NEWSDEEF - Usenet - Newsfeed and Peering

HTML entities

Code	Output	Entity #
&AElig	Æ	198
Æ	Æ	198
&AMP	&	38
&AMP;	&	38
&Aacute	Á	193
Á	Á	193
&Abreve;	Ă	258
&Acirc	Â	194
Â	Â	194
&Acy;	А	1040
&Afr;	𝔄	120068
&Agrave	À	192
À	À	192
Α	Α	913
&Amacr;	Ā	256
&And;	⩓	10835
&Aogon;	Ą	260
&Aopf;	𝔸	120120
⁡	⁡	8289
&Aring	Å	197
Å	Å	197
&Ascr;	𝒜	119964
&Assign;	≔	8788
&Atilde	Ã	195
Ã	Ã	195
&Auml	Ä	196
Ä	Ä	196
&Backslash;	∖	8726
&Barv;	⫧	10983
&Barwed;	⌆	8966
&Bcy;	Б	1041
&Because;	∵	8757
&Bernoullis;	ℬ	8492
Β	Β	914
&Bfr;	𝔅	120069
&Bopf;	𝔹	120121
&Breve;	˘	728
&Bscr;	ℬ	8492
&Bumpeq;	≎	8782
&CHcy;	Ч	1063
&COPY	©	169
&COPY;	©	169
&Cacute;	Ć	262
&Cap;	⋒	8914
&CapitalDifferentialD;	ⅅ	8517
&Cayleys;	ℭ	8493
&Ccaron;	Č	268
&Ccedil	Ç	199
Ç	Ç	199
&Ccirc;	Ĉ	264
&Cconint;	∰	8752
&Cdot;	Ċ	266
&Cedilla;	¸	184
·	·	183
&Cfr;	ℭ	8493
Χ	Χ	935
&CircleDot;	⊙	8857
&CircleMinus;	⊖	8854
&CirclePlus;	⊕	8853
&CircleTimes;	⊗	8855
&ClockwiseContourIntegral;	∲	8754
&CloseCurlyDoubleQuote;	”	8221
&CloseCurlyQuote;	’	8217
&Colon;	∷	8759
&Colone;	⩴	10868
&Congruent;	≡	8801
&Conint;	∯	8751
&ContourIntegral;	∮	8750
&Copf;	ℂ	8450
&Coproduct;	∐	8720
&CounterClockwiseContourIntegral;	∳	8755
&Cross;	⨯	10799
&Cscr;	𝒞	119966
&Cup;	⋓	8915
&CupCap;	≍	8781
&DD;	ⅅ	8517
&DDotrahd;	⤑	10513
&DJcy;	Ђ	1026
&DScy;	Ѕ	1029
&DZcy;	Џ	1039
&Dagger;	‡	8225
&Darr;	↡	8609
&Dashv;	⫤	10980
&Dcaron;	Ď	270
&Dcy;	Д	1044
&Del;	∇	8711
Δ	Δ	916
&Dfr;	𝔇	120071
&DiacriticalAcute;	´	180
&DiacriticalDot;	˙	729
&DiacriticalDoubleAcute;	˝	733
&DiacriticalGrave;	`	96
&DiacriticalTilde;	˜	732
&Diamond;	⋄	8900
&DifferentialD;	ⅆ	8518
&Dopf;	𝔻	120123
&Dot;	¨	168
&DotDot;	⃜	8412
&DotEqual;	≐	8784
&DoubleContourIntegral;	∯	8751
&DoubleDot;	¨	168
&DoubleDownArrow;	⇓	8659
&DoubleLeftArrow;	⇐	8656
&DoubleLeftRightArrow;	⇔	8660
&DoubleLeftTee;	⫤	10980
&DoubleLongLeftArrow;	⟸	10232
&DoubleLongLeftRightArrow;	⟺	10234
&DoubleLongRightArrow;	⟹	10233
&DoubleRightArrow;	⇒	8658
&DoubleRightTee;	⊨	8872
&DoubleUpArrow;	⇑	8657
&DoubleUpDownArrow;	⇕	8661
&DoubleVerticalBar;	∥	8741
&DownArrow;	↓	8595
&DownArrowBar;	⤓	10515
&DownArrowUpArrow;	⇵	8693
&DownBreve;	̑	785
&DownLeftRightVector;	⥐	10576
&DownLeftTeeVector;	⥞	10590
&DownLeftVector;	↽	8637
&DownLeftVectorBar;	⥖	10582
&DownRightTeeVector;	⥟	10591
&DownRightVector;	⇁	8641
&DownRightVectorBar;	⥗	10583
&DownTee;	⊤	8868
&DownTeeArrow;	↧	8615
&Downarrow;	⇓	8659
&Dscr;	𝒟	119967
&Dstrok;	Đ	272
&ENG;	Ŋ	330
&ETH	Ð	208
Ð	Ð	208
&Eacute	É	201
É	É	201
&Ecaron;	Ě	282
&Ecirc	Ê	202
Ê	Ê	202
&Ecy;	Э	1069
&Edot;	Ė	278
&Efr;	𝔈	120072
&Egrave	È	200
È	È	200
&Element;	∈	8712
&Emacr;	Ē	274
&EmptySmallSquare;	◻	9723
&EmptyVerySmallSquare;	▫	9643
&Eogon;	Ę	280
&Eopf;	𝔼	120124
Ε	Ε	917
&Equal;	⩵	10869
&EqualTilde;	≂	8770
&Equilibrium;	⇌	8652
&Escr;	ℰ	8496
&Esim;	⩳	10867
Η	Η	919
&Euml	Ë	203
Ë	Ë	203
&Exists;	∃	8707
&ExponentialE;	ⅇ	8519
&Fcy;	Ф	1060
&Ffr;	𝔉	120073
&FilledSmallSquare;	◼	9724
&FilledVerySmallSquare;	▪	9642
&Fopf;	𝔽	120125
&ForAll;	∀	8704
&Fouriertrf;	ℱ	8497
&Fscr;	ℱ	8497
&GJcy;	Ѓ	1027
&GT	>	62
&GT;	>	62
Γ	Γ	915
&Gammad;	Ϝ	988
&Gbreve;	Ğ	286
&Gcedil;	Ģ	290
&Gcirc;	Ĝ	284
&Gcy;	Г	1043
&Gdot;	Ġ	288
&Gfr;	𝔊	120074
&Gg;	⋙	8921
&Gopf;	𝔾	120126
&GreaterEqual;	≥	8805
&GreaterEqualLess;	⋛	8923
&GreaterFullEqual;	≧	8807
&GreaterGreater;	⪢	10914
&GreaterLess;	≷	8823
&GreaterSlantEqual;	⩾	10878
&GreaterTilde;	≳	8819
&Gscr;	𝒢	119970
&Gt;	≫	8811
&HARDcy;	Ъ	1066
&Hacek;	ˇ	711
&Hat;	^	94
&Hcirc;	Ĥ	292
&Hfr;	ℌ	8460
&HilbertSpace;	ℋ	8459
&Hopf;	ℍ	8461
&HorizontalLine;	─	9472
&Hscr;	ℋ	8459
&Hstrok;	Ħ	294
&HumpDownHump;	≎	8782
&HumpEqual;	≏	8783
&IEcy;	Е	1045
&IJlig;	Ĳ	306
&IOcy;	Ё	1025
&Iacute	Í	205
Í	Í	205
&Icirc	Î	206
Î	Î	206
&Icy;	И	1048
&Idot;	İ	304
&Ifr;	ℑ	8465
&Igrave	Ì	204
Ì	Ì	204
&Im;	ℑ	8465
&Imacr;	Ī	298
&ImaginaryI;	ⅈ	8520
&Implies;	⇒	8658
&Int;	∬	8748
&Integral;	∫	8747
&Intersection;	⋂	8898
⁣	⁣	8291
⁢	⁢	8290
&Iogon;	Į	302
&Iopf;	𝕀	120128
Ι	Ι	921
&Iscr;	ℐ	8464
&Itilde;	Ĩ	296
&Iukcy;	І	1030
&Iuml	Ï	207
Ï	Ï	207
&Jcirc;	Ĵ	308
&Jcy;	Й	1049
&Jfr;	𝔍	120077
&Jopf;	𝕁	120129
&Jscr;	𝒥	119973
&Jsercy;	Ј	1032
&Jukcy;	Є	1028
&KHcy;	Х	1061
&KJcy;	Ќ	1036
Κ	Κ	922
&Kcedil;	Ķ	310
&Kcy;	К	1050
&Kfr;	𝔎	120078
&Kopf;	𝕂	120130
&Kscr;	𝒦	119974
&LJcy;	Љ	1033
&LT	<	60
&LT;	<	60
&Lacute;	Ĺ	313
Λ	Λ	923
&Lang;	⟪	10218
&Laplacetrf;	ℒ	8466
&Larr;	↞	8606
&Lcaron;	Ľ	317
&Lcedil;	Ļ	315
&Lcy;	Л	1051
&LeftAngleBracket;	⟨	10216
&LeftArrow;	←	8592
&LeftArrowBar;	⇤	8676
&LeftArrowRightArrow;	⇆	8646
&LeftCeiling;	⌈	8968
&LeftDoubleBracket;	⟦	10214
&LeftDownTeeVector;	⥡	10593
&LeftDownVector;	⇃	8643
