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@std/html@1.0.0
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denoland/std

Functions for HTML, such as escaping or unescaping HTML entities

JSR Score

94%

Published

2 years ago (1.0.0)

@std/html

all symbols

default

Functions for HTML tasks such as escaping or unescaping HTML entities.

EntityList

Object structure for a list of HTML entities.

escape

Escapes text for safe interpolation into HTML text content and quoted attributes.

unescape

Unescapes HTML entities in text.

UnescapeOptions

Options for unescape.

entityList

entities

EntityList

Object structure for a list of HTML entities.

escape

Escapes text for safe interpolation into HTML text content and quoted attributes.

unescape

Unescapes HTML entities in text.

UnescapeOptions

Options for unescape.

entityList

named-entity-list.json

default

No documentation available

&AElig
Æ
&AMP
&AMP;
&Aacute
Á
&Abreve;
&Acirc
Â
&Acy;
&Afr;
&Agrave
À
Α
&Amacr;
&And;
&Aogon;
&Aopf;
⁡
&Aring
Å
&Ascr;
&Assign;
&Atilde
Ã
&Auml
Ä
&Backslash;
&Barv;
&Barwed;
&Bcy;
&Because;
&Bernoullis;
Β
&Bfr;
&Bopf;
&Breve;
&Bscr;
&Bumpeq;
&CHcy;
&COPY
&COPY;
&Cacute;
&Cap;
&CapitalDifferentialD;
&Cayleys;
&Ccaron;
&Ccedil
Ç
&Ccirc;
&Cconint;
&Cdot;
&Cedilla;
·
&Cfr;
Χ
&CircleDot;
&CircleMinus;
&CirclePlus;
&CircleTimes;
&ClockwiseContourIntegral;
&CloseCurlyDoubleQuote;
&CloseCurlyQuote;
&Colon;
&Colone;
&Congruent;
&Conint;
&ContourIntegral;
&Copf;
&Coproduct;
&CounterClockwiseContourIntegral;
&Cross;
&Cscr;
&Cup;
&CupCap;
&DD;
&DDotrahd;
&DJcy;
&DScy;
&DZcy;
&Dagger;
&Darr;
&Dashv;
&Dcaron;
&Dcy;
&Del;
Δ
&Dfr;
&DiacriticalAcute;
&DiacriticalDot;
&DiacriticalDoubleAcute;
&DiacriticalGrave;
&DiacriticalTilde;
&Diamond;
&DifferentialD;
&Dopf;
&Dot;
&DotDot;
&DotEqual;
&DoubleContourIntegral;
&DoubleDot;
&DoubleDownArrow;
&DoubleLeftArrow;
&DoubleLeftRightArrow;
&DoubleLeftTee;
&DoubleLongLeftArrow;
&DoubleLongLeftRightArrow;
&DoubleLongRightArrow;
&DoubleRightArrow;
&DoubleRightTee;
&DoubleUpArrow;
&DoubleUpDownArrow;
&DoubleVerticalBar;
&DownArrow;
&DownArrowBar;
&DownArrowUpArrow;
&DownBreve;
&DownLeftRightVector;
&DownLeftTeeVector;
&DownLeftVector;
&DownLeftVectorBar;
&DownRightTeeVector;
&DownRightVector;
&DownRightVectorBar;
&DownTee;
&DownTeeArrow;
&Downarrow;
&Dscr;
&Dstrok;
&ENG;
&ETH
Ð
&Eacute
É
&Ecaron;
&Ecirc
Ê
&Ecy;
&Edot;
&Efr;
&Egrave
È
&Element;
&Emacr;
&EmptySmallSquare;
&EmptyVerySmallSquare;
&Eogon;
&Eopf;
Ε
&Equal;
&EqualTilde;
&Equilibrium;
&Escr;
&Esim;
Η
&Euml
Ë
&Exists;
&ExponentialE;
&Fcy;
&Ffr;
&FilledSmallSquare;
&FilledVerySmallSquare;
&Fopf;
&ForAll;
&Fouriertrf;
&Fscr;
&GJcy;
&GT
&GT;
Γ
&Gammad;
&Gbreve;
&Gcedil;
&Gcirc;
&Gcy;
&Gdot;
&Gfr;
&Gg;
&Gopf;
&GreaterEqual;
&GreaterEqualLess;
&GreaterFullEqual;
&GreaterGreater;
&GreaterLess;
&GreaterSlantEqual;
&GreaterTilde;
&Gscr;
&Gt;
&HARDcy;
&Hacek;
&Hat;
&Hcirc;
&Hfr;
&HilbertSpace;
&Hopf;
&HorizontalLine;
&Hscr;
&Hstrok;
&HumpDownHump;
&HumpEqual;
&IEcy;
&IJlig;
&IOcy;
&Iacute
Í
&Icirc
Î
&Icy;
&Idot;
&Ifr;
&Igrave
Ì
&Im;
&Imacr;
&ImaginaryI;
&Implies;
&Int;
&Integral;
&Intersection;
⁣
⁢
&Iogon;
&Iopf;
Ι
&Iscr;
&Itilde;
&Iukcy;
&Iuml
Ï
&Jcirc;
&Jcy;
&Jfr;
&Jopf;
&Jscr;
&Jsercy;
&Jukcy;
&KHcy;
&KJcy;
Κ
&Kcedil;
&Kcy;
&Kfr;
&Kopf;
&Kscr;
&LJcy;
&LT
&LT;
&Lacute;
Λ
&Lang;
&Laplacetrf;
&Larr;
&Lcaron;
&Lcedil;
&Lcy;
&LeftAngleBracket;
&LeftArrow;
&LeftArrowBar;
&LeftArrowRightArrow;
&LeftCeiling;
&LeftDoubleBracket;
&LeftDownTeeVector;
&LeftDownVector;
&LeftDownVectorBar;
&LeftFloor;
&LeftRightArrow;
&LeftRightVector;
&LeftTee;
&LeftTeeArrow;
&LeftTeeVector;
&LeftTriangle;
&LeftTriangleBar;
&LeftTriangleEqual;
&LeftUpDownVector;
&LeftUpTeeVector;
&LeftUpVector;
&LeftUpVectorBar;
&LeftVector;
&LeftVectorBar;
&Leftarrow;
&Leftrightarrow;
&LessEqualGreater;
&LessFullEqual;
&LessGreater;
&LessLess;
&LessSlantEqual;
&LessTilde;
&Lfr;
&Ll;
&Lleftarrow;
&Lmidot;
&LongLeftArrow;
&LongLeftRightArrow;
&LongRightArrow;
&Longleftarrow;
&Longleftrightarrow;
&Longrightarrow;
&Lopf;
&LowerLeftArrow;
&LowerRightArrow;
&Lscr;
&Lsh;
&Lstrok;
&Lt;
&Map;
&Mcy;
 
