AElig \u{c6}
AMP \u{26}
Aacute \u{c1}
Acirc \u{c2}
Acy \u{410}
Afr \u{1d504}
Agrave \u{c0}
Alpha \u{391}
Amacr \u{100}
And \u{2a53}
Aogon \u{104}
Aopf \u{1d538}
ApplyFunction \u{2061}
Aring \u{c5}
Ascr \u{1d49c}
Assign \u{2254}
Atilde \u{c3}
Auml \u{c4}
Backslash \u{2216}
Barv \u{2ae7}
Barwed \u{2306}
Bcy \u{411}
Because \u{2235}
Bernoullis \u{212c}
Beta \u{392}
Bfr \u{1d505}
Bopf \u{1d539}
Breve \u{2d8}
Bscr \u{212c}
Bumpeq \u{224e}
CHcy \u{427}
COPY \u{a9}
Cacute \u{106}
Cap \u{22d2}
CapitalDifferentialD \u{2145}
Cayleys \u{212d}
Ccaron \u{10c}
Ccedil \u{c7}
Ccirc \u{108}
Cconint \u{2230}
Cdot \u{10a}
Cedilla \u{b8}
CenterDot \u{b7}
Cfr \u{212d}
Chi \u{3a7}
CircleDot \u{2299}
CircleMinus \u{2296}
CirclePlus \u{2295}
CircleTimes \u{2297}
ClockwiseContourIntegral \u{2232}
CloseCurlyDoubleQuote \u{201d}
CloseCurlyQuote \u{2019}
Colon \u{2237}
Colone \u{2a74}
Congruent \u{2261}
Conint \u{222f}
ContourIntegral \u{222e}
Copf \u{2102}
Coproduct \u{2210}
CounterClockwiseContourIntegral \u{2233}
Cross \u{2a2f}
Cscr \u{1d49e}
Cup \u{22d3}
CupCap \u{224d}
DD \u{2145}
DDotrahd \u{2911}
DJcy \u{402}
DScy \u{405}
DZcy \u{40f}
Dagger \u{2021}
Darr \u{21a1}
Dashv \u{2ae4}
Dcaron \u{10e}
Dcy \u{414}
Del \u{2207}
Delta \u{394}
Dfr \u{1d507}
DiacriticalAcute \u{b4}
DiacriticalDot \u{2d9}
DiacriticalDoubleAcute \u{2dd}
DiacriticalGrave \u{60}
DiacriticalTilde \u{2dc}
Diamond \u{22c4}
DifferentialD \u{2146}
Dopf \u{1d53b}
Dot \u{a8}
DotDot \u{20dc}
DotEqual \u{2250}
DoubleContourIntegral \u{222f}
DoubleDot \u{a8}
DoubleDownArrow \u{21d3}
DoubleLeftArrow \u{21d0}
DoubleLeftRightArrow \u{21d4}
DoubleLeftTee \u{2ae4}
DoubleLongLeftArrow \u{27f8}
DoubleLongLeftRightArrow \u{27fa}
DoubleLongRightArrow \u{27f9}
DoubleRightArrow \u{21d2}
DoubleRightTee \u{22a8}
DoubleUpArrow \u{21d1}
DoubleUpDownArrow \u{21d5}
DoubleVerticalBar \u{2225}
DownArrow \u{2193}
DownArrowBar \u{2913}
DownArrowUpArrow \u{21f5}
DownBreve \u{311}
DownLeftRightVector \u{2950}
DownLeftTeeVector \u{295e}
DownLeftVector \u{21bd}
DownLeftVectorBar \u{2956}
DownRightTeeVector \u{295f}
DownRightVector \u{21c1}
DownRightVectorBar \u{2957}
DownTee \u{22a4}
DownTeeArrow \u{21a7}
Downarrow \u{21d3}
Dscr \u{1d49f}
Dstrok \u{110}
ENG \u{14a}
ETH \u{d0}
Eacute \u{c9}
Ecaron \u{11a}
Ecirc \u{ca}
Ecy \u{42d}
Edot \u{116}
Efr \u{1d508}
Egrave \u{c8}
Element \u{2208}
Emacr \u{112}
EmptySmallSquare \u{25fb}
EmptyVerySmallSquare \u{25ab}
Eogon \u{118}
Eopf \u{1d53c}
Epsilon \u{395}
Equal \u{2a75}
EqualTilde \u{2242}
Equilibrium \u{21cc}
Escr \u{2130}
Esim \u{2a73}
Eta \u{397}
Euml \u{cb}
Exists \u{2203}
ExponentialE \u{2147}
Fcy \u{424}
Ffr \u{1d509}
FilledSmallSquare \u{25fc}
FilledVerySmallSquare \u{25aa}
Fopf \u{1d53d}
ForAll \u{2200}
Fouriertrf \u{2131}
Fscr \u{2131}
GJcy \u{403}
GT \u{3e}
Gamma \u{393}
Gammad \u{3dc}
Gbreve \u{11e}
Gcedil \u{122}
Gcirc \u{11c}
Gcy \u{413}
Gdot \u{120}
Gfr \u{1d50a}
Gg \u{22d9}
Gopf \u{1d53e}
GreaterEqual \u{2265}
GreaterEqualLess \u{22db}
GreaterFullEqual \u{2267}
GreaterGreater \u{2aa2}
GreaterLess \u{2277}
GreaterSlantEqual \u{2a7e}
GreaterTilde \u{2273}
Gscr \u{1d4a2}
Gt \u{226b}
HARDcy \u{42a}
Hacek \u{2c7}
Hat \u{5e}
Hcirc \u{124}
Hfr \u{210c}
HilbertSpace \u{210b}
Hopf \u{210d}
HorizontalLine \u{2500}
Hscr \u{210b}
Hstrok \u{126}
HumpDownHump \u{224e}
HumpEqual \u{224f}
IEcy \u{415}
IJlig \u{132}
IOcy \u{401}
Iacute \u{cd}
Icirc \u{ce}
Icy \u{418}
Idot \u{130}
Ifr \u{2111}
Igrave \u{cc}
Im \u{2111}
Imacr \u{12a}
ImaginaryI \u{2148}
Implies \u{21d2}
Int \u{222c}
Integral \u{222b}
Intersection \u{22c2}
InvisibleComma \u{2063}
InvisibleTimes \u{2062}
Iogon \u{12e}
Iopf \u{1d540}
Iota \u{399}
Iscr \u{2110}
Itilde \u{128}
Iukcy \u{406}
Iuml \u{cf}
Jcirc \u{134}
Jcy \u{419}
Jfr \u{1d50d}
Jopf \u{1d541}
Jscr \u{1d4a5}
Jsercy \u{408}
Jukcy \u{404}
KHcy \u{425}
KJcy \u{40c}
Kappa \u{39a}
Kcedil \u{136}
Kcy \u{41a}
Kfr \u{1d50e}
Kopf \u{1d542}
Kscr \u{1d4a6}
LJcy \u{409}
LT \u{3c}
Lacute \u{139}
Lambda \u{39b}
Lang \u{27ea}
Laplacetrf \u{2112}
Larr \u{219e}
Lcaron \u{13d}
Lcedil \u{13b}
Lcy \u{41b}
LeftAngleBracket \u{27e8}
LeftArrow \u{2190}
LeftArrowBar \u{21e4}
LeftArrowRightArrow \u{21c6}
LeftCeiling \u{2308}
LeftDoubleBracket \u{27e6}
LeftDownTeeVector \u{2961}
LeftDownVector \u{21c3}
LeftDownVectorBar \u{2959}
LeftFloor \u{230a}
LeftRightArrow \u{2194}
LeftRightVector \u{294e}
LeftTee \u{22a3}
LeftTeeArrow \u{21a4}
LeftTeeVector \u{295a}
LeftTriangle \u{22b2}
LeftTriangleBar \u{29cf}