&LeftDownVectorBar;	⥙	10585
&LeftFloor;	⌊	8970
&LeftRightArrow;	↔	8596
&LeftRightVector;	⥎	10574
&LeftTee;	⊣	8867
&LeftTeeArrow;	↤	8612
&LeftTeeVector;	⥚	10586
&LeftTriangle;	⊲	8882
&LeftTriangleBar;	⧏	10703
&LeftTriangleEqual;	⊴	8884
&LeftUpDownVector;	⥑	10577
&LeftUpTeeVector;	⥠	10592
&LeftUpVector;	↿	8639
&LeftUpVectorBar;	⥘	10584
&LeftVector;	↼	8636
&LeftVectorBar;	⥒	10578
&Leftarrow;	⇐	8656
&Leftrightarrow;	⇔	8660
&LessEqualGreater;	⋚	8922
&LessFullEqual;	≦	8806
&LessGreater;	≶	8822
&LessLess;	⪡	10913
&LessSlantEqual;	⩽	10877
&LessTilde;	≲	8818
&Lfr;	𝔏	120079
&Ll;	⋘	8920
&Lleftarrow;	⇚	8666
&Lmidot;	Ŀ	319
&LongLeftArrow;	⟵	10229
&LongLeftRightArrow;	⟷	10231
&LongRightArrow;	⟶	10230
&Longleftarrow;	⟸	10232
&Longleftrightarrow;	⟺	10234
&Longrightarrow;	⟹	10233
&Lopf;	𝕃	120131
&LowerLeftArrow;	↙	8601
&LowerRightArrow;	↘	8600
&Lscr;	ℒ	8466
&Lsh;	↰	8624
&Lstrok;	Ł	321
&Lt;	≪	8810
&Map;	⤅	10501
&Mcy;	М	1052
		8287
&Mellintrf;	ℳ	8499
&Mfr;	𝔐	120080
&MinusPlus;	∓	8723
&Mopf;	𝕄	120132
&Mscr;	ℳ	8499
Μ	Μ	924
&NJcy;	Њ	1034
&Nacute;	Ń	323
&Ncaron;	Ň	327
&Ncedil;	Ņ	325
&Ncy;	Н	1053
&NegativeMediumSpace;		8203
&NegativeThickSpace;		8203
&NegativeThinSpace;		8203
&NegativeVeryThinSpace;		8203
&NestedGreaterGreater;	≫	8811
&NestedLessLess;	≪	8810
&NewLine;		10
&Nfr;	𝔑	120081
&NoBreak;	⁠	8288
&NonBreakingSpace;		160
&Nopf;	ℕ	8469
&Not;	⫬	10988
&NotCongruent;	≢	8802
&NotCupCap;	≭	8813
&NotDoubleVerticalBar;	∦	8742
&NotElement;	∉	8713
&NotEqual;	≠	8800
&NotEqualTilde;	≂̸	8770
&NotExists;	∄	8708
&NotGreater;	≯	8815
&NotGreaterEqual;	≱	8817
&NotGreaterFullEqual;	≧̸	8807
&NotGreaterGreater;	≫̸	8811
&NotGreaterLess;	≹	8825
&NotGreaterSlantEqual;	⩾̸	10878
&NotGreaterTilde;	≵	8821
&NotHumpDownHump;	≎̸	8782
&NotHumpEqual;	≏̸	8783
&NotLeftTriangle;	⋪	8938
&NotLeftTriangleBar;	⧏̸	10703
&NotLeftTriangleEqual;	⋬	8940
&NotLess;	≮	8814
&NotLessEqual;	≰	8816
&NotLessGreater;	≸	8824
&NotLessLess;	≪̸	8810
&NotLessSlantEqual;	⩽̸	10877
&NotLessTilde;	≴	8820
&NotNestedGreaterGreater;	⪢̸	10914
&NotNestedLessLess;	⪡̸	10913
&NotPrecedes;	⊀	8832
&NotPrecedesEqual;	⪯̸	10927
&NotPrecedesSlantEqual;	⋠	8928
&NotReverseElement;	∌	8716
&NotRightTriangle;	⋫	8939
&NotRightTriangleBar;	⧐̸	10704
&NotRightTriangleEqual;	⋭	8941
&NotSquareSubset;	⊏̸	8847
&NotSquareSubsetEqual;	⋢	8930
&NotSquareSuperset;	⊐̸	8848
&NotSquareSupersetEqual;	⋣	8931
&NotSubset;	⊂⃒	8834
&NotSubsetEqual;	⊈	8840
&NotSucceeds;	⊁	8833
&NotSucceedsEqual;	⪰̸	10928
&NotSucceedsSlantEqual;	⋡	8929
&NotSucceedsTilde;	≿̸	8831
&NotSuperset;	⊃⃒	8835
&NotSupersetEqual;	⊉	8841
&NotTilde;	≁	8769
&NotTildeEqual;	≄	8772
&NotTildeFullEqual;	≇	8775
&NotTildeTilde;	≉	8777
&NotVerticalBar;	∤	8740
&Nscr;	𝒩	119977
&Ntilde	Ñ	209
Ñ	Ñ	209
Ν	Ν	925
&OElig;	Œ	338
&Oacute	Ó	211
Ó	Ó	211
&Ocirc	Ô	212
Ô	Ô	212
&Ocy;	О	1054
&Odblac;	Ő	336
&Ofr;	𝔒	120082
&Ograve	Ò	210
Ò	Ò	210
&Omacr;	Ō	332
Ω	Ω	937
Ο	Ο	927
&Oopf;	𝕆	120134
&OpenCurlyDoubleQuote;	“	8220
&OpenCurlyQuote;	‘	8216
&Or;	⩔	10836
&Oscr;	𝒪	119978
&Oslash	Ø	216
Ø	Ø	216
&Otilde	Õ	213
Õ	Õ	213
&Otimes;	⨷	10807
&Ouml	Ö	214
Ö	Ö	214
&OverBar;	‾	8254
&OverBrace;	⏞	9182
&OverBracket;	⎴	9140
&OverParenthesis;	⏜	9180
&PartialD;	∂	8706
&Pcy;	П	1055
&Pfr;	𝔓	120083
Φ	Φ	934
Π	Π	928
&PlusMinus;	±	177
&Poincareplane;	ℌ	8460
&Popf;	ℙ	8473
&Pr;	⪻	10939
&Precedes;	≺	8826
&PrecedesEqual;	⪯	10927
&PrecedesSlantEqual;	≼	8828
&PrecedesTilde;	≾	8830
″	″	8243
&Product;	∏	8719
&Proportion;	∷	8759
&Proportional;	∝	8733
&Pscr;	𝒫	119979
Ψ	Ψ	936
&QUOT	"	34
&QUOT;	"	34
&Qfr;	𝔔	120084
&Qopf;	ℚ	8474
&Qscr;	𝒬	119980
&RBarr;	⤐	10512
&REG	®	174
&REG;	®	174
&Racute;	Ŕ	340
&Rang;	⟫	10219
&Rarr;	↠	8608
&Rarrtl;	⤖	10518
&Rcaron;	Ř	344
&Rcedil;	Ŗ	342
&Rcy;	Р	1056
&Re;	ℜ	8476
&ReverseElement;	∋	8715
&ReverseEquilibrium;	⇋	8651
&ReverseUpEquilibrium;	⥯	10607
&Rfr;	ℜ	8476
Ρ	Ρ	929
&RightAngleBracket;	⟩	10217
&RightArrow;	→	8594
&RightArrowBar;	⇥	8677
&RightArrowLeftArrow;	⇄	8644
&RightCeiling;	⌉	8969
&RightDoubleBracket;	⟧	10215
&RightDownTeeVector;	⥝	10589
&RightDownVector;	⇂	8642
&RightDownVectorBar;	⥕	10581
&RightFloor;	⌋	8971
&RightTee;	⊢	8866
&RightTeeArrow;	↦	8614
&RightTeeVector;	⥛	10587
&RightTriangle;	⊳	8883
&RightTriangleBar;	⧐	10704
&RightTriangleEqual;	⊵	8885
&RightUpDownVector;	⥏	10575
&RightUpTeeVector;	⥜	10588
&RightUpVector;	↾	8638
&RightUpVectorBar;	⥔	10580
&RightVector;	⇀	8640
&RightVectorBar;	⥓	10579
&Rightarrow;	⇒	8658
&Ropf;	ℝ	8477
&RoundImplies;	⥰	10608
&Rrightarrow;	⇛	8667
&Rscr;	ℛ	8475
&Rsh;	↱	8625
&RuleDelayed;	⧴	10740
&SHCHcy;	Щ	1065
&SHcy;	Ш	1064
