笔记 jsp/ajax/js/jquery/html5/css+div->table

1. jsp

　　1）.jsp(39,33)   equal symbol expected:

　　这个异常是说第39行有 " '（ 冒号单引号）问题

　　2）${map[key]}  map和key换成相应的名称，

　　map是从Action传过来的，key是遍历时获取到的id，这个表达式可以取出value

　　3）数组方法汇总

　　 参考：http://www.cnblogs.com/yuzhongwusan/archive/2008/12/15/1355378.html

 var arr = new Array();
 arr[0] = "aaa";
 arr[1] = "bbb";
 arr[2] = "ccc";
 //alert(arr.length);//
 arr.pop();
 //alert(arr.length);//2
 //alert(arr[arr.length-1]);//bbb
 arr.pop();
 //alert(arr[arr.length-1]);//aaa
 //alert(arr.length);//

 var arr2 = new Array();
 //alert(arr2.length);//
 arr2[0] = "aaa";
 arr2[1] = "bbb";
 //alert(arr2.length);//
 arr2.pop();
 //alert(arr2.length);//
 arr2 = arr2.slice(0,arr2.length-1);
 //alert(arr2.length);//
 arr2[0] = "aaa";
 arr2[1] = "bbb";
 arr2[2] = "ccc";
 arr2 = arr2.slice(0,1);
 alert(arr2.length);//
 alert(arr2[0]);//aaa
 alert(arr2[1]);//undefined

 shift：删除原数组第一项，并返回删除元素的值；如果数组为空则返回undefined
 var a = [1,2,3,4,5];
 var b = a.shift(); //a：[2,3,4,5]   b：1 

 unshift：将参数添加到原数组开头，并返回数组的长度
 var a = [1,2,3,4,5];
 var b = a.unshift(-2,-1); //a：[-2,-1,1,2,3,4,5]   b：7
 注：在IE6.0下测试返回值总为undefined，FF2.0下测试返回值为7，所以这个方法的返回值不可靠，需要用返回值时可用splice代替本方法来使用。 

 pop：删除原数组最后一项，并返回删除元素的值；如果数组为空则返回undefined
 var a = [1,2,3,4,5];
 var b = a.pop(); //a：[1,2,3,4]   b：5 //不用返回的话直接调用就可以了

 push：将参数添加到原数组末尾，并返回数组的长度
 var a = [1,2,3,4,5];
 var b = a.push(6,7); //a：[1,2,3,4,5,6,7]   b：7 

 concat：返回一个新数组，是将参数添加到原数组中构成的
 var a = [1,2,3,4,5];
 var b = a.concat(6,7); //a：[1,2,3,4,5]   b：[1,2,3,4,5,6,7] 

 splice(start,deleteCount,val1,val2,...)：从start位置开始删除deleteCount项，并从该位置起插入val1,val2,...
 var a = [1,2,3,4,5];
 var b = a.splice(2,2,7,8,9); //a：[1,2,7,8,9,5]   b：[3,4]
 var b = a.splice(0,1); //同shift
 a.splice(0,0,-2,-1); var b = a.length; //同unshift
 var b = a.splice(a.length-1,1); //同pop
 a.splice(a.length,0,6,7); var b = a.length; //同push 

 reverse：将数组反序
 var a = [1,2,3,4,5];
 var b = a.reverse(); //a：[5,4,3,2,1]   b：[5,4,3,2,1] 

 sort(orderfunction)：按指定的参数对数组进行排序
 var a = [1,2,3,4,5];
 var b = a.sort(); //a：[1,2,3,4,5]   b：[1,2,3,4,5] 

 slice(start,end)：返回从原数组中指定开始下标到结束下标之间的项组成的新数组
 var a = [1,2,3,4,5];
 var b = a.slice(2,5); //a：[1,2,3,4,5]   b：[3,4,5] 

 join(separator)：将数组的元素组起一个字符串，以separator为分隔符，省略的话则用默认用逗号为分隔符
 var a = [1,2,3,4,5];
 var b = a.join("|"); //a：[1,2,3,4,5]   b："1|2|3|4|5"

 再给个利用数组模拟javaStringBuffer处理字符串的方法：

 /**
 * 字符串处理函数
 */
 function StringBuffer()
 {
 var arr = new Array;
 this.append = function(str)
 {
     arr[arr.length] = str;
 };

 this.toString = function()
 {
     return arr.join(""); //把append进来的数组ping成一个字符串
 };
 }

 今天在应用中突然发现join是一种把数组转换成字符串的好方法，故封装成对象使用了：

 /**
 * 把数组转换成特定符号分割的字符串
 */
 function arrayToString(arr,separator)
 {
 if(!separator) separator = "";//separator为null则默认为空
     return arr.join(separator);
 }

 /**
 * 查找数组包含的字符串
 */
 function arrayFindString(arr,string)
 {
 var str = arr.join("");
     return str.indexOf(string);
 }

js 数组

　　4）被include的jsp页面中的标签取后台传的值

　　　　<s:textarea name="modelDetail.rules" value="%{modelDetail.rules}"></s:textarea>

　　　　或<s:test name="%{status==1}">

　　 5)  s标签格式化long类型的时间

　　　　<%@page import="java.util.Date" %>
                <s:if test="modifyTime!=null">
  　　　　　　　<s:bean name="java.util.Date" id="mt">
        　　　　　　　<s:param name="time">${modifyTime}</s:param>
    　　　　　　</s:bean>
    　　　　 <s:date name="#mt" format="yyyy-MM-dd hh:mm:ss"/>
  　　　　　</s:if>

6）s:date format HH 和 hh 区别   hh：13点不显示13，只显示1

　　 7）HTML中 < 转义 &lt;

　　 8）文件异步上传下载 ajax+servlet

2. ajax

 <SCRIPT type="text/javascript">
     function agree(){

         $j.ajax({
         url: url,
         type: 'post',
         data:{optNote:$j("#optNote").val(),
              modelDetailCode:$j("#modelDetailCode").val(),
              resourcesId:$j("#res").val()
                 },
         success: function(result){alert(result);}

         });
     }

ajax

3.js

　    1)  js中调用另一个js:  参考：http://blog.163.com/shanqing_shuixiu@yeah/blog/static/16531922920110120719208/

　　　document.write("<script type=\"text\/javascript\" src=\"/cip/js/map/mapAbc.js\"><\/script>");

　    2) 引用js时指定编码格式：<scriptlanguage='javascript'src='....'charset='utf-8'></script>

　　另：为了防止编码在不同浏览器下的乱码问题 ， 在Apache下设置DefaultCharset　

　　　　　　参考：http://www.laruence.com/2008/10/16/559.html

　　3) js解析json：参考：http://www.cnblogs.com/lucas/archive/2009/04/13/1434566.html

 var objs = eval("[{ id: 1, name: 'n_1' }, { id: 2, name: 'n_2'}]");

 <script type="text/javascript">
         function getJson() {
             // 在IE7下测试通过，IE6下必须创建 new ActiveXObject("MSXML2.XMLHTTP.6.0")
             var request = new XMLHttpRequest();

             request.open('GET', 'GetJson.ashx');
             request.onreadystatechange = function() {
                 if (request.readyState == 4 && request.status == 200) {
                     var objs = eval(request.responseText);
                     alert(objs.length); //
                     alert(objs[0].id);  //
                     alert(objs[1].name);// 'n_2'
                 }
             }
             request.send(null);
         }
     </script>

parseJson

　　4)  js的map实现：参考：http://www.cnblogs.com/fengys-moving/archive/2012/08/26/2657417.html

　　5)  自己起的方法名不能为submit方法 　　

　　  6）js RegExp replace()   参考：http://www.cnblogs.com/leesa/archive/2010/01/29/1659070.html

　　　　正则表达式  参考：http://www.cnblogs.com/yansheng/archive/2010/05/07/1730188.html

4.  jquey

　　1）指定form的action并提交
　　 $j('#modelForm')[0].action = url;
　　  $j('#modelForm')[0].submit();

2）动态多选框，选中与否触发指定单选框的option增加或减少

3）flexgrid ，动态显示列表，并选择指定行，把内容赋值到指定标签

4）单选框jquery组件Chosen  参考：http://www.aqee.net/docs/Chosen/Chosen.htm

　　　　　　40个jquery组件   参考：http://developer.51cto.com/art/201308/408542.htm

5. html5跟踪/历史流程图：


1）version1.0 简单版完整代码：传入json字符串，顺序递进显示流程图

 <html>
 <head>
     <meta http-equiv="Content-Type" content="text/html; charset=UTF-8" />
     <title></title>
     <meta name="keywords" content="HTML5,Canvas,Image,flow" />
     <meta name="description" content="" />
 </head>
 <body onload="drawFlow('myCanvas','opts');">

     <canvas id="myCanvas" width="800" height="600"></canvas>

 </body>
 <script type="text/javascript">
     function drawFlow(id,opts) {
      var canvas = document.getElementById(id);
         if (canvas == null)
             return false;
      var context = canvas.getContext("2d");

      //json数组
      var opts = [{ id: 1, optName: 'n_1', optTime: '2013', optType: '新建' }, { id: 2, optName: 'n_2', optTime: '2013', optType: '新建' }];

      var canvas = document.getElementById(id);
         if (canvas == null)
             return false;
         var context = canvas.getContext("2d");

         //矩形左上角点坐标X、Y
         var recFirstX = 0;
         var recFirstY = 0;
         //矩形长宽
         var recLength = 150;
         var recWidth = 150;
         //矩形颜色
         var recColor = "#CCFFFF";
         //矩形增量 下一个矩形左上角点坐标相对于上一个的增加值
         var recAddX = 250;
         var recAddY = 100;
         //文本坐标X、Y
         var txtFirst1X = 20;
         var txtFirst1Y = 30;
         var txtFirst2X = 20;
         var txtFirst2Y = 60;
         var txtFirst3X = 20;
         var txtFirst3Y = 90;
         //文本坐标增量
         var txtAddX = 250;
         var txtAddY = 100;
         //文本字体
         var txtFont = "15px Times New Roman";
         //文本变量
         var optName="操作人:";
         var optTime="操作时间:";
         var optType="状态:";
         //连线坐标
         var lineFirst1X = 150;
         var lineFirst1Y = 75;
         var lineFirst2X = 200;
         var lineFirst2Y = 75;
         var lineFirst3X = 200;
         var lineFirst3Y = 175;
         var lineFirst4X = 250;
         var lineFirst4Y = 175;
         //连线增量
         var lineAddX = 250;
         var lineAddY = 150;

         var len = opts.length;
         for( var i = 0; i < len; i++ ){

             //矩形填充颜色
             context.fillStyle = recColor;
             context.fillRect(recFirstX + recAddX * i, recFirstY + recAddY * i, recLength, recWidth);
             //矩形边框颜色透明度
             context.strokeStyle = "rgba(25,54,34,0.6)";
             context.strokeRect(recFirstX + recAddX * i, recFirstY + recAddY * i, recLength, recWidth);
             //文本
             context.fillStyle = "black";
             context.font = txtFont;
             context.textAlign="left";
             context.textBaseline = 'top';
             context.fillText(optName + opts[i].optName, txtFirst1X + txtAddX * i, txtFirst1Y + txtAddY * i);
             context.fillText(optTime + opts[i].optTime, txtFirst2X + txtAddX * i, txtFirst2Y + txtAddY * i);
             context.fillText(optType + opts[i].optType, txtFirst3X + txtAddX * i, txtFirst3Y + txtAddY * i);

             if( i == len - 1)
                 break;

             //连线样式及位置
             context.strokeStyle = "rgb(250,0,0)";
             context.fillStyle = "rgb(250,0,0)"
             context.moveTo(lineFirst1X + lineAddX * i, lineFirst1Y + lineAddY * i);
             context.lineTo(lineFirst2X + lineAddX * i, lineFirst2Y + lineAddY * i);
             context.lineTo(lineFirst3X + lineAddX * i, lineFirst3Y + lineAddY * i);
             context.lineTo(lineFirst4X + lineAddX * i, lineFirst4Y + lineAddY * i);
             context.stroke();

         }

     }
 </script>
 </html>

flow

2）version2.0  部分代码：

　　　　flow.html:

 <head>
 <meta http-equiv="Content-Type" content="text/html; charset=UTF-8" />
 <title></title>
 <meta name="keywords" content="HTML5,Canvas,Image,flow" />
 <meta name="description" content="" />
 </head>

 <body>
     <canvas id="canvas1"></canvas> 

 </body>
 <script language="javascript" type="text/javascript" src="js/flow.js" charset='utf-8'></script>
 <script type="text/javascript">
     window.onload=function(){
         flow('opts');
     }
 </script>
 </html>

flow

　　　　flow.js:

　　　　util/map.js:

　　　　images/flow/:

