jmeter执行case结果插入DB数据优化

访问初始实现路径：jmeter执行case结果插入DB生成报表和备份记录

借前面实现导入DB数据先说明之前数据的缺点：

第一，若需要依赖接口的数据，会把依赖接口的case统计进去造成数据统计错误。第二：限定了jmx文件第一条case名称必须满足设定值规范不能设置为场景名称。第三：不支持传入产品类型和页面类型。

需求优化图

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" alt="" />

根据优化图明显看出数据的处理和计算。

优化后的interfaceName获取方法：

 public static String  getInterfaceName(String path) throws Exception{
            CsvUtil util = new CsvUtil(path);
            int rowNum = util.getRowNum();
            String caseAllName = null;
            String interfaceName = null;
            for(int i=1;i<rowNum;i++){
                caseAllName = util.getString(i, 2);
                if(caseAllName.contains("校验")==true){
                    interfaceName = caseAllName.substring(caseAllName.indexOf("验")+1,caseAllName.indexOf("接"));
                    break;
                }
            }
//            System.out.println("获取接口名称："+interfaceName);
            return interfaceName;
        }

优化后的caseName获取方法：

 public static ArrayList<String> getCaseName(String path) throws Exception{
            CsvUtil util = new CsvUtil(path);
            int rowNum = util.getRowNum();
            String caseAllName = null;
            String caseName = null;
            ArrayList<String> caseNameArray = new ArrayList<String>();
            for(int i=1;i<rowNum;i++){
                caseAllName = util.getString(i, 2);
                if(caseAllName.contains("校验")==true){
                    caseName = caseAllName.substring(caseAllName.indexOf("口")+1,caseAllName.length());
//                    System.out.println("用例名称为："+caseName);
                    String caseResult = util.getString(i, 7);
//                    System.out.println("用例执行结果为：" + caseResult);
                    caseNameArray.add(caseName);
//                    System.out.println(caseNameArray);
                }
            }
            return caseNameArray;

        }

由获取interfaceName和caseName可以看出：依赖别的接口获取入参和本验证的接口请求的名称要满足一定的命名规范！！！

第一：如果需要别的接口返回报文作为本验证接口的数据请求，那么不能含有“校验二字”，这也是若是验证的接口必须满足“校验”二字规范。

第二：校验接口的case名称必须满足“校验XXX接口”+真正的用例场景名称（如校验XXX接口检查Name，那么通过此方法运行后caseName就是“检查Name”，interfaceName就是XXX）。

既然获取case的规则变了，那么，计算case数量的方法也要改造。

由获取caseName方法执行结果可知，把满足caseName规则的用例名称存入到数组中，那么就直接通过计算数组长度来获取用例数量。

 public static int getCaseNum(String path) throws Exception{
            ArrayList<String> caseAllName = CsvUtil.getCaseName(path);
            int caseNum = caseAllName.size();
            return caseNum;

 }

得到case数量后，接下来就是获取用例执行结果，并统计用例成功数量和计算成功率。

同样方法把用例结果也存入数组中。

public static ArrayList<String>  allExcSucRate(String path) throws Exception{
            CsvUtil util = new CsvUtil(path);
            int rowNum = util.getRowNum();
            String caseAllName = null;
            String caseExcResult = null;
            ArrayList<String> caseAllExcResult = new ArrayList<String>();
            for(int i=1;i<rowNum;i++){
                caseAllName = util.getString(i, 2);
                if(caseAllName.contains("校验")==true){
                    caseExcResult = util.getString(i, 7);
//                    System.out.println("用例执行结果为：" + caseExcResult);
                    caseAllExcResult.add(caseExcResult);
//                    System.out.println(caseNameArray);
                }
            }
            return caseAllExcResult;
        }

计算用例成功数目：

  public static int caseSucNum(String path) throws Exception{
            ArrayList<String> caseAllExcResult = CsvUtil.allExcSucRate(path);
            int CaseNum = CsvUtil.getCaseNum(path);
//            System.out.println(CaseNum);
            int caseSucNum = 0;
            for(int i=0;i<CaseNum;i++){
                String result = caseAllExcResult.get(i);
//                System.out.println("用例执行结果："+result);
                if (result.equalsIgnoreCase("true")==true) {
                    caseSucNum +=1;
                }
            }
            return caseSucNum;

        }

计算用例通过率：

 public static String caseSucRate(String path) throws Exception{
            int CaseSucNum = CsvUtil.caseSucNum(path);
            int CaseNum = CsvUtil.getCaseNum(path);
            String caseRate = CsvUtil.percent(CaseSucNum,CaseNum)+"%";
//             System.out.println("用例通过率为："+caseRate);
             return caseRate;
        }

可以看出，以上基本完成了本次的优化需求的代码开发。

但为什么又定义了数组取值方法，看如下代码仅仅是函数的调用，为什么又做了次封装呢？

public static ArrayList<String> getCaseNameArray(String path) throws Exception{
            ArrayList<String> caseNameArray = CsvUtil.getCaseName(path);
             return caseNameArray;
        }
public static ArrayList<String> getCaseResultArray(String path) throws Exception{
            ArrayList<String> caseResultArray = CsvUtil.allExcSucRate(path);
             return caseResultArray;
        }

为什么不在jmeterBeanshell 中直接使用呢？

ArrayList<String> caseNameArray = CsvUtil.getCaseName(path);
ArrayList<String> caseResultArray = CsvUtil.allExcSucRate(path);

因为jmeterBeashll中不支持这样使用，若使用会报错，如图：

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" alt="" />

所以，做了次封装。通过直接调用函数Benashell是不会报错的。

具体在jmeter的Beanshell中添加如下代码即可（说白了就是之前定义的方法直接应用）

import readDB.*;
import excFile.*;

String productType = "跟团";
String pageType    = "频道页";
String excVersion = "9.1.2";
String excTerminal = "App";

String path = "D:\\excResult.csv";
String interfaceName = CsvUtil.getInterfaceName(path);
log.info("获取接口名称为："+interfaceName);
int caseNum = CsvUtil.getCaseNum(path);
log.info("用例数量为："+caseNum);
int caseSucNum = CsvUtil.caseSucNum(path);
log.info("获取用例成功的数目："+caseSucNum);
String caseExcRate = CsvUtil.caseSucRate(path);
log.info("获取用例通过率："+caseExcRate);
for(int i=0;i<caseNum;i++){
    String caseName = CsvUtil.getCaseNameArray(path).get(i);
    log.info("获取每条用例名称："+caseName);
    String caseExcResult = CsvUtil.getCaseResultArray(path).get(i);
    log.info("获取每条用例执行结果："+caseExcResult);
    //插入详情表
    CsvUtil.insertDetailDB(productType,pageType,interfaceName, caseName, excVersion,excTerminal, caseExcResult);
}

//插入统计表
CsvUtil.insertTotalDB(productType,pageType,interfaceName,excVersion,excTerminal, caseExcRate, caseNum, caseSucNum);

String dir = "D:\\";
String oldname = "excResult.csv";
log.info("获取最新文件名称："+renFile.currTime());
String newname = "excResult"+renFile.currTime()+".csv";
log.info("获取最新文件名称："+newname);
renFile.renameFile(dir, oldname, newname);

说明：由于根据以后报表需求，需要展示产品类型和页面类型，因此DB 表扩展了productType和pageType2个字段

这2个变量也要根据实际情况进行赋值！！！

获取数据优化前与优化后在DB明显区别如下：

举例数据：

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" alt="" />

优化前：

统计表：

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" 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详细表：