&SOFTcy;	Ь	1068
&Sacute;	Ś	346
&Sc;	⪼	10940
&Scaron;	Š	352
&Scedil;	Ş	350
&Scirc;	Ŝ	348
&Scy;	С	1057
&Sfr;	𝔖	120086
&ShortDownArrow;	↓	8595
&ShortLeftArrow;	←	8592
&ShortRightArrow;	→	8594
&ShortUpArrow;	↑	8593
Σ	Σ	931
&SmallCircle;	∘	8728
&Sopf;	𝕊	120138
&Sqrt;	√	8730
&Square;	□	9633
&SquareIntersection;	⊓	8851
&SquareSubset;	⊏	8847
&SquareSubsetEqual;	⊑	8849
&SquareSuperset;	⊐	8848
&SquareSupersetEqual;	⊒	8850
&SquareUnion;	⊔	8852
&Sscr;	𝒮	119982
&Star;	⋆	8902
&Sub;	⋐	8912
&Subset;	⋐	8912
&SubsetEqual;	⊆	8838
&Succeeds;	≻	8827
&SucceedsEqual;	⪰	10928
&SucceedsSlantEqual;	≽	8829
&SucceedsTilde;	≿	8831
&SuchThat;	∋	8715
&Sum;	∑	8721
&Sup;	⋑	8913
&Superset;	⊃	8835
&SupersetEqual;	⊇	8839
&Supset;	⋑	8913
&THORN	Þ	222
Þ	Þ	222
&TRADE;	™	8482
&TSHcy;	Ћ	1035
&TScy;	Ц	1062
&Tab;		9
Τ	Τ	932
&Tcaron;	Ť	356
&Tcedil;	Ţ	354
&Tcy;	Т	1058
&Tfr;	𝔗	120087
&Therefore;	∴	8756
Θ	Θ	920
		8287
		8201
&Tilde;	∼	8764
&TildeEqual;	≃	8771
&TildeFullEqual;	≅	8773
&TildeTilde;	≈	8776
&Topf;	𝕋	120139
&TripleDot;	⃛	8411
&Tscr;	𝒯	119983
&Tstrok;	Ŧ	358
&Uacute	Ú	218
Ú	Ú	218
&Uarr;	↟	8607
&Uarrocir;	⥉	10569
&Ubrcy;	Ў	1038
&Ubreve;	Ŭ	364
&Ucirc	Û	219
Û	Û	219
&Ucy;	У	1059
&Udblac;	Ű	368
&Ufr;	𝔘	120088
&Ugrave	Ù	217
Ù	Ù	217
&Umacr;	Ū	362
&UnderBar;	_	95
&UnderBrace;	⏟	9183
&UnderBracket;	⎵	9141
&UnderParenthesis;	⏝	9181
&Union;	⋃	8899
&UnionPlus;	⊎	8846
&Uogon;	Ų	370
&Uopf;	𝕌	120140
&UpArrow;	↑	8593
&UpArrowBar;	⤒	10514
&UpArrowDownArrow;	⇅	8645
&UpDownArrow;	↕	8597
&UpEquilibrium;	⥮	10606
&UpTee;	⊥	8869
&UpTeeArrow;	↥	8613
&Uparrow;	⇑	8657
&Updownarrow;	⇕	8661
&UpperLeftArrow;	↖	8598
&UpperRightArrow;	↗	8599
&Upsi;	ϒ	978
Υ	Υ	933
&Uring;	Ů	366
&Uscr;	𝒰	119984
&Utilde;	Ũ	360
&Uuml	Ü	220
Ü	Ü	220
&VDash;	⊫	8875
&Vbar;	⫫	10987
&Vcy;	В	1042
&Vdash;	⊩	8873
&Vdashl;	⫦	10982
&Vee;	⋁	8897
&Verbar;	‖	8214
&Vert;	‖	8214
&VerticalBar;	∣	8739
&VerticalLine;	\|	124
&VerticalSeparator;	❘	10072
&VerticalTilde;	≀	8768
&VeryThinSpace;		8202
&Vfr;	𝔙	120089
&Vopf;	𝕍	120141
&Vscr;	𝒱	119985
&Vvdash;	⊪	8874
&Wcirc;	Ŵ	372
&Wedge;	⋀	8896
&Wfr;	𝔚	120090
&Wopf;	𝕎	120142
&Wscr;	𝒲	119986
&Xfr;	𝔛	120091
Ξ	Ξ	926
&Xopf;	𝕏	120143
&Xscr;	𝒳	119987
&YAcy;	Я	1071
&YIcy;	Ї	1031
&YUcy;	Ю	1070
&Yacute	Ý	221
Ý	Ý	221
&Ycirc;	Ŷ	374
&Ycy;	Ы	1067
&Yfr;	𝔜	120092
&Yopf;	𝕐	120144
&Yscr;	𝒴	119988
&Yuml;	Ÿ	376
&ZHcy;	Ж	1046
&Zacute;	Ź	377
&Zcaron;	Ž	381
&Zcy;	З	1047
&Zdot;	Ż	379
&ZeroWidthSpace;		8203
Ζ	Ζ	918
&Zfr;	ℨ	8488
&Zopf;	ℤ	8484
&Zscr;	𝒵	119989
&aacute	á	225
á	á	225
&abreve;	ă	259
&ac;	∾	8766
&acE;	∾̳	8766
&acd;	∿	8767
&acirc	â	226
â	â	226
&acute	´	180
´	´	180
&acy;	а	1072
&aelig	æ	230
æ	æ	230
⁡	⁡	8289
&afr;	𝔞	120094
&agrave	à	224
à	à	224
&alefsym;	ℵ	8501
&aleph;	ℵ	8501
α	α	945
&amacr;	ā	257
&amalg;	⨿	10815
&amp	&	38
&	&	38
&and;	∧	8743
&andand;	⩕	10837
&andd;	⩜	10844
&andslope;	⩘	10840
&andv;	⩚	10842
&ang;	∠	8736
&ange;	⦤	10660
&angle;	∠	8736
&angmsd;	∡	8737
&angmsdaa;	⦨	10664
&angmsdab;	⦩	10665
&angmsdac;	⦪	10666
&angmsdad;	⦫	10667
&angmsdae;	⦬	10668
&angmsdaf;	⦭	10669
&angmsdag;	⦮	10670
&angmsdah;	⦯	10671
&angrt;	∟	8735
&angrtvb;	⊾	8894
&angrtvbd;	⦝	10653
&angsph;	∢	8738
&angst;	Å	197
&angzarr;	⍼	9084
&aogon;	ą	261
&aopf;	𝕒	120146
≈	≈	8776
&apE;	⩰	10864
&apacir;	⩯	10863
&ape;	≊	8778
&apid;	≋	8779
'	'	39
≈	≈	8776
&approxeq;	≊	8778
&aring	å	229
å	å	229
&ascr;	𝒶	119990
&ast;	*	42
≈	≈	8776
&asympeq;	≍	8781
&atilde	ã	227
ã	ã	227
&auml	ä	228
ä	ä	228
&awconint;	∳	8755
&awint;	⨑	10769
&bNot;	⫭	10989
&backcong;	≌	8780
&backepsilon;	϶	1014
&backprime;	‵	8245
&backsim;	∽	8765
&backsimeq;	⋍	8909
&barvee;	⊽	8893
&barwed;	⌅	8965
&barwedge;	⌅	8965
&bbrk;	⎵	9141
&bbrktbrk;	⎶	9142
&bcong;	≌	8780
&bcy;	б	1073
&bdquo;	„	8222
&becaus;	∵	8757
&because;	∵	8757
&bemptyv;	⦰	10672
&bepsi;	϶	1014
&bernou;	ℬ	8492
β	β	946
&beth;	ℶ	8502
&between;	≬	8812
&bfr;	𝔟	120095
&bigcap;	⋂	8898
&bigcirc;	◯	9711
&bigcup;	⋃	8899
&bigodot;	⨀	10752
&bigoplus;	⨁	10753
&bigotimes;	⨂	10754
&bigsqcup;	⨆	10758
&bigstar;	★	9733
&bigtriangledown;	▽	9661
&bigtriangleup;	△	9651
&biguplus;	⨄	10756
&bigvee;	⋁	8897
&bigwedge;	⋀	8896
&bkarow;	⤍	10509
&blacklozenge;	⧫	10731
&blacksquare;	▪	9642
&blacktriangle;	▴	9652
&blacktriangledown;	▾	9662
&blacktriangleleft;	◂	9666
&blacktriangleright;	▸	9656
&blank;	␣	9251
&blk12;	▒	9618
&blk14;	░	9617
&blk34;	▓	9619
&block;	█	9608
&bne;	=⃥	61
&bnequiv;	≡⃥	8801
&bnot;	⌐	8976
&bopf;	𝕓	120147
&bot;	⊥	8869
&bottom;	⊥	8869
&bowtie;	⋈	8904
&boxDL;	╗	9559
&boxDR;	╔	9556
&boxDl;	╖	9558
&boxDr;	╓	9555
&boxH;	═	9552
&boxHD;	╦	9574
&boxHU;	╩	9577
&boxHd;	╤	9572
&boxHu;	╧	9575