结果：

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" 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VmuvbjichVzykjcZ9xEjs9l8/vz5tbW1YrjmDNodKOjQ7kAA7Q4USqzdeZ6fGB8Xl8qYzebtCXdxzGazuHjGaDQGg0Gsfd/S9vy7qhzHjYyM8DxvGjV9OFT70zuH/r7pyNL6qiAIU0/mfl5z4FXd8Zd16hf6v/5p/9EPdNVGo5Hn+e1YCsNM7h3FpLGxsa2tzev1Uu/QLaHdgQLaHSig3YFCibW7x+MRL/9iMBi2M9zFMRgM4r/39OTJk1AoFIvF5P5+FLXtaXebzebz+VpbW51O5139gzcHKv/n/c/fbDs6u2J9r/Grn3Z9tlOv3tH/9U/6j+3Rnursu+d0OHTpFq7ocl0zk/8NuXcUE7fbrVQqzWZzKBRi3C9PIjuyHZanRbsDBbQ7UEC7A4VSanee59vb2tQqVXtb2/aHuzjiBjQ2NHi93nA4jFPvErat3aPRqMPhqKqqWl1Zvau9/7Gh/m97j/zNt3/48bWPf2H4+if9R3+u/eojbe3th92ryyuCIMRPeMcbOi2W+C4IuXcUK51OV1dX53A4GC/3jnaHEoJ2Bwpod6BQMu3O8/zI8LBapTpTUfF0bU2udn+6tiae+O97+NDv92Phu4Rta3ebzRYKhfr6+iorK9ft9tHhkWZdl1Lf9LGu9qP+i1/3NzT13TQNDdvtdnHDEteaaxPOu6f9vMSNQpF3N7HL9nLvaHcoIWh3oIB2Bwql1O4Nf/6zWqXK859NzX+Gh4fVKlXtxYtOpxMrZyRsZ7vbbDav19vU1NTd3S0IwobDuTi3MDs9Mzttsc4tbDiciRvGEuLSp9uNRqPJZBodHR0cHGQ/SZ/phkz7JxdPnjxhv9w72h1KCNodKKDdgUJptDvP84NGo1qlqr1wQd5wF6fu4kW1StXT3e31enHqPZNtbvdIJPLkyZNjx46trq7ykuKLVXRZrpkZHR1dWVkJBoOJz8Zx3NOnT7///nvpZ5MgvbXFQ9ytnZ2dDQ0NLJd7R7tDCUG7AwW0O1AomXZvvHJFrVKZTCbZw93ldptMJrVKVXfx4vr6ulhycn+HitE2t7vNZgsGgz09PZfq62OxmESDpp5fz3TePX7DaDSura1J7Gie551O59DQUA5rZrYlvAsmFAoxXu4d7Q4lBO0OFNDuQKE02n1hYUGtUlWfO7fhcske7i63e8Plqj53Tq1SDQ0Niafe5f4OFaPtb/dYLOZ2u1taWkZGRmKZZbtmxmQyxf8LTezXTDfC4fD4+Hi2a2YkNrUI8Tw/OTnJcrl3tDuUELQ7UEC7A4USaHee52/fuqVWqe7duyd7tcenu7tbrVK1/su/OByOUCjE49R7iu1vd5vNFolELBbL2bNn3S5XNIOsFrQMDw9zHMd+WjoSiYyNjWX1Epm2szjFYjE+FmtsbLx69ar05d7T1vl7ZX918PO/RrtDsUG7AwW0O1AogXaPxWLi+vK5+XnZkz0+c/PzapXq/Nmzy8vLfr8/hnesppCl3W02m9/v7+3p6erqimTAvppFr9dvbm5m+4UHg0GDwcD+Kpm2s2jFolGXy6VUKh89eiRxuffUNC+v+JFCoUC7QxFCuwMFtDtQKIF2dzocYiXL3utJc/7sWbVKNT4+7na7I1g2k0Kudo/FYi6X6+rVqwvz82GOS51Ma2YSPynenpubY1kqk3pjaWkp9Tkz3Ui7kcU8kXA4Go1qtdpLly5JXO49bZ2XV/wI7Q5FCO0OFNDuQKHY253n+bGxMbVKde3aNdljPWmuXbumVqnu3b27vr6OZTOp5Gp3m83GcZxlerqludm3ucmFQknDuJRFp9MlXVImq5UzBoOB8YVSt7D4JxqJcBxXU1Nz586dTJd7R7tDCUG7AwW0O1AogXa/1dWlVql0Wm2eqa1QKHL4jMTotFq1StXc2LiysuL3+9HuSWRsd5vN5vP5Hj54MDI8HAoGk4ZxKcv4+Hg+X/709DTjC6VuYUlMJBy2Wq3l5eXLy8tpL/eOdocSgnYHCmh3oFDs7R6LxZqbmtQq1cTERFaZnkkB231iYkKtUl28cMFqtW5ubmLJexJ52z0ajTocjs6bN+1ra8FAIHEY18xYrdZsl8ok3lhZWWFcM5O0eaUyXCgU5rjOzs7Gxsa0l3tHu0MJQbsDBbQ7UCj2do9EIjXV1WqVymq15nOiPW2Ub5ny0mO1WtUqVeXp03Nzc1jynkredrfZbKFQaHpq6n5vr39zM+DzxYdxKYt4QfecuVwuxhdK3LbSmkg4HAgENBqNwWBIvdw72h1KCNodKKDdgUIJtHvFqVNqlWrNbi9gu6eejN8y9FPHvr6uVqlOqtUzMzMbGxto9ySyt7vNZvN6vTqt1rqw4N/cjA/jUhaHw5HPl+/1ehlfKHHbSmx8Po7jJiYmampqUi/3jnaHEoJ2Bwpod6BQ7O0eDofVKpVapco23LfM8fhnWFbXZBpx26amphwORzgclvu7VVyKod0jkciTJ0+6791zu1w+r1ccxjUzdrs9nzUzLpeLcc1MfMNKcULBIBcKNTY2Xr9+Pely75muESlxmUiWfYp2Bwpod6CAdgcKxd7uHMdl2+4Si90Tozz1RrbrZ5wbG2qV6sTx42azeX19neM4ub9bxaUY2t1mswWDQcv0tGlkZNPjEYdxKYvNZstnzczq6irjC8U3rEQnFAza7fbjx49brdbEy71nOrkuMSw7FO0OFNDuQAHtDhSKvd1DoVCFRlPwNTOp7Z7DSfena2tqlUpz4sTk5GR3d7fBYBiBBO++++7nn3/eKSubzRaLxdxud39fn8flEluTcSnL5ORkPoeuxWJhfCHZ4zvP8Xm9j2dmTp48OTg42NPTMzg4mPPOYoF2Bwpod6CAdgcKJdDu58+dU6tUtqWlArZ76h/lsN7dtrSkVqlOnzqFdk+rSNrdZrN1d3d3dHSEAgGv2+11uxnXzOj1eo7jclszE41GBwYGGNfMiFtV0tN58+bhw4dv3Lhx8+ZNg8GQw546c+ZMJ1u+o92BAtodKKDdgUKxtzvHcZe//VatUj2amqI475525Qxjuz+amlKrVOeqqiYnJ7FmJlWRrJlZXFzUaDSbXm8wEIifd0/b7onEzy8uLua2YEa8QCRju8t+4jzPGR8ba2luLisra2homJ6eTr3gDIvE/9aShnYHCmh3oIB2Bwol0O4d16+rVSq9Xp9zuGfK8Uy9ztjuer1erVLV1dbivappFUm7t7W1TU5Ohn4I97TtnnYZuk6nEy99mO0XznGc0WiMP+2WN2SP73zGYbdrNJpdu3Z9/PHHbW1tc3NziUve2aHdQV5od6CAdgcKxd7ukUhk0GhUq1TXrl3LOdwZz7tnu979+nffqVWqf2lpwTUi0yqGdu/r62tsbAwFgwG/X+I6M5lOimu12tHR0Ugkwr5mJhaLTUxMsCR7/Ibs14rJeTY9nu+uXdu9e/dbb7118uTJhw8fPn36NOlKkYzQ7iAvtDtQQLsDhRJo96WlJbVKdf7s2ZzDXfo0fM7r3c+fPatWqe7evYt/mykt2dvdbrcrlUqvxxMKBpOu7864ZkYs7PHx8XA4zLJUJhqNPnr0iHGpTPyG/Jdpz3VmLJYjR468+uqrn3zySWtr68zMjN/vz21nod1BXmh3oIB2BwrF3u6xWMzr9dacP69WqRYWFrJaNkM6i4uLapXqlEYzMDBgtVq9Xm8sFpP7u1VcZG/3rq6uwcHBMMcl/Wug7Gtm4jeGh4ddLpd4fj0Tr9drMpnYT7fHbxT23zpVKBTb84+qupzO2tral1566f3336+urjYajQ6HIxqN5raz0O4gL7Q7UEC7A4Vib3ee5/1+/7WrV9UqVXd3t+zJHp/u7m61SlVTXW0ymVZWVvx+v3TYPYfkbfehoaHa2louFOJCoWAgkDhZrZkRb1gsFo/HEz+/LqRbM+PxeMTrQmbb7kmbl/PEV3wV6gmlp7en5+CHH77++utffvllV1dX0sXds4V2B3mh3YEC2h0olEC7h0Kh8fFxtUpVfe7chssle7W73O4Nl6v63Dm1StXe3v7o0aP19fVQKIR2TyJjuwcCgaNHj66trUXC4VAwmDRZrZkxm83if5gx8vv9ZrM5qzUzqVuYzygUisI+YdqxLi5+/vnnL730UllZ2eXLl8fHxz0eTz67DO0O8kK7AwW0O1Ao9nYXBCESibjd7vq6OrVKZTKZZA93l9ttMpnEK7v39/djsXsmMrb77du3e3t7o5GIeN49aRjXzOj1+tXV1Rz+k4zn+dXVVb1ez3jePe1GimfQ4zfE2yzDfs+cx7e5WVdXt3v37rfffluj0eTzFtU4tDvIC+0OFNDuQKEE2j0Wi/n9/t6eHrVKVXvhguzh7nK76y5eVKtUl+rrTSbT8vKy3+/HYvdUcrX7xMREZWUlx3HRSCTMcanDsmbGaDTGF8kI2f/bTDzPezweo9HI0u5pNzLMcWKyJ36Y6Z5Jj2K5Wz6j02oPHjy4e/fuTz/9tL29PZ+3qMah3UFeaHeggHYHCiXQ7uKyGYfDUXvxolqlGh4eljfch4eH1SrVqZMne3p6pqenHQ4HFsykJVe719fXW63WWDQayWDLNTNGo9Hn87Gvk8nE5/OJF3qXXjOTaTsVCoXEh4yPKji73X7yxIkdO3b89re/rampGRoacjqdOb9FNQ7tDvJCuwMFtDtQKIF2FwQhEol4vd77vb1qlepMRcXTtTW5wv3p2lrl6dNqlaq+rm5oaMhms3m93ggWzKQjS7v39vZ2dHTEYrFoZtJrZvR6vcfjKdQ3wePxbLl4JtN2KhQKiQ8ZH1VYkUikqalp3759e/fuPXbs2J07d2w2Wz5vUY1Du4O80O5AAe0OFEqj3XmeDwaD6+vrf/72W7VK1d7WJle7t7e1qVWq0xUVPT09U1NT6+vrwWAQJ93T2v52n5+f12g0Ab+fj0mRXjOzuroqCELOS2VSb6yurkq3e6btVCgUEh8yPqqwxsbGDhw4sHPnzoMHD165cmVyctLr9RZk36HdQV5od6CAdgcKJdPu4qn3GYulQqNRq1QGg2H7w91gMKhVqhPHj7e3t4+MjCwtLYkn3dHuaW1/u7e2tprN5i2XskismWF5eA6krzyT6VEKhULiQ8ZHFVDA79doNK+88so777xz6tSpvr6+tbW1SH5vUY1Du4O80O5AAe0OFEqj3YUfVr07nc7e3l61SnVSrTabzdsZ7maz+aRarVapai9e1Gq1s7OzTqczFArF8C7VDLa53fv6+pqbm8WXlm7QTGtm9Hp9MBik+FYEg0G9Xp/pvHvajYxfXibth9IP2fKeublx48b+/ftfe+21Q4cOXbt2bXZ2NhAIFGr3od1BXmh3oIB2Bwql1O6RSMTv9z99+rS5qUmtUlVoNBaLZXvC3fLD+f6qM2e6u7vNZvPTp0/9fj9OukvYznZfW1tTKpVer5dlwzKtmVlYWIjvTb5wa2bEGwsLC5naneB7X3hWq/XDDz/csWPH7373uwsXLgwPD29sbMRisULtQbQ7yAvtDhTQ7kChZNpdEASe58PhsNfrXVpauvLnP4v5Pjk5uQ1n3MVwP11RcevWrbGxMXG1TDgcRrhL2M527+zsHBoaYtywtAtX9Ho9x3EFP1cdx3Fc/NR70ktn9V1VpJP9zskOz/M1NTV79+594403lErl3bt3l5aWOI4r7B5Eu4OM0O5AAe0OFEqp3QVBiMVioVDI5XItLi6K71s9qVaTrn03GAziUpnTFRU3b94cHh5eXFx0uVxYLbOlbWv3wcHB+vp69v+OSnvefXp6mvS7IQjC9PR0iZ53NxgM77333q5du/74xz82NjaazeZCvUU1Du0O8kK7AwW0O1AosXbneT4ajQaDQafTubCwIJ59V6tUV9vb1+z2wlb7mt1+tb1dfP4zFRU3b94cGhpaWFhwOp3BYDAajeKku7TtaXe/33/06FG73c6+YWnb3el0Cj8slREI1szwPO90Okux3b1er1Kp3LVr17vvvnvmzBmdTlfAt6jGod1BXsrZbPcAACAASURBVGh3oIB2Bwol1u7CDwvfA4GAw+FYWFi4efOm5sQJtUpVVVk5NDhYqHAfGhysqqwUw72muvrWrVvDw8MLCwsOhyMQCGCZO4vtaffbt2/fv38/qw1LbfeBgYFYLEazWObfxGKxgYGBPNfMbL/29va3337717/+9eHDh69fvz43N1fAt6jGod1BXmh3oIB2Bwql1+5CQr47nc7FxcWBgYGa6mqxs+vr6kZHR/Op