result/HTML/html5-entities.html

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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;bnot
⌐
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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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╕
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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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˘
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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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ˇ
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⩍
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č
ç
ç
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⩌
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⩐
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¸
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⦲
¢
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ч
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✓
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✓
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χ
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ˆ
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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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ℂ
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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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⩅
&amp;cups
∪︀
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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;cwint
∱
&amp;cylcty
⌭
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⇓
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⥥
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†
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ℸ
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↓
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‐
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⊣
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⤏
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˝
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ď
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д
&amp;dd
ⅆ
&amp;ddagger
‡
&amp;ddarr
⇊
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⩷
°
°
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δ
&amp;demptyv
⦱
&amp;dfisht
⥿
&amp;dfr
��
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⇃
&amp;dharr
⇂
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⋄
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⋄
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♦
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♦
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¨
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ϝ
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÷
÷
÷
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⋇
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⋇
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ђ
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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;downharpoonleft
⇃
&amp;downharpoonright
⇂
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⤐
&amp;drcorn
⌟
&amp;drcrop
⌌
&amp;dscr
��
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ѕ
&amp;dsol
⧶
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đ
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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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џ
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⟿
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⩷
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≑
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é
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⩮
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ě
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≖
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ê
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≕
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ė
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ⅇ
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≒
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��
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⪚
è
è
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⪖
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⪘
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⪙
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⏧
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ℓ
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⪕
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⪗
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ē
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∅
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∅
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∅
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&amp;emsp14

&amp;emsp

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ŋ
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ę
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��
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⋕
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⧣
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⩱
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ε
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ε
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ϵ
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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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ℯ
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≐
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≂
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η
ð
ð
ë
ë
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€
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!
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∃
&amp;expectation
ℰ
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ⅇ
&amp;fallingdotseq
≒
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ф
&amp;female
♀
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ﬃ
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ﬀ
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ﬄ
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��
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ﬁ
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fj
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♭
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ﬂ
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▱
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ƒ
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∀
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⋔
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⫙
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⨍
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⅓
¼
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⅕
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⅙
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⅛
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⅔
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⅖
¾
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⅗
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⅜
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⅘
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⅚
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⅝
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⅞