LeftTriangleEqual \u{22b4}
LeftUpDownVector \u{2951}
LeftUpTeeVector \u{2960}
LeftUpVector \u{21bf}
LeftUpVectorBar \u{2958}
LeftVector \u{21bc}
LeftVectorBar \u{2952}
Leftarrow \u{21d0}
Leftrightarrow \u{21d4}
LessEqualGreater \u{22da}
LessFullEqual \u{2266}
LessGreater \u{2276}
LessLess \u{2aa1}
LessSlantEqual \u{2a7d}
LessTilde \u{2272}
Lfr \u{1d50f}
Ll \u{22d8}
Lleftarrow \u{21da}
Lmidot \u{13f}
LongLeftArrow \u{27f5}
LongLeftRightArrow \u{27f7}
LongRightArrow \u{27f6}
Longleftarrow \u{27f8}
Longleftrightarrow \u{27fa}
Longrightarrow \u{27f9}
Lopf \u{1d543}
LowerLeftArrow \u{2199}
LowerRightArrow \u{2198}
Lscr \u{2112}
Lsh \u{21b0}
Lstrok \u{141}
Lt \u{226a}
Map \u{2905}
Mcy \u{41c}
MediumSpace \u{205f}
Mellintrf \u{2133}
Mfr \u{1d510}
MinusPlus \u{2213}
Mopf \u{1d544}
Mscr \u{2133}
Mu \u{39c}
NJcy \u{40a}
Nacute \u{143}
Ncaron \u{147}
Ncedil \u{145}
Ncy \u{41d}
NegativeMediumSpace \u{200b}
NegativeThickSpace \u{200b}
NegativeThinSpace \u{200b}
NegativeVeryThinSpace \u{200b}
NestedGreaterGreater \u{226b}
NestedLessLess \u{226a}
NewLine \u{a}
Nfr \u{1d511}
NoBreak \u{2060}
NonBreakingSpace \u{a0}
Nopf \u{2115}
Not \u{2aec}
NotCongruent \u{2262}
NotCupCap \u{226d}
NotDoubleVerticalBar \u{2226}
NotElement \u{2209}
NotEqual \u{2260}
NotEqualTilde \u{2242}\u{338}
NotExists \u{2204}
NotGreater \u{226f}
NotGreaterEqual \u{2271}
NotGreaterFullEqual \u{2267}\u{338}
NotGreaterGreater \u{226b}\u{338}
NotGreaterLess \u{2279}
NotGreaterSlantEqual \u{2a7e}\u{338}
NotGreaterTilde \u{2275}
NotHumpDownHump \u{224e}\u{338}
NotHumpEqual \u{224f}\u{338}
NotLeftTriangle \u{22ea}
NotLeftTriangleBar \u{29cf}\u{338}
NotLeftTriangleEqual \u{22ec}
NotLess \u{226e}
NotLessEqual \u{2270}
NotLessGreater \u{2278}
NotLessLess \u{226a}\u{338}
NotLessSlantEqual \u{2a7d}\u{338}
NotLessTilde \u{2274}
NotNestedGreaterGreater \u{2aa2}\u{338}
NotNestedLessLess \u{2aa1}\u{338}
NotPrecedes \u{2280}
NotPrecedesEqual \u{2aaf}\u{338}
NotPrecedesSlantEqual \u{22e0}
NotReverseElement \u{220c}
NotRightTriangle \u{22eb}
NotRightTriangleBar \u{29d0}\u{338}
NotRightTriangleEqual \u{22ed}
NotSquareSubset \u{228f}\u{338}
NotSquareSubsetEqual \u{22e2}
NotSquareSuperset \u{2290}\u{338}
NotSquareSupersetEqual \u{22e3}
NotSubset \u{2282}\u{20d2}
NotSubsetEqual \u{2288}
NotSucceeds \u{2281}
NotSucceedsEqual \u{2ab0}\u{338}
NotSucceedsSlantEqual \u{22e1}
NotSucceedsTilde \u{227f}\u{338}
NotSuperset \u{2283}\u{20d2}
NotSupersetEqual \u{2289}
NotTilde \u{2241}
NotTildeEqual \u{2244}
NotTildeFullEqual \u{2247}
NotTildeTilde \u{2249}
NotVerticalBar \u{2224}
Nscr \u{1d4a9}
Ntilde \u{d1}
Nu \u{39d}
OElig \u{152}
Oacute \u{d3}
Ocirc \u{d4}
Ocy \u{41e}
Odblac \u{150}
Ofr \u{1d512}
Ograve \u{d2}
Omacr \u{14c}
Omega \u{3a9}
Omicron \u{39f}
Oopf \u{1d546}
OpenCurlyDoubleQuote \u{201c}
OpenCurlyQuote \u{2018}
Or \u{2a54}
Oscr \u{1d4aa}
Oslash \u{d8}
Otilde \u{d5}
Otimes \u{2a37}
Ouml \u{d6}
OverBar \u{203e}
OverBrace \u{23de}
OverBracket \u{23b4}
OverParenthesis \u{23dc}
PartialD \u{2202}
Pcy \u{41f}
Pfr \u{1d513}
Phi \u{3a6}
Pi \u{3a0}
PlusMinus \u{b1}
Poincareplane \u{210c}
Popf \u{2119}
Pr \u{2abb}
Precedes \u{227a}
PrecedesEqual \u{2aaf}
PrecedesSlantEqual \u{227c}
PrecedesTilde \u{227e}
Prime \u{2033}
Product \u{220f}
Proportion \u{2237}
Proportional \u{221d}
Pscr \u{1d4ab}
Psi \u{3a8}
QUOT \u{22}
Qfr \u{1d514}
Qopf \u{211a}
Qscr \u{1d4ac}
RBarr \u{2910}
REG \u{ae}
Racute \u{154}
Rang \u{27eb}
Rarr \u{21a0}
Rarrtl \u{2916}
Rcaron \u{158}
Rcedil \u{156}
Rcy \u{420}
Re \u{211c}
ReverseElement \u{220b}
ReverseEquilibrium \u{21cb}
ReverseUpEquilibrium \u{296f}
Rfr \u{211c}
Rho \u{3a1}
RightAngleBracket \u{27e9}
RightArrow \u{2192}
RightArrowBar \u{21e5}
RightArrowLeftArrow \u{21c4}
RightCeiling \u{2309}
RightDoubleBracket \u{27e7}
RightDownTeeVector \u{295d}
RightDownVector \u{21c2}
RightDownVectorBar \u{2955}
RightFloor \u{230b}
RightTee \u{22a2}
RightTeeArrow \u{21a6}
RightTeeVector \u{295b}
RightTriangle \u{22b3}
RightTriangleBar \u{29d0}
RightTriangleEqual \u{22b5}
RightUpDownVector \u{294f}
RightUpTeeVector \u{295c}
RightUpVector \u{21be}
RightUpVectorBar \u{2954}
RightVector \u{21c0}
RightVectorBar \u{2953}
Rightarrow \u{21d2}
Ropf \u{211d}
RoundImplies \u{2970}
Rrightarrow \u{21db}
Rscr \u{211b}
Rsh \u{21b1}
RuleDelayed \u{29f4}
SHCHcy \u{429}
SHcy \u{428}
SOFTcy \u{42c}
Sacute \u{15a}
Sc \u{2abc}
Scaron \u{160}
Scedil \u{15e}
Scirc \u{15c}
Scy \u{421}
Sfr \u{1d516}
ShortDownArrow \u{2193}