9tHR0fq6OvHZTp44ceXPf+7u7h4bG1tcXHQ6nQh3dtvQ7hMTE1VVVdFoNKsNS213s9lM9E1IEr9YZKmcd5+fny8rK3vhhRd+//vf19bWmkwml8tVwLeoxqHdQV5od6CAdgcKJdnuwg/5HgwGXS7X0tKS2Wxub2sT/8VTtUp1rqqqs7NzYmJiw+Vi6fUNl2tiYqKzs/NcVZX4DOrjx8+dO3f9+nWtVms2m5eWllwuVzAYRLiz24Z2r6+vt1qt2W5YarvbbDbxj3jKNTOCINhsthJq92g0WllZuWfPnn379qlUqu7u7uXl5cK+RTUO7Q7yQrsDBbQ7UCjVdhd+WPseCoW8Xu/Tp09nZ2dHRkaaGhvjBa9WqU6fOtXW2mowGCYnJx8/fpzY648fP56cnDQYDG2tradPnYo/5MTx4+fOnm1vb+/p6RkZGZmdnX369KnX6w2FQljjnhXqdu/u7u7s7Mxhw1Lb3el00iyTSSYueS+VNTNarXb//v0vv/zyRx991NzcPDU1tbm5SbQ30e4gL7Q7UEC7A4USbndBEHiej8Vi4XDY7/c7nc6lpaWpqamhoaGbN2/W19WdrqiIF/mWc+L48TOnT9fX11+/fr23t3doaGhqamppacnpdPr9/nA4LK6HlvsrLiWk7T43N6fRaEKhUA4bltrufr+/4F9+Wn6/v1TOu7tcLqVSuXPnzv3791dVVen1+vX19YK/RTUO7Q7yQrsDBbQ7UCjtdhfxPB+JRMQT8Ovr60tLSxaLZXR0VKfTdXV1Xfnzn8+fO3f61CnNyZP/LtbVas2JE6crKmqqqxsbG2/cuHHv3j2dTjc6OmqxWJaWltbX18XT7VgnkxvSdm9paZmamsptw1LbPRwOi3/EE6+ZCYfDpdLujY2Nb7311m9+85sjR450dHQsLCwEg0GivWlDu4Pc0O5AAe0OFJ6Fdhd+OAEvroD3er0Oh2NlZWVhYWFqampsbMxoNPb39/f29t69e/fWrVtdXV1dXV23bt26e/dub29vf3+/0WgcGxubmppaWFhYWVlxOBxer1dc3Y7T7TkjbffZ2dkjR458AWTef//9F1988cCBA3Xi+79p3qIah3YHeaHdgQLaHSg8I+0uEs9uiufg/X6/x+NxOByrq6s2m21ubm5mZmZqamoywdTU1MzMzNzcnM1mW11ddTgcHo/H7/fHz7Wj2vNBvd49HA7b7XaDwVBdXV1WVrZ3797dUDh79uz54IMPKioq7t+/v7KyEg6H6XalDe0OckO7AwW0O1B4pto9Ln4anuO4QCCwubnpdrs3NjYcDsf6+rrdbrfb7evr6w6HY2Njw+12b25uBgIBjuNwor2AtqHd19bWBgYGGhoaTpw4UV5efgQK56uvvqqurr5z587s7KzP56PbjyK0O8gL7Q4U0O5A4dls9zjx3LnY8ZFIJBwOcxwXCoVCoRDHceFwWPx8/N/lkXt7nynU7R6NRr1e7+Lioslk0mq1Dx48uA+F09/fbzKZFhcXPR5PNBql248itDvIC+0OFNDuQOEZb3eQ0TZc3z0cDvt8vo2Njfj/ToFCcTgcbrdb/MfISHeiCO0O8kK7AwW0O1BAuwOVbWh3eGag3UFeaHeggHYHCmh3oIJ2B3Zod5AX2h0ooN2BAtodqJREuysUCokPJT655R/leefnDdod5IV2Bwpod6CAdgcqJdHutoSkZml0RTqZHsJ+Z+kXfR6g3UFeaHeggHYHCmh3oFLM7Z4prDNFdtoPpds69U/TfiarzXiGod1BXmh3oIB2Bwpod6BSzO2eiOW8e+Kd8znvzrglzyG0O8gL7Q4U0O5AAe0OVIq83VOTnSXis7pzzpv0HEK7g7zQ7kAB7Q4U0O5Apcjb3Zay9CXtSpikU+aMZ9NzWwODdme5J9odKKDdgQLaHSig3YFK0ba7RFhn6uxsT9JnqnC0eyZod5AX2h0ooN2BAtodqBRtu+cgn3bPdFv6Uc8btDvIC+0OFNDuQAHtDlSKv93Zl7XksGZmy9vSj3reoN1BXmh3oIB2Bwpod6BSEu2e7Sdx3p0I2h3khXYHCmh3oIB2Byol0e45nHfPdCPt/SVuSz/qeYN2B3mh3YEC2h0ooN2BSkm0O8snFQnXn0lK9kytn/pYli7P9NLPA7Q7yAvtDhTQ7kAB7Q5Uno12Zz9rnvo8qU+V9GyM2F+0dKHdQV5od6CAdgcKaHegUhLtnm0rb1nYWz7Jc9Li2UK7g7zQ7kAB7Q4U0O5ApfjbHYoH2h3khXYHCmh3oIB2Bypod2CHdgd5od2BAtodKKDdgQraHdih3UFeaHeggHYHCmh3oJJVu3fC8+3MmTOdaHeQD9odKKDdgQLaHaiwt3s83eB5xvi7EO0OFNDuQAHtDhTQ7kAlq3ZnTzd4zqHdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2oyNjuwUDQ7li3LM1OWWdX1lZ9m74CPjnIC+0OFNDuQAHtDhTQ7kBFlnYP+PyjC+YTuiuf9dUc0dce1l/8p75zR3WXtVMmt8tdkJcAeaHdgQLaHSig3YEC2h2okLa7Xq//IsWmx9tkunXg3smWmTsznsUF35Mxl6Vp4V7Z8PndPcfODl512NdTHwVpFe0qJrQ7UEC7AwW0O1BAuwMV0navrKx0Op2JL+ff9LWM3P5Tf2XT3I1HLsuoY/zecn/zfNfZmbaP9GdV9y+92n64evA794ZLrm9IaWlsbOzr68vllxUxtDtQQLsDBbQ7UEC7AxXSdtdqtd3d3fHX4nl+ZGbiH3sr6h63t87f6LTevm270z7fcWn26pe66q7xB3wk9lbrl6/ojj8YNfA8L+O3pVR4vV6lUrm8vByJRHL6nUUF7Q4U0O5AAe0OFNDuQIW03UOhUHl5+erqqvhavs3NakPbF6aL9Y+vts51dFq7bllvXbN2VQ5dGno8JgjCmmv9tZZDLw6ojukbcOqdkcFgaGlp8Xg80Wg0p19bJNDuQAHtDhTQ7kAB7Q5UqN+rOjAw8M0334gn0VeWV8p19crJb6strVfmvmtbvHltsfOb8Ybrw7fEjYlFo++0HXtB9/U/6M4vLuAnKROe52tqam7duuXzFdGFetDuQAHtDhTQ7kAB7Q5UqNs9FAq1tLQYDAZBEGYeP/5n3TdfTF5STV4+obtY8eBi9VTTBV1jiOPEjTFYRvd8+9mv+r56Q1thmZnRFRNZ99IWVlZWysvLl5aWOI7L/tcWCbQ7UNCh3YEA2h0ooN2BCnW7RyKRmZkZpVLpcrkslpk/GS7+YaDy5MNLj5fnB6dN+698Mr0yJ27Jd0PdP7t4YFf30Rd0X+/TnpmxWLTFRN7dtKWurq4rV664XK5YLJb9b67CQ7sDBbQ7UEC7AwW0O1DZhuu7+/3+GzduNDQ0LFltnz688FlHlcALgiBEY7GOoX99J+vlvu/+7vKHrw9WvKI/8bP+Ywe1FxfnF7RarXjOO34j8baY1Iw3kh6Yww05dxIDjuM0Go1erw8EAjnso4JDuwMFtDtQQLsDBbQ7UNmGdo/FYi6Xq7a21u1yXzJ2/LL9Tyfvfeve9MS3oX9q+BeXyl43nnpFr36h/+uf9B+t1l7dcDgLueQlbzLuI0Zms/n8+fNra2vFcM0ZtDtQ0KHdgQDaHSig3YHK9vy7qhzHjYyM8DxvGjV9OFT70zuH/r7pyNL6qiAIU0/mfl5z4FXd8Zd16hf6v/5p/9EPdNVGo5Hn+e1YCsNM7h3FpLGxsa2tzev15rabCgjtDhTQ7kAB7Q4U0O5AZXva3Waz+Xy+1tZWp9N5V//gzYHK/3n/8zfbjs6uWN9r/OqnXZ/t1Kt39H/9k/5je7SnOvvuOR0OXbqFK7pc18zkf0PuHcXE7XYrlUqz2RwKhRj3y5PIjmyH5WnR7kAB7Q4U0O5AAe0OVLat3aPRqMPhqKqqWl1Zvau9/7Gh/m97j/zNt3/48bWPf2H4+if9R3+u/eojbe3th92ryyuCIMRPeMcbOi2W+C4IuXcUK51OV1dX53A4GC/3jnaHEoJ2Bwpod6CAdgcq29buNpstFAr19fVVVlau2+2jwyPNui6lvuljXe1H/Re/7m9o6rtpGhq22+3ihiWuNdcmnHdP+3mJG4Ui725il+3l3tHuUELQ7kAB7Q4U0O5AZTvb3Wazeb3epqam7u5uQRA2HM7FuYXZ6ZnZaYt1bmHD4UzcMJYQlz7dbjQaTSbT6Ojo4OAg+0n6TDdk2j+5ePLkCfvl3tHuUELQ7kAB7Q4U0O5AZZvbPRKJPHny5NixY6urq7yk+GIVXZZrZkZHR1dWVoLBYOKzcRz39OnT77//XvrZJEhvbfEQd2tnZ2dDQwPL5d7R7lBC0O5AAe0OFNDuQGWb291mswWDwZ6enkv19bFYTKJBU8+vZzrvHr9hNBrX1tbi/ZqK53mn0zk0NJTDmpltSu8CCYVCjJd7R7tDCUG7AwW0O1BAuwOV7W/3WCzmdrtbWlpGRkZimWW7ZsZkMonn2gVBEPs1041wODw+Pp7tmhmJTS1CPM9PTk6yXO4d7Q4lBO0OFNDuQAHtDlS2v91tNlskErFYLGfPnnW7XNEMslrQMjw8zHEc+2npSCQyNjaW1Utk2s7iFIvF+FissbHx6tWr0pd7T+ryxeAvf/XKXyoUiv/9L/+XSfvP0O5QVNDuQAHtDhTQ7kBFlna32Wx+v7+3p6erqyuSAftqFr1ev7m5me0XHgwGDQYD+6tk2s6iFYtGXS6XUql89OiRxOXek7r8y9M/au3+708iO94r+6v/8ZP/NOP+BdodigfaHSig3YEC2h2oyNXusVjM5XJdvXp1YX4+zHGpk2nNTOInxdtzc3MsS2VSbywtLaU+Z6YbaTeymCcSDkejUa1We+nSJYnLvWdaGHNn6Mf/93/539KeemfZv2h3oIB2Bwpod6CAdgcqcrW7zWbjOM4yPd3S3Ozb3ORCoaRhXMqi0+mSLimT1coZg8HA+EKpW1j8E41EOI6rqam5c+dOpsu9Z2r3ef8v/9v/+xdodygqaHeggHYHCmh3oCJju9tsNp/P9/DBg5Hh4VAwmDSMS1nGx8fz+fKnp6cZXyh1C0tiIuGw1WotLy9fXl5Oe7l3ifPu/3zsP2O9OxQVtDtQQLsDBbQ7UJG33aPRqMPh6Lx50762FgwEEodxzYzVas12qUzijZWVFcY1M0mbVyrDhUJhjuvs7GxsbEx7ufdM7f75if8n7WJ3tDvICO0OFNDuQAHtDlTkbXebzRYKhaanpu739vo3NwM+X3wYl7KIF3TPmcvlYnyhxG0rrYmEw4FAQKPRGAyG1Mu9p63z8oofVdT9N1wjEooN2h0ooN2BAtodqMje7jabzev16rRa68KCf3MzPoxLWRwORz5fvtfrZXyhxG0rsfH5OI6bmJioqalJvdx72nA/+Plfi0veD6v/K9odigfaHSig3YEC2h2oFEO7RyKRJ0+edN+753a5fF6vOIxrZux2ez5rZlwuF+OamfiGleKEgkEuFGpsbLx+/XrS5d6Tuvy9sr9S/OAv/uN/EK8XiXaHIoF2Bwpod6CAdgcqxdDuNpstGAxapqdNIyObHo84jEtZbDZbPmtmVldXGV8ovmElOqFg0G63Hz9+3Gq1Jl7uPdPCGIlh2aFod6CAdgcKaHeggHYHKlm1+5kzZzoJ2Gy2WCzmdrv7+/o8LpfYmoxLWSYnJ/P58i0WC+MLyR7feY7P6308M3Py5MnBwcGenp7BwcGcdxYLtDtQQLsDBbQ7UEC7AxX2drf9cOq94MQn7+7u7ujoCAUCXrfb63YzrpnR6/Ucx+W2ZiYajQ4MDDCumRG3qqSn8+bNw4cP37hx4+bNmwaDIYc9Jf7HG8uhgnYHCmh3oIB2Bwpod6CSVbvTWVxc1Gg0m15vMBCIn3dP2+6JxM8vLi7mtmBGvEAkY7vLfuI8zxkfG2tpbi4rK2toaJienk694AyLxP/WkoZ2Bwpod6CAdgcKaHegUiTt3tbWNjk5Gfoh3NO2e9pl6DqdTrz0YbZfOMdxRqMx/rRb3pA9vvMZh92u0Wh27dr18ccft7W1zc3NJS55Z4d2B3mh3YEC2h0ooN2BSjG0e19fX2NjYygYDPj9EteZyXRSXKvVjo6ORiIR9jUzsVhsYmKCJdnjN2S/VkzOs+nxfHft2u7du996662TJ08+fPjw6dOnSVeKZIR2B3mh3YEC2h0ooN2BiuztbrfblUql1+MJBYNJ13dnXDMjFvb4+Hg4HGZZKhONRh89esS4VCZ+Q/7LtOc6MxbLkSNHXn311U8++aS1tXVmZsbv9+e2s9DuIC+0O1BAuwMFtDtQkb3du7q6BgcHwxyX9K+Bsq+Zid8YHh52uVzi+fVMvF6vyWRiP90ev1HYf+tUoVBszz+q6nI6a2trX3rppffff7+6utpoNDocjmg0mtvOQruDvNDuQAHtDhTQ7kBF3nYfGhqqra3lQiEuFAoGAomT1ZoZ8YbFYvF4PPHz60K6NTMej0e8LmS27Z60eTlP/F8+KtQTSk9vT8/BDz98/fXXv/zyy66urqSLu2cL7Q7yQrsDBbQ7UEC7AxUZ2z0QCBw9enRtbS0SDoeCwaTJas2M2Wz2+/3sV5jx+/1mszmrNTOpW5jPKBSKwj5h2rEuLn7++ecvvfRSWVnZ5cuXx8fHPR5PPrsM7Q7yQrsDBbQ7UEC7AxUZ2/327du9vb3RSEQ87540jGtm9Hr96uqq9DqZtHieX11d1ev1jOfd026keAY9fkO8zTLs98x5fJubdXV1u3fvfvvttzUaTT5vUY1Du4O80O5AAe0OFNDuQEWudp+YmKisrOQ4LhqJhDkudVjWzBiNxvgiGSH7f5uJ53mPx2M0GlnaPe1GhjlOTPbEDzPdM+lRLHfLZ3Ra7cGDB3fv3v3pp5+2t7fn8xbVOLQ7yAvtDhTQ7kAB7Q5U5Gr3+vp6q9Uai0YjGWy5ZsZoNPp8PvZ1Mpn4fD7xQu/Sa2YybadCoZD4kPFRBWe320+eOLFjx47f/va3NTU1Q0NDTqcz57eoxqHdQV5od6CAdgcKaHegIku79/b2dnR0xGKxaGbSa2b0er3H4ynUN8Hj8Wy5eCbTdioUCokPGR9VWJFIpKmpad++fXv37j127NidO3dsNls+b1GNQ7uDvNDuQAHtDhTQ7kBl+9t9fn5eo9EE/H4+JkV6zczq6qogCDkvlUm9sbq6Kt3umbZToVBIfMj4qMIaGxs7cODAzp07Dx48eOXKlcnJSa/XW5B9h3YHeaHdgQLaHSig3YHK9rd7a2ur2WzecimLxJoZlofnQPrKM5kepVAoJD5kfFQBBfx+jUbzyiuvvPPOO6dOnerr61tbW4vk9xbVOLQ7yAvtDhTQ7kAB7Q5Utrnd+/r6mpubxZeWbtBMa2b0en0wGKT4VgSDQb1en+m8e9qNjF9eJu2H0g/Z8p65uXHjxv79+1977bVDhw5du3ZtdnY2EAgUaveh3UFeaHeggHYHCmh3oLKd7b62tqZUKr1eL8uGZVozs7CwwP9wRUi+cGtmxBsLCwuZ2p3ge194Vqv1ww8/3LFjx+9+97sLFy4MDw9vbGzEYrFC7UG0O8gL7Q4U0O5AAe0OVLaz3Ts7O4eGhhg3LO3CFb1ez3Fcwc9Vx3EcFz/1nvTSWX1XFelkv3Oyw/N8TU3N3r1733jjDaVSeffu3aWlJY7jCrsH0e4gI7Q7UEC7AwW0O1DZtnYfHBysr6/nmf8RpbTn3aenp0m/G4IgTE9Pl+h5d4PB8N577+3ateuPf/xjY2Oj2Wwu1FtU49DuIC+0O1BAuwMFtDtQ2Z529/v9R48etdvt7BuWtt2dTqfww1IZgWDNDM/zTqezFNvd6/Uqlcpdu3a9++67Z86c0el0BXyLahzaHeSFdgcKaHeggHYHKtvT7rdv375//35WG5ba7gMDA7FYjG7BjCgWiw0MDOS5Zmb7tbe3v/3227/+9a8PHz58/fr1ubm5Ar5FNQ7tDvJCuwMFtDtQQLsDlW1o94mJiaqqqmg0mtWGpba72Wwm+iYkiV8sslTOu8/Pz5eVlb3wwgu///3va2trTSaTy+Uq4FtU49DuIC+0O1BAuwMFtDtQ2YZ2r6+vt1qt2W5YarvbbDbxj3jKNTOCINhsthJq92g0WllZuWfPnn379qlUqu7u7uXl5cK+RTUO7Q7yQrsDBbQ7UEC7AxXqdu/u7u7s7Mxhw1Lb3el0Ui6W+TfikvdSWTOj1Wr379//8ssvf/TRR83NzVNTU5ubm0R7E+0O8kK7AwW0O1BAuwMV0nafm5vTaDShUCiHDUttd7/fX/AvPy2/318q591dLpdSqdy5c+f+/furqqr0ev36+nrB36Iah3YHeaHdgQLaHSig3YEKabu3tLRMTU3ltmGp7R4Oh8U/4onXzITD4VJp98bGxrfeeus3v/nNkSNHOjo6FhYWgsEg0d60od1Bbmh3oIB2Bwpod6BC2u6zs7NHjhz5Asi8//77L7744oEDB+rq6kZHR4neohqHdgd5od2BAtodKKDdgQr1evdwOGy32w0GQ3V1dVlZ2d69e3dD4ezZs+eDDz6oqKi4f//+yspKOBym25U2tDvIDe0OFNDuQAHtDlS2od3X1tYGBgYaGhpOnDhRXl5+BArnq6++qq6uvnPnzuzsrM/no9uPIrQ7yAvtDhTQ7kAB7Q5UqNs9Go16vd7FxUWTyaTVah88eHAfCqe/v99kMi0uLno8nmg0SrcfRWh3kBfaHSig3YEC2h2obMP13cPhsM/n29jYWF9ft0NBORwOt9sdCATori2TCO0O8kK7AwW0O1BAuwOVbWh3eGag3UFeaHeggHYHCmh3oIJ2B3Zod5AX2h0ooN2BAtodqJREuysUCokPJT655R/leefnDdod5IV2Bwpod6CAdgcqJdHutoSkZml0RTqZHsJ+Z+kXfR6g3UFeaHeggHYHCmh3oFLM7Z4prDNFdtoPpds69U/TfiarzXiGod1BXmh3oIB2Bwpod6BSzO2eiOW8e+Kd8znvzrglzyG0O8gL7Q4U0O5AAe0OVIq83VOTnSXis7pzzpv0HEK7g7zQ7kAB7Q4U0O5Apcjb3Zay9CXtSpikU+aMZ9NzWwODdme5J9odKKDdgQLaHSig3YFK0ba7RFhn6uxsT9JnqnC0eyZod5AX2h0ooN2BAtodqBRtu+cgn3bPdFv6Uc8btDvIC+0OFNDuQAHtDlSKv93Zl7XksGZmy9vSj3reoN1BXmh3oIB2Bwpod6BSEu2e7Sdx3p0I2h3khXYHCmh3oIB2Byol0e45nHfPdCPt/SVuSz/qeYN2B3mh3YEC2h0ooN2BSkm0O8snFQnXn0lK9kytn/pYli7P9NLPA7Q7yAvtDhTQ7kAB7Q5Uno12Zz9rnvo8qU+V9GyM2F+0dKHdQV5od6CAdgcKaHegUhLtnm0rb1nYWz7Jc9Li2UK7g7zQ7kAB7Q4U0O5ApfjbHYoH2h3khXYHCmh3oIB2Bypod2CHdgd5od2BAtodKKDdgQraHdih3UFeaHeggHYHCmh3oIJ2B3Zod5AX2h0ooN2BAtodqKDdgR3aHeSFdgcKaHeggHYHKmh3YId2B3mh3YEC2h0ooN2BCtod2KHdQV5od6CAdgcKaHeggnYHdmh3kBfaHSig3YEC2h2ooN2BHdod5IV2Bwpod6CAdgcqaHdgh3YHeaHdgQLaHSig3YEK2h3Yod1BXmh3oIB2Bwpod6CCdgd2aHeQF9odKKDdgQLaHaig3YEd2h3khXYHCmh3oIB2Bypod2CHdgd5od2BAtodKKDdgQraHdih3UFeaHeggHYHCmh3oIJ2B3Zod5AX2h0ooN2BAtodqKDdgR3aHeSFdgcKaHeggHYHKmh3YId2B3mh3YEC2h0ooN2BCtod2KHdQV5od6CAdgcKaHeggnYHdmh3kBfaHSig3YEC2h2ooN2BHdod5IV2Bwpod6CAdgcqaHdgh3YHeaHdgQLaHSig3YEK2h3Yod1BXmh3oIB2Bwpod6CCdgd2aHeQF9odKKDdgQLaHaig3YFdSbR7MBC0O9YtS7NT1tmVtVXfpk+WzQAKaHeggHYHCmh3oIJ2B3ZF3u4Bn390wXxCd+Wzvpoj+trD+ov/1HfuqO6ydsrkdrm3eWOAAtodKKDdgQLaHaig3YFdkbS7Xq//IsWmx9tkunXg3smWmTsznsUF35Mxl6Vp4V7Z8PndPcfODl512NdTHwVpdXZ2Eu27PKHdgQLaHSig3YEK2h3YFUm7V1ZWOp3OxM/4N30tI7f/1F/ZNHfjkcsy6hi/t9zfKpUrUAAAIABJREFUPN91dqbtI/1Z1f1Lr7Yfrh78zr3hItqkZ0xjY2NfX5/cW5EG2h0ooN2BAtodqKDdgV2RtLtWq+3u7o5/yPP8yMzEP/ZW1D1ub52/0Wm9fdt2p32+49Ls1S911V3jD/hI7K3WL1/RHX8wauB5nmirniVer1epVC4vL0ciEbm35d9BuwMFtDtQQLsDFbQ7sCuSdg+FQuXl5aurq+KHvs3NakPbF6aL9Y+vts51dFq7bllvXbN2VQ5dGno8JgjCmmv9tZZDLw6ojukbcOqdkcFgaGlp8Xg80WhU7m35N2h3oIB2Bwpod6CCdgd2RdLugiAMDAx888034kn0leWVcl29cvLbakvrlbnv2hZvXlvs/Ga84frwLfHOsWj0nbZjL+i+/gfd+cUF/IZmwvN8TU3NrVu3fL4iulAP2h0ooN2BAtodqKDdgV3xtHsoFGppaTEYDIIgzDx+/M+6b76YvKSavHxCd7HiwcXqqaYLusYQx4l3NlhG93z72a/6vnpDW2GZmdEVE7pvUf5WVlbKy8uXlpa4H76TstOh3YEA2h0ooN2BCtod2BVPu0cikZmZGaVS6XK5LJaZPxku/mGg8uTDS4+X5wenTfuvfDK9Mife87uh7p9dPLCr++gLuq/3ac/MWCzaYkL3LSqIrq6uK1euuFyuWCwm97YIAtodaKDdgQLaHaig3YFd8bS7IAh+v//GjRsNDQ1LVtunDy981lEl8IIgCNFYrGPoX9/Jernvu7+7/OHrgxWv6E/8rP/YQe3FxfkFrVYrnvOO30i8LSY1442kB+Zwg/RblD+O4zQajV6vDwQCcm+LIKDdgQbaHSig3YEK2h3YFVW7x2Ixl8tVW1vrdrkvGTt+2f6nk/e+dW964nfonxr+xaWy142nXtGrX+j/+if9R6u1VzcczkIueckb6beoIMxm8/nz59fW1orhmjM6tDsQQLsDBbQ7UEG7A7uiandBEDiOGxkZ4XneNGr6cKj2p3cO/X3TkaX1VUEQpp7M/bzmwKu64y/r1C/0f/3T/qMf6KqNRiPP89uxFIYZ9beoIBobG9va2rxer9wbgnYHEmh3oIB2Bypod2BXbO0uCILP52ttbXU6nXf1D94cqPyf9z9/s+3o7Ir1vcavftr12U69ekf/1z/pP7ZHe6qz757T4dClW7iiy3XNTP43tuFblD+3261UKs1mcygUYnzIk8iObIfladHuQAHtDhTQ7kAF7Q7sirDdo9Gow+GoqqpaXVm9q73/saH+b3uP/M23f/jxtY9/Yfj6J/1Hf6796iNt7e2H3avLK4IgxE94xxs6LZb4Loht+BYVhE6nq6urczgcjJd7R7tDCUG7AwW0O1BBuwO7Imx3QRBCoVBfX19lZeW63T46PNKs61Lqmz7W1X7Uf/Hr/oamvpumoWG73S7eOXGtuTbhvHvaz0vcKJTt+RblL9vLvaPdoYSg3YEC2h2ooN2BXXG2uyAIXq+3qampu7tbEIQNh3NxbmF2emZ22mKdW9hwOBPvyRLi0qfbjUajyWQaHR0dHBxkP0mf6ca2fYvy9+TJE/bLvaPdoYSg3YEC2h2ooN2BXdG2eyQSefLkybFjx1ZXV3lJ8cUquizXzIyOjq6srASDwcRn4zju6dOn33//vfSzSZDe2uIhfp87OzsbGhpYLveOdocSgnYHCmh3oIJ2B3ZF2+6CIASDwZ6enkv19bFYTKJBU8+vZzrvHr9hNBrX1tbi/ZqK53mn0zk0NJTDmpltSu8CCYVCjJd7R7tDCUG7AwW0O1BBuwO7Ym73WCzmdrtbWlpGRkZimWW7ZsZkMonn2gVBEPs1041wODw+Pp7tmhmJTS1CPM9PTk6yXO4d7Q4lBO0OFNDuQAXtDuyKud0FQYhEIhaL5ezZs26XK5pBVgtahoeHOY5jPy0diUTGxsayeolM21mcYrEYH4s1NjZevXpV+nLvqWleXvEjhULxF//xP7R2/3e0OxQVtDtQQLsDFbQ7sCvydhcEwe/39/b0dHV1RTJgX82i1+s3Nzez3YBgMGgwGNhfJdN2Fq1YNOpyuZRK5aNHjyQu957U5XeGfvzPx/6zWPCvvfl/ot2hqKDdgQLaHaig3YFd8bd7LBZzuVxXr15dmJ8Pc1zqZFozk/hJ8fbc3BzLUpnUG0tLS6nPmelG2o0s5omEw9FoVKvVXrp0SeJy75kWxlzu+P8Ofv7XaHcoKmh3oIB2Bypod2BX/O0uCALHcZbp6ZbmZt/mJhcKJQ3jUhadTpd0SZmsVs4YDAbGF0rdwuKfaCTCcVxNTc2dO3cyXe49bZ0vBn/5ifK/YL07FBu0O1BAuwMVtDuwK4l2FwTB5/M9fPBgZHg4FAwmDeNSlvHx8Xw2YHp6mvGFUrewJCYSDlut