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& & &
&lt; &#60; <
&gt; &#62; >
&circ; &#710; ˆ
&tilde; &#732; ˜
&trade; &#8482; ™
&bull; &#8226; •
&hellip; &#8230; …
&prime; &#8242; ′
&Prime; &#8243; ″
&oline; &#8254; ‾
&frasl; &#8260; ⁄
&ndash; &#8211; –
&mdash; &#8212; —
&lsquo; &#8216; ‘
&rsquo; &#8217; ’
&sbquo; &#8218; ‚
&ldquo; &#8220; “
&rdquo; &#8221; ”
&bdquo; &#8222; „
&times; &#215; ×
&divide; &#247; ÷
&frasl; &#8260; ⁄
&minus; &#8722; −
&il; &#60; <
&gt; &#62; >
&le; &#8804; ≤
&ge; &#8805; ≥
&asymp; &#8776; ≈
&ne; &#8800; ≠
&equiv; &#8801; ≡
&plusmn; &#177; ±
&frac14; &#188; ¼
&frac12; &#189; ½
&frac34; &#190; ¾
&sup1; &#185; ¹
&sup2; &#178; ²
&sup3; &#179; ³
&radic; &#8730; √
&infin; &#8734; ∞
&sum; &#8721; ∑
&prod; &#8719; ∏
&part; &#8706; ∂
&int; &#8747; ∫
&forall &#8704; ∀
&exist &#8707; ∃
&empty &#8709; ∅
&nabla &#8711; ∇
&isin &#8712; ∈
&notin &#8713; ∉
&ni &#8715; ∋
&lowast &#8727; ∗
&prop &#8733; ∝
&ang &#8736; ∠
&and &#8743; ∧
&or &#8744; ∨
&cap &#8745; ∩
&cup &#8746; ∪
&there4 &#8756; ∴
&sim &#8764; ∼
&cong &#8773; ≅
&sub &#8834; ⊂
&sup &#8835; ⊃
&nsub &#8836; ⊄
&sube &#8838; ⊆
&supe &#8839; ⊇
&oplus &#8853; ⊕
&otimes &#8855; ⊗
&perp &#8869; ⊥
&sdot &#8901; ⋅
&fnof; &#402; ƒ
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