ShortLeftArrow \u{2190}
ShortRightArrow \u{2192}
ShortUpArrow \u{2191}
Sigma \u{3a3}
SmallCircle \u{2218}
Sopf \u{1d54a}
Sqrt \u{221a}
Square \u{25a1}
SquareIntersection \u{2293}
SquareSubset \u{228f}
SquareSubsetEqual \u{2291}
SquareSuperset \u{2290}
SquareSupersetEqual \u{2292}
SquareUnion \u{2294}
Sscr \u{1d4ae}
Star \u{22c6}
Sub \u{22d0}
Subset \u{22d0}
SubsetEqual \u{2286}
Succeeds \u{227b}
SucceedsEqual \u{2ab0}
SucceedsSlantEqual \u{227d}
SucceedsTilde \u{227f}
SuchThat \u{220b}
Sum \u{2211}
Sup \u{22d1}
Superset \u{2283}
SupersetEqual \u{2287}
Supset \u{22d1}
THORN \u{de}
TRADE \u{2122}
TSHcy \u{40b}
TScy \u{426}
Tab \u{9}
Tau \u{3a4}
Tcaron \u{164}
Tcedil \u{162}
Tcy \u{422}
Tfr \u{1d517}
Therefore \u{2234}
Theta \u{398}
ThickSpace \u{205f}\u{200a}
ThinSpace \u{2009}
Tilde \u{223c}
TildeEqual \u{2243}
TildeFullEqual \u{2245}
TildeTilde \u{2248}
Topf \u{1d54b}
TripleDot \u{20db}
Tscr \u{1d4af}
Tstrok \u{166}
Uacute \u{da}
Uarr \u{219f}
Uarrocir \u{2949}
Ubrcy \u{40e}
Ubreve \u{16c}
Ucirc \u{db}
Ucy \u{423}
Udblac \u{170}
Ufr \u{1d518}
Ugrave \u{d9}
Umacr \u{16a}
UnderBar \u{5f}
UnderBrace \u{23df}
UnderBracket \u{23b5}
UnderParenthesis \u{23dd}
Union \u{22c3}
UnionPlus \u{228e}
Uogon \u{172}
Uopf \u{1d54c}
UpArrow \u{2191}
UpArrowBar \u{2912}
UpArrowDownArrow \u{21c5}
UpDownArrow \u{2195}
UpEquilibrium \u{296e}
UpTee \u{22a5}
UpTeeArrow \u{21a5}
Uparrow \u{21d1}
Updownarrow \u{21d5}
UpperLeftArrow \u{2196}
UpperRightArrow \u{2197}
Upsi \u{3d2}
Upsilon \u{3a5}
Uring \u{16e}
Uscr \u{1d4b0}
Utilde \u{168}
Uuml \u{dc}
VDash \u{22ab}
Vbar \u{2aeb}
Vcy \u{412}
Vdash \u{22a9}
Vdashl \u{2ae6}
Vee \u{22c1}
Verbar \u{2016}
Vert \u{2016}
VerticalBar \u{2223}
VerticalLine \u{7c}
VerticalSeparator \u{2758}
VerticalTilde \u{2240}
VeryThinSpace \u{200a}
Vfr \u{1d519}
Vopf \u{1d54d}
Vscr \u{1d4b1}
Vvdash \u{22aa}
Wcirc \u{174}
Wedge \u{22c0}
Wfr \u{1d51a}
Wopf \u{1d54e}
Wscr \u{1d4b2}
Xfr \u{1d51b}
Xi \u{39e}
Xopf \u{1d54f}
Xscr \u{1d4b3}
YAcy \u{42f}
YIcy \u{407}
YUcy \u{42e}
Yacute \u{dd}
Ycirc \u{176}
Ycy \u{42b}
Yfr \u{1d51c}
Yopf \u{1d550}
Yscr \u{1d4b4}
Yuml \u{178}
ZHcy \u{416}
Zacute \u{179}
Zcaron \u{17d}
Zcy \u{417}
Zdot \u{17b}
ZeroWidthSpace \u{200b}
Zeta \u{396}
Zfr \u{2128}
Zopf \u{2124}
Zscr \u{1d4b5}
aacute \u{e1}
abreve \u{103}
ac \u{223e}
acE \u{223e}\u{333}
acd \u{223f}
acirc \u{e2}
acute \u{b4}
acy \u{430}
aelig \u{e6}
af \u{2061}
afr \u{1d51e}
agrave \u{e0}
alefsym \u{2135}
aleph \u{2135}
alpha \u{3b1}
amacr \u{101}
amalg \u{2a3f}
amp \u{26}
and \u{2227}
andand \u{2a55}
andd \u{2a5c}
andslope \u{2a58}
andv \u{2a5a}
ang \u{2220}
ange \u{29a4}
angle \u{2220}
angmsd \u{2221}
angmsdaa \u{29a8}
angmsdab \u{29a9}
angmsdac \u{29aa}
angmsdad \u{29ab}
angmsdae \u{29ac}
angmsdaf \u{29ad}
angmsdag \u{29ae}
angmsdah \u{29af}
angrt \u{221f}
angrtvb \u{22be}
angrtvbd \u{299d}
angsph \u{2222}
angst \u{c5}
angzarr \u{237c}
aogon \u{105}
aopf \u{1d552}
ap \u{2248}
apE \u{2a70}
apacir \u{2a6f}
ape \u{224a}
apid \u{224b}
apos \u{27}
approx \u{2248}
approxeq \u{224a}
aring \u{e5}
ascr \u{1d4b6}
ast \u{2a}
asymp \u{2248}
asympeq \u{224d}
atilde \u{e3}
auml \u{e4}
awconint \u{2233}
awint \u{2a11}
bNot \u{2aed}
backcong \u{224c}
backepsilon \u{3f6}
backprime \u{2035}
backsim \u{223d}
backsimeq \u{22cd}
barvee \u{22bd}
barwed \u{2305}
barwedge \u{2305}
bbrk \u{23b5}
bbrktbrk \u{23b6}
bcong \u{224c}
bcy \u{431}
bdquo \u{201e}
becaus \u{2235}
because \u{2235}
bemptyv \u{29b0}
bepsi \u{3f6}
bernou \u{212c}
beta \u{3b2}
beth \u{2136}
between \u{226c}
bfr \u{1d51f}
bigcap \u{22c2}
bigcirc \u{25ef}
bigcup \u{22c3}
bigodot \u{2a00}
bigoplus \u{2a01}
bigotimes \u{2a02}
bigsqcup \u{2a06}
bigstar \u{2605}
bigtriangledown \u{25bd}
bigtriangleup \u{25b3}
biguplus \u{2a04}
bigvee \u{22c1}
bigwedge \u{22c0}
bkarow \u{290d}
blacklozenge \u{29eb}
blacksquare \u{25aa}
blacktriangle \u{25b4}
blacktriangledown \u{25be}
blacktriangleleft \u{25c2}
blacktriangleright \u{25b8}
blank \u{2423}
blk12 \u{2592}
blk14 \u{2591}
blk34 \u{2593}
block \u{2588}
bne \u{3d}\u{20e5}
bnequiv \u{2261}\u{20e5}
bnot \u{2310}
bopf \u{1d553}
bot \u{22a5}
bottom \u{22a5}
bowtie \u{22c8}
boxDL \u{2557}
boxDR \u{2554}
boxDl \u{2556}
boxDr \u{2553}
boxH \u{2550}
boxHD \u{2566}
boxHU \u{2569}
boxHd \u{2564}
boxHu \u{2567}
boxUL \u{255d}
boxUR \u{255a}
boxUl \u{255c}
boxUr \u{2559}
boxV \u{2551}
boxVH \u{256c}
boxVL \u{2563}
boxVR \u{2560}
boxVh \u{256b}
boxVl \u{2562}
boxVr \u{255f}
boxbox \u{29c9}
boxdL \u{2555}