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⁄
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⌢
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≧
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⪌
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ǵ
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γ
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ϝ
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ğ
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ĝ
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г
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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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ℷ
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ѓ
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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;gneq
⪈
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≩
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⋧
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&amp;gscr
ℊ
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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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½
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ℋ
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ъ
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↔
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⥈
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↭
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ℏ
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ĥ
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♥
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♥
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…
&amp;hercon
⊹
&amp;hfr
��
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⤥
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⤦
&amp;hoarr
⇿
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∻
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↩
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↪
&amp;hopf
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ℏ
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ħ
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í
í
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⁣
î
î
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и
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¡
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⇔
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ì
ì
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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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ĳ
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ī
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ℑ
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ℐ
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ℑ
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ı
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⊷
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∈
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℅
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∞
&amp;infintie
⧝
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ı
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∫
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⊺
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ℤ
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⊺
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⨗
&amp;intprod
⨼
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ё
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į
&amp;iopf
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&amp;iota
ι
&amp;iprod
⨼
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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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ĩ
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і
ï
ï
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ĵ
&amp;jcy
й
&amp;jfr
��
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ȷ
&amp;jopf
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��
&amp;jsercy
ј
&amp;jukcy
є
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κ
&amp;kappav
ϰ
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ķ
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к
&amp;kfr
��
&amp;kgreen
ĸ
&amp;khcy
х
&amp;kjcy
ќ
&amp;kopf
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⇚
&amp;lArr
⇐
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⤛
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⤎
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≦
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⪋
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⥢
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ĺ
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⦴
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ℒ
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λ
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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;larrtl
↢
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⪫
&amp;latail
⤙
&amp;late
⪭
&amp;lates
⪭︀
&amp;lbarr
⤌
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❲
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{
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[
&amp;lbrke
⦋
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⦏
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⦍
&amp;lcaron
ľ
&amp;lcedil
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⌈
&amp;lcub
{
&amp;lcy
л
&amp;ldca
⤶
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&amp;ldquor
„
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⥧
&amp;ldrushar
⥋
&amp;ldsh
↲
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≤
&amp;leftarrow
←
&amp;leftarrowtail
↢
&amp;leftharpoondown
↽
&amp;leftharpoonup
↼
&amp;leftleftarrows
⇇
&amp;leftrightarrow
↔
&amp;leftrightarrows
⇆
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⇋
&amp;leftrightsquigarrow
↭
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&amp;leg
⋚
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≤
&amp;leqq
≦
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⩽
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⩽
&amp;lescc
⪨
&amp;lesdot
⩿
&amp;lesdoto
⪁
&amp;lesdotor
⪃
&amp;lesg
⋚︀
&amp;lesges
⪓
&amp;lessapprox
⪅
&amp;lessdot
⋖
&amp;lesseqgtr
⋚
&amp;lesseqqgtr
⪋
&amp;lessgtr
≶
&amp;lesssim
≲
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⥼
&amp;lfloor
⌊
&amp;lfr
��
&amp;lg
≶
&amp;lgE
⪑
&amp;lhard
↽
&amp;lharu
↼
&amp;lharul
⥪
&amp;lhblk
▄
&amp;ljcy
љ
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≪
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⇇
&amp;llcorner
⌞
&amp;llhard
⥫
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◺
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ŀ
&amp;lmoust
⎰
&amp;lmoustache
⎰
&amp;lnE
≨
&amp;lnap
⪉
&amp;lnapprox
⪉
&amp;lne
⪇
&amp;lneq
⪇
&amp;lneqq
≨
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⋦
&amp;loang
⟬
&amp;loarr
⇽
&amp;lobrk
⟦
&amp;longleftarrow
⟵
&amp;longleftrightarrow
⟷
&amp;longmapsto
⟼
&amp;longrightarrow
⟶
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↫
&amp;looparrowright
↬
&amp;lopar
⦅
&amp;lopf
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⨭
&amp;lotimes
⨴
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∗
&amp;lowbar
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&amp;loz
◊
&amp;lozenge
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&amp;lozf
⧫
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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;lsh
