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HTML特殊字符转义对照表一
字符十进制转义字符字符十进制转义字符
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<&#60;&lt;à&#224;&agrave;
>&#62;&gt;不断开空格&#160;&nbsp;
?&#161;&iexcl;'A&#193;&Aacute;
á&#225;&aacute;^a&#226&acirc;
￠&#162;&cent;^A&#194;&circ;
￡&#163;&pound;~A&#195;&Atilde;
~a&#227;&atilde;"a&#228;&auml;
¤&#164;&curren;"A&#196;&Auml
￥&#165;&yen;A&#197;&ring;
a&#229;&aring;ae&#230;&aelig;
|&#166;&brvbar;AE&#198;&AElig;
§&#167;&sect;C&#199;&Ccedil;
c&#231;&ccedil;è&#232;&egrave;
¨&#168;&uml;`E&#200;&Egrave;
(c)&#169;&copy;'E&#201;&Eacute;
é&#233;&eacute;ê&#234;&ecirc;
a&#170;&ordf;^E&#202;&Ecirc;
?&#171;&laquo;"E&#203;&Euml;
"e&#235;&euml;ì&#236;&igrave;
?&#172;&not;`I&#204;&Igrave;
/x7f&#173;&shy;'I&#205;&Iacute;
í&#237;&iacute;^i&#238;&icirc;
(R)&#174;&reg;^I&#206;&Icirc;
ˉ&#175;&macr;"I&#207;&Iuml;
"i&#239;&iuml;d&#240;&ieth;
°&#176;&deg;D&#208;&ETH;
±&#177;&plusmn;~N&#209;&Ntilde;
~n&#241;&ntilde;ò&#242;&ograve;
2&#178;&sup2;`O&#210;&Ograve;
3&#179;&sup3;'O&#211;&Oacute;
ó&#243;&oacute;^o&#244;&ocirc;
′&#180;&acute;^O&#212;&Ocirc;
μ&#181;&micro;~O&#213;&Otilde;
~o&#245;&otilde;"o&#246;&ouml;
?&#182;&para;"O&#214;&Ouml;
·&#183;&middot;&times;&#215;&times;
÷&#247;&divide;o&#248;&oslash;
?&#184;&cedil;O&#216;&Oslash;
1&#185;&sup1;`U&#217;&Ugrave;
ù&#249;&ugrave;ú&#250;&uacute;
o&#186;&ordm;'U&#218;&Uacute;
?&#187;&raquo;^U&#219;&Ucirc;
^u&#251;&ucirc;ü&#252;&uuml;
?&#188;&frac14;"U&#220;&Uuml;
?&#189;&frac12;'Y&#221;&Yacute;
?&#190;&frac34;Th&#222;&THORN;
th&#254;&thorn;'y&#253;&yacute;
?&#191;&iquest;ss&#223;&szlig;
`A&#192;&Agrave;"y&#255;&yuml;


HTML特殊字符转义对照表二
特殊符号
命名实体
十进制编码
特殊符号
命名实体
十进制编码
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;
&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;
o
&bull;
&#8226;
…
&hellip;
&#8230;
′
&prime;
&#8242;
″
&Prime;
&#8243;
&oline;
&#8254;
/
&frasl;
&#8260;
&weierp;
&#8472;
I
&image;
&#8465;
R
&real;
&#8476;
TM
&trade;
&#8482;
&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;
c
&cent;
&#162;
lb
&pound;
&#163;
¤
&curren;
&#164;
yen
&yen;
&#165;
|
&brvbar;
&#166;
§
&sect;
&#167;
¨
&uml;
&#168;
(c)
&copy;
&#169;
a
&ordf;
&#170;
<<
&laquo;
&#171;
not
&not;
&#172;
­
&shy;
&#173;
(R)
&reg;
&#174;
&macr;
&#175;
°
&deg;
d&#176;
±
&plusmn;
&#177;
^2
&sup2;
&#178;
^3
&sup3;
&#179;
'
&acute;
&#180;
u
&micro;
&#181;
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