XML_Data_Parsing/libxml2/result/HTML/html5-entities.html

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Æ
Æ
&amp;
&amp;
Á
Á
&amp;Abreve
Ă
Â
Â
&amp;Acy
А
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𝔄
À
À
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Α
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Ā
&amp;And
⩓
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Ą
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𝔸
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⁡
Å
Å
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𝒜
&amp;Assign
≔
Ã
Ã
Ä
Ä
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∖
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⫧
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⌆
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Б
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∵
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ℬ
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Β
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˘
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ℬ
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≎
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Ч
©
©
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Ć
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⋒
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ⅅ
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ℭ
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Č
Ç
Ç
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Ĉ
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∰
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Ċ
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¸
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·
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ℭ
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Χ
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⊙
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⊖
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⊕
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⊗
&amp;ClockwiseContourIntegral
∲
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”
&amp;CloseCurlyQuote
’
&amp;Colon
∷
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⩴
&amp;Congruent
≡
&amp;Conint
∯
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∮
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ℂ
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∐
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⨯
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𝒞
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⋓
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≍
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ⅅ
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⤑
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Ѕ
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Џ
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‡
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↡
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⫤
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Ď
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Д
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∇
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Δ
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𝔇
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´
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˙
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˝
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`
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˜
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⋄
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ⅆ
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𝔻
&amp;Dot
¨
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⃜
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≐
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∯
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¨
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⇓
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⇐
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⇔
&amp;DoubleLeftTee
⫤
&amp;DoubleLongLeftArrow
⟸
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⟺
&amp;DoubleLongRightArrow
⟹
&amp;DoubleRightArrow
⇒
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⊨
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⇑
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⇕
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∥
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↓
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⤓
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⇵
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̑
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⥐
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⥞
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↽
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⥖
&amp;DownRightTeeVector
⥟
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⇁
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⥗
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⊤
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↧
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⇓
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𝒟
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Đ
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Ŋ
Ð
Ð
É
É
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Ě
Ê
Ê
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Э
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Ė
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𝔈
È
È
&amp;Element
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Ē
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◻
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▫
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Ę
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Ε
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⩵
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≂
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⇌
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ℰ
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⩳
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Η
Ë
Ë
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∃
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ⅇ
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Ф
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◼
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▪
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∀
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ℱ
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ℱ
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Ѓ
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&amp;Gamma
Γ
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Ϝ
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Ğ
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Ģ
&amp;Gcirc
Ĝ
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Г
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Ġ
&amp;Gfr
𝔊
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⋙
&amp;Gopf
𝔾
&amp;GreaterEqual
≥
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⋛
&amp;GreaterFullEqual
≧
&amp;GreaterGreater
⪢
&amp;GreaterLess
≷
&amp;GreaterSlantEqual
⩾
&amp;GreaterTilde
≳
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𝒢
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≫
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Ъ
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ˇ
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^
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Ĥ
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ℋ
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ℍ
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─
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ℋ
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Ħ
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≎
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≏
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Е
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Ё
Í
Í
Î
Î
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И
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İ
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ℑ
Ì
Ì
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ℑ
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Ī
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ⅈ
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⇒
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∬
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∫
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⋂
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⁣
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⁢
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Į
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Ι
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ℐ
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Ĩ
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І
Ï
Ï
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К
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𝔎
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𝕂
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Љ
&lt;
&lt;
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⟪
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ℒ
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↞
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Ľ
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Ļ
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Л
&amp;LeftAngleBracket
⟨
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←
&amp;LeftArrowBar
⇤
&amp;LeftArrowRightArrow
⇆
&amp;LeftCeiling
⌈
&amp;LeftDoubleBracket
⟦
&amp;LeftDownTeeVector
⥡
&amp;LeftDownVector
⇃
&amp;LeftDownVectorBar
⥙
&amp;LeftFloor
⌊
&amp;LeftRightArrow
↔
&amp;LeftRightVector
⥎
&amp;LeftTee
⊣
&amp;LeftTeeArrow
↤
&amp;LeftTeeVector
⥚
&amp;LeftTriangle
⊲
&amp;LeftTriangleBar
⧏
&amp;LeftTriangleEqual
⊴
&amp;LeftUpDownVector
⥑
&amp;LeftUpTeeVector
⥠
&amp;LeftUpVector
↿
&amp;LeftUpVectorBar
⥘
&amp;LeftVector
↼
&amp;LeftVectorBar
⥒
&amp;Leftarrow
⇐
&amp;Leftrightarrow
⇔
&amp;LessEqualGreater
⋚
&amp;LessFullEqual
≦
&amp;LessGreater
≶
&amp;LessLess
⪡
&amp;LessSlantEqual
⩽
&amp;LessTilde
≲
&amp;Lfr
𝔏
&amp;Ll
⋘
&amp;Lleftarrow
⇚
&amp;Lmidot
Ŀ
&amp;LongLeftArrow
⟵
&amp;LongLeftRightArrow
⟷
&amp;LongRightArrow
⟶
&amp;Longleftarrow
⟸
&amp;Longleftrightarrow
⟺
&amp;Longrightarrow
⟹
&amp;Lopf
𝕃
&amp;LowerLeftArrow
↙
&amp;LowerRightArrow
↘
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ℒ
&amp;Lsh
↰
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Ł
&amp;Lt
≪
&amp;Map
⤅
&amp;Mcy
М
&amp;MediumSpace

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ℳ
&amp;Mfr
𝔐
&amp;MinusPlus
∓
&amp;Mopf
𝕄
&amp;Mscr
ℳ
&amp;Mu
Μ
&amp;NJcy
Њ
&amp;Nacute
Ń
&amp;Ncaron
Ň
&amp;Ncedil
Ņ
&amp;Ncy
Н
&amp;NegativeMediumSpace