&Mellintrf;
&Mfr;
&MinusPlus;
&Mopf;
&Mscr;
Μ
&NJcy;
&Nacute;
&Ncaron;
&Ncedil;
&Ncy;
&NegativeMediumSpace;
&NegativeThickSpace;
&NegativeThinSpace;
&NegativeVeryThinSpace;
&NestedGreaterGreater;
&NestedLessLess;
&NewLine;
&Nfr;
&NoBreak;
&NonBreakingSpace;
&Nopf;
&Not;
&NotCongruent;
&NotCupCap;
&NotDoubleVerticalBar;
&NotElement;
&NotEqual;
&NotEqualTilde;
&NotExists;
&NotGreater;
&NotGreaterEqual;
&NotGreaterFullEqual;
&NotGreaterGreater;
&NotGreaterLess;
&NotGreaterSlantEqual;
&NotGreaterTilde;
&NotHumpDownHump;
&NotHumpEqual;
&NotLeftTriangle;
&NotLeftTriangleBar;
&NotLeftTriangleEqual;
&NotLess;
&NotLessEqual;
&NotLessGreater;
&NotLessLess;
&NotLessSlantEqual;
&NotLessTilde;
&NotNestedGreaterGreater;
&NotNestedLessLess;
&NotPrecedes;
&NotPrecedesEqual;
&NotPrecedesSlantEqual;
&NotReverseElement;
&NotRightTriangle;
&NotRightTriangleBar;
&NotRightTriangleEqual;
&NotSquareSubset;
&NotSquareSubsetEqual;
&NotSquareSuperset;
&NotSquareSupersetEqual;
&NotSubset;
&NotSubsetEqual;
&NotSucceeds;
&NotSucceedsEqual;
&NotSucceedsSlantEqual;
&NotSucceedsTilde;
&NotSuperset;
&NotSupersetEqual;
&NotTilde;
&NotTildeEqual;
&NotTildeFullEqual;
&NotTildeTilde;
&NotVerticalBar;
&Nscr;
&Ntilde
Ñ
Ν
&OElig;
&Oacute
Ó
&Ocirc
Ô
&Ocy;
&Odblac;
&Ofr;
&Ograve
Ò
&Omacr;
Ω
Ο
&Oopf;
&OpenCurlyDoubleQuote;
&OpenCurlyQuote;
&Or;
&Oscr;
&Oslash
Ø
&Otilde
Õ
&Otimes;
&Ouml
Ö
&OverBar;
&OverBrace;
&OverBracket;
&OverParenthesis;
&PartialD;
&Pcy;
&Pfr;
Φ
Π
&PlusMinus;
&Poincareplane;
&Popf;
&Pr;
&Precedes;
&PrecedesEqual;
&PrecedesSlantEqual;
&PrecedesTilde;
″
&Product;
&Proportion;
&Proportional;
&Pscr;
Ψ
&QUOT
&QUOT;
&Qfr;
&Qopf;
&Qscr;
&RBarr;
&REG
&REG;
&Racute;
&Rang;
&Rarr;
&Rarrtl;
&Rcaron;
&Rcedil;
&Rcy;
&Re;
&ReverseElement;
&ReverseEquilibrium;
&ReverseUpEquilibrium;
&Rfr;
Ρ
&RightAngleBracket;
&RightArrow;
&RightArrowBar;
&RightArrowLeftArrow;
&RightCeiling;
&RightDoubleBracket;
&RightDownTeeVector;
&RightDownVector;
&RightDownVectorBar;
&RightFloor;
&RightTee;
&RightTeeArrow;
&RightTeeVector;
&RightTriangle;
&RightTriangleBar;
&RightTriangleEqual;
&RightUpDownVector;
&RightUpTeeVector;
&RightUpVector;
&RightUpVectorBar;
&RightVector;
&RightVectorBar;
&Rightarrow;
&Ropf;
&RoundImplies;
&Rrightarrow;
&Rscr;
&Rsh;
&RuleDelayed;
&SHCHcy;
&SHcy;
&SOFTcy;
&Sacute;
&Sc;
&Scaron;
&Scedil;
&Scirc;
&Scy;
&Sfr;
&ShortDownArrow;
&ShortLeftArrow;
&ShortRightArrow;
&ShortUpArrow;
Σ
&SmallCircle;
&Sopf;
&Sqrt;
&Square;
&SquareIntersection;
&SquareSubset;
&SquareSubsetEqual;
&SquareSuperset;
&SquareSupersetEqual;
&SquareUnion;
&Sscr;
&Star;
&Sub;
&Subset;
&SubsetEqual;
&Succeeds;
&SucceedsEqual;
&SucceedsSlantEqual;
&SucceedsTilde;
&SuchThat;
&Sum;
&Sup;
&Superset;
&SupersetEqual;
&Supset;
&THORN
Þ
&TRADE;
&TSHcy;
&TScy;
&Tab;
Τ
&Tcaron;
&Tcedil;
&Tcy;
&Tfr;
&Therefore;
Θ
 
