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rushwei(uid:101117)
职业资格认证:FCA-FineBI | FCA-简道云 | FCA-业务分析理论 | FCP-报表开发工程师
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FR11功能体验报告-天下武功唯快不破&&所见即所得
FR11功能体验报告 1. 简单描述 本人从事一家能源化工企业,主要是根据领导们的需求和实际业务来做一些综合性报表 2. 测评环境配置   操作系统 设计器 系统   Windows 10 家庭中文版20H2 内存 16.0 GB 处理器  Intel(R) Core(TM) i5-10210U CPU @ 1.60GHz   2.11 GHz 服务部署 系统  Windows Server2012 r2 内存 64G 处理器 Intel(R) Xeon(R)Gold 5115 CPU@2.40GHz 2.39 GHz (4处理器) Web服务器 Tomcat8.5 数据库 Oracle11g 调度 F5     3. 本次测评体验功能点 【基础】B/S端修改布局&新自适应效果 1、在开发者调试模式下,能在浏览器内对控件进行拖放,所见即所得、这个功能非常优秀、同保存后,模板也同时修改。每天做报表花费最多的就是调试、测试、这样下来能节省不少时间。 2、改变浏览器大小、分辨率进行调整、切换显示屏等完全实现自适应屏幕、非常nice 3、旧模板和新自适应模板之间可以自由切换、系统升级时候非常方便   2. 产品体验心得 本次测试体验,收获是蛮大的,从设计器的启动、预览就让我感受到了变化、一个字就是快、使用10.0版本、每天早上启动设计器都得启动四五次才能启动起来、11.0则没有这个问题、打开报表也几乎是秒开、体验感非常棒、正所谓天下武功唯快不破。 体验了开发者调试模式、组件复用、模板主题快速适用,这些功能很人性化、我们做报表最重要的就是报表交付时间和报表的预期效果、新功能使用能大大节省开发时间、这点是非常棒的。还有就是企业中各个岗位的人使用的电脑、浏览器不是统一的、这样就导致报表在本地开发好了、测试也没问题、到了使用者手里、就会变了样、报表频繁需要进行调整、新版本的自适应功能一下就解决了这个问题。 使用帆软产品从8.0到现在的11.0、前后已经好几年了、前后经历四次大版本的的跨越、见证了FR的成长、FR功能也是越来越丰富完善、开发越来越便利,希望FR  这款产品越来越好。 3.结尾  以上便是我的新版本功能体验报告,还有其它很多有用功能还没试验、大家也可下载新版本着手亲自动手尝试。  
使用帆软制作一个转盘抽奖
抽奖互动是一个很火活动,很受欢迎的常见项目、有些软件上上也会添加上一个趣味抽奖功能,比如帆软摇摇乐功能、那么如何用finereport制作一个简单的抽奖模板 var span = _g().getWidgetByName('startbutton') var message = document.getElementById('message'); var timer = null; var bReady = true;//定义一个抽奖开关 var Widget = contentPane.getWidgetByName("startbutton"); var Arr=new Array(11); Arr = "D3" Arr = "E3" Arr = "F3" Arr = "G3" Arr = "G4" Arr = "G5" Arr = "G6" Arr = "F6" Arr = "E6" Arr = "D6" Arr = "D5" Arr = "D4" var num = 0;//num用来存放得到的随机函数,也就是抽中的奖品 //开始抽奖 if(bReady) {//当抽奖开关为true的时候,可点击抽奖 message.style.display="none";//将获奖信息div隐藏(以防止上次抽奖信息还显示) $('#fr-btn-STARTBUTTON').css("background","#ada7a8");//置灰 Widget.setEnable(false); bReady = false;//抽奖开关设为false 处于抽奖中 即不能点击抽奖 num = getrandomnum(0,11)//得到一个随机数(即奖品) startinit(num);//执行抽奖初始化 } //抽中的奖品 返回0-11的整数 function getrandomnum(n, m) { return parseInt(Math.random()*(m-n+1)+n,10); // return parseInt((m - n) * Math.random() + n); } //抽奖初始化 function startinit(num) { var i = 0; //定义一个i 用来计算抽奖跑动的总次数 var t =200; //抽奖跑动的速度 初始为200毫秒 var rounds = 5; //抽奖转动的圈数 var rNum = rounds*12; //标记跑动的次数(这是一个条件判断分界线) timer = setTimeout(startscroll, t);//每t毫秒执行startscroll函数 //alert("抽奖初始化"); //抽奖滚动的函数 function startscroll() { //alert("抽奖滚动的函数"); //每次滚动抽奖将所有li的class都设为空 for(var j = 0; j < Arr.length; j++) { $("td + "]").css({"background-color": "#ffffff"}); } var prizenum = Arr; //通过i余12得到此刻在Arr数组中的数字,该数字就是mask标记出现的位置 //alert("通过i余12得到"+prizenum); $("td").css({"background-color": "#ff3a59"}); i++; if(i<rNum-12){ //当i小于转(rNum-11次)的数量,t不变还是200毫秒 timer = setTimeout(startscroll, t);//继续执行抽奖滚动 }else if(i>= rNum-12 && i< rNum+num){ //t时间变长,此时计时器运行速度降低,同时标签刷新速度也降低 t+=(i-rNum+12)*5; timer = setTimeout(startscroll, t);//继续执行抽奖滚动 } if( i >= rNum+num){//当i大于转rNum加随机数字num次计时器结束,出现提示框提示中奖信息 var cellvalue= _g().getCellValue(Arr,null) message.innerHTML="恭喜你中了"+cellvalue; var timer2 = null; timer2 = setTimeout(function(){ message.style.display="block";//奖品展示的信息为显示状态 $('#fr-btn-STARTBUTTON').css("background","#ff3a59");//置灰 clearTimeout(timer2); },1000); bReady = true;//当计时器结束后让span标签变为抽奖状态 Widget.setEnable(true) clearTimeout(timer); } } } 抽奖.zip (3.58 K) 编辑于 2021-9-15 15:53 编辑于 2021-9-15 15:55 编辑于 2021-9-15 15:56
帆软设计器特别吃CPU
146394 设计器 打开报表 一会 CPU就100% 每次重新启动四五次才能启动起来 146395
员工信息curd
编辑于 2020-9-28 10:19
控件编辑时点击数据字典会卡住
