JS函数(自调函数)与闭包【高级函数】
JavaScript:BOM(浏览器对象)+DOM(文档对象)+ECMAScript
javascript面向对象:
* 概述:
* 发展:
* 互联网发展对浏览器页面性能或效果要求越来越高,HTML(XHTML\DHTML)及javascript等技术发展.
* 行业标准发展,推动javascript的要求越来越高.
* 工作内容:
* 对客户端逻辑处理越来越高.
* 概念:
* 面向对象:这个人就是对象,年龄、性别、学历等叫做属性,出生、上学、结婚等叫做方法(函数).
* 类、对象、继承、重载、重写等.
* 类:例如女生就是一个类.
* 对象:例如范冰冰就是一个对象.
* 面向过程:这个人出生、长大、上学、功能、结婚、生子、去世.
* 注意:javascript是不存在类的概念.
* 开发工具:
* MyEclipse或Eclispe都需要掌握.
* WebStrom:在国内,号称是前端开发神器.
------------------------------------- 函数:------------------------------
* 定义函数的三种方式:
* function 函数名(){}
* var 函数名 = function(){}
* var 函数名 = new Function();
* Arguments对象:
* 模拟函数的重载效果.
arguments代表的是实参对象
<script type="text/javascript">
function add() {
if(arguments.length==2){
return arguments[0]+arguments[1];
}
if(arguments.length==3){
return arguments[0]+arguments[1]+arguments[2];
}
} alert(add(1,2)); //
alert(add(1,2,3));// </script>
* 特性:
* Arguments对象内部应该是一个数组结构.
* Arguments对象的length属性:可以获取当前函数的实参个数.
* 变量的作用域:
* 分类:
* 全局域 - 全局变量
* 局部域(函数域) - 局部变量
* 特殊情况:
* 定义局部变量时,不使用"var":局部变量自动被定义为全局变量.
* 全局变量与局部变量同名时:在函数域中只能访问局部变量.
第一种情况:
函数内部访问全局变量
<script type="text/javascript">
var a='a';
function test() {
alert(a);//a
}
alert(a);//a
test();
</script>
第二种情况:
全局变量与局部变量同名时:在函数域中只能访问局部变量.
<script type="text/javascript">
var a='a';
function test() {
alert(a);//undefined 局部变量
var a='b';
alert(a);// b
}
alert(a);//a
test();
</script>
第三种情况:
定义局部变量时,不使用"var":局部变量自动被定义为全局变量.
<script type="text/javascript">
var a='a';
function test() {
alert(a);//a 全局变量
a='b';
alert(a);// b
}
alert(a);//a
test();
</script>
第四种情况:
提示undefined:存在变量,值为空(类似于java的只定义未初始化)
报错未定义:不存在变量
<script type="text/javascript">
var c;
alert(c) ;//提示undefinde(弹出框)
alert(d);//报错未定义(不弹出,报错) </script>
第五种情况:方法内部改变全局变量值
<script>
var a;
(
function(){
a="222";
alert("改变a的值为222")
}
)();
alert(a);//
</script>
* 特殊函数:
* 匿名函数:没有名的函数
* 将匿名函数作为参数传递给另一个函数.
* 利用匿名函数来执行一次性任务.
第一种:
将匿名函数作为参数传递给另一个函数.
<script type="text/javascript">
var one=function(){return 1;}
var two=function(){return 2;}
function add(a,b){
alert (a()+b());//加括号的作用是加上圆括号的目的是迫使eval函数在处理JavaScript代码的时候强制将 括号内的表达式(expression)转化为对象,而不是作为语 句(statement)来执行
}
// add(one,two);//相当于传一个变量
add(function(){return 1;},function(){return 2;});//与上面一句等价
</script>
第二种
利用匿名函数来执行一次性任务.(自调函数)
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" alt="" />
上面只是手动的设置调用函数一次,可以被重复调用,为了希望函数只被调用一次,可以用自调函数。(页面加载后执行一次,不可以被重复调用)
自调函数(自己调用自己,只能执行一次,重要)
<script type="text/javascript">
(
function (a,b) {
alert(a+""+b)
}
)('1','2'); </script>
* 回调函数:
* 匿名回调函数
* 自调函数
* 第一个小括号:定义函数
* 第二个小括号:调用函数(传参)
* 内部函数(私有函数)
* 在一个函数中,定义另一个函数.
* 类似于Java中的内部类.
解决当前特定需求,代码安全性
* 返回函数的函数:内部函数的一种特殊用法.
/**
* 内部函数
* 返回函数的函数(内部函数的特殊用法)
*/
function fn(){
var a='a';
return function n(){
var b='b';
return a+b;
}
}
var fun = fn();
alert(fun);//function n(){var b='b'; return a+b; }
alert(fun());//ab
alert(fn()());//ab
平行函数可以通过内部函数访问到其局部变量,先获取到n(),再通过n()获取。
* 预定义函数(全局对象):
* escape()函数:将字符串内容进行转义.
* eval()函数:将字符串内容进行转义.
* Number()函数:将字符串内容转换成数字,多与isNaN()函数配合使用.
* parseFloat()或parseInt()函数
* String()函数
(function test() {
var name = "乔治";
var fun="alert('s')"
var fun1 = "function(){alert('wwww')}";
alert(escape(name));//%u4E54%u6CBB
eval(fun);//弹出s
alert(eval('('+fun1+')'));//function(){alert('wwww')}
eval('('+fun1+')')();//wwww(加圆括号是加上圆括号的目的是迫使eval在处理JavaScript代码的时候强制将 括号内的表达式(expression)转化为对象,而不是作为语 句(statement)来执行。)
//第二个圆括号是调用函数
var URI = "http://qiaozhi.cn?name=乔治";
alert(encodeURI(URI));//http://qiaozhi.cn?name=%E4%B9%94%E6%B2%BB
alert(decodeURI(URI));//http://qiaozhi.cn?name=乔治 })();
-------------------------------- 闭包--------------------------
是不是闭包条件:
(1)全局域中访问局部函数n()——其上一层函数为fn()
(2)函数n()可以访问fn()变量
(3)函数fn中的局部变量位置不能改变
* 闭包的概念,在目前阶段极其重要.闭包,指的是词法表示包括不被计算的变量的函数,也就是说,函数可以使用函数之外定义的变量。
*闭包的两个重要作用:一个是前面提到的可以读取函数内部的变量,另一个就是让这些变量的值始终保持在内存中。
* 对象:
* 原型:
* 原型的应用,在目前阶段及其重要.
* 继承:
1.函数的作用链:变量的作用域具有传递性
var a='a';
function fn() {
var b='b';
alert(a);//a
alert(b);//b
function n() {
var c='c';
alert(a);//a
alert(b);//b
alert(c);//c
}
n();
}
fn();
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" alt="" />
2.闭包:(作用是降低函数之间的耦合性,类似于java中的解耦——继承,接口)
/**
* 闭包
*/
var a='a';
var n;
function fn() {
var b='b';
alert(a);//a
alert(b);//b
n=function() {
var c = 'c';
alert(a);//a
alert(b);//b
alert(c);//c
}
}
fn();
n();
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" alt="" />
3.循环中闭包:
/**
* 循环中闭包
*/
function f() {
var a=[];
var i;
for(i=0;i<3;i++){
a[i]=function(){
return i;
}
}
return a;
}
var fun=f();
alert(fun[0]());//
alert(fun[1]());//
alert(fun[2]());//