1vLy8uXl5bSXe09N8ztDP/4//q//VaFQ4Lw7FBu0O1BAuwMVtDuwK5V2j0ajDoej8+ZN+9paMBBIHMY1M1arNdulMok3VlZWGNfMJG1eqQwXCoU5rrOzs7GxMe3l3jOdXC+v+NH/+Ml/mnH/Au0OxQPtDhTQ7kAF7Q7sSqXdBUEIhULTU1P3e3v9m5sBny8+jEtZxAu658zlcjG+UOK2ldZEwuFAIKDRaAwGQ+rl3jO1+7z/l7965S/R7lBU0O5AAe0OVNDuwK6E2l0QBK/Xq9NqrQsL/s3N+DAuZXE4HPm+NJvEbSux8fk4jpuYmKipqUm93DveqwolBO0OFNDuQAXtDuxKq90jkciTJ0+6791zu1w+r1ccxjUzdrs9nzUzLpeLcc1MfMNKcULBIBcKNTY2Xr9+Pely72kv7q5QKDJdIBLtDjJCuwMFtDtQQbsDu9Jqd0EQgsGgZXraNDKy6fGIw7iUxWaz5bNmZnV1lfGF4htWohMKBu12+/Hjx61Wa+Ll3jMFusSw7FC0O1BAuwMFtDtQQbsDu87OzjNnznQyKCsru3nz5oisBEGIxWJut7u/r8/jcomtybiUZXJyMp+/VhaLhfGFZI/vPMfn9T6emTl58uTg4GBPT8/g4GDOO4sF2h0ooN2BAtodqKDdISss4V487S4IQnd3d0dHRygQ8LrdXrebcc2MXq/nOC63NTPRaHRgYIBxzYy4VSU9nTdvHj58+MaNGzdv3jQYDDnsqYaGhhG2fEe7AwW0O1BAuwMVtDtQKJI1M4uLixqNZtPrDQYC8fPuads9kfj5xcXF3BbMiBeIZGx32U+c5znjY2Mtzc1lZWUNDQ3T09OpF5xhkfjfWtLQ7kAB7Q4U0O5ABe0OFIqk3dva2iYnJ0M/hHvadk+7DF2n06W99OGWOI4zGo3xp93yhuzxnc847HaNRrNr166PP/64ra1tbm4ucck7O7Q7yAvtDhTQ7kAF7Q4UiqHd+/r6GhsbQ8FgwO+XuM5MppPiWq12dHQ0Eomwr5mJxWITExMsyR6/Ifu1YnKeTY/nu2vXdu/e/dZbb508efLhw4dPnz5NulIkI7Q7yAvtDhTQ7kAF7Q4UZG93u92uVCq9Hk8oGEy6vjvjmhmxsMfHx8PhMMtSmWg0+ujRI8alMvEb8l+mPdeZsViOHDny6quvfvLJJ62trTMzM36/P7edhXYHeaHdgQLaHaig3YGC7O3e1dU1ODgY5rikfw2Ufc1M/Mbw8LDL5RLPr2fi9XpNJhP76fb4jQL+Q6eKBNT/qKrL6aytrX3ppZfef//96upqo9HocDii0WhuOwvtDvJCuwMFtDtQQbsDBXnbfWhoqLa2lguFuFAoGAgkTlZrZsQbFovF4/HEz68L6dbMeDwe8bqQ2bZ70ublPAqFQuLDgk9vT8/BDz98/fXXv/zyy66urqSLu2cL7Q7yQrsDBbQ7UEG7AwUZ2z0QCBw9enRtbS0SDoeCwaTJas2M2Wz2+/3sV5jx+/1mszmrNTOpW5jbKBQKiQ8LO9bFxc8///yll14qKyu7fPny+Pi4x+PJZ5eh3UFeaHeggHYHKmh3oCBju9++fbu3tzcaiYjn3ZOGcc2MXq9fXV2VXieTFs/zq6urer2e8bx72o0U173Eb4i3s5ocHsI4vs3Nurq63bt3v/322xqNJp+3qMah3UFeaHeggHYHKmh3oCBXu09MTFRWVnIcF41EwhyXOixrZoxGY3yRjJD9v83E87zH4zEajSztnnYjwxwnJnvih5numfax7HfOdnRa7cGDB3fv3v3pp5+2t7fn8xbVOLQ7yAvtDhTQ7kAF7Q4U5Gr3+vp6q9Uai0YjGWy5ZsZoNPp8PvZ1Mpn4fD7xQu/Sa2YybadCoZD4UAL7PXNgt9tPnjixY8eO3/72tzU1NUNDQ06nM+e3qMah3UFeaHeggHYHKmh3oCBLu/f29nZ0dMRisWhm0mtm9Hp9nku3E3k8ni0Xz2TaToVCIfEh46MKKxKJNDU17du3b+/evceOHbtz547NZsvnLapxaHeQF9odKKDdgQraHShsf7vPz89rNJqA38/HpEivmVldXRUEIeelMqk3VldXpds903YqFAqJD1keUnBjY2MHDhzYuXPnwYMHr1y5Mjk56fV6C7Lv0O4gL7Q7UEC7AxW0O1DY/nZvbW01m81bLmWRWDPD8vAcSF95JtOjFAqFxIf53z9bAb9fo9G88sor77zzzqlTp/r6+tbW1iL5vUU1Du0O8kK7AwW0O1BBuwOFbW73vr6+5uZm8bZ0g2ZaM6PX64PBIMW2BYNBvV6f6bx72o2MX14m7YfSD2G5cw5u3Lixf//+11577dChQ9euXZudnQ0EAoX6FqHdQV5od6CAdgcqaHegsJ3tvra2plQqGddvZFozs7CwwP9wRUi+cGtmxBsLCwuZ2p3g+1F4Vqv1ww8/3LFjx+9+97sLFy4MDw9vbGzEYrFCPT/aHeSFdgcKaHeggnYHCtvZ7p2dnUNDQ4x3TrtwRa/XcxxX2BPViTiOi596T3rprL7S1JPrCoUi+29Ydnier6mp2bt37xtvvKFUKu/evbu0tMRxXAFfAu0O8kK7AwW0O1BBuwOFbWv3wcHB+vp6nvkfUUp73n16epp0IwVBmJ6eLtHz7gaD4b333tu1a9cf//jHxsZGs9lcqLeoxqHdQV5od6CAdgcqaHegsD3t7vf7jx49arfb2R+Stt2dTqfww1IZgWDNDM/zTqezFNvd6/Uqlcpdu3a9++67Z86c0el0BXyLahzaHeSFdgcKaHeggnYHCtvT7rdv375//35WD0lt94GBgVgsRrdgRhSLxQYGBvJcM7P92tvb33777V//+teHDx++fv363NxcAd+iGod2B3mh3YEC2h2ooN2Bwja0+8TERFVVVTTLf9Qztd3NZjPRFiaJXyyyVM67z8/Pl5WVvfDCC7///e9ra2tNJpPL5SrgW1Tj0O4gL7Q7UEC7AxW0O1DYhnavr6+3Wq3ZPiq13W02m/hHPOWaGUEQbDZbCbV7NBqtrKzcs2fPvn37VCpVd3f38vJyYd+iGod2B3mh3YEC2h2ooN2BAnW7d3d3d3Z25vDA1HZ3Op2Ui2X+jbjkvVTWzGi12v3797/88ssfffRRc3Pz1NTU5uYm0Wuh3UFeaHeggHYHKmh3oEDa7nNzcxqNJhQK5fDY1Hb3+/0F38K0/H5/qZx3d7lcSqVy586d+/fvr6qq0uv16+vrBX+LahzaHeSFdgcKaHeggnYHCqTt3tLSMjU1ldtjU9s9HA6Lf8QTr5kJh8Ol0u6NjY1vvfXWb37zmyNHjnR0dCwsLBD9o7MitDvIC+0OFNDuQAXtDhRI2312dvbIkSNfAJn333//xRdfPHDgQF1d3ejoKNFbVOPQ7iAvtDtQQLsDFbQ7UKBe7x4Oh+12u8FgqK6uLisr27t3724onD179nzwwQcVFRX3799fWVmJ/68JImh3kBfaHSig3YEK2h0obEO7r62tDQwMNDQ0nDhxory8/AgUzldffVVdXX3nzp3Z2Vmfz0e3H0Vod5AX2h0ooN2BCtodKFC3ezQa9Xq9i4uLJpNJq9U+ePDgPhROf3+/yWRaXFz0eDzZXkE/B2h3kBfaHSig3YEK2h0obMP13cPhsM/n29jYWF9ft0NBORwOt9sdCATori2TCO0O8kK7AwW0O1BBuwOFbWh3eGag3UFeaHeggHYHKmh3oIB2B3Zod5AX2h0ooN2BCtodKBR5uysUii0/k/NT5XO35xPaHeSFdgcKaHeggnYHCsXf7onSfoblgZnuz3g3EKHdQV5od6CAdgcqaHegUMztHo91ic/EP5+a+IkPSfuoTE9VmK1/FqHdQV5od6CAdgcqaHegULTtLp3sW4Y4e7vjpDs7tDvIC+0OFNDuQAXtDhSKtt2FzAtaMnV2UrsjygsO7Q7yQrsDBbQ7UEG7A4Uib/es7pDteXfG/ySAOLQ7yAvtDhTQ7kAF7Q4UirbdE5s7bVtLnGUXmNtd+qUhCdod5IV2Bwpod6CCdgcKRdvucbk1N8vZ9LTn6SWeH9DuIC+0O1BAuwMVtDtQKIl2Z1zTksOamS1vQyK0O8gL7Q4U0O5ABe0OFEqi3fO5p8TD0e7ZQruDvNDuQAHtDv9/e3ca1Nad7/mfZ1P/B/N4qqv/k7k186+6/eB/q6bmSddU3ZuqzL2dvt3puB134sSOM9kqbt8kbV9id5bO5jh2iCyMscEO2GBsN4tpFsc2YhVgQAtiEUILWpCQdMRihIQWENqleXA6agaQfAR8OZLzedV5cMBIOtZJJe/86qsfVNDuQCEv2p3j0vuGeXfMzOw6tDvwC+0OFNDuQAXtDhTyot0f+83MQc/xJTJM4wAL7Q78QrsDBbQ7UEG7A4W8aPdsF9G3/H6GpfrM34EUtDvwC+0OFNDuQAXtDhTyot05fjP1Rxls+JmsXhTQ7sAvtDtQQLsDFbQ7UMj9dofcgXYHfqHdgQLaHaig3YEC2h24Q7sDv9DuQAHtDlTQ7kAB7Q7cod2BX2h3oIB2BypZtbsIgJvCwsK2trZxAA7q6urG0e7AH7Q7UEC7AxXu7S4SiS5fvsx3E0J+QLtDVjj++wrtDhTQ7kAB7Q5Usmp3kUhE/e9QeDJgZgYooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQqP7R5cCzpdS0aHWW83zy8urK6s7uKTA7/Q7kAB7Q4U0O5AAe0OVHhp97XVwIRVVyyt/Wyw8rSs+gtZ1R8Hr56V3pbolV6Pd1deAviFdgcKaHeggHYHCmh3oELa7jKZ7KtNVnz+BmXH8Z4LjaYuk89mXZ1VeYwN1p7Cse8O9p67MtLqci5tfhRsKWenmNDuQAHtDhTQ7kAB7Q5USNu9rKzM7Xavf7nAymrjeOfHQ2UNlvtTHuOES90zN3Rnpv2KqflD2RVB/82XWr6oGPneu+zh6w3JL/X19YODg9v5jxUxtDtQQLsDBbQ7UEC7AxXSdpdIJGKxOPVaiURi3KT5977SG9MtTTP3RfbOTqarZebBTXPr19KKdvXDRDT+ZtPXL0rPP5yQJxIJHt+WfOH3+4uKiubm5qLR6Lb+m0UF7Q4U0O5AAe0OFNDuQIW03UOh0JkzZxYWFtjXWl1ZqZA3f6WsqplubbI8ENnbO+wdd+3tZaM3R6dVyWRy0bP0cuPnvx0WnJPVYemdI7lc3tjY6PP5YrHYtv6zRQLtDhTQ7kAB7Q4U0O5AhfqzqsPDw9euXWMX0efn5s9Ia4q0tyqMTbWW75ttbXdtomvquntjHezFxGOxt5vP7ZN++2/S72xW/JuUk0QiUVlZ2dHRsbqaQxv1oN2BAtodKKDdgQLaHahQt3soFGpsbJTL5clk0jQ9/Yn02lfamwLt7WJpVenDqgp9w3VpfSgcZi9Gbpw4fOuz3wx+85qk1GgySXMJr3fpMebn58+cOeNwOMLhcPb/2SKBdgcKUrQ7EEC7AwW0O1ChbvdoNGoymYqKijwej9Fo+lhedWK47MLAzem5mRGD8mjtnwzzFvZKvh8V/7Lq+AHx2X3Sb1+XXDYZjZJcwu9teqz29vba2lqPxxOPx7P/L9fuQ7sDBbQ7UEC7AwW0O1DZg/3dA4HA/fv36+rqHHbm04Hrnz0oTyaSyWQyFo8/GP3rJ1lvD37/69sfvDpS+qKs+JdD505KqmwzVolEwq55p07Wn7NJzfFkwwO3ccLnTeIgHA6XlJTIZLK1tbVt3KNdh3YHCmh3oIB2Bwpod6CyB+0ej8c9Hk91dbXX472pePBcy8cXem55V3ypaxjSj/3qZuGriosvyoT7hr79xdDZCknrssu9myMvO8bjPeJIp9N99913i4uLubDnDNodKEjR7kAA7Q4U0O5AZW9+r2o4HB4fH08kEsoJ5Qej1c92ff6/G047lhaSyaR+1vKvlcdfkp7/nVS4b+jbZ4fOvi+tUCgUiURiL0ZhOOP7RnFSX1/f3Nzs9/u3d5t2EdodKKDdgQLaHSig3YHK3rQ7wzCrq6tNTU1ut7tb9vCN4bJ/7v/yjeaz5nn77+u/ebb9sxdkwueHvv3F0LnDkouiwR63yyXdanBFut2ZmZ2f8H2jOPF6vUVFRTqdLhQKcbwvs9Hnsz24PC3aHSig3YEC2h0ooN2Byp61eywWc7lc5eXlC/ML3ZL+j+Q1/6vv9D/dOvH03Y9+Jf/2F0Nn/1XyzYeS6s4B8cLcfDKZTC14pxp6S1zie1fwfaO4kkqlN27ccLlcHLd7R7tDHkG7AwW0O1BAuwOVPWt3hmFCodDg4GBZWdmS0zkxNn5H2l4ka/hIWv3hUNW3Q3UNg23