HTML的Encode(转码)和解码(Decode)在平时的开发中也是经常要处理的,在这里总结了使用javascript处理HTML的Encode(转码)和解码(Decode)的常用方式

一、用浏览器内部转换器实现转换

1.1.用浏览器内部转换器实现html转码

  首先动态创建一个容器标签元素,如DIV,然后将要转换的字符串设置为这个元素的innerText(ie支持)或者textContent(火狐,google支持),最后返回这个元素的innerHTML,即得到经过HTML编码转换的字符串了。

1.2.用浏览器内部转换器实现html解码

  首先动态创建一个容器标签元素,如DIV,然后将要转换的字符串设置为这个元素的innerHTML(ie,火狐,google都支持),最后返回这个元素的innerText(ie支持)或者textContent(火狐,google支持),即得到经过HTML解码的字符串了。

1.3.具体实现代码

 1 var HtmlUtil = {
2 /*1.用浏览器内部转换器实现html转码*/
3 htmlEncode:function (html){
4 //1.首先动态创建一个容器标签元素,如DIV
5 var temp = document.createElement ("div");
6 //2.然后将要转换的字符串设置为这个元素的innerText(ie支持)或者textContent(火狐,google支持)
7 (temp.textContent != undefined ) ? (temp.textContent = html) : (temp.innerText = html);
8 //3.最后返回这个元素的innerHTML,即得到经过HTML编码转换的字符串了
9 var output = temp.innerHTML;
10 temp = null;
11 return output;
12 },
13 /*2.用浏览器内部转换器实现html解码*/
14 htmlDecode:function (text){
15 //1.首先动态创建一个容器标签元素,如DIV
16 var temp = document.createElement("div");
17 //2.然后将要转换的字符串设置为这个元素的innerHTML(ie,火狐,google都支持)
18 temp.innerHTML = text;
19 //3.最后返回这个元素的innerText(ie支持)或者textContent(火狐,google支持),即得到经过HTML解码的字符串了。
20 var output = temp.innerText || temp.textContent;
21 temp = null;
22 return output;
23 }
24 };

测试:

1 var html = "<br>aaaaaa<p>bbbb</p>";
2 var encodeHtml = HtmlUtil.htmlEncode(html);
3 alert("encodeHtml:" + encodeHtml);
4 var decodeHtml = HtmlUtil.htmlDecode(encodeHtml);
5 alert("decodeHtml:" + decodeHtml);

运行结果:

  aaarticlea/png;base64,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" alt="" />

二、用正则表达式进行转换处理

  使用正则表达式也是一种常用的处理方式,实现原理就是使用替换的方式来实现转码和解码,转码时把<>,空格符,&,',""替换成html编码,解码就把html编码替换成对应的字符,实现代码如下:

 1 var HtmlUtil = {
2 /*1.用正则表达式实现html转码*/
3 htmlEncodeByRegExp:function (str){
4 var s = "";
5 if(str.length == 0) return "";
6 s = str.replace(/&/g,"&amp;");
7 s = s.replace(/</g,"&lt;");
8 s = s.replace(/>/g,"&gt;");
9 s = s.replace(/ /g,"&nbsp;");
10 s = s.replace(/\'/g,"'");
11 s = s.replace(/\"/g,"&quot;");
12 return s;
13 },
14 /*2.用正则表达式实现html解码*/
15 htmlDecodeByRegExp:function (str){
16 var s = "";
17 if(str.length == 0) return "";
18 s = str.replace(/&amp;/g,"&");
19 s = s.replace(/&lt;/g,"<");
20 s = s.replace(/&gt;/g,">");
21 s = s.replace(/&nbsp;/g," ");
22 s = s.replace(/'/g,"\'");
23 s = s.replace(/&quot;/g,"\"");
24 return s;
25 }
26 };

测试代码:

1 var html = "<br>ccccc<p>aaaaa</p>";
2 var encodeHTML = HtmlUtil.htmlEncodeByRegExp(html);
3 alert("用正则表达式进行html转码,encodeHTML:" + encodeHTML);
4 var decodeHTML = HtmlUtil.htmlDecodeByRegExp("用正则表达式进行html解码:" + encodeHTML);
5 alert(decodeHTML);

测试结果:

  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sBKWquLGxVZyiJqBMD0X4xmbbki0XEXAsSMWcx3EyEVIZinyg4Xkn8Q7hDHR9ITMGlYhESyweUFjKRFPWArTYRQYmYe2c05M14tQN4zQBWY70FxO7RH9b14d7sw2bqYT3sTUzcl5U40FBiue/G0QZXJ8eSuNUj+in87Z8/URd/Lnt7aPbHG3I+3iAN25C/bUPhtg1F20PKtodUbA+p/CREtuMj2Y6PFOHBivDgxvDgJgvRyHtJvIV4e+UnIRXbQ8q2hxRtDynctiF/2wZp2Iacjzdkf7whe3toXfy5t3/+hH0S0dMNq6RE8sQihI5Jy6NFYnm+WISIlhFHqzPiaBE6lk8YgVBJRbQoMCs/RUgiFdEixJPIKC4Vi6j6C9nMQVVMjknNU6iUhJzO6gySkv013E6fPqpNpNeI9xjwbj059J6WCL+Lt1aNywawmgEyB6kUrMK4sf4yO/Qx8ypxS+1G0COVlsaSWE5J+GNJhIe3um9gq34K/+C5Z2QpVws/352/8z/zd/5n0a7tRbu2l+3aXvHHbdV7tsn2bKvbs00RsVURsbVp79amz7e2fL611UK08F42fb61ae9W4u11e7bJ9myr3rOt4o/bynZtJzZEbLTw892ylKsfPPeMYQpv0FiVCLODpo8YaoG4DauMpg3Hemf8uUkE2bfCa0xV7BMh/5QsotWD2TcsLBF26+kA3aFruU2E6vSV7xMdyx1VXwxECKEvyvAeA95TGi1CwWdbzeNEbjHHiRAGGcTr1FitGqsZwKoHsGpb+rDSffsQ6EOJ5SofPpVY77uxOcLVdtXGlkrcVbXRT+FRmzedPfhV46WEm19HlUV9VrZvd+W+3TX/s1sWtVvx1W7FV7sav9rVJN7VIt7Zdmhn26HfdzgSbYd+33ZoZ4t4Z5N4V+NXuxRf7VJ8tVsWtbvmf3ZX7ttdtm93WdRnN7+OaryUcPbgV1GbNxESoT3CGyfC7uWVHBShdVm1dI2mPFp0kM5B1AmBZJuIPb0z5DgRbrcLPjCGy6+ae2foTlxSK1RzKUJk1yx70Bp7IAk1NsQ8kITd/0KMiM0Vi/yT1cTf/lFFpOhYLiMNkV0JRuuyqlqzVqPg2BZGq6oWbx4mb59RDOJyNVanxog0hNkIYv3+fdujP+zofLFXH641fJjdwQ83NZc4rBI72lyFR5Q48lQBKx03znjEHSlJxwh+q3c44MWFpz7/TJaZ0ZOf2yPJ6JFk9EsyVJIMVV7GoDRdk5+uyU8fzk/X5qfrHA9tfvpwPrmSQWm6Ki9DJcnol2QQG+rJz5VlZpz6/LOAFxe29w13jpASITzCGvberjPfNcOq0dAtI1YGm63LkgsMJDN3rOaJRbyRrOYhHpHlZB8QlSbwBpi1ZwUgFFlODx5jjEZjphsH5apRPFcsQgfl3OFkjPGpX5bRY+TVF9jDTBBCn5fiXcxh7zpq2Lu5SRWrU2MyNVbD6ItxXR+CzR+eyz6c0YcbVeJ0VuJIQ4lrKhEeS/JAqjatmjt92sn//fdNW70WBiz4RcCCX6x97ul1z/9r4MJnPnzh2aAXnv31ovnBLy5Y/9JzH738XMjLz4e8/PxGIl55fuMr1D8vP7/x5ec3vMx6SSz80cvPrX/pueAXF/x60fygF5798IVnAxc+s+75f1373NPE5rZ6Lfzff9/Ur5ts1dyhDULE1F32vTNKHTcZ4XpkZu6FYd8OY3/Yf78M//49+n48YpiZkjHMjNGziykGsbpBqiLD6IvhdMHY03pa4nZ9eC77mN1ZCa0SwceUWGsocVdKYrO11eWqTccIrp9yNQyuRace5xiEKxHiOQCkR0bwLiofcVolD+ZuOpu+MOI9zGDcy0uPUjXnIIyxIQ0aTD