	𝕕	𝕕	"MATHEMATICAL DOUBLE-STRUCK SMALL D"
eopf	𝕖	𝕖	𝕖	"MATHEMATICAL DOUBLE-STRUCK SMALL E"
fopf	𝕗	𝕗	𝕗	"MATHEMATICAL DOUBLE-STRUCK SMALL F"
gopf	𝕘	𝕘	𝕘	"MATHEMATICAL DOUBLE-STRUCK SMALL G"
hopf	𝕙	𝕙	𝕙	"MATHEMATICAL DOUBLE-STRUCK SMALL H"
iopf	𝕚	𝕚	𝕚	"MATHEMATICAL DOUBLE-STRUCK SMALL I"
jopf	𝕛	𝕛	𝕛	"MATHEMATICAL DOUBLE-STRUCK SMALL J"
kopf	𝕜	𝕜	𝕜	"MATHEMATICAL DOUBLE-STRUCK SMALL K"
lopf	𝕝	𝕝	𝕝	"MATHEMATICAL DOUBLE-STRUCK SMALL L"
mopf	𝕞	𝕞	𝕞	"MATHEMATICAL DOUBLE-STRUCK SMALL M"
nopf	𝕟	𝕟	𝕟	"MATHEMATICAL DOUBLE-STRUCK SMALL N"
oopf	𝕠	𝕠	𝕠	"MATHEMATICAL DOUBLE-STRUCK SMALL O"
popf	𝕡	𝕡	𝕡	"MATHEMATICAL DOUBLE-STRUCK SMALL P"
qopf	𝕢	𝕢	𝕢	"MATHEMATICAL DOUBLE-STRUCK SMALL Q"
ropf	𝕣	𝕣	𝕣	"MATHEMATICAL DOUBLE-STRUCK SMALL R"
sopf	𝕤	𝕤	𝕤	"MATHEMATICAL DOUBLE-STRUCK SMALL S"
topf	𝕥	𝕥	𝕥	"MATHEMATICAL DOUBLE-STRUCK SMALL T"
uopf	𝕦	𝕦	𝕦	"MATHEMATICAL DOUBLE-STRUCK SMALL U"
vopf	𝕧	𝕧	𝕧	"MATHEMATICAL DOUBLE-STRUCK SMALL V"
wopf	𝕨	𝕨	𝕨	"MATHEMATICAL DOUBLE-STRUCK SMALL W"
xopf	𝕩	𝕩	𝕩	"MATHEMATICAL DOUBLE-STRUCK SMALL X"
yopf	𝕪	𝕪	𝕪	"MATHEMATICAL DOUBLE-STRUCK SMALL Y"
zopf	𝕫	𝕫	𝕫	"MATHEMATICAL DOUBLE-STRUCK SMALL Z"
b.Gamma	𝚪	&b.Gamma;	𝚪	"MATHEMATICAL BOLD CAPITAL GAMMA"
b.Delta	𝚫	&b.Delta;	𝚫	"MATHEMATICAL BOLD CAPITAL DELTA"
b.Theta	𝚯	&b.Theta;	𝚯	"MATHEMATICAL BOLD CAPITAL THETA"
b.Lambda	𝚲	&b.Lambda;	𝚲	"MATHEMATICAL BOLD CAPITAL LAMDA"
b.Xi	𝚵	&b.Xi;	𝚵	"MATHEMATICAL BOLD CAPITAL XI"
b.Pi	𝚷	&b.Pi;	𝚷	"MATHEMATICAL BOLD CAPITAL PI"
b.Sigma	𝚺	&b.Sigma;	𝚺	"MATHEMATICAL BOLD CAPITAL SIGMA"
b.Upsi	𝚼	&b.Upsi;	𝚼	"MATHEMATICAL BOLD CAPITAL UPSILON"
b.Phi	𝚽	&b.Phi;	𝚽	"MATHEMATICAL BOLD CAPITAL PHI"
b.Psi	𝚿	&b.Psi;	𝚿	"MATHEMATICAL BOLD CAPITAL PSI"
b.Omega	𝛀	&b.Omega;	𝛀	"MATHEMATICAL BOLD CAPITAL OMEGA"
b.alpha	𝛂	&b.alpha;	𝛂	"MATHEMATICAL BOLD SMALL ALPHA"