&boxUL;	╝	9565
&boxUR;	╚	9562
&boxUl;	╜	9564
&boxUr;	╙	9561
&boxV;	║	9553
&boxVH;	╬	9580
&boxVL;	╣	9571
&boxVR;	╠	9568
&boxVh;	╫	9579
&boxVl;	╢	9570
&boxVr;	╟	9567
&boxbox;	⧉	10697
&boxdL;	╕	9557
&boxdR;	╒	9554
&boxdl;	┐	9488
&boxdr;	┌	9484
&boxh;	─	9472
&boxhD;	╥	9573
&boxhU;	╨	9576
&boxhd;	┬	9516
&boxhu;	┴	9524
&boxminus;	⊟	8863
&boxplus;	⊞	8862
&boxtimes;	⊠	8864
&boxuL;	╛	9563
&boxuR;	╘	9560
&boxul;	┘	9496
&boxur;	└	9492
&boxv;	│	9474
&boxvH;	╪	9578
&boxvL;	╡	9569
&boxvR;	╞	9566
&boxvh;	┼	9532
&boxvl;	┤	9508
&boxvr;	├	9500
&bprime;	‵	8245
&breve;	˘	728
&brvbar	¦	166
¦	¦	166
&bscr;	𝒷	119991
&bsemi;	⁏	8271
&bsim;	∽	8765
&bsime;	⋍	8909
\	\	92
&bsolb;	⧅	10693
&bsolhsub;	⟈	10184
•	•	8226
&bullet;	•	8226
&bump;	≎	8782
&bumpE;	⪮	10926
&bumpe;	≏	8783
&bumpeq;	≏	8783
&cacute;	ć	263
∩	∩	8745
&capand;	⩄	10820
&capbrcup;	⩉	10825
&capcap;	⩋	10827
&capcup;	⩇	10823
&capdot;	⩀	10816
&caps;	∩︀	8745
&caret;	⁁	8257
&caron;	ˇ	711
&ccaps;	⩍	10829
&ccaron;	č	269
&ccedil	ç	231
ç	ç	231
&ccirc;	ĉ	265
&ccups;	⩌	10828
&ccupssm;	⩐	10832
&cdot;	ċ	267
&cedil	¸	184
¸	¸	184
&cemptyv;	⦲	10674
&cent	¢	162
¢	¢	162
·	·	183
&cfr;	𝔠	120096
&chcy;	ч	1095
&check;	✓	10003
&checkmark;	✓	10003
χ	χ	967
&cir;	○	9675
&cirE;	⧃	10691
&circ;	ˆ	710
&circeq;	≗	8791
&circlearrowleft;	↺	8634
&circlearrowright;	↻	8635
&circledR;	®	174
&circledS;	Ⓢ	9416
&circledast;	⊛	8859
&circledcirc;	⊚	8858
&circleddash;	⊝	8861
&cire;	≗	8791
&cirfnint;	⨐	10768
&cirmid;	⫯	10991
&cirscir;	⧂	10690
&clubs;	♣	9827
&clubsuit;	♣	9827
&colon;	:	58
&colone;	≔	8788
&coloneq;	≔	8788
,	,	44
&commat;	@	64
&comp;	∁	8705
&compfn;	∘	8728
&complement;	∁	8705
&complexes;	ℂ	8450
&cong;	≅	8773
&congdot;	⩭	10861
&conint;	∮	8750
&copf;	𝕔	120148
&coprod;	∐	8720
&copy	©	169
©	©	169
&copysr;	℗	8471
&crarr;	↵	8629
&cross;	✗	10007
&cscr;	𝒸	119992
&csub;	⫏	10959
&csube;	⫑	10961
&csup;	⫐	10960
&csupe;	⫒	10962
&ctdot;	⋯	8943
&cudarrl;	⤸	10552
&cudarrr;	⤵	10549
&cuepr;	⋞	8926
&cuesc;	⋟	8927
&cularr;	↶	8630
&cularrp;	⤽	10557
∪	∪	8746
&cupbrcap;	⩈	10824
&cupcap;	⩆	10822
&cupcup;	⩊	10826
&cupdot;	⊍	8845
&cupor;	⩅	10821
&cups;	∪︀	8746
&curarr;	↷	8631
&curarrm;	⤼	10556
&curlyeqprec;	⋞	8926
&curlyeqsucc;	⋟	8927
&curlyvee;	⋎	8910
&curlywedge;	⋏	8911
&curren	¤	164
¤	¤	164
&curvearrowleft;	↶	8630
&curvearrowright;	↷	8631
&cuvee;	⋎	8910
&cuwed;	⋏	8911
&cwconint;	∲	8754
&cwint;	∱	8753
&cylcty;	⌭	9005
&dArr;	⇓	8659
&dHar;	⥥	10597
&dagger;	†	8224
&daleth;	ℸ	8504
↓	↓	8595
&dash;	‐	8208
&dashv;	⊣	8867
&dbkarow;	⤏	10511
&dblac;	˝	733
&dcaron;	ď	271
&dcy;	д	1076
&dd;	ⅆ	8518
&ddagger;	‡	8225
&ddarr;	⇊	8650
&ddotseq;	⩷	10871
&deg	°	176
°	°	176
δ	δ	948
&demptyv;	⦱	10673
&dfisht;	⥿	10623
&dfr;	𝔡	120097
&dharl;	⇃	8643
&dharr;	⇂	8642
&diam;	⋄	8900
&diamond;	⋄	8900
&diamondsuit;	♦	9830
&diams;	♦	9830
&die;	¨	168
&digamma;	ϝ	989
&disin;	⋲	8946
&div;	÷	247
&divide	÷	247
÷	÷	247
&divideontimes;	⋇	8903
&divonx;	⋇	8903
&djcy;	ђ	1106
&dlcorn;	⌞	8990
&dlcrop;	⌍	8973
&dollar;	$	36
&dopf;	𝕕	120149
&dot;	˙	729
&doteq;	≐	8784
&doteqdot;	≑	8785
&dotminus;	∸	8760
&dotplus;	∔	8724
&dotsquare;	⊡	8865
&doublebarwedge;	⌆	8966
&downarrow;	↓	8595
&downdownarrows;	⇊	8650
&downharpoonleft;	⇃	8643
&downharpoonright;	⇂	8642
&drbkarow;	⤐	10512
&drcorn;	⌟	8991
&drcrop;	⌌	8972
&dscr;	𝒹	119993
&dscy;	ѕ	1109
&dsol;	⧶	10742
&dstrok;	đ	273
&dtdot;	⋱	8945
&dtri;	▿	9663
&dtrif;	▾	9662
&duarr;	⇵	8693
&duhar;	⥯	10607
&dwangle;	⦦	10662
&dzcy;	џ	1119
&dzigrarr;	⟿	10239
&eDDot;	⩷	10871
&eDot;	≑	8785
&eacute	é	233
é	é	233
&easter;	⩮	10862
&ecaron;	ě	283
&ecir;	≖	8790
&ecirc	ê	234
ê	ê	234
&ecolon;	≕	8789
&ecy;	э	1101
&edot;	ė	279
&ee;	ⅇ	8519
&efDot;	≒	8786
&efr;	𝔢	120098
&eg;	⪚	10906
&egrave	è	232
è	è	232
&egs;	⪖	10902
&egsdot;	⪘	10904
&el;	⪙	10905
&elinters;	⏧	9191
&ell;	ℓ	8467
&els;	⪕	10901
&elsdot;	⪗	10903
&emacr;	ē	275
∅	∅	8709
&emptyset;	∅	8709
&emptyv;	∅	8709
&emsp13;		8196
&emsp14;		8197
&emsp;		8195
&eng;	ŋ	331
&ensp;		8194
&eogon;	ę	281
&eopf;	𝕖	120150
&epar;	⋕	8917
&eparsl;	⧣	10723
&eplus;	⩱	10865
&epsi;	ε	949
ε	ε	949
ϵ	ϵ	1013
&eqcirc;	≖	8790
&eqcolon;	≕	8789
&eqsim;	≂	8770
&eqslantgtr;	⪖	10902
&eqslantless;	⪕	10901
=	=	61
&equest;	≟	8799
&equiv;	≡	8801
&equivDD;	⩸	10872
&eqvparsl;	⧥	10725
&erDot;	≓	8787
&erarr;	⥱	10609
&escr;	ℯ	8495
&esdot;	≐	8784
&esim;	≂	8770
η	η	951
&eth	ð	240
ð	ð	240
&euml	ë	235
ë	ë	235
€	€	8364
&excl;	!	33
∃	∃	8707
&expectation;	ℰ	8496
&exponentiale;	ⅇ	8519
&fallingdotseq;	≒	8786
&fcy;	ф	1092
&female;	♀	9792
&ffilig;	ﬃ	64259
&fflig;	ﬀ	64256
&ffllig;	ﬄ	64260
&ffr;	𝔣	120099
&filig;	ﬁ	64257
&fjlig;	fj	102