&amp;NegativeThickSpace

&amp;NegativeThinSpace

&amp;NegativeVeryThinSpace

&amp;NestedGreaterGreater
≫
&amp;NestedLessLess
≪
&amp;NewLine


&amp;Nfr
𝔑
&amp;NoBreak
⁠
&amp;NonBreakingSpace

&amp;Nopf
ℕ
&amp;Not
⫬
&amp;NotCongruent
≢
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≭
&amp;NotDoubleVerticalBar
∦
&amp;NotElement
∉
&amp;NotEqual
≠
&amp;NotEqualTilde
≂̸
&amp;NotExists
∄
&amp;NotGreater
≯
&amp;NotGreaterEqual
≱
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≧̸
&amp;NotGreaterGreater
≫̸
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≹
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⩾̸
&amp;NotGreaterTilde
≵
&amp;NotHumpDownHump
≎̸
&amp;NotHumpEqual
≏̸
&amp;NotLeftTriangle
⋪
&amp;NotLeftTriangleBar
⧏̸
&amp;NotLeftTriangleEqual
⋬
&amp;NotLess
≮
&amp;NotLessEqual
≰
&amp;NotLessGreater
≸
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≪̸
&amp;NotLessSlantEqual
⩽̸
&amp;NotLessTilde
≴
&amp;NotNestedGreaterGreater
⪢̸
&amp;NotNestedLessLess
⪡̸
&amp;NotPrecedes
⊀
&amp;NotPrecedesEqual
⪯̸
&amp;NotPrecedesSlantEqual
⋠
&amp;NotReverseElement
∌
&amp;NotRightTriangle
⋫
&amp;NotRightTriangleBar
⧐̸
&amp;NotRightTriangleEqual
⋭
&amp;NotSquareSubset
⊏̸
&amp;NotSquareSubsetEqual
⋢
&amp;NotSquareSuperset
⊐̸
&amp;NotSquareSupersetEqual
⋣
&amp;NotSubset
⊂⃒
&amp;NotSubsetEqual
⊈
&amp;NotSucceeds
⊁
&amp;NotSucceedsEqual
⪰̸
&amp;NotSucceedsSlantEqual
⋡
&amp;NotSucceedsTilde
≿̸
&amp;NotSuperset
⊃⃒
&amp;NotSupersetEqual
⊉
&amp;NotTilde
≁
&amp;NotTildeEqual
≄
&amp;NotTildeFullEqual
≇
&amp;NotTildeTilde
≉
&amp;NotVerticalBar
∤
&amp;Nscr
𝒩
Ñ
Ñ
&amp;Nu
Ν
&amp;OElig
Œ
Ó
Ó
Ô
Ô
&amp;Ocy
О
&amp;Odblac
Ő
&amp;Ofr
𝔒
Ò
Ò
&amp;Omacr
Ō
&amp;Omega
Ω
&amp;Omicron
Ο
&amp;Oopf
𝕆
&amp;OpenCurlyDoubleQuote
“
&amp;OpenCurlyQuote
‘
&amp;Or
⩔
&amp;Oscr
𝒪
Ø
Ø
Õ
Õ
&amp;Otimes
⨷
Ö
Ö
&amp;OverBar
‾
&amp;OverBrace
⏞
&amp;OverBracket
⎴
&amp;OverParenthesis
⏜
&amp;PartialD
∂
&amp;Pcy
П
&amp;Pfr
𝔓
&amp;Phi
Φ
&amp;Pi
Π
&amp;PlusMinus
±
&amp;Poincareplane
ℌ
&amp;Popf
ℙ
&amp;Pr
⪻
&amp;Precedes
≺
&amp;PrecedesEqual
⪯
&amp;PrecedesSlantEqual
≼
&amp;PrecedesTilde
≾
&amp;Prime
″
&amp;Product
∏
&amp;Proportion
∷
&amp;Proportional
∝
&amp;Pscr
𝒫
&amp;Psi
Ψ
"
"
&amp;Qfr
𝔔
&amp;Qopf
ℚ
&amp;Qscr
𝒬
&amp;RBarr
⤐
®
®
&amp;Racute
Ŕ
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⟫
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↠
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⤖
&amp;Rcaron
Ř
&amp;Rcedil
Ŗ
&amp;Rcy
Р
&amp;Re
ℜ
&amp;ReverseElement
∋
&amp;ReverseEquilibrium
⇋
&amp;ReverseUpEquilibrium
⥯
&amp;Rfr
ℜ
&amp;Rho
Ρ
&amp;RightAngleBracket
⟩
&amp;RightArrow
→
&amp;RightArrowBar
⇥
&amp;RightArrowLeftArrow
⇄
&amp;RightCeiling
⌉
&amp;RightDoubleBracket
⟧
&amp;RightDownTeeVector
⥝
&amp;RightDownVector
⇂
&amp;RightDownVectorBar
⥕
&amp;RightFloor
⌋
&amp;RightTee
⊢
&amp;RightTeeArrow
↦
&amp;RightTeeVector
⥛
&amp;RightTriangle
⊳
&amp;RightTriangleBar
⧐
&amp;RightTriangleEqual
⊵
&amp;RightUpDownVector
⥏
&amp;RightUpTeeVector
⥜
&amp;RightUpVector
↾
&amp;RightUpVectorBar
⥔
&amp;RightVector
⇀
&amp;RightVectorBar
⥓
&amp;Rightarrow
⇒
&amp;Ropf
ℝ
&amp;RoundImplies
⥰
&amp;Rrightarrow
⇛
&amp;Rscr
ℛ
&amp;Rsh
↱
&amp;RuleDelayed
⧴
&amp;SHCHcy
Щ
&amp;SHcy
Ш
&amp;SOFTcy
Ь
&amp;Sacute
Ś
&amp;Sc
⪼
&amp;Scaron
Š
&amp;Scedil
Ş
&amp;Scirc
Ŝ
&amp;Scy
С
&amp;Sfr
𝔖
&amp;ShortDownArrow
↓
&amp;ShortLeftArrow
←
&amp;ShortRightArrow
→
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↑
&amp;Sigma
Σ
&amp;SmallCircle
∘
&amp;Sopf
𝕊
&amp;Sqrt
√
&amp;Square
□
&amp;SquareIntersection
⊓
&amp;SquareSubset
⊏
&amp;SquareSubsetEqual
⊑
&amp;SquareSuperset
⊐
&amp;SquareSupersetEqual
⊒
&amp;SquareUnion
⊔
&amp;Sscr
𝒮
&amp;Star
⋆
&amp;Sub
⋐
&amp;Subset
⋐
&amp;SubsetEqual
⊆
&amp;Succeeds
≻
&amp;SucceedsEqual
⪰
&amp;SucceedsSlantEqual
≽
&amp;SucceedsTilde
≿
&amp;SuchThat
∋
&amp;Sum
∑
&amp;Sup
⋑
&amp;Superset
⊃
&amp;SupersetEqual
⊇
&amp;Supset
⋑
Þ
Þ
&amp;TRADE
™
&amp;TSHcy
Ћ
&amp;TScy
Ц
&amp;Tab

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Τ
&amp;Tcaron
Ť
&amp;Tcedil
Ţ
&amp;Tcy
Т
&amp;Tfr
𝔗
&amp;Therefore
∴
&amp;Theta
Θ
&amp;ThickSpace