6I1Q1idGNqtQqrVFEGcSIBcajv1sIN+zOgD4kSkzwIlVh5yID1nuDZmZLMhict1vMU4HqwJNLKeJ4Iq32EzkoMAhfkLLyj34GHlVAPEyHc0WHhYSJEDiIfxORqTDaAyag+3UqqR8b27XOOt566MftwOvWQ8MK9iYmLWYmdba6clET48Ys2RrjOoqrNbPMIQyJ3TS3D5JPNbmnJpxOSKqFswnw0kUeeKuTCI4X44dCzzsyPNeM9QKRBgymIHIRqSTUbRIVV2kxA7Km/WO18sUcfbq+58PXhOZUINpcIq8S+7ht7ajd2piRVTqQkM9j7Oxs8wpII8XzmVoZKbulYNumgnTJLnmk4Qj75lRs2H9fKe/xqK/OZ9dQz3xs0uIJKQOoGMNaQEKIWw+vBdaj+YrP5Y+b1Yd0djtlk5lViq6HEUu3Geh9wlQdSkr+mqo1ZIlN3TU1DePOQ+TcimM95J4Rya5Y9V1n4YcvDAiH4YPdm9gOZiWoL/XsRikGyBaR2gJWAEAa52Wc2iM0EhF9/saYPz1VeXEg9PJGYuKuCY1slNms3dj7liJ2S2B6TNjeqNiyJNDJ+h4VpEzo94f58xAP6bQdBERAZhD2/KcM8flaBDuIK8oPE5GqsVk3pg3FfDFF/oQ1iqQGVX3+xv/nD6exjZlKPGUtMnM5KrDSU2BiZZmuEaxX35j13VG2EVPJweYQtEQ3eSI1Ca+IIZcgDvyzlyI9LWZSCBTsIOELDLX3zx6ZmPKZMjcmI1lPG3VmVdBsqTx8OJyBWO1/cX3mZKX24qBKnKzj2d9840eBqZyuJjZRkhu+1ccojrqiEJRF6KmETzTiunSBDZzm0MxvDgjEuEEN2xhiuMQdGxOAYNjiGqZkxig1YCBUv+okwmqPPShiwPgPWayt6HA29xeiekbCyA44ei83CIcrQSiEzPwvi0+F/apY+X/Uo+0wYw9TUGTI4htG3oWrGcM24XSF8Hk4IhPDZ7rGw5wLUjNsnkQYNrhnHz15ODw2PgICAgKDj7OV0jkcsSkQ7gYeGR5gAAAAYhIZHaCdAIgAAOAtIBAAAlwCJAADgEiARAABcAiQCAIBLgEQAAHAJkAgAAC5hQyKN1FjVRpAIAABCEBJhugIkAgCAA1iVyD0TfTNbwxCunQSJAADAJTQ8QjuJNwj+eNXUPRPzBlmQCAAAfAiJ0KJo4kikESQCAIBVOBIRyEToAIkAAMCHkAjTFawfr2I+Z0gHEgEAgEdoeIRukvVMsttMiTAfPggSAQCADyERpivYEqGeeN6qxUdAIgAA8CAlwnAFSyLMpy6DRAAA4BMaHjEyyXpCO0sizJ9x0E+BRAAA4BIaHqGfwpmuMEtk+p6J+ftPIBEAAPgQEmG6YpopEeYvy4FEAADgQ0iE6QqGRO6bmD9ka7gNEgEAgEtoeIThNutHr6fvMyTC/EVuI0gEAAAeoeERxts40xV3aIncuW/qMeB0jIJEAADgERoeMXobZ7qCJZFeI07H6DRIBAAALqHhEaPTONMVLIn0j+J0jIFEAADgERoeMTaNM11hlsjd+6aBMZyOcZAIAAA8QsMjxqdxpivumiWCmegfHB4cxyfugEQAAOASGh4xcQcfZPw++V2Mksg9zDTEmAESAQCADyERWhRD4/g9pkSGJ3A6JkEiAADwCA2PmLyDM13BkohuEqdj6i5IBAAALqHhEVN3caYrzBK5j5n0Uzgdt0EiAADwCA2PuH0XZ7riPlMihimcDpAIAAB8CIkwXcGSyOhtnI7pew9GIhiGtbS2trW26XQ6d61TGeODLBKWbTKZssMsL4AQQj4xSt5CPjFK5hbCsoW2y1yIJDsMcZblT+GTHeYTozRlhyF6UfbazesglhTYAP8giXdkhyGB3XQE1gFwt8/eT/ZnERbG2ScXd8S9uF4wf42EhkdM38