 
&Tilde;
&TildeEqual;
&TildeFullEqual;
&TildeTilde;
&Topf;
&TripleDot;
&Tscr;
&Tstrok;
&Uacute
Ú
&Uarr;
&Uarrocir;
&Ubrcy;
&Ubreve;
&Ucirc
Û
&Ucy;
&Udblac;
&Ufr;
&Ugrave
Ù
&Umacr;
&UnderBar;
&UnderBrace;
&UnderBracket;
&UnderParenthesis;
&Union;
&UnionPlus;
&Uogon;
&Uopf;
&UpArrow;
&UpArrowBar;
&UpArrowDownArrow;
&UpDownArrow;
&UpEquilibrium;
&UpTee;
&UpTeeArrow;
&Uparrow;
&Updownarrow;
&UpperLeftArrow;
&UpperRightArrow;
&Upsi;
Υ
&Uring;
&Uscr;
&Utilde;
&Uuml
Ü
&VDash;
&Vbar;
&Vcy;
&Vdash;
&Vdashl;
&Vee;
&Verbar;
&Vert;
&VerticalBar;
&VerticalLine;
&VerticalSeparator;
&VerticalTilde;
&VeryThinSpace;
&Vfr;
&Vopf;
&Vscr;
&Vvdash;
&Wcirc;
&Wedge;
&Wfr;
&Wopf;
&Wscr;
&Xfr;
Ξ
&Xopf;
&Xscr;
&YAcy;
&YIcy;
&YUcy;
&Yacute
Ý
&Ycirc;
&Ycy;
&Yfr;
&Yopf;
&Yscr;
&Yuml;
&ZHcy;
&Zacute;
&Zcaron;
&Zcy;
&Zdot;
&ZeroWidthSpace;
Ζ
&Zfr;
&Zopf;
&Zscr;
&aacute
á
&abreve;
&ac;
&acE;
&acd;
&acirc
â
&acute
´
&acy;
&aelig
æ
⁡
&afr;
&agrave
à
&alefsym;
&aleph;
α
&amacr;
&amalg;
&amp
&
&and;
&andand;
&andd;
&andslope;
&andv;
&ang;
&ange;
&angle;
&angmsd;
&angmsdaa;
&angmsdab;
&angmsdac;
&angmsdad;
&angmsdae;
&angmsdaf;
&angmsdag;
&angmsdah;
&angrt;
&angrtvb;
&angrtvbd;
&angsph;
&angst;
&angzarr;
&aogon;
&aopf;
≈
&apE;
&apacir;
&ape;
&apid;
'
≈
&approxeq;
&aring
å
&ascr;
&ast;
≈
&asympeq;
&atilde
ã
&auml
ä
&awconint;
&awint;
&bNot;
&backcong;
&backepsilon;
&backprime;
&backsim;
&backsimeq;
&barvee;
&barwed;
&barwedge;
&bbrk;
&bbrktbrk;
&bcong;
&bcy;
&bdquo;
&becaus;
&because;
&bemptyv;
&bepsi;
&bernou;
β
&beth;
&between;
&bfr;
&bigcap;
&bigcirc;
&bigcup;
&bigodot;
&bigoplus;
&bigotimes;
&bigsqcup;
&bigstar;
&bigtriangledown;
&bigtriangleup;
&biguplus;
&bigvee;
&bigwedge;
&bkarow;
&blacklozenge;
&blacksquare;
&blacktriangle;
&blacktriangledown;
&blacktriangleleft;
&blacktriangleright;
&blank;
&blk12;
&blk14;
&blk34;
&block;
&bne;
&bnequiv;
&bnot;
&bopf;
&bot;
&bottom;
&bowtie;
&boxDL;
&boxDR;
&boxDl;
&boxDr;
&boxH;
&boxHD;
&boxHU;
&boxHd;
&boxHu;
&boxUL;
&boxUR;
&boxUl;
&boxUr;
&boxV;
&boxVH;
&boxVL;
&boxVR;
&boxVh;
&boxVl;
&boxVr;
&boxbox;
&boxdL;
&boxdR;
&boxdl;
&boxdr;
&boxh;
&boxhD;
&boxhU;
&boxhd;
&boxhu;
&boxminus;
&boxplus;
&boxtimes;
&boxuL;
&boxuR;
&boxul;
&boxur;
&boxv;
&boxvH;
&boxvL;
&boxvR;
&boxvh;
&boxvl;
&boxvr;
&bprime;
&breve;
&brvbar
¦
&bscr;
&bsemi;
&bsim;
&bsime;
\
&bsolb;
&bsolhsub;
•
&bullet;
&bump;
&bumpE;
&bumpe;
&bumpeq;
&cacute;
∩
&capand;
&capbrcup;
&capcap;
&capcup;
&capdot;
&caps;
&caret;
&caron;
&ccaps;
&ccaron;
&ccedil
ç
&ccirc;
&ccups;
&ccupssm;
&cdot;
&cedil
¸
&cemptyv;
&cent
¢
·
&cfr;
