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org.htmlunit.cyberneko.html_entities.properties Maven / Gradle / Ivy

AElig=\u00C6
AElig;=\u00C6
AMP=\u0026
AMP;=\u0026
Aacute=\u00C1
Aacute;=\u00C1
Abreve;=\u0102
Acirc=\u00C2
Acirc;=\u00C2
Acy;=\u0410
Afr;=\uD835\uDD04
Agrave=\u00C0
Agrave;=\u00C0
Alpha;=\u0391
Amacr;=\u0100
And;=\u2A53
Aogon;=\u0104
Aopf;=\uD835\uDD38
ApplyFunction;=\u2061
Aring=\u00C5
Aring;=\u00C5
Ascr;=\uD835\uDC9C
Assign;=\u2254
Atilde=\u00C3
Atilde;=\u00C3
Auml=\u00C4
Auml;=\u00C4
Backslash;=\u2216
Barv;=\u2AE7
Barwed;=\u2306
Bcy;=\u0411
Because;=\u2235
Bernoullis;=\u212C
Beta;=\u0392
Bfr;=\uD835\uDD05
Bopf;=\uD835\uDD39
Breve;=\u02D8
Bscr;=\u212C
Bumpeq;=\u224E
CHcy;=\u0427
COPY=\u00A9
COPY;=\u00A9
Cacute;=\u0106
Cap;=\u22D2
CapitalDifferentialD;=\u2145
Cayleys;=\u212D
Ccaron;=\u010C
Ccedil=\u00C7
Ccedil;=\u00C7
Ccirc;=\u0108
Cconint;=\u2230
Cdot;=\u010A
Cedilla;=\u00B8
CenterDot;=\u00B7
Cfr;=\u212D
Chi;=\u03A7
CircleDot;=\u2299
CircleMinus;=\u2296
CirclePlus;=\u2295
CircleTimes;=\u2297
ClockwiseContourIntegral;=\u2232
CloseCurlyDoubleQuote;=\u201D
CloseCurlyQuote;=\u2019
Colon;=\u2237
Colone;=\u2A74
Congruent;=\u2261
Conint;=\u222F
ContourIntegral;=\u222E
Copf;=\u2102
Coproduct;=\u2210
CounterClockwiseContourIntegral;=\u2233
Cross;=\u2A2F
Cscr;=\uD835\uDC9E
Cup;=\u22D3
CupCap;=\u224D
DD;=\u2145
DDotrahd;=\u2911
DJcy;=\u0402
DScy;=\u0405
DZcy;=\u040F
Dagger;=\u2021
Darr;=\u21A1
Dashv;=\u2AE4
Dcaron;=\u010E
Dcy;=\u0414
Del;=\u2207
Delta;=\u0394
Dfr;=\uD835\uDD07
DiacriticalAcute;=\u00B4
DiacriticalDot;=\u02D9
DiacriticalDoubleAcute;=\u02DD
DiacriticalGrave;=\u0060
DiacriticalTilde;=\u02DC
Diamond;=\u22C4
DifferentialD;=\u2146
Dopf;=\uD835\uDD3B
Dot;=\u00A8
DotDot;=\u20DC
DotEqual;=\u2250
DoubleContourIntegral;=\u222F
DoubleDot;=\u00A8
DoubleDownArrow;=\u21D3
DoubleLeftArrow;=\u21D0
DoubleLeftRightArrow;=\u21D4
DoubleLeftTee;=\u2AE4
DoubleLongLeftArrow;=\u27F8
DoubleLongLeftRightArrow;=\u27FA
DoubleLongRightArrow;=\u27F9
DoubleRightArrow;=\u21D2
DoubleRightTee;=\u22A8
DoubleUpArrow;=\u21D1
DoubleUpDownArrow;=\u21D5
DoubleVerticalBar;=\u2225
DownArrow;=\u2193
DownArrowBar;=\u2913
DownArrowUpArrow;=\u21F5
DownBreve;=\u0311
DownLeftRightVector;=\u2950
DownLeftTeeVector;=\u295E
DownLeftVector;=\u21BD
DownLeftVectorBar;=\u2956
DownRightTeeVector;=\u295F
DownRightVector;=\u21C1
DownRightVectorBar;=\u2957
DownTee;=\u22A4
DownTeeArrow;=\u21A7
Downarrow;=\u21D3
Dscr;=\uD835\uDC9F
Dstrok;=\u0110
ENG;=\u014A
ETH=\u00D0
ETH;=\u00D0
Eacute=\u00C9
Eacute;=\u00C9
Ecaron;=\u011A
Ecirc=\u00CA
Ecirc;=\u00CA
Ecy;=\u042D
Edot;=\u0116
Efr;=\uD835\uDD08
Egrave=\u00C8
Egrave;=\u00C8
Element;=\u2208
Emacr;=\u0112
EmptySmallSquare;=\u25FB
EmptyVerySmallSquare;=\u25AB
Eogon;=\u0118
Eopf;=\uD835\uDD3C
Epsilon;=\u0395
Equal;=\u2A75
EqualTilde;=\u2242
Equilibrium;=\u21CC
Escr;=\u2130
Esim;=\u2A73
Eta;=\u0397
Euml=\u00CB
Euml;=\u00CB
Exists;=\u2203
ExponentialE;=\u2147
Fcy;=\u0424
Ffr;=\uD835\uDD09
FilledSmallSquare;=\u25FC
FilledVerySmallSquare;=\u25AA
Fopf;=\uD835\uDD3D
ForAll;=\u2200
Fouriertrf;=\u2131
Fscr;=\u2131
GJcy;=\u0403
GT=\u003E
GT;=\u003E
Gamma;=\u0393
Gammad;=\u03DC
Gbreve;=\u011E
Gcedil;=\u0122
Gcirc;=\u011C
Gcy;=\u0413
Gdot;=\u0120
Gfr;=\uD835\uDD0A
Gg;=\u22D9
Gopf;=\uD835\uDD3E
GreaterEqual;=\u2265
GreaterEqualLess;=\u22DB
GreaterFullEqual;=\u2267
GreaterGreater;=\u2AA2
GreaterLess;=\u2277
GreaterSlantEqual;=\u2A7E
GreaterTilde;=\u2273
Gscr;=\uD835\uDCA2
Gt;=\u226B
HARDcy;=\u042A
Hacek;=\u02C7
Hat;=\u005E
Hcirc;=\u0124
Hfr;=\u210C
HilbertSpace;=\u210B
Hopf;=\u210D
HorizontalLine;=\u2500
Hscr;=\u210B
Hstrok;=\u0126
HumpDownHump;=\u224E
HumpEqual;=\u224F
IEcy;=\u0415
IJlig;=\u0132
IOcy;=\u0401
Iacute=\u00CD
Iacute;=\u00CD
Icirc=\u00CE
Icirc;=\u00CE
Icy;=\u0418
Idot;=\u0130
Ifr;=\u2111
Igrave=\u00CC
Igrave;=\u00CC
Im;=\u2111
Imacr;=\u012A
ImaginaryI;=\u2148
Implies;=\u21D2
Int;=\u222C
Integral;=\u222B
Intersection;=\u22C2
InvisibleComma;=\u2063
InvisibleTimes;=\u2062
Iogon;=\u012E
Iopf;=\uD835\uDD40
Iota;=\u0399
Iscr;=\u2110
Itilde;=\u0128
Iukcy;=\u0406
Iuml=\u00CF
Iuml;=\u00CF
Jcirc;=\u0134
Jcy;=\u0419
Jfr;=\uD835\uDD0D
Jopf;=\uD835\uDD41
Jscr;=\uD835\uDCA5
Jsercy;=\u0408
Jukcy;=\u0404
KHcy;=\u0425
KJcy;=\u040C
Kappa;=\u039A
Kcedil;=\u0136
Kcy;=\u041A
Kfr;=\uD835\uDD0E
Kopf;=\uD835\uDD42
Kscr;=\uD835\uDCA6
LJcy;=\u0409
LT=\u003C
LT;=\u003C
Lacute;=\u0139
Lambda;=\u039B
Lang;=\u27EA
Laplacetrf;=\u2112
Larr;=\u219E
Lcaron;=\u013D
Lcedil;=\u013B
Lcy;=\u041B
LeftAngleBracket;=\u27E8
LeftArrow;=\u2190