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fv9m0qTjdbbdYEXF2l3TRmrIzsf2KqU6iq+DsKZ/XbcysbpBVTwHFld0O92qgDpd5a95J9dWjWsqOXV2hM1+vAXDqWhA7Yd8Fh7fuX77z5jW6Z6Ohf/utv7M2+Hx+bVSrTQtRGmFmXPbvoV7ju3r8v2nOWZdnd45fumuvfe/UuvwNzD3ZTb9stvcD1wvTm++nyfNJ5886Ecr92OlIE7DsvZeXd3PY9LKad4rwtnzipdw6OKPuvZnZmdU0ekq8wu6tBwppE6NM+nTQTMsW164zMvvOGahVlavdN4Jmjq9y/fb+lMlr4ICDL7ey7s/rtwb7fWCuhgHol9aCykWoDZZ9la3zcQ/YdLtxR+nZHFBjTB9j3A3QsCR2w74Kb2Pd/93/8jW3fzy+u/Md2u/2LT399qGO73XZv8v4f3M1+72HgbQ97/Olxdvf++zN54XGke3ic3X3w0+VIgQPaQp9ZHFAGWiH7azhg3wWj2fen55f+Y7vd/sXf/fpQx3a77d7kvT+4m/3enwbe9pDHT+/fyY7/tE858AvfVLr3/uCuycVbv5dld/7gvQVJgQPaQp9ZHFAGWiH7azhg3wV7te9v/8MXhzpSse9/+ntZlonXm49nHfgmP71/p1sHvIF3n7cUOKAt9JnFAWWgFbK/hgP2XTCafX/y9MJ/bLfbt3/xxaGO7XYbfEMcroI7+DvM5IAU0Bb6zO2AMtAK2V/DAfsuGM2+f/bk3H9st9s/++Xnhzq2223wDXG4Cu7g7zCTA1JAW+gztwPKQCtkfw0H7LsA9h1HuOAO/g4zOSAFtIU+czugDLRC9tdwwL4LRrPvWwAAAAAAACbgUEZ5noxm339+tfMfh5X+8ePHB3x60kA6A6SYDmjrB/q4gDLxrFyrlWc/dVB8Ath3EADSGSDFdEBbP9DHBZSJZ+VarTz7qYPiE8C+gwCQzgAppgPa+oE+LqBMPCvXauXZTx0UnwD2HQSAdAZIMR3Q1g/0cQFl4lm5VivPfuqg+ASw7yDAMOmqIi/r9ue6zLOisn9OFtSi6YC2fqCPCygTz8q1Wnn2UwfFJxjfvmdZNm/7XhXdPwWaFVVd5hml8Z4yVdAb1DVgtZnWoSsi5WW9q8s8L2uqsrym8qs7Y31v1X3UZc7nL1Uhc+oUbcaajMVeu+YEywJDlwsoE8/KtVp59lMHxSeYxL5nmoPfk32viixTwrzMvhuPXlR8HCennEO079wisaRrjU2rguWEZAqNxyukpGcvRVVwF+eodpROFtUXNveqCsc9AhougbC2Q9M9JFgWbOjqp86Od/FoQKbdyS+H7XY7ZVCvy3wpeRsbo5VS84tKxmT6ymVNb/tuW4RxZq27oxFlzAOoLYs3KDt05WuH6vm6zD2BAFcjDfZtrgsiHseXzT3FaTJlnfQ/5dbAvgumsu+Z5eCnt+9N3SkKbZeGx74rrdC2lP1gnpLdHAXFvrcCyCGAy64tYRjl3LHNOXf/tPugprEuc3+nRbLbrlDQkYCqMivLuE9itB2arpJoWYj1w/bd7FUDbzfI3n4R+9l29qBel3meLyNro6MspTKhWJ3w1TNu31PRWrEBO5oD0nn0mfc3KI8A6t3MqTx3dlTOd/O9hu8C/+PEWX8X0feXMk+Bp4wA7LtgNPv+l5/smoNaMZP4l5/sbfOM3pg8m2dc0fdSdZh5UcC+mz6JKNEo2Yjbba4R5UCud5gj+zOzgncfXfcVNIwNLG8k/MsjP7OyjPskTtuh6Q4SLAu2OsECZerrxJiqhUQixKDe5MpZfOtmkH0nJ5dn3yldZlhWRL68Jj18Qv7SVNG4ropeFVRbd9yex3nPersI/pkhmbohsO+Cae07dfAzsu95WXW1MmrzTF0WfTRnIWNePJ10VjS9KAoSvqSzctfe+Ey173y2P+eRQHYfVZFldryBrizw/r+onF+ryMt6fpZxn8RpOzR9OWXhtu+uiXDQVC3E4vKa0/XPikp9ZeBfqLfTF8sQ+y7WtxZs3zsRrAk8d6eunSTujTPq3dQa6sQ7v1KwLrAfRws28DLd07WwiBpGgH3fJ5Pbd+PgZ2Pf24uMUVf8Zd83VUWTiM0zClXIvsdF39O17/Y+bZFA1xebqub9Szxzs4z7JELboemLKoteH7q127kXNmyqJh1o9wmrOX2uaP54eYt9EUr6Yomx71asZTdg7/u89VPHMpM30Wai7Lu7FTnu1ifHNEBN90H2XXtc78UDL+N0/Eo4ZECmbgzsu2A0+/7Df/qyOYR3N+lzse812fKelxX7/iqNvheF6Nlh31vE5pnbRt9rvvl4zv2/EiHOiyLnHpHVjqY2kg7Ptelfif6wBy2+zoW1HZq+rLKQJrVrUKX+OoFhfklOVXxrgvYx1HFobiN2g8RiiI++8xqy2Og7y+bg6Ltt0ck4p92NfoDcn39QfTffazgvcDwu6mywizDREf99RgT2XTCtfTeJM7TvdPNMTf7YYetI5VSTus3FWykGky7v9r5XRbd5xgq2D4u+y+5mziOBtT/b9F6uRWZek7QZIHWDc7OM+ySs7dD0ZZVFYN1f4hvml+Tdd67vNbFoMOx7y5DNM3K5iinDA7OpiCayLxuCb1ualk1/1pW7aSEtxw0cjXSQffc/znc2rovopySRmbolsO+C0ez7Ox9/2RymBE1Kc8zZvvMFab9FX619Nxk3s5w21Q4ahKPvHXTz6fxlJd0HqzDENFobNuyNQXVVtGs/8os+c7OM+yRC26HpiyoL/7q/NZ/h3SBfLl9YXeJ/clTYsczu3skvrvTFMuirq9aOCRqmdq1szBrRyTiGo91u51q7Y1eHIs2eu/k/7mmkQzfPaI/Tbi+WquRpk0YCbOpbIvq+T6ay78K778W+S79IK7Fr80xZtO6xSVO384VN6KKx/yQIDZybdcIutQ2AhTv0mu07NZ+c80jA/2qytWe076q1OihWFvqr2BL1autcUNuh6f3NFlEWcnoj3oQbdEq7s4001ENnZWRYzeHdR5dSl3lWFHYpu9IXy7C/PMNNO607YldJKjWKz/S01+5zwyqJbFC7uImwcrcep9PV381nb3zvaT/Ob9/Vp+vmaEimxgD2XTCaff+LT3/dHFmWmZ/pMZN/dZUHeqWFbLt7RN8Juq+yQ1V189c2SYRexfyhB13FWcdybtx9mFqn9ed9KGtuEd99sreuOdGywNDlIkIZV68y695mClZei1ae/dRB8QnGs+9/92v/MRP7DoYC6QyQYjqgrR/o4wL2PZ6V16KVZz91UHyC0ez72//whf+AfU8USGeAFNMBbf1AHxew7/GsvBatPPupg+ITjGfff/GF/4B9TxRIZ4AU0wFt/UAfF1AmnpVrtfLspw6KT6Db91989vxnnz776OOLjz4+/+gfn/zHD/7+P37w94/e/+Vb7/3iT/76//3j/+3Mtu9/9svP/Qfse6JAOgOkmA5o6wf6uIAy8axcq5VnP3VQfALNvn/+xfaTy7/5+yf/9e8en/3i8dkvfvUffvK3f/J//exPfrz9wY/qf/e//9d/+59/Cvu+HiCdAVJMB7T1A31cQJl4Vq7VyrOfOig+gbTvv//fVz//h0+enl88fvzZp5/+6pNPf/XJp7+qf/b/1Nu/rbd/+9H2bz+qf/Y39c/+84/f29z/Y2rftxE8BgAAAAAAYCCHMsrzRNr3t/6X//Lf/HeP/sXL3/Mfm/t//Oobb1L7HnwSou+JAukMkGI6oK0f6OMCysSzcq1Wnv3UQfEJpH3/+c9//stf/vKTTz75FeHx48fNfw2fffbZkydPYN/XAKQzQIrpgLZ+oI8LKBPPyrVaefZTB8UngH0HASCdAVJMB7T1A31cQJl4Vq7VyrOfOig+Aew7CADpDJBiOqCtH+jjAsrEs3KtVp791EHxCWDfQYBh0tF/Up7+oyiL+AdSUIumA9r6gT4uoEw8K9dq5dlPHRSfYIX2vSqyjqKqyzyjNN5Tpgp6g7oGrMJtHboiUl7Wu7rM87KmKstrKr+6M9b3Vt1HXeZ8/lIVMqdO0WasyVjstWtOsCwwdLmAMvGsXKuVZz91UHyCZdl34ihFpJfZd+PRi4qP4+SUc4j2nVsklnStsWlVsJyQTKHxeIWU9OylqAru4qrCrnOCThbVFzb3qgrHPQIaLoGwtkPTPSRYFqyP7Ts6x7t4NHB3kolijT51mS8lb2NjtFJqflHJmExfuazpbd9tizDOrHV3NKKMeQC1ZfEGZYeufO1QPV+XuScQ4Gqkwb7NdUHE4/iyuac4Tab6k6w6TdY/wr4LlmTfybhqbdXw2HelFdqWsh/MU7Kbo6DY91YAOQTwpq4tYRjl3LHNOXf/tJ5T01iXub/PItltVyjoSEBVmZVl3Ccx2g5NV0m0LMT6Yftu9qpBOxQXhb5ZzddJJoocfeoyz/NlZG10lKVUJhSrE756xu17KlorNmBHc0A6jz7z/gblEUC9mzmV586OyvluvtfwXeB/nDjr7yL6/pLmSemHJgD2XTCafb969tx/7HfzjDTZns0zruh7qTrMvChg302fRJRolGzE7TbXiJZPrneYI/szs4J3H133FTSMDSxvJPzLIz+zsoz7JE7boekOEiwLtjrBAmXq68SYqoVEIsSg3uTKWXzrZpB9JyeXZ98pXWZYVkS+vCY9fEL+0lTRuK6KXhVUW3fcnsd5z3q7CPIZ2PeDsFT7Lntv4UGrrlZGbZ6py6KP5ixkzIunk86KphdFQcKXdFbu2hufqfadz/bnPBLI7qMqssyOatCVBd7/F5XzaxV5Wc/PMu6TOG0HpTcjWV8c0rEnVRZu++6aCAdN1UIsLq85Xf+sqGTXBHcNWShD7LtY31qwfe9EsCbwVmeifta9cUa9m1pDnXjnVwrWBfbjaMEGXqZ7uhYWoR9hMdFQlm4M7LtgNPt+eXXtP/Zp3+26qEZodrbHlPa9KppEbJ5RqEL2PS76nq59t/dpiwS6vthUNe9f4pmbZdwnEdoOTeeKJ14WvT50a7dzL2zYVO0nYLYHWM3pc0Xz56oJ7hqyUGLsuxVr2Q3Y+z5v/dSxzORNtJko++5uRY679ckxDVDTfZB91x7Xe/HAyzgdv7uoI5c/bwbsu2CB9l3thNngZ7a852XFvr9Ko+9FIXp22PcWsXnmttF3sfl4zv2/EiHOiyLnft1ykP03LMzuIhsl+sMetPg6F9Z2cLo6kqVaFtKkdg2q1F8nMMwvyamKb03QPoY6Ds3TxG6QWAzx0XdeQxYbfWfZHBx9ty06Gee0u9EP8L0n9pRJbaTD7LvjcVFng12EI4wyYVgA9l2wNPvuqnO2faebZ2ryxw5bRyqnmtRtLt5KMZh0ebf3vSq6zTNWsH1Y9F12N3MeCaz92Wae4lpk5jVJmwFSNzg3y7hPwtoOTnebswTLIrDuL/EN80vy7jvX95pYNBj2vWXI5hm5XMWU4YHZVEQT2ZcNwbctTcumP+vK3bSQluMGjkY6yL77H+c7G9dFBEL2owP7LhjNvl9cPvMf09t337qN377zBWm/RV+tfTcZN7OcNtUOGoSj7x108+n8ZSXdB6swpOZZm2fsjUF1VbRrP/ILQ3OzjPskQttbp9srPumUhX/d3+r8+DDPl8sXVpfYtwKkHcvs7p384q4hC2WIfbd3TNAwtWtlY9aITsYxHO12O9c6Krs6ZFQ9d/N/3NNIh26e0R6n3V4sVcnTJo0E2NioR30/Ns/siwXZdxl5YZXItXmmLFr32KSp2/nCJnTRWGFR043XZd6vE3apbTGEO/Sa7Ts1n5zzSGCksLYc09GNVkQevpHWQl7j2s2xhjoX1HZoejuSFdr3EhMsCzm9EW/CDTqlU6JvqIfOysiwmsO7jy7FVRPcNWShDLLvwrTTuiN2laRSo/hMT3vtPjesksgGtYubCCt363Had/3dHK+hPUy9INa+q0/XzZFz39BEwL4LRrPv5xdX/mMm/+oqD/RKC9l294i+E3RfZYeq6uavbZIIvYr5Qw+6irOO5dy4+42vnlcAACAASURBVDC1TuvP+4DF3CK++2SCrlmvS4mWBYYuFxHKuHqVWfc2U7DyWrTy7KcOik8wmn1/en7pP2Zi38FQIJ0BUkzH3ux7oqDuuYB9j2fltWjl2U8dFJ8A9h0EgHQGSDEdsO9+UPdcwL7Hs/JatPLspw6KTzCafX/y9MJ/wL4nCqQzQIrpgLZ+oI8LKBPPyrVaefZTB8UnGM2+f/bk3H/AvicKpDNAiumAtn6gjwsoE8/KtVp59lMHxSeAfQcBIJ0BUkwHtPUDfVxAmXhWrtXKs586KD7BaPZ9G8FjAAAAAAAABnIoozxPRrPvwSdtt9vrw/H48eMDPj1pIJ0BUkwHtPUDfVxAmXhWrtXKs586sO8C2HcQANIZIMV0QFs/0McFlIln5VqtPPupA/sugH0HASCdAVJMB7T1A31cQJl4Vq7VyrOfOrDvAth3EADSGSDFdEBbP9DHBZSJZ+VarTz7qQP7LoB9BwGGSXe6OTo5a38+OznKNqf2z8mCWjQd0NYP9HEBZeJZuVYrz37qwL4LVmjfTzdZx+b07OQoozTeU6YKeoO6Bqwur3XoikhHJ2fXZydHRydnVGV5zalf3Rnre6ve/+zkiM9fTjcyp07RZqzJWHBt6Syw+Z0pwNowSdv3BHG0Mg3nF87DBZSJZ+VarTz7qQP7LliYfTdjpRzHmX03Hn1zysdfcsppl3znFoklXStyq4LlYGSKdCaClPTspTjdZLaf9JvHThbVzzX3Ot047hHQcAn47btmjNllp5t2YtgL6CqjoektZydHVhGPVqbh/DJ9+qmzo1546iOZdie/HHZ9fa14Mq2kwPX1NdFKqbGbUxmT6SuX1fr6bluEcWatu6MRZcwDqC2LNyg7dOVrh+r5s5MjT1DG1UiD44zrgojH8WVzT3EqLotVp8nGKth3wZLse28b7UCcx74rrdC2lP0gnJLdHAXFvrcCyCGAS64tYRjl3DHJOXf/tPenZu/s5MjfZ5HstisUdCSgqsC+X19f+1Z42ipCqyKVnxWFq4yGpre/Hx3J2cFoZRrOr1g/7Hs6WTOaoXiz0TerkacuYj/btW3frZICBmUplQnF6oSvnnH7norWig24pjkgjb7PvL9BeQRQ72ZOHR05Bw3nu/lew3eB/3HirL+L0F2WGlwZHdh3wWj2/erZc/+x180zVm3ybJ5xRd9PVId5tNnAvps+iSjRKNmI21kR0fLJ9Q5TY39mVkiL2UesIqoEyxsJ2/LID+w7ndk5K0Oj39nJ0eZEHWHksCnLaGh6a1dkAY1RppH5ZSs/LFCmVo0YU7WQSISwpHpJgevr64H2nZxcnn2ndJlhWRH58pr08An5S1NF44YNEUXwq607bs/jvGe9XQT5DOz7QVimfbcrk/Cgp12tjNo8c3ay6aM5Cxnz4umksyKDm00X+2wNj+nqnZFE1b7z2f6cRwLZ+59ussyOajj8mHGc2qywuQXse8vpJjs6aquCCfKIIHtr3801Si3rTmmRp2HpXasXPctYZRqRX7d9d02Eg6ZqIRaXt0q1pBo1+lrCv1Bvpy+WIfZdrEst2L53IlgTbx6ecu0kcW+cUe/m6EsceOdXCtYF9uNER+p7me7pWoiKfkT7MtL4wL4LRrPvl1fX/mMf9r0bR+0apEZorm2PKe376aZJxOYZhdOQfY+Lvqdr3+391SKBri82VY0bB/tusO/X12cnJ5tN0+hkYz5rtzWLnSterDIant6PVPaYfvsyjcpvr0+X1r3rDe37fgJme8Ca+NklxctJ7ItQ0hdLjH3XGlb03vd566eOZSZvos1E2Xd3K3LcrU+OaYCa7oPsu/a43osHXsbp+N1FHbkUfTNg3wXLsu8d9gDMBj+z5f3o5JR9f5VG3zcb0bPDvreIzTO3jb6f8U3Dc+7/lej70WZzxP263HOR9d+w4L6ToUR/2IMWX+eMtmcnR5tTdaanNL2zvv1ardh8XJTR8HQRZ2LV+9ZlGplfaVK7BnWiV43AML8kpyq+kWKV1LXb08RukFgM8dF3XkMWG31n2RwcfbctOhnntLvRD/C9J0osQmukw+y743FRZ4NdhCP8MWFYAPZdsEz7btch277TzTNn5I8dto5UTjWp21y8lWIw6RqZ2uWIDd0Kf9Pou+xu5jwSWHvfjZFzLTLzmqTZMrGHAvb99OTkjGW4rSGi4TWNdbPpnXujHr9MK6PB6bY9t6eeNy/TyPwG1v0lvmF+Sd792vW9JlZSsO8tQzbPyKVDpgwPzKYimsi+bAi+bWlaNv1ZV+6mhbQcN3A00kH23f8439m4LiIQsh8d2HfBaPb94vKZ/5jcvhPrZ6/g+O07X5D2