&chcy;
&check;
&checkmark;
χ
&cir;
&cirE;
&circ;
&circeq;
&circlearrowleft;
&circlearrowright;
&circledR;
&circledS;
&circledast;
&circledcirc;
&circleddash;
&cire;
&cirfnint;
&cirmid;
&cirscir;
&clubs;
&clubsuit;
&colon;
&colone;
&coloneq;
,
&commat;
&comp;
&compfn;
&complement;
&complexes;
&cong;
&congdot;
&conint;
&copf;
&coprod;
&copy
©
&copysr;
&crarr;
&cross;
&cscr;
&csub;
&csube;
&csup;
&csupe;
&ctdot;
&cudarrl;
&cudarrr;
&cuepr;
&cuesc;
&cularr;
&cularrp;
∪
&cupbrcap;
&cupcap;
&cupcup;
&cupdot;
&cupor;
&cups;
&curarr;
&curarrm;
&curlyeqprec;
&curlyeqsucc;
&curlyvee;
&curlywedge;
&curren
¤
&curvearrowleft;
&curvearrowright;
&cuvee;
&cuwed;
&cwconint;
&cwint;
&cylcty;
&dArr;
&dHar;
&dagger;
&daleth;
↓
&dash;
&dashv;
&dbkarow;
&dblac;
&dcaron;
&dcy;
&dd;
&ddagger;
&ddarr;
&ddotseq;
&deg
°
δ
&demptyv;
&dfisht;
&dfr;
&dharl;
&dharr;
&diam;
&diamond;
&diamondsuit;
&diams;
&die;
&digamma;
&disin;
&div;
&divide
÷
&divideontimes;
&divonx;
&djcy;
&dlcorn;
&dlcrop;
&dollar;
&dopf;
&dot;
&doteq;
&doteqdot;
&dotminus;
&dotplus;
&dotsquare;
&doublebarwedge;
&downarrow;
&downdownarrows;
&downharpoonleft;
&downharpoonright;
&drbkarow;
&drcorn;
&drcrop;
&dscr;
&dscy;
&dsol;
&dstrok;
&dtdot;
&dtri;
&dtrif;
&duarr;
&duhar;
&dwangle;
&dzcy;
&dzigrarr;
&eDDot;
&eDot;
&eacute
é
&easter;
&ecaron;
&ecir;
&ecirc
ê
&ecolon;
&ecy;
&edot;
&ee;
&efDot;
&efr;
&eg;
&egrave
è
&egs;
&egsdot;
&el;
&elinters;
&ell;
&els;
&elsdot;
&emacr;
∅
&emptyset;
&emptyv;
&emsp13;
&emsp14;
&emsp;
&eng;
&ensp;
&eogon;
&eopf;
&epar;
&eparsl;
&eplus;
&epsi;
ε
ϵ
&eqcirc;
&eqcolon;
&eqsim;
&eqslantgtr;
&eqslantless;
=
&equest;
&equiv;
&equivDD;
&eqvparsl;
&erDot;
&erarr;
&escr;
&esdot;
&esim;
η
&eth
ð
&euml
ë
€
&excl;
∃
&expectation;
&exponentiale;
&fallingdotseq;
&fcy;
&female;
&ffilig;
&fflig;
&ffllig;
&ffr;
&filig;
&fjlig;
&flat;
&fllig;
&fltns;
&fnof;
&fopf;
∀
&fork;
&forkv;
&fpartint;
&frac12
½
&frac13;
&frac14
¼
&frac15;
&frac16;
&frac18;
&frac23;
&frac25;
&frac34
¾
&frac35;
&frac38;
&frac45;
&frac56;
&frac58;
&frac78;
&frasl;
&frown;
&fscr;
&gE;
&gEl;
&gacute;
γ
&gammad;
&gap;
&gbreve;
&gcirc;
&gcy;
&gdot;
≥
&gel;
&geq;
&geqq;
&geqslant;
&ges;
&gescc;
&gesdot;
&gesdoto;
&gesdotol;
&gesl;
&gesles;
&gfr;
&gg;
&ggg;
&gimel;
&gjcy;
&gl;
&glE;
&gla;
&glj;
&gnE;
&gnap;
&gnapprox;
&gne;
&gneq;
&gneqq;
&gnsim;
&gopf;
&grave;
&gscr;
&gsim;
&gsime;
&gsiml;
&gt
>
&gtcc;
&gtcir;
&gtdot;
&gtlPar;
&gtquest;
&gtrapprox;
&gtrarr;
&gtrdot;
&gtreqless;
&gtreqqless;
&gtrless;
&gtrsim;
&gvertneqq;
&gvnE;
⇔
&hairsp;
&half;
&hamilt;
&hardcy;
↔
&harrcir;
