KivTools

Look up HTML character references

Find a displayed character and compare its decimal reference and listed entity name. Verify the reference in your target HTML before using it.

Runs locally in your browser
HTML character entity reference
CharacterDecimal entityRendered characterCharacterDecimal entityRendered character
"""&&&
<&#60;&lt;à&#224;&agrave;
>&#62;&gt;Keep opening spaces.&#160;&nbsp;
?&#161;&iexcl;Á&#193;&Aacute;
á&#225;&aacute;â&#226&acirc;
￠&#162;&cent;Â&#194;&circ;
￡&#163;&pound;Ã&#195;&Atilde;
ã&#227;&atilde;ä&#228;&auml;
¤&#164;&curren;Ä&#196;&Auml
￥&#165;&yen;Å&#197;&ring;
å&#229;&aring;æ&#230;&aelig;
|&#166;&brvbar;Æ&#198;&AElig;
§&#167;&sect;Ç&#199;&Ccedil;
ç&#231;&ccedil;è&#232;&egrave;
¨&#168;&uml;È&#200;&Egrave;
©&#169;&copy;É&#201;&Eacute;
é&#233;&eacute;ê&#234;&ecirc;
a&#170;&ordf;Ê&#202;&Ecirc;
?&#171;&laquo;Ë&#203;&Euml;
ë&#235;&euml;ì&#236;&igrave;
?&#172;&not;Ì&#204;&Igrave;
/x7f&#173;&shy;Í&#205;&Iacute;
í&#237;&iacute;î&#238;&icirc;
®&#174;&reg;Î&#206;&Icirc;
ˉ&#175;&macr;Ï&#207;&Iuml;
ï&#239;&iuml;ð&#240;&ieth;
°&#176;&deg;Ð&#208;&ETH;
±&#177;&plusmn;Ñ&#209;&Ntilde;
ñ&#241;&ntilde;ò&#242;&ograve;
2&#178;&sup2;Ò&#210;&Ograve;
3&#179;&sup3;Ó&#211;&Oacute;
ó&#243;&oacute;ô&#244;&ocirc;
′&#180;&acute;Ô&#212;&Ocirc;
μ&#181;&micro;Õ&#213;&Otilde;
õ&#245;&otilde;ö&#246;&ouml;
?&#182;&para;Ö&#214;&Ouml;
·&#183;&middot;&times;&#215;&times;
÷&#247;&divide;ø&#248;&oslash;
?&#184;&cedil;Ø&#216;&Oslash;
1&#185;&sup1;Ù&#217;&Ugrave;
ù&#249;&ugrave;ú&#250;&uacute;
o&#186;&ordm;Ú&#218;&Uacute;
?&#187;&raquo;Û&#219;&Ucirc;
û&#251;&ucirc;ü&#252;&uuml;
?&#188;&frac14;Ü&#220;&Uuml;
?&#189;&frac12;Ý&#221;&Yacute;
?&#190;&frac34;Þ&#222;&THORN;
þ&#254;&thorn;ý&#253;&yacute;
?&#191;&iquest;ß&#223;&szlig;
À&#192;&Agrave;ÿ&#255;&yuml;


Use the table to look up HTML character references and their decoded characters.
Special Symbols
Named entity
Decimal encoding
Special Symbols
Named entity
Decimal encoding
Α
&Alpha;
&#913;
Β
&Beta;
&#914;
Γ
&Gamma;
&#915;
Δ
&Delta;
&#916;
Ε
&Epsilon;
&#917;
Ζ
&Zeta;
&#918;
Η
&Eta;
&#919;
Θ
&Theta;
&#920;
Ι
&Iota;
&#921;
Κ
&Kappa;
&#922;
Λ
&Lambda;
&#923;
Μ
&Mu;
&#924;
Ν
&Nu;
&#925;
Ξ
&Xi;
&#926;
Ο
&Omicron;
&#927;
Π
&Pi;
&#928;
Ρ
&Rho;
&#929;
Σ
&Sigma;
&#931;
Τ
&Tau;
&#932;
Υ
&Upsilon;
&#933;
Φ
&Phi;
&#934;
Χ
&Chi;
&#935;
Ψ
&Psi;
&#936;
Ω
&Omega;
&#937;
α
&alpha;
&#945;
β
&beta;
&#946;
γ
&gamma;
&#947;
δ
&delta;
&#948;
ε
&epsilon;
&#949;
ζ
&zeta;
&#950;
η
&eta;
&#951;
θ
&theta;
&#952;
ι
&iota;
&#953;
κ
&kappa;
&#954;
λ
&lambda;
&#955;
μ
&mu;
&#956;
ν
&nu;
&#957;
ξ
&xi;
&#958;
ο
&omicron;
&#959;
π
&pi;
&#960;
ρ
&rho;
&#961;
ς
&sigmaf;
&#962;
σ
&sigma;
&#963;
τ
&tau;
&#964;
υ
&upsilon;
&#965;
φ
&phi;
&#966;
χ
&chi;
&#967;
ψ
&psi;
&#968;
ω
&omega;
&#969;
ϑ
&thetasym;
&#977;
ϒ
&upsih;
&#978;
ϖ
&piv;
&#982;
•
&bull;
&#8226;
…
&hellip;
&#8230;
′
&prime;
&#8242;
″
&Prime;
&#8243;
‾
&oline;
&#8254;
⁄
&frasl;
&#8260;
℘
&weierp;
&#8472;
ℑ
&image;
&#8465;
ℜ
&real;
&#8476;
™
&trade;
&#8482;
ℵ
&alefsym;
&#8501;
←
&larr;
&#8592;
↑
&uarr;
&#8593;
→
&rarr;
&#8594;
↓
&darr;
&#8595;
↔
&harr;
&#8596;
↵
&crarr;
&#8629;
⇐
&lArr;
&#8656;
⇑
&uArr;
&#8657;
⇒
&rArr;
&#8658;
⇓
&dArr;
&#8659;
⇔
&hArr;
&#8660;
∀
&forall;
&#8704;
∂
&part;
&#8706;
∃
&exist;
&#8707;
∅
&empty;
&#8709;
∇
&nabla;
&#8711;
∈
&isin;
&#8712;
∉
&notin;
&#8713;
∋
&ni;
&#8715;
∏
&prod;
&#8719;
∑
&sum;
&#8722;
−
&minus;
&#8722;
∗
&lowast;
&#8727;
√
&radic;
&#8730;
∝
&prop;
&#8733;
∞
&infin;
&#8734;
∠
&ang;
&#8736;
∧
&and;
&#8869;
∨
&or;
&#8870;
∩
&cap;
&#8745;
∪
&cup;
&#8746;
∫
&int;
&#8747;
∴
&there4;
&#8756;
∼
&sim;
&#8764;
≅
&cong;
&#8773;
≈
&asymp;
&#8773;
≠
&ne;
&#8800;
≡
&equiv;
&#8801;
≤
&le;
&#8804;
≥
&ge;
&#8805;
⊂
&sub;
&#8834;
⊃
&sup;
&#8835;
⊄
&nsub;
&#8836;
⊆
&sube;
&#8838;
⊇
&supe;
&#8839;
⊕
&oplus;
&#8853;
⊗
&otimes;
&#8855;
⊥
&perp;
&#8869;
⋅
&sdot;
&#8901;
⌈
&lceil;
&#8968;
⌉
&rceil;
&#8969;
⌊
&lfloor;
&#8970;
⌋
&rfloor;
&#8971;
◊
&loz;
&#9674;
♠
&spades;
&#9824;
♣
&clubs;
&#9827;
♥
&hearts;
&#9829;
♦
&diams;
&#9830;
&nbsp;
&#160;
¡
&iexcl;
&#161;
¢
&cent;
&#162;
£
&pound;
&#163;
¤
&curren;
&#164;
¥
&yen;
&#165;
¦
&brvbar;
&#166;
§
&sect;
&#167;
¨
&uml;
&#168;
©
&copy;
&#169;
ª
&ordf;
&#170;
«
&laquo;
&#171;
¬
&not;
&#172;
­
&shy;
&#173;
®
&reg;
&#174;
¯
&macr;
&#175;
°
&deg;
d&#176;
±
&plusmn;
&#177;
²
&sup2;
&#178;
³
&sup3;
&#179;
´
&acute;
&#180;
µ
&micro;
&#181;
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