LeftArrowBar;=\u21E4
LeftArrowRightArrow;=\u21C6
LeftCeiling;=\u2308
LeftDoubleBracket;=\u27E6
LeftDownTeeVector;=\u2961
LeftDownVector;=\u21C3
LeftDownVectorBar;=\u2959
LeftFloor;=\u230A
LeftRightArrow;=\u2194
LeftRightVector;=\u294E
LeftTee;=\u22A3
LeftTeeArrow;=\u21A4
LeftTeeVector;=\u295A
LeftTriangle;=\u22B2
LeftTriangleBar;=\u29CF
LeftTriangleEqual;=\u22B4
LeftUpDownVector;=\u2951
LeftUpTeeVector;=\u2960
LeftUpVector;=\u21BF
LeftUpVectorBar;=\u2958
LeftVector;=\u21BC
LeftVectorBar;=\u2952
Leftarrow;=\u21D0
Leftrightarrow;=\u21D4
LessEqualGreater;=\u22DA
LessFullEqual;=\u2266
LessGreater;=\u2276
LessLess;=\u2AA1
LessSlantEqual;=\u2A7D
LessTilde;=\u2272
Lfr;=\uD835\uDD0F
Ll;=\u22D8
Lleftarrow;=\u21DA
Lmidot;=\u013F
LongLeftArrow;=\u27F5
LongLeftRightArrow;=\u27F7
LongRightArrow;=\u27F6
Longleftarrow;=\u27F8
Longleftrightarrow;=\u27FA
Longrightarrow;=\u27F9
Lopf;=\uD835\uDD43
LowerLeftArrow;=\u2199
LowerRightArrow;=\u2198
Lscr;=\u2112
Lsh;=\u21B0
Lstrok;=\u0141
Lt;=\u226A
Map;=\u2905
Mcy;=\u041C
MediumSpace;=\u205F
Mellintrf;=\u2133
Mfr;=\uD835\uDD10
MinusPlus;=\u2213
Mopf;=\uD835\uDD44
Mscr;=\u2133
Mu;=\u039C
NJcy;=\u040A
Nacute;=\u0143
Ncaron;=\u0147
Ncedil;=\u0145
Ncy;=\u041D
NegativeMediumSpace;=\u200B
NegativeThickSpace;=\u200B
NegativeThinSpace;=\u200B
NegativeVeryThinSpace;=\u200B
NestedGreaterGreater;=\u226B
NestedLessLess;=\u226A
NewLine;=\u000A
Nfr;=\uD835\uDD11
NoBreak;=\u2060
NonBreakingSpace;=\u00A0
Nopf;=\u2115
Not;=\u2AEC
NotCongruent;=\u2262
NotCupCap;=\u226D
NotDoubleVerticalBar;=\u2226
NotElement;=\u2209
NotEqual;=\u2260
NotEqualTilde;=\u2242\u0338
NotExists;=\u2204
NotGreater;=\u226F
NotGreaterEqual;=\u2271
NotGreaterFullEqual;=\u2267\u0338
NotGreaterGreater;=\u226B\u0338
NotGreaterLess;=\u2279
NotGreaterSlantEqual;=\u2A7E\u0338
NotGreaterTilde;=\u2275
NotHumpDownHump;=\u224E\u0338
NotHumpEqual;=\u224F\u0338
NotLeftTriangle;=\u22EA
NotLeftTriangleBar;=\u29CF\u0338
NotLeftTriangleEqual;=\u22EC
NotLess;=\u226E
NotLessEqual;=\u2270
NotLessGreater;=\u2278
NotLessLess;=\u226A\u0338
NotLessSlantEqual;=\u2A7D\u0338
NotLessTilde;=\u2274
NotNestedGreaterGreater;=\u2AA2\u0338
NotNestedLessLess;=\u2AA1\u0338
NotPrecedes;=\u2280
NotPrecedesEqual;=\u2AAF\u0338
NotPrecedesSlantEqual;=\u22E0
NotReverseElement;=\u220C
NotRightTriangle;=\u22EB
NotRightTriangleBar;=\u29D0\u0338
NotRightTriangleEqual;=\u22ED
NotSquareSubset;=\u228F\u0338
NotSquareSubsetEqual;=\u22E2
NotSquareSuperset;=\u2290\u0338
NotSquareSupersetEqual;=\u22E3
NotSubset;=\u2282\u20D2
NotSubsetEqual;=\u2288
NotSucceeds;=\u2281
NotSucceedsEqual;=\u2AB0\u0338
NotSucceedsSlantEqual;=\u22E1
NotSucceedsTilde;=\u227F\u0338
NotSuperset;=\u2283\u20D2
NotSupersetEqual;=\u2289
NotTilde;=\u2241
NotTildeEqual;=\u2244
NotTildeFullEqual;=\u2247
NotTildeTilde;=\u2249
NotVerticalBar;=\u2224
Nscr;=\uD835\uDCA9
Ntilde=\u00D1
Ntilde;=\u00D1
Nu;=\u039D
OElig;=\u0152
Oacute=\u00D3
Oacute;=\u00D3
Ocirc=\u00D4
Ocirc;=\u00D4
Ocy;=\u041E
Odblac;=\u0150
Ofr;=\uD835\uDD12
Ograve=\u00D2
Ograve;=\u00D2
Omacr;=\u014C
Omega;=\u03A9
Omicron;=\u039F
Oopf;=\uD835\uDD46
OpenCurlyDoubleQuote;=\u201C
OpenCurlyQuote;=\u2018
Or;=\u2A54
Oscr;=\uD835\uDCAA
Oslash=\u00D8
Oslash;=\u00D8
Otilde=\u00D5
Otilde;=\u00D5
Otimes;=\u2A37
Ouml=\u00D6
Ouml;=\u00D6
OverBar;=\u203E
OverBrace;=\u23DE
OverBracket;=\u23B4
OverParenthesis;=\u23DC
PartialD;=\u2202
Pcy;=\u041F
Pfr;=\uD835\uDD13
Phi;=\u03A6
Pi;=\u03A0
PlusMinus;=\u00B1
Poincareplane;=\u210C
Popf;=\u2119
Pr;=\u2ABB
Precedes;=\u227A
PrecedesEqual;=\u2AAF
PrecedesSlantEqual;=\u227C
PrecedesTilde;=\u227E
Prime;=\u2033
Product;=\u220F
Proportion;=\u2237
Proportional;=\u221D
Pscr;=\uD835\uDCAB
Psi;=\u03A8
QUOT=\u0022
QUOT;=\u0022
Qfr;=\uD835\uDD14
Qopf;=\u211A
Qscr;=\uD835\uDCAC
RBarr;=\u2910
REG=\u00AE
REG;=\u00AE
Racute;=\u0154
Rang;=\u27EB
Rarr;=\u21A0
Rarrtl;=\u2916
Rcaron;=\u0158
Rcedil;=\u0156
Rcy;=\u0420
Re;=\u211C
ReverseElement;=\u220B
ReverseEquilibrium;=\u21CB
ReverseUpEquilibrium;=\u296F
Rfr;=\u211C
Rho;=\u03A1
RightAngleBracket;=\u27E9
RightArrow;=\u2192
RightArrowBar;=\u21E5
RightArrowLeftArrow;=\u21C4
RightCeiling;=\u2309
RightDoubleBracket;=\u27E7
RightDownTeeVector;=\u295D
RightDownVector;=\u21C2
RightDownVectorBar;=\u2955
RightFloor;=\u230B
RightTee;=\u22A2
RightTeeArrow;=\u21A6
RightTeeVector;=\u295B
RightTriangle;=\u22B3
RightTriangleBar;=\u29D0
RightTriangleEqual;=\u22B5
RightUpDownVector;=\u294F
RightUpTeeVector;=\u295C
RightUpVector;=\u21BE
RightUpVectorBar;=\u2954
RightVector;=\u21C0
RightVectorBar;=\u2953
Rightarrow;=\u21D2