&amp;ThinSpace

&amp;Tilde
∼
&amp;TildeEqual
≃
&amp;TildeFullEqual
≅
&amp;TildeTilde
≈
&amp;Topf
𝕋
&amp;TripleDot
⃛
&amp;Tscr
𝒯
&amp;Tstrok
Ŧ
Ú
Ú
&amp;Uarr
↟
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⥉
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Ў
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Ŭ
Û
Û
&amp;Ucy
У
&amp;Udblac
Ű
&amp;Ufr
𝔘
Ù
Ù
&amp;Umacr
Ū
&amp;UnderBar
_
&amp;UnderBrace
⏟
&amp;UnderBracket
⎵
&amp;UnderParenthesis
⏝
&amp;Union
⋃
&amp;UnionPlus
⊎
&amp;Uogon
Ų
&amp;Uopf
𝕌
&amp;UpArrow
↑
&amp;UpArrowBar
⤒
&amp;UpArrowDownArrow
⇅
&amp;UpDownArrow
↕
&amp;UpEquilibrium
⥮
&amp;UpTee
⊥
&amp;UpTeeArrow
↥
&amp;Uparrow
⇑
&amp;Updownarrow
⇕
&amp;UpperLeftArrow
↖
&amp;UpperRightArrow
↗
&amp;Upsi
ϒ
&amp;Upsilon
Υ
&amp;Uring
Ů
&amp;Uscr
𝒰
&amp;Utilde
Ũ
Ü
Ü
&amp;VDash
⊫
&amp;Vbar
⫫
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В
&amp;Vdash
⊩
&amp;Vdashl
⫦
&amp;Vee
⋁
&amp;Verbar
‖
&amp;Vert
‖
&amp;VerticalBar
∣
&amp;VerticalLine
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&amp;VerticalSeparator
❘
&amp;VerticalTilde
≀
&amp;VeryThinSpace

&amp;Vfr
𝔙
&amp;Vopf
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&amp;Vscr
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&amp;Wcirc
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&amp;Wedge
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&amp;Wfr
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&amp;Wopf
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&amp;Wscr
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&amp;Xfr
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&amp;Xi
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&amp;Xscr
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&amp;YAcy
Я
&amp;YIcy
Ї
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&amp;Ycirc
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&amp;Yfr
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&amp;Yopf
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&amp;Yscr
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&amp;Yuml
Ÿ
&amp;ZHcy
Ж
&amp;Zacute
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&amp;Zcaron
Ž
&amp;Zcy
З
&amp;Zdot
Ż
&amp;ZeroWidthSpace

