基于Visual C++2013拆解世界五百强面试题--题8-数组的排序和查找

时间:2023-03-09 19:52:54
基于Visual C++2013拆解世界五百强面试题--题8-数组的排序和查找

用三种方法实现对一个数组的排序,并设计一个函数实现数的查找,要求时间越短越好,空间占用越少越好。

对数组排序的方法很多,我们选比较常用和容易的三种排序,直接插入排序,冒泡排序和快速排序。

直接插入排序:每次从无序表中取出第一个元素,把它插入到有序表的合适位置,使有序表仍然有序

冒泡排序:比较相邻的元素。如果第一个比第二个大,就交换他们两个,依次让大的冒到后面

快速排序:通过一趟排序将要排序的数据分割成独立的两部分,其中一部分的所有数据都比另外一部分的所有数据都要小,然后再按此方法对这两部分数据分别进行快速排序,整个排序过程可以递归进行,以此达到整个数据变成有序序列。

查找的话,我们直接使用二分法查找,可以使空间占用和执行速度达到一个比较理想的效果。

了解了排序的基本原理,就更容易理解下面的代码了:

#include <stdio.h>
#include <stdlib.h> //冒泡排序
void BubbleSort(int Nums[], int Length)
{
for (int i = 0; i < Length-1; i++)
{
for (int j = 0; j < Length -1 - i; j++)
{
if (Nums[j] > Nums[j + 1])//如果前一个数比后一个数大,则向后移
//内层的一次循环完成后最大的数依次都到后面了
{
int temp = Nums[j];
Nums[j] = Nums[j + 1];
Nums[j + 1] = temp;
}
}
}
} //分为两个区,左边的数都比右边的数小,
//返回值为中间数所在的位置
int Partition(int Nums[], int left, int right)
{
int midNum = Nums[right];//定数组最后一个数位中间数
int j = left;
for (int i = left; i < right; i++)//循环比较第i个数和中间数
{
if (Nums[i] < midNum)//如果小于中间数的,j指针就向后移动,
//j指针之前的数都小于中间数
{
if (i != j)
{
int temp = Nums[i];
Nums[i] = Nums[j];
Nums[j] = temp;
}
j++;
}
}
//收尾工作,将中间数和j指向的中间位置的数相调换
int temp = Nums[j];
Nums[j] = midNum;
Nums[right] = temp; return j;//返回中间数的下标
} void QuickSort(int Nums[], int left, int right)
{
if (left < right)
{
int mid = Partition(Nums, left, right);//分区
QuickSort(Nums, left, mid-1);//左部分递归排序
QuickSort(Nums, mid+1, right);//右部分递归排序
}
} //插入排序
void InsertSort(int Nums[], int Length)
{
for (int i = 0; i < Length; i++)
{
int j, temp = Nums[i];//将第i个数保存起来
for (j = i - 1; Nums[j] > temp && j >= 0; j--)//依次将第i个数与前面的数比较
{
Nums[j + 1] = Nums[j];//如果前面的书比第i个数大的,则向后移动
}
Nums[j + 1] = temp; //最后将空出的位置装入上面保存的第i个数
}
} int BinarySearch(int SearchNum, int Nums[], int left, int right)
{
if (left <= right)
{
int mid = (left + right) / 2;
if (Nums[mid] == SearchNum)//如果中间数等于我们要查找的数字,则返回相应下标
{
return mid;
}
else if (Nums[mid] < SearchNum)