Ropf;=\u211D
RoundImplies;=\u2970
Rrightarrow;=\u21DB
Rscr;=\u211B
Rsh;=\u21B1
RuleDelayed;=\u29F4
SHCHcy;=\u0429
SHcy;=\u0428
SOFTcy;=\u042C
Sacute;=\u015A
Sc;=\u2ABC
Scaron;=\u0160
Scedil;=\u015E
Scirc;=\u015C
Scy;=\u0421
Sfr;=\uD835\uDD16
ShortDownArrow;=\u2193
ShortLeftArrow;=\u2190
ShortRightArrow;=\u2192
ShortUpArrow;=\u2191
Sigma;=\u03A3
SmallCircle;=\u2218
Sopf;=\uD835\uDD4A
Sqrt;=\u221A
Square;=\u25A1
SquareIntersection;=\u2293
SquareSubset;=\u228F
SquareSubsetEqual;=\u2291
SquareSuperset;=\u2290
SquareSupersetEqual;=\u2292
SquareUnion;=\u2294
Sscr;=\uD835\uDCAE
Star;=\u22C6
Sub;=\u22D0
Subset;=\u22D0
SubsetEqual;=\u2286
Succeeds;=\u227B
SucceedsEqual;=\u2AB0
SucceedsSlantEqual;=\u227D
SucceedsTilde;=\u227F
SuchThat;=\u220B
Sum;=\u2211
Sup;=\u22D1
Superset;=\u2283
SupersetEqual;=\u2287
Supset;=\u22D1
THORN=\u00DE
THORN;=\u00DE
TRADE;=\u2122
TSHcy;=\u040B
TScy;=\u0426
Tab;=\u0009
Tau;=\u03A4
Tcaron;=\u0164
Tcedil;=\u0162
Tcy;=\u0422
Tfr;=\uD835\uDD17
Therefore;=\u2234
Theta;=\u0398
ThickSpace;=\u205F\u200A
ThinSpace;=\u2009
Tilde;=\u223C
TildeEqual;=\u2243
TildeFullEqual;=\u2245
TildeTilde;=\u2248
Topf;=\uD835\uDD4B
TripleDot;=\u20DB
Tscr;=\uD835\uDCAF
Tstrok;=\u0166
Uacute=\u00DA
Uacute;=\u00DA
Uarr;=\u219F
Uarrocir;=\u2949
Ubrcy;=\u040E
Ubreve;=\u016C
Ucirc=\u00DB
Ucirc;=\u00DB
Ucy;=\u0423
Udblac;=\u0170
Ufr;=\uD835\uDD18
Ugrave=\u00D9
Ugrave;=\u00D9
Umacr;=\u016A
UnderBar;=\u005F
UnderBrace;=\u23DF
UnderBracket;=\u23B5
UnderParenthesis;=\u23DD
Union;=\u22C3
UnionPlus;=\u228E
Uogon;=\u0172
Uopf;=\uD835\uDD4C
UpArrow;=\u2191
UpArrowBar;=\u2912
UpArrowDownArrow;=\u21C5
UpDownArrow;=\u2195
UpEquilibrium;=\u296E
UpTee;=\u22A5
UpTeeArrow;=\u21A5
Uparrow;=\u21D1
Updownarrow;=\u21D5
UpperLeftArrow;=\u2196
UpperRightArrow;=\u2197
Upsi;=\u03D2
Upsilon;=\u03A5
Uring;=\u016E
Uscr;=\uD835\uDCB0
Utilde;=\u0168
Uuml=\u00DC
Uuml;=\u00DC
VDash;=\u22AB
Vbar;=\u2AEB
Vcy;=\u0412
Vdash;=\u22A9
Vdashl;=\u2AE6
Vee;=\u22C1
Verbar;=\u2016
Vert;=\u2016
VerticalBar;=\u2223
VerticalLine;=\u007C
VerticalSeparator;=\u2758
VerticalTilde;=\u2240
VeryThinSpace;=\u200A
Vfr;=\uD835\uDD19
Vopf;=\uD835\uDD4D
Vscr;=\uD835\uDCB1
Vvdash;=\u22AA
Wcirc;=\u0174
Wedge;=\u22C0
Wfr;=\uD835\uDD1A
Wopf;=\uD835\uDD4E
Wscr;=\uD835\uDCB2
Xfr;=\uD835\uDD1B
Xi;=\u039E
Xopf;=\uD835\uDD4F
Xscr;=\uD835\uDCB3
YAcy;=\u042F
YIcy;=\u0407
YUcy;=\u042E
Yacute=\u00DD
Yacute;=\u00DD
Ycirc;=\u0176
Ycy;=\u042B
Yfr;=\uD835\uDD1C
Yopf;=\uD835\uDD50
Yscr;=\uD835\uDCB4
Yuml;=\u0178
ZHcy;=\u0416
Zacute;=\u0179
Zcaron;=\u017D
Zcy;=\u0417
Zdot;=\u017B
ZeroWidthSpace;=\u200B
Zeta;=\u0396
Zfr;=\u2128
Zopf;=\u2124
Zscr;=\uD835\uDCB5
aacute=\u00E1
aacute;=\u00E1
abreve;=\u0103
ac;=\u223E
acE;=\u223E\u0333
acd;=\u223F
acirc=\u00E2
acirc;=\u00E2
acute=\u00B4
acute;=\u00B4
acy;=\u0430
aelig=\u00E6
aelig;=\u00E6
af;=\u2061
afr;=\uD835\uDD1E
agrave=\u00E0
agrave;=\u00E0
alefsym;=\u2135
aleph;=\u2135
alpha;=\u03B1
amacr;=\u0101
amalg;=\u2A3F
amp=\u0026
amp;=\u0026
and;=\u2227
andand;=\u2A55
andd;=\u2A5C
andslope;=\u2A58
andv;=\u2A5A
ang;=\u2220
ange;=\u29A4
angle;=\u2220
angmsd;=\u2221
angmsdaa;=\u29A8
angmsdab;=\u29A9
angmsdac;=\u29AA
angmsdad;=\u29AB
angmsdae;=\u29AC
angmsdaf;=\u29AD
angmsdag;=\u29AE
angmsdah;=\u29AF
angrt;=\u221F
angrtvb;=\u22BE
angrtvbd;=\u299D
angsph;=\u2222
angst;=\u00C5
angzarr;=\u237C
aogon;=\u0105
aopf;=\uD835\uDD52
ap;=\u2248
apE;=\u2A70
apacir;=\u2A6F
ape;=\u224A
apid;=\u224B
apos;=\u0027
approx;=\u2248
approxeq;=\u224A
aring=\u00E5
aring;=\u00E5
ascr;=\uD835\uDCB6
ast;=\u002A
asymp;=\u2248
asympeq;=\u224D
atilde=\u00E3
atilde;=\u00E3
auml=\u00E4
auml;=\u00E4
awconint;=\u2233
awint;=\u2A11
bNot;=\u2AED
backcong;=\u224C
backepsilon;=\u03F6
backprime;=\u2035
backsim;=\u223D
backsimeq;=\u22CD
barvee;=\u22BD
barwed;=\u2305
barwedge;=\u2305
bbrk;=\u23B5
bbrktbrk;=\u23B6
bcong;=\u224C
bcy;=\u0431
bdquo;=\u201E
becaus;=\u2235
because;=\u2235
bemptyv;=\u29B0
bepsi;=\u03F6
bernou;=\u212C
beta;=\u03B2
beth;=\u2136
between;=\u226C
bfr;=\uD835\uDD1F
bigcap;=\u22C2
bigcirc;=\u25EF
bigcup;=\u22C3
bigodot;=\u2A00
bigoplus;=\u2A01
bigotimes;=\u2A02
bigsqcup;=\u2A06
bigstar;=\u2605
bigtriangledown;=\u25BD
bigtriangleup;=\u25B3
biguplus;=\u2A04
bigvee;=\u22C1
bigwedge;=\u22C0
bkarow;=\u290D
blacklozenge;=\u29EB
blacksquare;=\u25AA
blacktriangle;=\u25B4
blacktriangledown;=\u25BE
blacktriangleleft;=\u25C2
blacktriangleright;=\u25B8
blank;=\u2423
blk12;=\u2592
blk14;=\u2591
blk34;=\u2593
block;=\u2588
bne;=\u003D\u20E5
bnequiv;=\u2261\u20E5
bnot;=\u2310
bopf;=\uD835\uDD53