&amp;Zeta
Ζ
&amp;Zfr
ℨ
&amp;Zopf
ℤ
&amp;Zscr
𝒵
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á
&amp;abreve
ă
&amp;ac
∾
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∾̳
&amp;acd
∿
â
â
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æ
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&amp;af
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&amp;afr
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ℵ
&amp;alpha
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&amp;amalg
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&amp;
&amp;
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∧
&amp;andand
⩕
&amp;andd
⩜
&amp;andslope
⩘
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⩚
&amp;ang
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&amp;ange
⦤
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&amp;angmsd
∡
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⦨
&amp;angmsdab
⦩
&amp;angmsdac
⦪
&amp;angmsdad
⦫
&amp;angmsdae
⦬
&amp;angmsdaf
⦭
&amp;angmsdag
⦮
&amp;angmsdah
⦯
&amp;angrt
∟
&amp;angrtvb
⊾
&amp;angrtvbd
⦝
&amp;angsph
∢
&amp;angst
Å
&amp;angzarr
⍼
&amp;aogon
ą
&amp;aopf
𝕒
&amp;ap
≈
&amp;apE
⩰
&amp;apacir
⩯
&amp;ape
≊
&amp;apid
≋
&amp;apos
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&amp;approx
≈
&amp;approxeq
≊
å
å
&amp;ascr
𝒶
&amp;ast
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&amp;asymp
≈
&amp;asympeq
≍
ã
ã
ä
ä
&amp;awconint
∳
&amp;awint
⨑
&amp;bNot
⫭
&amp;backcong
≌
&amp;backepsilon
϶
&amp;backprime
‵
&amp;backsim
∽
&amp;backsimeq
⋍
&amp;barvee
⊽
&amp;barwed
⌅
&amp;barwedge
⌅
&amp;bbrk
⎵
&amp;bbrktbrk
⎶
&amp;bcong
≌
&amp;bcy
б
&amp;bdquo
„
&amp;becaus
∵
&amp;because
∵
&amp;bemptyv
⦰
&amp;bepsi
϶
&amp;bernou
ℬ
&amp;beta
β
&amp;beth
ℶ
&amp;between
≬
&amp;bfr
𝔟
&amp;bigcap
⋂
&amp;bigcirc
◯
&amp;bigcup
⋃
&amp;bigodot
⨀
&amp;bigoplus
⨁
&amp;bigotimes
⨂
&amp;bigsqcup
⨆
&amp;bigstar
★
&amp;bigtriangledown
▽
&amp;bigtriangleup
△
&amp;biguplus
⨄
&amp;bigvee
⋁
&amp;bigwedge
⋀
&amp;bkarow
⤍
&amp;blacklozenge
⧫
&amp;blacksquare
▪
&amp;blacktriangle
▴
&amp;blacktriangledown
▾
&amp;blacktriangleleft
◂
&amp;blacktriangleright
▸
&amp;blank
␣
&amp;blk12
▒
&amp;blk14
░
&amp;blk34
▓
&amp;block
█
&amp;bne
=⃥
&amp;bnequiv
≡⃥
&amp;bnot
⌐
&amp;bopf
𝕓
&amp;bot
⊥
&amp;bottom
⊥
&amp;bowtie
⋈
&amp;boxDL
╗
&amp;boxDR
╔
&amp;boxDl
╖
&amp;boxDr
╓
&amp;boxH
═
&amp;boxHD
╦
&amp;boxHU
╩
&amp;boxHd
╤
&amp;boxHu
╧
&amp;boxUL
╝
&amp;boxUR
╚
&amp;boxUl
╜
&amp;boxUr
╙
&amp;boxV
║
&amp;boxVH
╬
&amp;boxVL
╣
&amp;boxVR
╠
&amp;boxVh
╫
&amp;boxVl
╢
&amp;boxVr
╟
&amp;boxbox
⧉
&amp;boxdL
╕
&amp;boxdR
╒
&amp;boxdl
┐
&amp;boxdr
┌
&amp;boxh
─
&amp;boxhD
╥
&amp;boxhU
╨
&amp;boxhd
┬
&amp;boxhu
┴
&amp;boxminus
⊟
&amp;boxplus
⊞
&amp;boxtimes
⊠
&amp;boxuL
╛
&amp;boxuR
╘
&amp;boxul
┘
&amp;boxur
└
&amp;boxv
│
&amp;boxvH
╪
&amp;boxvL
╡
&amp;boxvR
╞
&amp;boxvh
┼
&amp;boxvl
┤
&amp;boxvr
├
&amp;bprime
‵
&amp;breve
˘
¦
¦
&amp;bscr
𝒷
&amp;bsemi
⁏
&amp;bsim
∽
&amp;bsime
⋍
&amp;bsol
\
&amp;bsolb
⧅
&amp;bsolhsub
⟈
&amp;bull
•
&amp;bullet
•
&amp;bump
≎
&amp;bumpE
⪮
&amp;bumpe
≏
&amp;bumpeq
≏
&amp;cacute
ć
&amp;cap
∩
&amp;capand
⩄
&amp;capbrcup
⩉
&amp;capcap
⩋
&amp;capcup
⩇
&amp;capdot
⩀
&amp;caps
∩︀
&amp;caret
⁁
&amp;caron
ˇ
&amp;ccaps
⩍
&amp;ccaron
č
ç
ç
&amp;ccirc
ĉ
&amp;ccups
⩌
&amp;ccupssm
⩐
&amp;cdot
ċ
¸
¸
&amp;cemptyv
⦲
¢
¢
¢erdot
·
&amp;cfr
𝔠
&amp;chcy
ч
&amp;check
✓
&amp;checkmark
✓
&amp;chi
χ
&amp;cir
○
&amp;cirE
⧃
&amp;circ
ˆ
&amp;circeq
≗
&amp;circlearrowleft
↺
&amp;circlearrowright
↻
&amp;circledR
®
&amp;circledS
Ⓢ
&amp;circledast
⊛
&amp;circledcirc
⊚
&amp;circleddash
⊝
&amp;cire
≗
&amp;cirfnint
⨐
&amp;cirmid
⫯
&amp;cirscir
⧂
&amp;clubs
♣
&amp;clubsuit
♣
&amp;colon
:
&amp;colone
≔
&amp;coloneq
≔
&amp;comma
,
&amp;commat
@
&amp;comp
∁
&amp;compfn
∘
&amp;complement
∁
&amp;complexes
ℂ
&amp;cong
≅
&amp;congdot
⩭
&amp;conint
∮
&amp;copf
𝕔
&amp;coprod
∐
©
©
©sr
℗
&amp;crarr
↵
&amp;cross
✗
&amp;cscr
𝒸
&amp;csub
⫏
&amp;csube
⫑
&amp;csup
⫐
&amp;csupe
⫒
&amp;ctdot
⋯
&amp;cudarrl
⤸
&amp;cudarrr
⤵
&amp;cuepr
⋞
&amp;cuesc
⋟
&amp;cularr
↶
&amp;cularrp
⤽
&amp;cup
∪
&amp;cupbrcap
⩈
&amp;cupcap
⩆
&amp;cupcup
⩊
&amp;cupdot
⊍
&amp;cupor
⩅
&amp;cups
∪︀
&amp;curarr
↷
&amp;curarrm
⤼
&amp;curlyeqprec
⋞
&amp;curlyeqsucc
⋟
&amp;curlyvee
⋎
&amp;curlywedge
⋏
¤
¤
&amp;curvearrowleft
↶
&amp;curvearrowright
↷
&amp;cuvee
⋎
&amp;cuwed
⋏
&amp;cwconint
∲
&amp;cwint
∱
&amp;cylcty
⌭
&amp;dArr
⇓
&amp;dHar
⥥
&amp;dagger
†
&amp;daleth
ℸ
&amp;darr
↓
&amp;dash
‐
&amp;dashv
⊣
&amp;dbkarow
⤏
&amp;dblac
˝
&amp;dcaron
ď
&amp;dcy
д
&amp;dd
ⅆ
&amp;ddagger
‡
&amp;ddarr
⇊
&amp;ddotseq
⩷
°
°
&amp;delta
δ
&amp;demptyv
⦱
&amp;dfisht
⥿
&amp;dfr
𝔡
&amp;dharl
⇃
&amp;dharr
⇂
&amp;diam
⋄
&amp;diamond
⋄
&amp;diamondsuit
♦
&amp;diams
♦
&amp;die
¨
&amp;digamma
ϝ
&amp;disin
⋲
&amp;div
÷
÷
÷
÷ontimes
⋇
&amp;divonx
⋇
&amp;djcy
ђ
&amp;dlcorn
⌞
&amp;dlcrop
⌍
&amp;dollar
$
&amp;dopf
𝕕
&amp;dot
˙
&amp;doteq
≐
&amp;doteqdot
≑
&amp;dotminus
∸
&amp;dotplus
∔
&amp;dotsquare
⊡
&amp;doublebarwedge
⌆
&amp;downarrow
↓
&amp;downdownarrows
⇊
&amp;downharpoonleft
⇃
&amp;downharpoonright
⇂
&amp;drbkarow
⤐
&amp;drcorn
⌟
&amp;drcrop
⌌
&amp;dscr
𝒹
&amp;dscy
ѕ
&amp;dsol
⧶
&amp;dstrok
đ
&amp;dtdot
⋱
&amp;dtri
▿
&amp;dtrif
▾
&amp;duarr
⇵
&amp;duhar
⥯
&amp;dwangle
⦦
&amp;dzcy
џ
&amp;dzigrarr
⟿
&amp;eDDot
⩷
&amp;eDot
≑
é
é
&amp;easter
⩮
&amp;ecaron
ě
&amp;ecir
≖
ê
ê
&amp;ecolon
≕
&amp;ecy
э
&amp;edot
ė
&amp;ee
ⅇ
&amp;efDot
≒
&amp;efr
𝔢
&amp;eg
⪚
è
è
&amp;egs
⪖
&amp;egsdot
⪘
&amp;el
⪙
&amp;elinters
⏧
&amp;ell
ℓ
&amp;els
⪕
&amp;elsdot
⪗
&amp;emacr
ē
&amp;empty
∅
&amp;emptyset
∅
&amp;emptyv
∅
&amp;emsp13