boxdR \u{2552}
boxdl \u{2510}
boxdr \u{250c}
boxh \u{2500}
boxhD \u{2565}
boxhU \u{2568}
boxhd \u{252c}
boxhu \u{2534}
boxminus \u{229f}
boxplus \u{229e}
boxtimes \u{22a0}
boxuL \u{255b}
boxuR \u{2558}
boxul \u{2518}
boxur \u{2514}
boxv \u{2502}
boxvH \u{256a}
boxvL \u{2561}
boxvR \u{255e}
boxvh \u{253c}
boxvl \u{2524}
boxvr \u{251c}
bprime \u{2035}
breve \u{2d8}
brvbar \u{a6}
bscr \u{1d4b7}
bsemi \u{204f}
bsim \u{223d}
bsime \u{22cd}
bsol \u{5c}
bsolb \u{29c5}
bsolhsub \u{27c8}
bull \u{2022}
bullet \u{2022}
bump \u{224e}
bumpE \u{2aae}
bumpe \u{224f}
bumpeq \u{224f}
cacute \u{107}
cap \u{2229}
capand \u{2a44}
capbrcup \u{2a49}
capcap \u{2a4b}
capcup \u{2a47}
capdot \u{2a40}
caps \u{2229}\u{fe00}
caret \u{2041}
caron \u{2c7}
ccaps \u{2a4d}
ccaron \u{10d}
ccedil \u{e7}
ccirc \u{109}
ccups \u{2a4c}
ccupssm \u{2a50}
cdot \u{10b}
cedil \u{b8}
cemptyv \u{29b2}
cent \u{a2}
centerdot \u{b7}
cfr \u{1d520}
chcy \u{447}
check \u{2713}
checkmark \u{2713}
chi \u{3c7}
cir \u{25cb}
cirE \u{29c3}
circ \u{2c6}
circeq \u{2257}
circlearrowleft \u{21ba}
circlearrowright \u{21bb}
circledR \u{ae}
circledS \u{24c8}
circledast \u{229b}
circledcirc \u{229a}
circleddash \u{229d}
cire \u{2257}
cirfnint \u{2a10}
cirmid \u{2aef}
cirscir \u{29c2}
clubs \u{2663}
clubsuit \u{2663}
colon \u{3a}
colone \u{2254}
coloneq \u{2254}
comma \u{2c}
commat \u{40}
comp \u{2201}
compfn \u{2218}
complement \u{2201}
complexes \u{2102}
cong \u{2245}
congdot \u{2a6d}
conint \u{222e}
copf \u{1d554}
coprod \u{2210}
copy \u{a9}
copysr \u{2117}
crarr \u{21b5}
cross \u{2717}
cscr \u{1d4b8}
csub \u{2acf}
csube \u{2ad1}
csup \u{2ad0}
csupe \u{2ad2}
ctdot \u{22ef}
cudarrl \u{2938}
cudarrr \u{2935}
cuepr \u{22de}
cuesc \u{22df}
cularr \u{21b6}
cularrp \u{293d}
cup \u{222a}
cupbrcap \u{2a48}
cupcap \u{2a46}
cupcup \u{2a4a}
cupdot \u{228d}
cupor \u{2a45}
cups \u{222a}\u{fe00}
curarr \u{21b7}
curarrm \u{293c}
curlyeqprec \u{22de}
curlyeqsucc \u{22df}
curlyvee \u{22ce}
curlywedge \u{22cf}
curren \u{a4}
curvearrowleft \u{21b6}
curvearrowright \u{21b7}
cuvee \u{22ce}
cuwed \u{22cf}
cwconint \u{2232}
cwint \u{2231}
cylcty \u{232d}
dArr \u{21d3}
dHar \u{2965}
dagger \u{2020}
daleth \u{2138}
darr \u{2193}
dash \u{2010}
dashv \u{22a3}
dbkarow \u{290f}
dblac \u{2dd}
dcaron \u{10f}
dcy \u{434}
dd \u{2146}
ddagger \u{2021}
ddarr \u{21ca}
ddotseq \u{2a77}
deg \u{b0}
delta \u{3b4}
demptyv \u{29b1}
dfisht \u{297f}
dfr \u{1d521}
dharl \u{21c3}
dharr \u{21c2}
diam \u{22c4}
diamond \u{22c4}
diamondsuit \u{2666}
diams \u{2666}
die \u{a8}
digamma \u{3dd}
disin \u{22f2}
div \u{f7}
divide \u{f7}
divideontimes \u{22c7}
divonx \u{22c7}
djcy \u{452}
dlcorn \u{231e}
dlcrop \u{230d}
dollar \u{24}
dopf \u{1d555}
dot \u{2d9}
doteq \u{2250}
doteqdot \u{2251}
dotminus \u{2238}
dotplus \u{2214}
dotsquare \u{22a1}
doublebarwedge \u{2306}
downarrow \u{2193}
downdownarrows \u{21ca}
downharpoonleft \u{21c3}
downharpoonright \u{21c2}
drbkarow \u{2910}
drcorn \u{231f}
drcrop \u{230c}
dscr \u{1d4b9}
dscy \u{455}
dsol \u{29f6}
dstrok \u{111}
dtdot \u{22f1}
dtri \u{25bf}
dtrif \u{25be}
duarr \u{21f5}
duhar \u{296f}
dwangle \u{29a6}
dzcy \u{45f}
dzigrarr \u{27ff}
eDDot \u{2a77}
eDot \u{2251}
eacute \u{e9}
easter \u{2a6e}
ecaron \u{11b}
ecir \u{2256}
ecirc \u{ea}
ecolon \u{2255}
ecy \u{44d}
edot \u{117}
ee \u{2147}
efDot \u{2252}
efr \u{1d522}
eg \u{2a9a}
egrave \u{e8}
egs \u{2a96}
egsdot \u{2a98}
el \u{2a99}
elinters \u{23e7}
ell \u{2113}
els \u{2a95}
elsdot \u{2a97}
emacr \u{113}
empty \u{2205}
emptyset \u{2205}
emptyv \u{2205}
emsp \u{2003}
emsp13 \u{2004}
emsp14 \u{2005}
eng \u{14b}
ensp \u{2002}
eogon \u{119}
eopf \u{1d556}
epar \u{22d5}
eparsl \u{29e3}
eplus \u{2a71}
epsi \u{3b5}
epsilon \u{3b5}
epsiv \u{3f5}
eqcirc \u{2256}
eqcolon \u{2255}
eqsim \u{2242}
eqslantgtr \u{2a96}
eqslantless \u{2a95}
equals \u{3d}
equest \u{225f}
equiv \u{2261}
equivDD \u{2a78}
eqvparsl \u{29e5}
erDot \u{2253}
erarr \u{2971}
escr \u{212f}
esdot \u{2250}
esim \u{2242}
eta \u{3b7}
eth \u{f0}
euml \u{eb}
euro \u{20ac}
excl \u{21}
exist \u{2203}
expectation \u{2130}
exponentiale \u{2147}
fallingdotseq \u{2252}
fcy \u{444}
female \u{2640}
ffilig \u{fb03}
fflig \u{fb00}
ffllig \u{fb04}
ffr \u{1d523}
filig \u{fb01}
fjlig \u{66}\u{6a}
flat \u{266d}
fllig \u{fb02}
fltns \u{25b1}
fnof \u{192}
fopf \u{1d557}
forall \u{2200}
fork \u{22d4}
forkv \u{2ad9}
fpartint \u{2a0d}
frac12 \u{bd}
frac13 \u{2153}
frac14 \u{bc}
frac15 \u{2155}
frac16 \u{2159}
frac18 \u{215b}