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PRp9/ODJ6fG7l8yzyKzHY2Mw65/bYAJywvy+io9PTI9u3S0CC1tW9SzciIRKPF2+wa6wPXbkUPHLt85sqd16//cKpIKGWvX/9x7vov735+aTL0wO2yQD+EHLhmJf5y6fHvZu3z7NXIyOVbX3z/s1npNNtb3gtMmLeCmF2VTk/eNjt6Td9+aHbiomMSnPVk5Xn0t7jVB+/s1YjZHmh2WTTjkHkjkxmqv/j+55Pj4bNXIxNz9+cWl5ce/053GpSoWEwMQ3p7ZccOaWiQmhrZtk06O2V4WCIRZaVYe31gJf7y6NnZD/9xdf7eE0eKhJK1+HDF/MqJaz0KQ8hBET1/+cpsijG/Qf9qbL5/9KcP/3HV7FBk3nFhfmV+5sqdizP3zFvSo7/FGTsFpezZi4SZhabCv5o3cZkNjEnHdv/oTycuhsxkPre4/GD5GQc21InHZXxcenultVU2bpTqamlulj17ZGhIZapJ4lR9YObOo+7jwf7RnxYfrjjygigp0d/i/aM/dR8P0oCDtSDkwAEr8Ze3HzydDD0Ynbpr3iDhPzG57+hY52fjPV9e6fvmhtl/jKoeKsSzF4kHy8/Mm4jM3nF939zo+fJK52fj+46Oma1AZuPkZOjBrfu/0f4DB8TjEgzKoUPS1iaNjVJdLVu2vEk1oZDbhXvDwfrA69d/TMzdP3Ds8tGzs7TqlI3bD55+8f3P7wUmLs7co1Mi1oiQg9V5+uzF3OLy2OzSyOVbR8/OHhz+0QwzH5ycGvju5qngwqWbS2aS4e4XIJXZvGnmn9OTtwe+u/nhP66++/mlfUfHer680j/608jlWxdn7s1GHnP/D3JIJGRqSvr6pL39TappapKODhkYkOkSnRLe8fpA4tXrsdmlg8M/9nx55eLMPa47mjL34wcnp8z9mHj12u0SoRwQcpDNo1h85s6jc9d/GTw/9+E/rnZ+Nv7u55c+Grl23AidvRqZCv96NxqjWQZYu2cvEosPV67dip69GjlxMfTx19MHjl3ed3Tsg5NTg+fnzl3/ZebOowfLz9wuJtw2PS39/dLeLps2SXW1bNok7e3S1ydTU26XLC/Fqw/cfvB04Lub735+6Yvvf56584hGAC28fv3H3OLycSP07ueXaJGD4wg5eMvS498n5u5/NTZvNtEcOHa575sbJ8fDF2fuzd97UthMLI7weDIejQU/xZNZocUEnPTsReL2g6djs0snx8N939w4cOzyO/0/HBz+8cTF0KWbS9yNUBGmp2VgQDo6pKlJqqulsVF27XqTahL6fcFU7PrASvzlpZtLH41ce/fzS8eN0NziMmmnNN26/9vJ8bD5temFG4t02UUxEHIq3bMXienbD08FFz7+etrsMPPF9z9fuLF46/5vapposiSNpLCRmj1yxpLsccX6bc4NASXi2YvErfu/Xbix+MX3P/d8eWXf0bHDp66PXL517VaUWkKZCIVkaEj27JHm5jeppq1NDh2SYFDi2vdgVFYfeLLy/MKNRbMDwtGzs2OzS/T/dN2TleeXbi4NfHfT7OI+OnWXYdNQVIScSpR49Xo28vjkePjg8I/mXZvnrv8yt7jsSsezLInCHkLShp+kH7LnpdQ4lM/PJq/XGwgE1vQ+gSJ4/vKVmXkGvrt54Nhl/4nJExdDM3cecWeCTiIRGR7+K9Vs3CitrdLbK4ZRBqkmifr6wEr85WTowRff//zu55e6jwe/GpufCv9K4FHm6bMX125FT46HzckhBr67OTF3n29koAYhp4I8f/lqMvSgf/SnfUfHPv56+tz1X0qhu0s+ISfnCmkbeXK+Tp4tSELIgSYeLD+7cGPx46+nOz8b7/vmxqWbSy52MU21+xODZfcnxns9X/X/H//36LZ/nvmP/8tK1b+J/oe6a//zlpP/+//50Tv/dd9//db14qVdHDwGnHqpAtx+8HR06u6n3850fjb+XmBi4LubF24sLj5coUubg16//mPx4crY7NIX3//8/mDQ/Cw6c+XOrfu/8XeGYtk/cAg5ZeJuNGY2EPeP/jQV/rWkvuXNp9UlU3eytCtYrTpZHgHK2/OXr6ZvPxz47ua+o2NHz87euv+b2yUSqeRrQTQqIyPS1SUtLVJXJw0Nsn279PTI6KgsL7tduNzKJuTYLT3+/dLNpcHzcz1fXnmn/4cPTk4dN0IXZ+7djcZK6hJZ+hKvXt+Nxi7O3PtqbP6Dk1Pv9P/QfTw4eH5ubJb7BuEyQk6ZMycM9p+YvHBjsTSHQcsze+SZZ9I+mDYUrapjG6Cp5y9fXZy51/PllcOnrrsedSroWrC8LKOj0t39JtXU1UlLi3R1yciIRKNuF27VyjLk2FndPo8boYPDP/7t7xd7vrxy9OzsqeDCZOgBg4jaPXuRuBuNTYYenAouHD07a0ZE627e+XtP+FuhdBByytno1N0Dxy6PzS6VchtxnnkjbQLJJ8+s8WfDMMzNhcNhB981oNjE3P13P790evK2i2VIuhakfo+Q9psFPb5uiMVkdFR6emT7dmlokJoa2bZNOjs1TTVJyj7kJDGbJqbCv56evG1OB/dO/w8Hjl025/A1J7aev/ek7G/seRSLz997MjF3f3Tq7nEjdPjUdWuAx6NnZ09P3jankWBOG5QsQk7ZGptd8p+YjP5W6p/C2Wswef42/w5pSWEmzzYcn89HyIHunqw895+YPHs14lYBzGtB6jcRab+bsGQ/Z4tb4ixiMTEM6e2V1lbZuFGqq9+kmuFhibj2Fy6SSgs5aT2KxWcjj8dml05P3v7i+58/Grn2XmBi9yfGe4GJj0auDXx386uxeTP/zNx5dPvB00exeCl/vWh6FIvfjcZmI48n5u6fuXLnq7H5ge9uHj51/f3BoP2tnQoujM0uMUMxtEPIKVs9X165/eCp26XIzconaesuqwo51s95Rpd8WnJMhByUh0ex+LufX3Jr69a1IGdLbOojab/IcCDk5D/VTDwuwaAcOiQ7d75JNc3NsmePDA1JKLTWYpQ2Qk4WZnPHZOjBhRuLpydvD56f6/vmxgcnp8yc8E7/D+8PBs3+ov2jPw2enxu5fOvMlTtjs0sTc/etZebOo/l7T6xl6fHvj2Jxa0nqAPbsRcL+26XHv9ufayYWaxmbXTpz5c6p4MLg+bmjZ2cPn7p+cPjH9weD+46O7f7EeH8w+MHJqb5vbgyenzs9efvCjcXJ0IP5e0+iv2mQ0ICcCDllq+fLK0uPf3e7FLllr7vkGYFyVn0yfUNMSw4qypOV552fjbu1daslJ8sZnf0cdzjkHDkiO3dm/G0iIVNTcuiQtLVJY6NUV0tTk3R0yMBA2aeaJIScgj1/+epRLL74cGX+3pNrt6ITc/fPXo2cuXLnuBEaPD9nLX3f3Dh86rq19Hx55f3BoLV0fjZuH+mu87Nx+2/NBGUtZmKxluNG6MyVO2evRibm7l+7FZ2/92Tx4cqjWJzBFVAJCDll6+zVSM+XV0p/NPo8Q06W36auILm+Hs5UjEwIOSgDK/GXH/7j6ujUXbcKYL8WpH6hkPa8zpR50v53FeJx2blTPB7ZuPGvB81U09cn7e2yaZNUV8vmzW9SzfR0gRsqC4QcADoi5JSzU8GFA8cuT4V/dbsgGaWtzaTWabKEnLQNL6v6bSbmatbAAx6Px+v1rvkdA+6Yvv3w/cHgV2PzLvZCyd5dLZ/vLDKdp6uzsCCNjeLxvFn6+qSjQzZvlupq2bRJ2tulr0+mplbRk63cEXIA6IiQU+bm7z05OPzjweEfJ+bul+AQKDnrKFY1KEsESvssz9vfEOe5oVK3f7/bJYBmEq9eT4V//fAfVw8O/zhz55G7hcky8EDa2JO0WvZfeb1e83Xq6+uzFeL0aamu/ivheDyydascOiTBIKkmE0IOAB0RcirCbOTxp9/O7Ds6Nnh+bm5xuUTSTvZckSXMZHk8z4adnM04hX9JXFQlWCSUpNev/5hbXD5uhN79/NLHX0+7Hm9MSd3VUldIDTlZUo39v4FAwO/3mz/7fD7DyHDRWViQpib5p396K+T09BTwXiqKXiHHfvsKi3ZLsQ8PVJTsRxQhp6w8WXl+4cbiRyPXOj8bP3p2dmLuPsNBaoaQg6yerDyfmLs/8N3Nzs/GPxq5duHG4pOV524X6i+7Mww8YK2QFHJSV8ueeazGnIwhxxSLyfCw7NolDQ3i8cj27c68vfLl4EVcQX2AKoe+2HdwFiGnEj17kZgMPRg8P/f+YLD7ePDExdClm0uLD1cYMjKjEhlMiZCDt71+/cfiw5VLN5dOXAz5T0weOHZ54LubE3P3V+Iv3S5aGrvTteRkCTmpMgWkQCBgZZtsLTmpFhZkeHh1b6PyEHKgBvsOziLkVLpHsfilm0tfjc0fHP5x39GxD05OfTU2T+Z5y+ysNDS4XQgRIeRAXr/+Y+nx75OhByfHwx+NXNt3dOzg8I/HjdClm0sPlp+5XbocrGtBPp1R08q0stfrtYJN7pYcrBIhB2qw7+AsQg7+knj1+vaDpxduLA58d9N/YvJvf7/Y8+WVo2dnz1y5MxX+dfHhSonczKNUIiGbN4vHI6OjbheFkFNxzEhz7Vb0zJU7R8/O9nx55W9/v9h9PHj07Oy567/cuv+bXpNdJF0L0t75lulenezd1eyjINpbdeAI3UNO/odZscqE/FBdhLMIOcgo8er14sOVqfCvp4IL/aM/mbHHf2Kyf/Snkcu3Ls7cm408Lv95kXt63tyd3NbmdlEIOWUu+lt8bnF5bHZp5PKt/tGfzEhjnnGngguToQd3ozG9Uk2SpO5qmYYZSL0nJ2mFTP9FkWgaclJbCzO1H6Y+mOXOMRQP1UU4i5CDVbC+Vz57NXLiYujjr6ffHwzu/sToPh78+OvpExdD567/Mn374d1orPQnIc3L7KysW/cm5NTUuD/CLBfasvD02Yu70dj07Yfnrv/y1dh83zc3uo8H//b3i+8FJg6fun7cCJ29Grl2K1p+baf2gQfsj2dKO0lS653UPtXQNORIhhmZJGvbTvY2QxQV1UU4i5CDtXr9+o8Hy89mI48vztw7OR7+9NuZD05OvReY+NvfL74/GDx86voX3/98KrhwceaeZvnH6qhmLa7foMyFVh9Wkrk4c+9UcOGL738+fOr6+4PBv/394oFjlz84OfXptzMnx8MXbizO3Hn0YPlZmeWZtLgWaErTkJMlEqd9xP4DIccVfETAWYQcFNGjWPz2g6fXbkXNet7g+bnDp653Hw/uOzp24Njlni+vHD51ffD83MjlW2evRibm7s8tLi8+XCmVQW/7+99KOB6PtLa6XCQutCXj6bMXS49/n7/3ZGLu/rnrv5iH98dfTx8c/vG9wMS+o2Pdx/9K+BduLF67Fb11/7cKH7Sda4GmNA05piydHvPJPGn/iyLhIwLOIuTAHYlXrx/F4vP3npgR6MyVO4Pn5/q+uWG2Au3+xDhw7LJZTfz025nB83OnggtnrtyZmLt/7VZ0/t6Tpce/q6gvJhISCkltrfT0yP790t5e9C1mx4W2+B7F4mZ6uXYrOjF3/8yVO2aA+fTbGTOiHzh2efcnxnuBiYPDP/Z9c2Pw/NzpydsXZ+5NhX+dv/fkUSyu9W0zRcW1QFP6hpy03dWy3JmTNvbQK1IZPiLgLEIOStSTlefR3+Lz955M3344MXf/7NXI6cnbg+fnjp6dPXzquv/EpHk70Dv9P7w/GPSfmDx86vrHX08Pnp87boTOXLljJqKJufvz957M33sS/S3+KFboGAn/9E8SL40v4LnQrtLr1388isXNOG22ukzM3R+dunvmyp3jRsjM1dbh9E7/D2Z6MQ+n/tGfzAAzOnV3Yu7+9O2H8/eePFh+ViotjRriWqApTUNOphYbyaNPGi05ruAjAs4i5EBvz1++sr56n408npi7Pza7dObKHTMRmTdCmPdCmKFo9yfGvqNj5n8//MfVw6eum1/Gm73mzly5Y9ZoJ+buz9x5NH/vye0rP736D/+9WVF+FIu7PMdihV1on2Y3qPYAACAASURBVL1IWH95M6XM33syc+eRPauYzSxWXPlo5Jq5c/cdHTN3t/lf8zD44vufzdxy5sqdsdmlibn7s5HHVsMgLTDFxrVAU5qGHFOmQSxkNamGkKMGHxFwFiEHFcf6dt+MRlbHJLO9yGwFMuvNg+fnhv/L0fsb/qP1Zb+99vxeYMJ8xPzi31zM1iRr+Wps3nxBc7lwY9HckLmYNezUxbx5I3URj0dlylqJv0xbjEex+K37v6UtuZkzrcXsiGgtX43N2/84H389bf3der68Yv4xzc6K9ixq9lq0pxQrqFiJ1OzEaMWVR7F4JdzHrx2uBZrSNORk6XKW2oEtaTVCjiv4iICzCDlAVgMDsmNH2t+YjUiPYnGzW525zC0uZ6nlnxwP22v5ZuND6mI1RyQt4vG8+/klMwMoWN79/FLaYrw/GPxo5FraklvNYmkz3sWZe/Y/ztzisvV3M/sT0pxS3rgWaErTkGNKewdO2iST9CzuyVGPjwg4i5ADZNXVJXv3ul2IP3Ghhc64FmhK35BT8IBptOS4go8IOIuQA2TV1iZHjrhdiD9xoYXOuBZoSt+QY0rbFJPpXh26q7mIjwg4i5ADZNXcLKdPu12IP3Ghhc64FmhK65CTNrdkuicnaYVM/0WR8BEBZxFygKwaGmR21u1C/IkLLXTGtUBTmoac1AacnIOq2Z/IbTnq8REBZxFygKxKZ5IcIeRAb1wLNKVpyIF22HdwFiEHFSqf4cXe6/nq6b/5d8pGM8u5iMfjehnUvVmUHXarphzccQqOAQ4zfbHv4KzsRxQhB2Urr8PSMGTz5uKXJW8V05LDh0ZZYrdqipADNdh3cBYhBxUqr8My8yQ57iDkQGfsVk0RcqAG+w7OIuSgQuV1WJbUJDlCyIHe2K2aIuRADfYdnEXIQYXK67DctauEJskRQg70xm7VFCEHarDv4CxCDipUXofl1q0lNEmOEHKgN3arpgg5UIN9B2cRclCh7IdlfX29x+Opr69PXmnDBmcnyQkEAuFwuPDnFxpyrHkeDEP1yVjYFBN8aJQldqumCDlQg30HZxFyUKGsw9Ln8/l8PhHx+/3mD39Zt86pSXIMwzDr+upDTn19vblRswyFb331vF6vuWm/3+/1evN/Ih8aZYndqilCDtRg38FZhBxUKOuwzDj79dKS1NY6u1Gr0l+gQkOO1YBjBR41rE2Hw+E0DWWZ8aFRltitmiLkQA32HZxFyEGFMg9LwzDsLQxer/evDl3j445PkuNKyLFbVdJwkN/vDwQC+a/Ph0ZZYrdqipADNdh3cBYhBxUqd8gJBByfJMfdkBMIBFaVNBxh9pFL7geYCx8aZYndqilCDtRg38FZhBxUqNwhp7vb8UlyXAw5hmGsNmk4KBAIcE8O2K2aIuRADfYdnEXIQYXKHXKKMEmOWyEn6W26YlXvnQ+NssRu1RQhB2qw7+AsQg4qVO6BB7ZulZERZzfqSsgJh8NWwgmHwypHkbaPJvdWgMyFD42yxG7VFCEHarDv4CxCDipU7iGkN2yQ6WlnN+pKyLG/Kb/fr3J0NSs0GobB6Gpgt2qKkAM12HdwFiEHFcp+WHq93jSTga5bJ7GYU5uz5snxeDyF9xxbfcgJh8OetxW46YLY3/WqwhUfGmWJ3aopQg7UYN/BWYQcVKgch+XSktTUqCpL3tRGFBfxoVGW2K2aIuRADfYdnEXIQYXKcViOj8umTarKkjdCDnTGbtUUIQdqsO/gLEIOKlSOw3JoSLZvV1WWvBFyoDNzt+7+xGDRbnH2GCgqBZtAkbDv4KzsRxQhB2Urx2HZ0yN79qgqS94IOdDZ7j9DjtsFwSoQcqAM+w7OIuSgQuU4LNvb5dAhVWXJGyEHOiPk6IiQA2XYd3AWIQcVKsdhuW2b45PkOICQA50RcnREyIEy7Ds4i5CDCpXjsNy40fFJchxAyIHO8gw5fr8/52DrPp9vrQOyIz+EHCjDvoOzCDmoUDkOy6oqByfJcQwhBzrLP+QkPWJNuJT6q7cm8EUREHKgDPsOziLkoEJlOyyj0VKcJEcIOdBbwSHH4/EYhiEi9fX15g8WQk6xEXKgDPsOziLkoEJlGSz1g86+u+s3uDhaa6ZFPB7Xy6DuzaLs7C4o5AQCASvJ2H82EXKKzdnzUcGpzaeHvth3cFb2I4qQg4pUmpPkSAW15KAsFRZyfD5fIBAwfw6Hw/X19Um/dbSMSEbIgTLsOziLkAOkKM1JcoSQA70lhZxAIOD5k70TGiGnpBByoAz7Ds4i5AApSnOSHCHkQG9JIceKK4Zh2LMKIaekaBpyXO9wy1LYUuzDAxUl+xFFyEFFKs1JcoSQA73tTumuZjXmEHJKlrNVTwX1gdTDDFog5MBxhBwgRWlOkiOEHOgtqfZpZZvsLTkMPOAuQg7UKErI8XhYNFscRcgBUpTmJDlCyIHe7LVPe1zx+XxZQo4whLSrCDlQo1ghBxoh5ADFtbxcopPkCJ/X0FtS7bO+vt7sq2Z2WrPiSmrICYfDTAbqFkIO1CDkgJADFNnUlGza5HYhMuDzGjrLs/bp9/vNSOP1ejOt4/P5cq4DRxByDMOwhgHMtI59qECntltpCDkg5ABFNjyscpKc1Q07U9BkoMreC5AdX7HrqDxCjtUYWEDTn2EYSZ0kRSRTxqZpsWAlHnKsL1ay7GKv15t9nUAgEAgEDMNIbZSGCCEHKLbeXpWT5Kzu7Fj9+c/Zh9JByNFReYQcr9cbDodFpICWltSQ4/V6zUqqz+dLHQywgDJDlIQcq5U4NbXmlBpLrOY7a/hHS9rDwD7Cit/vL6AM5Y+QAxRXR4f09irbGiEHlYOQo6OyCTkFv2BSyLGPY86Y5g4qdsgJh8PmYZA6SGM+kkKO2TZoJWfzB0va1096kK62aRBygOJqaZHhYWVbI+SgchBydETISQo5SVXk+vp6ewWXkFOwYoccs6tYwa+UFHL8fr/1iP1nU+phkLp1Oq2lQcgBiquxUaamlG0tr7MjGJRz5+TcOfF43vwwPu7k6wNKEHJ0pHvIsW6TsEYFMAcSMGucZv+lcDhsPZh6sw0hRw29Qo7X67WOCsMwklJ06mFgdZhMerDg8pQnQg5QXNXVsrysbGv2s8PqLpz87c7+/cmzZXV0FPD6gLsIOTrSPeSYkmqTfr/fqu/6fD6z9unz+ay+Z4Qc9YoXcqxhJ+yjApgDCZhr1dfXm3vcPAasa7E9FK0x5CR1a7ReZI3vr9wQcoAiWl6W6mqVG7TODvsticm3RZqlshLOunWytLTa1wdcR8jRUUWFHOuD1/69OyFHDfUtOfbgYR0h1veM4XA4yyTFhJyiIOQARTQ1JY2NKjdonR2BQMD6vPP5fMmt6vbGnLybcYSzD6WEkKMjQg4DD6hRIiHHvnPthw3d1VQg5ABFNDwsLS0qN5j27EjzlU8sJrW1q23GyfT6gCsIOToqy5ATCASsb+utobHyDDnCENLFoVfIYeCBoiDkAEXU27uqdpK1S70Spw5G+UZv72qbcVJfH3ARIUdHuoccaywB++2O1k0a9fX15r0Z1mry5+2RVmU37WSg9fX1TAbqLPUhx4qyfr9/tSGHIaSLgpADFJHaSXIkc0tOmmnC4nFZv35VzTiZXh9wRY6QMz0tu3ZJd7fSMiEX3UPO2pkDr1kRKC17lHJqu5WmqCHHPsieFUjsg/2YAxKYq5lpxMyx9uaapNe2Doz8JwO1XmSNQ72VLUIOUERqJ8mRDGeHfRCCtywsOPL6gCvS1z4TCRkeluZmqamRvXslEnGncMiAkAM1it2Ss0Zmi58VgdKyolSmdcybwTJe4kHIAYpo0yaVk+SI7ezw+/3Wp17qXYxrf33Adcm1z+Vl6emR9eulsVH6+iQed7NwyICQAzVKPORABUIOUEQ1NSonyZG3Q47VkO31ep1qyObsQ+n4q/Zp9kyrqpLt2yW1ZyZKCSEHahByQMgBiiYWUzxJjrx9duRs6V7j6wPu+tt/+16Ghub+p01SW0vPNF0QcqAGIQeEHKBopqcVT5IjxT87OPtQEqJR6e5+8m//vWza9EXb/0XPNI0QcqAGIQeEHKBoRkYUT5IjhByUvakpaWuTqirZsePDfR8Lx6RuCDlQg5ADQg5QNIcOKZ4kRwg5KFeJhAwNSVOT1NZKZ6c59Dm1Tx0RcqAGIQeEHKBo9uxRPEmOEHJQfqJR6e6WujrZvFkCAXvPNGqfOiLkQA1CDgg5QNFs3654khwh5KCcBIPS2irV1dLaKsFg6u+pfeqIkAM1CDkg5ABFo3ySHCHkoAwkEhIIyObNUlsrXV1mz7S0qH3qiJADNQg5IOQARaN8khwh5EBrS0vS1SW1tdLUJIGAJBLZV6f2qSNCDtQg5ICQAxSHG5PkyJ8f60Vd1L8plD+rZ1pbW/7tn9Q+dUTIgRqEHBBygOJwY5IcQDPxuAwMyObNUlcn3d0Sja7q2dQ+dUTIgRqEHBBygOJwY5IcQBtLS9LZ+aZn2tBQzp5paVH71BEhB2oQckDIAYrj0CFpb3e7EEDpGR+XHTukqkp27ZLp6bW8ErVPHRFyoAYhB4QcoDj27pWeHrcLAZQMs2fapk2yfr309DgyJge1Tx0RcqAGIQeEHKA4duyQoSG3CwGUgEjkTc+05mYZHi6sZ1pa1D51RMiBGoQcEHKA4ti8Oe30hUAFMQzZvl2qq9feMy0tap86IuRADUIOCDlAcdTWrnaoKKBMxOPS1yeNjdLQIL29xZstitqnjgg5UIOQA0IOUATxuFRVuV0IQLlIRPbulZoa2bpVRkaKvTVqnzoi5EANQg4IOUARzM7Kxo1uFwJQyOqZ1t4us7NqtkntU0eEHKhByAEhByiC06dl2za3CwEUXzwuR47Ixo2yYYMcOlS8nmlpUfvUESEHahByQMgBiuDIESbJQZlbWJA9e6S6WrZtk9OnXSkCtU8dEXKgBiEHhBygCJgkB2VsdFRaWqSmRjo6JBRysSBW7ZNFu8XZY6CodhNy9OTskfYGIUcvhBzAeUySg/KT1DMtFnO7QFwLdEXIgQKEHBBygCJgkhyUk1BI9uyRmhppaZHRUbdL8xeuBZoi5EABQg4IOUARMEkOyoM5hEZ1tezZIwsLbpcmGdcCTRFyoAAhB4QcwGlMkgPdxWJy6JBs2CAbN8qRIxKPu12g9LgWaIqQAwUIOSDkAE5jkhzoKxSSjg6pqZHt20uqZ1paXAs0RciBAoQcEHIAp42OMkkO9GP2TKupkb17JRJxuzR54VqgKUIOFCDkgJADOK2vj0lyoI3lZentlQ0bpLFR+vpKtmdaWlwLNEXIgQKEHBByAKd1djJJDjQwOyvt7VJdLdu3i6HlhyrXAk0RcqAAIQeEHMBpra1MkoOSNjIiW7dKba10dsrSktulKRzXAk0RcqAAIQeEHMBpTU1MkoNSZPZMa2iQTZtkYECvnmlpcS3QlKYhh0XHxeGjgZCjF0IO4LC6OibJQWmZnn7TM23HDhkfd7s0juFaoCkHd5yCY4DDTF9FCTksei2OIuSgsiUSTJKDUpFIyPCwNDdLba3s3691z7S0uBZoipADNdh3cBYhB5UtFGKSHLhveVl6emT9etm8WQIBSSTcLlBRcC3QFCEHarDv4CxCDirb6Khs3ep2IVDBpqdl1y6prpbW1rK/N4xrgaYIOVCDfQdnEXJQ2fr6ZNcutwuBymPvmdbVVX4909LiWqApQg7UYN/BWYQcVLbOTunudrsQqCTRqHR3S12dNDXJ0FC59kxLi2uBpgg5UIN9B2cRclDZWlslEHC7EKgMU1PS1ibV1dLWJlNTbpfGBVwLNEXIgRrsOziLkIPK1tRUTkP0ohQlEjI0JE1NUlcn3d2VPF451wJNEXKgBvsOziLkoLLV1VXI7RBwgdUzbcuWSuuZlhbXAk0RcqAG+w7OIuSgsq1b53YJUI6CQdm5U6qrZdcumZ52uzSlgmuBpgg5UIN9B2cRclDBFhZkwwa3C4EykkhIICCbN8v69dLTI8vLbheotHAt0BQhB2qw7+AsQg4q2LlzTJIDZywtSVeX1NZKc7MMD9MzLS2uBZoi5EAN9h2cRchBBevvZ5IcrFUwKK2tUlMj7e30TMuOa4GmCDlQg30HZxFyUMH272eSHBQoHn/TM62hQXp76ZmWD64FmiLkQA32HZxFyEEF27mTSXKwaktL0tkptbWydauMjLhdGp1wLdAUIQdqsO/gLEIOKtiWLUySg1UYH5cdO6S6WtrbZXbW7dLoh2uBpgg5UIN9B2cRclDB1q9nkhzkFo/LwIBs2iQbNsihQxKLuV0gXXEt0BQhB2qw7+AsQg4qGJPkIDurZ9q2bXL6tNul0R7XAk0RcqAG+w7OIuSgUjFJDrIwDNm+XWpqpKNDQiG3S1MmuBZoipADNdh3cBYhB5WKSXKQKh6Xvj5pbJSNG+XIEXqmOYtrgaYIOVCDfQdnEXJQqZgkB3aRiOzdK7W10tIio6Nul6Y8cS3QFCEHarDv4CxCDioVk+TAZPVM27NHFhbcLk0541qgKUIO1GDfwVmEHFQqJsmpcPG4HDnyV8+0eNztApU/rgWaIuRADfYdnEXIQaVikpyKtbAge/ZITY1s3y4Gn07qcC3QFCEHarDv4CxCDipVQwOT5FSc0VFpaZHaWtm7VyIRt0tTcbgWaIqQAzXYd3AWIQeVqqrK7RJAFbNn2saN0tgofX30THML1wJNEXKgBvsOziLkoCJFIkySUxGsnmk7dtAzzXVcCzRFyIEa7Ds4i5CDimQY0tzsdiFQTKdPy7ZtUlcnnZ30SywRXAs0RciBGuw7OIuQg4o0MCBtbW4XAkUQi8mhQ7Jhg2zaJAMD9EwrKVwLNEXIgRrsOziLkIOK1NUlXV1uFwKOCoWko+NNzzTGzStJXAs0RciBGuw7OIuQg4rU1iYDA24XAg4xe6bV1kpXFz3TShnXAk0RcqAG+w7OIuSgIjU3cxu69paX3/RM27xZAgFJJNwuEHLgWqApQg7UYN/BWYQcVKSGBqZJ0djsrLS3S02NtLZKMOh2aZAv81qw+xODRbvF2WOgqBRsAkXCvoOzsh9RhByUqXXr3C4BCjIyIlu3Sl0dPdN0tPvPkON2QbAKhBwow76Dswg5qDyRiDQ0uF0IrMbysvT2SkODNDXJ0BA90zRFyNERIQfKsO/gLEIOKg+T5GjE6pnW1iZTU26XBmtCyNERIQfKsO/gLEIOKg+T5JS+REKGh6W5WerqpLtbolG3CwQHEHJ0RMiBMuw7OIuQg8rDJDmlbHlZenpk/XppbpbhYXqmlZM8Q47f7/d4PB6Px+v1ZlrH5/PlXAeOIORAGfYdnEXIQeXZtYtJckrR9LTs2iXV1bJrl0xPu10aOC//kJP/4z6fb+0FQxaEHCjDvoOzCDmoPFu3MklOCbF6pq1fLz09srzsdoFQLAWHHK/X6/F40uYZQk6xEXKgDPsOziLkoPJs2MAkOSUhGpXublm/XrZupWdaJVhLS45hGIQcVxByoAz7Ds4i5KDyVFW5XYKKNzUlbW1SUyPt7TI763ZpoAghR0eEHCjDvoOzCDnpFXv2aBa3lgMH/9/of6hzvRhltuR7XiUSMjQkTU3S0CC9vfRMqzS73w45gUDA8yfD1oOUkFNSVneO5/FqTr2Ui5tAkbDv4KzsR1RFh5ykR8wrsf2/WZ6e87dp5flS2V8cOYyPM0mOs/I6wc2eaXV1snWrjIwUv1AoRUkhp76+3vwhKcAQckqKpiHH9a9+WApbin14oKJkP6IIOZIpgawl5OSzvvVIlh9QiECASXKcleMEDwalrU1qa6Wjg55pFW53Snc1qzGHkFOynK16KqgPpB5m0EJRQo7Hw6LZ4ihCTnpJZc4ZcjI1zqRtq0l9bpbH7f9mKgxWobubSXKclf4ETyQkEJDNm2XDBjl0SGIx5eVCyUmqfVrZhpacUkbIgRrFCjnQCCFHjdWGnNX+KucP2TNS9h5uyIZJcpyWfIIvLUlXl9TWyrZtcvq0S4VCKbLXPgOBgJVPfD4fIadkEXKgBiEHhBxFzDJnuW0myy00ebbh5NNQk2W7JJwCMUmO0/46wYNBaW190zMtFHK1UChFSbXP+vp68/PN7LRmxZVM8+SYjLfPX0JOsRFyDMPI+cWifRQNp7ZbaQg5IOQokr0lJ3vCSft4pidmeSRtCiLkrBWT5Djtb//t+zc90zZulCNHJB53u0QoUXnWPv1+v/lZ6vV6M63j8/lyrgNHlEfICYfD5gFTQCo2DMNI99VY2iZHUnfBCDkg5ChiL3NqdMmSZPIPOdlbctKmmkxPwSowSY6Dlpaks/PJv/330tIio6Nulwaljn5EOiqPkOP1esPhsBR06UwNOWYOt4YHtCPkFKzEQ471xUqWXWy1OWdaJxAIBAIBwzDSJmQQchRJDTnZm1CSokiq1NVy/pB9W4ScQiwtyfr1bheiLIyPy44dUlMje/a8//8MuV0a6IGQo6OyCTkFv2CmlhxCjrMUhByrlTjtDs0uUyzJv0HPfmOh3+8voAzlj5Cjhn38n7T/Sq60k/bBTO02abeVNialfRHka3xctmxxuxA6i8dlYEA2bZLGRqtnmo4nOFxByNERIYeQo0axQ044HDYPA/uoJ/lLDTPmXYX5h5ykB+lqmwYhR420IUdSokU+99hkeXrOR3L2c8PqDA3Jzp1uF6LkpR3ueWlJOjulrk62b08auUHHExyuIOToSPeQYx+1wrxumgMJBAIB+fOr/XA4bD1ormavgBJy1Ch2yDG7ihX8SmnDTCAQyDPkpG6dTmtpEHLUsEZXM/+7qpCTT3c1+5qpr2BfIc/tIi89PbJ/v9uFKG2GIc3NyY/s2CG1tbJ3b9oxG3Q8weEKQo6OdA85pqRvzf1+v1Xj9Pl85u06Pp/Pyi2EHPXKO+RYd4UlPVhwecoTIUeNtKOrZQ8w9jWTZO/hlmll6795thcht/Z26e93uxAlbGFBamvF45GpKYnHpa9PGhulsVH6+rKMmabjCQ5XEHJ0VFEhxwoz9iopIUeN4oUca2w9k7mPzIEEzLXq6+vNI8QMutatO/ZQtMaQk/ZoIeQkI+SokXMy0Ey/yhly8mF/opWvkl6NnFOIbdvk3Dm3C1GqYjHZsEE8HvF4pLFRamtlxw4ZH8/5PB1PcLiCkKMjQg4hRw31LTn2PWgdIZ4/b7MJh8M5Jykm5DiMkKOGUyEnU5+0LOytRmkfz6dUSG/jRllYcLsQJSmRkObmNwnHXKan83yqjic4XEHI0VFZhhyrbmp+x0/IKQUlEnKsB62BCkx0V1OBkKOGjmVGbkySk8muXW8lHI9HurvzfConC/JEyNGR7iHHGkvAYxsIy+q/VF9fb3ZbslaTlGlwMs2Tk/SaJkJOwco75DDwQF4IOWroWGbkEI0ySU56kYh0dMjOnbJtm2zZIhs2yPr1sn69JBL5PJuTBXki5OhI95CzdubAa9k7ZdijlFPbrTTqQ47VuuL3+4sdclIfpBknDUKOGjqWGTkEg0ySUwycLMgTIUdHhByoUdSQYx9J3Oo2ZrXImT/4fD5zNTONJE2Dk2menKTXNGWaDNR6kTUO9Va2CDlq6Fhm5MAkOcXByYI8UfvUESEHahS7JWeNzG6NVgRKy4pSmdYxR7wwDINujekRctTQsczIgUlyioOTpYJEIrKw8NcyOyvnzr21DA1Jf/9by/791nLmf/0X2bNn4j/9Z9m5869l61bZsuWvpanpTW9Ja+ntdfttVzRCDtQo8ZADFQg5auhYZuTAJDnFwcmiwtLSW+kiFEpOF8PDyemiq8seMGTv3reihXULVpZ0UV3910AUSb9qbHzruVu2JL94e/tbW9+/X/r6Bv9ln/T3m/9KIJD8FmZn33qPS0tu/9EhQsiBKoQcEHIU0bHMyIFJclYlEpGdOyXdwKlJyvxkUZAutmxJjhA1NX+li6qq5N82Nb313G3bkl9/7963CtDdnVzC06ffeguG8dZ7XFiQWKwYf0tqnzoi5EANQg4IOYroWGbkwCQ5eVpako4OWbdOPJ58YmGxTpZoNLnmnZQuRkaKmy48Hqmre+u3GzYkP33Hjrdev60tufni0KG3SjgwkPwupqaS32b5ovapI0IO1CDkgJCjiI5lRg5MkpPT8rLs3y9VVX/V8gOBnOli8F/2SXf3WzX7zs7kdNHSkhwPGhreyg+1tW+li3XrkuPHpk1vPb25OXkTHR3JASMpAg0PJ7+RUOitdBGNur0Dyhy1Tx0RcqAGIQeEHEV0LDOyWV5mkpwclpZkw4bkKUFramT9+uR80tJiTxcT/+k/J6eLnp7kgDE6+la6GB9Pbr6Ix91+/yg6ap86IuRADUIOCDmK6FhmZDM1xSQ5ucXj0tsr69f/FXLyGKqBkwV5ovapI0IO1CDkgJCjiI5lRjbDw0ySk69EQvr7paGBkANnUfvUESEHahByQMhRRMcyI5veXibJWZ1E4s1NLLlwsiBP1D51RMiBGoQcEHIU0bHMyKajg0lyioSTBXmi9qkjQg7UIOSAkKOIjmVGNi0tTJJTJJwsyBO1Tx0RcqAGIQeEHEV0LDOyaWws7xlIXMTJgjxR+9QRIQdqEHJAyFFExzIjm95et0tQtjhZkCdqnzoi5EANQg4IOYroWGbAFZwsyBO1Tx0RcqAGIQeEHEV0LDPgjERCpqdlaEj275ddu3KuzsmCPFH71BEhB2oQckDIUUTHMhdJIBAIBAKGYfj9/iyr+f3++vp6ZaUqhvr6ep/P53Yp3BOJyPbtsnGj/NM//TUZaB6TC3GyIE/UPnVEyIEahBwQchQpdpnD4bDH4/F4PEWtVQcCAa/Xu5ZXMAzDKqHf7zeMjH+WEo8Hfr8/nxKW+Lsout7etxKOxyNDQzmfpOMJDldQ+9QRIQdqEHJAyFGk2GX2er3hcFhEPMU8A9cecpIq/VlercTjhRXIQAAAEj9JREFUQZ4hJ3trVUUYGnor59TVya5dMjoq8XimZ+h4gsMV1D51RMiBGoQcEHIUURBynH1BwzDM1OQgs6Na0lYyxYCCQ07SJtxFyBGx5ZzmZgkGpbNTGhulqkp27JCBAVleTlpdxxMcrqD2qSNCDtQg5ICQo4h2Icfn8zkecqzmpqQHMxWggE2Ew+GSagIi5LwxMiJVVW+Nu72wIL290tws69bJli3S2yuhkPkbHU9wuILap44IOVCDkANCjiLFK7PX6/XYiIhhGB6Px2zQ8Pv9Ho8nHA4HAgHzwdRbd6znmnfImE+3WA0j9fX1Ho8nqdbu8/nsL2jeGmRtJWnkgLQDCaQNOfYWHmu71suaj5tvzePxWK9g/1OY27Levvlb+4Pmz9Z79Pl89fX11mtmbw7KtI75CvZHzCEWsrxUBTEMK8a8JRaTgQFpbZWqKtm4UTo7P9z3sfLCQUvUPnVEyIEahBwQchRR3JJjRgLzZ6tNxuv12vOA+UN9fb25Zjgctr9I2pacpN5lZjaw1jd/ZeaEtC+SZ8gJh8NJawYCgaSRyuwlCQQC1s+pLTn25iP7tszsZF/TinD5NAeldr1Ly0yM5Jy8JBIyOirt7Y9qaqWuTtraZGQky607gFX7ZNFucfYYKKrdhBw9OXukvUHI0QshR41ilznPkGNV980UkRRs7PIJOfYXtF4qadP2+n3+3dXC4XCmNGW9sr25yfpt/iEndYQGK1ll+bPYi5RPyPH7/Y73+it7uz8xZGpKurpk0yapqpKWFunvl2jU7XKh5Oh4LYA4uuMIOciEkANCjiKEHFnDwAP2tpq0r2xZVUtO0nOLFHJyroMkb50skYgcOSJbt0pVlTQ1SU9P+j5vqEg6XgsghBwoQcgBIUcRxSHHSgXmTTKZQo75g5UWkrqrmY/bq+lJmcQ+jLK9u1qmkCOFDiGdGnLsg1kbhmFt0conhmGYm7bKYPZ5s16BkFOy0p8ssZgMDUlrq9TUyIYNsnev0Amw4ul4LYAQcqAEIQeEHEWKV2brdnz7qADW3KDmrSzmr6y77c1HzHq8tWbSrSPW8APWg+ZNLCYrLCUNPGA9yxrqIKlXWNK9NFlyghVy0m5X0g08YDKHH7AetI+1UF9f7/V6rSfa/2Lms8yNph1iwc7eU87+eOrAAyU11JsucpwsiYScOyd79khDg9TUSFubDA9z605l0vFaACHkQAlCDgg5iuhY5iIxm3oMw8geAMxMoqxUjkiKW0mDJSBPqzhZZmelq0uammTdOmlpkb4+WVoqZtFQWvhc1RQhBwoQckDIUUTHMgOuKORkWVqSvj7Ztk3WrZOmJunqktnZIhQNpYXPVU0RcqAAIQeEHEV0LDPgijWdLPG4DA9LW5vU1EhDg+zZI4YhiYRzpUMJ4XNVU4QcKEDIASFHER3LDLjCsZPFMGTvXtmwQWpqpLVVhoYkFnPmlVEa+FzVFCEHChByQMhRRMcyA65w/mQJhaSnR5qapKpKtm6Vvj6JRBzeBNzA56qmCDlQgJADQo4iOpYZcEURT5ZoVPr7Zft2qaqSzZulq0umpoq1LRQfn6ua0jTksOi4OHw0EHL0QshRQ8cyA65QcbLE43L6tLS1SV2drF8vHR0yOsqtO9rhc1VTDu44BccAh5m+CDmVjpCjho5lBlyh+mQZH5fOTmlslOpqaW2VQIBbd3TB56qmCDlQoyghh0WvxVGEnPR0LDPgCtdOloUF6e2V5mZZt06am+XQIW7dKXF8rmqKkAM12HdwFiEnPR3LDLjC/ZNleVkGBqS1VaqqpLFR9u/n1p3S5P6hgoIQcqAG+w7OIuSkp2OZAVeU0MmSSMjoqLS3S12d1NXJrl0yOirxuNvFwhsldKhgNQg5UIN9B2cRctLTscyAK0r0ZJmakv37ZdMmqaqSHTtkYECWl90uU6Ur0UMFuRByoAb7Ds4i5KSnY5kBV5T6yRKJyJEj0twsVVXS3Cy9vbKw4HaZKlSpHyrIgJADNdh3cBYhJz0dywy4QpuTJRaTQEBaW6WmRjZulM5OGR93u0yVRZtDBW8j5EAN9h2cRchJT8cyA67Q72RJJOTcOenokIYGqauTtjY5fZpbdxTQ71CBiBByoAr7Ds4i5KSnY5kBV+h9skxPS1eXNDVJVZVs3y79/RKNul2msqX3oVLBCDlQg30HZxFy0tOxzIAryuRkWVqSvj7Ztk2qqqSpSXp6JBRyu0zlpkwOlcpDyIEa7Ds4i5CTno5lBlxRbidLLCbDw9LWJjU1smGDdHaKUV5v0D3ldqhUDEIO1GDfwVmEnPR0LDPginI+WQxD9u6VhgapqZG2Nhke5tadtSjnQ6WsEXKgBvsOziLkpLf7E4OFhSXPxe3ztfhCIenpeXPrTkuL9PVx604BKuJQKUcO7jgFxwCHmb7Yd3BW9iOqckMOAKQRjUp/v7S0vLl1p6tLZmfdLpM2uBZoipADNdh3cBYhBwBWLx6XkRFpa5O6OmlokD17xDAkkXC7WCWNa4GmCDlQg30HZxFyAGBtxsels1M2bpSaGtm5U4aGJBZzu0yliGuBpgg5UIN9B2cRcgDAIaGQ9PZKc7NUVcnWrdLXJ5GI22UqIVwLNEXIgRrsOziLkAMATlteloEB2bFDqqpk82bp6pLpabfL5D6uBZoi5EAN9h2cRcgBgKKJx2V0VNrbpa5O1q+Xjg4ZHa3YW3e4FmiKkAM12HdwFiEHAJSYmpL9+6WxUaqrpbVVAoFKu3XH9bHOWQpYhJADVdh3cFb2I4qQAwBOi0TkyBFpbpbqamluliNHKuTWHavSDF0QcqAS+w7OIuQAgEtiMQkEpLVVqqulsVH275epKbfLVESEHO0QcqAS+w7OIuQAgNsSCTl3Tjo6pKFB6uqkvb0sb90h5GiHkAOV2HdwFiEHAErJ9LR0dcnmzVJVJTt2yMCALC+7XSZnEHK0Q8iBSuw7OIuQAwAlKRKRvj7Ztk2qqqS5WXp7ZWHB7TKtST4hJxAIeDwej8dTX1+faR2/359zHTiCkAOV2HdwFiEHAEpbLCbDw7Jzp9TUSGOjdHbK+LjbZSpEniEnHA4nPZIp0vh8PoeLiLcRcqAS+w7OIuQAgCYSCTEM2bv3za07bW1y+rTE424XK18FhBzDMLxer/mzz+dLSjWEnGIj5EAl9h2cRcgBAA2FQtLdLU1NUlUl27fLwIBEo26XKYfCQo7VgGMPPCZCTrERcqAS+w7OIuQAgM6iUenvl5YWqa6Wpibp6ZFQyO0ypVdYdzWLYRi05ChGyIFK7Ds4i5ADAGUhHpeREWlrk9pa2bBBOjvFKK3PXnvIMQzD86dAIGCtkyXkJDXjCCGn+DQNOSw6LmoOD1SU7EcUIQcANDQ+Lp2dsnGj1NZKW5sMD5fCrTtWVUZErE5o4XDYnl4yhRyfz2ekZDZCTrE5XvVUUB+wH2bQBSEHxUDIAYDyFQpJb69s2SJVVdLSIn19Lt66k1T7tBpzcoYcn89nb+2xP16kosJEyIEaRQk5Hg+LfoujCDkAUAGiURkYkB07pKpKmpqku1tmZxUXIaklx8w2OVty/H6/lXCSog4hp9gIOVCjWCEHeiHkAAAKF4/L6Kjs2iV1ddLQIHv2iGFIIqFgy1bt0z5Omt/vzxJywuGw3++3/svAA4oRcqAGIQcihBwAgFOCQdm/XxobpaZGdu6U4WGJxYq3NXvt0+v1mn3V/H6/1aojKSHH7/d7bAg5ihFyRMQ6/FLvCjPZR9HINGwGsiPkQISQAwBwXCQihw5Jc7NUVcm2bdLXJ5GI4xvJp/YZCATMyqI1MkEqK/lkWQeOKJuQU19fX/ABY29LFJFwOJwp0vj9fkJOYQg5ECHkAACKJxaTQEBaW6W6WjZvlq4umZ526rXpR6Sd8gg51m1dXq83U2tMFkkhx/NnPSwQCCSlJkJOwUo85FhfrKQOZG/x+XzZ1zEMwzxCaILOiJADACi6REJGR6WjQ9avl4YG6eiQc+fWeOsOIUc75RFyslRM85Eacqwk43m7TkbIKZiCkGO1EqcdqjG7pGNAssaetBnGPsJKIBAooAwVgZADAFBqelq6umTzZqmultZWCQQKu3WHkKMdQo6kq+BaaMlxioKQY+4s+6gn+Us6BgKBgJVkvF5v0m/ThpzU+wk5VNIg5AAA3BGJSF+fbN0q1dXS3CxHjqzq1h1CjnZ0DzlJA1cYhmHeUWPWSs2v9q0HM90Plink+P3+pM5vhJyCFTvkmF3FCn6l1JBjb5bJOSBK6tbptJYeIQcA4LJYTIaHZedOqamRTZtk/36Zmsr5JEKOdnQPOaakb+4DgYBV47SCihmHzAeTvmVPWzm2v4h9TUJOYfQKOXapR0JqevH5fKk3g62xgbE8EXIAAKUikRDDkD17pKFB6uqkvV1GRzPdukPI0U5FhRzrNomkKmlqBTf1y3trTUJOYYoacuyteebBYGZac2d5vV6z7c580GrQs+/3LCEnn3tyvF5v6oFByEmDkAMAKEWzs9LdLU1NUlUlra0yMCDLy/bfE3K0Q8iRlAquYRhWLdbs6mZfk5BTGPUtOfbgYR0h9fX19pttrJUzhZy06YWQUzhCDgCgpEWj0tcnLS1SVSXNzdLbKwsLQsjRUFmGHHtKsab4zD/k2KuwSdVZQk7BSifkWCvYf04bcjKNSE53tcIRcgAAeojHZWRE2tqktlYaG0e3/fMHnX1ulwmroHvIsU/caa9TWg+aPZT+9V//1Zrc0+qtZK1sr+AahmHv+8Toak7RLuTYc0vSeNAMPFA4Qg4AQD+GMbrtnx/U/o9SVydtbXL6tMTjbpcJOegechxhH5wt7Qr25EPIKYz6kGOlFPukrnmGHMMw7MEm5+hqadfhUEmDkAMA0NGb2mcoJL29smWLVFfL9u0yMCDRqNtFQ3qEHKhR1JDj8/lSk6rVZOfz+err671er7ma2arj9XrNX5krpwYke4NePvPk2Jtu1jjUWzkj5AAAdJRc+4xGZWBAtm+X6mrZskV6eiQUcq90SIOQAzUUTAa6FtaES1lupLGST6Z1zBEvwuEwd+NkRMgBAOgoY+0zHpfRUdm1S+rqZMMG6eyUDP2CoBghB2qUeMiBIoQcAICO8qp9BoPS2SmNjVJbK21tMjLCrTsuIuRADUIORAg5AAA9ra72GYnIoUPS3Cz79xexTMiKkAM1CDkQIeQAAPRE7VM7hByoQciBCCEHAKAnap/aIeRADUIORAg5AAA9UfvUDiEHahByIELIAQDoidqndgg5UIOQAxFCDgBAT9Q+tUPIgRqEHIgQcgAAeqL2qR1CDtQg5ECEkAMA0BO1T+0QcqAGIQcihBwAgJ6ofWqHkAM1CDkQIeQAAPRE7VM7hByoQciBCCEHAKAnap/aIeRADUIORAg5AAA9UfvUDiEHahByIELIAQDoidqndgg5UIOQAxFCDgBAT9Q+tUPIgRqEHIgQcgAAeqL2qR1CDtQg5ECEkAMA0BO1T+0QcqAGIQcihBwAgJ6ofWqHkAM1CDkQIeQAAPRE7VM7hByoQciBCCEHAKAnap/aIeRADUIORAg5AAA9mbVPFr0WIeSg+Bw/0kQIORoi5AAAdMS1QFOEHBQbIQcihBwAgJ64FmiKkINiI+RAhJADANAT1wJNEXJQbIQciBByAAB64lqgKUIOio2QAxFCDgBAT1wLNEXIQbERciBCyAEA6Mn1gcJYCl4cPAaceqksm1CwFThrNyEHQsgBAAB6IuQgLUIORAg5AABAT4QcpEXIgQghBwAA6ImQg7QIORAh5AAAAD0pCzks2i3OHx6EHO0QcgAAgI4U1AeocuiLkFPpCDkAAEBHhBxk4XzIYdFucRQhBwAAqEDIQRbsOziLkAMAAFQg5CAL9h2cRcgBAAAqEHKQBfsOziLkAAAAFdSEHBZ9l2IfHqgo2Y8oQg4AAHAG9QEAyhByAACACtQHACijKOSwsLCwsLCwsKyihgIAa5D9A8eZkAMAAAAAyhByAAAAAJQVQg4AAACAskLIAQAAAFBWCDkAAAAAygohBwAAAEBZIeQAAAAAKCuEHAAAAABlhZADAAAAoKwQcgAAAACUFUIOAAAAgLJCyAEAAABQVgoPOSwsLCwsLCwsLCwsLKW5FBJyAAAAAEBHhBwAAAAAZYWQAwAAAKCsEHIAAAAAlBVCDgAAAICyQsgBAAAAUFYIOQAAAADKCiEHAAAAQFkh5AAAAAAoK4QcAAAAAGXl/wdR6yd2cg1AMAAAAABJRU5ErkJggg==" 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4.利用闭包实现getter,setter(页面初始化执行一个函数给变量赋值)
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAA64AAABTCAIAAAAQgM1/AAAfcklEQVR4nO2d2bnjIAyFXZcLoo4pgWpoxsVkHrwJoQ3s3Gznf5lvbmzMIqSDIM70AAAAAAAA4CeZXl0BAAAAAAAAXgOkMAAAAAAA+FEghQEAAAAAwI8CKQwAAAAAAH4USGEAAAAAAPCjQAoDAAAAAIAfBVIYAAAAAAD8KJDCAAAAAADgR4EUBgAAAAAAPwqkMAAAAAAA+FEghQEAAAAAwI8CKQwAAAAAAH4USGEAAAAAAPCjQAoDAAAAAIAfBVIYAAAAAAD8KJDCAAAAAADgR4EUBgAAAAAAP8qXSeElz9M056X9pCThg2URrhQoWSpyK1Z8XA9LnqdUbr23JL9EsUfGubk4nyXP03C//Sp32Ot3UtJox5TUWCF3LLoDuZ+rE7GkV06rJc9T8PlLTpFmLnl+kskveZZ6Wg9C8WLvGoGlFLEeS54vPeFC3GkL6uwsYb5dq8ON6DZ5wSps13SDfRtFyJ6rY5ZqpYdVz7hj7uMrpPA6MDtzSoI5ljTNibuFkqYw2rBFTNwUIGvtB4e7JOnetV2OoZEeOSew6CID+mkfgr91QnLr3ZvmvHCjqfhisVjSnw/SZ7CZUmmsYs45eebRqEfJuPxev8UyS5qmlBUFFKCkaZrna0JpnJ4Ya/TTQOdr5RtdvuRZCCq9qY3D+R5utqRpng2Z39NwtQWKjmdoOuRC3JGbIz2mFLGkQNS+y3p7BILT4VwQCoJei7PDDY4aypwXRcPLY9OlhLfqy8YSCrXS4rxZ40XTmiqfK4XJMM95cdWaeIHwR2kJI9675FyOj6dUXMNTLOdSEkZeAceKJC1la4m81JMvFdJarQ1TKn+3gtsJ+HN5VFKRA9aVDP0ngKywzD7u1fRvO0tLn/AVBjMjeUI+xTKNuR9JTRsZyT/Y9tmfHnMj8R7RtIkrEB4PyfPtYVipQPVnrniUp855oV7U7uhera2si3ZT8ZSWUJcrcUeooJJ/mSaxPCcN+jdZYSsDJqqyVgrLvd3dYONTceSVySXm2nVXNOfFyc6zq4UHRt1JVcK2PpLm0TXv9LlSuEbq12rZ8QQprK2M2pmtj3po2SkY42rjxE2TOBe0sVoKz0dmoo7ofkm1U3ialozvMSvhnHeL6DK/XAqHlg7WoudLOQx9UApzYwpJYfrxiGV2JgdZtBhLeD1VDROxHRHDHe2Pp5kjV+6BhV5vdmfIz5xWQO1B0huBemry90EDl69l+JOuxB29h5rcC+kzwe374/58D96/Ltxdx95LwiS/uGjrv8/rOOdoQ+iUjRpyTHMxp9OcF2aZd4Ttb5bCTliT/xiWwvpQtgtGy8YHktmakR/ba6HZsuR5ziXPq09nUngN3gEpTFLixH3fHzH7IzevgS44SNztmFPtGHRMRvGgwvNPL0Sdo1mJupCe+r6o1S6n8Y5KYQa7c1gKd1qmf40hkfx6Phf2cH9BH5yr8Z3TDil8uNpwKk0pororOB3JA5TxVPakw9XTrr0j7jwex5iw/HkwaLxBVjga4YQ+SWU9EtMhhe2eUbtDTelKWkA6HkHXo6fspbXx/SGTOOTm/g3Kfem2LEwKR92yyTdK4X0EXyiF2QfypWMu8/h7devxf6H+bYypPNWSU0pMCm+lOCZWp19ro9f3t0agrqdJXNc9pC5VLcExnduhkTixRQQhSdd1fuo1UjjyAF0+8BNeXQ7tTaUwmSD3SGHB1EalcI9l1uVYW7ja7S8bB2nyeIkCtUe4YBsVfvpltbdkHRdJ2pJL1rlG3VbPAQmpk/a8rzyL6+rxQFKX1zTlQtzh9WNp9a3VgX0rPyvyZCseiG1ieiy6cnAbrOTZzjPopFtoTvfUAIKlVIG07KfAuW0647XkeUqZL6D2bFvfWrfah2dz4IYR/1Ap7M+GKtf50KVwkEEpvF2j5qyLsBqrvE2vFJY2FmWXRG24ih2bcyf/iLSlSqrUma4xuB+hc+Jwq/tnatrLFBy0JwJh7LK3fZEovKp2Lrb9PaUwjWyCigoJKzpT3KMMXjZozDKlINW5T6ELl+eOD312Ndn5wqup2LGFNRljpHz9Si/Qq+2cEt8YIYcNJP3Y5kbq+ibqt3uksPB/J2XZbi3zWHd+EzAsheNxh9qTkhXmPn2M7qVgV7lzlyOkvXxO7WBWmKTQWzEdztvsjxZmjVRGJS/tIxGHTG7hJkD/H0miMJHCNMChikNvkvH4UCnMkK3+b7LCppxO6xfOxPTSbpcS9KyBG3rP/8sn7MTqb0/m+fO1nN3ilacHgiOJPs/4Kt05RQJZhKMex3jVjeOLArNlPWKwHl3iAtrRFv9ol/M47f64YHSTIYopTd621SZLnudzV6Rvq43V35ozTjGXLVN0MfGarGE1ab4s5avfz9ZNj30g6Tx5kGk0XGqJUFlL+Oy73GPtPkjjnUMpldqCq2HNdR2bpRGT8kI9T0txhLAghfkCShYcdYvr/3fGHXnRwC5nAiuetdqZ89I1+jG2jj5r7vb3ek3Ka8ce+jWQFdbUgWtfoVZY1zeVU9c7awfTDHNdjL47FlLyVJkoC/2blPB3SGFlFfk3UripyW70xqXHsApP030FK7FxSSmt6ppbhp4Q314eRWq8Tdrdj8xHWozsS9Q5G8cX3Ui9UN2yv36eU0jJlbw6pTY34fmIuBKuIyi/L54ftcpRPJBZe/tSz7EX4xCiV9tXtdqkpGr/yJPCSmglM0XXk+IJgDssU16g8Bv03OiS52meteKVB/drE6ELhNkrPY48S9ZpTmXah/bW+PQ91ALsZY86l6iRlTSxHLPfBHlE9lH0vNPtUrgj7rDbLSmspnXFzKTavns5hrRNrZs+cfUN+1plzktPVvh8iCk02/ktGPrhV+acC/EsrQrJ56d7i1UFrzqOOSX68oeqwiVNx4sqfU9+fH1ys4pyJqpvWux8gxQuaduvYMPy91K47MedLClMp/KtUli7Sar+2mdzXk4PSjpwKXnzzintX3iN/0hAIGk8Shv0fSlMruR3nuv6qBSOpEWP66qCasceFYV2OVVq32c5t/YM5pS9r1ZpDvAtW22x+dFKCtOuaN4prDj+1Wzo4Rw2X9Y5kdQXpV6xzCo+20gFHJG6TwpfRfMSusvjnUe6rerByjf2pPlDLaUJaJoVFmeD8NbhtUrzEchZ9XbjTqmO8PSxWj1j6/RWxXEH0J0Vli9WzVquyn65txoP5UqfEX7sPRotySl+c+nxBCncJm359ghJsKY00zW76vN3sTKQeiUNn6RjxvX0nZrMBxvQ/cDx6ulKTnQdfMdwf74UXnt071eaIHalsORSLkjhfUgcKew8LSyFjdlfu2ZRs+8vj2DVYI5+RHDExekIzOP4eU56J72y2uKac87HvO2RwnzW0uQ5K6eqeVAUOuXEc9RRbG9cVaE1u09r9eHfzaxw5HVRrdnUscNNGw1b5lKd77Dr9Gi/DlkloP9QWeinpuLKu4mlV2vfLfr3x6pLFBKTiOQ7MhBnbouWuKYfip7tMrLC69qtI2vanxUejDvHYWqW4j/+m85j+eZqXJKEfs78MnXbFOnQBMzzCLmwUBCoMmaWTWswsSlI4c0zrf/YnXXhbCN9Ud+y7ZU3K6M6RxyIPGeyoa74HYcwP10Kk6UkdYutJNWk8ICFiSUukrCUL/VrQFfK/VlhFnnbMLwu9doaN+E7st92PONMZN2Rr7MepTrf84/+0uWo8lrEVu8LWWEq6dTQXMVuXxQ65dwuhbvCyGG8ldL9wFbbUvicFfo6Qeg3Opmcbh22zGPeDv2yaWzR/SxpEarV0IXDWaKOljLbN6X4ti++r2jyvlpu36i1VWDP7vSsFk4b8qbHVSk8Hncamhcba1sFzTUOd9trM/MVU2HhodGDtRRux1CtN+3MM+Y5CrCxyjkvTE3adiJF1lCHty0R0+hMGkvZD+1RrLwbMsMfLYVJd0hRiu+ahbK9Q1nhxn9cyAqzj3XdZbookv5pCjmWha14J9eW7SiPbWGn310jdol9vaZLzdywPj4aVAmOfcEk7N4MVLyRwq6kDopCO6pd9/tkOdEte6pMyEe1mpUoSOE9HbyLWsPd0n47b5tPr+2FrAHLrMRPvxRWv4bSWc7dhB9XJ1273cHooxdyPKewoxh2rF+vsr7gdy6BthVOcESYAUjpSe3uW6WwHXck2KtrI9P6SlZ4xHWI5WkPibXBdZRtoeSoTUnb11iXUkqkkyVD2kdn15tCtBQmkKqYnLgv2YIbcdsLyEizAbjBSX2wFK5mwIgUFrsvKpkrV9ysGC9KYeLdd23FDsp5LokVVi1Hz1DNpfBynGI7w7BS7HnKksq/YLu1+ddLyNtWlWmO6e86kOX41Vey6c60kcJWzXpEoV5OxLPbe8e7iZ3f5egcE1qF17eaNLbHMVZS+Cwhn5pU+zlkUqVU+Fwr29frA0PUb5m16BjJCjdX2ybyR0SrfVynSqOzq3qLdC47nANzj2ykvcmkqk4q8rXwoIvZ/YrYDoY07noq80rcUSjHm+yDZnYhK9wfd7Qx7Jxc5DvedGurzoqK38bZbWApaa4WYFs3bA5GbLOwWNyXWiw5tpT9aApZmAingxVb8/pT7MXbpTC9eCAQfKoU5gudgX6VrblTCudQYnksK0zkb2OX4y7pKJVltedtplUbd0exmhSnhVf6sZwnHOVevh5h17JTZIW9p3Jmdv7unEFRKbzXXWlTKuQ/hkUGRaFTzt350a6lxcpbtbp6uWvHF4vlrHDkieSC4xumVYU8M7/DMu+Swh+VFT5ck54llBco1x9Nr2d7vGwt46wLlVROle+33w2iPkN/+FOzwupzDE5RN4ZQB+1L3r1xR33rSpep0B+7EM2DvJGMyTu2XZQ2Kdy4x1PtsrVYKnR7YfNHwktuYm5/RAprXXWDFE5Ey7CW9weCD5XCjakP9at0R39W+IAsvm6RwvV1jViIuiQtK0UqVVtS7Wk3KVx1+OnyVZdQfUtC6ehLAbbVYPKENhwt7Zl6iIxTW2eRQiqz7sSp8WxV7AupQrOcu6Wwl8DksX/hO7EvbjUZNnsE23Zdl8LWJqN4622WGZbCxmtgPk0Kn+5jbz1JBG1vSdkzFX8mheuYYsakxXiPEL1xXyoxubpnKgYGpqeVV6SwvxtyXBZWY5GMsDnnrsedsyLRYs7h1HPMmUjVPQkl6ZBNyK6bVF6XkXzV9u/5mOgortXbbbBfCuuT4I6ssJb8HQkEHyqFG7x+bfcElINYQkFyrkzLoElmZUnh0JZcu5tir+uqX7jQN5Pd+vPJdFSGyhKp9EpOy+uICw5JT5ZILlX+/VHW/Oq/mnFITzN8L7uE6xJJKIl/VMu5VwqH9iiZ4elrj9e0+iipq1OqNJwkaFPR13R7lYTEdqXdJYu9xzKXPMuvfZMI5QpjnzyF0M6EJSQrSnGzwlUS+aIU5gVrnxKfKFtcbQDsfRJ9OoxfeVUKWwYViTusMC76+22tJ5bcI4Q79s8qZ6VZRLWucz0maYOUIG6LPf1PTrvOdqRwNc6V++mRwmZvR6RwSy2FAzeHh/urpTDrS9op6lqBbU5J964EJgN9vrV2DuJsXOlSWVUN0rpT9XyO9rArbD6lA28xHBOHgpsOKNtvxFe2v4AqhWtDUSVthWKCNGlpHyHptszo3tJ6sfwFlza00Oe+mRSuvLcdikOG3ZWZtKtaj5a2GyBn/El1rHr0pEaFagSkMPUKcj5aq2og7pxXaTkU0SF1BEq5gPt08KNHCi+s+yIVFR+kzUfVhvSihb6MLZi0QRC61V0KjWWFzzMldy/Qv0QKO8GAf9xzkFArOlzGXT8MWJVpnGWtHm1kN2tLu3uv/V4ONxDbRDMb/cbNfBlhz/6dnG67HF/eV1z8kmf+O7lnGb6JKkL0cckyh/bJGR27ZM/F1/XM83qOOLpQ6P/ZKmvW6Hvhbm0il1z4HeyOwNWYxIW407my2uJRDuzPvYJnBPXgg+PvN7WWIj0HJKoLpaywtO73CrwYciCFwe/RlfQCAAAAAIgDKQwAAAAAAH4USGEAAAAAAPCjQAoDAAAAAIAfBVIYAAAAAAD8KJDCAAAAAADgR4EUBgAAAAAAPwqkMAAAAAAA+FEghQEAAAAAwI8CKQwAAAAAAH4USGEAAAAAAPCjQAoDAAAAAIAfBVIYAAAAAAD8KJDCAAAAAADgR4EUBgAAAAAAPwqkMAAAAAAA+FEghQEAAAAAwI8CKQwAAAAAAH4USGEAAAAAAPCjQAoDAAAAAIAfBVIYAAAAAAD8KJDCAAAAAADgR/lEKVxyXsIXL3meplm6oSThg2WJFa3XoST5cT0seZ5SuVbGUZtYdZac5MtKGm3OkudpGm2HPm4qJZnPKqmjLkuex0ex60lfxB2m/7ksee6wr1L0jlry3D9vhm4axKx9qIDLbpZdZ09992JeH+u58ToZk0Hx8Bc9R9QGpKd3dSEA38ZLpbCk0wIapKTJU0mrCtuZUxJ0XknTnLhLL2kKo7mOiIozVcNa+wFV0XrfkqZpnnPEyamquaQhRXtJCR8FSDUqRSw0MHYdtbkkLdqblTp/FYOG8jX0WLzlJJY8z7kE1SIh4Bilm+a8cI9ZIZTIa29PvbaAO9wsL6hLDLPLpdab7v1q3eWhWlszPoOWPE8pu4ZT0jSlxBT9QO4BgO/hRinc4yJOR8FzKXU4EZeqjSNrKzDnxU1RiRcIf5TEuXjvkvNR7aNxA45Sa18ErsF6ylKd4ZLnbie5V2Q8qazk2bbgJzTKWUWZGRchz3UtNc9i3dUg9xH8dlb48ehcP6lrz+EticBElV1SKrK1G3Ogamo1tyqfs+RZzjiMulnWgLp2TbxQNrv4oo210/Sa1bX8P2d1Tfch+6Irjt9/ZnvNGbAedeX/cocBgLfgJVlhM2SyDwX3EPMY0kMqffIEKawlhVpNp3dBKGFiNL8StH0iVg/BbAPR17ckzHsX6w1eFzRy04VtSn8tZoQ35XiIWFltCVNVqRI626AMZPo+iJAQC21QfDBi9l+RKMd8Y8YckcLxU2KKruEeSFRnlrain3EpfKYm5RLG3Sxds7Zliy5A3FiqW/tXUnirPZkGZBydlaTu3io3Y0dG1m7S0NMYtyD5C/tYAOy8vRQWBOa4FK581e1SWG9Xm2/VLvXlhJ96I+5uMLMZSvAb5bIRimcLN8ldVTt893hWuG9DY57VY9VVeD2Ddv/mY1ujzv1f4SxgXyH9RHvRrERdSE99/6zVPbv7oYaXUry+E9vVhXB0SpHCZO0a9R+NFC57MXdLYXaLIIUNiWvV38m/VNeO9rkyRYgE9YvY60Bz2mTd0Xs++VgoLXme54tH2gD4WJ4hhduEBUsMdknhNpz1S+H9+S+Uwm2blCN4Xsu6dqHVrur6jo/8aO2rL1IWKpadPs5IC1I4UIIfo7SuiAYA76slSnK5Twlv4VJId/XsvL9ICkceoH9nip+g7Lb1F7T6IC67+NDyTLngceo+ozsOTBXxaaJOdEsKH6PQJYXZ/EtlySmXP5LCa9AZlMJCX+jL5tZ6O+Y3X48f/xeab9RCWdbXhbADOIoMT2k+DvN5hgnA1/IUKewtbzulsLGr4z2UVSAkhYMMSuHtGjVnXQQ1xXMu8qP7kWpg53p9f08HpwoRXOY0ELWnZIUPqezUwWb8+yH+MQqxA3tkbIcu13mRKLx61PFi218thePNZ2dnGsHhbG9wA6b9xqeI/q4HUwrTA1Zym2rNLWWFz+tEKTzmo8zseXviWa0/raN7zoKlYTqQwpQohaVTZEEprHbJPEvHtDVaowufGgPg83mSFK4nFfc1vVK4JpRhlPXO32SFTXeZymPJubQFbCpKc2wkwx0P7eaJDVqi5L65Jw4oYXaJFJjEAMGvtQ5IlPoLaIM7xZUA6SrDTU0L9tP1WoGua6VBa+or/tEu53FOoeOCW/cr5Pvd7n2/VtPqC/7EeNnJpoHEtVNfR57TObb9Qqp7zHKan9SlMO23OeUiOaXjgMQ0zU/MCkuTxZHCkqfr8acKejWb4ZelsPx1CqP1SqXrPyv7q5ztDiXw4LgE+A2+VAor+cMXHJBY8jyl7B6QOJyhtDmqqkQHPa2glNI04AzZbq8LD5OeQrxxvU+gRjDRnIS6eGc+es9Na5uQzlffeDXi4qRDCdeqkd8Xz49a5RyxsaP29qVsx1Zule0a3q7VB3q+0trKFo/cSJvlraSuDG3P/vqpaSHjWfKqidstGTMrzOZvSmeRezU0i75BCm/tsCONVv/t70ueSb17dCCtGa+5te0kSeGU1q7iOdhuKdwKfyGn3jzef/kaAN/PB0rhwEZkSdP6FQDm0P5eCpf9oKslhWlQu1EKrx0lppiUPrQPX6iP1fKe+vZk4f7Y0NB7pTwhZe6d+sGtreRouoinyLqWLhEJ1uq7OvpGRaFdjqg1dNZbZ2cMSCZRbZkyUG/Z6qoMaTvcHPwlJ5J/7rfd1mDi5tYuxrcbaRE9UriIy0T1gMRFKVzSesx1t7hWxlv1X/9OT4+0L/GYppTUlyjQ/OrMxnCe9TWhnBWWK9sthdv9s4gUfkXa99+/fy94KgA6nyCF6/kaSj7N53uFaYLYlcKS67wghfeaO1LYedqgFD5DWpsjVx6v1apYb8XVX5YWquuRF2P54kKSTHukMYVU03NWqlmrbn30YjRMiJvNodvML7rQrUxWtUrfBUWhU07PaY0Y7ir3rEKr/t681Zo3sbPg0qdqDaT9CNa+DntjFT5nR0nTnHM+zlv0SOHWYMUSrrnZo4CjmGMt05kVrv6SWG94e2BD2RzhiEKdx61X0V1SmPWg0HZp1UWdipydeQKQwuDdeHMp3MYtLQPZ3E/KOTxMSAoHcaUweVifFJaeRgVaKFBzZ17JYc3Ti7XaLh7QCL1HEkg9JB/uFBUZO7MI1rVWAsdj7bMSqDWvgGIWVPII4bQ2yaAodMq5XQp3mcMxmpXSfdtWqzPHKEk9IdqTk641i+gdQuv2o65rEVst+qUwd3mqFA6iLRZ25X2axzUpXGlh31JVKzKqTTpK+X/lly05LvmiQNuNrDDfiLMaMQaVv5DC4N34szdI9EthMSY4mohMaOkh1d/cC84y+7PC9U3XssLs44iHErvplAWanpa31Crn3CMThqVwLRMiOvhxPSvMu5abcer66bwt2ncvHZRbGinsrAbDotCeS9elMDG1bnOolm/v3GqlZQOpw8D87tCRljhrpfCRYE3FT+BzKbzr3pAUvuRmzwul3G6/FN6PRhyLioiPvZAVNtfXJPMfkMK7i+LrgqaN2p8EKRzNtfTx798/SGHwzrxnVnhWZMQmigwlZ28veVI47LdtKdx49etSmMS/XRDpPwakasc92xqUwkIljcSlXI9hr0r3XEOFXM0Kc4104YCEkNTsuEsZmVoK2xvvcVGolxMRhV5ybPtaVuL7NEFoFd6o1cKTreSl+ASxEuyO3h8t7zgesZ+D4Om/3TOwDS7xZ8nPQS2njo5I4Studqm/V3FRCtefl+11DoHxf05WWKyj8eTaW/khxjsg4Tos8vCOKfKvIXwrAH/Ec6Sw44+tmGjszdiZMX66yQ28cgq0neGdUjiHMh5jWWEif/WXPvo7rErILOREsK5AO7IGl6TwWGKVIoQZ4+dqy3bC/OiYcSl8dl7XyuHxqMeg+fu5GWyXGhSFTjl3H5DoEmorH9FqdSp7K35BIUrapWfhub0Pwav+NrPmmb3S+HxcSAqTX2egp0sqORjJTT4ezROVv9WhRZbCitZrq5CUlX5k9J+VFeZ1rBNIVmgMriNCByT2y/mwk4Nrnb+/AQUM3pz3++FlRUk3Ao9FtEbkDEjh+Osd3QMSK8Qz33RAgl6n+Xj3/kbN0ghQ0jSndMvL1a9mhZ0MC3tSFLFGZ1WPARiUwtxQt3aEi9qbog7QeQ25pElvhVShWc7dUthbQ3HTrY5HuLV9vKbVhomb1t9+qCUQgtsi7apBnjnG+pIOUO2fhFe+Efd7uiJhfS70wribZTthoayw2KuNbZ1tis3WP8gKt/NFeY+jbGihdLwthZthJ3/wfnizBVIYvDN/J4VPN+mnLfmd8nsa7XI8KdzcrYhLbXUtb28qTj60HXgUEnAyYp/EckjNrY1aENXYAAN5wLNCx43DtenQsqX59srIIzXVcgr1aIGttG/uZJc0QUv4QPyjWs69Ujik6JjA0JXce7S6FV6pFu527lk8liCIqqL4P6001sTGS4iCijmk6r+iZyRvQrfWzY0/u+xmrc+NXR+7VpUT1HrOrm3oQ2GEq24/tX5w9422hGZxxb7rlsLS4kTxRwB8NH+ZFdZzpBrrxDMOU/Q6K+aJ6v0nZXafBVXxU16H+0dDjALEOlo4B3v1IkOOzE21eqPYLYWNDCqrTC0jBqizjaZ+jbTcPwlR1/MnIomvbD8Ycb4JJwTUu8+P3WykuXC+fvJZUF2Btdh+oSiE6f1sM++qm60fct2olD4ixiud/uihWlQ0WrTd6ww7CX63Z37H48lj+E6CWncAvpkXHJBwV+4d+1Q6zkED/nHP0Sd91y1Yxt0/7h7cQ32EUw03ETrsQd13NB0+pXzXey+jB1IeD0nv9uaP3VM738g9iuWN8OZb77bXWAWCQkXLwj4ej46zsWoBjjNn2Yo73Cy94oIfPaKM+RDvtyU7EQ5di5e53s1e42huptn8+qppCcAFXnJWGAAAwAhQMAAAcC+QwgAAAAAA4EeBFAYAAAAAAD8KpDAAAAAAAPhRIIUBAAAAAMCP8h+LaLj+E50IHQAAAABJRU5ErkJggg==" alt="" />
/**
* getter,setter
*/
var getvalue,setvalue;
(
function f() {
var secret=0;
getvalue=function () {
return secret;
}
setvalue=function (x) {
secret=x;
}
}
)();
alert(getvalue());//
setvalue(123);
alert(getvalue());//
5.利用闭包让局部变量保存在内存中
function f1(){
var n=999;
//nAdd是一个没有使用var声明的全局变量,这个变量现在指向了在f1函数内部声明的一个匿名函数
nAdd=function(){n+=1}
function f2(){
alert(n);
}
return f2;
} var result=f1();//result就是f2函数
result();//第一次调用result函数 999
nAdd();//nAdd代表的就是在f1函数内部声明的一个匿名函数,nAdd()就是在调用匿名函数
result();//第二次调用result函数 1000
在这段代码中,result实际上就是闭包f2函数。它一共运行了两次,第一次的值是999,第二次的值是1000。这证明了,函数f1中的局部变量n一直保存在内存中,并没有在f1调用后被自动清除。
为什么会这样呢?原因就在于f1是f2的父函数,而f2被赋给了一个全局变量,这导致f2始终在内存中,而f2的存在依赖于f1,因此f1也始终在内存中,不会在调用结束后,被垃圾回收机制(garbage collection)回收。
这段代码中另一个值得注意的地方,就是"nAdd=function(){n+=1}"这一行,首先在nAdd前面没有使用var关键字,因此 nAdd是一个全局变量,而不是局部变量。其次,nAdd的值是一个匿名函数(anonymous function),而这个匿名函数本身也是一个闭包,所以nAdd相当于是一个setter,可以在函数外部对函数内部的局部变量进行操作。
6.使用闭包的注意点
1)由于闭包会使得函数中的变量都被保存在内存中,内存消耗很大,所以不能滥用闭包,否则会造成网页的性能问题,在IE中可能导致内存泄露。解决方法是,在退出函数之前,将不使用的局部变量全部删除。
2)闭包会在父函数外部,改变父函数内部变量的值。所以,如果你把父函数当作对象(object)使用,把闭包当作它的公用方法(Public Method),把内部变量当作它的私有属性(private value),这时一定要小心,不要随便改变父函数内部变量的值。
最后附几个自己写的简单的闭包:
<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<title></title>
</head>
<body>
<script>
/*第一个简单的闭包案例*/
var inner="";
function out(){
a='aaaa';
inner=function () {
return a;
}
}
out();
alert(inner()); /*由于不写var默认是全局变量,因此可以将上面代码改造为下面*/
function out_1(){
a='bibao2';
inner_1=function () {
return a;
}
}
out_1();
alert(inner_1()); /*闭包3*/
function f1(){
var n=999;
//nAdd是一个没有使用var声明的全局变量,这个变量现在指向了在f1函数内部声明的一个匿名函数
nAdd=function(){n+=1}
function f2(){
alert(n);
}
return f2;
} var result=f1();//result就是f2函数
result();//第一次调用result函数 999
nAdd();//nAdd代表的就是在f1函数内部声明的一个匿名函数,nAdd()就是在调用匿名函数
result();//第二次调用result函数 1000 </script> </body>
</html>
参考:http://www.cnblogs.com/xdp-gacl/p/3703876.html
补充:JS自调函数的几种写法:
(function(name) {
alert(name)
})("xxx");
(function(name) {
alert(name)
}("xxx"));
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