&amp;emsp14

&amp;emsp

&amp;eng
ŋ
&amp;ensp

&amp;eogon
ę
&amp;eopf
𝕖
&amp;epar
⋕
&amp;eparsl
⧣
&amp;eplus
⩱
&amp;epsi
ε
&amp;epsilon
ε
&amp;epsiv
ϵ
&amp;eqcirc
≖
&amp;eqcolon
≕
&amp;eqsim
≂
&amp;eqslantgtr
⪖
&amp;eqslantless
⪕
&amp;equals
=
&amp;equest
≟
&amp;equiv
≡
&amp;equivDD
⩸
&amp;eqvparsl
⧥
&amp;erDot
≓
&amp;erarr
⥱
&amp;escr
ℯ
&amp;esdot
≐
&amp;esim
≂
&amp;eta
η
ð
ð
ë
ë
&amp;euro
€
&amp;excl
!
&amp;exist
∃
&amp;expectation
ℰ
&amp;exponentiale
ⅇ
&amp;fallingdotseq
≒
&amp;fcy
ф
&amp;female
♀
&amp;ffilig
ﬃ
&amp;fflig
ﬀ
&amp;ffllig
ﬄ
&amp;ffr
𝔣
&amp;filig
ﬁ
&amp;fjlig
fj
&amp;flat
♭
&amp;fllig
ﬂ
&amp;fltns
▱
&amp;fnof
ƒ
&amp;fopf
𝕗
&amp;forall
∀
&amp;fork
⋔
&amp;forkv
⫙
&amp;fpartint
⨍
½
½
&amp;frac13
⅓
¼
¼
&amp;frac15
⅕
&amp;frac16
⅙
&amp;frac18
⅛
&amp;frac23
⅔
&amp;frac25
⅖
¾
¾
&amp;frac35
⅗
&amp;frac38
⅜
&amp;frac45
⅘
&amp;frac56
⅚
&amp;frac58
⅝
&amp;frac78
⅞
&amp;frasl
⁄
&amp;frown
⌢
&amp;fscr
𝒻
&amp;gE
≧
&amp;gEl
⪌
&amp;gacute
ǵ
&amp;gamma
γ
&amp;gammad
ϝ
&amp;gap
⪆
&amp;gbreve
ğ
&amp;gcirc
ĝ
&amp;gcy
г
&amp;gdot
ġ
&amp;ge
≥
&amp;gel
⋛
&amp;geq
≥
&amp;geqq
≧
&amp;geqslant
⩾
&amp;ges
⩾
&amp;gescc
⪩
&amp;gesdot
⪀
&amp;gesdoto
⪂
&amp;gesdotol
⪄
&amp;gesl
⋛︀
&amp;gesles
⪔
&amp;gfr
𝔤
&amp;gg
≫
&amp;ggg
⋙
&amp;gimel
ℷ
&amp;gjcy
ѓ
&amp;gl
≷
&amp;glE
⪒
&amp;gla
⪥
&amp;glj
⪤
&amp;gnE
≩
&amp;gnap
⪊
&amp;gnapprox
⪊
&amp;gne
⪈
&amp;gneq
⪈
&amp;gneqq
≩
&amp;gnsim
⋧
&amp;gopf
𝕘
&amp;grave
`
&amp;gscr
ℊ
&amp;gsim
≳
&amp;gsime
⪎
&amp;gsiml
⪐
&gt;
&gt;
&gt;cc
⪧
&gt;cir
⩺
&gt;dot
⋗
&gt;lPar
⦕
&gt;quest
⩼
&gt;rapprox
⪆
&gt;rarr
⥸
&gt;rdot
⋗
&gt;reqless
⋛
&gt;reqqless
⪌
&gt;rless
≷
&gt;rsim
≳
&amp;gvertneqq
≩︀
&amp;gvnE
≩︀
&amp;hArr
⇔
&amp;hairsp