&flat;	♭	9837
&fllig;	ﬂ	64258
&fltns;	▱	9649
&fnof;	ƒ	402
&fopf;	𝕗	120151
∀	∀	8704
&fork;	⋔	8916
&forkv;	⫙	10969
&fpartint;	⨍	10765
&frac12	½	189
½	½	189
&frac13;	⅓	8531
&frac14	¼	188
¼	¼	188
&frac15;	⅕	8533
&frac16;	⅙	8537
&frac18;	⅛	8539
&frac23;	⅔	8532
&frac25;	⅖	8534
&frac34	¾	190
¾	¾	190
&frac35;	⅗	8535
&frac38;	⅜	8540
&frac45;	⅘	8536
&frac56;	⅚	8538
&frac58;	⅝	8541
&frac78;	⅞	8542
&frasl;	⁄	8260
&frown;	⌢	8994
&fscr;	𝒻	119995
&gE;	≧	8807
&gEl;	⪌	10892
&gacute;	ǵ	501
γ	γ	947
&gammad;	ϝ	989
&gap;	⪆	10886
&gbreve;	ğ	287
&gcirc;	ĝ	285
&gcy;	г	1075
&gdot;	ġ	289
≥	≥	8805
&gel;	⋛	8923
&geq;	≥	8805
&geqq;	≧	8807
&geqslant;	⩾	10878
&ges;	⩾	10878
&gescc;	⪩	10921
&gesdot;	⪀	10880
&gesdoto;	⪂	10882
&gesdotol;	⪄	10884
&gesl;	⋛︀	8923
&gesles;	⪔	10900
&gfr;	𝔤	120100
&gg;	≫	8811
&ggg;	⋙	8921
&gimel;	ℷ	8503
&gjcy;	ѓ	1107
&gl;	≷	8823
&glE;	⪒	10898
&gla;	⪥	10917
&glj;	⪤	10916
&gnE;	≩	8809
&gnap;	⪊	10890
&gnapprox;	⪊	10890
&gne;	⪈	10888
&gneq;	⪈	10888
&gneqq;	≩	8809
&gnsim;	⋧	8935
&gopf;	𝕘	120152
&grave;	`	96
&gscr;	ℊ	8458
&gsim;	≳	8819
&gsime;	⪎	10894
&gsiml;	⪐	10896
&gt	>	62
>	>	62
&gtcc;	⪧	10919
&gtcir;	⩺	10874
&gtdot;	⋗	8919
&gtlPar;	⦕	10645
&gtquest;	⩼	10876
&gtrapprox;	⪆	10886
&gtrarr;	⥸	10616
&gtrdot;	⋗	8919
&gtreqless;	⋛	8923
&gtreqqless;	⪌	10892
&gtrless;	≷	8823
&gtrsim;	≳	8819
&gvertneqq;	≩︀	8809
&gvnE;	≩︀	8809
⇔	⇔	8660
&hairsp;		8202
&half;	½	189
&hamilt;	ℋ	8459
&hardcy;	ъ	1098
↔	↔	8596
&harrcir;	⥈	10568
&harrw;	↭	8621
&hbar;	ℏ	8463
&hcirc;	ĥ	293
&hearts;	♥	9829
&heartsuit;	♥	9829
…	…	8230
&hercon;	⊹	8889
&hfr;	𝔥	120101
&hksearow;	⤥	10533
&hkswarow;	⤦	10534
&hoarr;	⇿	8703
&homtht;	∻	8763
&hookleftarrow;	↩	8617
&hookrightarrow;	↪	8618
&hopf;	𝕙	120153
&horbar;	―	8213
&hscr;	𝒽	119997
&hslash;	ℏ	8463
&hstrok;	ħ	295
&hybull;	⁃	8259
&hyphen;	‐	8208
&iacute	í	237
í	í	237
⁣	⁣	8291
&icirc	î	238
î	î	238
&icy;	и	1080
&iecy;	е	1077
&iexcl	¡	161
¡	¡	161
&iff;	⇔	8660
&ifr;	𝔦	120102
&igrave	ì	236
ì	ì	236
&ii;	ⅈ	8520
&iiiint;	⨌	10764
&iiint;	∭	8749
&iinfin;	⧜	10716
&iiota;	℩	8489
&ijlig;	ĳ	307
&imacr;	ī	299
&image;	ℑ	8465
&imagline;	ℐ	8464
&imagpart;	ℑ	8465
&imath;	ı	305
&imof;	⊷	8887
&imped;	Ƶ	437
&in;	∈	8712
&incare;	℅	8453
∞	∞	8734
&infintie;	⧝	10717
&inodot;	ı	305
∫	∫	8747
&intcal;	⊺	8890
&integers;	ℤ	8484
&intercal;	⊺	8890
&intlarhk;	⨗	10775
&intprod;	⨼	10812
&iocy;	ё	1105
&iogon;	į	303
&iopf;	𝕚	120154
ι	ι	953
&iprod;	⨼	10812
&iquest	¿	191
¿	¿	191
&iscr;	𝒾	119998
∈	∈	8712
&isinE;	⋹	8953
&isindot;	⋵	8949
&isins;	⋴	8948
&isinsv;	⋳	8947
&isinv;	∈	8712
⁢	⁢	8290
&itilde;	ĩ	297
&iukcy;	і	1110
&iuml	ï	239
ï	ï	239
&jcirc;	ĵ	309
&jcy;	й	1081
&jfr;	𝔧	120103
&jmath;	ȷ	567
&jopf;	𝕛	120155
&jscr;	𝒿	119999
&jsercy;	ј	1112
&jukcy;	є	1108
κ	κ	954
ϰ	ϰ	1008
&kcedil;	ķ	311
&kcy;	к	1082
&kfr;	𝔨	120104
&kgreen;	ĸ	312
&khcy;	х	1093
&kjcy;	ќ	1116
&kopf;	𝕜	120156
&kscr;	𝓀	120000
&lAarr;	⇚	8666
⇐	⇐	8656
&lAtail;	⤛	10523
&lBarr;	⤎	10510
&lE;	≦	8806
&lEg;	⪋	10891
&lHar;	⥢	10594
&lacute;	ĺ	314
&laemptyv;	⦴	10676
&lagran;	ℒ	8466
λ	λ	955
&lang;	⟨	10216
&langd;	⦑	10641
&langle;	⟨	10216
&lap;	⪅	10885
&laquo	«	171
«	«	171
←	←	8592
&larrb;	⇤	8676
&larrbfs;	⤟	10527
&larrfs;	⤝	10525
&larrhk;	↩	8617
&larrlp;	↫	8619
&larrpl;	⤹	10553
&larrsim;	⥳	10611
&larrtl;	↢	8610
&lat;	⪫	10923
&latail;	⤙	10521
&late;	⪭	10925
&lates;	⪭︀	10925
&lbarr;	⤌	10508
&lbbrk;	❲	10098
{	{	123
[	[	91
&lbrke;	⦋	10635
&lbrksld;	⦏	10639
&lbrkslu;	⦍	10637
&lcaron;	ľ	318
&lcedil;	ļ	316
&lceil;	⌈	8968
{	{	123
&lcy;	л	1083
&ldca;	⤶	10550
“	“	8220
&ldquor;	„	8222
&ldrdhar;	⥧	10599
&ldrushar;	⥋	10571
&ldsh;	↲	8626
≤	≤	8804
&leftarrow;	←	8592
&leftarrowtail;	↢	8610
&leftharpoondown;	↽	8637
&leftharpoonup;	↼	8636
&leftleftarrows;	⇇	8647
&leftrightarrow;	↔	8596
&leftrightarrows;	⇆	8646
&leftrightharpoons;	⇋	8651
&leftrightsquigarrow;	↭	8621
&leftthreetimes;	⋋	8907
&leg;	⋚	8922
&leq;	≤	8804
&leqq;	≦	8806
&leqslant;	⩽	10877
&les;	⩽	10877
&lescc;	⪨	10920
&lesdot;	⩿	10879
&lesdoto;	⪁	10881
&lesdotor;	⪃	10883
&lesg;	⋚︀	8922
&lesges;	⪓	10899
&lessapprox;	⪅	10885
&lessdot;	⋖	8918
&lesseqgtr;	⋚	8922
&lesseqqgtr;	⪋	10891
&lessgtr;	≶	8822
&lesssim;	≲	8818
&lfisht;	⥼	10620
&lfloor;	⌊	8970
&lfr;	𝔩	120105
&lg;	≶	8822
&lgE;	⪑	10897
&lhard;	↽	8637
&lharu;	↼	8636
&lharul;	⥪	10602
&lhblk;	▄	9604
&ljcy;	љ	1113
&ll;	≪	8810
&llarr;	⇇	8647
&llcorner;	⌞	8990
&llhard;	⥫	10603
&lltri;	◺	9722
&lmidot;	ŀ	320
&lmoust;	⎰	9136
&lmoustache;	⎰	9136
&lnE;	≨	8808
&lnap;	⪉	10889
&lnapprox;	⪉	10889
&lne;	⪇	10887
&lneq;	⪇	10887
&lneqq;	≨	8808
&lnsim;	⋦	8934
&loang;	⟬	10220
&loarr;	⇽	8701
&lobrk;	⟦	10214