bot;=\u22A5
bottom;=\u22A5
bowtie;=\u22C8
boxDL;=\u2557
boxDR;=\u2554
boxDl;=\u2556
boxDr;=\u2553
boxH;=\u2550
boxHD;=\u2566
boxHU;=\u2569
boxHd;=\u2564
boxHu;=\u2567
boxUL;=\u255D
boxUR;=\u255A
boxUl;=\u255C
boxUr;=\u2559
boxV;=\u2551
boxVH;=\u256C
boxVL;=\u2563
boxVR;=\u2560
boxVh;=\u256B
boxVl;=\u2562
boxVr;=\u255F
boxbox;=\u29C9
boxdL;=\u2555
boxdR;=\u2552
boxdl;=\u2510
boxdr;=\u250C
boxh;=\u2500
boxhD;=\u2565
boxhU;=\u2568
boxhd;=\u252C
boxhu;=\u2534
boxminus;=\u229F
boxplus;=\u229E
boxtimes;=\u22A0
boxuL;=\u255B
boxuR;=\u2558
boxul;=\u2518
boxur;=\u2514
boxv;=\u2502
boxvH;=\u256A
boxvL;=\u2561
boxvR;=\u255E
boxvh;=\u253C
boxvl;=\u2524
boxvr;=\u251C
bprime;=\u2035
breve;=\u02D8
brvbar=\u00A6
brvbar;=\u00A6
bscr;=\uD835\uDCB7
bsemi;=\u204F
bsim;=\u223D
bsime;=\u22CD
bsol;=\u005C
bsolb;=\u29C5
bsolhsub;=\u27C8
bull;=\u2022
bullet;=\u2022
bump;=\u224E
bumpE;=\u2AAE
bumpe;=\u224F
bumpeq;=\u224F
cacute;=\u0107
cap;=\u2229
capand;=\u2A44
capbrcup;=\u2A49
capcap;=\u2A4B
capcup;=\u2A47
capdot;=\u2A40
caps;=\u2229\uFE00
caret;=\u2041
caron;=\u02C7
ccaps;=\u2A4D
ccaron;=\u010D
ccedil=\u00E7
ccedil;=\u00E7
ccirc;=\u0109
ccups;=\u2A4C
ccupssm;=\u2A50
cdot;=\u010B
cedil=\u00B8
cedil;=\u00B8
cemptyv;=\u29B2
cent=\u00A2
cent;=\u00A2
centerdot;=\u00B7
cfr;=\uD835\uDD20
chcy;=\u0447
check;=\u2713
checkmark;=\u2713
chi;=\u03C7
cir;=\u25CB
cirE;=\u29C3
circ;=\u02C6
circeq;=\u2257
circlearrowleft;=\u21BA
circlearrowright;=\u21BB
circledR;=\u00AE
circledS;=\u24C8
circledast;=\u229B
circledcirc;=\u229A
circleddash;=\u229D
cire;=\u2257
cirfnint;=\u2A10
cirmid;=\u2AEF
cirscir;=\u29C2
clubs;=\u2663
clubsuit;=\u2663
colon;=\u003A
colone;=\u2254
coloneq;=\u2254
comma;=\u002C
commat;=\u0040
comp;=\u2201
compfn;=\u2218
complement;=\u2201
complexes;=\u2102
cong;=\u2245
congdot;=\u2A6D
conint;=\u222E
copf;=\uD835\uDD54
coprod;=\u2210
copy=\u00A9
copy;=\u00A9
copysr;=\u2117
crarr;=\u21B5
cross;=\u2717
cscr;=\uD835\uDCB8
csub;=\u2ACF
csube;=\u2AD1
csup;=\u2AD0
csupe;=\u2AD2
ctdot;=\u22EF
cudarrl;=\u2938
cudarrr;=\u2935
cuepr;=\u22DE
cuesc;=\u22DF
cularr;=\u21B6
cularrp;=\u293D
cup;=\u222A
cupbrcap;=\u2A48
cupcap;=\u2A46
cupcup;=\u2A4A
cupdot;=\u228D
cupor;=\u2A45
cups;=\u222A\uFE00
curarr;=\u21B7
curarrm;=\u293C
curlyeqprec;=\u22DE
curlyeqsucc;=\u22DF
curlyvee;=\u22CE
curlywedge;=\u22CF
curren=\u00A4
curren;=\u00A4
curvearrowleft;=\u21B6
curvearrowright;=\u21B7
cuvee;=\u22CE
cuwed;=\u22CF
cwconint;=\u2232
cwint;=\u2231
cylcty;=\u232D
dArr;=\u21D3
dHar;=\u2965
dagger;=\u2020
daleth;=\u2138
darr;=\u2193
dash;=\u2010
dashv;=\u22A3
dbkarow;=\u290F
dblac;=\u02DD
dcaron;=\u010F
dcy;=\u0434
dd;=\u2146
ddagger;=\u2021
ddarr;=\u21CA
ddotseq;=\u2A77
deg=\u00B0
deg;=\u00B0
delta;=\u03B4
demptyv;=\u29B1
dfisht;=\u297F
dfr;=\uD835\uDD21
dharl;=\u21C3
dharr;=\u21C2
diam;=\u22C4
diamond;=\u22C4
diamondsuit;=\u2666
diams;=\u2666
die;=\u00A8
digamma;=\u03DD
disin;=\u22F2
div;=\u00F7
divide=\u00F7
divide;=\u00F7
divideontimes;=\u22C7
divonx;=\u22C7
djcy;=\u0452
dlcorn;=\u231E
dlcrop;=\u230D
dollar;=\u0024
dopf;=\uD835\uDD55
dot;=\u02D9
doteq;=\u2250
doteqdot;=\u2251
dotminus;=\u2238
dotplus;=\u2214
dotsquare;=\u22A1
doublebarwedge;=\u2306
downarrow;=\u2193
downdownarrows;=\u21CA
downharpoonleft;=\u21C3
downharpoonright;=\u21C2
drbkarow;=\u2910
drcorn;=\u231F
drcrop;=\u230C
dscr;=\uD835\uDCB9
dscy;=\u0455
dsol;=\u29F6
dstrok;=\u0111
dtdot;=\u22F1
dtri;=\u25BF
dtrif;=\u25BE
duarr;=\u21F5
duhar;=\u296F
dwangle;=\u29A6
dzcy;=\u045F
dzigrarr;=\u27FF
eDDot;=\u2A77
eDot;=\u2251
eacute=\u00E9
eacute;=\u00E9
easter;=\u2A6E
ecaron;=\u011B
ecir;=\u2256
ecirc=\u00EA
ecirc;=\u00EA
ecolon;=\u2255
ecy;=\u044D
edot;=\u0117
ee;=\u2147
efDot;=\u2252
efr;=\uD835\uDD22
eg;=\u2A9A
egrave=\u00E8
egrave;=\u00E8
egs;=\u2A96
egsdot;=\u2A98
el;=\u2A99
elinters;=\u23E7
ell;=\u2113
els;=\u2A95
elsdot;=\u2A97
emacr;=\u0113
empty;=\u2205
emptyset;=\u2205
emptyv;=\u2205
emsp13;=\u2004
emsp14;=\u2005
emsp;=\u2003
eng;=\u014B
ensp;=\u2002
eogon;=\u0119
eopf;=\uD835\uDD56
epar;=\u22D5
eparsl;=\u29E3
eplus;=\u2A71
epsi;=\u03B5
epsilon;=\u03B5
epsiv;=\u03F5
eqcirc;=\u2256
eqcolon;=\u2255
eqsim;=\u2242
eqslantgtr;=\u2A96
eqslantless;=\u2A95
equals;=\u003D
equest;=\u225F
equiv;=\u2261
equivDD;=\u2A78
eqvparsl;=\u29E5
erDot;=\u2253
erarr;=\u2971
escr;=\u212F
esdot;=\u2250
esim;=\u2242
eta;=\u03B7
eth=\u00F0
eth;=\u00F0
euml=\u00EB
euml;=\u00EB
euro;=\u20AC
excl;=\u0021
exist;=\u2203
expectation;=\u2130
exponentiale;=\u2147
fallingdotseq;=\u2252
fcy;=\u0444
female;=\u2640
ffilig;=\uFB03
fflig;=\uFB00
