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    请注意！！！查询数据类工具，查询的数据仅供参考。
    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
    " " " & & &
    < &#60; &lt; à &#224; &agrave;
    > &#62; &gt; 不断开空格 &#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;


    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;
    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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