&harrw;
&hbar;
&hcirc;
&hearts;
&heartsuit;
…
&hercon;
&hfr;
&hksearow;
&hkswarow;
&hoarr;
&homtht;
&hookleftarrow;
&hookrightarrow;
&hopf;
&horbar;
&hscr;
&hslash;
&hstrok;
&hybull;
&hyphen;
&iacute
í
⁣
&icirc
î
&icy;
&iecy;
&iexcl
¡
&iff;
&ifr;
&igrave
ì
&ii;
&iiiint;
&iiint;
&iinfin;
&iiota;
&ijlig;
&imacr;
&image;
&imagline;
&imagpart;
&imath;
&imof;
&imped;
&in;
&incare;
∞
&infintie;
&inodot;
∫
&intcal;
&integers;
&intercal;
&intlarhk;
&intprod;
&iocy;
&iogon;
&iopf;
ι
&iprod;
&iquest
¿
&iscr;
∈
&isinE;
&isindot;
&isins;
&isinsv;
&isinv;
⁢
&itilde;
&iukcy;
&iuml
ï
&jcirc;
&jcy;
&jfr;
&jmath;
&jopf;
&jscr;
&jsercy;
&jukcy;
κ
ϰ
&kcedil;
&kcy;
&kfr;
&kgreen;
&khcy;
&kjcy;
&kopf;
&kscr;
&lAarr;
⇐
&lAtail;
&lBarr;
&lE;
&lEg;
&lHar;
&lacute;
&laemptyv;
&lagran;
λ
&lang;
&langd;
&langle;
&lap;
&laquo
«
←
&larrb;
&larrbfs;
&larrfs;
&larrhk;
&larrlp;
&larrpl;
&larrsim;
&larrtl;
&lat;
&latail;
&late;
&lates;
&lbarr;
&lbbrk;
{
[
&lbrke;
&lbrksld;
&lbrkslu;
&lcaron;
&lcedil;
&lceil;
{
&lcy;
&ldca;
“
&ldquor;
&ldrdhar;
&ldrushar;
&ldsh;
≤
&leftarrow;
&leftarrowtail;
&leftharpoondown;
&leftharpoonup;
&leftleftarrows;
&leftrightarrow;
&leftrightarrows;
&leftrightharpoons;
&leftrightsquigarrow;
&leftthreetimes;
&leg;
&leq;
&leqq;
&leqslant;
&les;
&lescc;
&lesdot;
&lesdoto;
&lesdotor;
&lesg;
&lesges;
&lessapprox;
&lessdot;
&lesseqgtr;
&lesseqqgtr;
&lessgtr;
&lesssim;
&lfisht;
&lfloor;
&lfr;
&lg;
&lgE;
&lhard;
&lharu;
&lharul;
&lhblk;
&ljcy;
&ll;
&llarr;
&llcorner;
&llhard;
&lltri;
&lmidot;
&lmoust;
&lmoustache;
&lnE;
&lnap;
&lnapprox;
&lne;
&lneq;
&lneqq;
&lnsim;
&loang;
&loarr;
&lobrk;
&longleftarrow;
&longleftrightarrow;
&longmapsto;
&longrightarrow;
&looparrowleft;
&looparrowright;
&lopar;
&lopf;
&loplus;
&lotimes;
&lowast;
&lowbar;
&loz;
&lozenge;
&lozf;
(
&lparlt;
&lrarr;
&lrcorner;
&lrhar;
&lrhard;
&lrm;
&lrtri;
&lsaquo;
&lscr;
&lsh;
&lsim;
&lsime;
&lsimg;
[
‘
&lsquor;
&lstrok;
&lt
<
&ltcc;
&ltcir;
&ltdot;
&lthree;
&ltimes;
&ltlarr;
&ltquest;
&ltrPar;
&ltri;
&ltrie;
&ltrif;
&lurdshar;
&luruhar;
&lvertneqq;
&lvnE;
&mDDot;
&macr
¯
&male;
&malt;
&maltese;
&map;
&mapsto;
&mapstodown;
&mapstoleft;
&mapstoup;
&marker;
&mcomma;
&mcy;
—
&measuredangle;
&mfr;
&mho;
&micro
µ
&mid;
&midast;
&midcir;
&middot
·
−
&minusb;
&minusd;
&minusdu;
&mlcp;
&mldr;
&mnplus;
&models;
&mopf;
&mp;
&mscr;
&mstpos;
μ
&multimap;
&mumap;
&nGg;
&nGt;
&nGtv;
&nLeftarrow;
&nLeftrightarrow;
&nLl;
&nLt;
&nLtv;
&nRightarrow;
&nVDash;
&nVdash;
∇
&nacute;
&nang;
&nap;
&napE;
&napid;
&napos;
&napprox;
&natur;
&natural;
&naturals;
&nbsp
 