OZrmBIBDeNTeN0PCiJqNUDWVm50rzSysoqHMfdsk7Wacy63oUvfguXNevqIF+QC1LrsSUj+qplrd1+ibAXZh6XFYnYWr17JSKwef7aLZR7dpjNcphJbBSMMsaHXbDUBIGzgDxJBDWZHWaezFvn7IOQCNMV9/HZJJHx8fHUtIzCwpySkpTr1yXt7e1uWa1bJUKuTFgiVrbLncNYXkAqtiCXV8b4hGVbSLTsTjMEF3HobCYPgLPfYTHcHTPbL4zaIFuEs+v6cVYijPczXypjfJCPD/eUID+9vw6JTN83delxOh7IXbxVVZVXrxVKrv/upuQXUqkkI1N6+/a066u1XZ0xmbhfp05KxOqmeGm+9R3iHoOtdIKfidBXqFA2wHyreyQitJtCJcncG8YbrO7kg8ADEgmL4SyjjPHxiYkJe7gkYryNM11hfhTA1F1T/SBOhgYfnvHf4h0a0ly7lnXtWkpLxeMq5bz8lIAsSU1NTY3ra7YvE+FIROhL3Q2ZCPuLh9qa7atH6OpkrsdKdYbYDeH0hkwgfGJiwthTmOLLDkM+Mdmk85jzqQ3RG1fGhMUoyV0VkiRZgKx1UyuxpUkBzPvJ2BPzsbCbjPhLCnqbXU7mVfDX4JREstlqIl5k2ysRZpvYgyI0PGJ4Ame6gvWD3opBnI6hmZUIhmFFRUWZmSXZV4JMJmQyofqi/1MgOZ+ReUOr1bq4css1GCsSsZKJENeRgERs10OYOjKvl3tm8K4/nxilkGmyw3xilBaTH3NuxD0WXpssc2FiDvNtjEo7cYTcNVPFxSoh/oHSKyOLjmoq5nnGLpgXI70rgsdCb5K/E/Qr+kDY3yTmhij+tgQL3rZEGBthTHmoJDI0gTNdISAR+SAun3GJKJXK69cLsrO/75T9iJCICUPS798qLWspKipxsYXVrdUZuv5vIxNRxviEZbO+Z5lpA+cMjonxETo7LOT9QvPNszlv4p7Z5GS2RPgVII5EmBkP/39zKbBLlmuIsGxTdlhYWBhDIgKFxi0FYYTtI3Qs/FoJdwr/YuYdn8C2nMxEzOcCc/0PVXVmaIK0hLBE5A9CItPTt69fzyotbcpPWW0yIdNtZLqNTBhqyP+76tJYSe5NVb/KlfWzPkwXMxHz+WZNIuazgpv5m9dEzWVqhrNVTn8Qb5/o+exLni0rgfd5SCLmtQsVHqMiQUskhlN3iLGjn0pgr4WnOiQRoSUFLnImTkvEXOviJToPmUTkfInIH5BE5HJ5bu7N4sJTyqofnT7ptev3K3bv+rfIL97tqHusLOXVisrGGzeK79+/7+zq2Se18xKhZsQwkwreepQxPgj5+DA2IpRNk40U3FOTdxZzzmk6C2a1l7Lfxf2GnzGJcBM+oh2F9ZXL3EHh+pmgvAXrOJyqB10f4R8Lc8nsGLLEeA0T3HUSHyR/Or0tFyTCqhY+lNUZpivMEpl8QBLR6/XZ2dLaurqK7DfvTqDf/W7r1q1ffrx1z5Ytu8pynlJVP1ae/Vl5ZXNTU7OTG+Ccgy5IhF13FlgpPZl4zWhLoC4wRsuJHScDI42mqwth2eTFIdxjKLgSJyTCbAF2OhNRKqn2XG4bED87o7bJKxarHeXcSqnwsTCWZLV48Kq0zMnMVEFwW65IhP2CLRFOrYnJ7JTI5IOVCI7jFRUVzS19N8uO9jTOuzP+wz/u3rRt2++3bv0kdMv/q8h52qT/cVH8C4NqjTS/ZHx8wolNcK8h4hSnPyzqcrQB+4wyr5e1HtZMS5ogv4CtbNM8vkLwW5m+stl6ElgPnTrzrxy7my+dgF+dYdfUBDIRa/s163p+5zizTiIqlargxs3KqvLWkn8xYaL7E4/s+n3gxk1h6z/aFLD2g6qcfzEN/5O64tGS5I81w5NVVVWe3h8AAKzjiETGPS6R+/fv5+TkaobGSnPCxlXzTJM/mdY9+ul/vbt6zfp331uzfLlfVebPTf3/eKf1x6UXn2xvuFFeWefGG2oAAHCC0PCIoXF7JKKeCYk0NzeXlNZVVaV3VvzMZPwHk/Gfp7WPhm97Y8nSFUuWLnvrzTdqMv/J1PnY7ca/U+X+sDBh1Yh+qrS0HMMwj+4VAABWICWiti4R9UxIZHx8PDtHqhkyFKZ+YDI+Zhr+vybdk9Oax7ZueXHhr5a+7u373rtvNuQ8bro1b1L2yO0aVBc/rzL7aE1tW3d3t+f2CgAA62Jx/bkAAA/RSURBVJglohaUiJqcV+d5iRQVlTQ1q26WxnWX/dSk/TmmetKk+vlk6+NBq//px3/7xC+e+uWbvq/Krz5yrwYZS5GxGBlzUfbxZzXD+oIbxXfu3PHcjgEAYAVCInWUK+RqnkTqqPCoRHQ6XXZOQVtba+nVd0wD86bbH51o/MHtRmSoQu/6IITQvB/9wxtLF9Z+L5osRCMSNJKJjJmo7tS8kuQ/1Sg6W1taPbRjAABYh5YIEVyJ1M2IRO7fvy+R5LXdGshL3qqr+sFELTJWI30FGq9EYxUo4E2EEPrZPz8T9MGbjUmiiTw0ch2NpCNdGhq5hiRHnqgpl+blF42Pj7tpdyyOKzOZTA/FCEI3Yb0c5g5QDjbgSKTugUikq6srM6tQIkmpv/bYVC0yVCFDBdKXobFyNFWFQlcjhP7m6V96bwxe0XRZNCFBI2lIl4q0KUiXgm59+8Osv6ytqGm/efOmQxs1jyHiDx13k0Qsb2IW4Ww5OLfO2Yur5WDHefEwFos9OCARjWckMj09fT0jq6y8Pjdx3XDxDwyVSF+O9GVIX4L0xchYhOovoIxDSHocVZ9BA8loJB1pr6HhFDSchDSX0MhlVHJkXm7ysRxp6dDQkL1bZd1vyr+PwsIoZosTHd2E7ffMEM6Xg3PrtP2eB4PL5WB5FK09m7D9ntlMaHiExqZEatV4rcckcvNmZW5+TVbaN83X5hkrkb6U1MdIARqRojEpqj2LvvkU7ds6L/trNJGJtMloOAkNX0aD36PBBDQYjzpO/zD96OKS8sbCwiJ7t5rNu9WJfxu7ixKxtglLzPhJ43w5OLdOSzzoq8XVcrDDCw9jsdgHIRHCEsISqfWkREZHR1PTsnNyJNLEd7SFP9CXIX0x0hcifQEayUOGPDRRgP64ESH0yBNPen28canyItKnoOHLSHMJDSaQof0elR+Zl352d7a0vKury85Nc8dVc08axp0U5K26zPvQ+JkpY7r55lRLm2DPJMfPW9oic2GBJ+i4NsXt5eDWAxe4P8UzE50vB+rNrLd5uFhmGUyJ1PIlUuthieTnF2TmlGUk/6ktbd545SPG8nnG0keMxT8wFImM+WiiAE0WoeB/Qwg9+rrPit+EflQfO288A2mv/Y025ZHh5HnDyfO0yY/oUub1XvxhxqFn86WFWTnS6Wk7np9IXOw+jGdrsL4oeN887IuHdXsXY2H+jVuWNyF4b6jgFoXu+XXPFE+UgxsPnPHgVWY5u3+iK+XAWmJGimXWwZFI7UxKRKMZvHYtIz31fGnyu/itZ6cbF04rnp+ue266dsFt2S+na56drn7GVPd01cVf+L/zy+Bfr447+JZO8q+3S54fL1g4VvCr8cJfjRcuHC9cOFG48E7Jc/Xn/jnt24+vZxbW1zfY2DA7SSQ+QMZ54FB1hn7Jnm59E5zkl/s9xt6gYCXdLVM8UQ5uPHB6vZ7ORVwqB2v34nquWGYVdktkwP0SycuT5kiKsq/slCU8XRO/oObCgppzC2rO/pKKZ6vPPlN99pm6s8+UnX5GGvNU+emnq848W3lmQeV3Cyq/W1B5ZkEVFdVnFsjOPpP/lyV5mWnpGTkGg9HahrmXE9P9JvdIxPomZolEPFEObjxwwa9kT0x0qRysfnt4olhmH6