frac23 \u{2154}
frac25 \u{2156}
frac34 \u{be}
frac35 \u{2157}
frac38 \u{215c}
frac45 \u{2158}
frac56 \u{215a}
frac58 \u{215d}
frac78 \u{215e}
frasl \u{2044}
frown \u{2322}
fscr \u{1d4bb}
gE \u{2267}
gEl \u{2a8c}
gacute \u{1f5}
gamma \u{3b3}
gammad \u{3dd}
gap \u{2a86}
gbreve \u{11f}
gcirc \u{11d}
gcy \u{433}
gdot \u{121}
ge \u{2265}
gel \u{22db}
geq \u{2265}
geqq \u{2267}
geqslant \u{2a7e}
ges \u{2a7e}
gescc \u{2aa9}
gesdot \u{2a80}
gesdoto \u{2a82}
gesdotol \u{2a84}
gesl \u{22db}\u{fe00}
gesles \u{2a94}
gfr \u{1d524}
gg \u{226b}
ggg \u{22d9}
gimel \u{2137}
gjcy \u{453}
gl \u{2277}
glE \u{2a92}
gla \u{2aa5}
glj \u{2aa4}
gnE \u{2269}
gnap \u{2a8a}
gnapprox \u{2a8a}
gne \u{2a88}
gneq \u{2a88}
gneqq \u{2269}
gnsim \u{22e7}
gopf \u{1d558}
grave \u{60}
gscr \u{210a}
gsim \u{2273}
gsime \u{2a8e}
gsiml \u{2a90}
gt \u{3e}
gtcc \u{2aa7}
gtcir \u{2a7a}
gtdot \u{22d7}
gtlPar \u{2995}
gtquest \u{2a7c}
gtrapprox \u{2a86}
gtrarr \u{2978}
gtrdot \u{22d7}
gtreqless \u{22db}
gtreqqless \u{2a8c}
gtrless \u{2277}
gtrsim \u{2273}
gvertneqq \u{2269}\u{fe00}
gvnE \u{2269}\u{fe00}
hArr \u{21d4}
hairsp \u{200a}
half \u{bd}
hamilt \u{210b}
hardcy \u{44a}
harr \u{2194}
harrcir \u{2948}
harrw \u{21ad}
hbar \u{210f}
hcirc \u{125}
hearts \u{2665}
heartsuit \u{2665}
hellip \u{2026}
hercon \u{22b9}
hfr \u{1d525}
hksearow \u{2925}
hkswarow \u{2926}
hoarr \u{21ff}
homtht \u{223b}
hookleftarrow \u{21a9}
hookrightarrow \u{21aa}
hopf \u{1d559}
horbar \u{2015}
hscr \u{1d4bd}
hslash \u{210f}
hstrok \u{127}
hybull \u{2043}
hyphen \u{2010}
iacute \u{ed}
ic \u{2063}
icirc \u{ee}
icy \u{438}
iecy \u{435}
iexcl \u{a1}
iff \u{21d4}
ifr \u{1d526}
igrave \u{ec}
ii \u{2148}
iiiint \u{2a0c}
iiint \u{222d}
iinfin \u{29dc}
iiota \u{2129}
ijlig \u{133}
imacr \u{12b}
image \u{2111}
imagline \u{2110}
imagpart \u{2111}
imath \u{131}
imof \u{22b7}
imped \u{1b5}
in \u{2208}
incare \u{2105}
infin \u{221e}
infintie \u{29dd}
inodot \u{131}
int \u{222b}
intcal \u{22ba}
integers \u{2124}
intercal \u{22ba}
intlarhk \u{2a17}
intprod \u{2a3c}
iocy \u{451}
iogon \u{12f}
iopf \u{1d55a}
iota \u{3b9}
iprod \u{2a3c}
iquest \u{bf}
iscr \u{1d4be}
isin \u{2208}
isinE \u{22f9}
isindot \u{22f5}
isins \u{22f4}
isinsv \u{22f3}
isinv \u{2208}
it \u{2062}
itilde \u{129}
iukcy \u{456}
iuml \u{ef}
jcirc \u{135}
jcy \u{439}
jfr \u{1d527}
jmath \u{237}
jopf \u{1d55b}
jscr \u{1d4bf}
jsercy \u{458}
jukcy \u{454}
kappa \u{3ba}
kappav \u{3f0}
kcedil \u{137}
kcy \u{43a}
kfr \u{1d528}
kgreen \u{138}
khcy \u{445}
kjcy \u{45c}
kopf \u{1d55c}
kscr \u{1d4c0}
lAarr \u{21da}
lArr \u{21d0}
lAtail \u{291b}
lBarr \u{290e}
lE \u{2266}
lEg \u{2a8b}
lHar \u{2962}
lacute \u{13a}
laemptyv \u{29b4}
lagran \u{2112}
lambda \u{3bb}
lang \u{27e8}
langd \u{2991}
langle \u{27e8}
lap \u{2a85}
laquo \u{ab}
larr \u{2190}
larrb \u{21e4}
larrbfs \u{291f}
larrfs \u{291d}
larrhk \u{21a9}
larrlp \u{21ab}
larrpl \u{2939}
larrsim \u{2973}
larrtl \u{21a2}
lat \u{2aab}
latail \u{2919}
late \u{2aad}
lates \u{2aad}\u{fe00}
lbarr \u{290c}
lbbrk \u{2772}
lbrace \u{7b}
lbrack \u{5b}
lbrke \u{298b}
lbrksld \u{298f}
lbrkslu \u{298d}
lcaron \u{13e}
lcedil \u{13c}
lceil \u{2308}
lcub \u{7b}
lcy \u{43b}
ldca \u{2936}
ldquo \u{201c}
ldquor \u{201e}
ldrdhar \u{2967}
ldrushar \u{294b}
ldsh \u{21b2}
le \u{2264}
leftarrow \u{2190}
leftarrowtail \u{21a2}
leftharpoondown \u{21bd}
leftharpoonup \u{21bc}
leftleftarrows \u{21c7}
leftrightarrow \u{2194}
leftrightarrows \u{21c6}
leftrightharpoons \u{21cb}
leftrightsquigarrow \u{21ad}
leftthreetimes \u{22cb}
leg \u{22da}
leq \u{2264}
leqq \u{2266}
leqslant \u{2a7d}
les \u{2a7d}
lescc \u{2aa8}
lesdot \u{2a7f}
lesdoto \u{2a81}
lesdotor \u{2a83}
lesg \u{22da}\u{fe00}
lesges \u{2a93}
lessapprox \u{2a85}
lessdot \u{22d6}
lesseqgtr \u{22da}
lesseqqgtr \u{2a8b}
lessgtr \u{2276}
lesssim \u{2272}
lfisht \u{297c}
lfloor \u{230a}
lfr \u{1d529}
lg \u{2276}
lgE \u{2a91}
lhard \u{21bd}
lharu \u{21bc}
lharul \u{296a}
lhblk \u{2584}
ljcy \u{459}
ll \u{226a}
llarr \u{21c7}
llcorner \u{231e}
llhard \u{296b}
lltri \u{25fa}
lmidot \u{140}
lmoust \u{23b0}
lmoustache \u{23b0}
lnE \u{2268}
lnap \u{2a89}
lnapprox \u{2a89}
lne \u{2a87}
lneq \u{2a87}
lneqq \u{2268}
lnsim \u{22e6}
loang \u{27ec}
loarr \u{21fd}
lobrk \u{27e6}
longleftarrow \u{27f5}
longleftrightarrow \u{27f7}
longmapsto \u{27fc}
longrightarrow \u{27f6}
looparrowleft \u{21ab}
looparrowright \u{21ac}
lopar \u{2985}
lopf \u{1d55d}
loplus \u{2a2d}
lotimes \u{2a34}
lowast \u{2217}
lowbar \u{5f}
loz \u{25ca}