&nbump;
&nbumpe;
&ncap;
&ncaron;
&ncedil;
&ncong;
&ncongdot;
&ncup;
&ncy;
–
≠
&neArr;
&nearhk;
&nearr;
&nearrow;
&nedot;
&nequiv;
&nesear;
&nesim;
&nexist;
&nexists;
&nfr;
&ngE;
&nge;
&ngeq;
&ngeqq;
&ngeqslant;
&nges;
&ngsim;
&ngt;
&ngtr;
&nhArr;
&nharr;
&nhpar;
&ni;
&nis;
&nisd;
&niv;
&njcy;
&nlArr;
&nlE;
&nlarr;
&nldr;
&nle;
&nleftarrow;
&nleftrightarrow;
&nleq;
&nleqq;
&nleqslant;
&nles;
&nless;
&nlsim;
&nlt;
&nltri;
&nltrie;
&nmid;
&nopf;
&not
¬
∉
&notinE;
&notindot;
&notinva;
&notinvb;
&notinvc;
&notni;
&notniva;
&notnivb;
&notnivc;
&npar;
&nparallel;
&nparsl;
&npart;
&npolint;
&npr;
&nprcue;
&npre;
&nprec;
&npreceq;
&nrArr;
&nrarr;
&nrarrc;
&nrarrw;
&nrightarrow;
&nrtri;
&nrtrie;
&nsc;
&nsccue;
&nsce;
&nscr;
&nshortmid;
&nshortparallel;
&nsim;
&nsime;
&nsimeq;
&nsmid;
&nspar;
&nsqsube;
&nsqsupe;
&nsub;
&nsubE;
&nsube;
&nsubset;
&nsubseteq;
&nsubseteqq;
&nsucc;
&nsucceq;
&nsup;
&nsupE;
&nsupe;
&nsupset;
&nsupseteq;
&nsupseteqq;
&ntgl;
&ntilde
ñ
&ntlg;
&ntriangleleft;
&ntrianglelefteq;
&ntriangleright;
&ntrianglerighteq;
ν
&num;
&numero;
&numsp;
&nvDash;
&nvHarr;
&nvap;
&nvdash;
&nvge;
&nvgt;
&nvinfin;
&nvlArr;
&nvle;
&nvlt;
&nvltrie;
&nvrArr;
&nvrtrie;
&nvsim;
&nwArr;
&nwarhk;
&nwarr;
&nwarrow;
&nwnear;
&oS;
&oacute
ó
&oast;
&ocir;
&ocirc
ô
&ocy;
&odash;
&odblac;
&odiv;
&odot;
&odsold;
&oelig;
&ofcir;
&ofr;
&ogon;
&ograve
ò
&ogt;
&ohbar;
&ohm;
&oint;
&olarr;
&olcir;
&olcross;
&oline;
&olt;
&omacr;
ω
ο
&omid;
&ominus;
&oopf;
&opar;
&operp;
&oplus;
&or;
&orarr;
&ord;
&order;
&orderof;
&ordf
ª
&ordm
º
&origof;
&oror;
&orslope;
&orv;
&oscr;
&oslash
ø
&osol;
&otilde
õ
&otimes;
&otimesas;
&ouml
ö
&ovbar;
&par;
&para
¶
&parallel;
&parsim;
&parsl;
∂
&pcy;
&percnt;
&period;
&permil;
&perp;
&pertenk;
&pfr;
φ
ϕ
&phmmat;
&phone;
π
&pitchfork;
ϖ
&planck;
&planckh;
&plankv;
+
&plusacir;
&plusb;
&pluscir;
&plusdo;
&plusdu;
&pluse;
&plusmn
±
&plussim;
&plustwo;
&pm;
&pointint;
&popf;
&pound
£
&pr;
&prE;
&prap;
&prcue;
&pre;
&prec;
&precapprox;
&preccurlyeq;
&preceq;
&precnapprox;
&precneqq;
&precnsim;
&precsim;
′
&primes;
&prnE;
&prnap;
&prnsim;
∏
&profalar;
&profline;
&profsurf;
&prop;
&propto;
&prsim;
&prurel;
&pscr;
ψ
&puncsp;
&qfr;
&qint;
&qopf;
&qprime;
&qscr;
&quaternions;
&quatint;
&quest;
&questeq;
&quot
"
&rAarr;
⇒
&rAtail;
&rBarr;
&rHar;
&race;