REBqxIZACvHcBlHpDI9YzMqmpZg7yqUV7dKK9pktc219e1NMg721v6uzuHB9V67bBhZNgwojWOaI16rWFEaxjRjgwPDg70D6r6u9vb2prqWxrkzfV1TfLaxrqaJnmtok5eUFBk4+5edmZIfS8xP1IbFw879RRa2PYmbKWvZlg5Mf0EHTdM8UQ5uPHAGZeWef2emOhyOXCs4dlimX0QEpENkK7gSYQyiCckIpVKz507f+rUt6dOnTl16syp02dOfxv77ZnYM7FnY2MvxMZdiLtw8cKF+AsX4i9cTLh4MeHCxQTi5dkLF+POXoiLOx8bd/a7M3Hffhd3+tvYU6fPnD595vTpby9dutTT02Nj24xGK0bLAyIf+smsh5qbtRhnkvln2izlsdY3wUypWQ8mEdoic2F3T3F/ObjxwBmLhoV5cqIL5aDkdO3OQLHMOmiJ0B7hSkTmMYmYTKZ6z+DenTSZWE1nHlk5v8nMo1t0GvYF5eoOPkQHzoHaSd4RzMViYUpExpeIzMMSeVhw9yeoZD+E8aE5ZzjdEI7v4cN64BwsOmROFgtHIjKQyAzB6CGYpR13NnD2K/ehP3DrzMVisVciNSARAACEICRSY10iNSARAAAsQEukxpJEamiJjIFEAADgEhoeoRkzi4IrEXpGjQofBIkAAMAjNDxicAyvUZk9IiQRFV4NEgEAQAhCItUqs0cEJFJNSgQDiQAAwCE0PGJwDCMsISQRFWmQahUGEgEAgA8lEcojKrZEaINUgUQAABCCkEiVyuwRs0QmSIlgVSARAAAsQEuE9sgEWyLkvCoVpgaJAADAIzQ8Qj1mFkW1ChOWSGU/SAQAAAEIiVT2W5AIbRCQCAAAgtASoT3ClQgxDyQCAIAgTIkQHmFJhJ5xEyQCAIAQhERu9ps9wpDIHRNtkJv9mHoUJAIAAJfQ8Aj1KGkJUiJ32BIh5t3swwZAIgAA8AgNjxgYxW72mT3CkshNSiIVIBEAAIQgJFJBSeSmoEQq+kAiAAAIQ0uE9ghXIsQ8kAgAAIIwJUJ4hCURekY5SAQAACEIiZT3mT3ClUg5Eb0gEQAABCAl0ku6woJEerEykAgAAEIQEinrJT3ClQhhEEIiKpAIAAA8QsMjVLREerFypkTGKYmU9WKlIBEAAIQgJFLaa05GxlkSoQwCEgEAQBBaIrRHWBKhDQISAQBAEKZECI8ISaQHK+kBiQAAIAAhkZIerLRHSCK0QUp6sH6QCAAAPELDI/pHSUsQHuFKpAQkAgCAZZgSKeFLhJ5R3IP1G0EiAABwCQ2P6DdixT1mjwhIpLgHK+4GiQAAIEDojoh+I1bcbfYIVyKEQYooiRgBAAAYEBIp6jZ7hCUR2iBF3VgfSAQAAB6hOyL6jKQlCI+wJUIZBCQCAIAgTIkQHhGWSCFIBAAAIQiJFFqSCG2Qwi6QCAAAApAS6TJ7xCyRsTsm2iA3QCIAAAgRuiOiz4Dd6DJ7ZIwpEcIgIBEAACyxmSmRLqxQUCI3QCIAAFiAlsgNYYlQBikAiQAAIAQhkYIus0cYEpk20QYp6ML6DCARAAC40BKhPTI2zZYIMa+gE+sFiQAAwGPzjoheA1bQafaIkEQ6QSIAAAhjlkinkEToNCQfJAIAgBCERPI7zckITyKdWD5IBACMRqPReP5G0/qYvGWR6XMq1sfknb/RZKlMNu34jJAI7RG2RCiDgEQA4Gx+o++fS96sHvNrvT+n4s3qMd8/l5zNbxQslk2ffNZjMIuioJMtEXqGFCQCzHmConPfqhn7pOtuc37eLcPk3Pn7xyuFb9WMBUXnChYLIREpI+EQkIgUJAIARuOyyHS/lvvN0jzj+OSciluGSb+W+8si0wWLZdMnn/XoSUtYlUgHSASY6xASadNPGMbmVjRJc21LpMOyRAiDgEQAgJBIkzT3gV/VMxxt+gm7JEJ5hCURKUMiPSARYG5DSKR1ZFw/OreiMU9iXSLdDIlIBSTSgUk7sDyQCDDnWRaZ7tdyryE3Z2R0bE5Fy8i4X8s96xLJ6zB7xCyR0WmTtAMkAgAkhERaRsZn5tJN+i36TbKVBeoPLLa+gNuiITfHAYl0YKN8ieSBRADAaFwWmb685Z4iJ1trGHV7VB9cjCi2XBnVXvktYrDlyqjWMKqtFXsjKyz+qtb9O6Y1jDZpR5fbIZE8SxLJA4kAgNFoJCVyt2nYOKz3UNRFLf7tJb1xWCb2/k0yOfHKbxH9v0zsvVhcZeHtl36zOErmkR1T5GQtb7lrj0Ty+BLJA4kAAAUhEUVOlqckIhNvOVA3rE/esvi3WxZz0wzvA3Uek5eNaBo22i+RPEsSyQWJAHOeZZHpy5vvNg4Zh0YMnohLvyF9EZpUG+W9OKrGMFQj9v5N8tCIofLAYu8DtZUHeGrhiqbWEzsmz85c3mxDIrnWJZILEgEAo3FZZLpv/e3K61faegbcH+c2I4Q+Ojfw3Ub00bmyiNe4gnj1yzLuW4r3v7rxokd2hh1lnQO+9bdtSiQXJAIA1iEkUtbpiQu1LOK1zR9tZErk9Yhisybyvnydlkjel69/dG5GJVJ5/YpLEskFiQCA0Wg0GpdFpr+hmKpIu9zS1e+J+HYDWn+W+Fu6h5eJvPJFaUtXf0tX6Z7XvPYU9rd09bcURr7CXOK1SIlndqxE2f+GYsoeieTyJZLLlIgeJALMaQiJFLf3N3f2eSJOh6Dgs32nQ1Dw55GvvBaZ3dnXfCPylZCLzZ192Z97vfJ5SXNnX/PZjQih4LN9zYy5no7y1Ev2SyTXokSUIBFgrkNIpDz1kuckQiYdr1HK4ErkYjDy2nPjYjBCr3xeMmMSKW63IxNRgkQAwBbLItN9FFOFt3oblD2eiL+EoF/H9jQoi/706sa/EBPzI18JifzTqwgh9OtYegFyYQFCzntix0qvfu/jqkSUIBEAMC6LTPeRTxWnJChudc+pKGjt9pHbIRGlJYkoQSIAYDRSEiloffBX9QxHcUqCvRJR8iWiNM/rBokAc5tlkelL6yZvXrlY19o5p0La3LW0btJeiSgtSEQCEgHmPIREcps6alqUcyrKL1+wKREJSAQAbEJIpPzyhQd+Vc9w5DZ1uCoRCUgEAIzGZZHpS+omJA3K6qb2ORVll84vqZuwKRGJJYlIQCIAYDQajcag6NzFpbrw+Izs+vaSxLNz5+8GuX5xqc7KT0bQEpHwJSIBiQAAxdn8Rp/jxd5lusW143MqvMt0PseLrfx4FVMiEpAIAFjhjLQh8Kjkgf+u5QxH4FHJGWmDpTLZtAMkAgCAC2zeEQESAQDAeUAiAAC4BEgEAACXAIkAAOASIBEAAFwiFCQCAIArgEQAAHAJkAgAAC4RGg4SAQDABUAiAAC4BEgEAACXAIkAAOASIBEAAFzCAYm06/ATF9NCwyMgICAg6DhxMa1dh9slkWoV3q7Du/UYBAQEBB3tOrxaJSQRLy+v784nlveyshQICAgI61Hei313PtHLywv9x3/8x8IXX+s1PPh9goCAeIii14AtfPG11atXo507d85f5BV7PrFxCPf0ViEgIP46onEIjz2fOH+RV0hICDp27Ngnn3zysyefij2f2GvAKvoe/P5BQEDM2ijvw3oNWOz5xJ89+VRgYODOnTvRmTNnxGLxJ598Mn+R18IXX/vuXOLotAkCAgJCML47l7jwxdfmL/IKDAz89NNPv/zyS3T58uVTp06JxeLt27dv2LBh/iIvCAgICCuxcuXK9evX/+EPf/jyyy+//vrr/w9wS88RTsP8OQAAAABJRU5ErkJggg==" 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" alt="" />

