Æ Æ & & Á Á &Abreve Ă Â Â &Acy А &Afr 𝔄 À À &Alpha Α &Amacr Ā &And ⩓ &Aogon Ą &Aopf 𝔸 &ApplyFunction ⁡ Å Å &Ascr 𝒜 &Assign ≔ Ã Ã Ä Ä &Backslash ∖ &Barv ⫧ &Barwed ⌆ &Bcy Б &Because ∵ &Bernoullis ℬ &Beta Β &Bfr 𝔅 &Bopf 𝔹 &Breve ˘ &Bscr ℬ &Bumpeq ≎ &CHcy Ч © © &Cacute Ć &Cap ⋒ &CapitalDifferentialD ⅅ &Cayleys ℭ &Ccaron Č Ç Ç &Ccirc Ĉ &Cconint ∰ &Cdot Ċ &Cedilla ¸ &CenterDot · &Cfr ℭ &Chi Χ &CircleDot ⊙ &CircleMinus ⊖ &CirclePlus ⊕ &CircleTimes ⊗ &ClockwiseContourIntegral ∲ &CloseCurlyDoubleQuote ” &CloseCurlyQuote ’ &Colon ∷ &Colone ⩴ &Congruent ≡ &Conint ∯ &ContourIntegral ∮ &Copf ℂ &Coproduct ∐ &CounterClockwiseContourIntegral ∳ &Cross ⨯ &Cscr 𝒞 &Cup ⋓ &CupCap ≍ &DD ⅅ &DDotrahd ⤑ &DJcy Ђ &DScy Ѕ &DZcy Џ &Dagger ‡ &Darr ↡ &Dashv ⫤ &Dcaron Ď &Dcy Д &Del ∇ &Delta Δ &Dfr 𝔇 &DiacriticalAcute ´ &DiacriticalDot ˙ &DiacriticalDoubleAcute ˝ &DiacriticalGrave ` &DiacriticalTilde ˜ &Diamond ⋄ &DifferentialD ⅆ &Dopf 𝔻 &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 𝒟 &Dstrok Đ &ENG Ŋ Ð Ð É É &Ecaron Ě Ê Ê &Ecy Э &Edot Ė &Efr 𝔈 È È &Element ∈ &Emacr Ē &EmptySmallSquare ◻ &EmptyVerySmallSquare ▫ &Eogon Ę &Eopf 𝔼 &Epsilon Ε &Equal ⩵ &EqualTilde ≂ &Equilibrium ⇌ &Escr ℰ &Esim ⩳ &Eta Η Ë Ë &Exists ∃ &ExponentialE ⅇ &Fcy Ф &Ffr 𝔉 &FilledSmallSquare ◼ &FilledVerySmallSquare ▪ &Fopf 𝔽 &ForAll ∀ &Fouriertrf ℱ &Fscr ℱ &GJcy Ѓ > > &Gamma Γ &Gammad Ϝ &Gbreve Ğ &Gcedil Ģ &Gcirc Ĝ &Gcy Г &Gdot Ġ &Gfr 𝔊 &Gg ⋙ &Gopf 𝔾 &GreaterEqual ≥ &GreaterEqualLess ⋛ &GreaterFullEqual ≧ &GreaterGreater ⪢ &GreaterLess ≷ &GreaterSlantEqual ⩾ &GreaterTilde ≳ &Gscr 𝒢 &Gt ≫ &HARDcy Ъ &Hacek ˇ &Hat ^ &Hcirc Ĥ &Hfr ℌ &HilbertSpace ℋ &Hopf ℍ &HorizontalLine ─ &Hscr ℋ &Hstrok Ħ &HumpDownHump ≎ &HumpEqual ≏ &IEcy Е &IJlig Ĳ &IOcy Ё Í Í Î Î &Icy И &Idot İ &Ifr ℑ Ì Ì &Im ℑ &Imacr Ī &ImaginaryI ⅈ &Implies ⇒ &Int ∬ &Integral ∫ &Intersection ⋂ &InvisibleComma ⁣ &InvisibleTimes ⁢ &Iogon Į &Iopf 𝕀 &Iota Ι &Iscr ℐ &Itilde Ĩ &Iukcy І Ï Ï &Jcirc Ĵ &Jcy Й &Jfr 𝔍 &Jopf 𝕁 &Jscr 𝒥 &Jsercy Ј &Jukcy Є &KHcy Х &KJcy Ќ &Kappa Κ &Kcedil Ķ &Kcy К &Kfr 𝔎 &Kopf 𝕂 &Kscr 𝒦 &LJcy Љ < < &Lacute Ĺ &Lambda Λ &Lang ⟪ &Laplacetrf ℒ &Larr ↞ &Lcaron Ľ &Lcedil Ļ &Lcy Л &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 𝔏 &Ll ⋘ &Lleftarrow ⇚ &Lmidot Ŀ &LongLeftArrow ⟵ &LongLeftRightArrow ⟷ &LongRightArrow ⟶ &Longleftarrow ⟸ &Longleftrightarrow ⟺ &Longrightarrow ⟹ &Lopf 𝕃 &LowerLeftArrow ↙ &LowerRightArrow ↘ &Lscr ℒ &Lsh ↰ &Lstrok Ł &Lt ≪ &Map ⤅ &Mcy М &MediumSpace   &Mellintrf ℳ &Mfr 𝔐 &MinusPlus ∓ &Mopf 𝕄 &Mscr ℳ &Mu Μ &NJcy Њ &Nacute Ń &Ncaron Ň &Ncedil Ņ &Ncy Н &NegativeMediumSpace ​ &NegativeThickSpace ​ &NegativeThinSpace ​ &NegativeVeryThinSpace ​ &NestedGreaterGreater ≫ &NestedLessLess ≪ &NewLine &Nfr 𝔑 &NoBreak ⁠ &NonBreakingSpace &Nopf ℕ &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 𝒩 Ñ Ñ &Nu Ν &OElig Œ Ó Ó Ô Ô &Ocy О &Odblac Ő &Ofr 𝔒 Ò Ò &Omacr Ō &Omega Ω &Omicron Ο &Oopf 𝕆 &OpenCurlyDoubleQuote “ &OpenCurlyQuote ‘ &Or ⩔ &Oscr 𝒪 Ø Ø Õ Õ &Otimes ⨷ Ö Ö &OverBar ‾ &OverBrace ⏞ &OverBracket ⎴ &OverParenthesis ⏜ &PartialD ∂ &Pcy П &Pfr 𝔓 &Phi Φ &Pi Π &PlusMinus ± &Poincareplane ℌ &Popf ℙ &Pr ⪻ &Precedes ≺ &PrecedesEqual ⪯ &PrecedesSlantEqual ≼ &PrecedesTilde ≾ &Prime ″ &Product ∏ &Proportion ∷ &Proportional ∝ &Pscr 𝒫 &Psi Ψ " " &Qfr 𝔔 &Qopf ℚ &Qscr 𝒬 &RBarr ⤐ ® ® &Racute Ŕ &Rang ⟫ &Rarr ↠ &Rarrtl ⤖ &Rcaron Ř &Rcedil Ŗ &Rcy Р &Re ℜ &ReverseElement ∋ &ReverseEquilibrium ⇋ &ReverseUpEquilibrium ⥯ &Rfr ℜ &Rho 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 ℝ &RoundImplies ⥰ &Rrightarrow ⇛ &Rscr ℛ &Rsh ↱ &RuleDelayed ⧴ &SHCHcy Щ &SHcy Ш &SOFTcy Ь &Sacute Ś &Sc ⪼ &Scaron Š &Scedil Ş &Scirc Ŝ &Scy С &Sfr 𝔖 &ShortDownArrow ↓ &ShortLeftArrow ← &ShortRightArrow → &ShortUpArrow ↑ &Sigma Σ &SmallCircle ∘ &Sopf 𝕊 &Sqrt √ &Square □ &SquareIntersection ⊓ &SquareSubset ⊏ &SquareSubsetEqual ⊑ &SquareSuperset ⊐ &SquareSupersetEqual ⊒ &SquareUnion ⊔ &Sscr 𝒮 &Star ⋆ &Sub ⋐ &Subset ⋐ &SubsetEqual ⊆ &Succeeds ≻ &SucceedsEqual ⪰ &SucceedsSlantEqual ≽ &SucceedsTilde ≿ &SuchThat ∋ &Sum ∑ &Sup ⋑ &Superset ⊃ &SupersetEqual ⊇ &Supset ⋑ Þ Þ &TRADE ™ &TSHcy Ћ &TScy Ц &Tab &Tau Τ &Tcaron Ť &Tcedil Ţ &Tcy Т &Tfr 𝔗 &Therefore ∴ &Theta Θ &ThickSpace    &ThinSpace   &Tilde ∼ &TildeEqual ≃ &TildeFullEqual ≅ &TildeTilde ≈ &Topf 𝕋 &TripleDot ⃛ &Tscr 𝒯 &Tstrok Ŧ Ú Ú &Uarr ↟ &Uarrocir ⥉ &Ubrcy Ў &Ubreve Ŭ Û Û &Ucy У &Udblac Ű &Ufr 𝔘 Ù Ù &Umacr Ū &UnderBar _ &UnderBrace ⏟ &UnderBracket ⎵ &UnderParenthesis ⏝ &Union ⋃ &UnionPlus ⊎ &Uogon Ų &Uopf 𝕌 &UpArrow ↑ &UpArrowBar ⤒ &UpArrowDownArrow ⇅ &UpDownArrow ↕ &UpEquilibrium ⥮ &UpTee ⊥ &UpTeeArrow ↥ &Uparrow ⇑ &Updownarrow ⇕ &UpperLeftArrow ↖ &UpperRightArrow ↗ &Upsi ϒ &Upsilon Υ &Uring Ů &Uscr 𝒰 &Utilde Ũ Ü Ü &VDash ⊫ &Vbar ⫫ &Vcy В &Vdash ⊩ &Vdashl ⫦ &Vee ⋁ &Verbar ‖ &Vert ‖ &VerticalBar ∣ &VerticalLine | &VerticalSeparator ❘ &VerticalTilde ≀ &VeryThinSpace   &Vfr 𝔙 &Vopf 𝕍 &Vscr 𝒱 &Vvdash ⊪ &Wcirc Ŵ &Wedge ⋀ &Wfr 𝔚 &Wopf 𝕎 &Wscr 𝒲 &Xfr 𝔛 &Xi Ξ &Xopf 𝕏 &Xscr 𝒳 &YAcy Я &YIcy Ї &YUcy Ю Ý Ý &Ycirc Ŷ &Ycy Ы &Yfr 𝔜 &Yopf 𝕐 &Yscr 𝒴 &Yuml Ÿ &ZHcy Ж &Zacute Ź &Zcaron Ž &Zcy З &Zdot Ż &ZeroWidthSpace ​ &Zeta Ζ &Zfr ℨ &Zopf ℤ &Zscr 𝒵 á á &abreve ă &ac ∾ &acE ∾̳ &acd ∿ â â ´ ´ &acy а æ æ &af ⁡ &afr 𝔞 à à &alefsym ℵ &aleph ℵ &alpha α &amacr ā &amalg ⨿ & & &and ∧ &andand ⩕ &andd ⩜ &andslope ⩘ &andv ⩚ &ang ∠ &ange ⦤ &angle ∠ &angmsd ∡ &angmsdaa ⦨ &angmsdab ⦩ &angmsdac ⦪ &angmsdad ⦫ &angmsdae ⦬ &angmsdaf ⦭ &angmsdag ⦮ &angmsdah ⦯ &angrt ∟ &angrtvb ⊾ &angrtvbd ⦝ &angsph ∢ &angst Å &angzarr ⍼ &aogon ą &aopf 𝕒 &ap ≈ &apE ⩰ &apacir ⩯ &ape ≊ &apid ≋ &apos ' &approx ≈ &approxeq ≊ å å &ascr 𝒶 &ast * &asymp ≈ &asympeq ≍ ã ã ä ä &awconint ∳ &awint ⨑ &bNot ⫭ &backcong ≌ &backepsilon ϶ &backprime ‵ &backsim ∽ &backsimeq ⋍ &barvee ⊽ &barwed ⌅ &barwedge ⌅ &bbrk ⎵ &bbrktbrk ⎶ &bcong ≌ &bcy б &bdquo „ &becaus ∵ &because ∵ &bemptyv ⦰ &bepsi ϶ &bernou ℬ &beta β &beth ℶ &between ≬ &bfr 𝔟 &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 𝕓 &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 ˘ ¦ ¦ &bscr 𝒷 &bsemi ⁏ &bsim ∽ &bsime ⋍ &bsol \ &bsolb ⧅ &bsolhsub ⟈ &bull • &bullet • &bump ≎ &bumpE ⪮ &bumpe ≏ &bumpeq ≏ &cacute ć &cap ∩ &capand ⩄ &capbrcup ⩉ &capcap ⩋ &capcup ⩇ &capdot ⩀ &caps ∩︀ &caret ⁁ &caron ˇ &ccaps ⩍ &ccaron č ç ç &ccirc ĉ &ccups ⩌ &ccupssm ⩐ &cdot ċ ¸ ¸ &cemptyv ⦲ ¢ ¢ ¢erdot · &cfr 𝔠 &chcy ч &check ✓ &checkmark ✓ &chi χ &cir ○ &cirE ⧃ &circ ˆ &circeq ≗ &circlearrowleft ↺ &circlearrowright ↻ &circledR ® &circledS Ⓢ &circledast ⊛ &circledcirc ⊚ &circleddash ⊝ &cire ≗ &cirfnint ⨐ &cirmid ⫯ &cirscir ⧂ &clubs ♣ &clubsuit ♣ &colon : &colone ≔ &coloneq ≔ &comma , &commat @ &comp ∁ &compfn ∘ &complement ∁ &complexes ℂ &cong ≅ &congdot ⩭ &conint ∮ &copf 𝕔 &coprod ∐ © © ©sr ℗ &crarr ↵ &cross ✗ &cscr 𝒸 &csub ⫏ &csube ⫑ &csup ⫐ &csupe ⫒ &ctdot ⋯ &cudarrl ⤸ &cudarrr ⤵ &cuepr ⋞ &cuesc ⋟ &cularr ↶ &cularrp ⤽ &cup ∪ &cupbrcap ⩈ &cupcap ⩆ &cupcup ⩊ &cupdot ⊍ &cupor ⩅ &cups ∪︀ &curarr ↷ &curarrm ⤼ &curlyeqprec ⋞ &curlyeqsucc ⋟ &curlyvee ⋎ &curlywedge ⋏ ¤ ¤ &curvearrowleft ↶ &curvearrowright ↷ &cuvee ⋎ &cuwed ⋏ &cwconint ∲ &cwint ∱ &cylcty ⌭ &dArr ⇓ &dHar ⥥ &dagger † &daleth ℸ &darr ↓ &dash ‐ &dashv ⊣ &dbkarow ⤏ &dblac ˝ &dcaron ď &dcy д &dd ⅆ &ddagger ‡ &ddarr ⇊ &ddotseq ⩷ ° ° &delta δ &demptyv ⦱ &dfisht ⥿ &dfr 𝔡 &dharl ⇃ &dharr ⇂ &diam ⋄ &diamond ⋄ &diamondsuit ♦ &diams ♦ &die ¨ &digamma ϝ &disin ⋲ &div ÷ ÷ ÷ ÷ontimes ⋇ &divonx ⋇ &djcy ђ &dlcorn ⌞ &dlcrop ⌍ &dollar $ &dopf 𝕕 &dot ˙ &doteq ≐ &doteqdot ≑ &dotminus ∸ &dotplus ∔ &dotsquare ⊡ &doublebarwedge ⌆ &downarrow ↓ &downdownarrows ⇊ &downharpoonleft ⇃ &downharpoonright ⇂ &drbkarow ⤐ &drcorn ⌟ &drcrop ⌌ &dscr 𝒹 &dscy ѕ &dsol ⧶ &dstrok đ &dtdot ⋱ &dtri ▿ &dtrif ▾ &duarr ⇵ &duhar ⥯ &dwangle ⦦ &dzcy џ &dzigrarr ⟿ &eDDot ⩷ &eDot ≑ é é &easter ⩮ &ecaron ě &ecir ≖ ê ê &ecolon ≕ &ecy э &edot ė &ee ⅇ &efDot ≒ &efr 𝔢 &eg ⪚ è è &egs ⪖ &egsdot ⪘ &el ⪙ &elinters ⏧ &ell ℓ &els ⪕ &elsdot ⪗ &emacr ē &empty ∅ &emptyset ∅ &emptyv ∅ &emsp13   &emsp14   &emsp   &eng ŋ &ensp   &eogon ę &eopf 𝕖 &epar ⋕ &eparsl ⧣ &eplus ⩱ &epsi ε &epsilon ε &epsiv ϵ &eqcirc ≖ &eqcolon ≕ &eqsim ≂ &eqslantgtr ⪖ &eqslantless ⪕ &equals = &equest ≟ &equiv ≡ &equivDD ⩸ &eqvparsl ⧥ &erDot ≓ &erarr ⥱ &escr ℯ &esdot ≐ &esim ≂ &eta η ð ð ë ë &euro € &excl ! &exist ∃ &expectation ℰ &exponentiale ⅇ &fallingdotseq ≒ &fcy ф &female ♀ &ffilig ﬃ &fflig ﬀ &ffllig ﬄ &ffr 𝔣 &filig ﬁ &fjlig fj &flat ♭ &fllig ﬂ &fltns ▱ &fnof ƒ &fopf 𝕗 &forall ∀ &fork ⋔ &forkv ⫙ &fpartint ⨍ ½ ½ &frac13 ⅓ ¼ ¼ &frac15 ⅕ &frac16 ⅙ &frac18 ⅛ &frac23 ⅔ &frac25 ⅖ ¾ ¾ &frac35 ⅗ &frac38 ⅜ &frac45 ⅘ &frac56 ⅚ &frac58 ⅝ &frac78 ⅞ &frasl ⁄ &frown ⌢ &fscr 𝒻 &gE ≧ &gEl ⪌ &gacute ǵ &gamma γ &gammad ϝ &gap ⪆ &gbreve ğ &gcirc ĝ &gcy г &gdot ġ &ge ≥ &gel ⋛ &geq ≥ &geqq ≧ &geqslant ⩾ &ges ⩾ &gescc ⪩ &gesdot ⪀ &gesdoto ⪂ &gesdotol ⪄ &gesl ⋛︀ &gesles ⪔ &gfr 𝔤 &gg ≫ &ggg ⋙ &gimel ℷ &gjcy ѓ &gl ≷ &glE ⪒ &gla ⪥ &glj ⪤ &gnE ≩ &gnap ⪊ &gnapprox ⪊ &gne ⪈ &gneq ⪈ &gneqq ≩ &gnsim ⋧ &gopf 𝕘 &grave ` &gscr ℊ &gsim ≳ &gsime ⪎ &gsiml ⪐ > > >cc ⪧ >cir ⩺ >dot ⋗ >lPar ⦕ >quest ⩼ >rapprox ⪆ >rarr ⥸ >rdot ⋗ >reqless ⋛ >reqqless ⪌ >rless ≷ >rsim ≳ &gvertneqq ≩︀ &gvnE ≩︀ &hArr ⇔ &hairsp   &half ½ &hamilt ℋ &hardcy ъ &harr ↔ &harrcir ⥈ &harrw ↭ &hbar ℏ &hcirc ĥ &hearts ♥ &heartsuit ♥ &hellip … &hercon ⊹ &hfr 𝔥 &hksearow ⤥ &hkswarow ⤦ &hoarr ⇿ &homtht ∻ &hookleftarrow ↩ &hookrightarrow ↪ &hopf 𝕙 &horbar ― &hscr 𝒽 &hslash ℏ &hstrok ħ &hybull ⁃ &hyphen ‐ í í &ic ⁣ î î &icy и &iecy е ¡ ¡ &iff ⇔ &ifr 𝔦 ì ì &ii ⅈ &iiiint ⨌ &iiint ∭ &iinfin ⧜ &iiota ℩ &ijlig ĳ &imacr ī &image ℑ &imagline ℐ &imagpart ℑ &imath ı &imof ⊷ &imped Ƶ &in ∈ &incare ℅ &infin ∞ &infintie ⧝ &inodot ı &int ∫ &intcal ⊺ &integers ℤ &intercal ⊺ &intlarhk ⨗ &intprod ⨼ &iocy ё &iogon į &iopf 𝕚 &iota ι &iprod ⨼ ¿ ¿ &iscr 𝒾 &isin ∈ &isinE ⋹ &isindot ⋵ &isins ⋴ &isinsv ⋳ &isinv ∈ &it ⁢ &itilde ĩ &iukcy і ï ï &jcirc ĵ &jcy й &jfr 𝔧 &jmath ȷ &jopf 𝕛 &jscr 𝒿 &jsercy ј &jukcy є &kappa κ &kappav ϰ &kcedil ķ &kcy к &kfr 𝔨 &kgreen ĸ &khcy х &kjcy ќ &kopf 𝕜 &kscr 𝓀 &lAarr ⇚ &lArr ⇐ &lAtail ⤛ &lBarr ⤎ &lE ≦ &lEg ⪋ &lHar ⥢ &lacute ĺ &laemptyv ⦴ &lagran ℒ &lambda λ &lang ⟨ &langd ⦑ &langle ⟨ &lap ⪅ « « &larr ← &larrb ⇤ &larrbfs ⤟ &larrfs ⤝ &larrhk ↩ &larrlp ↫ &larrpl ⤹ &larrsim ⥳ &larrtl ↢ &lat ⪫ &latail ⤙ &late ⪭ &lates ⪭︀ &lbarr ⤌ &lbbrk ❲ &lbrace { &lbrack [ &lbrke ⦋ &lbrksld ⦏ &lbrkslu ⦍ &lcaron ľ &lcedil ļ &lceil ⌈ &lcub { &lcy л &ldca ⤶ &ldquo “ &ldquor „ &ldrdhar ⥧ &ldrushar ⥋ &ldsh ↲ &le ≤ &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 𝔩 &lg ≶ &lgE ⪑ &lhard ↽ &lharu ↼ &lharul ⥪ &lhblk ▄ &ljcy љ &ll ≪ &llarr ⇇ &llcorner ⌞ &llhard ⥫ &lltri ◺ &lmidot ŀ &lmoust ⎰ &lmoustache ⎰ &lnE ≨ &lnap ⪉ &lnapprox ⪉ &lne ⪇ &lneq ⪇ &lneqq ≨ &lnsim ⋦ &loang ⟬ &loarr ⇽ &lobrk ⟦ &longleftarrow ⟵ &longleftrightarrow ⟷ &longmapsto ⟼ &longrightarrow ⟶ &looparrowleft ↫ &looparrowright ↬ &lopar ⦅ &lopf 𝕝 &loplus ⨭ &lotimes ⨴ &lowast ∗ &lowbar _ &loz ◊ &lozenge ◊ &lozf ⧫ &lpar ( &lparlt ⦓ &lrarr ⇆ &lrcorner ⌟ &lrhar ⇋ &lrhard ⥭ &lrm ‎ &lrtri ⊿ &lsaquo ‹ &lscr 𝓁 &lsh ↰ &lsim ≲ &lsime ⪍ &lsimg ⪏ &lsqb [ &lsquo ‘ &lsquor ‚ &lstrok ł < < <cc ⪦ <cir ⩹ <dot ⋖ <hree ⋋ <imes ⋉ <larr ⥶ <quest ⩻ <rPar ⦖ <ri ◃ <rie ⊴ <rif ◂ &lurdshar ⥊ &luruhar ⥦ &lvertneqq ≨︀ &lvnE ≨︀ &mDDot ∺ ¯ ¯ &male ♂ &malt ✠ &maltese ✠ &map ↦ &mapsto ↦ &mapstodown ↧ &mapstoleft ↤ &mapstoup ↥ &marker ▮ &mcomma ⨩ &mcy м &mdash — &measuredangle ∡ &mfr 𝔪 &mho ℧ µ µ &mid ∣ &midast * &midcir ⫰ · · &minus − &minusb ⊟ &minusd ∸ &minusdu ⨪ &mlcp ⫛ &mldr … &mnplus ∓ &models ⊧ &mopf 𝕞 &mp ∓ &mscr 𝓂 &mstpos ∾ &mu μ &multimap ⊸ &mumap ⊸ &nGg ⋙̸ &nGt ≫⃒ &nGtv ≫̸ &nLeftarrow ⇍ &nLeftrightarrow ⇎ &nLl ⋘̸ &nLt ≪⃒ &nLtv ≪̸ &nRightarrow ⇏ &nVDash ⊯ &nVdash ⊮ &nabla ∇ &nacute ń &nang ∠⃒ &nap ≉ &napE ⩰̸ &napid ≋̸ &napos ŉ &napprox ≉ &natur ♮ &natural ♮ &naturals ℕ &nbump ≎̸ &nbumpe ≏̸ &ncap ⩃ &ncaron ň &ncedil ņ &ncong ≇ &ncongdot ⩭̸ &ncup ⩂ &ncy н &ndash – &ne ≠ &neArr ⇗ &nearhk ⤤ &nearr ↗ &nearrow ↗ &nedot ≐̸ &nequiv ≢ &nesear ⤨ &nesim ≂̸ &nexist ∄ &nexists ∄ &nfr 𝔫 &ngE ≧̸ &nge ≱ &ngeq ≱ &ngeqq ≧̸ &ngeqslant ⩾̸ &nges ⩾̸ &ngsim ≵ &ngt ≯ &ngtr ≯ &nhArr ⇎ &nharr ↮ &nhpar ⫲ &ni ∋ &nis ⋼ &nisd ⋺ &niv ∋ &njcy њ &nlArr ⇍ &nlE ≦̸ &nlarr ↚ &nldr ‥ &nle ≰ &nleftarrow ↚ &nleftrightarrow ↮ &nleq ≰ &nleqq ≦̸ &nleqslant ⩽̸ &nles ⩽̸ &nless ≮ &nlsim ≴ &nlt ≮ &nltri ⋪ &nltrie ⋬ &nmid ∤ &nopf 𝕟 ¬ ¬ ¬in ∉ ¬inE ⋹̸ ¬indot ⋵̸ ¬inva ∉ ¬invb ⋷ ¬invc ⋶ ¬ni ∌ ¬niva ∌ ¬nivb ⋾ ¬nivc ⋽ &npar ∦ &nparallel ∦ &nparsl ⫽⃥ &npart ∂̸ &npolint ⨔ &npr ⊀ &nprcue ⋠ &npre ⪯̸ &nprec ⊀ &npreceq ⪯̸ &nrArr ⇏ &nrarr ↛ &nrarrc ⤳̸ &nrarrw ↝̸ &nrightarrow ↛ &nrtri ⋫ &nrtrie ⋭ &nsc ⊁ &nsccue ⋡ &nsce ⪰̸ &nscr 𝓃 &nshortmid ∤ &nshortparallel ∦ &nsim ≁ &nsime ≄ &nsimeq ≄ &nsmid ∤ &nspar ∦ &nsqsube ⋢ &nsqsupe ⋣ &nsub ⊄ &nsubE ⫅̸ &nsube ⊈ &nsubset ⊂⃒ &nsubseteq ⊈ &nsubseteqq ⫅̸ &nsucc ⊁ &nsucceq ⪰̸ &nsup ⊅ &nsupE ⫆̸ &nsupe ⊉ &nsupset ⊃⃒ &nsupseteq ⊉ &nsupseteqq ⫆̸ &ntgl ≹ ñ ñ &ntlg ≸ &ntriangleleft ⋪ &ntrianglelefteq ⋬ &ntriangleright ⋫ &ntrianglerighteq ⋭ &nu ν &num # &numero № &numsp   &nvDash ⊭ &nvHarr ⤄ &nvap ≍⃒ &nvdash ⊬ &nvge ≥⃒ &nvgt >⃒ &nvinfin ⧞ &nvlArr ⤂ &nvle ≤⃒ &nvlt <⃒ &nvltrie ⊴⃒ &nvrArr ⤃ &nvrtrie ⊵⃒ &nvsim ∼⃒ &nwArr ⇖ &nwarhk ⤣ &nwarr ↖ &nwarrow ↖ &nwnear ⤧ &oS Ⓢ ó ó &oast ⊛ &ocir ⊚ ô ô &ocy о &odash ⊝ &odblac ő &odiv ⨸ &odot ⊙ &odsold ⦼ &oelig œ &ofcir ⦿ &ofr 𝔬 &ogon ˛ ò ò &ogt ⧁ &ohbar ⦵ &ohm Ω &oint ∮ &olarr ↺ &olcir ⦾ &olcross ⦻ &oline ‾ &olt ⧀ &omacr ō &omega ω &omicron ο &omid ⦶ &ominus ⊖ &oopf 𝕠 &opar ⦷ &operp ⦹ &oplus ⊕ &or ∨ &orarr ↻ &ord ⩝ &order ℴ &orderof ℴ ª ª º º &origof ⊶ &oror ⩖ &orslope ⩗ &orv ⩛ &oscr ℴ ø ø &osol ⊘ õ õ &otimes ⊗ &otimesas ⨶ ö ö &ovbar ⌽ &par ∥ ¶ ¶ ¶llel ∥ &parsim ⫳ &parsl ⫽ &part ∂ &pcy п &percnt % &period . &permil ‰ &perp ⊥ &pertenk ‱ &pfr 𝔭 &phi φ &phiv ϕ &phmmat ℳ &phone ☎ &pi π &pitchfork ⋔ &piv ϖ &planck ℏ &planckh ℎ &plankv ℏ &plus + &plusacir ⨣ &plusb ⊞ &pluscir ⨢ &plusdo ∔ &plusdu ⨥ &pluse ⩲ ± ± &plussim ⨦ &plustwo ⨧ &pm ± &pointint ⨕ &popf 𝕡 £ £ &pr ≺ &prE ⪳ &prap ⪷ &prcue ≼ &pre ⪯ &prec ≺ &precapprox ⪷ &preccurlyeq ≼ &preceq ⪯ &precnapprox ⪹ &precneqq ⪵ &precnsim ⋨ &precsim ≾ &prime ′ &primes ℙ &prnE ⪵ &prnap ⪹ &prnsim ⋨ &prod ∏ &profalar ⌮ &profline ⌒ &profsurf ⌓ &prop ∝ &propto ∝ &prsim ≾ &prurel ⊰ &pscr 𝓅 &psi ψ &puncsp   &qfr 𝔮 &qint ⨌ &qopf 𝕢 &qprime ⁗ &qscr 𝓆 &quaternions ℍ &quatint ⨖ &quest ? &questeq ≟ " " &rAarr ⇛ &rArr ⇒ &rAtail ⤜ &rBarr ⤏ &rHar ⥤ &race ∽̱ &racute ŕ &radic √ &raemptyv ⦳ &rang ⟩ &rangd ⦒ &range ⦥ &rangle ⟩ » » &rarr → &rarrap ⥵ &rarrb ⇥ &rarrbfs ⤠ &rarrc ⤳ &rarrfs ⤞ &rarrhk ↪ &rarrlp ↬ &rarrpl ⥅ &rarrsim ⥴ &rarrtl ↣ &rarrw ↝ &ratail ⤚ &ratio ∶ &rationals ℚ &rbarr ⤍ &rbbrk ❳ &rbrace } &rbrack ] &rbrke ⦌ &rbrksld ⦎ &rbrkslu ⦐ &rcaron ř &rcedil ŗ &rceil ⌉ &rcub } &rcy р &rdca ⤷ &rdldhar ⥩ &rdquo ” &rdquor ” &rdsh ↳ &real ℜ &realine ℛ &realpart ℜ &reals ℝ &rect ▭ ® ® &rfisht ⥽ &rfloor ⌋ &rfr 𝔯 &rhard ⇁ &rharu ⇀ &rharul ⥬ &rho ρ &rhov ϱ &rightarrow → &rightarrowtail ↣ &rightharpoondown ⇁ &rightharpoonup ⇀ &rightleftarrows ⇄ &rightleftharpoons ⇌ &rightrightarrows ⇉ &rightsquigarrow ↝ &rightthreetimes ⋌ &ring ˚ &risingdotseq ≓ &rlarr ⇄ &rlhar ⇌ &rlm ‏ &rmoust ⎱ &rmoustache ⎱ &rnmid ⫮ &roang ⟭ &roarr ⇾ &robrk ⟧ &ropar ⦆ &ropf 𝕣 &roplus ⨮ &rotimes ⨵ &rpar ) &rpargt ⦔ &rppolint ⨒ &rrarr ⇉ &rsaquo › &rscr 𝓇 &rsh ↱ &rsqb ] &rsquo ’ &rsquor ’ &rthree ⋌ &rtimes ⋊ &rtri ▹ &rtrie ⊵ &rtrif ▸ &rtriltri ⧎ &ruluhar ⥨ &rx ℞ &sacute ś &sbquo ‚ &sc ≻ &scE ⪴ &scap ⪸ &scaron š &sccue ≽ &sce ⪰ &scedil ş &scirc ŝ &scnE ⪶ &scnap ⪺ &scnsim ⋩ &scpolint ⨓ &scsim ≿ &scy с &sdot ⋅ &sdotb ⊡ &sdote ⩦ &seArr ⇘ &searhk ⤥ &searr ↘ &searrow ↘ § § &semi ; &seswar ⤩ &setminus ∖ &setmn ∖ &sext ✶ &sfr 𝔰 &sfrown ⌢ &sharp ♯ &shchcy щ &shcy ш &shortmid ∣ &shortparallel ∥ &sigma σ &sigmaf ς &sigmav ς &sim ∼ &simdot ⩪ &sime ≃ &simeq ≃ &simg ⪞ &simgE ⪠ &siml ⪝ &simlE ⪟ &simne ≆ &simplus ⨤ &simrarr ⥲ &slarr ← &smallsetminus ∖ &smashp ⨳ &smeparsl ⧤ &smid ∣ &smile ⌣ &smt ⪪ &smte ⪬ &smtes ⪬︀ &softcy ь &sol / &solb ⧄ &solbar ⌿ &sopf 𝕤 &spades ♠ &spadesuit ♠ &spar ∥ &sqcap ⊓ &sqcaps ⊓︀ &sqcup ⊔ &sqcups ⊔︀ &sqsub ⊏ &sqsube ⊑ &sqsubset ⊏ &sqsubseteq ⊑ &sqsup ⊐ &sqsupe ⊒ &sqsupset ⊐ &sqsupseteq ⊒ &squ □ &square □ &squarf ▪ &squf ▪ &srarr → &sscr 𝓈 &ssetmn ∖ &ssmile ⌣ &sstarf ⋆ &star ☆ &starf ★ &straightepsilon ϵ &straightphi ϕ &strns ¯ &sub ⊂ &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 ≿ &sum ∑ &sung ♪ ¹ ¹ ² ² ³ ³ &sup ⊃ &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 ⤪ ß ß &target ⌖ &tau τ &tbrk ⎴ &tcaron ť &tcedil ţ &tcy т &tdot ⃛ &telrec ⌕ &tfr 𝔱 &there4 ∴ &therefore ∴ &theta θ &thetasym ϑ &thetav ϑ &thickapprox ≈ &thicksim ∼ &thinsp   &thkap ≈ &thksim ∼ þ þ &tilde ˜ × × ×b ⊠ ×bar ⨱ ×d ⨰ &tint ∭ &toea ⤨ &top ⊤ &topbot ⌶ &topcir ⫱ &topf 𝕥 &topfork ⫚ &tosa ⤩ &tprime ‴ &trade ™ &triangle ▵ &triangledown ▿ &triangleleft ◃ &trianglelefteq ⊴ &triangleq ≜ &triangleright ▹ &trianglerighteq ⊵ &tridot ◬ &trie ≜ &triminus ⨺ &triplus ⨹ &trisb ⧍ &tritime ⨻ &trpezium ⏢ &tscr 𝓉 &tscy ц &tshcy ћ &tstrok ŧ &twixt ≬ &twoheadleftarrow ↞ &twoheadrightarrow ↠ &uArr ⇑ &uHar ⥣ ú ú &uarr ↑ &ubrcy ў &ubreve ŭ û û &ucy у &udarr ⇅ &udblac ű &udhar ⥮ &ufisht ⥾ &ufr 𝔲 ù ù &uharl ↿ &uharr ↾ &uhblk ▀ &ulcorn ⌜ &ulcorner ⌜ &ulcrop ⌏ &ultri ◸ &umacr ū ¨ ¨ &uogon ų &uopf 𝕦 &uparrow ↑ &updownarrow ↕ &upharpoonleft ↿ &upharpoonright ↾ &uplus ⊎ &upsi υ &upsih ϒ &upsilon υ &upuparrows ⇈ &urcorn ⌝ &urcorner ⌝ &urcrop ⌎ &uring ů &urtri ◹ &uscr 𝓊 &utdot ⋰ &utilde ũ &utri ▵ &utrif ▴ &uuarr ⇈ ü ü &uwangle ⦧ &vArr ⇕ &vBar ⫨ &vBarv ⫩ &vDash ⊨ &vangrt ⦜ &varepsilon ϵ &varkappa ϰ &varnothing ∅ &varphi ϕ &varpi ϖ &varpropto ∝ &varr ↕ &varrho ϱ &varsigma ς &varsubsetneq ⊊︀ &varsubsetneqq ⫋︀ &varsupsetneq ⊋︀ &varsupsetneqq ⫌︀ &vartheta ϑ &vartriangleleft ⊲ &vartriangleright ⊳ &vcy в &vdash ⊢ &vee ∨ &veebar ⊻ &veeeq ≚ &vellip ⋮ &verbar | &vert | &vfr 𝔳 &vltri ⊲ &vnsub ⊂⃒ &vnsup ⊃⃒ &vopf 𝕧 &vprop ∝ &vrtri ⊳ &vscr 𝓋 &vsubnE ⫋︀ &vsubne ⊊︀ &vsupnE ⫌︀ &vsupne ⊋︀ &vzigzag ⦚ &wcirc ŵ &wedbar ⩟ &wedge ∧ &wedgeq ≙ &weierp ℘ &wfr 𝔴 &wopf 𝕨 &wp ℘ &wr ≀ &wreath ≀ &wscr 𝓌 &xcap ⋂ &xcirc ◯ &xcup ⋃ &xdtri ▽ &xfr 𝔵 &xhArr ⟺ &xharr ⟷ &xi ξ &xlArr ⟸ &xlarr ⟵ &xmap ⟼ &xnis ⋻ &xodot ⨀ &xopf 𝕩 &xoplus ⨁ &xotime ⨂ &xrArr ⟹ &xrarr ⟶ &xscr 𝓍 &xsqcup ⨆ &xuplus ⨄ &xutri △ &xvee ⋁ &xwedge ⋀ ý ý &yacy я &ycirc ŷ &ycy ы ¥ ¥ &yfr 𝔶 &yicy ї &yopf 𝕪 &yscr 𝓎 &yucy ю ÿ ÿ &zacute ź &zcaron ž &zcy з &zdot ż &zeetrf ℨ &zeta ζ &zfr 𝔷 &zhcy ж &zigrarr ⇝ &zopf 𝕫 &zscr 𝓏 &zwj ‍ &zwnj ‌