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Pjt28wN33nO36dn0f1hP08Kkn+wNq3QoLcLXH0D7W9bG9PSD1su1LSSr5LsSzb4f07z68LWZqWXWbuGbPUZDec1bsP1k5Y5vXf6Pef5/2X9fr4+2baBu8eEqED6fa1/3UTNpiNC6YPaNftuNu/Y0PWdE5Z4W99wzS5T7Z3XdzjiukLNprsNO81WM9f+t8i7dfnfofWfCbrPZ/LCn6ecY/bzBou7Pfcc89gKefjs2aZiX8x0f9jsP/++/ttzz77rJnS3m7eM3myWb8+94cvrK2a0nqu2/15qK1bt5oXXnzBX+bnUT1RP49K8f/AhtxqWOut2y7cABduXWg/+75K1zUbfyjl6IP9ZTFzpkTf6FzFI0e9nd5Rb3u7TKzU1x7nrBNHm4fvkaW+sEyyndFer9HO1zzb26VveH/Z+uR7HvY6ee8QAvL8N3r9M9IevK5p3iYfvkdeaf/wLvZ5NruGC/uPnPaRYKm/uxcuNB/58Gn+8s6dO/0/AlJ27doV2VZNaQ2XqJ/HpZ+cY86ZPsNf5udRPVE/j2qSn6kGsBvSdjAnDemwbenvTtJtpInE6oQNHd7rv673I36bHP1PyUwJlpI72MvINYslXHMzL0ZtR2oZr33WmIzpWCb9+wd9Pv7WFw/8pkhY+5rF8m/u+aikzxP9pWKA3hNPPmlefOlF88EPftCvDx482A8TKbvvvntkGyrnG9ddZ3644A5/mZ9H+tkh7AawHdLloI/RjEGvZnqBl80uMtO8fTA9s9Q7yF0QrMlF3jL5KL3E8IvajtR6PzZvl9MMtVWu15t2DR/2r7/+uvnOv37H/PUFFwYtxv9O4RNPPGGe/PWTpm3SpMg2VM7IvUea7u5uf5mfR3ppiGvwarC7JSyY3T5um81ts/u565qJHFN/JtthOsfIEXHfEb60d3jthRx1r91ozISzZSKmcbkGTzHbycff+tkT/GVbWPuEs+XfvucjqvU806bhw/7bN95gtmzZYv756qvMueef57dNP+tsc9v3v2fm3367OeeccyPbUBkyGv+m79xkbrn5u36dn0d6hYW4tNnhH9ZH6Dq7j1vXIA9bb5c08+dB3LjWDzmpyc3yBX1H8ku9jJ9wthzV9g9FsWCBvAHoO7cd556HN5oTz5Klgee8C9lOPrL17Fkn+q9JyfZHe9tfIe3Ll/pt8rpOPEteff/nU63nmTZ1P4Pej3/8Y3P66acHtcbF66gvzfA6qjWDnh3GtnK1q7j1+e7baOwZ9GTk+uJZY/zl7DIv1Ns7/K+tmXlynjpH2pd77VMy8lW4vo+zc93D94vEot1f+7rtQtZ5h8697bmqfHSeO5K27+OuCyNxPGa694Zl8Sy/rq/Lbr/DO6qfuWiDt+3RBT3PqNfbTEJn0Es6UKlW/ZLidYTjdZQmLa8jLSTUw0qaLZo52n8j47+ZCc6RZzvae9u0XaI1m+3o1x4XfG5/7Ru1Hbu9wyu5njlx68L4R/eLZvr9pejrsttnLpLtjB7wfPI9T4Qj7CPwOkrD6whXq9dRKW7QugHs1ktl/2G3C6LJEbA7+YyUsJH85VSrx0W4VIzGB1AbbtjaAewWZS/botpV3Pp8921mYUfAUpIcgZeiVo+LcIQ9AAApR9gDAJBymYULF/L5F5BChx12WLAUj+vZ1x+uZ49ShI3Gz2TlJAqA1Fmxwv+Gdl4a9i09uUmQADQ+wh5oEoWGPUf29YMje5Qi9Hv2wToAAJBShD0AAClH2AMAkHKcswdSinP2jUvP2b/vxjeDluSenDMiWEKz4pw9AABNiLAHUDR33vO4osLWuQXJjRnRYq45dXhQA8IR9gCKJmcB8xXtZwtbb9eRzHv2H2T+bfo7zBMbdgYtQDjCHgAa0FGjBpsbPrqHeeiFHWbRyu1BKxCOsAdQkrCP4aXEcfu5dcQbO6LFfOO04Wbd5h7z9Ue3Bq1ANMIeQMnsj+GTfBTv9nXr6O/S44aa0w/f3V8eOjhjrvOCfoh3e+UD3WbHLr8ZiEXYA0Cda8kY0zF1mJnetruZc9wQ07r3IDP/qbfN2jd6gh5APMIeQNW5H9u7dfR34/Jt5ucv7TBzTxxmzjtiiHn5rR7z/V9vC9YC+RH2AEpmh3WSwHY/tnfr6E/2ypUPbDWrXt1lZO9+ywv/7Xx8jwIQ9gBKZoc1oV0Z23ZmzeX3bzE/XbPDH4EPFIKwB1ASgr163tiaNV9c2u0f6QOFIOwBVETYR/pSd98caD3pKQAAheNCOEBKcSGcxqUXwgGKwYVwAABoQoQ9AAApR9gDAJBynLMHUqrQc/YtPd1BC4BG556zJ+yBlGKAXuNigB5KwQA9AACaEGEPAEDKEfYAAKQc5+yBlOKcfePSc/bvu/HNoCW5J+eMCJbQrDhnDwBAEyLsARRN57NPUlTYOrcguTEjWsw1pw4PakA4wh5A0eQsYL6i/WxuH7sguffsP8j82/R3mCc27AxagHCEPYCa4ki+OEeNGmxu+Oge/rXtF63cHrQC4Qh7ACVxP4LXgsoZO6LFfOO04Wbd5h7z9Ue3Bq1ANMIeQMn4KL6yLj1uqDn98N395aGDM+Y6L+iHeLdXPtBtduzym4FYhD0A1LmWjDEdU4eZ6W27mznHDTGtew8y859626x9oyfoAcQj7AHUjHzcL58E8LF/vBuXbzM/f2mHmXviMHPeEUPMy2/1mO//eluwFsiPsAdQMvtcfb7gzvcxP6cBBpI9cuUDW82qV3cZ2bvf8sJ/Ox/fowCEPYCS6bl6u+Qjbwqi+uV7w9CMtu3Mmsvv32J+umaHPwIfKARhD6AkSYLdFRf0iPbG1qz54tJu/0gfKARhD6Aiwj7S1zY36KWu69z7ACgdF8IBUooL4TQuvRAOUAwuhAMAQBMi7AEASDnCHgCAlOOcPZBShZ6zb+npDloANDrO2QMA0GQIewAAUo6wBwAg5Qh7AABSjrAHACDlCHsAZdd25HHBUrQkfQCUB1+9A1KqmK/ezX9xbNAa7cJD1gdLOYWE9spnfhks5e4n9aj7230BFMb96h1hD6RUtcK+GBr0Kl8dQGH4nj2AipCAjio2qWuQu+sAVAZhD6BsJMTdEkbfBIStj2oHUDw+xgeqaGd7e7AEANXDkT0AAClH2AMAkHKEPQAAKUfYAwCQcoQ9AAApR9gDAJByfPUOqKK4r94NXr48WCqPYmbQA5AOh/3dp4OlHI7sAQBIOcIeAICUI+wBAEg5wh4AgJRjgB5QRfU8QG/y5MlBC2pt1bO/MpOOeH9QAwojvz/uAD3CHqgiwh5J5Av7n/zkJ+bee+81t9xyS9ASLurP+3e/+91gCWlzySWXEPZArRH2SCIu7J9++mlz9dVXm9YDx5gZZ3/M7LvvPmaffUaanl07zTvffWBvwGcymdiwl1BAuujPNSzsOWcPAA1k06ZNZvvb3eYL/3iJOWTc3mbPobvMtj//j1c2BT2M2b59e7AE5BD2ANAg1q1bZ0477TTzvRs6zd6j20z35nW9RcN+y5YtfgFshD2AksjHxa6wNluh93HX5dt+GknQH3jggeZ/1v7K7Hvw+83yn95qxr3nY/66ja/80S9Cgv7aa6/1lwFF2AMoOzlXnCSQCw1t6a/30WW7La3coP/Kl/7etH/o4t7AX/HcC35dSNh/4hOf8JcBRdgDKBs3fN26kOVCxgXb/eXWXbbb0soO+vnz55vP//N3egP/3h9cYy65/KvmgQce8Pu2traaww47rLcOCMIeQNE0xO0wd0M4XxDLfe3t2HVXIX3TRoJeRuJfcMEF/QL/zP871w/2k08+ud8+lzqgCHsARdMgd2/tQBZuu5Bladci3HpYkNt9tF/a6Ws98sgj/bod+PIGgGBHPoQ9gLLSEBdyawe2Hc72cpSwPrI9uzQrCXzZP/oGAIhD2AMomYau3LoBLfVyhrJszy5p9+///u+9b2xkWWjdbgvrByjCHkDRJFiEhq7cauDYJSyU3T5uWxS7T1y/tJg5c2bvGxtZVm5bVD9AZH7zm9+k/60xUCf+ImaK0t/WaL7yUqfLlcCVgHFVoj2sT9T9Gpk9Xa68Ppu8Vrutq6vLfP7zny9oPzBdbjoxXS6A1JBQs0szkBB3g1zbvvCFLwQtfZplvyA5wh5AQ9GQ09Ks9M3OggUL/Lrcum2AIuwBFM09gtSw0Xa3XoqwbdptaWW/odFl+83O+eef77fJrd126KGHDihoXoQ9gKJpuCithxVlL9vytet2ogr6W716dbCU49bRXAh7AEgpDXiCHozGB6oojaPxUX72aPxKkFHbSKeo0fiEPVBFhD2SqHTYI90Ie6DG6jnsW3q6gxYAjY6wB2qonsN++XaO7OvF8YN/ZR771bNBDUgu8mP8O++8s+iwf+bXvzBHvveEoAYX+ydeM+6fs7/5zWBpoMWf7v8/Z6kmTpwYLMUj7OuPhj2z3KWbjp348Ic/7N+W6ic/+Qkz6AGNZvjw4SUVAFCEPQAAKUfYAwCQcoQ9gLL42/f1n7LWrdvi1sUp9H7av9jHqyeZc+4YMFWwlDvOkde2IdcpQqZzuTHLO4Nanzu8u3VmzvGWvPUxpF/G6+c+dtg2w5TzcZJsy+4jL1228a3p3rbO+faAbUup5j6sFcIeaEC33nprsFR7bpAWE8hhJczNT2Yj16Vd9u5Z/rTAP1yfNfPMDG95mV+fdbeMsR6T61RB87yijyllmVcyU7zGhIGfVL7HmeW91I7s3d5Su19PYpm30X9Y5G3v7k/526zlPqyVhg/78847zy/KrTc79k883RfubT3ToK+XwJcAtrn1JOQ+dlHuGwAN+qh24bbZt3Z72rhHxW4Idy7NHeGGrVNybJrJdPp9OqVfzNGqRO0P13eYO/5llbeUOyoOew6yhY+P7fSCbqG3TT+18z5Xm/s47pG0/ZzP8cry9T90Hm+Z3y+Jau/Damr4sL/zzjuDpT5hbc2K/ZMubsDXOvDdAHXDNG693gptt9cr941AWHHZ7fZtWN80kDj5kRdw2fUf6z1y7Zwi4dgXNONXzfPWrQ9dp6Z0Ljfrf7jK38aqH6738kzCMlqrdzD8o4WTvAx+OPI5tHtrJKzlSLrDO5Je7rXke64u+3Fs8hZjyjl3GG+z/rYmLcualz7zf71tXtT7eF4Pv28+tdqH1cLH+ECDsIP94osvDpZqG/hugGpdAtteZ9+6bcJtD+sTJ2m/tJKj37uzHcaMmeXXJRyN8cLRMuty+RB5jP8x+Lx5l3s55R2mWiS2Zsxbasac+DG/frnXcek8uU90CI+Vf2aM95eTPAeRtJ/Nfhzbw17az1v4I2+j0/x6h7fx3Efy/j0KUqt9WC2EfRORj6g5qu9P9of9EX697p+woK+XwNdg12UhdfcIPY701f72stK2sBLGXmffRvVPCxlEJh8fT/E/Pu47QzxD/hk7MCxdC72SGfvx3m2skm1seCm3MsR6+WfhC/6yinoOrqT9RNjjqPG5F+cvl0O192G1EPaAp97fBIUFvIhqrxYJT/uoupCQt/vJ/XQ79rLSNrtoe5iwPnZb2shxo5wnzk5b2vsRdBBPPgkgsz4XlvLRt1kVHj4SbfbguLu9oke6YZZ6D/yxGd69xpyY9zmopP1s9uO4Xsi9OH+5FLXah9VC2DcB++gVjSsq0GsV9ELD0w79uECVfhrydj+73V6OIuvTGtzFeEk+zvaOIfXjbCFnlO0jyuVLJYYGfvSt5GPsefOmmQ13/Itf9w5wY7+SJuE4b0pn70fbSZ6DSNpPuY9jO1E+Tp/xMXlxfr1v8F7yQXmqFvuwmgj7JsJH+Ci3QkNaAjoqpHWdvV636Zawddqmt0na0kLOIa/64Te8I9MpXsmYF/5fxiycMan3SFQs9aJM1v1obMZ0rJdzyhJN/S3raDdjPz7J77dqSsbM+sYPvdZcwErM6fb1I2p//Ft7h78+7jloKMvo+Fljlsc+13yPY5NntuzuWf5X86SvvrYTx0zpfbykwV+tfVgrqbkQjh651lOg1dv+qbewr5f9o/umGvuokAvhlDq//UEHHRQsxSv1QjgSnBrQ9rJw60rb3VsVdT8Rt85WyDbrDRfCKR85up62NOO9V6i/n71eCGfUqaeaJ868zcy+9xjvTcIRfpt4NpstqL0pLoQjf6TrLczqCfsmmu4b9lFxJEAlSKPCVW6T0G0k7R9HH9tWyHNBukzxDqnr5eP0MEdkMubi/7i4X3CLQtvj8DE+gKJpOEuQ2mFqh60bsmF9hG7DbrNJf3s7Udzt2qQ9yTaQHvJ1PBkoV61Z8uoVYQ/Uqe7u7pJKNbjhrMtu2Lp9tKi4/irsfmFKXQ+kEWEP1KmwAE9aAMBG2AMAkHKZrq4uPtMCquSzS5YESwN97aMfDZaMaW1tLekIXUbyT5w4MajFK3U0PspPR+Ojvuzx5z+bd/zv/wa1nL1ff90M2b49qOUcsGlTsJSz29tvm3e/8YZ5/pBDzGMf+EDQWhlRo/EzS5YsKTrsV65cadra2oIaXOyfeM24fz7c1RUsDfSTL3whWOr7CL9YxYR9Sw8f/wNhDvjX75l3PvOboFacrWNGm/WXX2qye+wRtFQWYV9F7J94hH1/tQ77yZM5sq8XcmQ26Yj3BzXUWvatt8zOs84ymS1bgpbCDZo/32QOPTSoVVaqv2cPAEAlZN75TjPoS18KaoXLfPrTVQv6KIQ9AAAxsq+8YnqKnXTrxBPNoHPPDSq1Q9gDABDC//j+qqvMrrPOMubpp4PW5LL7728GWafnaolz9hXE/onHOXsA9Uhm3FNyQZtiyVbqZb5GjuwBAAho0EvIlxT03nbqaWJmwh4A0PQk4v2ALjHkhW6nnhD2AICm1Rvy3m05Alo/Gag3hD0AoOlIKJcz5G31dlQvCHsAQFPRo+9iQ9l/oxDc2vw3D3UY9IKwBwA0hd6P7L1ALiaU/ft7xb+/NFjbqOegF3z1roLYP/HYP9EaZbrcQv642UdB9v3coyMh67XdXhb56sLefpio+ydZrgadLvd9N77p1z/ZPtRcePQQc83DW82Be7WY848YYm554m1z8+Pb/PW2J+eMCJagsqtXm13f/GZR35UXMp99y8UXm0HnnRe09Nk5Z47JPv+8GXz77SYzalTQWlvy+9PTMtz/f/uEtn3M+PHjObIHUDwJQLuEtWkREppShNtmF5e7zq27dNv249ul0dy4fJv5+Us7zNwTh5nzvKB/+a0e8/1fDwx69Ccz3/mT4lx4YXGT4nghn5k92wy+557QoBct3vpBl19eN0EfhbAHUBYSvHaQhgWxG7Za1za3Luw2bQ9rs+lj6xsCt7jC2uqJvMIrH9hqVr26y//4+Fte+G/f5a9CCJn5btett5qdF1xgzH/+Z9BaoNNOM4N/8AMzyDuil7nxo7QcfbRp+chHglr9IuwBlEzC0g1dqecLUQ1f7efWhd2m7WFtSur6XPTNgBZtU9rXXaftum37PrWybWfWXH7/FvPTNTvMQy/sCFrh6rn/frPTO5LP3nabyTjXnk/kqKPMIO9IfvCVV5rMAQcEjY2PsAdQEg1EuXWLtkfRoNUwdevCbtP2sDZl93GfT1Rfm91Pt1Ev3tiaNV9c2u0f6aO/nqeeMju8kO+5+mqT2bQpaC2AF/ItN95oBt90U6pCXhH2AEoigRhXXIWEp4a0XeLahd3mPhd7ncu+j03vh/rkn5efO9f0zJljMqtXB63JycVqWq65xg95+Ug+rRiNX0Hsn3jsn2iNMhoflaGj8RFNzsv3fP/7JlvkpWdl8J0MrGuE8+2FYjQ+AKDh+YPvzj67qKC3R9inMeijEPYAgIbQ88gjZseZZxY/+E5G2MvX6PKMsE8jwh4AUNdk8N3OSy81PXPnFjf4zgv53hH2TRbyinP2FcT+icf+iVaLc/YtPcU/HlAJg//0uhl530/MXr98ImgpTPeh481rp59qtnq3zcY9Z0/YVxD7Jx77JxoD9Jpbsw/Q8wff3X236bnrrqI+rpcR9oO8o/g0j66PwwA9AEBd8yfFkcF3RZyX979Gd8UVZrd7723aoI9C2AMAas6fFOfMM3OT4hQa8jrCfv78phphXwjCHgBQM/6kODL4TibFKWLwXe+FappwhH0hCHsAQNXJeXn/inRnnVXcpWeDEfaEfDKEPYCySjq1rE5Pi+ajk+IUdUU6uVDN/Pmpu1BNpRH2AKpGA16KzlfvtmtB+sjgu2InxclOmNB3oZpDDw1akRRhD6Di7PC2Q96m7WHr0Nh6J8Up4op0vSPsb7+dEfYlIOwBlCTsaNxdJsCbkz/47qqr/MF3hZ6X90fYX3ZZ7mt0jLAvGWEPoCRxR+NhQa9vDLQgfWTwnZyX9wffFXhe3r5QzaDzzgtaUSrCHkDZScCHBb3QNwdakC677rqrd1KcgsmFan7wA0bYVwBhDwAomU6Kk/3mN03BU9zKCHu9UA0j7CuCsAdQsrCjeKnn+5iej/EbX3b16uInxfFCvneEPSFfUYQ9gKqTkI/6mB+NoXdSnAsvLHzwnYywv+YaP+QZYV8dhD2AksSFdtjRvfYPu4++CUD90sF3xUyKI4Pvei9U84EPBK2oBsIeQNHigl7ZgR8V8krXx/VB7fhXpPOO5AudFMceYc/X6GqDsAdQNDuU447KCe/G5g++80K+mElx/BH2zGFfc4Q9gLIo5aicNwP1yZ8UZ+7c3OC71auD1oSCC9X4I+wJ+Zoj7AEA/fjn5a+/PjcpziOPBK0J6Qh7vkZXVwh7AECv3klx7rwzaEnGH2EffI2OEfb1h7AHAJge7wi+mElxei9UIyPsCfm6lenq6uJkGVBnWltbTXd3d1Ar3PDhw83EiRODWryHntpoph492rT0FP94aFzDVr9gRt73E7PHmheDlmR2DRtq3pj6QfP6SSf4o+1RX3pahvv/b5/Qto8ZP368ySxZsqTosF+5cqVpa2sLanCxf+Kxf6JJ0BP2qKTBf3rdD/m9fvlE0JLca6efSsjXOTfs+RgfAJpIZssWs7cX8gdd/bWCg35z+7HmxS9/yfzJC3uCvrEQ9gDQJN657FfmkCuuNvvc/1MzaOvWoDW/7kPHm99/8R/NqxfONDtH7h20opEQ9gCQcnJeftyXv24OuP3fCwr5rWNGm3X/75NmvVfeHjsmaEUjIuwBIKXkvPyY675txn3jBjNs/YagNb/t3tH7K95R/LorPmu2ekf1aHyEPYCyaDvyuGApx60nUcx9MJCcl99n4X+YQ774zwWNspcR9q/O+Cuz9stfMm+1Hxu0Ig0IewC95r84Nm9JauUzvwwNb2nTgvKTwXdyXn7vh34etOQnIS8j7F+8+kqzeeoHg1akCWEPoKzcMHfr8iZAikvWR71BQH4y+O7gL3QWPPhORtj//op/YoR9yhH2AEpiB7kGdlTRPi69n5DbsD4IJ4Pv5Ly8DL7b/fU3gtb8ZIS9fI2OEfbNgbAHUBI7yPVW2G8A4thBrwj8/GTw3X7/doc/+K6Q8/IS8jrCnpBvHoQ9gAGuPWvUgBLHDXY7wPMFt653i/sGADk6KY4MvitkUhwZYb/h72b7Ic8I++ZD2AMY4J/ueXlASUKD2w54ty7sdULWuwUD2ZPiJCWD7+RrdDLCfsuRk4NWNBvCHkBJNMxVVFBru4a52y/szQBy5Ly8DL4rZFIce4Q9X6MDYQ+gJFHhnk/Y0T0h39+Q9Rt6J8UpZPCdP4e9F/KMsIci7AFUhIZ32BG83U7IDyTn5WXw3UFf/npBg+/0QjUywp6Qh42wB9DrwkPW5y1JaaC7QS5t7hsApf2j1qdd7+C7K64uaPCdjrDna3SIQtgDKCsJazuwNcDt0Lf7aLvdx15uFjL4To7kC5kUR0bY69foGGGPOJklS5Zkg+WCrVy50rS1tQU1uNg/8dg/0bq7u/1SrOHDh5uJEycGtXgPPbXRTD16tGnpKf7xUDwZfDfSO5ov5ON6CXk5H8/AO0TpaRnu/799Qts+Zvz48RzZA0AtyKQ4o75zW0GT4ugI+99/4TMEPQpC2ANAFdlXpNvz2RVBa376NTpG2KMYhD0AVMleDz1c8BXpdIQ9IY9SEPYAUGF7PLPCnxRnv4X3Jh58JyPsf//Ff2SEPcqCAXoVxP6Jx/6JVosBepMnM5VquWVXrza7vvlNY55+OmjJLzthgll/xodM64xZQQtQmFXP/ooBegBQadlXXjE7r7rK7LrwwsRBn91/f9NyxRVmt9tv52t0KDvCHgDKJPvWW2bXrbeanRdcYMx//mfQGk/Ow2cuu8zsdu+9puUjHwlagfIi7AGgDHruv9/s9I7ks7fdZjL/+79BazQ/5GfPNoPvuccMOu+8oBWoDMIeAErQ89RTZocX8j1XX20ymzYFrXmcdpoZ/IMfmEEXX2wy73xn0