K0TGn08le2PpZc8m6dfctv5/hZLfwe5u4y3a7d7Q75BG0O1BAuwMFtDtQ2ct2ZxjG7/c3NDSIxeJkMrnsctssVrPBZDYY7Rbrssu9/sK4hHjm5XaFQqFUKicmJkZGRrgv0qc74en+bMfs7Cz37d7R7pBH0O5AAe0OFNDuQGWP2z0ajc7Ozp47d25hYSGRUWpYRZrlzMzExMT8/HwwGFz/bOFw+NGjR5OTk5mfLYPMV5s72NsqEonq6uq4bPeOdoc8gnYHCmh3oIB2Byp73O4MwwSDwd7e3ps1NfF4PEODbl5fT7funjpRKBSLi4upft0skUi43e7R0dFtzMzsUXrvklAoxHG7d7Q75BG0O1BAuwMFtDtQ2ft2j8fjXq+3sbFxfHw8nl62MzNKpZJda08mk2y/pjuJRCJqtTrbmZkMl5qDEomEVqvlst072h3yCNodKKDdgQLaHajsfbszDBONRo1G45UrV7weTyyNrAZaxsbGwuEw92XpaDSqUqmyeol015mb4vF4Ih6vr69vbW3NvN17ukA/U/r/n/zy79HukFPQ7kAB7Q4U0O5AhZd2ZxgmEAj09fa2t7dH0+A+zSKTyVZWVrL9iweDQblczv1V0l1nzorHYh6Pp6ioaGpqKsN271vW+UzguZ/9w39Eu0OuQbsDBbQ7UEC7AxW+2j0ej3s8ntbWVuvMTCQc3nykm5lZ/0323GKxcBmV2XzicDg2P2e6ky0vMpePaCQSi8UkEsnNmzczbPe+ZZ2/+8f/749f/T3aHXIN2h0ooN2BAtodqPDV7gzDhMNho8HQeOfO6spKOBTacHAcZZFKpRu2lMlqckYul3N8oc1XmPtHLBoNh8OVlZVdXV3ptnvfnOZdo09fqf0fmJmBHIR2Bwpod6CAdgcqPLY7wzCrq6sDDx+Oj42FgsENB8dRFrVavZO/vsFg4PhCm68wL45oJGK328+cOTM3N7fldu8butwWfO7ov/9Xk/dXaHfIQWh3oIB2Bwpod6DCb7vHYjGXyyVqa3MuLgbX1tYfHGdm7HZ7tqMy60/m5+c5zsxsuLx8OcKhUCQcFolE9fX1W273vqHLa0U/bxL/T3xWFXIT2h0ooN2BAtodqPDb7gzDhEIhg17f39cXWFlZW11NHRxHWdgN3bfN4/FwfKH115ZfRzQSWVtbKykpkcvlm7d737Do/psXf1Kwzpb5zuW2ot2BAtodKKDdgQLaHajw3u4Mw/j9fqlEYrdaAysrqYPjKIvL5drJX9/v93N8ofXXlmfH6mo4HNZoNJWVlZu3e8cekZBH0O5AAe0OFNDuQCUX2j0ajc7Ozop7erwez6rfzx4cZ2acTudOZmY8Hg/HmZnUheXjEQoGw6FQfX39vXv3Nmz3jnaHPIJ2Bwpod6CAdgcqudDuDMMEg0GjwaAcH1/x+diD4ygLwzA7mZlZWFjg+EKpC8vTIxQMOp3O8+fP2+329du9p2v3DAeXG4p2Bwpod6CAdgcKaHegklW7X758WUSAYZh4PO71eocGB30eD9uaHEdZtFrtTv76RqOR4wvxHt87PFb9/mmT6cKFCyMjI729vSMjI9u+WVyg3YEC2h0ooN2BAtodqHBvd+aHpfddxz65WCx+8OBBaG3N7/X6vV6OMzMymSwcDm9vZiYWiw0PD3OcmWGvKq8PUVvbF198cf/+/ba2Nrlcvo07xf7PG5d/VNDuQAHtDhTQ7kAB7Q5Usmp3OjabraSkZMXvD66tpdbdt2z39djv22y27Q3MsBtEcmx33hfOd3ioVarGO3cKCwvr6uoMBsPmDWe4WP9VKKbxAAAgAElEQVT/Wpmh3YEC2h0ooN2BAtodqORIuzc3N2u12tAP4b5lu285hi6VStmtD7P9i4fDYYVCkXrax57wHt87OVxOZ0lJyYEDBz766KPm5maLxbJ+5J07tDvwC+0OFNDuQAHtDlRyod0HBwfr6+tDweBaIJBhn5l0i+ISiWRiYiIajXKfmYnH4xqNhkuyp0543ytm28eKz/f93bsHDx588803L1y4MDAw8OjRow07RXKEdgd+od2BAtodKKDdgQrv7e50OouKivw+XygY3LC/O8eZGbaw1Wp1JBLhMioTi8WmpqY4jsqkTvjfpn27h8loPH369EsvvfSnP/2pqanJZDIFAoHt3Sy0O/AL7Q4U0O5AAe0OVHhv9/b29pGRkUg4vOG3gXKfmUmdjI2NeTwedn09Hb/fr1QquS+3p05293edFhQU7M0vVfW43dXV1fv37z927FhFRYVCoXC5XLFYbHs3C+0O/EK7AwW0O1BAuwMVftt9dHS0uro6HAqFQ6Hg2tr6I6uZGfbEaDT6fL7U+npyq5kZn8/H7guZbbtvuLxtHwU/2K0nzHz09fae/OCDV1999euvv25vb9+wuXu20O7AL7Q7UEC7AwW0O1Dhsd3X1tbOnj27uLgYjURCweCGI6uZGZ1OFwgEuO8wEwgEdDpdVjMzm69wJ0dBQcHuPuGWh91m+/LLL/fv319YWHj79m21Wu3z+XZyy9DuwC+0O1BAuwMFtDtQ4bHdOzs7+/r6YtEou+6+4eA4MyOTyRYWFjLPyWwpkUgsLCzIZDKO6+5bXiS7gp46Yc+5HNx/ctvH6srKjRs3Dh48+NZbb5WUlOzkI6opaHfgF9odKKDdgQLaHajw1e4ajaasrCwcDsei0Ug4vPngMjOjUChSQzLJ7H83UyKR8Pl8CoWCS7tveZGRcJhN9vVfpvvJDY/i8mM7OaQSycmTJw8ePPjpp5+2tLTs5COqKWh34BfaHSig3YEC2h2o8NXuNTU1drs9HotF03jszIxCoVhdXeU+J5PO6uoqu9F75pmZdNdZUFCQ4UuOj9p1TqfzQnHx888//+6771ZWVo6Ojrrd7m1/RDUF7Q78QrsDBbQ7UEC7AxVe2r2vr+/BgwfxeDyWXuaZGZlM5vP5dutN8Pl8jx2eSXedBQUFGb7k+KjdFY1GGxoaXn/99SNHjpw7d66rq4thmJ18RDUF7Q78QrsDBbQ7UEC7A5W9b/eZmZmSkpK1QCARzyTzzMzCwkIymdz2qMzmk4WFhcztnu46CwoKMnzJ8VG7S6VSHT9+/IUXXjh58mRtba1Wq/X7/bty79DuwC+0O1BAuwMFtDtQ2ft2b2pq0ul0jx1lyTAzw+Xh25B555l0jyooKMjwJcdH7aK1QKCkpOTFF198++23L168ODg4uLi4GN3ZR1RT0O7AL7Q7UEC7AwW0O1DZ43YfHBy8c+cO+9KZGzTdzIxMJgsGgxRvRTAYlMlk6dbdt7zI1PYyW36Z+SGP/cntuX///tGjR19++eXPP//87t27ZrN5bW1tt24f2h34hXYHCmh3oIB2Byp72e6Li4tFRUV+v5/LhaWbmbFarYkfdoRM7N7MDHtitVrTtTvBe7/77Hb7Bx988Pzzz7/33nvXr18fGxtbXl6Ox+O7dQfR7sAvtDtQQLsDBbQ7UNnLdheJRKOjoxwvbMvBFZlMFg6Hd32tOiUcDqeW3je8dFbvasFWsr852UkkEpWVlUeOHHnttdeKioq6u7sdDkc4HN7dO4h2Bx6h3YEC2h0ooN2Byp61+8jISE1NTYLzL1Hact3dYDCQvhvJZNJgMOTpurtcLv/9739/4MCBU6dO1dfX63S63fqIagraHfiFdgcKaHeggHYHKnvT7oFA4OzZs06nk/uFbdnubrc7+cOoTJJgZiaRSLjd7nxsd7/fX1RUdODAgXfeeefy5ctSqXQXP6KagnYHfqHdgQLaHSig3YHK3rR7Z2dnf39/Vhe2ud2Hh4fj8TjdwAwrHo8PDw/vcGZm77W0tLz11luvvPLKF198ce/ePYvFsosfUU1BuwO/0O5AAe0OFNDuQGUP2l2j0ZSXl8disawubHO763Q6ojdhg9Rmkfmy7j4zM1NYWLhv374//OEP1dXVSqXS4/Hs4kdUU9DuwC+0O1BAuwMFtDtQ2YN2r6mpsdvt2V7Y5nZnGIb9owTlzEwymWQYJo/aPRaLlZWVHT58+PXXXxcIBGKxeG5ubnc/opqCdgd+od2BAtodKKDdgQp1u4vFYpFItI0L29zubrebcljmb9iR93yZmZFIJEePHv3d73734Ycf3rlzR6/Xr6ysEN1NtDvwC+0OFNDuQAHtDlRI291isZSUlIRCoW1c2OZ2DwQCu/7X31IgEMiXdXePx1NUVPTCCy8cPXq0vLxcJpMtLS3t+kdUU9DuwC+0O1BAuwMFtDtQIW33xsZGvV6/vQvb3O6RSIT9owTxzEwkEsmXdq+vr3/zzTcPHTp0+vTpBw8eWK3WYDBIdDcZtDvwDe0OFNDuQAHtDlRI291sNp8+fforIHPs2LHf/va3x48fv3HjxsTEBNFHVFPQ7sAvtDtQQLsDBbQ7UKGed49EIk6nUy6XV1RUFBYWHjly5CDsnsOHD7///vulpaX9/f3z8/ORSITuVjJod+Ab2h0ooN2BAtodqOxBuy8uLg4PD9fV1RUXF585c+Y07J5vvvmmoqKiq6vLbDavrq7S3UcW2h34hXYHCmh3oIB2ByrU7R6Lxfx+v81mUyqVEonk4cOH/bB7hoaGlEqlzWbz+XyxWIzuPrLQ7sAvtDtQQLsDBbQ7UNmD/d0jkcjq6ury8vLS0pITdpXL5fJ6vWtra3R7y6yHdgd+od2BAtodKKDdgcoetDs8MdDuwC+0O1BAuwMFtDtQQbsDd2h34BfaHSig3YEC2h2o5EW7FxQUZPgywzcf+0c7/OEfG7Q78AvtDhTQ7kAB7Q5U8qLdmXVJzaXRC7aS7iHcfzjzi/4YoN2BX2h3oIB2Bwpod6CSy+2eLqzTRfaWX2Zu681/uuV3srqMJxjaHfiFdgcKaHeggHYHKrnc7utxWXdf/8M7WXfneCU/Qmh34BfaHSig3YEC2h2o5Hi7b052LhGf1Q9v+5J+hNDuwC+0O1BAuwMFtDtQyfF2ZzaNvmw5CbNhyZzjavr2ZmDQ7lx+Eu0OFNDuQAHtDhTQ7kAlZ9s9Q1in6+xsF+nTVTjaPR20O/AL7Q4U0O5AAe0OVHK23bdhJ+2e7jzzo35s0O7AL7Q7UEC7AwW0O1DJ/XbnPtayjZmZx55nftSPDdod+IV2Bwpod6CAdgcqedHu2X4T6+5E0O7AL7Q7UEC7AwW0O1DJi3bfxrp7upMtfz7DeeZH/dig3YFfaHeggHYHCmh3oJIX7c7lmwXr9p/ZkOzpWn/zY7l0ebqX/jFAuwO/0O5AAe0OFNDuQOXJaHfuq+abn2fzU214No64v2j+QrsDv9DuQAHtDhTQ7kAlL9o921Z+bGE/9kl+JC2eLbQ78AvtDhTQ7kAB7Q5Ucr/dIXeg3YFfaHeggHYHCmh3oIJ2B+7Q7sAvtDtQQLsDBbQ7UEG7A3dod+AX2h0ooN2BAtodqKDdgTu0O/AL7Q4U0O5AAe0OVNDuwB3aHfiFdgcKaHeggHYHKmh34A7tDvxCuwMFtDtQQLsDFbQ7cId2B36h3YEC2h0ooN2BCtoduEO7A7/Q7kAB7Q4U0O5ABe0O3KHdgV9od6CAdgcKaHeggnYH7tDuwC+0O1BAuwMFtDtQQbsDd2h34BfaHSig3YEC2h2ooN2BO7Q78AvtDhTQ7kAB7Q5U0O7AHdod+IV2Bwpod6CAdgcqaHfgDu0O/EK7AwW0O1BAuwMVtDtwh3YHfqHdgQLaHSig3YEK2h24Q7sDv9DuQAHtDhTQ7kAF7Q7cod2BX2h3oIB2Bwpod6CCdgfu0O7AL7Q7UEC7AwW0O1BBuwN3aHfgF9odKKDdgQLaHaig3YE7tDvwC+0OFNDuQAHtDlTQ7sAd2h34hXYHCmh3oIB2Bypod+AO7Q78QrsDBbQ7UEC7AxW0O3CHdgd+od2BAtodKKDdgQraHbhDuwO/0O5AAe0OFNDuQAXtDtyh3YFfPLZ7cC3odC0ZHWa93Ty/uLC6ssrLZQAFtDtQQLsDFbQ7cId2B37x0u5rq4EJq65YWvvZYOVpWfUXsqo/Dl49K70t0Su9Hu8eXwxQeILbfWVlRavRdHR0NDY03KqpKT5/XigQCAWC4vPnb9XUNDY0dLS3qycn/X4/31f6BEK7AxW0O3CHdgd+kba7TCb7apMVn79B2XG850Kjqcvks1lXZ1UeY4O1p3Dsu4O9566MtLqcS5sfBVvi+G+PvffktfujR49kUml9XR1b6lyOutpaydDQ/Px8PB7n+/KfEGh3oIJ2B+7Q7sAv0nYvKytzu93rXy6wsto43vnxUFmD5f6UxzjhUvfMDd2Zab9iav5QdkXQf/Olli8qRr73Lnv4ekPyS319/eDgINHt24knqd2VSmVdbW2qyC9dvNjc1CSXy7Va