ffllig;=\uFB04
ffr;=\uD835\uDD23
filig;=\uFB01
fjlig;=\u0066\u006A
flat;=\u266D
fllig;=\uFB02
fltns;=\u25B1
fnof;=\u0192
fopf;=\uD835\uDD57
forall;=\u2200
fork;=\u22D4
forkv;=\u2AD9
fpartint;=\u2A0D
frac12=\u00BD
frac12;=\u00BD
frac13;=\u2153
frac14=\u00BC
frac14;=\u00BC
frac15;=\u2155
frac16;=\u2159
frac18;=\u215B
frac23;=\u2154
frac25;=\u2156
frac34=\u00BE
frac34;=\u00BE
frac35;=\u2157
frac38;=\u215C
frac45;=\u2158
frac56;=\u215A
frac58;=\u215D
frac78;=\u215E
frasl;=\u2044
frown;=\u2322
fscr;=\uD835\uDCBB
gE;=\u2267
gEl;=\u2A8C
gacute;=\u01F5
gamma;=\u03B3
gammad;=\u03DD
gap;=\u2A86
gbreve;=\u011F
gcirc;=\u011D
gcy;=\u0433
gdot;=\u0121
ge;=\u2265
gel;=\u22DB
geq;=\u2265
geqq;=\u2267
geqslant;=\u2A7E
ges;=\u2A7E
gescc;=\u2AA9
gesdot;=\u2A80
gesdoto;=\u2A82
gesdotol;=\u2A84
gesl;=\u22DB\uFE00
gesles;=\u2A94
gfr;=\uD835\uDD24
gg;=\u226B
ggg;=\u22D9
gimel;=\u2137
gjcy;=\u0453
gl;=\u2277
glE;=\u2A92
gla;=\u2AA5
glj;=\u2AA4
gnE;=\u2269
gnap;=\u2A8A
gnapprox;=\u2A8A
gne;=\u2A88
gneq;=\u2A88
gneqq;=\u2269
gnsim;=\u22E7
gopf;=\uD835\uDD58
grave;=\u0060
gscr;=\u210A
gsim;=\u2273
gsime;=\u2A8E
gsiml;=\u2A90
gt=\u003E
gt;=\u003E
gtcc;=\u2AA7
gtcir;=\u2A7A
gtdot;=\u22D7
gtlPar;=\u2995
gtquest;=\u2A7C
gtrapprox;=\u2A86
gtrarr;=\u2978
gtrdot;=\u22D7
gtreqless;=\u22DB
gtreqqless;=\u2A8C
gtrless;=\u2277
gtrsim;=\u2273
gvertneqq;=\u2269\uFE00
gvnE;=\u2269\uFE00
hArr;=\u21D4
hairsp;=\u200A
half;=\u00BD
hamilt;=\u210B
hardcy;=\u044A
harr;=\u2194
harrcir;=\u2948
harrw;=\u21AD
hbar;=\u210F
hcirc;=\u0125
hearts;=\u2665
heartsuit;=\u2665
hellip;=\u2026
hercon;=\u22B9
hfr;=\uD835\uDD25
hksearow;=\u2925
hkswarow;=\u2926
hoarr;=\u21FF
homtht;=\u223B
hookleftarrow;=\u21A9
hookrightarrow;=\u21AA
hopf;=\uD835\uDD59
horbar;=\u2015
hscr;=\uD835\uDCBD
hslash;=\u210F
hstrok;=\u0127
hybull;=\u2043
hyphen;=\u2010
iacute=\u00ED
iacute;=\u00ED
ic;=\u2063
icirc=\u00EE
icirc;=\u00EE
icy;=\u0438
iecy;=\u0435
iexcl=\u00A1
iexcl;=\u00A1
iff;=\u21D4
ifr;=\uD835\uDD26
igrave=\u00EC
igrave;=\u00EC
ii;=\u2148
iiiint;=\u2A0C
iiint;=\u222D
iinfin;=\u29DC
iiota;=\u2129
ijlig;=\u0133
imacr;=\u012B
image;=\u2111
imagline;=\u2110
imagpart;=\u2111
imath;=\u0131
imof;=\u22B7
imped;=\u01B5
in;=\u2208
incare;=\u2105
infin;=\u221E
infintie;=\u29DD
inodot;=\u0131
int;=\u222B
intcal;=\u22BA
integers;=\u2124
intercal;=\u22BA
intlarhk;=\u2A17
intprod;=\u2A3C
iocy;=\u0451
iogon;=\u012F
iopf;=\uD835\uDD5A
iota;=\u03B9
iprod;=\u2A3C
iquest=\u00BF
iquest;=\u00BF
iscr;=\uD835\uDCBE
isin;=\u2208
isinE;=\u22F9
isindot;=\u22F5
isins;=\u22F4
isinsv;=\u22F3
isinv;=\u2208
it;=\u2062
itilde;=\u0129
iukcy;=\u0456
iuml=\u00EF
iuml;=\u00EF
jcirc;=\u0135
jcy;=\u0439
jfr;=\uD835\uDD27
jmath;=\u0237
jopf;=\uD835\uDD5B
jscr;=\uD835\uDCBF
jsercy;=\u0458
jukcy;=\u0454
kappa;=\u03BA
kappav;=\u03F0
kcedil;=\u0137
kcy;=\u043A
kfr;=\uD835\uDD28
kgreen;=\u0138
khcy;=\u0445
kjcy;=\u045C
kopf;=\uD835\uDD5C
kscr;=\uD835\uDCC0
lAarr;=\u21DA
lArr;=\u21D0
lAtail;=\u291B
lBarr;=\u290E
lE;=\u2266
lEg;=\u2A8B
lHar;=\u2962
lacute;=\u013A
laemptyv;=\u29B4
lagran;=\u2112
lambda;=\u03BB
lang;=\u27E8
langd;=\u2991
langle;=\u27E8
lap;=\u2A85
laquo=\u00AB
laquo;=\u00AB
larr;=\u2190
larrb;=\u21E4
larrbfs;=\u291F
larrfs;=\u291D
larrhk;=\u21A9
larrlp;=\u21AB
larrpl;=\u2939
larrsim;=\u2973
larrtl;=\u21A2
lat;=\u2AAB
latail;=\u2919
late;=\u2AAD
lates;=\u2AAD\uFE00
lbarr;=\u290C
lbbrk;=\u2772
lbrace;=\u007B
lbrack;=\u005B
lbrke;=\u298B
lbrksld;=\u298F
lbrkslu;=\u298D
lcaron;=\u013E
lcedil;=\u013C
lceil;=\u2308
lcub;=\u007B
lcy;=\u043B
ldca;=\u2936
ldquo;=\u201C
ldquor;=\u201E
ldrdhar;=\u2967
ldrushar;=\u294B
ldsh;=\u21B2
le;=\u2264
leftarrow;=\u2190
leftarrowtail;=\u21A2
leftharpoondown;=\u21BD
leftharpoonup;=\u21BC
leftleftarrows;=\u21C7
leftrightarrow;=\u2194
leftrightarrows;=\u21C6
leftrightharpoons;=\u21CB
leftrightsquigarrow;=\u21AD
leftthreetimes;=\u22CB
leg;=\u22DA
leq;=\u2264
leqq;=\u2266
leqslant;=\u2A7D
les;=\u2A7D
lescc;=\u2AA8
lesdot;=\u2A7F
lesdoto;=\u2A81
lesdotor;=\u2A83
lesg;=\u22DA\uFE00
lesges;=\u2A93
lessapprox;=\u2A85
lessdot;=\u22D6
lesseqgtr;=\u22DA
lesseqqgtr;=\u2A8B
lessgtr;=\u2276
lesssim;=\u2272
lfisht;=\u297C
lfloor;=\u230A
lfr;=\uD835\uDD29
lg;=\u2276
lgE;=\u2A91
lhard;=\u21BD
lharu;=\u21BC
lharul;=\u296A
lhblk;=\u2584
ljcy;=\u0459
ll;=\u226A
llarr;=\u21C7
llcorner;=\u231E
llhard;=\u296B
lltri;=\u25FA
lmidot;=\u0140
lmoust;=\u23B0
lmoustache;=\u23B0
lnE;=\u2268
lnap;=\u2A89
lnapprox;=\u2A89
lne;=\u2A87
lneq;=\u2A87
lneqq;=\u2268
lnsim;=\u22E6
loang;=\u27EC
loarr;=\u21FD
lobrk;=\u27E6