&longleftarrow;	⟵	10229
&longleftrightarrow;	⟷	10231
&longmapsto;	⟼	10236
&longrightarrow;	⟶	10230
&looparrowleft;	↫	8619
&looparrowright;	↬	8620
&lopar;	⦅	10629
&lopf;	𝕝	120157
&loplus;	⨭	10797
&lotimes;	⨴	10804
&lowast;	∗	8727
&lowbar;	_	95
&loz;	◊	9674
&lozenge;	◊	9674
&lozf;	⧫	10731
(	(	40
&lparlt;	⦓	10643
&lrarr;	⇆	8646
&lrcorner;	⌟	8991
&lrhar;	⇋	8651
&lrhard;	⥭	10605
&lrm;	‎	8206
&lrtri;	⊿	8895
&lsaquo;	‹	8249
&lscr;	𝓁	120001
&lsh;	↰	8624
&lsim;	≲	8818
&lsime;	⪍	10893
&lsimg;	⪏	10895
[	[	91
‘	‘	8216
&lsquor;	‚	8218
&lstrok;	ł	322
&lt	<	60
<	<	60
&ltcc;	⪦	10918
&ltcir;	⩹	10873
&ltdot;	⋖	8918
&lthree;	⋋	8907
&ltimes;	⋉	8905
&ltlarr;	⥶	10614
&ltquest;	⩻	10875
&ltrPar;	⦖	10646
&ltri;	◃	9667
&ltrie;	⊴	8884
&ltrif;	◂	9666
&lurdshar;	⥊	10570
&luruhar;	⥦	10598
&lvertneqq;	≨︀	8808
&lvnE;	≨︀	8808
&mDDot;	∺	8762
&macr	¯	175
¯	¯	175
&male;	♂	9794
&malt;	✠	10016
&maltese;	✠	10016
&map;	↦	8614
&mapsto;	↦	8614
&mapstodown;	↧	8615
&mapstoleft;	↤	8612
&mapstoup;	↥	8613
&marker;	▮	9646
&mcomma;	⨩	10793
&mcy;	м	1084
—	—	8212
&measuredangle;	∡	8737
&mfr;	𝔪	120106
&mho;	℧	8487
&micro	µ	181
µ	µ	181
&mid;	∣	8739
&midast;	*	42
&midcir;	⫰	10992
&middot	·	183
·	·	183
−	−	8722
&minusb;	⊟	8863
&minusd;	∸	8760
&minusdu;	⨪	10794
&mlcp;	⫛	10971
&mldr;	…	8230
&mnplus;	∓	8723
&models;	⊧	8871
&mopf;	𝕞	120158
&mp;	∓	8723
&mscr;	𝓂	120002
&mstpos;	∾	8766
μ	μ	956
&multimap;	⊸	8888
&mumap;	⊸	8888
&nGg;	⋙̸	8921
&nGt;	≫⃒	8811
&nGtv;	≫̸	8811
&nLeftarrow;	⇍	8653
&nLeftrightarrow;	⇎	8654
&nLl;	⋘̸	8920
&nLt;	≪⃒	8810
&nLtv;	≪̸	8810
&nRightarrow;	⇏	8655
&nVDash;	⊯	8879
&nVdash;	⊮	8878
∇	∇	8711
&nacute;	ń	324
&nang;	∠⃒	8736
&nap;	≉	8777
&napE;	⩰̸	10864
&napid;	≋̸	8779
&napos;	ŉ	329
&napprox;	≉	8777
&natur;	♮	9838
&natural;	♮	9838
&naturals;	ℕ	8469
&nbsp		160
		160
&nbump;	≎̸	8782
&nbumpe;	≏̸	8783
&ncap;	⩃	10819
&ncaron;	ň	328
&ncedil;	ņ	326
&ncong;	≇	8775
&ncongdot;	⩭̸	10861
&ncup;	⩂	10818
&ncy;	н	1085
–	–	8211
≠	≠	8800
&neArr;	⇗	8663
&nearhk;	⤤	10532
&nearr;	↗	8599
&nearrow;	↗	8599
&nedot;	≐̸	8784
&nequiv;	≢	8802
&nesear;	⤨	10536
&nesim;	≂̸	8770
&nexist;	∄	8708
&nexists;	∄	8708
&nfr;	𝔫	120107
&ngE;	≧̸	8807
&nge;	≱	8817
&ngeq;	≱	8817
&ngeqq;	≧̸	8807
&ngeqslant;	⩾̸	10878
&nges;	⩾̸	10878
&ngsim;	≵	8821
&ngt;	≯	8815
&ngtr;	≯	8815
&nhArr;	⇎	8654
&nharr;	↮	8622
&nhpar;	⫲	10994
&ni;	∋	8715
&nis;	⋼	8956
&nisd;	⋺	8954
&niv;	∋	8715
&njcy;	њ	1114
&nlArr;	⇍	8653
&nlE;	≦̸	8806
&nlarr;	↚	8602
&nldr;	‥	8229
&nle;	≰	8816
&nleftarrow;	↚	8602
&nleftrightarrow;	↮	8622
&nleq;	≰	8816
&nleqq;	≦̸	8806
&nleqslant;	⩽̸	10877
&nles;	⩽̸	10877
&nless;	≮	8814
&nlsim;	≴	8820
&nlt;	≮	8814
&nltri;	⋪	8938
&nltrie;	⋬	8940
&nmid;	∤	8740
&nopf;	𝕟	120159
&not	¬	172
¬	¬	172
∉	∉	8713
&notinE;	⋹̸	8953
&notindot;	⋵̸	8949
&notinva;	∉	8713
&notinvb;	⋷	8951
&notinvc;	⋶	8950
&notni;	∌	8716
&notniva;	∌	8716
&notnivb;	⋾	8958
&notnivc;	⋽	8957
&npar;	∦	8742
&nparallel;	∦	8742
&nparsl;	⫽⃥	11005
&npart;	∂̸	8706
&npolint;	⨔	10772
&npr;	⊀	8832
&nprcue;	⋠	8928
&npre;	⪯̸	10927
&nprec;	⊀	8832
&npreceq;	⪯̸	10927
&nrArr;	⇏	8655
&nrarr;	↛	8603
&nrarrc;	⤳̸	10547
&nrarrw;	↝̸	8605
&nrightarrow;	↛	8603
&nrtri;	⋫	8939
&nrtrie;	⋭	8941
&nsc;	⊁	8833
&nsccue;	⋡	8929
&nsce;	⪰̸	10928
&nscr;	𝓃	120003
&nshortmid;	∤	8740
&nshortparallel;	∦	8742
&nsim;	≁	8769
&nsime;	≄	8772
&nsimeq;	≄	8772
&nsmid;	∤	8740
&nspar;	∦	8742
&nsqsube;	⋢	8930
&nsqsupe;	⋣	8931
&nsub;	⊄	8836
&nsubE;	⫅̸	10949
&nsube;	⊈	8840
&nsubset;	⊂⃒	8834
&nsubseteq;	⊈	8840
&nsubseteqq;	⫅̸	10949
&nsucc;	⊁	8833
&nsucceq;	⪰̸	10928
&nsup;	⊅	8837
&nsupE;	⫆̸	10950
&nsupe;	⊉	8841
&nsupset;	⊃⃒	8835
&nsupseteq;	⊉	8841
&nsupseteqq;	⫆̸	10950
&ntgl;	≹	8825
&ntilde	ñ	241
ñ	ñ	241
&ntlg;	≸	8824
&ntriangleleft;	⋪	8938
&ntrianglelefteq;	⋬	8940
&ntriangleright;	⋫	8939
&ntrianglerighteq;	⋭	8941
ν	ν	957
&num;	#	35
&numero;	№	8470
&numsp;		8199
&nvDash;	⊭	8877
&nvHarr;	⤄	10500
&nvap;	≍⃒	8781
&nvdash;	⊬	8876
&nvge;	≥⃒	8805
&nvgt;	>⃒	62
&nvinfin;	⧞	10718
&nvlArr;	⤂	10498
&nvle;	≤⃒	8804
&nvlt;	<⃒	60
&nvltrie;	⊴⃒	8884
&nvrArr;	⤃	10499
&nvrtrie;	⊵⃒	8885
&nvsim;	∼⃒	8764
&nwArr;	⇖	8662
&nwarhk;	⤣	10531
&nwarr;	↖	8598
&nwarrow;	↖	8598
&nwnear;	⤧	10535
&oS;	Ⓢ	9416
&oacute	ó	243
ó	ó	243
&oast;	⊛	8859
&ocir;	⊚	8858
&ocirc	ô	244
ô	ô	244
&ocy;	о	1086
&odash;	⊝	8861
&odblac;	ő	337
&odiv;	⨸	10808
&odot;	⊙	8857
&odsold;	⦼	10684
&oelig;	œ	339
&ofcir;	⦿	10687
&ofr;	𝔬	120108
&ogon;	˛	731
&ograve	ò	242
ò	ò	242
&ogt;	⧁	10689
&ohbar;	⦵	10677
&ohm;	Ω	937
&oint;	∮	8750
&olarr;	↺	8634
&olcir;	⦾	10686
&olcross;	⦻	10683
&oline;	‾	8254
&olt;	⧀	10688
&omacr;	ō	333
ω	ω	969