lozenge \u{25ca}
lozf \u{29eb}
lpar \u{28}
lparlt \u{2993}
lrarr \u{21c6}
lrcorner \u{231f}
lrhar \u{21cb}
lrhard \u{296d}
lrm \u{200e}
lrtri \u{22bf}
lsaquo \u{2039}
lscr \u{1d4c1}
lsh \u{21b0}
lsim \u{2272}
lsime \u{2a8d}
lsimg \u{2a8f}
lsqb \u{5b}
lsquo \u{2018}
lsquor \u{201a}
lstrok \u{142}
lt \u{3c}
ltcc \u{2aa6}
ltcir \u{2a79}
ltdot \u{22d6}
lthree \u{22cb}
ltimes \u{22c9}
ltlarr \u{2976}
ltquest \u{2a7b}
ltrPar \u{2996}
ltri \u{25c3}
ltrie \u{22b4}
ltrif \u{25c2}
lurdshar \u{294a}
luruhar \u{2966}
lvertneqq \u{2268}\u{fe00}
lvnE \u{2268}\u{fe00}
mDDot \u{223a}
macr \u{af}
male \u{2642}
malt \u{2720}
maltese \u{2720}
map \u{21a6}
mapsto \u{21a6}
mapstodown \u{21a7}
mapstoleft \u{21a4}
mapstoup \u{21a5}
marker \u{25ae}
mcomma \u{2a29}
mcy \u{43c}
mdash \u{2014}
measuredangle \u{2221}
mfr \u{1d52a}
mho \u{2127}
micro \u{b5}
mid \u{2223}
midast \u{2a}
midcir \u{2af0}
middot \u{b7}
minus \u{2212}
minusb \u{229f}
minusd \u{2238}
minusdu \u{2a2a}
mlcp \u{2adb}
mldr \u{2026}
mnplus \u{2213}
models \u{22a7}
mopf \u{1d55e}
mp \u{2213}
mscr \u{1d4c2}
mstpos \u{223e}
mu \u{3bc}
multimap \u{22b8}
mumap \u{22b8}
nGg \u{22d9}\u{338}
nGt \u{226b}\u{20d2}
nGtv \u{226b}\u{338}
nLeftarrow \u{21cd}
nLeftrightarrow \u{21ce}
nLl \u{22d8}\u{338}
nLt \u{226a}\u{20d2}
nLtv \u{226a}\u{338}
nRightarrow \u{21cf}
nVDash \u{22af}
nVdash \u{22ae}
nabla \u{2207}
nacute \u{144}
nang \u{2220}\u{20d2}
nap \u{2249}
napE \u{2a70}\u{338}
napid \u{224b}\u{338}
napos \u{149}
napprox \u{2249}
natur \u{266e}
natural \u{266e}
naturals \u{2115}
nbsp \u{a0}
nbump \u{224e}\u{338}
nbumpe \u{224f}\u{338}
ncap \u{2a43}
ncaron \u{148}
ncedil \u{146}
ncong \u{2247}
ncongdot \u{2a6d}\u{338}
ncup \u{2a42}
ncy \u{43d}
ndash \u{2013}
ne \u{2260}
neArr \u{21d7}
nearhk \u{2924}
nearr \u{2197}
nearrow \u{2197}
nedot \u{2250}\u{338}
nequiv \u{2262}
nesear \u{2928}
nesim \u{2242}\u{338}
nexist \u{2204}
nexists \u{2204}
nfr \u{1d52b}
ngE \u{2267}\u{338}
nge \u{2271}
ngeq \u{2271}
ngeqq \u{2267}\u{338}
ngeqslant \u{2a7e}\u{338}
nges \u{2a7e}\u{338}
ngsim \u{2275}
ngt \u{226f}
ngtr \u{226f}
nhArr \u{21ce}
nharr \u{21ae}
nhpar \u{2af2}
ni \u{220b}
nis \u{22fc}
nisd \u{22fa}
niv \u{220b}
njcy \u{45a}
nlArr \u{21cd}
nlE \u{2266}\u{338}
nlarr \u{219a}
nldr \u{2025}
nle \u{2270}
nleftarrow \u{219a}
nleftrightarrow \u{21ae}
nleq \u{2270}
nleqq \u{2266}\u{338}
nleqslant \u{2a7d}\u{338}
nles \u{2a7d}\u{338}
nless \u{226e}
nlsim \u{2274}
nlt \u{226e}
nltri \u{22ea}
nltrie \u{22ec}
nmid \u{2224}
nopf \u{1d55f}
not \u{ac}
notin \u{2209}
notinE \u{22f9}\u{338}
notindot \u{22f5}\u{338}
notinva \u{2209}
notinvb \u{22f7}
notinvc \u{22f6}
notni \u{220c}
notniva \u{220c}
notnivb \u{22fe}
notnivc \u{22fd}
npar \u{2226}
nparallel \u{2226}
nparsl \u{2afd}\u{20e5}
npart \u{2202}\u{338}
npolint \u{2a14}
npr \u{2280}
nprcue \u{22e0}
npre \u{2aaf}\u{338}
nprec \u{2280}
npreceq \u{2aaf}\u{338}
nrArr \u{21cf}
nrarr \u{219b}
nrarrc \u{2933}\u{338}
nrarrw \u{219d}\u{338}
nrightarrow \u{219b}
nrtri \u{22eb}
nrtrie \u{22ed}
nsc \u{2281}
nsccue \u{22e1}
nsce \u{2ab0}\u{338}
nscr \u{1d4c3}
nshortmid \u{2224}
nshortparallel \u{2226}
nsim \u{2241}
nsime \u{2244}
nsimeq \u{2244}
nsmid \u{2224}
nspar \u{2226}
nsqsube \u{22e2}
nsqsupe \u{22e3}
nsub \u{2284}
nsubE \u{2ac5}\u{338}
nsube \u{2288}
nsubset \u{2282}\u{20d2}
nsubseteq \u{2288}
nsubseteqq \u{2ac5}\u{338}
nsucc \u{2281}
nsucceq \u{2ab0}\u{338}
nsup \u{2285}
nsupE \u{2ac6}\u{338}
nsupe \u{2289}
nsupset \u{2283}\u{20d2}
nsupseteq \u{2289}
nsupseteqq \u{2ac6}\u{338}
ntgl \u{2279}
ntilde \u{f1}
ntlg \u{2278}
ntriangleleft \u{22ea}
ntrianglelefteq \u{22ec}
ntriangleright \u{22eb}
ntrianglerighteq \u{22ed}
nu \u{3bd}
num \u{23}
numero \u{2116}
numsp \u{2007}
nvDash \u{22ad}
nvHarr \u{2904}
nvap \u{224d}\u{20d2}
nvdash \u{22ac}
nvge \u{2265}\u{20d2}
nvgt \u{3e}\u{20d2}
nvinfin \u{29de}
nvlArr \u{2902}
nvle \u{2264}\u{20d2}
nvlt \u{3c}\u{20d2}
nvltrie \u{22b4}\u{20d2}
nvrArr \u{2903}
nvrtrie \u{22b5}\u{20d2}
nvsim \u{223c}\u{20d2}
nwArr \u{21d6}
nwarhk \u{2923}
nwarr \u{2196}
nwarrow \u{2196}
nwnear \u{2927}
oS \u{24c8}
oacute \u{f3}
oast \u{229b}
ocir \u{229a}
ocirc \u{f4}
ocy \u{43e}
odash \u{229d}
odblac \u{151}
odiv \u{2a38}
odot \u{2299}
odsold \u{29bc}
oelig \u{153}
ofcir \u{29bf}
ofr \u{1d52c}
ogon \u{2db}
ograve \u{f2}
ogt \u{29c1}
ohbar \u{29b5}
ohm \u{3a9}
oint \u{222e}
olarr \u{21ba}
olcir \u{29be}
olcross \u{29bb}
oline \u{203e}
olt \u{29c0}
omacr \u{14d}
omega \u{3c9}
omicron \u{3bf}