longleftarrow;=\u27F5
longleftrightarrow;=\u27F7
longmapsto;=\u27FC
longrightarrow;=\u27F6
looparrowleft;=\u21AB
looparrowright;=\u21AC
lopar;=\u2985
lopf;=\uD835\uDD5D
loplus;=\u2A2D
lotimes;=\u2A34
lowast;=\u2217
lowbar;=\u005F
loz;=\u25CA
lozenge;=\u25CA
lozf;=\u29EB
lpar;=\u0028
lparlt;=\u2993
lrarr;=\u21C6
lrcorner;=\u231F
lrhar;=\u21CB
lrhard;=\u296D
lrm;=\u200E
lrtri;=\u22BF
lsaquo;=\u2039
lscr;=\uD835\uDCC1
lsh;=\u21B0
lsim;=\u2272
lsime;=\u2A8D
lsimg;=\u2A8F
lsqb;=\u005B
lsquo;=\u2018
lsquor;=\u201A
lstrok;=\u0142
lt=\u003C
lt;=\u003C
ltcc;=\u2AA6
ltcir;=\u2A79
ltdot;=\u22D6
lthree;=\u22CB
ltimes;=\u22C9
ltlarr;=\u2976
ltquest;=\u2A7B
ltrPar;=\u2996
ltri;=\u25C3
ltrie;=\u22B4
ltrif;=\u25C2
lurdshar;=\u294A
luruhar;=\u2966
lvertneqq;=\u2268\uFE00
lvnE;=\u2268\uFE00
mDDot;=\u223A
macr=\u00AF
macr;=\u00AF
male;=\u2642
malt;=\u2720
maltese;=\u2720
map;=\u21A6
mapsto;=\u21A6
mapstodown;=\u21A7
mapstoleft;=\u21A4
mapstoup;=\u21A5
marker;=\u25AE
mcomma;=\u2A29
mcy;=\u043C
mdash;=\u2014
measuredangle;=\u2221
mfr;=\uD835\uDD2A
mho;=\u2127
micro=\u00B5
micro;=\u00B5
mid;=\u2223
midast;=\u002A
midcir;=\u2AF0
middot=\u00B7
middot;=\u00B7
minus;=\u2212
minusb;=\u229F
minusd;=\u2238
minusdu;=\u2A2A
mlcp;=\u2ADB
mldr;=\u2026
mnplus;=\u2213
models;=\u22A7
mopf;=\uD835\uDD5E
mp;=\u2213
mscr;=\uD835\uDCC2
mstpos;=\u223E
mu;=\u03BC
multimap;=\u22B8
mumap;=\u22B8
nGg;=\u22D9\u0338
nGt;=\u226B\u20D2
nGtv;=\u226B\u0338
nLeftarrow;=\u21CD
nLeftrightarrow;=\u21CE
nLl;=\u22D8\u0338
nLt;=\u226A\u20D2
nLtv;=\u226A\u0338
nRightarrow;=\u21CF
nVDash;=\u22AF
nVdash;=\u22AE
nabla;=\u2207
nacute;=\u0144
nang;=\u2220\u20D2
nap;=\u2249
napE;=\u2A70\u0338
napid;=\u224B\u0338
napos;=\u0149
napprox;=\u2249
natur;=\u266E
natural;=\u266E
naturals;=\u2115
nbsp=\u00A0
nbsp;=\u00A0
nbump;=\u224E\u0338
nbumpe;=\u224F\u0338
ncap;=\u2A43
ncaron;=\u0148
ncedil;=\u0146
ncong;=\u2247
ncongdot;=\u2A6D\u0338
ncup;=\u2A42
ncy;=\u043D
ndash;=\u2013
ne;=\u2260
neArr;=\u21D7
nearhk;=\u2924
nearr;=\u2197
nearrow;=\u2197
nedot;=\u2250\u0338
nequiv;=\u2262
nesear;=\u2928
nesim;=\u2242\u0338
nexist;=\u2204
nexists;=\u2204
nfr;=\uD835\uDD2B
ngE;=\u2267\u0338
nge;=\u2271
ngeq;=\u2271
ngeqq;=\u2267\u0338
ngeqslant;=\u2A7E\u0338
nges;=\u2A7E\u0338
ngsim;=\u2275
ngt;=\u226F
ngtr;=\u226F
nhArr;=\u21CE
nharr;=\u21AE
nhpar;=\u2AF2
ni;=\u220B
nis;=\u22FC
nisd;=\u22FA
niv;=\u220B
njcy;=\u045A
nlArr;=\u21CD
nlE;=\u2266\u0338
nlarr;=\u219A
nldr;=\u2025
nle;=\u2270
nleftarrow;=\u219A
nleftrightarrow;=\u21AE
nleq;=\u2270
nleqq;=\u2266\u0338
nleqslant;=\u2A7D\u0338
nles;=\u2A7D\u0338
nless;=\u226E
nlsim;=\u2274
nlt;=\u226E
nltri;=\u22EA
nltrie;=\u22EC
nmid;=\u2224
nopf;=\uD835\uDD5F
not=\u00AC
not;=\u00AC
notin;=\u2209
notinE;=\u22F9\u0338
notindot;=\u22F5\u0338
notinva;=\u2209
notinvb;=\u22F7
notinvc;=\u22F6
notni;=\u220C
notniva;=\u220C
notnivb;=\u22FE
notnivc;=\u22FD
npar;=\u2226
nparallel;=\u2226
nparsl;=\u2AFD\u20E5
npart;=\u2202\u0338
npolint;=\u2A14
npr;=\u2280
nprcue;=\u22E0
npre;=\u2AAF\u0338
nprec;=\u2280
npreceq;=\u2AAF\u0338
nrArr;=\u21CF
nrarr;=\u219B
nrarrc;=\u2933\u0338
nrarrw;=\u219D\u0338
nrightarrow;=\u219B
nrtri;=\u22EB
nrtrie;=\u22ED
nsc;=\u2281
nsccue;=\u22E1
nsce;=\u2AB0\u0338
nscr;=\uD835\uDCC3
nshortmid;=\u2224
nshortparallel;=\u2226
nsim;=\u2241
nsime;=\u2244
nsimeq;=\u2244
nsmid;=\u2224
nspar;=\u2226
nsqsube;=\u22E2
nsqsupe;=\u22E3
nsub;=\u2284
nsubE;=\u2AC5\u0338
nsube;=\u2288
nsubset;=\u2282\u20D2
nsubseteq;=\u2288
nsubseteqq;=\u2AC5\u0338
nsucc;=\u2281
nsucceq;=\u2AB0\u0338
nsup;=\u2285
nsupE;=\u2AC6\u0338
nsupe;=\u2289
nsupset;=\u2283\u20D2
nsupseteq;=\u2289
nsupseteqq;=\u2AC6\u0338
ntgl;=\u2279
ntilde=\u00F1
ntilde;=\u00F1
ntlg;=\u2278
ntriangleleft;=\u22EA
ntrianglelefteq;=\u22EC
ntriangleright;=\u22EB
ntrianglerighteq;=\u22ED
nu;=\u03BD
num;=\u0023
numero;=\u2116
numsp;=\u2007
nvDash;=\u22AD
nvHarr;=\u2904
nvap;=\u224D\u20D2
nvdash;=\u22AC
nvge;=\u2265\u20D2
nvgt;=\u003E\u20D2
nvinfin;=\u29DE
nvlArr;=\u2902
nvle;=\u2264\u20D2
nvlt;=\u003C\u20D2
nvltrie;=\u22B4\u20D2
nvrArr;=\u2903
nvrtrie;=\u22B5\u20D2
nvsim;=\u223C\u20D2
nwArr;=\u21D6
nwarhk;=\u2923
nwarr;=\u2196
nwarrow;=\u2196
nwnear;=\u2927
oS;=\u24C8
oacute=\u00F3
oacute;=\u00F3
oast;=\u229B
ocir;=\u229A
ocirc=\u00F4
ocirc;=\u00F4
ocy;=\u043E
odash;=\u229D
odblac;=\u0151
odiv;=\u2A38
odot;=\u2299
odsold;=\u29BC
oelig;=\u0153
ofcir;=\u29BF
ofr;=\uD835\uDD2C
ogon;=\u02DB
ograve=\u00F2
ograve;=\u00F2
ogt;=\u29C1
ohbar;=\u29B5
ohm;=\u03A9
oint;=\u222E
olarr;=\u21BA
olcir;=\u29BE
olcross;=\u29BB