W/TV2neTcTPLaVPtoEE4+t5xRjafzl9WtsHjiA9uZLeVHow39fPsdNOu/cgvDMG+d/AMy0rGYoSb0+5/p5tsc8LXctQyGpiuDPJk7jlOmYbz61/3t7o8Pszz5fKF1SX2rQC9pKySpZtnlPTFMsS+2zsmaJjatbIxa0QH7hiOrq+vXeuo7OqQUfXczf9xTyMdFn3XH6fdXixVKaucJq6hjnrU92PzzL5YkH1nhlFWYNfmmZNN6x6bNDqOu1nY8BfACjlT89KvE2a9ofLEFAhnbN+p+eScR4I+Qiy3HNPRjYYAefhGWgt5jWsXxhrqnNu+E1WsyiHNMV/gUcvoJun8uWzv9DhlGs6vnDqKO3CDTtmckrPybZZQrVir1Evq7OQo22zs0nGlL5ZB9l2Ydlp3xK6SVGoUn+lpr93nhkcBRIO6jpsIK3frcdp3/d0cr6E9TL0g1r6rT9fNkXPf0ETAvgtGs+/nF1f+Yyb/6ioP9EoL2Xb3iL4TdM9qh6rOmr+2SSL0KuYPPegqzjqW49jAEMbUOq0/7wMWiL53nG56sdQZXiek6x/xnb4OjVqm4fzeuO4tnghlXL3KrHubKVh5LVp59lMH9l0wmn1/en7pP2Zi38FQIJ0BUkwHtPUDfVzAvsez8lq08uynDuy7APYdBIB0BkgxHdDWD/RxAfsez8pr0cqznzqw74LR7PuTpxf+A/Y9USCdAVJMB7T1A31cQJl4Vq7VyrOfOrDvgtHs+2dPzv0H7HuiQDoDpJgOaOsH+riAMvGsXKuVZz91YN8FsO8gAKQzQIrpgLZ+oI8LKBPPyrVaefZTB/ZdMJp930bwGAAAAAAAgIEcyijPk9Hse/BJ2+12slyEQcHfGEhngBTTAW39QB8XUCaelWu18uynDopPAPsOAkA6A6SYDmjrB/q4gDLxrFyrlWc/dVB8Ath3EADSGSDFdEBbP9DHBZSJZ+VarTz7qYPiE8C+gwCQzgAppgPa+oE+LqBMPCvXauXZTx0UnwD2HQQYJl1V5GXd/lyXeVZU9s/Jglo0HdDWD/RxAWXiWblWK89+6qD4BCu071WRdRRVXeYZpfGeMlXQG9Q1YBVu69AVkfKy3tVlnpc1VVleU/nVnbG+t+o+6jLn85eqkDl1ijZjTcaCa0tngc3vTAHWhknavieIo5VpOL8YulxAmXhWrtXKs586KD7BEu17XeaW3WH23Xj0ouLjLznltEu+c4vEkq41JK0KloORKdKZCFLSs5eiKjLbT/rNYyeL6ueae1WF4x4BDZeA375rxphdVhXtxLAX0FVGQ9Nb6jK3ini0Mg3nl+nTT50d9cJTH8m0O/nlsN1upwzqWkmB3W5HtFJqbFHJmExfuazW13fbIowza90djShjHkBtWbxB2aErXztUz2suJfRuEeOM64KIx/Flc09xmkzxvjakxe2BfRcsz77XZZ7n+QD7rrRC21L2g3BKdnMUFPveCiCHAN7UtSUMo5w7Jjnn7p/Wc2r26tKqcByS3XaFgo4EVBXY991u51vhaasIrYpUflYUrjIamt7+nudydjBamYbzK9YP23sqk5pmKC4KfbMaeeoi9rPt7EHdKilgUJZSmVCsTvjqGbfvqWit2IAdzQFp9H3m/Q3KI4B6N3NKcSnBd/O9hu8C/+PEWX8X0fdzNE9qcGV0YN8Fo9n3q2fP/cd+7HvTq9iVybN5xhV9L1WHmRcF7Lvpk4gSjZKNuJ0VES2fXO8wNfZnZoW0mH3EKqJKsLyRsC2P/MC+05mdszI0+tVlXpTqCCOHTVlGQ9P7joU9a4wyjcwvW/lhgTK1asSYqoVEIsSgrpcU2O12A+07Obk8+07pMsOyIvLlNenhE/IX1aX43i30NM8F/sd5z3q7CPIZ2PeDsCz73lW2gH3Py6qrlVGbZ+qy6KM5Cxnz4umksyKDRdHFPlvDY7p6ZyRRte98tj/nkUB2H1WRZXZUw+HHjOPUZoVZV29h33e7pgHnbVUwQR4RZG/tu7lGqWXdKS3yNCzd0bOMVaYR+XXbd9dEOGiqFmJxeatUS6pRo68l/Av1dvpiGWLfxbrUgu17J4I18ebhKddOEvfGGfVubpcSvssN7Lv9ONGR+l6me7oWoqIf0b6MND6w74LR7Pvl1bX/mN6+9xXXa9/bS41RV/xl3zdVRZOIzTMKVci+x0Xf07Xv9v5qkUDXF5uqxo2DfTfY992uLsuiaBqdHA7qdluz2LnixSqj4el9h2KP6bcv06j89vp0ad273tC+7ydgtgesiZ9dUrycxL4IJX2xxNh3rWFF732ft37qWGbyJtpMlH13tyLH3XwuxfNugddwXqA9rvfigZdxOn53UUcuRd8M2HfBcuw7rbY++16TLe95WbHvr9Loe1GInh32vUVsnrlt9L3mm4bn3P8r0fe8KHLu1+Wei6z/hgX3nQwl+sMetPg6Z7Sty7yo1Jme0vTqvv1ardh8XJTR8HQRZ2LV+9ZlGplfaVK7BlXqVSMwzC/JqYpvpFgltXN7mtgNEoshPvrOa8hio+8sm4Oj77ZFJ+OcdjeHS+EfVN/N9xrOC/ymyH822EU4wh8ThgVg3wWLse+aWSSVz7bvdPNMTf7YYetI5VSTus3FWykGk66RqV2OKOhW+JtG32V3M+eRwNr7boyca5GZ1yTNlok9FLDvVVnWLMNtDRENr2msRdE790Y9fplWRoPTbXtuTz1vXqaR+Q2s+0t8w/ySvPvO9b0mVlKw7y1DNs/IpUOmDA/MpiKayL5sCL5taVo2/VlX7hZwKb53i3qkuMD/ON/ZuC4iELIfHdh3wWj2/eLymf/Y5999j4m+U/vOF6T9Fn219t1k3Mxy2lQ7aBCOvnfUZPPp/GVlGzxyPriR3VZ6MN5Yvboq2rUf+YUh2PcOnmFZyViMsKi6/1VFVpR8LUcto4HpyiBP5p7jlGk4v/51f2sewod5vly+sLrEvhWgl5RVsnTzjJK+WIbYd3vHBA1Tu1Y2Zo3owB3D0W63c62jsqtDRtVzN//HPY10WPRdf5x2e7FUpaxymriGOupR34/NM/tivfa9GWzLonWPTRodx90sbPgLYIWcqXnp1wmz3lB5YgqEmu07NZ+c80jQR4jllmM6utEQIA/fSGshr3HtwlhDnXPbd6KKVTmkOeYLPGoZ3SSdP5ftnR6nTMP5lVNHcQdu0ClFRc7Kt1lCtWKtUi+pusyzorBLx5W+WAbZd2Haad0Ru0pSqVF8pqe9dp8bHgUQDWoXNxFW7tbjtO/6uzleQ3uYekGsfVefrpsj576hiYB9F4xm388vrvzHTP7VVR7olRay7e4RfSfontUOVdXNX9skEXoV84cedBVnHcu5cfdhap3Wn/cBC0TfO6qiF0ud4XVCuv4R3+nr0KhlGs4vhi4XEcq4epVZ9zZTsPJatPLspw6KTzCafX96fuk/ZmLfwVAgnQFSTAe09QN9XMC+x7PyWrTy7KcOik8A+w4CQDoDpJgOaOsH+riAfY9n5bVo5dlPHRSfYDT7/uTphf+AfU8USGeAFNMBbf1AHxdQJp6Va7Xy7KcOik8wmn3/7Mm5/4B9TxRIZ4AU0wFt/UAfF1AmnpVrtfLspw6KTwD7DgJAOgOkmA5o6wf6uIAy8axcq5VnP3VQfILR7Ps2gscAAAAAAAAM5FBGeZ6MZt+DT0L0PVEgnQFSTAe09QN9XECZeFau1cqznzooPgHsOwgA6QyQYjqgrR/o4wLKxLNyrVae/dRB8Qlg30EASGeAFNMBbf1AHxdQJp6Va7Xy7KcOik8A+w4CQDoDpJgOaOsH+riAMvGsXKuVZz91UHwC2HcQYJh09J+Cp/8oyiL+gRTUoumAtn6gjwsoE8/KtVp59lMHxSdYoX2viqyjqOoyzyiN95Spgt6grgGrcFuHroiUl/WuLvO8rKnK8prKr+6M9b1V91GXOZ+/VIXMqVO0GWsyFlxbOgtsfmcKsDZM0vY9QRytTMP5xdDlAsrEs3KtVp791EHxCRZl39lIyYdDZt+NRy8qPv6SU0675Du3SCzpWplbFSwHI1OkMxGkpGcvRVVktp/0m8dOFtXPNfeqCsc9AhouAb9914wxu6wq2olhL6CrjIamt9RlbhXxaGUazi/Tp586O+qFpz6SaXfyy2G73U4Z1LWSArvdjmil1NiikjGZvnJZra/vtkUYZ9a6OxpRxjyA2rJ4g7JDV752qJ6vy9wTlHE10uA447og4nF82dxTnCZTvK8NaXF7YN8FS7Pvrprjse9KK7QtZT8Ip2Q3R0Gx760AcgjgTV1bwjDKuWOSc+7+aT2nZq8uc3+fRbLbrlDQkYCqAvu+2+18KzxtFaFVkcrPisJVRkPT29/zXM4ORivTcH7F+mF7T6XLa4biotA3q5GnLmI/284e1K2SAgZlKZUJxeqEr55x+56K1ooN2NEckEbfZ97foDwCqHczp/LcOWg43833Gr4L/I8TZ/1dRN/P0Tx5rNeIwL4LRrPvV8+e+48Z2XcyLnqi76XqMPOigH03fRJRolGyEbezIqLlk+sdpsb+zKyQFrOPWEVUCZY3ErblkR/Ydzqzc1aGRr+6zItSHWHksCnLaGh6a1dkAY1RppH5ZSs/LFCmVo0YU7WQSIQY1PWSArvdbqB9JyeXZ98pXWZYVkS+vCY9fEL+0lTRuGFDRBH8auuO2/M471lvF0E+A/t+EJZm313joPCgVVcrozbP1GXRR3MWMubF00lnRQaLoot9tobHdPXOSKJq3/lsf84jgew+qiLL7KiGw48Zx6nNCptbwL63VEWW521VMEEeEWRv7bu5Rqll3Skt8jQsvWv1Ypgaq0wj8uu2766JcNBULcTi8lapllSjRl9L+Bfq7fTFMsS+i3WpBdv3TgRr4s3DU66dJO6NM+rdHH2JA+/8SsG6wH6c6Eh9L9M9XQtR0Y94rNeIwL4LRrPvl1fX/mOfX121K5saodnZHlPa96poErF5RqEK2fe46Hu69t3eXy0S6PpiU9W4cbDvBvu+29VlWRRNo5PDQd1uaxY7V7xYZTQ8vR+p7DH99mUald9eny6te9cb2vf9BMz2gDXxs0uKl5PYF6GkL5YY+641rOi97/PWTx3LTN5Em4my7+5W5LhbnxzTADXdB9l37XG9PQq8jNPxu4s6cin6ZsC+C5Zp3+3ayAY/s+U9Lyv2/VUafS8K0bPDvreIzTO3jb7XfNPwnPt/JfqeF0XO/brcc5H137DgvpOhRH/YgxZf54y2dZkXlTrTU5pe3bdfqxWbj4syGp4u4kyset+6TCPzK01q16BKvWoEhvklOVXxjRSrpHZuTxO7QWIxxEffeQ1ZbPSdZXNw9N226GSc0+5GP8D3niixCK2RDrPvjsdFnQ12EY7wx4RhAdh3wXrtO908U5M/dtg6UjnVpG5z8VaKwaRrZGqXIwq6Ff6m0XfZ3cx5JLD2vhsj51pk5jVJs2ViDwXse1WWNctwW0NEw2saa1H0zr1Rj1+mldHgdNue21PPm5dpZH4D6/4S3zC/JO++c32viZUU7HvLkM0zcumQKcMDs6mIJrIvG4JvW5qWTX/WlbtpIS3HDRyNdJB99z/OdzauiwiE7EcH9l0wmn2/uHzmP6a371VBK59r84xm3/mCtN+ir9a+m4ybWU6bagcNwtH3jppsPp2/rGyDR84HN7LbSg/GG6tXV0W79iO/MAT73sEzLCsZixEWVfe/qsiKkq/lqGU0MF0Z5Mncc5wyDefXv+5vzUP4MM+XyxdWl9i3AvSSskqWbp5R0hfLEPtu75igYWrXysasER24Yzja7XaudVR2dcioeu7m/7inkQ7dPKM9Tru9WKpSVjlNXEMd9dzWa0Rg3wVLsu+uNajdzr15pixa99ik0XHczcKGvwBWyJmal36dMOsNlSemQKjZvlPzyTmPBH2EWG45pqMbDQHy8I20FvIa1y6MNdQ5t30nqliVQ5pjvsCjltFN0vlz2d7pcco0nF85dRR34AadUlTkrHybJVQr1ir1kqrLPCsKu3Rc6YtlkH0Xpp3WHbGrJJUaxWd62mv3ueFRANGgdnETYeVuPU77rr+b4zW0h6kXxNp39em6OXLuG5oI2HfBaPb9/OLKf8zkX13lgV5pIdvuHtF3gu5Z7VBV3fy1TRKhVzF/6EFXcdaxnBt3H6bWaf15H7BA9L2jKnqx1BleJ6TrH/Gdvg6NWqbh/GLochGhjKtXmXVvMwUrr0Urz37qoPgEo9n3p+eX/mMm9h0MBdIZIMV0QFs/0McF7Hs8K69FK89+6qD4BLDvIACkM0CK6YC2fqCPC9j3eFZei1ae/dRB8QlGs+9Pnl74D9j3RIF0BkgxHdDWD/RxAWXiWblWK89+6qD4BKPZ98+enPsP2PdEgXQGSDEd0NYP9HEBZeJZuVYrz37qoPgEsO8gAKQzQIrpgLZ+oI8LKBPPyrVaefZTB8UnGM2+byN4DAAAAAAAwEAOZZTnyWj2Pfik7XZ78Xx3qOPx48cHfHrSB6SDFND24Af0gTLQCtlf8wH7LoB9xwHpIMXhD2gLfaAMtEL2cbgO2HcB7DsOSAcpDn9AW+gDZaAVso/DdcC+C2DfcUA6SHH4A9pCHygDrZB9HK4D9l0A+45jVOkeFUev1e3PZ+VRVjy0f072QC2CttBnbgeUgVbI/hoO2HfBCu17dZx1bKp3X8szyr3y3eeN1/SQPzg7fFU+hHSdgPfKd5/vpHStevWDe/mDs93DjUO8e+VD+4OcfgIws+NWvf9ZebSpaMrDjcypU7QZazKNtm0dc2lFhDJzwuo4y44f7fe1RyvTcH7hPFwHlIFWyP4aDth3weLs+6PCGtfbgu9+7kbKs/JoU737Wk6GfHKKj6bkaO3pwavyPtsM16ed/7T2wnIwMoXG4xPXs5fiUcFncdVxlmVCB3F0sqh+rpHo4cZhQAMaLuHw2/eL59WxMm3uL3u4yY5eqx7cIwK6ymhoevtr/eCeVcSjlWk4v0yfPr7gaDuPisw1mSGxiX3PdvZRcxwlhUNqVT+4RyprX/1s9WrWrNqjj4J1p/gNZ7nW6mhEGfMAasviDcoOXTn6Z8fduqc7e3VXI/W0a/8FEY/jy+aeLsJkqi9i1gE6vdMIxTeZE06SZdn3R4Wr6njsO2uFLvv+qOh6tJTs5lhthktnrAZZx1CauujNecPuZ1mSOVsK2vs/3PTZefe13N9nkd4tf3C2o5PGd1/LTb8J+94d7hWerPEWtCrWD+6ZsYf+7CyjoekXz5s+IT/SR6zbl2k4v2L9sL2n0uPVD+5l2b3iWLFcOzZPWMR+NqvmKCWFQ9NKNeWqevaVdKWrfnCvudhxwzkdig14ThsC6T0eFRlJdDcoTztS72ZO5Uf33Kbf8W6+1/Bd4H+cOOvvIkxx7x5u+mmeveo4UfFN5oSTZDT7fvXsuf+Y3r77jLVn84wr+v5AXfW+VxzDvhv7TqxDo2TjaY5eq2k7l/I+p9MhdvDimN0hLWYzhp2VRzH7qdiiRCcO1wH2/YIHcpyVoRHzrDzalLZpIM7bVUZD01tHLgtojDKNzC9b+WGxUrXuxXiphUQihH3XSwqH1EqvIZp61pX66nRa9l28ef7gTLhVkR1n7t59LdeXetx3MyJH9OqikQZFVi7wP8571ttFkI4I9v0gLMi+c88tKpPwoA+78FjU5pmz8vhevvrouxVN3xRd7LN4SJVsfUko+m66POJNk7Lv7fYMK6pBFyXIBMY4Tm1W2CgD+94Ley9vnbEJXFFL3dt3c00P00ovo6HpXasX0e6xyjQiv277rt4/xktVx4sIUfNWqZZUo4a+30NLX+wRsu8e9ehl6vdM0rXvXUOwJt6kE3DlTt3Ut7vw3K1zF3GWVzTS4fbdfpzoSH0v0z1dC1HRj2hfRpqk+A5llOfJaPb98uraf0xu3+muL6u2qRGaC3u1Wtr36rhJxOYZ5ahC9j0u+p6ufefbLdo8UvtI10wbk9flWo3ZwL5fPN9dPK8fvFYcN40uU7bhdvvU9Ym6fVhlNDy9dzN8tB6nTKPy2+tzVh7RzTO66Qx7qf0EzPZwWBM/u6SaUELXEsW+CCV9sYdr73u/x8OhnqxLbQOUzrJnlt89UMcy0xBE+42y7+79uo679feJaYDWNUPtu/a43h0FXsbp+N1z3eA+0lsW36GM8jxZln0n9UZURzb4mS3v98qHr+XHj4zRpNH34lj07LDv7SE2z9w2+i42Dadk3x8VzV5DHkalnVfTP3ZScN/J6L4BCfv+7mv58SN1pqc0vXf79mu1YlcZDU8XcSZWvW9dppH5lSa1a1APNjfZPEP3raZ+iG+kWCVlq2F+jd0gsZjDH32PU68/2mG0r65zV0+Pv5BA0kD7LhL5F1W1u1FPT+6vf8NVa6TD7LvjcVFng12EI/zhXo4