7fT09LLH4/F6PV7vssczPT2t1WrlcnlzU9OlixdTD6m9fXt0ZCQajfL9V8l7aHeggnYH7tDuwC/SdpdIJGKxOPVaiURi3KT5977SG9MtTTP3RfbOTqarZebBTXPr19KKdvXDRDT+ZtPXL0rPP5yQJxIJHt+WfOH3+4uKiubm5qLRKNFN3J4no90nVapUtV8tLxeJRBqNJhXrmY9lj0ej0YhEoqvl5amCHx8bQ8HvBNodqKDdgTu0O/CLtN1DodCZM2cWFhbY11pdWamQN3+lrKqZbm2yPBDZ2zvsHXft7WWjN0enVclkctGz9HLj578dFpyT1WHpnSO5XN7Y2Ojz+WKxGNF93IZ8b3efz9fc1MQ2d/X162NjY1x6Pd0xNjZWff06+2yNDQ0ulwsFvz1od6CCdgfu0O7AL+rPqg4PD1+7do1dRJ+fmz8jrSnS3qowNtVavm+2td21ia6p6+6NdbAXE4/F3m4+t0/67b9Jv7NZ8U87J4lEorKysqOjY3U1hzbqyet2n5qaKi8rEwoEZZcuKRSKDSHuXnbLpZ1/vvHNt1+9ceq9fzly4L+99OufvPTrnxw58N9Ovfcv3371xq2qr+XSTveye8MDR0dGyi5dYp92UqWKRCKYg88W2h2ooN2BO7Q78Iu63UOhUGNjo1wuTyaTpunpT6TXvtLeFGhvF0urSh9WVegbrkvrQ+EwezFy48ThW5/9ZvCb1ySlRpNJmkt4vUuPMT8/f+bMGYfDEQ6H6W5lVvK33Tva29kF8uampkWnc318qyeHy4pPvPybn352cn9N5VedbXWjw322GdP8nGN+zmGbMY0O93W21d28dvazk/tf/s1Py4pPqCeH1z/DotOZWs5/cP9+KBSKxWJ8/43zCdodqKDdgTu0O/BLStzu0WjUZDIVFRV5PB6j0fSxvOrEcNmFgZvTczMjBuXR2j8Z5i3slXw/Kv5l1fED4rP7pN++LrlsMholuYTf2/RY7e3ttbW1Ho8nHo/T3U3u8rTd2x48EAoEF4RCqUSyvrkf9rae/uTgiaNPtzZWWKb1sw4rYzPZZqasFs2MWW0xT1rMkzNmtdWisc1MMTbTrMNqmda3NlYUHnvm9CcHH/a2rn82qURyQSgUCgR3W1uDwSDmZ7hDuwMVtDtwh3YHflG3O8MwgUDg/v37dXV1Djvz6cD1zx6UJxPJZDIZi8cfjP71k6y3B7//9e0PXh0pfVFW/MuhcyclVbYZq0QiYde8Uyfrz9mk5niy4YHbOOHzJnEQDodLSkpkMtna2hrp3eQoH9udDffSkhKtVpvq7Olp7dXSU8ff+cf+nrtzs3a7zThj0ZhNSpNhxKiXG6aket2QXjuk1w7pdUOGKalRLzcZRswm5YxFY7cZ52bt/T13Txx9+mrpqenpvz2tVqstLSkRCgStLS1ra2vId47Q7kAF7Q7cod2BX3vQ7vF43OPxVFdXez3em4oHz7V8fKHnlnfFl7qGIf3Yr24Wvqq4+KJMuG/o218Mna2QtC673Ls58rJjPN4jjnQ63Xfffbe4uJgLe87kXbu3i0RsuBuNxlRhd3c0HNr3VP1N4azDZrcaLNMqk0Fh0EmmtAM6dZ92UqxR9WhU3WpVl1rVpVF1a1Q92kmxTt03pR0w6CQmg8IyrbJbDbMOW/1N4aF9T3V3NKSe3Gg0svl+7/vvke8cod2BCtoduEO7A7+ke/J7VcPh8Pj4eCKRUE4oPxitfrbr8//dcNqxtJBMJvWzln+tPP6S9PzvpMJ9Q98+O3T2fWmFQqFIJBJ7MQrDGd83ipP6+vrm5ma/3099Qx8rv9pdo1azozI6nS7V1g23hW8c/JlkoN3BWGbMapNBodcN6dR9mske9UTXpLJjUtk+qRSpxkWq8TbVeJtqXDSpFE0q2yeVHeqJLo2qR6fu0+uGTAbFjFntYCySgfY3Dv6s4bYw9RI6nY4dnhlRKILBIGbfHwvtDlTQ7sAd2h34tTftzjDM6upqU1OT2+3ulj18Y7jsn/u/fKP5rHne/vv6b55t/+wFmfD5oW9/MXTusOSiaLDH7XJJtxpckW53ZmbnJ3zfKE68Xm9RUZFOpwuFQhzvy2z0+WwPLk+bR+3u83rZ7V/kcnmqqquufnbi6NNTWqXdZjSblIYpqU7Tr1F1qyc6J5Xt63o93SGaVLarJzo1qm6dpt8wJTWblHabcUqrPHH06aqrn6VeSC6Xs7/vaW52NhQKYeeZzNDuQAXtDtyh3YFfe9busVjM5XKVl5cvzC90S/o/ktf8r77T/3TrxNN3P/qV/NtfDJ39V8k3H0qqOwfEC3PzyWQyteCdaugtcYnvXcH3jeJKKpXeuHHD5XJx3O4d7c5u/NLS3Jzq6VtVX//x/Wdt1mmbVT9tHNVrB7WTYs7VvkXBayfFeu3gtHHUZtXbrNN/fP/ZW1Vfp16upblZKBDU19X5/f5IJML3+5HT0O5ABe0O3KHdgV971u4Mw4RCocHBwbKysiWnc2Js/I60vUjW8JG0+sOhqm+H6hoG25SjY06nM3Vhm9faN5Bw+IzpbuH3NnGX7XbvP/J2Hx8bEwoEl0tLHy0usiV9r/Xau2/8fNqos1n1JsPIlHZAo+qZVHZMKrOq9r8dk0rRpLJDo+qZ0g6YDCM2q37aqHv3jZ/fa73GvuKjxUV24X/g4cNAIIDB9wzQ7kAF7Q7cod2BX3vZ7gzD+P3+hoYGsVicTCaXXW6bxWo2mMwGo91iXXa5N1zYY0M883K7QqFQKpUTExMjIyPcF+nTnfB0f7ZjdnaW+3bvP/J2r719WygQpH5t6vS09tC+p8ZGBuxWw7RxdEozoFF1Tyo7slxu33IBvkOj6p7SDEwbR+1Ww9jIwKF9T6V2nhkbGxMKBNVVVW63G5MzGaDdgQraHbhDuwO/9rjdo9Ho7OzsuXPnFhYWEhmlhlWkWc7MTExMzM/PB4PB9c8WDocfPXo0OTmZ+dkyyHy1uYO9rSKRqK6ujst27z/mdh9RKIQCQfX166nxlaulp+pvCh12s9k0rtcO7lK4/1/5rtcOmk3jDru5/qbwaump1EvfqKoSCgS9YrHf78fSezpod6CCdgfu0O7Arz1ud4ZhgsFgb2/vzZqaeDyeoUE3r6+nW3dPnSgUisXFxVS/bpZIJNxu9+jo6DZmZvYovXdJKBTiuN37j7nd62prhQKBUqlk63mw/17hsWdmGduMWW3QSbWT4t0L97/lu3ZSbNBJZ8zqWcZWeOyZwf577KsrlUqhQHCjqmppaSkYDPL93uQotDtQQbsDd2h34Nfet3s8Hvd6vY2NjePj4/H0sp2ZUSqV7Fp7Mplk+zXdSSQSUavV2c7MZLjUHJRIJLRaLZft3n+07W61WoUCQcXVq8seD1vPZz59pbe7xW41mAwKnbpfPdG57Rn3DLPv6olOnbrfZFDYrYbe7pYzn77Cvvqyx1Nx9apQIBgbHcXSezpod6CCdgfu0O7Ar71vd4ZhotGo0Wi8cuWK1+OJpZHVQMvY2Fg4HOa+LB2NRlUqVVYvke46c1M8Hk/E4/X19a2trZm3e9+c5jOB5372D/+xoKDgP/3kP2idv3xS272zvV0oEPT09LDprJ4cLjz2zNys3TKt0uuGNKruSWX77ob7D/nerlF163VDlmnV3Ky98Ngz6slh9hrEYrFQIGj6y19cLlcoFOL7HcpFaHeggnYH7tDuwC9e2p1hmEAg0Nfb297eHk2D+zSLTCZbWVnJ9i8eDAblcjn3V0l3nTkrHot5PJ6ioqKpqakM271vTvNa0c+bxP/zyV53j8fj7Hy5ZWaG7eay4hOtjRV2m9FkUOjUfeqJzl2dlvm/JmfUE506dZ/JoLDbjK2NFWXFJ9hrsMzMCAWC765cmZ+bCwQCcXxidRO0O1BBuwN3aHfgF1/tHo/HPR5Pa2urdWYmEg5vPtLNzKz/JntusVi4jMpsPnE4HJufM93JlheZy0c0EonFYhKJ5ObNmxm2e9/Q5bbgc7958ScFBQWlN/77E9zubrebrWQ2mpdcS4f2PWWZ1s+YNQadRKPqIVp0X7f03mPQSWbMGsu0/vD+v3M6H7FX8t2VK0KBQK1We73eKMZmNkG7AxW0O3CHdgd+8dXuDMOEw2GjwdB4587qyko4FNpwcBxlkUqlG7aUyWpyRi6Xc3yhzVeY+0csGg2Hw5WVlV1dXem2e9/c7qLhf+oaffr//S//T7p853Jzc7zdJ1UqoUBw9+5dtphHFb0fn3hu1mE1m5RTmgH1RBfZontq6b1rSjNgNilnHdaPTzw3quhlr+Tu3btCgaC7u3tpaQljM5uh3YEK2h24Q7sDv3hsd4ZhVldXBx4+HB8bCwWDGw6OoyxqtXonf32DwcDxhTZfYV4c0UjEbrefOXNmbm5uy+3e0y2ud40+/ezz/8nk/dUT2e4d7e1CgUAqkaR+kerNa2cZm8lkGNGp+yaVHZuDu6Cg4LHf4f6nk8oOnbrPZBhhbKab186mfs2qVCIRCgSNDQ3z8/OBQIDv9ynnoN2BCtoduEO7A7/4bfdYLOZyuURtbc7FxeDa2vqD48yM3W7PdlRm/cn8/DzHmZkNl5cvRzgUioTDIpGovr5+y+3e07W7LfjcC4d/+kR+VjUejzc2NAgFAo1Gwxbz2c9fFXf+xTYzZdTLtZPiLQdmHtvuBRysH5vRToqNerltZkrc+Zezn7/KXolGo2G3nLfb7SsrKxh53wDtDlTQ7sAd2h34xW+7MwwTCoUMen1/X19gZWVtdTV1cBxlYTd03zaPx8PxhdZfW34d0UhkbW2tpKRELpdv3u49Q7sf/ff/+kSuu0ej0cqKCqFAYLfb2WI+/s4/qsalVovGMCXVqHo2bw25PrszRznndXeRRtVjmJJaLRrVuPT4O//IXondbhcKBGWXLlksFoy8b4Z2Bypod+AO7Q784r3dGYbx+/1SicRutQZWVlIHx1EWl8u1k7++3+/n+ELrry3PjtXVcDis0WgqKys3b/eert1vP/j5yS///omcd49Go6UlJUKBYNHpZIv5jYM/s0zrZ8xqvU6iUXVvHnZPhfiGiN8y2bnFvUij6tbrJDNmtWVa/8bBn7FX4lxaEgoEF4RCk8m0vLyMdt8A7Q5U0O7AHdod+JUL7R6NRmdnZ8U9PV6PZ9XvZw+OMzNOp3MnMzMej4fjzEzqwvLxCAWD4VCovr7+3r17G7Z735zsbGu+/MZ/flL3mYlEIkKBQCgQsLns8XoP7XvKYZ+xmCfZnd0z5PhjV9a5V/5fd3k3TzrsM4f2PZW6GPba9Hq9y+WKRCJ8v1u5Be0OVNDuwB3aHfiVC+3OMEwwGDQaDMrx8RWfjz04jrIwDLOTmZmFhQWOL5S6sDw9QsGg0+k8f/683W5fv917hn3cn9R2D4fDWbX7Y8dmdrHd3cvLQoGg+Px5nU63tLQUDof5frdyC9odqKDdgTuRSHT58mURB4WFhW1tbeMAu6qmpqampobLP4F0GIaJx+Ner3docNDn8bCtyXGURavV7uRf10ajkeML8R7fOzxW/f5pk+nChQsjIyO9vb0jIyOk97S4uDg3/32VTCZDodC2Z2Yee+xwZubR4qJQICgpLtZqtU6nE9tEboB2Bypod8gKx/8Wot2BQo60O8MwYrH4wYMHobU1v9fr93o5zszIZLJwOLy9mZlYLDY8PMxxZoa9qrw+RG1tX3zxxf3799va2uRyOek9zfF2Z38FEuNwcPms6uYK57juvuUafObPqjIOh1AguFRainbfEtodqKDdgQJmZoBCjszM2Gy2kpKSFb8/uLaWWnffst3XY79vs9m2NzDDbhDJsd15Xzjf4aFWqRrv3CksLKyrqzMYDJs3nNldOT4zc/vWLaFAMKXXc98jMsP8TLrV9wwL9un2iJzS64UCQXlZmVarxczMZmh3oIJ2Bwpod6CQI+3e3Nys1WpDP4T7lu2+5Ri6VCpltz7M9i8eDocVCkXqaR97wnt87+RwOZ0lJSUHDhz46KOPmpubLRbL+pF3Cjne7vfu3RMKBDKZjPvvZkpX5JvrfMPPbJnv6X43k0wmEwoEN6qq8FnVLaHdgQraHSig3YFCLrT74OBgfX19KBhcCwQy7DOTblFcIpFMTExEo1HuMzPxeFyj0XBJ9tQJ73vFbPtY8fm+v3v34MGDb7755oULFwYGBh49erRhp8hdl8vtHo1GRxQKoUBw9+5dtphHFb0fn3hu1mE1m5RTmgH1RNf6kffNszE7/qyqSD3RNaUZMJuUsw7rxyeeG1X0sldy7/vvhQJB01/+gj0it4R2Bypod6CAdgcKvLe70+ksKiry+3yhYHDD/u4cZ2bYwlar1ZFIhMuoTCwWm5qa4jgqkzrhf5v27R4mo/H06dMvvfTSn/70p6amJrIEJJ4AABTySURBVJPJFAgEqG9rjre7w+EQCgTfXbny113VnY8O7/87y7R+xqwx6CQaVU/msZktu3xz32+5Zs8OzGhUPQadZMassUzrD+//O6fzEXsl7CB+d3c3fjfTltDuQAXtDhTQ7kCB93Zvb28fGRmJhMMbfhso95mZ1MnY2JjH42HX19Px+/1KpZL7cnvqZBd/0en6JVvqX6rqcburq6v3799/7NixiooKhULhcrlisRj1bc3ldo/H436/n/3VqlarlY3msuITrY0VdpvRZFDo1H3qic7Nu83s0iFST3Tq1H0mg8JuM7Y2VpQVn2CvwWazCQWC0pKS4eFhu93u9/vj8Tjf71ZuQbsDFbQ7UEC7AwV+2310dLS6ujocCoVDoeDa2vojq5kZ9sRoNPp8vtT6enKrmRmfz8fuC5ltu2+4vG0fBQUFGb7c9aOvt/fkBx+8+uqrX3/9dXt7+4bN3enkcrsnk8lAIHC3tVUoEIjFYrab1ZPDhceemZu1W6ZV7C7vj/3E6vaOSWX7X3d2n1bNzdoLjz2jnhxmr0EsFgsFgsqKCqVSOT8/HwgE+H6fcg7aHaig3YEC2h0o8Njua2trZ8+eXVxcjEYioWBww5HVzIxOpwsEAtx3mAkEAjqdLquZmc1XuL2joKAgw5e7e9htti+//HL//v2FhYW3b99Wq9U+n29vbm6Ot3soFFKr1UKBoOLq1WWPh03n058c7O+5a7caTAaFTt2vnujcsFnkboQ7u+jebzIo7FZDb3fLmU9fYV992eOpuHpVKBC0tLRMTU0tLS1hg8jN0O5ABe0OFNDuQIHHdu/s7Ozr64tFo+y6+4aD48yMTCZbWFjIPCezpUQisbCwIJPJOK67b3mR7NxL6oQ9535k+/NZHasrKzdu3Dh48OBbb71VUlKyNx9RTcnxdo9Go16v91ZNjVAgUCqVbD0/7G0tPPbMLGObMasNOql2Ujyp7NjVyRnRpLJDOyk26KQzZvUsYys89sxg/z321ZVKpVAguHTx4tDQEIbd00G7AxW0O1BAuwMFvtpdo9GUlZWFw+FYNBoJhzcfXGZmFApFakgmmf3vZkokEj6fT6FQcGn3LS8yEg6zyb7+y3Q/meFRFIdUIjl58uTBgwc//fTTlpaWvfmIakqOt3s8Hg8EAn29vUKBoPr6dbaePV7v1dJTjbWlDrvZbBqf0g5qVN27l++iSWWHRtU9pR00m8YddnNjbenV0lOpl75RVSUUCGpu3FAqlfNzc4FAAMPum6HdgQraHSig3YECX+1eU1Njt9vjsVg0jcfOzCgUitXVVe5zMumsrq6yG71nnplJd50FBQUZvswsqx/OitPpvFBc/Pzzz7/77ruVlZWjo6Nut3sPPqKakuPtnkwmQ6GQy+WqrqoSCgRjY2NsQOv1E4f2PTU2MmC3GqaNo1OagV3K9x/CXTMwbRy1Ww1jIwOH9/+dXj/Bvu7Y2Bj7KdXe3l52Z3cMzGwJ7Q5U0O5AAe0OFHhp976+vgcPHsTj8Vh6mWdmZDKZz+fbrTfB5/M9dngm3XUWFBRk+PKxsv15LqLRaENDw+uvv37kyJFz5851dXUxDLM3H1FNyf12j0ajfr+/r69PKBBcLi19tLj41x3WW6+9+8bPp406m1VvMoxMaQc0qp5JZce2Z98nlWy490xpB0yGEZtVP23UvfvGz++1XmNf8dHiYtmlS+yi++joKMMwfr8/ioGZraDdgQraHSig3YHC3rf7zMxMSUnJWiCQiGeSeWZmYWEhmUxue1Rm88nCwkLmdk93nQUFBRm+3PnPb4NKpTp+/PgLL7xw8uTJ2tparVbr9/v38hYz+dDuyWQyGAwuLS3dvnVLKBC0NDenxlduVX39x/efZWwzNqt+2jiq1w5qJ8Xqic5JZXuWC/CiSWW7eqJTOynWawenjaM2q56xzfzx/WdTv0jV4/W2NDcLBYJLpaXsovvS0lIwGOT7vclRaHeggnYHCmh3oLD37d7U1KTT6R47ypJhZobLw7ch884z6R5VUFCQ4cud/3y21gKBkpKSF1988e2337548eLg4ODi4mJ0rz6impIX7c4uvZuMxtKSEqFAIJfLUz19rfyTE0efntIq7Taj2aQ0TEl16n6Nqptzwf+12jWqbp263zAlNZuUdptxSqs8cfTpa+WfpF5ILpcLBYLi8+dbmpvHx8cdDgcW3TNAuwMVtDtQQLsDhT1u98HBwTt37rAvnblB083MyGQyolXJYDAok8nSrbtveZGp7WW2/DKd9b+baRt1ntn9+/ePHj368ssvf/7553fv3jWbzWtra3t2f1Pyot2TyWQoFHK73ezkzAWhUKfTpaq64bbw7UP/IBvqdDCWGbPaZFDodUM6dZ9G1aOe6JpUdkwq2zcM0kwqRZPK9kllh3qiS6Pq0an79Lohk0ExY1Y7GItsqPPtQ//QcFuYegmdTndBKBQKBNVVVRKJxGw2u93uUCgUx6dU00C7AxW0O1BAuwOFvWz3xcXFoqIiv9/P8cK2nJmxWq2JH3aETOzezAx7YrVa07U7wXu/++x2+wcffPD888+/9957169fHxsbW15ejsfje3N/18uXdo9Go4FA4NGjR40NDeynRY1GY6qtu0S1h/Y91XC7ZJax2a0Gy7TKZFAYdJIpzYBO3aedFGtU3RpVt1rVpVZ1sefaSbFO3TelGTDoJCaDwjKtslsNs4yt4XbJoX1PdYlqU09u/GG9v7ysTCwW63S6R48eBQIBLLpngHYHKmh3oIB2Bwp72e4ikWh0dJT7hW0eXJHJZOFweNfXqlPC4XBq6X3DS2f1rhZsJfubk51EIlFZWXnkyJHXXnutqKiou7vb4XCEw+G9ubkb5Eu7J5PJSCTi9/sdDkftn//M5rtWq11X2OqrpadOHH26v+fu3KzdbjPOmDVmk9JkGDHq5QadVK8b0msH9dpBvW7IoJMa9XKTYcRsUs6YNXabcW7W3t9z98TRp6+WnjIa1etX3Nlwv1xa2tHRoVKp2GmZSCTC9/uR09DuQAXtDhTQ7kBhz9p9ZGSkpqYmwfmXKG257m4wGEjfjWQyaTAY8nTdXS6X//73vz9w4MCpU6fq6+t1Ot3ef0Q1JY/aPR6Ph0Ihj8djs9nYz61eEArXz76zv7bp9CcHT777z62NFZZp/azDythMtpkpq0UzY560TE9apidnzJNWi8Y2M8XYTLMOq2Va39pYcfLdfz79ycGHva3rn00ul7OjMpdLS9va2sbGxmw2m8fjwbTMY6HdgQraHSig3YHC3rR7IBA4e/as0+nM6sI2t7vb7U7+MCqTJJiZSSQSbrc7H9vd7/cXFRUdOHDgnXfeuXz5slQq5eUjqil51O7JZDIWiwWDQbfbbbVa2dV3oUDQ2tKy6HSub27VhLSs+MTLv/npZyf337x2trv9zoi8d37OkTrGFP3d7XduXjv72cn9L//mp2XFJ1QT0vXPsOh0tra0sM9/+dKltra20dFRq9XqdruDwWAsFuP7nch1aHeggnYHCmh3oLA37d7Z2dnf35/thW1o9+Hh4Xg8Tjcww4rH48PDwzucmdl7LS0tb7311iuvvPLFF1/cu3fPYrHw8hHVlPxq92QyGY1G19bWXC6X1WoVtbWVFBezk+ijIyPr49vj9bqX3XJp562qr7/58rVT7/3LS7/+Ser44N+e+ebL125VfS2XdrqX3RseODoyUl5WxoZ7ZUVFR0fH2NiY1Wp1uVxra2sYc+cC7Q5U0O5AAe0OFPag3TUaTXl5ebZripvbXafTEb0JG6Q2i8yXdfeZmZnCwsJ9+/b94Q9/qK6uViqVHo+Hl4+opuRduyd/yHe3222z2YaHhysrKtjOrrlxY2JiYkOIZ3VMTEzU3LjBPtuF4uLaP/9ZLBarVCqbzeZ2uxHu3KHdgQraHSig3YHCHrR7TU2N3W7fxoVtaHeGYdg/SlDOzCSTSYZh8qjdY7FYWVnZ4cOHX3/9dYFAIBaL5+bm+PqIako+tnsymYxGo8Fg0OPxOBwOnU7X2tJy+dIltrmvlpeLRCKNRrPs8XDp9WWPR6PRiESiq+Xl7DMIz5//7urVe/fuSSQSnU7ncDg8Hk8wGES4c4d2Bypod6CAdgcK1O0uFotFItH2LmxDu7vdbsphmb9hR97zZWZGIpEcPXr0d7/73Ycffnjnzh29Xr+yskJ3QznK03ZPJpOxWCwUCvn9/kePHpnN5vHx8Yb6+rLLl//a3wLBpYsXm5ua5HK5Vqudnp5e3+vT09NarVYulzc3NV26eDH1kAtC4ZXy8paWlt7e3vHxcbPZ/OjRI7/fHwqFMOOeFbQ7UEG7AwW0O1AgbXeLxVJSUhIKhbZ3YRsCOhAI7Ppff0uBQCBf1t09Hk9RUdELL7xw9OjR8vJymUy2tLTE40dUU/K33ZPJZDwej0QigUDA7XY7HA69Xj86OtrW1lZz48bl0tJUkT/2KBYKL1+6VHPjxr179/r6+kZHR/V6vcPhcLvdgUAgEolgV5lsod2BCtodKKDdgQJpuzc2Nur1+m1f2IZ2T219nSCemYlEIvnS7vX19W+++eahQ4dOnz794MEDq9UaDAaJ7mZW8rrdWdFolF2AX1pacjgcRqNxYmJCKpW2t7fX/vnP3129eqm0lP1I6/pYLykuvlRaWllR0VBf/+D+/Z6eHqlUOjExYTQaHQ7H0tISu9yOOZntQbsDFbQ7UEC7AwXSdjebzadPn/4KyBw7duy3v/3t8ePHb7Cfp+T7I6opT0C7J5PJeDzOTsD7/X6XyzU/P2+1WvV6vUqlUigUQ0NDfX193d3dHR0d7e3t7e3tHR0d3d3dfX19Q0NDCoVCpVLp9Xqr1To/P+9yufx+PzvdjuX2bUO7AxW0O1BAuwMF6nn3SCTidDrlcnlFRUVhYeGRI0cOwu45fPjw+++/X1pa2t/fPz8/H4lE6G5lVp6Mdk9h1+ADgYDP53O5XAsLCwzDWCwWk8mk1+u16+j1epPJZLFYGIZZWFhwuVw+ny8QCGCtfVeg3YEK2h0ooN2Bwh60++Li4vDwcF1dXXFx8ZkzZ07D7vnmm28qKiq6urrMZvPq6irdfczWE9buLHYZPhwOr62trayseL3e5eVll8u1tLTkdDqdTufS0pLL5VpeXvZ6vSsrK2tra+FwGAvtuwjtDlTQ7kAB7Q4UqNs9Fov5/X6bzaZUKiUSycOHD/th9wwNDSmVSpvN5vP5YrEY3X3M1hPZ7uuxHR+NRiORSDgcDoVCoVAoHA5HIhH2++h1Cmh3oIJ2Bwpod6CwB/u7RyKR1dXV5eXl1PIk7BaXy+X1etlf7kN6E7P1xLc78ALtDlTQ7kAB7Q4U9qDd4UcI7Q4U0O5ABe0OFNDuQAHtDhTQ7kAB7Q5U0O5AAe0OFHK83QsKCh77nW0/1U5+DDJDuwMFtDtQQbsDBbQ7UMj9dl9vy+9weWC6n+f4Y5AttDtQQLsDFbQ7UEC7A4VcbvdUrGf4Tur7mxN//UO2fFS6p9qdq/9xQ7sDBbQ7UEG7AwW0O1DI2XbPnOyPDXHu7Y5Fdwpod6CAdgcqaHeggHYHCjnb7kz6gZZ0nb2h3RHlPEK7AwW0O1BBuwMFtDtQyPF2z+oHsl135/i/BLANaHeggHYHKmh3oIB2Bwo52+7rm3vLts6wys5wbvfMLw3bhnYHCmh3oIJ2Bwpod6CQs+2esr3m5rKavuU6fYbnB+7Q7kAB7Q5U0O5AAe0OFPKi3TnOtGxjZuax57A9aHeggHYHKmh3oIB2Bwp50e47+ckMD0e700G7AwW0O1BBuwMFtDtQyIt257j0vmHeHTMzPEK7AwW0O1BBuwMFtDtQyIt2f+w3Mwc9x5fIMI0D2UK7AwW0O1BBuwMFtDtQyIt2z3YRfcvvZ1iqz/wd2Aa0O1BAuwMVtDtQQLsDhbxod47fTP1RBht+JqsXBe7Q7kAB7Q5U0O5AAe0OFHK/3SEfod2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSig3YEK2h0ooN2BAtodKKDdgQLaHaig3YEC2h0ooN2BAtodKKDdgQraHSig3YEC2h0ooN2BAtodqKDdgQLaHSig3YEC2h0ooN2BCtodKKDdgQLaHSig3YEC2h2ooN2BAtodKKDdgQLaHSj8H09eQuSxWtkmAAAAAElFTkSuQmCC" alt="" width="271" height="161" />

6. css+div 组成的table 代码暂不上传

　　     参考： http://www.cnblogs.com/Nimitz/archive/2010/04/24/1719327.html