&amp;half
½
&amp;hamilt
ℋ
&amp;hardcy
ъ
&amp;harr
↔
&amp;harrcir
⥈
&amp;harrw
↭
&amp;hbar
ℏ
&amp;hcirc
ĥ
&amp;hearts
♥
&amp;heartsuit
♥
&amp;hellip
…
&amp;hercon
⊹
&amp;hfr
𝔥
&amp;hksearow
⤥
&amp;hkswarow
⤦
&amp;hoarr
⇿
&amp;homtht
∻
&amp;hookleftarrow
↩
&amp;hookrightarrow
↪
&amp;hopf
𝕙
&amp;horbar
―
&amp;hscr
𝒽
&amp;hslash
ℏ
&amp;hstrok
ħ
&amp;hybull
⁃
&amp;hyphen
‐
í
í
&amp;ic
⁣
î
î
&amp;icy
и
&amp;iecy
е
¡
¡
&amp;iff
⇔
&amp;ifr
𝔦
ì
ì
&amp;ii
ⅈ
&amp;iiiint
⨌
&amp;iiint
∭
&amp;iinfin
⧜
&amp;iiota
℩
&amp;ijlig
ĳ
&amp;imacr
ī
&amp;image
ℑ
&amp;imagline
ℐ
&amp;imagpart
ℑ
&amp;imath
ı
&amp;imof
⊷
&amp;imped
Ƶ
&amp;in
∈
&amp;incare
℅
&amp;infin
∞
&amp;infintie
⧝
&amp;inodot
ı
&amp;int
∫
&amp;intcal
⊺
&amp;integers
ℤ
&amp;intercal
⊺
&amp;intlarhk
⨗
&amp;intprod
⨼
&amp;iocy
ё
&amp;iogon
į
&amp;iopf
𝕚
&amp;iota
ι
&amp;iprod
⨼
¿
¿
&amp;iscr
𝒾
&amp;isin
∈
&amp;isinE
⋹
&amp;isindot
⋵
&amp;isins
⋴
&amp;isinsv
⋳
&amp;isinv
∈
&amp;it
⁢
&amp;itilde
ĩ
&amp;iukcy
і
ï
ï
&amp;jcirc
ĵ
&amp;jcy
й
&amp;jfr
𝔧
&amp;jmath
ȷ
&amp;jopf
𝕛
&amp;jscr
𝒿
&amp;jsercy
ј
&amp;jukcy
є
&amp;kappa
κ
&amp;kappav
ϰ
&amp;kcedil
ķ
&amp;kcy
к
&amp;kfr
𝔨
&amp;kgreen
ĸ
&amp;khcy
х
&amp;kjcy
ќ
&amp;kopf
𝕜
&amp;kscr
𝓀
&amp;lAarr
⇚
&amp;lArr
⇐
&amp;lAtail
⤛
&amp;lBarr
⤎
&amp;lE
≦
&amp;lEg
⪋
&amp;lHar
⥢
&amp;lacute
ĺ
&amp;laemptyv
⦴
&amp;lagran
ℒ
&amp;lambda
λ
&amp;lang
⟨
&amp;langd
⦑
&amp;langle
⟨
&amp;lap
⪅
«
«
&amp;larr
←
&amp;larrb
⇤
&amp;larrbfs
⤟
&amp;larrfs
⤝
&amp;larrhk
↩
&amp;larrlp
↫
&amp;larrpl
⤹
&amp;larrsim
⥳
&amp;larrtl
↢
&amp;lat
⪫
&amp;latail
⤙
&amp;late
⪭
&amp;lates
⪭︀
&amp;lbarr
⤌
&amp;lbbrk
❲
&amp;lbrace
{
&amp;lbrack
[
&amp;lbrke
⦋
&amp;lbrksld
⦏
&amp;lbrkslu
⦍
&amp;lcaron
ľ
&amp;lcedil
ļ
&amp;lceil
⌈
&amp;lcub
{
&amp;lcy
л
&amp;ldca
⤶
&amp;ldquo
“
&amp;ldquor
„
&amp;ldrdhar
⥧
&amp;ldrushar
⥋
&amp;ldsh
↲
&amp;le
≤
&amp;leftarrow
←
&amp;leftarrowtail
↢
&amp;leftharpoondown
↽
&amp;leftharpoonup
↼
&amp;leftleftarrows
⇇
&amp;leftrightarrow
↔
&amp;leftrightarrows
⇆
&amp;leftrightharpoons
⇋
&amp;leftrightsquigarrow
↭
&amp;leftthreetimes
⋋
&amp;leg
⋚
&amp;leq
≤
&amp;leqq
≦
&amp;leqslant
⩽
&amp;les
⩽
&amp;lescc
⪨
&amp;lesdot
⩿
&amp;lesdoto
⪁
&amp;lesdotor
⪃
&amp;lesg
⋚︀
&amp;lesges
⪓
&amp;lessapprox
⪅
&amp;lessdot
⋖
&amp;lesseqgtr
⋚
&amp;lesseqqgtr
⪋
&amp;lessgtr
≶
&amp;lesssim
≲
&amp;lfisht
⥼
&amp;lfloor
⌊
&amp;lfr
𝔩
&amp;lg
≶
&amp;lgE
⪑
&amp;lhard
↽
&amp;lharu
↼
&amp;lharul
⥪
&amp;lhblk
▄
&amp;ljcy
љ
&amp;ll
≪
&amp;llarr
⇇
&amp;llcorner
⌞
&amp;llhard
⥫
&amp;lltri
◺
&amp;lmidot
ŀ
&amp;lmoust
⎰
&amp;lmoustache
⎰
&amp;lnE
≨
&amp;lnap
⪉
&amp;lnapprox
⪉
&amp;lne
⪇
&amp;lneq
⪇
&amp;lneqq
≨
&amp;lnsim
⋦
&amp;loang
⟬
&amp;loarr
⇽
&amp;lobrk
⟦
&amp;longleftarrow
⟵
&amp;longleftrightarrow
⟷
&amp;longmapsto
⟼
&amp;longrightarrow
⟶
&amp;looparrowleft
↫
&amp;looparrowright
↬
&amp;lopar
⦅
&amp;lopf
𝕝
&amp;loplus
⨭
&amp;lotimes
⨴
&amp;lowast
∗
&amp;lowbar
_
&amp;loz
◊
&amp;lozenge
◊
&amp;lozf
⧫
&amp;lpar
(
&amp;lparlt
⦓
&amp;lrarr
⇆
&amp;lrcorner
⌟
&amp;lrhar
⇋
&amp;lrhard
⥭
&amp;lrm
‎
&amp;lrtri
⊿
&amp;lsaquo
‹
&amp;lscr
𝓁
&amp;lsh
↰
&amp;lsim
≲
&amp;lsime
⪍
&amp;lsimg
⪏
&amp;lsqb
[
&amp;lsquo
‘
&amp;lsquor
‚
&amp;lstrok
ł
&lt;
&lt;
&lt;cc
⪦
&lt;cir
⩹
&lt;dot
⋖
&lt;hree
⋋
&lt;imes
⋉
&lt;larr
⥶
&lt;quest
⩻
&lt;rPar
⦖
&lt;ri
◃
&lt;rie
⊴
&lt;rif
◂
&amp;lurdshar
⥊
&amp;luruhar
⥦
&amp;lvertneqq
≨︀
&amp;lvnE
≨︀
&amp;mDDot
∺
¯
¯
&amp;male
♂
&amp;malt
✠
&amp;maltese
✠
&amp;map
↦
&amp;mapsto
↦
&amp;mapstodown
↧
&amp;mapstoleft
↤
&amp;mapstoup
↥
&amp;marker
▮
&amp;mcomma
⨩
&amp;mcy
м
&amp;mdash
—
&amp;measuredangle
∡
&amp;mfr
𝔪
&amp;mho
℧
µ
µ
&amp;mid
∣
&amp;midast
*
&amp;midcir
⫰
·
·
&amp;minus
−
&amp;minusb
⊟
&amp;minusd
∸
&amp;minusdu
⨪
&amp;mlcp
⫛
&amp;mldr
…
&amp;mnplus
∓
&amp;models
⊧
&amp;mopf
𝕞
&amp;mp
∓
&amp;mscr
𝓂
&amp;mstpos
∾
&amp;mu
μ
&amp;multimap
⊸
&amp;mumap
⊸
&amp;nGg
⋙̸
&amp;nGt
≫⃒
&amp;nGtv
≫̸
&amp;nLeftarrow
⇍
&amp;nLeftrightarrow
⇎
&amp;nLl
⋘̸
&amp;nLt
≪⃒
&amp;nLtv
≪̸
&amp;nRightarrow
⇏
&amp;nVDash
⊯
&amp;nVdash
⊮
&amp;nabla
∇
&amp;nacute
ń
&amp;nang
∠⃒
&amp;nap
≉
&amp;napE
⩰̸
&amp;napid
≋̸
&amp;napos
ŉ
&amp;napprox
≉
&amp;natur
♮
&amp;natural
♮
&amp;naturals
ℕ