三、封装HtmlUtil工具类

  将两种方式封装HtmlUtil工具类,方便在开发中使用,完整代码如下:

 1 var HtmlUtil = {
2 /*1.用浏览器内部转换器实现html转码*/
3 htmlEncode:function (html){
4 //1.首先动态创建一个容器标签元素,如DIV
5 var temp = document.createElement ("div");
6 //2.然后将要转换的字符串设置为这个元素的innerText(ie支持)或者textContent(火狐,google支持)
7 (temp.textContent != undefined ) ? (temp.textContent = html) : (temp.innerText = html);
8 //3.最后返回这个元素的innerHTML,即得到经过HTML编码转换的字符串了
9 var output = temp.innerHTML;
10 temp = null;
11 return output;
12 },
13 /*2.用浏览器内部转换器实现html解码*/
14 htmlDecode:function (text){
15 //1.首先动态创建一个容器标签元素,如DIV
16 var temp = document.createElement("div");
17 //2.然后将要转换的字符串设置为这个元素的innerHTML(ie,火狐,google都支持)
18 temp.innerHTML = text;
19 //3.最后返回这个元素的innerText(ie支持)或者textContent(火狐,google支持),即得到经过HTML解码的字符串了。
20 var output = temp.innerText || temp.textContent;
21 temp = null;
22 return output;
23 },
24 /*3.用正则表达式实现html转码*/
25 htmlEncodeByRegExp:function (str){
26 var s = "";
27 if(str.length == 0) return "";
28 s = str.replace(/&/g,"&amp;");
29 s = s.replace(/</g,"&lt;");
30 s = s.replace(/>/g,"&gt;");
31 s = s.replace(/ /g,"&nbsp;");
32 s = s.replace(/\'/g,"'");
33 s = s.replace(/\"/g,"&quot;");
34 return s;
35 },
36 /*4.用正则表达式实现html解码*/
37 htmlDecodeByRegExp:function (str){
38 var s = "";
39 if(str.length == 0) return "";
40 s = str.replace(/&amp;/g,"&");
41 s = s.replace(/&lt;/g,"<");
42 s = s.replace(/&gt;/g,">");
43 s = s.replace(/&nbsp;/g," ");
44 s = s.replace(/'/g,"\'");
45 s = s.replace(/&quot;/g,"\"");
46 return s;
47 }
48 };

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