b.beta	𝛃	&b.beta;	𝛃	"MATHEMATICAL BOLD SMALL BETA"
b.gamma	𝛄	&b.gamma;	𝛄	"MATHEMATICAL BOLD SMALL GAMMA"
b.delta	𝛅	&b.delta;	𝛅	"MATHEMATICAL BOLD SMALL DELTA"
b.epsi	𝛆	&b.epsi;	𝛆	"MATHEMATICAL BOLD SMALL EPSILON"
b.zeta	𝛇	&b.zeta;	𝛇	"MATHEMATICAL BOLD SMALL ZETA"
b.eta	𝛈	&b.eta;	𝛈	"MATHEMATICAL BOLD SMALL ETA"
b.thetas	𝛉	&b.thetas;	𝛉	"MATHEMATICAL BOLD SMALL THETA"
b.iota	𝛊	&b.iota;	𝛊	"MATHEMATICAL BOLD SMALL IOTA"
b.kappa	𝛋	&b.kappa;	𝛋	"MATHEMATICAL BOLD SMALL KAPPA"
b.lambda	𝛌	&b.lambda;	𝛌	"MATHEMATICAL BOLD SMALL LAMDA"
b.mu	𝛍	&b.mu;	𝛍	"MATHEMATICAL BOLD SMALL MU"
b.nu	𝛎	&b.nu;	𝛎	"MATHEMATICAL BOLD SMALL NU"
b.xi	𝛏	&b.xi;	𝛏	"MATHEMATICAL BOLD SMALL XI"
b.pi	𝛑	&b.pi;	𝛑	"MATHEMATICAL BOLD SMALL PI"
b.rho	𝛒	&b.rho;	𝛒	"MATHEMATICAL BOLD SMALL RHO"
b.sigmav	𝛓	&b.sigmav;	𝛓	"MATHEMATICAL BOLD SMALL FINAL SIGMA"
b.sigma	𝛔	&b.sigma;	𝛔	"MATHEMATICAL BOLD SMALL SIGMA"
b.tau	𝛕	&b.tau;	𝛕	"MATHEMATICAL BOLD SMALL TAU"
b.upsi	𝛖	&b.upsi;	𝛖	"MATHEMATICAL BOLD SMALL UPSILON"
b.phi	𝛗	&b.phi;	𝛗	"MATHEMATICAL BOLD SMALL PHI"
b.chi	𝛘	&b.chi;	𝛘	"MATHEMATICAL BOLD SMALL CHI"
b.psi	𝛙	&b.psi;	𝛙	"MATHEMATICAL BOLD SMALL PSI"
b.omega	𝛚	&b.omega;	𝛚	"MATHEMATICAL BOLD SMALL OMEGA"
b.epsiv	𝛜	&b.epsiv;	𝛜	"MATHEMATICAL BOLD EPSILON SYMBOL"
b.thetav	𝛝	&b.thetav;	𝛝	"MATHEMATICAL BOLD THETA SYMBOL"
b.kappav	𝛞	&b.kappav;	𝛞	"MATHEMATICAL BOLD KAPPA SYMBOL"
b.phiv	𝛟	&b.phiv;	𝛟	"MATHEMATICAL BOLD PHI SYMBOL"
b.rhov	𝛠	&b.rhov;	𝛠	"MATHEMATICAL BOLD RHO SYMBOL"
b.piv	𝛡	&b.piv;	𝛡	"MATHEMATICAL BOLD PI SYMBOL"
b.Gammad	𝟊	&b.Gammad;	𝟊	"MATHEMATICAL BOLD CAPITAL DIGAMMA"
b.gammad	𝟋	&b.gammad;	𝟋	"MATHEMATICAL BOLD SMALL DIGAMMA"

Quelle: https://www.w3.org/2003/entities/2007/w3centities-f.ent

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