&amp;nbump
≎̸
&amp;nbumpe
≏̸
&amp;ncap
⩃
&amp;ncaron
ň
&amp;ncedil
ņ
&amp;ncong
≇
&amp;ncongdot
⩭̸
&amp;ncup
⩂
&amp;ncy
н
&amp;ndash
–
&amp;ne
≠
&amp;neArr
⇗
&amp;nearhk
⤤
&amp;nearr
↗
&amp;nearrow
↗
&amp;nedot
≐̸
&amp;nequiv
≢
&amp;nesear
⤨
&amp;nesim
≂̸
&amp;nexist
∄
&amp;nexists
∄
&amp;nfr
𝔫
&amp;ngE
≧̸
&amp;nge
≱
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≱
&amp;ngeqq
≧̸
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⩾̸
&amp;nges
⩾̸
&amp;ngsim
≵
&amp;ngt
≯
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≯
&amp;nhArr
⇎
&amp;nharr
↮
&amp;nhpar
⫲
&amp;ni
∋
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⋼
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⋺
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∋
&amp;njcy
њ
&amp;nlArr
⇍
&amp;nlE
≦̸
&amp;nlarr
↚
&amp;nldr
‥
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≰
&amp;nleftarrow
↚
&amp;nleftrightarrow
↮
&amp;nleq
≰
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≦̸
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⩽̸
&amp;nles
⩽̸
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≮
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≴
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≮
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⋪
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⋬
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∤
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𝕟
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∉
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⋹̸
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∌
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⋽
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∦
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∦
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⫽⃥
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∂̸
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⨔
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⊀
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⋠
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⪯̸
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⊀
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⪯̸
&amp;nrArr
⇏
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↛
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⤳̸
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↝̸
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↛
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⋫
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⋭
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⊁
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⋡
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⪰̸
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𝓃
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∤
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∦
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≁
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≄
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≄
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∤
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∦
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⋢
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⋣
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⊄
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⫅̸
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⊈
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⊂⃒
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⊈
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⫅̸
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⊁
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⪰̸
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⊅
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⫆̸
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⊉
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⊃⃒
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⊉
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⫆̸
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≹
ñ
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≸
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⋪
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⋬
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⋫
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⋭
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ν
&amp;num
#
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№
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⊭
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⤄
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≍⃒
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⊬
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≥⃒
&amp;nvgt
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⧞
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⤂
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⊴⃒
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⤃
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⊵⃒
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∼⃒
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⇖
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⤣
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↖
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↖
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⤧
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Ⓢ
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⊛
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⊚
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⊝
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⨸
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⊙
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⦼
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œ
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⦿
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𝔬
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˛
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ò
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⧁
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⦵
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Ω
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∮
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↺
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⦾
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⦻
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‾
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⧀
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ō
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ω
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ο
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⦶
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⊖
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𝕠
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⦷
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⦹
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⊕
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∨
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↻
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⩝
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ℴ
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ℴ
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ª
º
º
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⊶
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⩖
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⩗
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⩛
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ℴ
ø
ø
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⊘
õ
õ
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⊗
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⨶
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⌽
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∥
¶
¶
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∥
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⫳
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⫽
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∂
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п
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‰
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⊥
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‱
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𝔭
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φ
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ϕ
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ℳ
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☎
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π
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⋔
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ϖ
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ℏ
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ℎ
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ℏ
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+
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⨣
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⊞
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⨢
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∔
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⨥
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⩲
±
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⨦
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⨧
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±
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⨕
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𝕡
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≺
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⪳
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⪷
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≼
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⪯
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≺
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⪷
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≼
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⪯
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⪹
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⪵
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⋨
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≾
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ℙ
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⪵
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⪹
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⋨
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∏
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⌮
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⌒
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⌓
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∝
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∝
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≾
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⊰
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𝓅
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ψ
&amp;puncsp

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𝔮
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⨌
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𝕢
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⁗
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𝓆
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ℍ
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⨖
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⇛
&amp;rArr
⇒
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⤜
&amp;rBarr
⤏
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⥤
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∽̱
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ŕ
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√
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⦳
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⟩
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⦒
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⦥
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⟩
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→
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⥵
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⇥
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⤠
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⤳
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⤞
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↪
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↬
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⥅
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⥴
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↣
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↝
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⤚
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∶
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ℚ
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⤍
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&amp;rbrke
⦌
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⦎
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⦐
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⌉
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⤷
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⥩
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&amp;rdquor
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↳
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ℜ
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ℛ
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ℜ
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ℝ
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▭
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⥽
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⌋
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𝔯
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⇁
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⇀
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⥬
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ρ
&amp;rhov
ϱ
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→
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↣
&amp;rightharpoondown
⇁
&amp;rightharpoonup
⇀
&amp;rightleftarrows
⇄
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⇌
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⇉
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↝
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⋌
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˚
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≓
&amp;rlarr
⇄
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⇌
&amp;rlm
‏
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⎱
&amp;rmoustache
⎱
&amp;rnmid
⫮
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⟭
&amp;roarr
⇾
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⟧
&amp;ropar
⦆
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𝕣
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⨮
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⨵
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⦔
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⨒
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⇉
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↱
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▹
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⊵
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▸
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⧎
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⥨
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ś
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‚
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≻
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⪴
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⪸
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š
&amp;sccue
≽
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⪰
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ş
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ŝ
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⪶
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⪺
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⋩
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⨓
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≿
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с
&amp;sdot
⋅
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⊡
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⩦
&amp;seArr
⇘
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⤥
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↘
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↘
§
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⤩
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∖
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∖
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✶
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𝔰
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⌢
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♯
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щ
&amp;shcy
ш
&amp;shortmid
∣
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∥