omid \u{29b6}
ominus \u{2296}
oopf \u{1d560}
opar \u{29b7}
operp \u{29b9}
oplus \u{2295}
or \u{2228}
orarr \u{21bb}
ord \u{2a5d}
order \u{2134}
orderof \u{2134}
ordf \u{aa}
ordm \u{ba}
origof \u{22b6}
oror \u{2a56}
orslope \u{2a57}
orv \u{2a5b}
oscr \u{2134}
oslash \u{f8}
osol \u{2298}
otilde \u{f5}
otimes \u{2297}
otimesas \u{2a36}
ouml \u{f6}
ovbar \u{233d}
par \u{2225}
para \u{b6}
parallel \u{2225}
parsim \u{2af3}
parsl \u{2afd}
part \u{2202}
pcy \u{43f}
percnt \u{25}
period \u{2e}
permil \u{2030}
perp \u{22a5}
pertenk \u{2031}
pfr \u{1d52d}
phi \u{3c6}
phiv \u{3d5}
phmmat \u{2133}
phone \u{260e}
pi \u{3c0}
pitchfork \u{22d4}
piv \u{3d6}
planck \u{210f}
planckh \u{210e}
plankv \u{210f}
plus \u{2b}
plusacir \u{2a23}
plusb \u{229e}
pluscir \u{2a22}
plusdo \u{2214}
plusdu \u{2a25}
pluse \u{2a72}
plusmn \u{b1}
plussim \u{2a26}
plustwo \u{2a27}
pm \u{b1}
pointint \u{2a15}
popf \u{1d561}
pound \u{a3}
pr \u{227a}
prE \u{2ab3}
prap \u{2ab7}
prcue \u{227c}
pre \u{2aaf}
prec \u{227a}
precapprox \u{2ab7}
preccurlyeq \u{227c}
preceq \u{2aaf}
precnapprox \u{2ab9}
precneqq \u{2ab5}
precnsim \u{22e8}
precsim \u{227e}
prime \u{2032}
primes \u{2119}
prnE \u{2ab5}
prnap \u{2ab9}
prnsim \u{22e8}
prod \u{220f}
profalar \u{232e}
profline \u{2312}
profsurf \u{2313}
prop \u{221d}
propto \u{221d}
prsim \u{227e}
prurel \u{22b0}
pscr \u{1d4c5}
psi \u{3c8}
puncsp \u{2008}
qfr \u{1d52e}
qint \u{2a0c}
qopf \u{1d562}
qprime \u{2057}
qscr \u{1d4c6}
quaternions \u{210d}
quatint \u{2a16}
quest \u{3f}
questeq \u{225f}
quot \u{22}
rAarr \u{21db}
rArr \u{21d2}
rAtail \u{291c}
rBarr \u{290f}
rHar \u{2964}
race \u{223d}\u{331}
racute \u{155}
radic \u{221a}
raemptyv \u{29b3}
rang \u{27e9}
rangd \u{2992}
range \u{29a5}
rangle \u{27e9}
raquo \u{bb}
rarr \u{2192}
rarrap \u{2975}
rarrb \u{21e5}
rarrbfs \u{2920}
rarrc \u{2933}
rarrfs \u{291e}
rarrhk \u{21aa}
rarrlp \u{21ac}
rarrpl \u{2945}
rarrsim \u{2974}
rarrtl \u{21a3}
rarrw \u{219d}
ratail \u{291a}
ratio \u{2236}
rationals \u{211a}
rbarr \u{290d}
rbbrk \u{2773}
rbrace \u{7d}
rbrack \u{5d}
rbrke \u{298c}
rbrksld \u{298e}
rbrkslu \u{2990}
rcaron \u{159}
rcedil \u{157}
rceil \u{2309}
rcub \u{7d}
rcy \u{440}
rdca \u{2937}
rdldhar \u{2969}
rdquo \u{201d}
rdquor \u{201d}
rdsh \u{21b3}
real \u{211c}
realine \u{211b}
realpart \u{211c}
reals \u{211d}
rect \u{25ad}
reg \u{ae}
rfisht \u{297d}
rfloor \u{230b}
rfr \u{1d52f}
rhard \u{21c1}
rharu \u{21c0}
rharul \u{296c}
rho \u{3c1}
rhov \u{3f1}
rightarrow \u{2192}
rightarrowtail \u{21a3}
rightharpoondown \u{21c1}
rightharpoonup \u{21c0}
rightleftarrows \u{21c4}
rightleftharpoons \u{21cc}
rightrightarrows \u{21c9}
rightsquigarrow \u{219d}
rightthreetimes \u{22cc}
ring \u{2da}
risingdotseq \u{2253}
rlarr \u{21c4}
rlhar \u{21cc}
rlm \u{200f}
rmoust \u{23b1}
rmoustache \u{23b1}
rnmid \u{2aee}
roang \u{27ed}
roarr \u{21fe}
robrk \u{27e7}
ropar \u{2986}
ropf \u{1d563}
roplus \u{2a2e}
rotimes \u{2a35}
rpar \u{29}
rpargt \u{2994}
rppolint \u{2a12}
rrarr \u{21c9}
rsaquo \u{203a}
rscr \u{1d4c7}
rsh \u{21b1}
rsqb \u{5d}
rsquo \u{2019}
rsquor \u{2019}
rthree \u{22cc}
rtimes \u{22ca}
rtri \u{25b9}
rtrie \u{22b5}
rtrif \u{25b8}
rtriltri \u{29ce}
ruluhar \u{2968}
rx \u{211e}
sacute \u{15b}
sbquo \u{201a}
sc \u{227b}
scE \u{2ab4}
scap \u{2ab8}
scaron \u{161}
sccue \u{227d}
sce \u{2ab0}
scedil \u{15f}
scirc \u{15d}
scnE \u{2ab6}
scnap \u{2aba}
scnsim \u{22e9}
scpolint \u{2a13}
scsim \u{227f}
scy \u{441}
sdot \u{22c5}
sdotb \u{22a1}
sdote \u{2a66}
seArr \u{21d8}
searhk \u{2925}
searr \u{2198}
searrow \u{2198}
sect \u{a7}
semi \u{3b}
seswar \u{2929}
setminus \u{2216}
setmn \u{2216}
sext \u{2736}
sfr \u{1d530}
sfrown \u{2322}
sharp \u{266f}
shchcy \u{449}
shcy \u{448}
shortmid \u{2223}
shortparallel \u{2225}
shy \u{ad}
sigma \u{3c3}
sigmaf \u{3c2}
sigmav \u{3c2}
sim \u{223c}
simdot \u{2a6a}
sime \u{2243}
simeq \u{2243}
simg \u{2a9e}
simgE \u{2aa0}
siml \u{2a9d}
simlE \u{2a9f}
simne \u{2246}
simplus \u{2a24}
simrarr \u{2972}
slarr \u{2190}
smallsetminus \u{2216}
smashp \u{2a33}
smeparsl \u{29e4}
smid \u{2223}
smile \u{2323}
smt \u{2aaa}
smte \u{2aac}
smtes \u{2aac}\u{fe00}
softcy \u{44c}
sol \u{2f}
solb \u{29c4}
solbar \u{233f}
sopf \u{1d564}
spades \u{2660}
spadesuit \u{2660}
spar \u{2225}
sqcap \u{2293}
sqcaps \u{2293}\u{fe00}
sqcup \u{2294}
sqcups \u{2294}\u{fe00}
sqsub \u{228f}
sqsube \u{2291}
sqsubset \u{228f}
sqsubseteq \u{2291}
sqsup \u{2290}
sqsupe \u{2292}
sqsupset \u{2290}
sqsupseteq \u{2292}
squ \u{25a1}