Yo/gOZZTnyYLsO9/xErTvdPNM++ujoo1DkFuZ8DxZb12rfW9lqdpIYbt5pv/W3Y2i77K7mfMAYO19Nzsmuyqh2He+30MkPt893NCfYd93D1+j36/YmRpCvw960S7X5sebtv0237uwLtPKaHC6/Io2W1G5dZlG5jew7i8P3zC/JO9+ITZG6iUF+25rpW+JiVBPM8uJxQAAIABJREFUHGYjTQLqiUYkG4Jvy5CWO/+Xv5W7aSEtR0t0NNJB9t3/ON/ZuC7C8dfAYN/3xWj2/eLymf/Yy1dXtbUe0W41+y7/Whb+cCRvMzzj3Yai57uLbnojdhuHo+/d0QQAyBdeD5/fCCl2osKI70rqwXhj9c6q43ttfu0/7w37ftHIKLaYZ/Jv25k13+NH3WzwUZFtSjJpdJXRwHS5p4Js/B2tTMP59a/7Wz0eH+b5cvnC6hL7VoBeUlbJ0s0zSvpiD59996rn/sa2sWtp2Xe1IZAs6Ouo7G6h3S+eu/k/7mmkN/nqqnxcYCO79nTzEVL0bNSjvh+bZ/bFkuz7TvtjtH3B9xWRbJ55sGm/utTMjEn99rBO+04UJoFz8/28rutviyDcj/N9wxfd11/mPAD0EeI+v7teijYv3q+uml+1f6AA/2xTd1A7y/5UlPiUNMfEE7vK6Cbp1r/N1KaMVqbh/Kq7lvmfau5dFIX9IR25z2cJXRlrlXpJ1Q/uZccbu3Rc6Ys9PPbdr16P9RdOHbHeOVYtPtPT3rYf+nkUQDSo53F/cEy5G5NX79X1d3O8Rn8ELoi17+rTyUdI0ZNMke18E3n3C9h3i9Hs+/nFlf+Yyb+6ygO9/KtLpsNC9N0pHfsipv0N924nrr0O29HF2h3tfNYhHMcGhvBhal3f97HwFf7ZJs2+t4OfNUhQS+H6R3yn3xwyapmG83vjurf4I0KZ2/x9nkUdK69FK89+6gfsu2A0+/70/NJ/zMS+44B0kGKGB7SFPpMpA/ser9WSj5VnP/UD9l0A+44D0kGKwx/QFvpMpgzse7xWSz5Wnv3UD9h3wWj2/cnTC/8B+57oAekgBbQ9+AF9oAy0QvbXfMC+C0az7589OfcfsO+JHpAOUkDbgx/QB8pAK2R/zQfsuwD2HQekgxSHP6At9IEy0ArZx+E6YN8Fo9n3bQSPAQAAAAAAGMihjPI8Gc2+B5+03W4ny0UYFPyNgXQGSDEd0NYP9HEBZeJZuVYrz37qoPgEsO8gAKQzQIrpgLZ+oI8LKBPPyrVaefZTB8UngH0HASCdAVJMB7T1A31cQJl4Vq7VyrOfOig+Aew7CADpDJBiOqCtH+jjAsrEs3KtVp791EHxCWDfQYBh0lVFXtbtz3WZZ0Vl/5wsqEXTAW39QB8XUCaelWu18uynDopPsEL7XhVZR1HVZZ5RGu8pUwW9QV0DVuG2Dl0RKS/rXV3meVlTleU1lV/dGet7q+6jLnM+f6kKmVOnaDPWZCz22jUnWBYYulxAmXhWrtXKs586KD7Bcuy77SbpKMvsu/HoRcXHcXLKOUT7zi0SS7rW2LQqWE5IptB4vEJKevZSVAWvX1WRZYHVhU4W1Rc296oKxz0CGi6BsLZD0z0kWBasj+07O8e7eDQgHWXyy2G73U4Z1OsyX0rexsZopdT8opKjaF+5rOlt322LgXfWujsaUcY8gNqyeIPymw35MfV8XeaeQICrkQb7NtcFEY/jy+ae4jSZ6k+y6jRZ/wj7LliOfWdYWzU89l1phbal7AfzlOzmKCj2vRVADgG8qWtLGEY5d2xzzt0/refUNNZl7u+zSHbbFQo6ElBVZmUZ90mMtkPTVRItC7F+2L6bvWrQDsVFoW9WI2+/iP1sO3tQr8s8z5eRtdFRllKZUKxO+OoZt++paK3YgB3NAek8+sz7G5RHAPVu5lSeOzsq57v5XsN3gf9x4qy/i+j7S5onpR+aANh3wWj2/erZc/+xT/tu1zrP5hlX9L1UHWZeFLDvpk8iSjRKNuJ2m2tEyyfXO8yR/ZlZwbuPrvsKGsYGljcS/uWRn1lZxn0Sp+3QdAcJlgVbnWCBMvV1YkzVQiIRYlBvcuUsvnUzyL6Tk8uz75QuMywrIl9ekx4+IX9pqmhcV0WvCqqtO27P47xnvV0E+Qzs+0FYpH1X6pLwoFVXK6M2z9Rl0UdzFjLmxdNJZ0XTi6Ig4Us6K3ftjc9U+85n+3MeCWT3URVZZkc16MoC7/+Lyvm1irys52cZ90mctkPT+SqPqGdJlYXbvrsmwkFTtRCLy2tO1z8rKvWVgX+h3k5fLEPsu1jfWrB970SwJvA8POXaSeLeOKPeTa2hTrzzKwXrAvtxtGADL9M9XQuL0I+wmGgoSzcG9l0wmn2/vLr2H/uz71pNVCM0O9tjSvteFU0iNs8oVCH7Hhd9T9e+2/u0RQJdX2yqmvcv8czNMu6TCG2HprMVa3Y2wbLo9aFbu517YcOmaj8Bsz3Aak6fK5o/Xt5iX4SSvlhi7Ls12d0N2Ps+b/3UsczkTbSZKPvubkWOu/XJMQ1Q032Qfdce13vxwMs4Hb+7qCOXP28G7LtgefZdr99s8DNb3vOyYt9fpdH3ohA9O+x7i9g8c9vou9h8POf+X4kQ50WRc7/OakdTG0mH59r0r0R/2IMWX+fC2g5NF2XR/ppqWUiT2jWoUn+dwDC/JKcqvjVB+xjqODRPE7tBYjHER995DVls9F1O8YfZd9uik3FOuxv9AN97Yk+Z1EY6zL47Hhd1NthFOMIoE4YFYN8Fi7Pvjupt23e6eaYmf+ywHeLlVJO6zcVbKQaTLu/2vldFt3nGCrYPi77L7mbOI4G1P9vMU1yLzLwmaTNA6gbnZhn3SVjboem6fd/tdkmWRWDdX+Ib5pfk3Xeu7zWxaDDse8uQzTNy6ZApwwOzqYgmsi8bgm9bmpZNf9aVu2khLccNHI10kH33P853Nq6LCITsRwf2XTCafb+4fOY/9mPfXXXHb9/5grTfoq/WvpuMm1lOm2oHDcLR9w66+XT+spLug1UYYhqtzTO2Zayrol37kV8Ymptl3CcR2g5Nt7YupVwW/nV/az7Dh3m+XL6wusS+FSDtWGZ37+QXV/piGWLf7R0T6k60RO272hBIXvR1VHZ1yKh67ub/uKeRDt08oz1Ou71YqpKnTRoJsLGelvp+bJ7ZF8uy7+5q79o8Uxate2zS1O18YRO6aKywqOnGe0tEUtsAWLhDr9m+U/PJOY8ERgpryzEd3WgIkIdvpLWQ17h2c6yhzgW1HZpu7pWZpq5E33f8svmWhZzeiDfhBp3S7mwjDfXQWRkZVnN499Gl1GWeFYVdyq70xTLIvgvTTuuO2FWSSo3iMz3ttfvcsEoiG9QubiKs3K3Had/1d3O8hvYw9YJY+64+XTdHzn1DEwH7LhjNvp9fXPmPmfyrqzzQKy1k290j+k7QfZUdqqqbv7ZJIvQq5g896CrOOpZz4+7D1DqtP+8DFnOL+O6TybvmboBKtCwwdLmIUMbVq8y6t5mCldeilWc/dVB8gtHs+9PzS/8xE/sOhgLpDJBiOvZm3xMFdc8F7Hs8K69FK89+6qD4BLDvIACkM0CK6YB994O65wL2PZ6V16KVZz91UHyC0ez7k6cX/gP2PVEgnQFSTAe09QN9XECZeFau1cqznzooPsFo9v2zJ+f+A/Y9USCdAVJMB7T1A31cQJl4Vq7VyrOfOig+Aew7CADpDJBiOqCtH+jjAsrEs3KtVp791EHxCUaz79sIHgMAAAAAADCQQxnleTKafQ8+CdH3RIF0BkgxHdDWD/RxAWXiWblWK89+6qD4BLDvIACkM0CK6YC2fqCPCygTz8q1Wnn2UwfFJ4B9BwEgnQFSTAe09QN9XECZeFau1cqznzooPgHsOwgA6QyQYjqgrR/o4wLKxLNyrVae/dRB8Qlg30GAYdLRf1Ke/qMoi/gHUlCLpgPa+oE+LqBMPCvXauXZTx0Un2CF9r0qso6iqss8ozTeU6YKUv7HG4djFW7r0BWR8rLe1WWelzVVWV5T+dWdsb636j7qMufzF/ufAXWKNmNNxoJrS2eBze9MAdaGSdq+J4ijlWk4vxi6XECZeFau1cqznzooPsGy7DtxlGIgZ/bdePSi4uMvOeW0S75zi8SSrjUkrQqWg5Ep0pkIUtKzl6IqMttP+s1jJ4vq55p7VYXjHgENl4DfvmvGmF1WFe3EsBfQVUZD01vqMreKeLQyDeeX6dN3dI564amP7k4yUazRRyspsNvtiFZKjS0qGZPpK5fV+vpuW4RxZq27oxFlzAOoLYs3KDt05WuH6vm6zD1BGVcjDY4zrgsiHseXzT3FaTLF+9qQFrcH9l2wJPtOwm91mTsHP2nflVZoW8p+EE7Jbo6CYt9bAeQQwJu6toRhlHPHJOfc/dN6Ts2eVd0kJLvtCgUdCagqsO+73c63wtNWEVoVqfysKFxlNDS9/T3P5exgtDIN51esH7b3VCY1zVBcFPpmNfLURexn29mDulVSwKAspTKhWJ3w1TNu31PRWrEBO5oD0uj7zPsblEcA9W7mVJ47Bw3nu/lew3eB/3HirL+L6Ps5mic1uDI6sO+C0ez71bPn/mMv9p0Omm77TsZFT/S9VB1mXhSw76ZPIko0SjbidlZEtHxyvcPU2J+ZFdJi9hGriCrB8kbCtjzyA/tOZ3bOytDoV5d5UaojjBw2ZRkNTW/tiiygMco0Mr9s5YcFytSqEWOqFhKJEIO6XlJgt9sNtO/k5PLsO6XLDMuKyJfXpIdPyF+aKho3bIgogl9t3XF7Huc96+0iyGdg3w/Ckuy7GXMVPyU8aNXVyqjNM3VZ9NGchYx58XTSWZHBouhin63hMV29M5Ko2nc+25/zSCC7j6rIMjuq4fBjxnFqs8LmFrDvLVWR5XlbFUyQRwTZW/turlFqWXdKizwNS+9avRimxirTiPy67btrIhw0VQuxuLxVqiXVqNHXEv6Fejt9sQyx72JdasH2vRPBmnjz8JRrJ4l744x6N0df4sA7v1KwLrAfJzpS38t0T9dCVCJcuoc2BPsuGM2+X15d+4+9fHXVDKSyDqkRmp3tMaV9r4omEZtnFKqQfY+Lvqdr3+391SKBri82VY0bB/tusO+7XV2WRdE0OtmU63Zbs9i54sUqo+Hp/Uhlj+m3L9Oo/Pb6dGndu97Qvu8nYLYHrImfXVK8nMS+CCV9scTYd61hRe99n7d+6lhm8ibaTJR9d7cix9365JgGqOk+yL5rj+u9eOBlnI7fXdSRS9E3A/ZdsCT7TmqgVYnY4Ge2vOdlxb6/SqPvRSF6dtj3FrF55rbR95pvGp5z/69E3/OiyLlfl3susv4bFtx3MpToD3vQ4uuc0bYu86JSZ3pK06v79mu1YvNxUUbD07VteaOVaWR+pUntGlSpV43AML8kpyq+kWKV1M7taWI3SCyG+Og7ryGLjb6zbA6OvtsWnYxz2t3oB/jeEyUWoTXSYfbd8bios8EuwhH+mDAsAPsuWJB959VGVCLbvtPNMzX5Y4etI5VTTeo2F2+lGEy6RqZ2OaKgW+FvGn2X3c2cRwJr77sxcq5FZl6TNFsm9lDAvldlWbMMtzVENLymsRZF79wb9fhlWhkNTrftuT31vHmZRuY3sO4v8Q3zS/LuO9f3mlhJwb63DNk8I5cOmTI8MJuKaCL7siH4tqVp2fRnXbmbFtJy3MDRSAfZd//jfGfjuohAyH50YN8Fo9n3i8tn/mNy+26NuLT6+e07X5D2W/TV2neTcTPLaVPtoEE4+t5Rk82n85eVbfDI+eBGdlvpwXhj9eqqaNd+5BeGYN87eIZlJWMxwqLq/lcVWVHytRy1jAamK4M8mXuOU6bh/PrX/a15CB/m+XL5wuoS+1aAXlJWydLNM0r6Yhli3+0dEzRM7VrZmDWiA3cMR7vdzrWOyq4OGVXP3fwf9zTSYdF3/XHa7X1bF2gaCbCxUY/6fmye2RcLsu/cMIoa7No8Uxate2zS6DjuZmHDXwAr5Mz+PKdZJ8x6Q+WJKRBqtu/UfHLOI0EfIZZbjunoRkOAPHwjrYW8xrULYw11zm3fiSpW5ZDmmC/wqGV0k3T+XLZ3epwyDedXTh3FHbhBpxQVOSvfZgnVirVKvaTqMs+Kwi4dV/piGWTfhWmndUfsKkmlRvGZnvbafW54FEA0qF3cRFi5W4/Tvuvv5ngN7WHqBbH2XX26bo6c+4YmAvZdMJp9P7+48h8z+VdXeaBXWsi2u0f0naB7VjtUVTd/bZNE6FXMH3rQVZx1LOfG3YepdVp/3gcsEH3vqIpeLHWG1wnp+kd8p69Do5ZpOL8YulxEKOPqVWbd20zBymvRyrOfOig+wWj2/en5pf+YiX0HQ4F0BkgxHdDWD/RxAfsez8pr0cqznzooPgHsOwgA6QyQYjqgrR/o4wL2PZ6V16KVZz91UHyC0ez7k6cX/gP2PVEgnQFSTAe09QN9XECZeFau1cqznzooPsFo9v2zJ+f+A/Y9USCdAVJMB7T1A31cQJl4Vq7VyrOfOig+Aew7CADpDJBiOqCtH+jjAsrEs3KtVp791EHxCUaz79sIHgMAAAAAADCQQxnleTKafQ8+abvdXh+Ox48fH/DpSQPpDJBiOqCtH+jjAsrEs3KtVp791IF9F8C+gwCQzgAppgPa+oE+LqBMPCvXauXZTx3YdwHsOwgA6QyQYjqgrR/o4wLKxLNyrVae/dSBfRfAvoMAkM4AKaYD2vqBPi6gTDwr12rl2U8d2HcB7DsIMEy6083RyVn789nJUbY5tX9OFtSi6YC2fqCPCygTz8q1Wnn2Uwf2XbBC+366yTo2p2cnRxml8Z4yVdAb1DVgdXmtQ1dEOjo5uz47OTo6OaMqy2tO/erOWN9b9f5nJ0d8/nK6kTl1ijZjTcaCa0tngc3vTAHWhknavieIo5VpOL9wHi6gTDwr12rl2U8d2HfBsux77yil22H23Xj0zSkff8kpp13ynVsklnStIWlVsByMTJHORJCSnr0Up5vM9pN+89jJovq55l6nG8c9AhouAb9914wxu+x0004MewFdZTQ0veXs5Mgq4tHKNJxfpo+7o9PfXbyzNfVJGsuTaSUFrq+viVZKjd2cyphMX7ms1td32yKMM2vdHY0oYx5AbVm8QdmhK187VM+fnRx5gjKuRhocZ1wXRDyOL5t7itNkive1IS1uD+y7YEn2nYTfrN7GY9+VVmhbyn4QTslujoJi31sB5BDAm7q2hGGUc8ck59z9096fmr2zkyN/n0Wy265Q0JGAqgL7fn197VvhaasIrYpUflYUrjIamt7+fnQkZwejlWk4v2L90NXRdUPxZqNvViNPXcR+tmvbvlslBQzKUioTitUJXz3j9j0VrRUbcE1zQBp9n3l/g/IIoN7NnDo6cg4aznfzvYbvAv/jxFl/F9H3czRPanBldGDfBaPZ96tnz/3H5Pad1SBpsj2bZ1zR9xPVYR5tNrDvpk8iSjRKNuJ2VkS0fHK9w9TYn5kV0mL2EauIKsHyRsK2PPID+05nds7K0Oh3dnK0OVFHGDlsyjIamt52KLKAxijTyPyylR93R0c1CDWlhUQihCXVSwpcX18PtO/k5PLsO6XLDMuKyJfXpIdPyF+aKho3bIgogl9t3XF7Huc96+0iyGdg3w/Cgu07q8TCg552tTJq88zZyaaP5ixkzIunk86KDG42XeyzNTymq3dGElX7zmf7cx4JZO9/uskyO6rh8GPGcWqzwuYWsO8tp5vs6KitCibII4LsrX031yi1rDulRZ6GpXetXgxTY5VpRH7d9t01EQ6aqoVYXN4q1ZJq1OhrCf9CvZ2+WIbYd7EutWD73olgTbx5eMq1k8S9cUa9m6MvceCdXylYF9iPEx2p72W6p2shKvoR7ctI4wP7LhjNvl9eXfuPye073fFo7QBTIzTXtseU9v100yRi84zCaci+x0Xf07Xv9v5qkUDXF5uqxo2DfTfY9+vrs5OTzaZpdHI46Bq52LnixSqj4en9SGWP6bcv06j89vp4Ozr6QX9T2k/AbA9YEz+7pHg5iX0RSvpiibHvWsOK3vs+b/3UsczkTbSZKPvubkWOu/XJMQ1Q032Qfdce13vxwMs4Hb+7qCOXom8G7LtgQfb9mswBj05OuOFhg5/Z8n50csq+v0qj75uN6Nlh31vE5pnbRt/P+KbhOff/SvT9aLM54n5d7rnI+m9YcN/JUKI/7EGLr3NG27OTo82pOtNTmt5Z336tVmw+LspoeLqIM7HqfesyjcyvNKmOjo4I4xvml+RUxTdSrJK6dnua2A0SiyE++s5ryGKj7yybg6PvtkUn45x2N/oBvvdEiUVojXSYfXc8LupssItwhD8mDAvAvguWZd975KBp23e6eeaM/LHD1pHKqSZ1m4u3UgwmXSNTuxyxoVvhbxp9l93NnEcCa++7MXKuRWZekzRbJvZQwL6fnpycsQy3NUQ0vKaxbja9c2/U45dpZTQ43bbn9tTz5mUamd/Aur/EN8wvybtfu77XxEoK9r1lyOYZuXTIlOGB2VREE9mXDcG3LU3Lpj/ryt20kJbjBo5GOsi++x/nOxvXRQRC9qMD+y4Yzb5fXD7zH/u073YN8tt3viDtt+irte8m42aW06baQYNw9L3jjGw+nb+sbIPHER/cyG4rPRhvrN7Z6aZd+5FfGIJ97+AZlpWMxQg3p93/TjfZ5oSv5ahlNDBdGeTJ3HOcMg3n17/ub81D+DDPl8sXVpfYtwL0krJKlm6eUdIXyxD7bu+YoGFq18rGrBEduGM4ur6+dq2jsqtDRtVzN//HPY106OYZ7XHa7cVSlbLKaeIa6qhHfT82z+yLJdn33i/a9ce1eeZk07rHJo2O424WNvwFsELO1Lz064RZb6g8MQXCGdt3aj4555GgjxDLLcd0dKMhQB6+kdZCXuPahbGGOue270QVq3JIc8wXeNQyukk6fy7bOz1OmYbzK6eO4g7coFM2p+SsfJslVCvWKvWSOjs5yjYbu3Rc6YtlkH0Xpp3WHbGrJJUaxWd62mv3ueFRANGgruMmwsrdepz2XX83x2toD1MviLXv6tN1c+TcNzQRsO+C0ez7+cWV/5jJv7rKA73SQrbdPaLvBN2z2qGqs+avbZIIvYr5Qw+6irOO5Tg2MIQxtU7rz/uABaLvHaebXix1htcJ6fpHfKevQ6OWaTi/N657iydCGVevMuveZgpWXotWnv3UgX0XjGbfn55f+o+Z2HcwFEhngBTTAW39QB8XsO/xrLwWrTz7qQP7LoB9BwEgnQFSTAe09QN9XMC+x7PyWrTy7KcO7LtgNPv+5OmF/4B9TxRIZ4AU0wFt/UAfF1AmnpVrtfLspw7su2A0+/7Zk3P/AfueKJDOACmmA9r6gT4uoEw8K9dq5dlPHdh3Aew7CADpDJBiOqCtH+jjAsrEs3KtVp791IF9F4xm37cRPAYAAAAAAGAghzLK82Q0+x580na7nSwXYVDwNwbSGSDFdEBbP9DHBZSJZ+VarTz7qYPiE8C+gwCQzgAppgPa+oE+LqBMPCvXauXZTx0UnwD2HQSAdAZIMR3Q1g/0cQFl4lm5VivPfuqg+ASw7yAApDNAiumAtn6gjwsoE8/KtVp59lMHxSeAfQcBhklXFXlZtz/XZZ4Vlf1zsqAWTQe09QN9XECZeFau1cqznzooPsEK7XtVZB1FVZd5Rmm8p0wV9AZ1DViF2zp0RaS8rHd1medlTVWW11R+dWes7626j7rM+fylKmROnaLNWJOx2EfXnHIRYOhyAWXiWblWK89+6qD4BCnb96rIsswajvWhltl349GLig/o5JRzrPadWySWdK3IrQqWJZIpNB6vkJKevRRVweuYUhclnSyqQWzuVRWOewQ0XAJhbYem26RcBKyP7afOjpfy1Ecy7U5+OWy32ymDel3mS8nb2BitlCZQVDIm01cua57bd9sijDNr3R2NKGMeQG1ZvEHZoStfO1TP12XuiQi4GmlwnHFdEPE4vmzuKU6Tqf4kq06TdZSw74JE7XtT3YqCbcioy7yrOVUhKp7Hviut0LaU/aiekt0cBcW+E5XdPbe2hGGUcwc559z903pOTSOpeToku+0KBR0JqCrz9I57IEbboemU1ItArB+2L2kvH+h9467/rLl+EfvZdvagXpd5ni8ja6OjLKUyoVid8NUzbt9T0VqxATuaA9VC+BuURwCPIWnrqNP0O97N9xq+C/yPE2f9XUTfcdI8Kf3QBMC+C0az71fPnvuPCTbP8MrFfpP1zrN5xhV9L1WHmRcF7Lvpk4gSjZKNuN3mGtHyyfUOl2R/Zlbw7qPrvoLmvYHljcSBeeRnnt5xD8RpOzSdk3IRsNUJFihT3yvGVC0kEiEG9SZXznJcN4PsOzm5PPtO6TLjsxBekx4+IX9pqmjcsEGvCqqtO27P47xnvV0E+Qzs+0FYkH23hmFan4QHrbpaGbV5pi6LPpqzkDEvnk46K5peFAWJY9JZuWtvfKbadz7bn/NIILuPqsgyO6pBVxZ4/19Uzq9V5GU9Y++4B+K0HZTe9A9VkZFVtWSLwG3fXRPhoKlaiMXlNafrnxWV+obJv1Bvpy+WIfZdrG8t2L53IvgshCubbuPquptaQ51451cK1gX242jBBl6me7oWFqEfYTHRUJZuDOy7YDT7fnl17T+mtu+i2rrte3uxGdAVf9n3Td3Yj80zClXIvsdF39O17/Y+bZFA1xebqsaNg323eXrHPRCh7dB0rriVkFYR9PrQrd3OvbBhU7WfgNkeYDWnzxXNHy94sS9CSV8sMfbdirXsBux9n7d+6lhm8ua1EI4G5W5Fjrv1yTENUNN9kH3XHtd78cDLOB2/u6gjl6JvBuy7YDn2PTb6XpMt73lZse+v0uh7UYieHfa9RWyeuW30vea7kOfc/ysR4rwocu7XLQfZf8PC7C6yUaI/7EGLr3NhbQeny1Bi0kUgTWrXoEr9vQLD/JKcqvjWBO1jqOPQPE3sBonFEB995zVksdF3ls3B0XfbopNxTrsb/QDfe2JPmdRGOsy+Ox4XdTbYRTjCKBOGBWDfBcuy7+41Zdu+i+X0vKxNqJ1adGNCiQ9YvJViMOnybu97VXSbZ6xg+7Dou+xu5jwSWPuzzTzFtcjMa5LIQoriAAADZElEQVQ2A6S2cLbecQ+EtR2crq0jJ1sEgXV/iW+YX5J337m+18SiwbDvLUM2z8ilQ6YMD8ymIprIvmwIPguhZdOfdeVuWkjLcQNHIx1k3/2P852N6yICIfvRgX0XjGbfLy6f+Y/J7Tv91apCfvvOF6T9Fn219t1knGwm7voAETQIR987arL5dP6yku6DVRhiGq3NM/bGoLoq2rUf+YWh2XrHPRCh7U3SdfueYBH41/2t+QzPO18uX1hdYt8KkHYss7t38osrfbEMse/2jgkapnatbMwa0ck4hqPdbudaR2VXh4yqz5B4P+5ppEM3z2iP024vlqrkaZNGAmxs1KO+H5tn9kWi9l1aQxLJ1ae0rs0zZdG6xyZN3c4XNqGLxgqLcrm7dcIutQ2AhTv0Wu5Mbj4555HASGFtOaajGw0B8tmltBbyGte2jjXUuaC2Q9O90ff+SakUgZzeiFfiBl32jeaszN4SqhWrObz76FLqMs+Kwi5uV/piGWTfhWmndUfsKkmlRvGZnvbaioXwmI1QZt2GZOex7/q7OV5De5h6Qax9V5+umyPnvqGJgH0XjGbfzy+u/MdM/tVVHuiVFrLt7hF9J+i+yg5V1c1f2yQRehXzhx50FWcdy7lx92Fqndaf9wGL2YZ+98DUXXPqRYChy0WEMq5eZda9zRSsvBatPPupg+ITjGbfn55f+o+Z2HcwFEhngBTTAW39QB8XsO/xrLwWrTz7qYPiE8C+gwCQzgAppgPa+oE+LmDf41l5LVp59lMHxScYzb4/eXrhP2DfEwXSGSDFdEBbP9DHBZSJZ+VarTz7qYPiE4xm3z97cu4/YN8TBdIZIMV0QFs/0McFlIln5VqtPPupg+ITwL6DAJDOACmmA9r6gT4uoEw8K9dq5dlPHRSfYDT7vo3gMQAAAAAAAAM5lFGeJ6PZ90NlAAAAAAAAgPUA+w4AAAAAAEAywL4DAAAAAACQDLDvAAAAAAAAJAPsOwAAAAAAAMkA+w4AAAAAAEAywL4DAAAAAACQDLDvAAAAAAAAJAPsOwAAAAAAAMkA+w4AAAAAAEAywL4DAAAAAACQDLDvAAAAAAAAJAPsOwAAAAAAAMkA+w4AAAAAAEAywL4DAAAAAACQDLDvAAAAAAAAJAPsOwAAAAAAAMnw/wMH2OcYg4Tv/QAAAABJRU5ErkJggg==" alt="" />

优化后：

统计表：

aaarticlea/png;base64,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" 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详细表：

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" 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