DjQ+258s+AChCHsAZRNJpMJlqK5fZLcx5X0PsVsOyn/vPyll5qeOXNMZvXqoDWPo44yg7wj+cFXXmkyBxwQNAKVR9gDKAsJ1mw2/5d7pE+hIVxsaBfzWPn45+Wvv97sOuus5KPsvZBvufFGM/imm8oe8mNGtJhrTh0e1IBwma6urqK/egegMlpbWxvqq3dRQZ/kDUBYGOfbVtzjJZXveYWRwXc9d91lkpyTFzLCXj6qL3TgnXx1atIR78/7sfx79h9kvvGRPcy//mqbWbRyu9/25JwR/i2aV9hX7/iefQWxf+Kxf6I10vfs8wV63PpyBrjcN257SR4rSs8jj5hd//Ivic/Jy+C7QZdfXvTo+iRhf9Soweb604ebnzy/w3zl4b6Jegh78D17AGWlQSy3UUXX663dniRwpY9dotqELsv27XYh9UIeV8jgO/+8/Ny5iYLeHmFfya/RjR3RYr5x2nCzbnOP+fqjyWbkQ3Mj7AEUTUJTS1xdufVKCAt6Je0a+HF0UhwZfJf4vLyMsJev0eUZYV+MS48bak4/fHd/eejgjLnOC/oh3u2VD3SbHbv8ZiAWYQ+g4soV8BrkcYGd77Hi1uukOP7gu4ST4pgTTugbYV/mkFct3svtmDrMTG/b3cw5bohp3XuQmf/U22btGz1BDyAeYQ+gZiS0tYTVo8QFvr2NqBLGnxTn7LP9SXES0RH2115b8a/R3bh8m/n5SzvM3BOHmfOOGGJefqvHfP/X24K1QH6EPYCSSYAWc/Qu99ESVrclfQx7G9o/rE35k+KceWZuUpwkM9/JHPbB1+hajj46aK0secZXPrDVrHp1l5G3Kt/ywn87H9+jAIQ9gIqLOpqOaneFBb1bL1S/SXGSDL7TC9XIHPZVCnnbtp1Zc/n9W8xP1+wwD72wI2gFkiHsAZSk2KP6pPcrdvtR5Ly8f0W6hJPi9I6wnz+/5heqeWNr1nxxabd/pA8UgrAHULS4IJZ2WS8lTKlBr9u2+9htWrT9XYMHmyvHjDGvTZ2aePBd5txzKzbCHqgmJtWpIPZPPPZPtEaaVKcRyOA7GWVfyIVq/ICv0fz1OqkOUAwm1QHQVHonxUl6RTq5UM38+VyoBqlD2ANIHX/w3dy5iSfFyU6Y0HehmkMPDVqB9CDsAaRGv0lxHnkkaI3WO8L+9ttrMsIeqBbO2VcQ+yce+ydaLc7Zt/QU/3j1YK+HHjbv/vF/mUFb888Vv2vYUPPG1A+aP51+atACpAtXvasi9k889k80BuglJ+fld111VeIL1bScd55pOeecuh5dzwA9lIIBegBSI7t6dUGT4vgXqvnBD/gaHZoSYQ+goegV6XZdeGGyK9LJCHu9UA0j7NGkCHsADUEH3+284IJkk+LohWpkhD0hjyZH2AOoe/4V6bwjebkiXb6L1egI+2peqKZS3nfjmwUXIAxhD6BsdHraOG6fuPv4V6TzQj7JpDj+4LvgQjWDTj89aM2Je4yodUnvI8tuAeoNYQ+gLCTkksx3r3Pmx7EnxcmsXh20htu8c6f55w0b/Dnsoy5Uk+QxhYa19nXrUWT7WqptzIgWc82pw4MaEI6wB1AyCcOwoIsKSbevBqpcrObrBx2UeFIcGWE/8qGHzD+vXx86wl63q88jrO4+Fw1tuyj3vkrb7bZqeM/+g8y/TX+HeWLDzqAFCEfYAyiJBJwdiDZpjwtAva+UK0aPNv9z0knm0wkG0/3o9dfN+KefNrt96UumZcSIoHVgGOvz0sew6zb7Oeo27KLc7dnLdqmGo0YNNjd8dA//2vaLVm4PWoFwhD2AomkQuuFoF12vt3a7BGOPdwS/48wzTcfYsSbf4DsdYX/288+b32/bNiBY7bC1b+3Hd+/jtslyWLHZ24sqlTR2RIv5xmnDzbrNPebrj+afMRAg7AEUzQ3DqLqy671XpJs7N+/gu9+//baZ+txzZrfvfMcMeu97E4eq3ce+1WX7uSld7xZd574evdWi9XK69Lih5vTDd/eXhw7OmOu8oB/i3V75QLfZsctvBmIR9gAqzg4/GXx3S2troivS6dfoJnj9Hn7zzX6hqiWKBrPdz6274S3svvatsoNfybKWSmjxNtsxdZiZ3ra7mXPcENO69yAz/6m3zdo3eoIeQDzCHkBV2JPi/PW++wat4WSEfWb2bDN4/vzeEfZ2oNrFZrdJSLv93Lqw1+Uj2wx7E6Dtdls53bh8m/n5SzvM3BOHmfOOGGJefqvHfP/X24K1QH6EPYCSSVDGBZ0/Kc7ZZyeaFCdz7rn+CHt3Dns7UO1ic9vsurust26bG/5RbwLsdlnWUgnyzK58YKtZ9eouI4/wLS/8t/PxPQpA2AOoGH9SnDPPzE2Kkyfk5//xj/4c9oM+/em8X6OzSz6F9gl7Q6Dsx7TbZVmLSPKYhdq2M2suv3+L+emaHf4IfKAQma6urr7fWAB1obW1tWEucSvBZgefkPPyD02daj5ofS0uklyoxgv4lsMOG7AdFfYYKmxdVJuw2902vV/UrbLbw9h9i6GXuC1m+tsn5yTY50i1sEvccj37CmL/xGP/RGuU69m7Ieifl7/++kQXqslOmJAL+WD+endbKipQXXpf7e+Gcdh6V9hzCOsf1k/FrUuKsEcpCPsqY//EY/9Ea5Swt8ngu5677jJJLlQj5+OjprZFX9gDxQgLe87ZAyiJDL6T8/L5Bt/JhWpkhL1cqIagB6qLsAdQlN5JcfJckU5DXi5UI0f0AKqPsAdQEP+KdFddlWhSHLlQzeAf/GDA1+gAVBfn7CuI/ROP/ROtFufsW3riHy+zZYt5188eMfvc/9OgJVr3oePNKxfONDtH7h20AKgmBuhVEfsnHvsnWr0N0Nt1112m59Zb8w6+8y9UI4PvghH2KA4D9FAKBugBKIhOipP95jfjB98Fc9gPvukmgh6oQ4Q9gAGyq1fnBt/NmZN38J2EPCPsgfpG2APoJZPiyOC7XRdeGDv4zh5hT8gD9Y+wB2BatmzJXZHu7LPzz34nI+yDr9Exwr6yZAa9QgsQhrAHmtxhv3vGHHz11fmvSHfCCf6FagZfeWVkyOvUsnHcPknuYyukf6W2XeprAKqNsAea1LDnnzcHeSF/ys9/ZHb/05+C1hAywv7GG83ga681mQMOCBoHksBLMie89Ck2HJM+hir0scL6x91f1ul6XbbbqmHMiBZzzanDgxoQjrAHmszg114zo2+6yRx03XVm2Lp1QetA/gh7CfkEI+wl3MJCOCr03L52SLr3cdvtut0uotZFtQt7OQnpr89fbt1lu63S3rP/IPNv099hntiwM2gBwhH2QJOQ8/L73n23mfCFL5h3PvNM0DqQfo3OH2Gf4Gt0dvi5pD0uTPW+en972abtYcUV1sctcez1ca9NyHp9fbqs9Uo7atRgc8NH9/Cvbb9o5fagFQhH2ANNYK8HHzSHeCE/0ruN0jvCfv78xCPsw4LOLbpeb+32fMFbqKTbs/vJsj6ffML6yf3tUg1jR7SYb5w23Kzb3GO+/ujWoBWIRtgDKfYO7wj+kM9/3hzgHdEP3hodCn+aOrWoEfZuyEXVlVtPyn6T4BZb2PqoYpPn5LZJ3X2uYc/d3qa7jXK59Lih5vTDd/eXhw7OmOu8oB/i3V75QLfZsctvBmIR9kAKvXvDBjPu6183Y2+6KXbw3Rvt7Wb+rMvM/5x7bkW/RldMwNvk/lHFFrU+qt0mbRrWchvWJ4y9zaT3KVSL97Q6pg4z09t2N3OOG2Ja9x5k5j/1tln7Rk/QA4iX6erqqsxvJ4Citba2FjU3/h5//rOZ/OSTZsKaNUFLuC2HHmpePecc8/a4cYnmxk/CDci4wNR1Gq5h9L75gjdsvd2W7/6uQh5PlsMU8nhhdG58/d68PMq1Hx5uPti6m19/5a0eM33Bn832kKP6J+eMCJbQrMLmxudCOBXE/onH/olW6IVwdtu2zRzu7c+/8MqQ7dGDtbaOHeuH/NbDDgtakl0IJ5+wgIwLzUL6RwWqLW5bYffP97yinotwt+32i7tvUm7YC/n4/l//ag/Ttt8g87mfdpsHX9gRrOmPsAcXwgFSqPX5582Zd95pjnzqqcig3z5ypHn5r//a/P7KK/sFfbVIAIaJandJeEaVJJLcxw5puU363KSfXSpl286sufz+Leana3b4I/CBQhD2QIPa9+WXzYcXLzbHP/xwZMjvGjbM/PGMM8yLX/mKeXPKlKC1vCTgogI0TrH3y0e3W0jwhj2XpNuQfnappDe2Zs0Xl3abyj4K0oiwBxqMnJc/5b77zId+/GPz7ojBd9t3390P+Re6usxr3m2lxAW2tMv6qMAsJBh1O2HFJnXdrj6+sPtrsduLeQ3uNux+egvUC87ZVxD7Jx77J1rYOXs5L/+ep582E1esCFrCvXDooWbNX/6lOei444KWeOUaoIfy0XP2QDE4Zw80KBlhL+fl44J+0wEHmHvOP98s/+AHTTdXowNgIeyBOiaD7/5qwYLYwXcS8j89/XTzwBlnmC177hm0AkAfwh6oQzIpjpyXl8F3e0ZcdvbP73iHeezEE/2Q/59Ro4JWABiIc/YVxP6Jx/4ZaOjmzWb8L35hxsZ8XP/2bruZJ6dMMS/FfIVu+PDhZuLEiUEtnp6zb+kpfBIfAPWJc/ZAHZJ56w955BFz0k03RQa9hPyz732vuff882ODHgBchD1QY6Oefdac6IX8oY8+GrQMJCPsJeR/44X9jqFDg1YASIawB2rkXX/4g/nADTeYI+6/3+z+9ttBa3/rDjywd4Q9IQ+gWIQ9UGV7btpkjv3hD81xd9xh9njrraC1vz+OGeOPsH/4Qx9ihD2AkhH2QJXIefm2++4zf/m975mR69YFrf11jxhhfjlrlnlk+nRG2AMoG8IeqDAdfCfn5aMG30nI/0aO5OfMMW8ceGDQ2rjajsw/e1+SPgDKg6/eVRD7J14z7B8ZfCdfpYv6uH7HkCHm98cea37/vveZncOGBa2FX+LWVexX7+a/ODZojXbhIeuDpZxCQnvlM78MlnL3k3rU/e2+AArDV++AKpDBd3JeXgbfRQX92mOOMT+/9FLzwgkn9Av6RiOhnLQoDXph37r9AJQHYQ+UkUyKc9SiRf7gu6jz8usnTzb/7YX87045paFD3iUBHlVsUtdAd9cBqIxMV1dX0R/jA8iReevbV682x7z0UtAy0LqRI83PJk0yf9xrr6AlWmtra8N8jK/sELe57XbA26EftgygOO7H+JyzryD2T7y07J9xjz9uJvziF5HflX9zv/3Mb08+uaCBd7U+Z3/tWQO/CfBP97zs38aFfZR8bwLcZUXoA8Uh7KuI/ROv0ffPvt6R/OFLl0aek5cR9nI+fuN73hO0JNdIA/SK4R69u3UR1gYgGQboASXSSXHeu2hRaNDLCPs1XsjL1+iKCfpGI6GctGh/vdVlYS8DKC/CHkhIBt/FTYqjIa8j7JuJHIHnKyqu3X4jYK8DUBrCHshDJ8U5/rbbIifFkRH2j86e3fBfoyuVHq3bJYrdR4NdA5+gB8qLsAdiyKQ4U7yQlyvShQ3A+9O4cf7X6FaecYbZlmCUfb2T8/H5Sj4S1FrC2AHv9tF2uQVQPoQ9EEImxWn3Qj5qUhwJeZnD/vGPfzwVIV9OGuZ2YNvLdshLe9gygQ+UF6PxK4j9E68e94+cl3/Pj38ce6GaYkfYF6JWo/EBpAOj8YEQcl7+8AcfNCfddFPk4Du9UE0zjLAHkC6EPZqeXpHu4McfD1r62CPsCXkAjYqwR9OSSXE+cMMNkYPvZIR9Gi5UAwCEPZqOXpEualKcTRMm9I6wJ+QBpAED9CqI/ROv2vtHBt/JteWjvisvI+zlI/tC5rCvlFoM0Js8eXLQglpb9eyvzKQj3h/UgMLI7w8D9NB0dFIcGXwXFvQywl6/RlcPQQ8A5UbYI9VkUhwZfCfn5V0S8jrCnpAHkGaEPVJJzsvL4DuZFMcdfKcj7B+76CJG2ANoCoQ9UkXOy8vgu+PuuCN08N3aY45hhD2ApkPYIxXkvLxckS5qUhz5Gp2MsP/dKacQ8hWUyWSCpXhuv6T3E4X0FYX2B9Io09XVVfRofKDWhmzfbo5+6SXzXq8M27kzaO2zbuRI87NJk8wfG2z++tbW1oYdjS/hms3G/1lx+yS5jyqkryi0fz1gND5KETYan6/eVRD7J16p+0cG38lX6cI+rn9zv/3Mb08+uWEH3jXKV+8kSJPSwA0LX8K+PzvsN3rl1ukLTMeig72ldr9tgdc4a8x0b2mxX88um+et6vCXAb56h1TQSXHCrkinI+yXzZ7NCPsqkSDNV8JICGsJq8OY5V4Zk+n0Mn1WrsEj4W9uWeDt1+v9fTtvWdZ0TvHC3u8NhCPs0TBk8N1Rixb5g+/c8/I6wp4L1VRXVJC7tJ8d5PpGQNe5dWG/AdAS167cuopqr1dyHL8sK0fsEuY58pu/pnNNsGTMNP9gv289EIawR92zJ8XZf/XqoDXHvlCNjLBHbdih6xabHeRK+7h9hf0GQEtcez7SL+xxGolke4f/BiD3kf5S74D+4jtksqhcHQhD2KOujXv88chJcWSE/aOzZ/M1ujrgBq8UbY8jwWv3zRfE2j+un73NtJNz99OWTjejZy4KWoBwhD3qkk6KM+nBBwdMiiNz2OuFarY12Cj7ZpEkcMP6JAn8UlXjMaqhU07RX5Yx7R3X5xqAGIQ96sqemzZFToojIa9z2BPy9UFCM6yErbNJPerNQFQY2/dJ0ifNpnuH9NOWZszMRfJaR5sFcojPAD3EIOxRF2TwnUyK85ff+96AwXc6wp4L1dQfCVa3xLUrrUs4a2jby27/pJLer9jtV5vE95RMp5nn/deZmeK3SNviWbcaGYDfu8/uGeO1jvMKEI6wR03p4Lvjb7ttwBXpZPCdXqiGEfbpJKGrwWsvuyTQ3HVS1zcHaSVD7rLZDv+1dvivv71fmxY9wgeiEPaomUneEfwUL+Rl8J19Xt4eYU/IN47eo8wy0m1KoIWR9qjHjWoHmhFhj6qTwXftXsif9swzA87Lywh7LlTTmOwjzThh66Puk3R7UdtMcn+gGRD2qBp7Upy9Xn01aM3ZNGFC7wh7Qh4AyouwR8XJefnDH3wwdFIcHWH/9IwZjLAHgAoh7FFRMvhOJsU5+PHHg5YcGWH/71OmMMIeAKqAq95VUDPvn329I/jDly4NvVCNnI+XgXf8/kSrxVXvWnqKfzwA9YWr3qGi9Ip07120qF/Q6wj7xy66iBH2AFBlhD3KQifFCbsi3dpjjmGEPQDUEGGPksRNiiNfo5MR9r875RRCHgBqKNPV1cWXUFEUmRTnpJUrzbCdO4OWnHUjR5qfTZpk/sjo+qK1trZyzh5A0dxz9gzQq6C07h85Lz/5vvsGDL57c7/9zG9PPjnx6Hp+f6IxQA9AKRigh6LJefmwK9LphWqWzZ7N1+iaVNuRxwVLfcLabIXcp9Dty7p8BWgmhD3ykvPyMvhOJsWxB9/pCHsuVJMe818cm7cktfKZXyYK1SR9km7LJvfRElYHmglhj1g6KY49+M6+UI2MsAdseuSs4ezWhSwXGrqF9ncf160DzYSwR6hRzz5rPnDDDQOuSCcj7B+dPZuv0aGXHabKPorWEscOYV22t2eL6qttyn1stw40E8Ie/eikOEfcf3+/8/Iyh71eqIY57GGzw9S+tQNZuO1ClqVdi3Dr0keLiOtrc+/n1oFmQtjDFzUpjl6oRuawJ+Sbx7VnjRpQCiGBageyHbB2MIeFtEv6JOln0/vY9w1rA5oFYd/kdFIcGXxnn5fXEfZcqKY5/dM9Lw8o+Wig20GvpF6LI2p5TH0+ugw0I8K+iY17/HF/8J2cl1cy+E5CnhH2SEoDVAPeDla7uG8AhNvHbYsi68K2J+z7Sx/7eUmx1wPNgrBvQnJeXgbfTXrwwd7Bd/YIe0IehQgL3bCQDaPr7D5uvVD2/d1At98ASAGaBWHfRPbctCl0UhwZYc+FatAoNLB1WQvhDUQj7JuATorzl9/7Xr/Bd5smTOgdYU/IQ1x4yPq8pRY0zN1Ql2UtLt4AAH0I+xTTwXfupDg6wv7pGTMYYY+SSajapK4lrF4ouZ+Gttza23OLkmWCHujDhXAqqJb7RybFGf+LX4TOYV8vo+v5/YnGhXAAlIIL4aScDL5rv+22fpPiaMjLCHu+RgcAzYewTwmZFOeoRYv8wXd7vfqq36Yj7B+76CJG2ANAEyPsG5yclz/8wQf9SXH2X706aDVm7THHMMIeAOAj7BuYTopzsHer5Gt0MsL+d6ecQsgDAHyZrq6uogfooTYOeeUV839WrjR7eUf1at3IkeZnkyaZPzK6PhVaW1urPkBvsvdGEfVh1bO/MpOOeH9QAwojvz/uAD1G41dQufePDL6b8Itf9Puu/Jv77Wd+e/LJDTnwjt+faLUYjU/Y1w/CHqUIC3s+xm8AYVek0xH2y2bPZoQ9ACAWYV/HdFKc42+7rXdSHB1hz4VqAABJEfZ1SibF0SvSycVq7AvVyAh7AACSIuzrjD0pjl6RTkbYPzp7Nl+jQ93KZDLBUv9l4dZd+daLJH0ARCPs64Scl9cr0umkODKHvV6ohjns0Qg0lOVWi9Ztbl1Ftdt0u3YBEI+wrzF7UhwdfKcXqnn84x8n5FHX7LCV22w29+UeudWi9XKxt60lrRZslP06vW8/L+/026d7K7TNbs90Lu/XvmC6/Gy8jaDpEfY1pFek00lxdIS9hDwj7NEI7LCVWz94PHbgaL0Y5dhGo/Ij+pYF3n693t+385ZlTeeUeWa5999Z99zqtW3w2+/YIO0rvP7LzbIJa/02KRu8MvP6Dd5GRsuW0OQI+xqQwXcfuOGGfoPv9EI1jLBHI9OgkRJWL5S7LQ3/sJI28jnfms41wZIx09rl33lGbmYu6vD+7QvxafOk1m7aZ84MWox5eLn/r78MEPZVJIPv5Ly8XpHOHmFPyKNRadCGha9bF7KswW2La1ca/lLC6mkiod6RlVD3U94s9cL74jvkK7i5umR5JtNpzGUZ095xvd+m5FOBg9cu8N4B9IU/mhthXwVhk+LICHsuVIM0cQPYXRYa6EJuNcij2m1hbc1Czt1PWzrdy+5FQUsu8rPem4E1n8ma5Z1jco0BOapvPzGoAB7CvoKGbN/un5eXwXc6Kc6mCRN6R9gT8mh0dkgradNgtpeF29cOeJvW7e3bbTa3njadcggfcvSu5OP9pfPmeUv+5/a+NfIxwOiDgxpA2FeMnJf/mwcf9M/LCx1h//SMGYywR2q4IS2kzQ5ot4++AdAS1SbCtu+SPvZ90kRG3U9bmjEzF8l+GG0WeHUZoLdguoy+z42yl1yfcLaE/Ti/7kf+vKX+MqAI+zKT8/Iy+E7Oyw/budMfYa9fo2OEPZqBHdhueAt9A6Alqi2MbCtufZpIaC+edauZ4uV47368Z4xp90L9nrMu9upjcm1T5M3AMq83o+4RjbAvkz03beqdFEcG30nI/+eRR/oj7Al5NAsNYje4yxXQUdsp1/briZ6T1/0oRY/wF80c3dvW4RUdtCdkyR7YBwjCvkQyKY4MvvvL733PH3ynI+wfu+gis2pc7mM1oFmEHXlL3T8C9egRql3i2qPkWw+gP8K+SHpFOpkURwffrT3mGEbYoylpwLtBr+z1SYstrO62AYhG2BdBBt9Nue223klx5Gt0MsL+d6ecQsgDAOpOpquri7fHCY157TVz/PPPm3F/+pNfXzdypPnZpEnmj4yuR5m1traa7u7uoFa44cOHm4kTJwa1eA89tdFMPXq0mey9aUV9WPXsr8ykI94f1IDCyO9PT8tw///tE9r2MePHjzeZJUuWFB32K1euNG1tbUEtvWRSnL948EGz/+rVfv3N/fYzvz355LwD75pl/xSL/RNNgp6wb16EPUpB2BdIzsuPf+yxfheqkfPxSae2JczisX+i1SLsW3qKfzwA9YWwT2icF/ATfvGL3gvV/P7YY/2gLwRhFo/9E40j++bGkT1KEXZkzwA9x76rV/uT4kx68EEjX+7RC9UUGvQAANQLwj6gk+K8d9Eif1IcGWH/6OzZfI0OANDwmj7s9Yp0OimOzGGvF6phDnsAQBo0bdjrpDjH33abPymOXqhG5rAn5AEAadKUYW9PirNz6FDzm9NP50I1QAns6WujlqOUqw+AaE0V9nJFunYv5OWKdDLKXkJeLlST9Kt0AMojKryTBr9bAMRrirCX8/K9V6TzlnWEPSEPlE7Ctprz1Ou8+HZJqwUbZf9O73tTs7zTv/RtJtPZ2yalU9blrmQPhEp12Mt5+cMffNCcdNNN/uA7GWHPhWqA8pGg0bD1w6jMNMx0uZl4OW/MLQu8/Xu9v4/nLcuaTrm4vRfq8m82u8xvl+Je5hZwpTbs9Yp0MvvdpgkTekfYE/JAeWkgV+IIW8NMl/WxwkrarPPKms41wZIx0/wsl5gHCpe6sNdJcWTw3Z/3288fYf/0jBmMsAcqwA7jpCSYNbhtce1KH08f062niWR7R7YjWDJm6XJjLr5DLqedq2c6l/r7xt8/yzv9NiBKasJeBt/ppDjyy69fo2OEPVBZ8v9b0rC1+8qtH1SeqHZbWFuzkHP305ZON6NnLvKjfpr3JiA7bZq/r+Tj/QXXyRG//8E/EKrhw14nxZHBd8PefLN3hD0hD1SeHdZJaKArO+BtWnffBAj3sdL+JqBTxt1dljHtHdfnGjz+sX177ghfPt5fs1jCPvdxPxCmYcNeJ8WRwXdy6VkZYf/YRRcxwh6oIglgLULDWW7tZZuu0xLVJnS7ccIeIy2me4f005ZmzMxFsh9GmwVefbn334Lp8rF97khePt6fcLaE/Ti/DoRpyLCXSXFk8J2cl197zDGMsAdqzA3buJCWdXaJagsjjxO3Pk3kgH7xrFuNDMDvfRN0zxjvqH6cWfOZDq8+xm9bMcV7M3D9HV7v0f79gDANFfZyXl4G38mkOK8eeqg/wv53p5xCyAM1oiEkAay32l6JUI7aZhrfAMiH9Fk5N++9Ni16hN/hrdS2RV4xo2f69wGiZLq6uhrm/5JJ69aZtvXrzc8mTTJ/ZHQ9Uqy1tbWhrmefL+jtNwRJ2dtwt6nbcR8nLbiePUoRdj37zJIlS4r+v2XlypWmra0tqMHF/onH/okmQd9IYY/yIuxRirCwT81X7wAAQDjCHgCAlCPsAQBIOc7ZVxD7Jx77J1otztm39BT/eADqCwP0qoj9E4/9E40Bes2NAXooBQP0AABoQoQ9AAApR9gDAJByhD0AAClH2AMoSdgUuPmmxS3mPippP1sx9wHShLAHUHZJ58HP10fWuyWuXUStC2sDmgVhD6Bs3DB160KWC7mAjfTV/rrs1l1hfdx6o5Cr1ndOX+D9Kxe9zVngNWYy0/v27XK5vn2ub8brK20Lpss+z13zHiDsARRNQ1xvhR2uSYK1N7CsZa3LfePW67L7GGF93HojkHgfk/GCfPGsXIPHj+9bFniv+Xr/dc9bljWdctF7r/dl3ruA7GfW5PbH9VmzccEt0hsg7AEUT0PWvbWDVbjtQpalXYtw6yJuvb1sC+vj1huBXNN+WbbD+1fCPGedV9Z0rgmWjJkmnbz18iZg8j0Pe3eaJg3m4NHGPHyP7G+O7kHYAygzDXEht3bA2yGbNHDl/roNXXbrcdz7NDrJ9g7/DYCf8mapd/h/8R0rvOj36ovlTUCfNYvl39ybAjQ3wh5AyTRI5dYNcTfwiyHbiCpxCu3faOTc/bSl083omYuCFiAcYQ+gaBriGqJyK21uCQtZt4/bFiVunc3ellvSoFNO6F+WMe0d1/v1cfLP2RP8ZTXhbPnXX4Mml+nq6krXW10gBVpbWxvmQjgSnlFhXon2Quph2wxrqzf2hXAk05dmOk1HVs7F5z66n+4d0n9mzRgv6HOvY4FXnzlzndc+ziw6+FavW4f/ZuDitRz1N6OwC+Fw1bsKYv/EY/9Ea6Sr3kWFZ7nabdonrq+7zq4neYx6oGEvQT9FRuObef4QvY7sMq+tvbdN3eEdwc9ctMFsNKPNGPma3uJZvW3Ga0Nz4ap3ABqShHS+gI8i98l3/3olx/HZbIf/vDv8597er03LzEWybrQf69lFM/u1AYKwB1A0N2Q1VLXdrRdK76uhpmQ5bNvaV5e16P3tNqCZEPYAiqYhqrQeVpS9bAtrd+9r03V2H7uvu06EtQHNgLAHACDlCHsAAFKOsAcAIOX46l0FsX/isX+i1eKrdy09xT8egPrC9+yriP0Tj/0TrZG+Z4/ysyfVAQrF9+wBAGhChD0AAClH2AMAkHKEPQAAKUfYAyhJ2NSz+aajLeY+qpipbou5D5AmhD2AspPpaJMEbL4+st4tce0ial1YG9AsCHsAZeOGqVsXspx0bnp7Lvt8xWa3uX3s5Xq3YKPsr+l9+3C5XNo2x1tlOuVytv6FcIF4hD2AommI22Fuh2uSYO0NMmvZ3p6w290Sxl7n9rWX65mEubllgbf/rvf34bxlWdM5Ra5hv9yP9zFyTfvFs6QXkBdhD6BoGuTurR2swm0XsiztWoRbt9nrovooe73b316uZ+u8sqZzTbBkzDS5kL2RsM9d535ZtqO3DuST6erqqv/feqDJtLa2NswMehraqtC6imoXsi6Kex97O2H3i3qMehI2g16ndzh/8drpZvTMRX5dju6Xekf3Hdlp3pL/TgDwhc2gx3S5FcT+icf+idZI0+VqoEqIRgW2G8D5+pSiXNupJTfs5dz9wbdON+0duaAXhD2iMF0ugLKSYBUarnIrbW6JCne7uG1uPV9xhfXR0kjkiN5clvGC/vpcA1AEwh5A0cJCXNrs8A/rI3Sd3cetC7stqoTR9iR969V075B+2tKMmblInvdos0AO8Rl9jyIQ9gAaQjFH6BLudj9ZbpTAl0hfPOtWIwPwe1/vPWO81nH+uimZTjPP+68zMyXoDUQj7AE0jGKO0DXwGynohZyFz2Y7el+vFD3Ct9d1+K+Jc/aIR9gDKJp/tGnRUNV2t16qsO25yxrodl8NS7sNaCaEPYCiaYgqrYcVZS/bwtrd+7nFbtdlpe352oBmQNgDAJByhD0AAClH2AMAkHLMoFdB7J947J9otZhBr6Wn+McDUF+YLreK2D/x2D/RGmm6XAD1Z8WKFUyXCwBAMyHsAQBIOcIeAICUI+wBAEg5wh4AgJQj7AEASLlMV1cXk0QDdaa1tZWv3gEomvvVO75nX0Hsn3jsn2h8zx5AKfiePQAATYawBwAg5Qh7AABSjrAHACDlCHsAAFKOsAcAIOUIewAAUo6wBwAg5Qh7AABSjrAHACDlCHsAAFKOsAcAIOUIewAAUo6wBwAg5Qh7AABSjrAHACDlCHsAAFIu09XVlQ2WAdSJ1tZW093dHdQKN3z4cDNx4sSgFu+hpzaaqUePNpMnTw5aADS6FStW+P9vn9C2jxk/frzJLFmypOiwX7lypWlrawtqcLF/4rF/oknQE/YAiuWGPR/jAwCQcoQ9AAApR9gDAJByhD0AAClH2AMAkHKEPQAAKUfYAwCQcoQ9AAApR9gDAJByhD0AAClH2AMAkHKEPQAAKUfYAwCQcoQ9AAApR9gDAJByhD0AAClH2AMAkHKZrq6ubLAMoE60traa7u7uoFa44cOHm4kTJwa1eA89tdFMPXq0mTx5ctACoNGtWLHC/3/7hLZ9zPjx401myZIlRYf9ypUrTVtbW1CDi/0Tj/0TTYKesAdQLDfs+RgfAICUI+wBAEg5wh4AgJQj7AEASDnCHgCAVDPm/wN5wSV0TrKkiwAAAABJRU5ErkJggg==
软件论坛登录窗口不能退出
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