&racute;
√
&raemptyv;
&rang;
&rangd;
&range;
&rangle;
&raquo
»
→
&rarrap;
&rarrb;
&rarrbfs;
&rarrc;
&rarrfs;
&rarrhk;
&rarrlp;
&rarrpl;
&rarrsim;
&rarrtl;
&rarrw;
&ratail;
&ratio;
&rationals;
&rbarr;
&rbbrk;
}
]
&rbrke;
&rbrksld;
&rbrkslu;
&rcaron;
&rcedil;
&rceil;
}
&rcy;
&rdca;
&rdldhar;
”
&rdquor;
&rdsh;
&real;
&realine;
&realpart;
&reals;
&rect;
&reg
®
&rfisht;
&rfloor;
&rfr;
&rhard;
&rharu;
&rharul;
ρ
ϱ
&rightarrow;
&rightarrowtail;
&rightharpoondown;
&rightharpoonup;
&rightleftarrows;
&rightleftharpoons;
&rightrightarrows;
&rightsquigarrow;
&rightthreetimes;
&ring;
&risingdotseq;
&rlarr;
&rlhar;
&rlm;
&rmoust;
&rmoustache;
&rnmid;
&roang;
&roarr;
&robrk;
&ropar;
&ropf;
&roplus;
&rotimes;
)
&rpargt;
&rppolint;
&rrarr;
&rsaquo;
&rscr;
&rsh;
]
’
&rsquor;
&rthree;
&rtimes;
&rtri;
&rtrie;
&rtrif;
&rtriltri;
&ruluhar;
&rx;
&sacute;
&sbquo;
&sc;
&scE;
&scap;
&scaron;
&sccue;
&sce;
&scedil;
&scirc;
&scnE;
&scnap;
&scnsim;
&scpolint;
&scsim;
&scy;
⋅
&sdotb;
&sdote;
&seArr;
&searhk;
&searr;
&searrow;
&sect
§
&semi;
&seswar;
&setminus;
&setmn;
&sext;
&sfr;
&sfrown;
&sharp;
&shchcy;
&shcy;
&shortmid;
&shortparallel;
&shy
σ
&sigmaf;
ς
&sim;
&simdot;
&sime;
&simeq;
&simg;
&simgE;
&siml;
&simlE;
&simne;
&simplus;
&simrarr;
&slarr;
&smallsetminus;
&smashp;
&smeparsl;
&smid;
&smile;
&smt;
&smte;
&smtes;
&softcy;
/
&solb;
&solbar;
&sopf;
&spades;
&spadesuit;
&spar;
&sqcap;
&sqcaps;
&sqcup;
&sqcups;
&sqsub;
&sqsube;
&sqsubset;
&sqsubseteq;
&sqsup;
&sqsupe;
&sqsupset;
&sqsupseteq;
&squ;
&square;
&squarf;
&squf;
&srarr;
&sscr;
&ssetmn;
&ssmile;
&sstarf;
&star;
&starf;
&straightepsilon;
&straightphi;
&strns;
⊂
&subE;
&subdot;
&sube;
&subedot;
&submult;
&subnE;
&subne;
&subplus;
&subrarr;
&subset;
&subseteq;
&subseteqq;
&subsetneq;
&subsetneqq;
&subsim;
&subsub;
&subsup;
&succ;
&succapprox;
&succcurlyeq;
&succeq;
&succnapprox;
&succneqq;
&succnsim;
&succsim;
∑
&sung;
&sup1
¹
&sup2
²
&sup3
³
⊃
&supE;
&supdot;
&supdsub;
&supe;
&supedot;
&suphsol;
&suphsub;
&suplarr;
&supmult;
&supnE;
&supne;
&supplus;
&supset;
&supseteq;
&supseteqq;
&supsetneq;
&supsetneqq;
&supsim;
&supsub;
&supsup;
&swArr;
&swarhk;
&swarr;
&swarrow;
&swnwar;
&szlig
ß
&target;
τ
&tbrk;
&tcaron;
&tcedil;
&tcy;
&tdot;
&telrec;
&tfr;
&there4;
&therefore;
θ
&thetasym;
ϑ
&thickapprox;
&thicksim;
 