square \u{25a1}
squarf \u{25aa}
squf \u{25aa}
srarr \u{2192}
sscr \u{1d4c8}
ssetmn \u{2216}
ssmile \u{2323}
sstarf \u{22c6}
star \u{2606}
starf \u{2605}
straightepsilon \u{3f5}
straightphi \u{3d5}
strns \u{af}
sub \u{2282}
subE \u{2ac5}
subdot \u{2abd}
sube \u{2286}
subedot \u{2ac3}
submult \u{2ac1}
subnE \u{2acb}
subne \u{228a}
subplus \u{2abf}
subrarr \u{2979}
subset \u{2282}
subseteq \u{2286}
subseteqq \u{2ac5}
subsetneq \u{228a}
subsetneqq \u{2acb}
subsim \u{2ac7}
subsub \u{2ad5}
subsup \u{2ad3}
succ \u{227b}
succapprox \u{2ab8}
succcurlyeq \u{227d}
succeq \u{2ab0}
succnapprox \u{2aba}
succneqq \u{2ab6}
succnsim \u{22e9}
succsim \u{227f}
sum \u{2211}
sung \u{266a}
sup \u{2283}
sup1 \u{b9}
sup2 \u{b2}
sup3 \u{b3}
supE \u{2ac6}
supdot \u{2abe}
supdsub \u{2ad8}
supe \u{2287}
supedot \u{2ac4}
suphsol \u{27c9}
suphsub \u{2ad7}
suplarr \u{297b}
supmult \u{2ac2}
supnE \u{2acc}
supne \u{228b}
supplus \u{2ac0}
supset \u{2283}
supseteq \u{2287}
supseteqq \u{2ac6}
supsetneq \u{228b}
supsetneqq \u{2acc}
supsim \u{2ac8}
supsub \u{2ad4}
supsup \u{2ad6}
swArr \u{21d9}
swarhk \u{2926}
swarr \u{2199}
swarrow \u{2199}
swnwar \u{292a}
szlig \u{df}
target \u{2316}
tau \u{3c4}
tbrk \u{23b4}
tcaron \u{165}
tcedil \u{163}
tcy \u{442}
tdot \u{20db}
telrec \u{2315}
tfr \u{1d531}
there4 \u{2234}
therefore \u{2234}
theta \u{3b8}
thetasym \u{3d1}
thetav \u{3d1}
thickapprox \u{2248}
thicksim \u{223c}
thinsp \u{2009}
thkap \u{2248}
thksim \u{223c}
thorn \u{fe}
tilde \u{2dc}
times \u{d7}
timesb \u{22a0}
timesbar \u{2a31}
timesd \u{2a30}
tint \u{222d}
toea \u{2928}
top \u{22a4}
topbot \u{2336}
topcir \u{2af1}
topf \u{1d565}
topfork \u{2ada}
tosa \u{2929}
tprime \u{2034}
trade \u{2122}
triangle \u{25b5}
triangledown \u{25bf}
triangleleft \u{25c3}
trianglelefteq \u{22b4}
triangleq \u{225c}
triangleright \u{25b9}
trianglerighteq \u{22b5}
tridot \u{25ec}
trie \u{225c}
triminus \u{2a3a}
triplus \u{2a39}
trisb \u{29cd}
tritime \u{2a3b}
trpezium \u{23e2}
tscr \u{1d4c9}
tscy \u{446}
tshcy \u{45b}
tstrok \u{167}
twixt \u{226c}
twoheadleftarrow \u{219e}
twoheadrightarrow \u{21a0}
uArr \u{21d1}
uHar \u{2963}
uacute \u{fa}
uarr \u{2191}
ubrcy \u{45e}
ubreve \u{16d}
ucirc \u{fb}
ucy \u{443}
udarr \u{21c5}
udblac \u{171}
udhar \u{296e}
ufisht \u{297e}
ufr \u{1d532}
ugrave \u{f9}
uharl \u{21bf}
uharr \u{21be}
uhblk \u{2580}
ulcorn \u{231c}
ulcorner \u{231c}
ulcrop \u{230f}
ultri \u{25f8}
umacr \u{16b}
uml \u{a8}
uogon \u{173}
uopf \u{1d566}
uparrow \u{2191}
updownarrow \u{2195}
upharpoonleft \u{21bf}
upharpoonright \u{21be}
uplus \u{228e}
upsi \u{3c5}
upsih \u{3d2}
upsilon \u{3c5}
upuparrows \u{21c8}
urcorn \u{231d}
urcorner \u{231d}
urcrop \u{230e}
uring \u{16f}
urtri \u{25f9}
uscr \u{1d4ca}
utdot \u{22f0}
utilde \u{169}
utri \u{25b5}
utrif \u{25b4}
uuarr \u{21c8}
uuml \u{fc}
uwangle \u{29a7}
vArr \u{21d5}
vBar \u{2ae8}
vBarv \u{2ae9}
vDash \u{22a8}
vangrt \u{299c}
varepsilon \u{3f5}
varkappa \u{3f0}
varnothing \u{2205}
varphi \u{3d5}
varpi \u{3d6}
varpropto \u{221d}
varr \u{2195}
varrho \u{3f1}
varsigma \u{3c2}
varsubsetneq \u{228a}\u{fe00}
varsubsetneqq \u{2acb}\u{fe00}
varsupsetneq \u{228b}\u{fe00}
varsupsetneqq \u{2acc}\u{fe00}
vartheta \u{3d1}
vartriangleleft \u{22b2}
vartriangleright \u{22b3}
vcy \u{432}
vdash \u{22a2}
vee \u{2228}
veebar \u{22bb}
veeeq \u{225a}
vellip \u{22ee}
verbar \u{7c}
vert \u{7c}
vfr \u{1d533}
vltri \u{22b2}
vnsub \u{2282}\u{20d2}
vnsup \u{2283}\u{20d2}
vopf \u{1d567}
vprop \u{221d}
vrtri \u{22b3}
vscr \u{1d4cb}
vsubnE \u{2acb}\u{fe00}
vsubne \u{228a}\u{fe00}
vsupnE \u{2acc}\u{fe00}
vsupne \u{228b}\u{fe00}
vzigzag \u{299a}
wcirc \u{175}
wedbar \u{2a5f}
wedge \u{2227}
wedgeq \u{2259}
weierp \u{2118}
wfr \u{1d534}
wopf \u{1d568}
wp \u{2118}
wr \u{2240}
wreath \u{2240}
wscr \u{1d4cc}
xcap \u{22c2}
xcirc \u{25ef}
xcup \u{22c3}
xdtri \u{25bd}
xfr \u{1d535}
xhArr \u{27fa}
xharr \u{27f7}
xi \u{3be}
xlArr \u{27f8}
xlarr \u{27f5}
xmap \u{27fc}
xnis \u{22fb}
xodot \u{2a00}
xopf \u{1d569}
xoplus \u{2a01}
xotime \u{2a02}
xrArr \u{27f9}
xrarr \u{27f6}
xscr \u{1d4cd}
xsqcup \u{2a06}
xuplus \u{2a04}
xutri \u{25b3}
xvee \u{22c1}
xwedge \u{22c0}
yacute \u{fd}
yacy \u{44f}
ycirc \u{177}
ycy \u{44b}
yen \u{a5}
yfr \u{1d536}
yicy \u{457}
yopf \u{1d56a}
yscr \u{1d4ce}
yucy \u{44e}
yuml \u{ff}
zacute \u{17a}
zcaron \u{17e}
zcy \u{437}
zdot \u{17c}
zeetrf \u{2128}
zeta \u{3b6}
zfr \u{1d537}
zhcy \u{436}
zigrarr \u{21dd}
zopf \u{1d56b}
zscr \u{1d4cf}
zwj \u{200d}
zwnj \u{200c}