↰
&amp;lsim
≲
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⪍
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⪏
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[
&amp;lsquo
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ł
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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;lvnE
≨︀
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∺
¯
¯
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♂
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✠
&amp;maltese
✠
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↦
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↧
&amp;mapstoleft
↤
&amp;mapstoup
↥
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▮
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⨩
&amp;mcy
м
&amp;mdash
—
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∡
&amp;mfr
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&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
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&amp;mp
∓
&amp;mscr
��
&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
⇏
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⊯
&amp;nVdash
⊮
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∇
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ń
&amp;nang
∠⃒
&amp;nap
≉
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⩰̸
&amp;napid
≋̸
&amp;napos
ŉ
&amp;napprox
≉
&amp;natur
♮
&amp;natural
♮
&amp;naturals
ℕ


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≎̸
&amp;nbumpe
≏̸
&amp;ncap
⩃
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ň
&amp;ncedil
ņ
&amp;ncong
≇
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⩭̸
&amp;ncup
⩂
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н
&amp;ndash
–
&amp;ne
≠
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⇗
&amp;nearhk
⤤
&amp;nearr
↗
&amp;nearrow
↗
&amp;nedot
≐̸
&amp;nequiv
≢
&amp;nesear
⤨
&amp;nesim
≂̸
&amp;nexist
∄
&amp;nexists
∄
&amp;nfr
��
&amp;ngE
≧̸
&amp;nge
≱
&amp;ngeq
≱
&amp;ngeqq
≧̸
&amp;ngeqslant
⩾̸
&amp;nges
⩾̸
&amp;ngsim
≵
&amp;ngt
≯
&amp;ngtr
≯
&amp;nhArr
⇎
&amp;nharr
↮
&amp;nhpar
⫲
&amp;ni
∋
&amp;nis
⋼
&amp;nisd
⋺
&amp;niv
∋
&amp;njcy
њ
&amp;nlArr
⇍
&amp;nlE
≦̸
&amp;nlarr
↚
&amp;nldr
‥
&amp;nle
≰
&amp;nleftarrow
↚
&amp;nleftrightarrow
↮
&amp;nleq
≰
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≦̸
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⩽̸
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⩽̸
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≮
&amp;nlsim
≴
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≮
&amp;nltri
⋪
&amp;nltrie
⋬
&amp;nmid
∤
&amp;nopf
��
¬
¬
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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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⪯̸
&amp;nrArr
⇏
&amp;nrarr
↛
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⤳̸
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↝̸
&amp;nrightarrow
↛
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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
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#
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№
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⊭
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⤄
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≍⃒
&amp;nvdash
⊬
&amp;nvge
≥⃒
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⧞
&amp;nvlArr
⤂
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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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о
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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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ο
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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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⊶
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⩖
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⩗
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⩛
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ℴ
ø
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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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φ
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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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⪯
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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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ψ
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&amp;qfr
��
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ℍ
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⨖
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&amp;questeq
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⇛
&amp;rArr
⇒
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⤜
&amp;rBarr
⤏
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⥤
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∽̱
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&amp;radic
√
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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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⥩
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&amp;rdquor
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&amp;rdsh
↳
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ℜ
&amp;realine
ℛ
&amp;realpart
ℜ
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ℝ
&amp;rect
▭
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⥽
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⌋
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��
&amp;rhard
⇁
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⇀
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⥬
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ρ
&amp;rhov
ϱ
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→
&amp;rightarrowtail
↣
&amp;rightharpoondown
⇁
&amp;rightharpoonup
⇀
&amp;rightleftarrows
⇄
&amp;rightleftharpoons
⇌
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⇉
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↝
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⋌
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˚
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≓
&amp;rlarr
⇄
&amp;rlhar
⇌
&amp;rlm
‏
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⎱
&amp;rmoustache
⎱
&amp;rnmid
⫮
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⟭
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⇾
&amp;robrk
⟧
&amp;ropar
⦆
&amp;ropf
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&amp;roplus
⨮
&amp;rotimes
⨵
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⇉
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&amp;rscr
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&amp;rsh
↱
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&amp;rsquor
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&amp;rthree
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&amp;rtri
▹
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⊵
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⥨
&amp;rx
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&amp;sbquo
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⪴
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⪸
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š
&amp;sccue
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⪰
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&amp;scirc