&thkap;
&thksim;
&thorn
þ
&tilde;
&times
×
&timesb;
&timesbar;
&timesd;
&tint;
&toea;
&top;
&topbot;
&topcir;
&topf;
&topfork;
&tosa;
‴
™
&triangle;
&triangledown;
&triangleleft;
&trianglelefteq;
&triangleq;
&triangleright;
&trianglerighteq;
&tridot;
&trie;
&triminus;
&triplus;
&trisb;
&tritime;
&trpezium;
&tscr;
&tscy;
&tshcy;
&tstrok;
&twixt;
&twoheadleftarrow;
&twoheadrightarrow;
&uArr;
&uHar;
&uacute
ú
↑
&ubrcy;
&ubreve;
&ucirc
û
&ucy;
&udarr;
&udblac;
&udhar;
&ufisht;
&ufr;
&ugrave
ù
&uharl;
&uharr;
&uhblk;
&ulcorn;
&ulcorner;
&ulcrop;
&ultri;
&umacr;
&uml
¨
&uogon;
&uopf;
&uparrow;
&updownarrow;
&upharpoonleft;
&upharpoonright;
&uplus;
&upsi;
&upsih;
υ
&upuparrows;
&urcorn;
&urcorner;
&urcrop;
&uring;
&urtri;
&uscr;
&utdot;
&utilde;
&utri;
&utrif;
&uuarr;
&uuml
ü
&uwangle;
&vArr;
&vBar;
&vBarv;
&vDash;
&vangrt;
ϵ
ϰ
&varnothing;
ϕ
ϖ
&varpropto;
&varr;
ϱ
ς
&varsubsetneq;
&varsubsetneqq;
&varsupsetneq;
&varsupsetneqq;
ϑ
&vartriangleleft;
&vartriangleright;
&vcy;
&vdash;
&vee;
&veebar;
&veeeq;
&vellip;
|
|
&vfr;
&vltri;
&vnsub;
&vnsup;
&vopf;
&vprop;
&vrtri;
&vscr;
&vsubnE;
&vsubne;
&vsupnE;
&vsupne;
&vzigzag;
&wcirc;
&wedbar;
&wedge;
&wedgeq;
&weierp;
&wfr;
&wopf;
&wp;
&wr;
&wreath;
&wscr;
&xcap;
&xcirc;
&xcup;
&xdtri;
&xfr;
&xhArr;
&xharr;
ξ
&xlArr;
&xlarr;
&xmap;
&xnis;
&xodot;
&xopf;
&xoplus;
&xotime;
&xrArr;
&xrarr;
&xscr;
&xsqcup;
&xuplus;
&xutri;
&xvee;
&xwedge;
&yacute
ý
&yacy;
&ycirc;
&ycy;
&yen
¥
&yfr;
&yicy;
&yopf;
&yscr;
&yucy;
&yuml
ÿ
&zacute;
&zcaron;
&zcy;
&zdot;
&zeetrf;
ζ
&zfr;
&zhcy;
&zigrarr;
&zopf;
&zscr;
&zwj;
&zwnj;

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New Ticket: Report package

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