oline;=\u203E
olt;=\u29C0
omacr;=\u014D
omega;=\u03C9
omicron;=\u03BF
omid;=\u29B6
ominus;=\u2296
oopf;=\uD835\uDD60
opar;=\u29B7
operp;=\u29B9
oplus;=\u2295
or;=\u2228
orarr;=\u21BB
ord;=\u2A5D
order;=\u2134
orderof;=\u2134
ordf=\u00AA
ordf;=\u00AA
ordm=\u00BA
ordm;=\u00BA
origof;=\u22B6
oror;=\u2A56
orslope;=\u2A57
orv;=\u2A5B
oscr;=\u2134
oslash=\u00F8
oslash;=\u00F8
osol;=\u2298
otilde=\u00F5
otilde;=\u00F5
otimes;=\u2297
otimesas;=\u2A36
ouml=\u00F6
ouml;=\u00F6
ovbar;=\u233D
par;=\u2225
para=\u00B6
para;=\u00B6
parallel;=\u2225
parsim;=\u2AF3
parsl;=\u2AFD
part;=\u2202
pcy;=\u043F
percnt;=\u0025
period;=\u002E
permil;=\u2030
perp;=\u22A5
pertenk;=\u2031
pfr;=\uD835\uDD2D
phi;=\u03C6
phiv;=\u03D5
phmmat;=\u2133
phone;=\u260E
pi;=\u03C0
pitchfork;=\u22D4
piv;=\u03D6
planck;=\u210F
planckh;=\u210E
plankv;=\u210F
plus;=\u002B
plusacir;=\u2A23
plusb;=\u229E
pluscir;=\u2A22
plusdo;=\u2214
plusdu;=\u2A25
pluse;=\u2A72
plusmn=\u00B1
plusmn;=\u00B1
plussim;=\u2A26
plustwo;=\u2A27
pm;=\u00B1
pointint;=\u2A15
popf;=\uD835\uDD61
pound=\u00A3
pound;=\u00A3
pr;=\u227A
prE;=\u2AB3
prap;=\u2AB7
prcue;=\u227C
pre;=\u2AAF
prec;=\u227A
precapprox;=\u2AB7
preccurlyeq;=\u227C
preceq;=\u2AAF
precnapprox;=\u2AB9
precneqq;=\u2AB5
precnsim;=\u22E8
precsim;=\u227E
prime;=\u2032
primes;=\u2119
prnE;=\u2AB5
prnap;=\u2AB9
prnsim;=\u22E8
prod;=\u220F
profalar;=\u232E
profline;=\u2312
profsurf;=\u2313
prop;=\u221D
propto;=\u221D
prsim;=\u227E
prurel;=\u22B0
pscr;=\uD835\uDCC5
psi;=\u03C8
puncsp;=\u2008
qfr;=\uD835\uDD2E
qint;=\u2A0C
qopf;=\uD835\uDD62
qprime;=\u2057
qscr;=\uD835\uDCC6
quaternions;=\u210D
quatint;=\u2A16
quest;=\u003F
questeq;=\u225F
quot=\u0022
quot;=\u0022
rAarr;=\u21DB
rArr;=\u21D2
rAtail;=\u291C
rBarr;=\u290F
rHar;=\u2964
race;=\u223D\u0331
racute;=\u0155
radic;=\u221A
raemptyv;=\u29B3
rang;=\u27E9
rangd;=\u2992
range;=\u29A5
rangle;=\u27E9
raquo=\u00BB
raquo;=\u00BB
rarr;=\u2192
rarrap;=\u2975
rarrb;=\u21E5
rarrbfs;=\u2920
rarrc;=\u2933
rarrfs;=\u291E
rarrhk;=\u21AA
rarrlp;=\u21AC
rarrpl;=\u2945
rarrsim;=\u2974
rarrtl;=\u21A3
rarrw;=\u219D
ratail;=\u291A
ratio;=\u2236
rationals;=\u211A
rbarr;=\u290D
rbbrk;=\u2773
rbrace;=\u007D
rbrack;=\u005D
rbrke;=\u298C
rbrksld;=\u298E
rbrkslu;=\u2990
rcaron;=\u0159
rcedil;=\u0157
rceil;=\u2309
rcub;=\u007D
rcy;=\u0440
rdca;=\u2937
rdldhar;=\u2969
rdquo;=\u201D
rdquor;=\u201D
rdsh;=\u21B3
real;=\u211C
realine;=\u211B
realpart;=\u211C
reals;=\u211D
rect;=\u25AD
reg=\u00AE
reg;=\u00AE
rfisht;=\u297D
rfloor;=\u230B
rfr;=\uD835\uDD2F
rhard;=\u21C1
rharu;=\u21C0
rharul;=\u296C
rho;=\u03C1
rhov;=\u03F1
rightarrow;=\u2192
rightarrowtail;=\u21A3
rightharpoondown;=\u21C1
rightharpoonup;=\u21C0
rightleftarrows;=\u21C4
rightleftharpoons;=\u21CC
rightrightarrows;=\u21C9
rightsquigarrow;=\u219D
rightthreetimes;=\u22CC
ring;=\u02DA
risingdotseq;=\u2253
rlarr;=\u21C4
rlhar;=\u21CC
rlm;=\u200F
rmoust;=\u23B1
rmoustache;=\u23B1
rnmid;=\u2AEE
roang;=\u27ED
roarr;=\u21FE
robrk;=\u27E7
ropar;=\u2986
ropf;=\uD835\uDD63
roplus;=\u2A2E
rotimes;=\u2A35
rpar;=\u0029
rpargt;=\u2994
rppolint;=\u2A12
rrarr;=\u21C9
rsaquo;=\u203A
rscr;=\uD835\uDCC7
rsh;=\u21B1
rsqb;=\u005D
rsquo;=\u2019
rsquor;=\u2019
rthree;=\u22CC
rtimes;=\u22CA
rtri;=\u25B9
rtrie;=\u22B5
rtrif;=\u25B8
rtriltri;=\u29CE
ruluhar;=\u2968
rx;=\u211E
sacute;=\u015B
sbquo;=\u201A
sc;=\u227B
scE;=\u2AB4
scap;=\u2AB8
scaron;=\u0161
sccue;=\u227D
sce;=\u2AB0
scedil;=\u015F
scirc;=\u015D
scnE;=\u2AB6
scnap;=\u2ABA
scnsim;=\u22E9
scpolint;=\u2A13
scsim;=\u227F
scy;=\u0441
sdot;=\u22C5
sdotb;=\u22A1
sdote;=\u2A66
seArr;=\u21D8
searhk;=\u2925
searr;=\u2198
searrow;=\u2198
sect=\u00A7
sect;=\u00A7
semi;=\u003B
seswar;=\u2929
setminus;=\u2216
setmn;=\u2216
sext;=\u2736
sfr;=\uD835\uDD30
sfrown;=\u2322
sharp;=\u266F
shchcy;=\u0449
shcy;=\u0448
shortmid;=\u2223
shortparallel;=\u2225
shy=\u00AD
shy;=\u00AD
sigma;=\u03C3
sigmaf;=\u03C2
sigmav;=\u03C2
sim;=\u223C
simdot;=\u2A6A
sime;=\u2243
simeq;=\u2243
simg;=\u2A9E
simgE;=\u2AA0
siml;=\u2A9D
simlE;=\u2A9F
simne;=\u2246
simplus;=\u2A24
simrarr;=\u2972
slarr;=\u2190
smallsetminus;=\u2216
smashp;=\u2A33
smeparsl;=\u29E4
smid;=\u2223
smile;=\u2323
smt;=\u2AAA
smte;=\u2AAC
smtes;=\u2AAC\uFE00
softcy;=\u044C
sol;=\u002F
solb;=\u29C4
solbar;=\u233F
sopf;=\uD835\uDD64
spades;=\u2660
spadesuit;=\u2660
spar;=\u2225
sqcap;=\u2293
sqcaps;=\u2293\uFE00
sqcup;=\u2294
sqcups;=\u2294\uFE00
sqsub;=\u228F
sqsube;=\u2291
sqsubset;=\u228F
sqsubseteq;=\u2291
sqsup;=\u2290
sqsupe;=\u2292
sqsupset;=\u2290
sqsupseteq;=\u2292
squ;=\u25A1