&amp;sigma
σ
&amp;sigmaf
ς
&amp;sigmav
ς
&amp;sim
∼
&amp;simdot
⩪
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≃
&amp;simeq
≃
&amp;simg
⪞
&amp;simgE
⪠
&amp;siml
⪝
&amp;simlE
⪟
&amp;simne
≆
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⨤
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⥲
&amp;slarr
←
&amp;smallsetminus
∖
&amp;smashp
⨳
&amp;smeparsl
⧤
&amp;smid
∣
&amp;smile
⌣
&amp;smt
⪪
&amp;smte
⪬
&amp;smtes
⪬︀
&amp;softcy
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&amp;sol
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&amp;solb
⧄
&amp;solbar
⌿
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𝕤
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♠
&amp;spadesuit
♠
&amp;spar
∥
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⊓
&amp;sqcaps
⊓︀
&amp;sqcup
⊔
&amp;sqcups
⊔︀
&amp;sqsub
⊏
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⊑
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⊏
&amp;sqsubseteq
⊑
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⊐
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⊒
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⊐
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⊒
&amp;squ
□
&amp;square
□
&amp;squarf
▪
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▪
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→
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𝓈
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∖
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⌣
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⋆
&amp;star
☆
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★
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ϵ
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ϕ
&amp;strns
¯
&amp;sub
⊂
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⫅
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⪽
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⊆
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⫃
&amp;submult
⫁
&amp;subnE
⫋
&amp;subne
⊊
&amp;subplus
⪿
&amp;subrarr
⥹
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⊂
&amp;subseteq
⊆
&amp;subseteqq
⫅
&amp;subsetneq
⊊
&amp;subsetneqq
⫋
&amp;subsim
⫇
&amp;subsub
⫕
&amp;subsup
⫓
&amp;succ
≻
&amp;succapprox
⪸
&amp;succcurlyeq
≽
&amp;succeq
⪰
&amp;succnapprox
⪺
&amp;succneqq
⪶
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⋩
&amp;succsim
≿
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∑
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¹
²
²
³
³
&amp;sup
⊃
&amp;supE
⫆
&amp;supdot
⪾
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⫘
&amp;supe
⊇
&amp;supedot
⫄
&amp;suphsol
⟉
&amp;suphsub
⫗
&amp;suplarr
⥻
&amp;supmult
⫂
&amp;supnE
⫌
&amp;supne
⊋
&amp;supplus
⫀
&amp;supset
⊃
&amp;supseteq
⊇
&amp;supseteqq
⫆
&amp;supsetneq
⊋
&amp;supsetneqq
⫌
&amp;supsim
⫈
&amp;supsub
⫔
&amp;supsup
⫖
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⇙
&amp;swarhk
⤦
&amp;swarr
↙
&amp;swarrow
↙
&amp;swnwar
⤪
ß
ß
&amp;target
⌖
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τ
&amp;tbrk
⎴
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ť
&amp;tcedil
ţ
&amp;tcy
т
&amp;tdot
⃛
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⌕
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𝔱
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∴
&amp;therefore
∴
&amp;theta
θ
&amp;thetasym
ϑ
&amp;thetav
ϑ
&amp;thickapprox
≈
&amp;thicksim
∼
&amp;thinsp

&amp;thkap
≈
&amp;thksim
∼
þ
þ
&amp;tilde
˜
×
×
×b
⊠
×bar
⨱
×d
⨰
&amp;tint
∭
&amp;toea
⤨
&amp;top
⊤
&amp;topbot
⌶
&amp;topcir
⫱
&amp;topf
𝕥
&amp;topfork
⫚
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⤩
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‴
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&amp;triangle
▵
&amp;triangledown
▿
&amp;triangleleft
◃
&amp;trianglelefteq
⊴
&amp;triangleq
≜
&amp;triangleright
▹
&amp;trianglerighteq
⊵
&amp;tridot
◬
&amp;trie
≜
&amp;triminus
⨺
&amp;triplus
⨹
&amp;trisb
⧍
&amp;tritime
⨻
&amp;trpezium
⏢
&amp;tscr
𝓉
&amp;tscy
ц
&amp;tshcy
ћ
&amp;tstrok
ŧ
&amp;twixt
≬
&amp;twoheadleftarrow
↞
&amp;twoheadrightarrow
↠
&amp;uArr
⇑
&amp;uHar
⥣
ú
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&amp;uarr
↑
&amp;ubrcy
ў
&amp;ubreve
ŭ
û
û
&amp;ucy
у
&amp;udarr
⇅
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ű
&amp;udhar
⥮
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⥾
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ù
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&amp;uharl
↿
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↾
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▀
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⌜
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⌜
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⌏
&amp;ultri
◸
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ū
¨
¨
&amp;uogon
ų
&amp;uopf
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↑
&amp;updownarrow
↕
&amp;upharpoonleft
↿
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↾
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⊎
&amp;upsi
υ
&amp;upsih
ϒ
&amp;upsilon
υ
&amp;upuparrows
⇈
&amp;urcorn
⌝
&amp;urcorner
⌝
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⌎
&amp;uring
ů
&amp;urtri
◹
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𝓊
&amp;utdot
⋰
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ũ
&amp;utri
▵
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▴
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⇈
ü
ü
&amp;uwangle
⦧
&amp;vArr
⇕
&amp;vBar
⫨
&amp;vBarv
⫩
&amp;vDash
⊨
&amp;vangrt
⦜
&amp;varepsilon
ϵ
&amp;varkappa
ϰ
&amp;varnothing
∅
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ϕ
&amp;varpi
ϖ
&amp;varpropto
∝
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↕
&amp;varrho
ϱ
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ς
&amp;varsubsetneq
⊊︀
&amp;varsubsetneqq
⫋︀
&amp;varsupsetneq
⊋︀
&amp;varsupsetneqq
⫌︀
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ϑ
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⊲
&amp;vartriangleright
⊳
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в
&amp;vdash
⊢
&amp;vee
∨
&amp;veebar
⊻
&amp;veeeq
≚
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⋮
&amp;verbar
|
&amp;vert
|
&amp;vfr
𝔳
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⊲
&amp;vnsub
⊂⃒
&amp;vnsup
⊃⃒
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∝
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⊳
&amp;vscr
𝓋
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⫋︀
&amp;vsubne
⊊︀
&amp;vsupnE
⫌︀
&amp;vsupne
⊋︀
&amp;vzigzag
⦚
&amp;wcirc
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&amp;wedbar
⩟
&amp;wedge
∧
&amp;wedgeq
≙
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℘
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𝔴
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𝕨
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℘
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≀
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≀
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⋂
&amp;xcirc
◯
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⋃
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▽
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𝔵
&amp;xhArr
⟺
&amp;xharr
⟷
&amp;xi
ξ
&amp;xlArr
⟸
&amp;xlarr
⟵
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⟼
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⋻
&amp;xodot
⨀
&amp;xopf
𝕩
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⨁
&amp;xotime
⨂
&amp;xrArr
⟹
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⟶
&amp;xscr
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&amp;xsqcup
⨆
&amp;xuplus
⨄
&amp;xutri
△
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⋁
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⋀
ý
ý
&amp;yacy
я
&amp;ycirc
ŷ
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ы
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&amp;yfr
𝔶
&amp;yicy
ї
&amp;yopf
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&amp;yscr
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&amp;yucy
ю
ÿ
ÿ
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ź
&amp;zcaron
ž
&amp;zcy
з
&amp;zdot
ż
&amp;zeetrf
ℨ
&amp;zeta
ζ
&amp;zfr
𝔷
&amp;zhcy
ж
&amp;zigrarr
⇝
&amp;zopf
𝕫
&amp;zscr
𝓏
&amp;zwj
‍
&amp;zwnj
‌
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