ο	ο	959
&omid;	⦶	10678
&ominus;	⊖	8854
&oopf;	𝕠	120160
&opar;	⦷	10679
&operp;	⦹	10681
&oplus;	⊕	8853
&or;	∨	8744
&orarr;	↻	8635
&ord;	⩝	10845
&order;	ℴ	8500
&orderof;	ℴ	8500
&ordf	ª	170
ª	ª	170
&ordm	º	186
º	º	186
&origof;	⊶	8886
&oror;	⩖	10838
&orslope;	⩗	10839
&orv;	⩛	10843
&oscr;	ℴ	8500
&oslash	ø	248
ø	ø	248
&osol;	⊘	8856
&otilde	õ	245
õ	õ	245
&otimes;	⊗	8855
&otimesas;	⨶	10806
&ouml	ö	246
ö	ö	246
&ovbar;	⌽	9021
&par;	∥	8741
&para	¶	182
¶	¶	182
&parallel;	∥	8741
&parsim;	⫳	10995
&parsl;	⫽	11005
∂	∂	8706
&pcy;	п	1087
&percnt;	%	37
&period;	.	46
&permil;	‰	8240
&perp;	⊥	8869
&pertenk;	‱	8241
&pfr;	𝔭	120109
φ	φ	966
ϕ	ϕ	981
&phmmat;	ℳ	8499
&phone;	☎	9742
π	π	960
&pitchfork;	⋔	8916
ϖ	ϖ	982
&planck;	ℏ	8463
&planckh;	ℎ	8462
&plankv;	ℏ	8463
+	+	43
&plusacir;	⨣	10787
&plusb;	⊞	8862
&pluscir;	⨢	10786
&plusdo;	∔	8724
&plusdu;	⨥	10789
&pluse;	⩲	10866
&plusmn	±	177
±	±	177
&plussim;	⨦	10790
&plustwo;	⨧	10791
&pm;	±	177
&pointint;	⨕	10773
&popf;	𝕡	120161
&pound	£	163
£	£	163
&pr;	≺	8826
&prE;	⪳	10931
&prap;	⪷	10935
&prcue;	≼	8828
&pre;	⪯	10927
&prec;	≺	8826
&precapprox;	⪷	10935
&preccurlyeq;	≼	8828
&preceq;	⪯	10927
&precnapprox;	⪹	10937
&precneqq;	⪵	10933
&precnsim;	⋨	8936
&precsim;	≾	8830
′	′	8242
&primes;	ℙ	8473
&prnE;	⪵	10933
&prnap;	⪹	10937
&prnsim;	⋨	8936
∏	∏	8719
&profalar;	⌮	9006
&profline;	⌒	8978
&profsurf;	⌓	8979
&prop;	∝	8733
&propto;	∝	8733
&prsim;	≾	8830
&prurel;	⊰	8880
&pscr;	𝓅	120005
ψ	ψ	968
&puncsp;		8200
&qfr;	𝔮	120110
&qint;	⨌	10764
&qopf;	𝕢	120162
&qprime;	⁗	8279
&qscr;	𝓆	120006
&quaternions;	ℍ	8461
&quatint;	⨖	10774
&quest;	?	63
&questeq;	≟	8799
&quot	"	34
"	"	34
&rAarr;	⇛	8667
⇒	⇒	8658
&rAtail;	⤜	10524
&rBarr;	⤏	10511
&rHar;	⥤	10596
&race;	∽̱	8765
&racute;	ŕ	341
√	√	8730
&raemptyv;	⦳	10675
&rang;	⟩	10217
&rangd;	⦒	10642
&range;	⦥	10661
&rangle;	⟩	10217
&raquo	»	187
»	»	187
→	→	8594
&rarrap;	⥵	10613
&rarrb;	⇥	8677
&rarrbfs;	⤠	10528
&rarrc;	⤳	10547
&rarrfs;	⤞	10526
&rarrhk;	↪	8618
&rarrlp;	↬	8620
&rarrpl;	⥅	10565
&rarrsim;	⥴	10612
&rarrtl;	↣	8611
&rarrw;	↝	8605
&ratail;	⤚	10522
&ratio;	∶	8758
&rationals;	ℚ	8474
&rbarr;	⤍	10509
&rbbrk;	❳	10099
}	}	125
]	]	93
&rbrke;	⦌	10636
&rbrksld;	⦎	10638
&rbrkslu;	⦐	10640
&rcaron;	ř	345
&rcedil;	ŗ	343
&rceil;	⌉	8969
}	}	125
&rcy;	р	1088
&rdca;	⤷	10551
&rdldhar;	⥩	10601
”	”	8221
&rdquor;	”	8221
&rdsh;	↳	8627
&real;	ℜ	8476
&realine;	ℛ	8475
&realpart;	ℜ	8476
&reals;	ℝ	8477
&rect;	▭	9645
&reg	®	174
®	®	174
&rfisht;	⥽	10621
&rfloor;	⌋	8971
&rfr;	𝔯	120111
&rhard;	⇁	8641
&rharu;	⇀	8640
&rharul;	⥬	10604
ρ	ρ	961
ϱ	ϱ	1009
&rightarrow;	→	8594
&rightarrowtail;	↣	8611
&rightharpoondown;	⇁	8641
&rightharpoonup;	⇀	8640
&rightleftarrows;	⇄	8644
&rightleftharpoons;	⇌	8652
&rightrightarrows;	⇉	8649
&rightsquigarrow;	↝	8605
&rightthreetimes;	⋌	8908
&ring;	˚	730
&risingdotseq;	≓	8787
&rlarr;	⇄	8644
&rlhar;	⇌	8652
&rlm;	‏	8207
&rmoust;	⎱	9137
&rmoustache;	⎱	9137
&rnmid;	⫮	10990
&roang;	⟭	10221
&roarr;	⇾	8702
&robrk;	⟧	10215
&ropar;	⦆	10630
&ropf;	𝕣	120163
&roplus;	⨮	10798
&rotimes;	⨵	10805
)	)	41
&rpargt;	⦔	10644
&rppolint;	⨒	10770
&rrarr;	⇉	8649
&rsaquo;	›	8250
&rscr;	𝓇	120007
&rsh;	↱	8625
]	]	93
’	’	8217
&rsquor;	’	8217
&rthree;	⋌	8908
&rtimes;	⋊	8906
&rtri;	▹	9657
&rtrie;	⊵	8885
&rtrif;	▸	9656
&rtriltri;	⧎	10702
&ruluhar;	⥨	10600
&rx;	℞	8478
&sacute;	ś	347
&sbquo;	‚	8218
&sc;	≻	8827
&scE;	⪴	10932
&scap;	⪸	10936
&scaron;	š	353
&sccue;	≽	8829
&sce;	⪰	10928
&scedil;	ş	351
&scirc;	ŝ	349
&scnE;	⪶	10934
&scnap;	⪺	10938
&scnsim;	⋩	8937
&scpolint;	⨓	10771
&scsim;	≿	8831
&scy;	с	1089
⋅	⋅	8901
&sdotb;	⊡	8865
&sdote;	⩦	10854
&seArr;	⇘	8664
&searhk;	⤥	10533
&searr;	↘	8600
&searrow;	↘	8600
&sect	§	167
§	§	167
&semi;	;	59
&seswar;	⤩	10537
&setminus;	∖	8726
&setmn;	∖	8726
&sext;	✶	10038
&sfr;	𝔰	120112
&sfrown;	⌢	8994
&sharp;	♯	9839
&shchcy;	щ	1097
&shcy;	ш	1096
&shortmid;	∣	8739
&shortparallel;	∥	8741
&shy		173
		173
σ	σ	963
&sigmaf;	ς	962
ς	ς	962
&sim;	∼	8764
&simdot;	⩪	10858
&sime;	≃	8771
&simeq;	≃	8771
&simg;	⪞	10910
&simgE;	⪠	10912
&siml;	⪝	10909
&simlE;	⪟	10911
&simne;	≆	8774
&simplus;	⨤	10788
&simrarr;	⥲	10610
&slarr;	←	8592
&smallsetminus;	∖	8726
&smashp;	⨳	10803
&smeparsl;	⧤	10724
&smid;	∣	8739
&smile;	⌣	8995
&smt;	⪪	10922
&smte;	⪬	10924
&smtes;	⪬︀	10924
&softcy;	ь	1100
/	/	47
&solb;	⧄	10692
&solbar;	⌿	9023
&sopf;	𝕤	120164
&spades;	♠	9824
&spadesuit;	♠	9824
&spar;	∥	8741
&sqcap;	⊓	8851
&sqcaps;	⊓︀	8851
&sqcup;	⊔	8852
&sqcups;	⊔︀	8852
&sqsub;	⊏	8847
&sqsube;	⊑	8849
&sqsubset;	⊏	8847
&sqsubseteq;	⊑	8849
&sqsup;	⊐	8848
&sqsupe;	⊒	8850
&sqsupset;	⊐	8848