square;=\u25A1
squarf;=\u25AA
squf;=\u25AA
srarr;=\u2192
sscr;=\uD835\uDCC8
ssetmn;=\u2216
ssmile;=\u2323
sstarf;=\u22C6
star;=\u2606
starf;=\u2605
straightepsilon;=\u03F5
straightphi;=\u03D5
strns;=\u00AF
sub;=\u2282
subE;=\u2AC5
subdot;=\u2ABD
sube;=\u2286
subedot;=\u2AC3
submult;=\u2AC1
subnE;=\u2ACB
subne;=\u228A
subplus;=\u2ABF
subrarr;=\u2979
subset;=\u2282
subseteq;=\u2286
subseteqq;=\u2AC5
subsetneq;=\u228A
subsetneqq;=\u2ACB
subsim;=\u2AC7
subsub;=\u2AD5
subsup;=\u2AD3
succ;=\u227B
succapprox;=\u2AB8
succcurlyeq;=\u227D
succeq;=\u2AB0
succnapprox;=\u2ABA
succneqq;=\u2AB6
succnsim;=\u22E9
succsim;=\u227F
sum;=\u2211
sung;=\u266A
sup1=\u00B9
sup1;=\u00B9
sup2=\u00B2
sup2;=\u00B2
sup3=\u00B3
sup3;=\u00B3
sup;=\u2283
supE;=\u2AC6
supdot;=\u2ABE
supdsub;=\u2AD8
supe;=\u2287
supedot;=\u2AC4
suphsol;=\u27C9
suphsub;=\u2AD7
suplarr;=\u297B
supmult;=\u2AC2
supnE;=\u2ACC
supne;=\u228B
supplus;=\u2AC0
supset;=\u2283
supseteq;=\u2287
supseteqq;=\u2AC6
supsetneq;=\u228B
supsetneqq;=\u2ACC
supsim;=\u2AC8
supsub;=\u2AD4
supsup;=\u2AD6
swArr;=\u21D9
swarhk;=\u2926
swarr;=\u2199
swarrow;=\u2199
swnwar;=\u292A
szlig=\u00DF
szlig;=\u00DF
target;=\u2316
tau;=\u03C4
tbrk;=\u23B4
tcaron;=\u0165
tcedil;=\u0163
tcy;=\u0442
tdot;=\u20DB
telrec;=\u2315
tfr;=\uD835\uDD31
there4;=\u2234
therefore;=\u2234
theta;=\u03B8
thetasym;=\u03D1
thetav;=\u03D1
thickapprox;=\u2248
thicksim;=\u223C
thinsp;=\u2009
thkap;=\u2248
thksim;=\u223C
thorn=\u00FE
thorn;=\u00FE
tilde;=\u02DC
times=\u00D7
times;=\u00D7
timesb;=\u22A0
timesbar;=\u2A31
timesd;=\u2A30
tint;=\u222D
toea;=\u2928
top;=\u22A4
topbot;=\u2336
topcir;=\u2AF1
topf;=\uD835\uDD65
topfork;=\u2ADA
tosa;=\u2929
tprime;=\u2034
trade;=\u2122
triangle;=\u25B5
triangledown;=\u25BF
triangleleft;=\u25C3
trianglelefteq;=\u22B4
triangleq;=\u225C
triangleright;=\u25B9
trianglerighteq;=\u22B5
tridot;=\u25EC
trie;=\u225C
triminus;=\u2A3A
triplus;=\u2A39
trisb;=\u29CD
tritime;=\u2A3B
trpezium;=\u23E2
tscr;=\uD835\uDCC9
tscy;=\u0446
tshcy;=\u045B
tstrok;=\u0167
twixt;=\u226C
twoheadleftarrow;=\u219E
twoheadrightarrow;=\u21A0
uArr;=\u21D1
uHar;=\u2963
uacute=\u00FA
uacute;=\u00FA
uarr;=\u2191
ubrcy;=\u045E
ubreve;=\u016D
ucirc=\u00FB
ucirc;=\u00FB
ucy;=\u0443
udarr;=\u21C5
udblac;=\u0171
udhar;=\u296E
ufisht;=\u297E
ufr;=\uD835\uDD32
ugrave=\u00F9
ugrave;=\u00F9
uharl;=\u21BF
uharr;=\u21BE
uhblk;=\u2580
ulcorn;=\u231C
ulcorner;=\u231C
ulcrop;=\u230F
ultri;=\u25F8
umacr;=\u016B
uml=\u00A8
uml;=\u00A8
uogon;=\u0173
uopf;=\uD835\uDD66
uparrow;=\u2191
updownarrow;=\u2195
upharpoonleft;=\u21BF
upharpoonright;=\u21BE
uplus;=\u228E
upsi;=\u03C5
upsih;=\u03D2
upsilon;=\u03C5
upuparrows;=\u21C8
urcorn;=\u231D
urcorner;=\u231D
urcrop;=\u230E
uring;=\u016F
urtri;=\u25F9
uscr;=\uD835\uDCCA
utdot;=\u22F0
utilde;=\u0169
utri;=\u25B5
utrif;=\u25B4
uuarr;=\u21C8
uuml=\u00FC
uuml;=\u00FC
uwangle;=\u29A7
vArr;=\u21D5
vBar;=\u2AE8
vBarv;=\u2AE9
vDash;=\u22A8
vangrt;=\u299C
varepsilon;=\u03F5
varkappa;=\u03F0
varnothing;=\u2205
varphi;=\u03D5
varpi;=\u03D6
varpropto;=\u221D
varr;=\u2195
varrho;=\u03F1
varsigma;=\u03C2
varsubsetneq;=\u228A\uFE00
varsubsetneqq;=\u2ACB\uFE00
varsupsetneq;=\u228B\uFE00
varsupsetneqq;=\u2ACC\uFE00
vartheta;=\u03D1
vartriangleleft;=\u22B2
vartriangleright;=\u22B3
vcy;=\u0432
vdash;=\u22A2
vee;=\u2228
veebar;=\u22BB
veeeq;=\u225A
vellip;=\u22EE
verbar;=\u007C
vert;=\u007C
vfr;=\uD835\uDD33
vltri;=\u22B2
vnsub;=\u2282\u20D2
vnsup;=\u2283\u20D2
vopf;=\uD835\uDD67
vprop;=\u221D
vrtri;=\u22B3
vscr;=\uD835\uDCCB
vsubnE;=\u2ACB\uFE00
vsubne;=\u228A\uFE00
vsupnE;=\u2ACC\uFE00
vsupne;=\u228B\uFE00
vzigzag;=\u299A
wcirc;=\u0175
wedbar;=\u2A5F
wedge;=\u2227
wedgeq;=\u2259
weierp;=\u2118
wfr;=\uD835\uDD34
wopf;=\uD835\uDD68
wp;=\u2118
wr;=\u2240
wreath;=\u2240
wscr;=\uD835\uDCCC
xcap;=\u22C2
xcirc;=\u25EF
xcup;=\u22C3
xdtri;=\u25BD
xfr;=\uD835\uDD35
xhArr;=\u27FA
xharr;=\u27F7
xi;=\u03BE
xlArr;=\u27F8
xlarr;=\u27F5
xmap;=\u27FC
xnis;=\u22FB
xodot;=\u2A00
xopf;=\uD835\uDD69
xoplus;=\u2A01
xotime;=\u2A02
xrArr;=\u27F9
xrarr;=\u27F6
xscr;=\uD835\uDCCD
xsqcup;=\u2A06
xuplus;=\u2A04
xutri;=\u25B3
xvee;=\u22C1
xwedge;=\u22C0
yacute=\u00FD
yacute;=\u00FD
yacy;=\u044F
ycirc;=\u0177
ycy;=\u044B
yen=\u00A5
yen;=\u00A5
yfr;=\uD835\uDD36
yicy;=\u0457
yopf;=\uD835\uDD6A
yscr;=\uD835\uDCCE
yucy;=\u044E
yuml=\u00FF
yuml;=\u00FF
zacute;=\u017A
zcaron;=\u017E
zcy;=\u0437
zdot;=\u017C
zeetrf;=\u2128
zeta;=\u03B6
zfr;=\uD835\uDD37
zhcy;=\u0436
zigrarr;=\u21DD
zopf;=\uD835\uDD6B
zscr;=\uD835\uDCCF
zwj;=\u200D
zwnj;=\u200C