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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
⇘
&amp;searhk
⤥
&amp;searr
↘
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↘
§
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&amp;semi
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&amp;seswar
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∖
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∖
&amp;sext
✶
&amp;sfr
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&amp;sfrown
⌢
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♯
&amp;shchcy
щ
&amp;shcy
ш
&amp;shortmid
∣
&amp;shortparallel
∥


&amp;sigma
σ
&amp;sigmaf
ς
&amp;sigmav
ς
&amp;sim
∼
&amp;simdot
⩪
&amp;sime
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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
∖
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⨳
&amp;smeparsl
⧤
&amp;smid
∣
&amp;smile
⌣
&amp;smt
⪪
&amp;smte
⪬
&amp;smtes
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&amp;softcy
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&amp;solb
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&amp;solbar
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♠
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&amp;sqcups
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&amp;sqsub
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⊏
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⊐
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▪
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∖
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&amp;star
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&amp;starf
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ϕ
&amp;strns
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&amp;subE
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⫃
&amp;submult
⫁
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⫋
&amp;subne
⊊
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⪿
&amp;subrarr
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&amp;subset
⊂
&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
⪶
&amp;succnsim
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&amp;succsim
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&amp;sum
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³
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&amp;sup
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&amp;supE
⫆
&amp;supdot
⪾
&amp;supdsub
⫘
&amp;supe
⊇
&amp;supedot
⫄
&amp;suphsol
⟉
&amp;suphsub
⫗
&amp;suplarr
⥻
&amp;supmult
⫂
&amp;supnE
⫌
&amp;supne
⊋
&amp;supplus
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&amp;supset
⊃
&amp;supseteq
⊇
&amp;supseteqq
⫆
&amp;supsetneq
⊋
&amp;supsetneqq
⫌
&amp;supsim
⫈
&amp;supsub
⫔
&amp;supsup
⫖
&amp;swArr
⇙
&amp;swarhk
⤦
&amp;swarr
↙
&amp;swarrow
↙
&amp;swnwar
⤪
ß
ß
&amp;target
⌖
&amp;tau
τ
&amp;tbrk
⎴
&amp;tcaron
ť
&amp;tcedil
ţ
&amp;tcy
т
&amp;tdot
⃛
&amp;telrec
⌕
&amp;tfr
��
&amp;there4
∴
&amp;therefore
∴
&amp;theta
θ
&amp;thetasym
ϑ
&amp;thetav
ϑ
&amp;thickapprox
≈
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∼
&amp;thinsp

&amp;thkap
≈
&amp;thksim
∼
þ
þ
&amp;tilde
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×
×
×b
⊠
×bar
⨱
×d
⨰
&amp;tint
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&amp;toea
⤨
&amp;top
⊤
&amp;topbot
⌶
&amp;topcir
⫱
&amp;topf
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&amp;topfork
⫚
&amp;tosa
⤩
&amp;tprime
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&amp;trade
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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
��
&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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⥮
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⥾
&amp;ufr
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&amp;uharl
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⌏
&amp;ultri
◸
&amp;umacr
ū
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&amp;uogon
ų
&amp;uopf
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&amp;uparrow
↑
&amp;updownarrow
↕
&amp;upharpoonleft
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&amp;upharpoonright
↾
&amp;uplus
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&amp;upsi
υ
&amp;upsih
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&amp;upsilon
υ
&amp;upuparrows
⇈
&amp;urcorn
⌝
&amp;urcorner
⌝
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⌎
&amp;uring
ů
&amp;urtri
◹
&amp;uscr
��
&amp;utdot
⋰
&amp;utilde
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&amp;utri
▵
&amp;utrif
▴
&amp;uuarr
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ü
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&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
∝
&amp;varr
↕
&amp;varrho
ϱ
&amp;varsigma
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&amp;varsubsetneq
⊊︀
&amp;varsubsetneqq
⫋︀
&amp;varsupsetneq
⊋︀
&amp;varsupsetneqq
⫌︀
&amp;vartheta
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&amp;vartriangleleft
⊲
&amp;vartriangleright
⊳
&amp;vcy
в
&amp;vdash
⊢
&amp;vee
∨
&amp;veebar
⊻
&amp;veeeq
≚
&amp;vellip
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&amp;verbar
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&amp;vert
|
&amp;vfr
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&amp;vltri
⊲
&amp;vnsub
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&amp;vnsup
⊃⃒
&amp;vopf
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⊳
&amp;vscr
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&amp;vsubnE
⫋︀
&amp;vsubne
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&amp;vsupnE
⫌︀
&amp;vsupne
⊋︀
&amp;vzigzag
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&amp;wcirc
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&amp;wedbar
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&amp;wedge
∧
&amp;wedgeq
≙
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℘
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&amp;wopf
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℘
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≀
&amp;wreath
≀
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◯
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⋃
&amp;xdtri
▽
&amp;xfr
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&amp;xhArr
⟺
&amp;xharr
⟷
&amp;xi
ξ
&amp;xlArr
⟸
&amp;xlarr
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&amp;xmap
⟼
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⋻
&amp;xodot
⨀
&amp;xopf
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⨁
&amp;xotime
⨂
&amp;xrArr
⟹
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⟶
&amp;xscr
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⨆
&amp;xuplus
⨄
&amp;xutri
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&amp;xvee
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&amp;xwedge
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&amp;yacy
я
&amp;ycirc
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&amp;ycy
ы
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&amp;yfr
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ї
&amp;yopf
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&amp;yucy
ю
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&amp;zacute
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&amp;zcaron
ž
&amp;zcy
з
&amp;zdot
ż
&amp;zeetrf
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&amp;zeta
ζ
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&amp;zhcy
ж
&amp;zigrarr
⇝
&amp;zopf
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&amp;zscr
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&amp;zwj
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