&sqsupseteq;	⊒	8850
&squ;	□	9633
&square;	□	9633
&squarf;	▪	9642
&squf;	▪	9642
&srarr;	→	8594
&sscr;	𝓈	120008
&ssetmn;	∖	8726
&ssmile;	⌣	8995
&sstarf;	⋆	8902
&star;	☆	9734
&starf;	★	9733
&straightepsilon;	ϵ	1013
&straightphi;	ϕ	981
&strns;	¯	175
⊂	⊂	8834
&subE;	⫅	10949
&subdot;	⪽	10941
&sube;	⊆	8838
&subedot;	⫃	10947
&submult;	⫁	10945
&subnE;	⫋	10955
&subne;	⊊	8842
&subplus;	⪿	10943
&subrarr;	⥹	10617
&subset;	⊂	8834
&subseteq;	⊆	8838
&subseteqq;	⫅	10949
&subsetneq;	⊊	8842
&subsetneqq;	⫋	10955
&subsim;	⫇	10951
&subsub;	⫕	10965
&subsup;	⫓	10963
&succ;	≻	8827
&succapprox;	⪸	10936
&succcurlyeq;	≽	8829
&succeq;	⪰	10928
&succnapprox;	⪺	10938
&succneqq;	⪶	10934
&succnsim;	⋩	8937
&succsim;	≿	8831
∑	∑	8721
&sung;	♪	9834
&sup1	¹	185
¹	¹	185
&sup2	²	178
²	²	178
&sup3	³	179
³	³	179
⊃	⊃	8835
&supE;	⫆	10950
&supdot;	⪾	10942
&supdsub;	⫘	10968
&supe;	⊇	8839
&supedot;	⫄	10948
&suphsol;	⟉	10185
&suphsub;	⫗	10967
&suplarr;	⥻	10619
&supmult;	⫂	10946
&supnE;	⫌	10956
&supne;	⊋	8843
&supplus;	⫀	10944
&supset;	⊃	8835
&supseteq;	⊇	8839
&supseteqq;	⫆	10950
&supsetneq;	⊋	8843
&supsetneqq;	⫌	10956
&supsim;	⫈	10952
&supsub;	⫔	10964
&supsup;	⫖	10966
&swArr;	⇙	8665
&swarhk;	⤦	10534
&swarr;	↙	8601
&swarrow;	↙	8601
&swnwar;	⤪	10538
&szlig	ß	223
ß	ß	223
&target;	⌖	8982
τ	τ	964
&tbrk;	⎴	9140
&tcaron;	ť	357
&tcedil;	ţ	355
&tcy;	т	1090
&tdot;	⃛	8411
&telrec;	⌕	8981
&tfr;	𝔱	120113
&there4;	∴	8756
&therefore;	∴	8756
θ	θ	952
&thetasym;	ϑ	977
ϑ	ϑ	977
&thickapprox;	≈	8776
&thicksim;	∼	8764
		8201
&thkap;	≈	8776
&thksim;	∼	8764
&thorn	þ	254
þ	þ	254
&tilde;	˜	732
&times	×	215
×	×	215
&timesb;	⊠	8864
&timesbar;	⨱	10801
&timesd;	⨰	10800
&tint;	∭	8749
&toea;	⤨	10536
&top;	⊤	8868
&topbot;	⌶	9014
&topcir;	⫱	10993
&topf;	𝕥	120165
&topfork;	⫚	10970
&tosa;	⤩	10537
‴	‴	8244
™	™	8482
&triangle;	▵	9653
&triangledown;	▿	9663
&triangleleft;	◃	9667
&trianglelefteq;	⊴	8884
&triangleq;	≜	8796
&triangleright;	▹	9657
&trianglerighteq;	⊵	8885
&tridot;	◬	9708
&trie;	≜	8796
&triminus;	⨺	10810
&triplus;	⨹	10809
&trisb;	⧍	10701
&tritime;	⨻	10811
&trpezium;	⏢	9186
&tscr;	𝓉	120009
&tscy;	ц	1094
&tshcy;	ћ	1115
&tstrok;	ŧ	359
&twixt;	≬	8812
&twoheadleftarrow;	↞	8606
&twoheadrightarrow;	↠	8608
&uArr;	⇑	8657
&uHar;	⥣	10595
&uacute	ú	250
ú	ú	250
↑	↑	8593
&ubrcy;	ў	1118
&ubreve;	ŭ	365
&ucirc	û	251
û	û	251
&ucy;	у	1091
&udarr;	⇅	8645
&udblac;	ű	369
&udhar;	⥮	10606
&ufisht;	⥾	10622
&ufr;	𝔲	120114
&ugrave	ù	249
ù	ù	249
&uharl;	↿	8639
&uharr;	↾	8638
&uhblk;	▀	9600
&ulcorn;	⌜	8988
&ulcorner;	⌜	8988
&ulcrop;	⌏	8975
&ultri;	◸	9720
&umacr;	ū	363
&uml	¨	168
¨	¨	168
&uogon;	ų	371
&uopf;	𝕦	120166
&uparrow;	↑	8593
&updownarrow;	↕	8597
&upharpoonleft;	↿	8639
&upharpoonright;	↾	8638
&uplus;	⊎	8846
&upsi;	υ	965
&upsih;	ϒ	978
υ	υ	965
&upuparrows;	⇈	8648
&urcorn;	⌝	8989
&urcorner;	⌝	8989
&urcrop;	⌎	8974
&uring;	ů	367
&urtri;	◹	9721
&uscr;	𝓊	120010
&utdot;	⋰	8944
&utilde;	ũ	361
&utri;	▵	9653
&utrif;	▴	9652
&uuarr;	⇈	8648
&uuml	ü	252
ü	ü	252
&uwangle;	⦧	10663
&vArr;	⇕	8661
&vBar;	⫨	10984
&vBarv;	⫩	10985
&vDash;	⊨	8872
&vangrt;	⦜	10652
ϵ	ϵ	1013
ϰ	ϰ	1008
&varnothing;	∅	8709
ϕ	ϕ	981
ϖ	ϖ	982
&varpropto;	∝	8733
&varr;	↕	8597
ϱ	ϱ	1009
ς	ς	962
&varsubsetneq;	⊊︀	8842
&varsubsetneqq;	⫋︀	10955
&varsupsetneq;	⊋︀	8843
&varsupsetneqq;	⫌︀	10956
ϑ	ϑ	977
&vartriangleleft;	⊲	8882
&vartriangleright;	⊳	8883
&vcy;	в	1074
&vdash;	⊢	8866
&vee;	∨	8744
&veebar;	⊻	8891
&veeeq;	≚	8794
&vellip;	⋮	8942
\|	\|	124
\|	\|	124
&vfr;	𝔳	120115
&vltri;	⊲	8882
&vnsub;	⊂⃒	8834
&vnsup;	⊃⃒	8835
&vopf;	𝕧	120167
&vprop;	∝	8733
&vrtri;	⊳	8883
&vscr;	𝓋	120011
&vsubnE;	⫋︀	10955
&vsubne;	⊊︀	8842
&vsupnE;	⫌︀	10956
&vsupne;	⊋︀	8843
&vzigzag;	⦚	10650
&wcirc;	ŵ	373
&wedbar;	⩟	10847
&wedge;	∧	8743
&wedgeq;	≙	8793
&weierp;	℘	8472
&wfr;	𝔴	120116
&wopf;	𝕨	120168
&wp;	℘	8472
&wr;	≀	8768
&wreath;	≀	8768
&wscr;	𝓌	120012
&xcap;	⋂	8898
&xcirc;	◯	9711
&xcup;	⋃	8899
&xdtri;	▽	9661
&xfr;	𝔵	120117
&xhArr;	⟺	10234
&xharr;	⟷	10231
ξ	ξ	958
&xlArr;	⟸	10232
&xlarr;	⟵	10229
&xmap;	⟼	10236
&xnis;	⋻	8955
&xodot;	⨀	10752
&xopf;	𝕩	120169
&xoplus;	⨁	10753
&xotime;	⨂	10754
&xrArr;	⟹	10233
&xrarr;	⟶	10230
&xscr;	𝓍	120013
&xsqcup;	⨆	10758
&xuplus;	⨄	10756
&xutri;	△	9651
&xvee;	⋁	8897
&xwedge;	⋀	8896
&yacute	ý	253
ý	ý	253
&yacy;	я	1103
&ycirc;	ŷ	375
&ycy;	ы	1099
&yen	¥	165
¥	¥	165
&yfr;	𝔶	120118
&yicy;	ї	1111
&yopf;	𝕪	120170
&yscr;	𝓎	120014
&yucy;	ю	1102
&yuml	ÿ	255
ÿ	ÿ	255
&zacute;	ź	378
&zcaron;	ž	382
&zcy;	з	1079
&zdot;	ż	380
&zeetrf;	ℨ	8488
ζ	ζ	950
&zfr;	𝔷	120119
&zhcy;	ж	1078
&zigrarr;	⇝	8669
&zopf;	𝕫	120171
&zscr;	𝓏	120015
&zwj;	‍	8205
&zwnj;	‌	8204