{
BinarySearch(SearchNum, Nums, mid + 1, right);//如果中间数小于我们要查找的书,则递归查询右边
}
else if (Nums[mid] > SearchNum)
{
BinarySearch(SearchNum, Nums, left, mid - 1);//如果中间数大于我们要查找的书,则递归查询左边
}
}
else//如果坐标数组下标大于右边,则说明查找不到数字,返回-1
{
return -1;
}
} void PrintNums(int Nums[], int Length)
{
for (int i = 0; i < Length; i++)
{
printf("%3d", Nums[i]);
}
printf("\n");
} int main()
{
int Nums[10] = { 21, 4, 44, 13, 8, 1, 5, 6, 7, 14 };
//BubbleSort(Nums, 10);
//InsertSort(Nums, 10);
//使用那个快速排序
QuickSort(Nums, 0, 9);
//打印出排序后的结果
PrintNums(Nums, 10); //使用二分法查找数字
int SearchNum = 21;
int SearchNumIndex = BinarySearch(SearchNum, Nums, 0, 9);
printf("查找到%d数字下标:%d \n", SearchNum, SearchNumIndex); return 0;
}

运行结果:

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IneZppdWN6PdZ8al68ldbyGrSI+inJA4FZ443guEbmal2RTSiTeO0a2wkzZV1bln4kMmHiyrQxEWtu7CjjejC2obmLbW9h2z35woMEKJEJWQtszVtv2DXU7jiqX8CEq+s5cq+1H+ryTL8hYAgYAobAeEHAiFjU0rx27PttdEDD2++nPQsW0oy5C2nKFjdypkn9H7uofQ2PHmGUCYQicxSKCQcTmlqkRWuulOgs5um/DjetySRKOZSUywxqazeTqfkNVMf5ItLFQ0lb1+ooGCQD/SET5OnRqDhR2M3r2IIHCDo4vZunVtP6RZa/2J4NHTwChynKjjUpXSpU6pFt2KC2M3YPdjA2zBalLK8rX71ziqqnptamaAoxJ5nHse5rva+06cTTz6RFPB277Y4nShjZ6qFN61t5PMycIWAIGAKGgCGQHwEjYhE2nXRwdxRgjw/PDONK8eMJwxYhYs0NjbSqjZ8qxMiUkqK6BprP5Km7vSMmU1Df3cXjaUyyMEcXsSwtN5hC5BG3pGNSlpCvFR05+pOZOJTO58MF1oF18BRlB5PMRh5aa9f65OgtJSJlg8ega2s0bBfbWcAuVyKIFn9KKb6QLBbqL5tHxE9Nfh/rxMwZAoaAIWAIGAJlRMCIWBnBzFIlU2uc4NZC8XYWq5PrpmobVxE4WtpFnCqxBYYjd1tlTVgqh5CXIK6ujsfEmGYl2VkgMBivjtz5qdccUjgY3ZWUdx5d2noWVXc9QevzbF1RSdaaLYaAIWAIGAKjDwEjYsPUZiBka2U/rvnUwAvrlWi5Ren5jMDaqQYeNUuuB+NJu6JdHRMy6tDSis7Wv6BOUTbz9CsvtK8cV66pyePo3JsupnqQsBtLmZKsHCTMEkPAEDAEDIHKR8CI2DC2kRud8nNrwZon6gin4AKDMke1eEoTTKy/UahAf2ItWaB+sF6domxurkuZ46caG+rkKciIpvnp2IiFDtaAzPzlmJoECbuc14U9R9+/2khYJswWaQgYAoaAIVAWBGwfsVJg3N1Jr7D8lBlz+skVrOWKJHnx/GJmUN1b/QCVW5SOpxRXhxtz4enA1Y0yrYhFXyAxDcK8nKIGjEBFOgt5vP5aXp+Ghe/q/FOTGhzckR8oaGdGWFsbbTuh+jpkfZfbANbF+YcHVKCCj/XLlIQNZo8wbF/RSq1NuvNYBVfYTDMEDAFDwBAYMQRsRKwk6HmvMd5XDNtanDi30D5iWMtFvC0EP10Y6McUo9umwkfK4n28BilYJ5Z4wpL18JOQq3nvLlYlDjo20CreNyxQnM8L/Wvx+qE4v9tHLF+G0uO7sGnt/GCfMlXBZa9tx6uR4rp1bFhL7YtZVmUq8ciL88+V/cJ4fdid81IWYoTMkbNwV30Ruvhy4plMcdhj7PtPVVN1NT9pucm2e02BaEFDwBAwBAyBAIGq0057Y9/MmTW0fz9vWDlI19vrdll65ZLpdIg/oZv0w700mT/53Lp162jlypU5yTU1NTlxFmEIVDwC9U08Gkalb5XhK9bTY1vAVnwbm4GGgCFgCJQBAZuaLAOIpsIQSCNQU80/ILY9Xdp+ZWklFjYEDAFDwBAY8wjY1OSYb2Kr4Egg0LNpPbWORMFWpiFgCBgChsCoQsBGxEZVc5mxhoAhYAgYAoaAITCWELARsbHUmlaXMYPA1KlTx0xdrCKGgCFgCCgCBw5ELxLUqHF/NCI27ruAAVCJCBgRq8RWMZsMAUNgsAgYEctF0KYmczGxGEPAEDAEDAFDwBAwBIYFASNiwwKzFWIIGAKGgCFgCBgChkAuAkbEcjGxGEPAEDAEDAFDwBAwBIYFgXFIxObQjMvuoRMvW0JThgXiyi2kobmNd+wv9pVJlVuP8lnGr2FazZjoK6bKp3gENY3FOg0PnGP9/Bjr9RueXmKlGAKDR8AW65eE4UKadU0LTd6yknZs6ew/J79Hsi18zyPh1Ucb+Ht0ubpGvKqolo3OYz/ej7mKX1zEr19a0x694ntIKxnb5Irp4HdKbRhtwA4SoTQGqm7UYDFGzg+HO94tupwW9dxHrff511qNkfrF/axyzn/t6/0dR7Pt/dWN+HVsLa1nUbUX7N14F7Vt/G2/2dICNRdfQSsuPjaKdq9oc8H6plZqqtlEt67fRPaujwiisnvGIRHrpD33LqU9A4Fy5hyaXGQ+dwEAN2mhiJuAsDAx6xi1jMG9xLsjqlCRYAyBWFf7GmrpAtGtY4zXxBgPQVmVrbI7UX/pdzzS2RwRU375+xrugxVWibF2ftQsaqJFxDcsT8LGWv1c96mc87/07jyabc+orSdhPfxe27anOF3Cl1MLlUbG3DtzX6RNrV+gx3eqng/TpfK+XH45yH23UjX/wGha9DSt32RULKMlyhI1Dqcmy4JbP0oaqJFHkLrxQuxwgKirndaMWhLWTd3dRLWNzdRYzAvH+0HIkocGga72B2XEta6ukhtprJ0f9XTOomp+wbuOGoy1+qGvjubzfzTbnnWdOI7OXcYjYV1P0CaQMLidT9Dj7K+++EyqdzH9fzN5O/d0ot6NGx0JC/TU/9VZ5N7y3EObNm2j6kXnFK+3/5JNIoXAOBwRwxqxdTSD7qcd995PBxmQqRfcQ7PmbqZdt2+maTz1GG2lub2NXnh4s0DmZDx6C9bRiQuIDvYzRVlbh+m8kIn5/OHBT+tBUlzHBmpJkTX36zqS4BnCpAzWejTXtdPaB+toFaZCu9m/pt2XjDVCq0hmFlFAIs0VSdRAzeFasZR+ldq6YQPVrWIi1txIHZF+TQ2Pvkweh4ntQLqP74rtF9sbeMpjbRct5ulNraWbXkvZnseusORIX8tWmt9fnVJTRx0b1ma3VoE20rZJTAeqfBH2hraXxc8EDBSsq0v7XW5blIKR1i+yLVWnrL7X3tVIjWjT1DR8JLvG2TZmzo/6U/kmtY10RlKxGjP18xUaDee/Yp8+Vp7tyWtud0nLOo6laj7Jezc+n5gu3LblOaLTj6Oa2TyShdGtIl3PzuR0puhZxmVwfhkDwztzm5ro1Pr7aJvMuvtpeIwA25RlkSgXFrMRsQgfrP9aSPtvX0ov4AMCNreFjl8wRyQOPMxx33fEDQQMMvnXiXVTF48eEd/oE0vEorK8x9+wsbaqpaWFP7x+LEUORAcxcZF0llnbTt0sszpnWGo+NS/uorWQU5IE/W1MwkB8NP8GNou5WuxwQZhPW6N0XmiVqR85+OYKkljbSM055ccaS/exDc3EN25gsJbaGTvctNvY9roHEVeo3lmlFVEnjzMugIrN1vkBYVW1/bRRF0Y9xd74oYeGRiaUILwpQq0qh+7IpItJMspu73e9XHEYNQ+g77VvReENND/VzxDu5rQuHl0ZS+dH/ak8BpF4wfvYql/cX0fL+R9bHPsqyXace3y9wI8af93dwOdL4nSJDc/1zT5WRqvSBIq6XqReciQtN1P+mJrZxyUSXdgROpewjZ5mAib9PCFpgXIhYEQsQpLXjn2/jQ5oePv9tGcP0ZS5CwfwdCXW5bhF+UIoMp/Ci2+aG6L5S3+xaFgcT//xyZpYAN/VQVsxRch3tcTkEw8lbd2go2CoRKw/QQh4ejR5k8Yao+ABgg5Oz9KvuLA9jouVc4qSbYhsZ+we9CzClyVF56u32pU49lcnxmYxX/ZS2HbwiF+Sv8QY5m8jtpdt7+bL6GKQUyZuovrBsC0SxvlAPTW1tlJr3k9TkVMBtdS4CqTVEdfG2hDLrHI1rj+MWC6FD+Vrg3Tf69iaOz3aMJ8R6qatHRgNG0vnRw1V8xxOb2+vAjvG6hdUC95Rcf6nbNZgpdjuR6075AeLM66rvT117VGjM451brQqI6W0qKzpTJ6uvDRYuK8KpX/XVMfTlev52mWjYQrPoI9GxCIIO+ng7ijAnnQ4TCvGz6SKf+3IoAiPIK3CjTIcHqvjEQO+gbkRgkBfN8YLaklmNYNo58UvqYxRG0ns4umoMIPTkaM/FMnMl9aTk4GvxSAsTAAai/4Nl6skEZMqUzDga35wocLNO1m/hIJUIC2bCiv2MiwTZvUjGRqlcjKKo5F8TLcRk1twR6yfW40RKX/BD3JkeHkqKy8JA0HjaYCMXLlRIFR+1BC/rjd0CTHLHTFN50xh0i++pfQ9/rEAPIIfCw0YDut4MFgzObbOj57e9ELmsVW/sPdU/vkfWpv0V4TtfCHDpbqBpwHKdQVN1rL4kHtCch5deueH6SZ8Wo+lx+/gKc6Uk/5dXR09oZlKtuAgERiHa8QGiViJ2bF2qIXzyPoYTIetTq6bqm1cRW2NuUojTuWn0JyEu7hvlTVhqTyevESxOWuFopQyeNgOZphtfCFpbmCyySNoo9HF66gKW99vG3F2ucBjuqGWsVmTHFcrrL3MqUICec0gT4828LTpoCwZaN8DHmBizTwKxmsXu7rcNGXW08Kj//zgm1N1/jYc/fXLqttoPv8rwXa2gZeYYMufZv6Bzr/sEk8+ZyE+lHEgYzeGBZx+MYd+Sz0lrDMLs5u/dASMiJWO2YBy4IK8Vvbj8jcnrwXx+ZcS8SgEj6KlF3KW8itKnp6T6aABmZ0/k97w8auOF9qPZVe4jVzN6xoX+1+3rs3SD1zk4oOpyULTjxgxK3ZULKm9GyN9Dbxon2dKB970g+x7Mj3ZzOvEeHuRWkxL8s2nACscvedHL09L8tNqySbICY3e+uVUxUWM5vO/EmzHE/QtvKmMX4PauGo18ZNNwYhxHtwRLWvBiBfl89qup4KF9jJl+SJtG+TluH7BPC7jCV5vZm64ELCpyeFCmstJjMD49TYyZZPPhsxRrfQi6DyZ863nySM+kGg3zI8b9vxUdj/tVVsXPQUpAn6qLyU8/EGdGsB0WejS9hXTRsjPF9NmfixVbraycj9Y4xfqT/jLNTWZUCoBfVqv+KncXB1gcViDmOizTKfSkGXk9FEd1M5YYHqyUaYl3bqx/PKpsorBfjA2lvn8qMFCsX5cAstRVr+sqo3a858rUzG2g5DhASy+UuJHS1Fu5/NCtqp50X7oHIF6rqQnJsP8zj+P6nlLi20/eiLxRKb0b/7FYeQsF7FyxBgRKwXF3Z30CstPmeGepMyflclJuHWCCPoF4t18Q5JfLH5ROk//JNbz4BeSLu7PIAzFryvw+rE+LbE2DVsL5Le8tBR3s6Xa2iThYiVufZdfwK71x/qp0goYImlvN2MfQ+MX5idKLKKNgoci8BCEe4qS189xXYu8rCZKHHTA16m7lMW/WYUOqu85hV08KtbNo2HzMTKXWO83ls6PHsLysOrE/ORYql9W59C4kT3/set7a1O9GlPicQRtlx9uwdVBfrDqgyz8dGK/9fotPf6j53iriovpUiZN4vyeYCGB6l8Pj6pdfDGdy9tdOMf7k910MdWH+5P5FOnfPb2enGH7isFgr+XZURGwqUlFoqgj7zXG21qceEELnTi30D5iPA3DC8Mw/8+7MkROtkqInpDkaB4ib9mA3eGDdWKJfb50LQHLYCkBO+jYQKt43zAXLvgN/Wvx+qE4v9tHrGCukhKFeGRt+8Blr23Hq5HiumGfrvbF/LBBSSVkC4f7W+GpwbqCU7y5OrAz/1pi+7BNhiRjnQbbx22RsK+fNmqAPJ5U5F+1bkbAkTcQsVXNXTl7wuVaMtgY99RkaHMxU6n9lzrIvocCZNSHiT+vm9MHYV25Y+v82MbP9jc18V5ivJGYe8BibNWvUF8ZqfOf6Qrva4Wd34t7pCWrDiNmO4+CbW3EU85qVbhGrMh6PbWRbryD6KZlvMDeqwlfTVQsPj0bn6T6m1iH3k9EL5O8hEvb5NZFbuONXs2VB4Gq0057Y9/MmTW0f/+Lg9aoj3C/csl0OsSf0E364V6azJ98bt26dbRy5cqc5Jqa/of8czJZhCFgCFQAAjzKyJsJz986fO8gHZlKu/V+vKgvZ1PXkbFnHJRas4hWLOdtdG9dT5t4RHLMuHLVq1x6AGx9E488UrxmNR0uEfyenrHUYCVWPo+4Tc8k75QAACAASURBVE3mAcaiDQFDYJAIyJq7eMplkNoqOPs2+vGmXqpftMjvs1TBpo4V07CVQi9vNDrW7unlqle59HCPXrSonno3/TjaTkfWiyU2MB4rnWrk6mFTkyOHvZVsCIxpBOQNAzy1G87Gj9UK92y6jzbVL6flTb3UOojpsrGKT9nrte0+ah2LM2PlqleZ9NQ3LSd5mX0w7NizaT21lr1Bx7dCI2Lju/2t9oZA2RGI1u/Jekd+gmFcOH458vpWfvueOUNg7CCwjafbxyLfrbQWMiJWaS1i9hgCoxwBPAiBLZLMGQKGgCGQRmDq1KnpqLKHDxw4UHadQ6nQiNhQomu6DQFDwBAwBAwBQyBCwIhYBEXkscX6ERTmMQQMAUPAEDAEDAFDYHgRMCI2vHhbaYaAIWAIGAKGgCFgCEQIGBGLoBi7njlnnE/3XNjf2wDGbv2tZoaAIWAIGAKGQKUiYESs5JbBJpW8K7K+hqjk/PkyeL283XJbzuuR8uUZivg51HLt+bRkZkr33IV0zztOoTl0DC15x5LyELuZp9C6axfSwlRR5Ql6O8XmtEaX1sJvR0i7hRcuoXVnHJOOLhDOg1eBHINKitphUFqGIHMhvIeguDGusgFvfBjR68AYB7jI6lk7pIEaqvtfupzxFbbF+sPa3u4ddHX8mqI1qc2V3Kty8GqUDZR84B/v9eK9XHp43xzsT4QbMY9ubd7yLM1ZcDLRlkdp5c/3EYHUXHYyE6V8jvNdm522+aH7qW17dloUu+cl6vQByG+ey6Ns155C99/7CN2/mxP6LZ9ltm+mpQ+plkhz7EnpyLHLp3cWY2+s1ftAmE6hTrU3SgeBOI/m/BwYHENzmIB2bmc8i3UzX+K2IGq57HyiHN2xEoxKrltwdBxRiq8Qbr4/5FfXSW23babNWQJDine6QOC/kOZof00nlxLOdw6UooPfydkWv2iUc2ade6UoHBnZaKuQfPbj3bWrGonfwZVzzRkZi1OlWjukAClfMO4bTmd5Xn1WPvtUE96J2VSziW5dv8m/y1JTxs/RiFjJbc3vElzTQgN6Or+uLs+LoDke7/rilyQnSRi/lHVRE8mGerpJpBAiJkUgCws4z25PGnY/QytveyZVG0c+iEnWQhCMGfvo/nw35VTOzOCMo5no7aPNIF67H6GlPw+kgvKFdMztpJXfeyYibyqZP41tZSIJkrUSpFButjxaFtnLhOlCRzz7JY1aWOLIhOTeY5isLqTO2571KSEJ46iZc2jhjE66P5OUOiJRaPRuyWVLaEmiTARecmT15ym8vJwjaPvyk6UcfakIkLTbUnFFBYca77QRjOuWl2jd3DlMevfl9Iu0dMFwvnOgYKY40d2gwE34PHYvCCUCYWFi1rEhfQbG+Srb10CLG+uoI6pQZVsL66wdhraNZBuZLvzgqOO+vibu60NbbMnat913K1XzYEPToqdpfbBxbMmKRnEGI2IV3Xj1dM6ian6xbem/FOIb/CPUyaMxC4mJ2vd45OZaJgsZoxJOPhix8aSiM0c2l5AkZJhArVsAYuFIGKb6Wng8puBIGNqAb9AL9zzrSBjC2zs5FxMxnj7czMRozhkLmeRwOkb/BuqELCIzEzDRwcT0e/dH2uaAJNDRglEUCY+MSMHjSRWIaFEOWJ1SlGR/QoJjMJW67lompUxn8o529adwOPBO2dDJbdrJo7hL5j7T/whsKm/5gg3U2FhL3TxClOAsXe20ZkP5ShleTd3U3V1LtY3N1NhRuTfcJCbWDkk8xnOIN0PmF4gvajqH6vkNFeNxA9lxScQw799c105r+cLbzMP2tXoO8OtYWoJfxJHcg3W0in8t89Wb1q7poAZ+kXEjj4mtXdNO+EEtcg2Y2thK88N1HYE+J+MLalxFbTxbgJvBmq7GeIqkln+9tLGM5qs/lfi1tskXCfMIWGc0AckjY3vUeHfUGzbI0dLbHGmJpytx476fSQ2mFZl0CcFwU4Wd0YiNIw8yhUeY7jyP7sHIm3ctPL0JHTAzx2Gq68JjZARIp8I2P/Qo3c9Tfy1zi5j+zFGoEXNoCdtw/725I2wqoVO2Gka54SRoDtGEIJPEe3yGzQ+xxTx1GE6HSp4Zz3gSGaOoZQznEXYt5QLFpmi0EW0FotuPk3Z+SaZghcxmjFQmNQwe76Q+H2IifP/2k6nlDF5ruD23LV3fRR/tpIXh2sGgn4qmfs6BzLJTkbV1OOt1OCyVqME6N62X7/oAsfT0T3Tueh3Z1xB33eDc8lJ05oXOyfVF03wcueUMfPVxTq8NGvbHrRs2UN0qJmLNjdThr0spER/0ZQbXL5fg47via2B0XVvbRYuD66Sb4krZnseubBviWGuH+D4yXO0QtWuB+1XUQqmp444Na7PPmgLnip4jialRldd+g3dXNjXRqfVMxISJ+SU5/K6K8TBlOS6JmHSy2kZatQrkqcVNB0rHwDBufCFynXE+NS/eSmt57Za7bNfxpTHL4YJJok9+WEsHbqbVjW5tBjphi+98yfUaXF5L7kUQJdSfWk88HJb6heBuVGIB37DUKQHbzKMOfLvm9WNJAsWTk7lrxDD9h3Vj2/OMWAXTjdDp1lgF641AvHj0a6Ws+3JTh6ArmVN0F7ppxthitdwfMQLGMtFoCUZsMOLDo2ELkRc25huJkmnMORSOzAkeM1i3J6ox0fR2yjQkjyn5ET8hOCzeOfMYxsMTWJ6K7eRpMOcUdzeduQS6CzinV/MUEJQk6ASh4hG/giTpGB4hDEYtZUQsHtGTkb5ovVu6TK5X6IYY77Co0I+1jZ2XcdvOZFKW2Z7oZwHZl7blUdYz/FpIURbgGpwDYTn5/d3U1c0/nvj8bG5ooeB3VzJLcK62yNCZI0SJ6wN0EM5fT+gkT3zOxwrT1xBO8fprcSPiH3fiOK6RLy5dPshWFrymxPrh42sZV6aNiVhzY0cZ14OxDc1dfP1r4eufv07hQQKUiGsabM1bb9iVz1k75EMmO77c7VBE3/IkTAYM/PCxkDj8cOBzKHK+L+O+lnWudLXz+2bn8+BFczM1+DXQ8h5a/PCITkB+gfu2Jmrie959jolF6seDZxw/NdnN/SZYGM9TExvacYWenyRa3Om2bkj/Ss3qGil9He0EdbXzG/KsC8vSEcbVUHUNUW9vbxiZ1y8jJhipYuJCmOJj/9K8Hx6l2uNIiMjkLKA/WsjUPTzaEj9BmB594xsm1nQJ8YNZbpovX5lt23mUpeDTiHxzZTtAoFDuPTKyxqSPb8QtPAKEtGzHJOYMpn/bNyemLTHCpaNymg9k6x4eaSGQAY7EqNnmuedxHZkYMMEB6ZrD5Ms5v3Bf1+CpkkL1vNfpxZTh/SVOocrIIZ3MT5FmPLGqZc/laT0hgG4kLG4bFSh09O0TEb2hxzvTmt1MuPdw/1qQb4QR079B221/VvqqmzbO1FhiJNZ4uvMeN5Xsp5+ZcDChqeUbxYZo/tIRHWpYTLwUyzkmUYmHbphBbc0653OuIbH++EbEKvka1B6RMBRR4jWF7cF9TaYo1UZn6SC+2Ybo+sfYPegN9GWJ4nz1LliqtUNBeHISy90O/fUt7qOL+VdBqo938MhroouCnPd7rnBbcx/q5jsr1jGCuIvqB5P3VbnX1VQT3/bYuXe3to6TBfzjd0SsmxfGp2YmuroQ4RbOx2ldJNHSOQp9peV8eJAXxJ7enkKFZqfNwA395Oy0IDakNjqi5pLzrYXixfogArtBBJjQFHp6ESMZZ7wUjfCAKIIYzTkjMCDtZTKVXHgOssdPiEpeVyaXKg5xQjp1ZGu7jlyp0iRxRP2W7NHpWiZvIgZyspnmXMujaUxaV8JmfiIVI3GbRS8/EblH9RU+RviBBEdkp3CeOJWnm5nwbeb1apvxdCWvz1uYszYPhJOnfbd0+mlaPvKDB0sYM7rwPB4xxIhRrDE5hRnHJ3xDiHeinESAMf852644J9IQABZhpA/zwyblc24k3E3R8Mg41gnwDSdallDXQPOZPHUzK0pcIrq75GaSPauJEQb+xQ8jmYwlXfraUEvQkaM/mYlD6Xz9X1PkRsl2NPLQWns02pCjuISIlA0eg66t4e24f7uyC7R2yMYlK7bc7ZDSp31N71d6DuCXRcL5kUyNU7n+zhX+kfFgB0ZrecSYTy6MBOtAsKqSe111NVVzxADueqpmVB7HLxHL21zuIhldgeXCk1d4CBO4Q6JHDsT1SwYwFcY370C3jKhJGIQna4G5uyEuZLKyjm+iuVtIJImSqg4JIabrMteWqXDqGE1J8rYSS97htj5YGm3VwSNH2C7C5wGRKeSUCOo2G7H9wTQXpusYFXlAgBftz9nDYU8KIqJVqBCkZZFgEJ68I3pJhW4KFVjy1PLcmNTJwwo8VbyUSfASPDWo08aYHp7BhFGmU+Ppx4EsjC8n3slapUIeZxDLzSWOHKY0DSooU2uswREyXpawOrlep9av5UwXEpEzP3Xj0h2p2CrrT1M50tcQ//S0++GXkh100I3ctfE0kEy9pu+jg9ZffgXWDuXHtFwai+2j/Z4rbJD+SGio5T6aZmHlMniU6jEiltNwjvHnRA97RC9PS5L8Ohj2ovMUiPVnLdjDTEejEnIgNEqLOCE1IqaiBUfEVAhHJhhLMCWJNUDsl20l9KYt01u8ZxpG50odsfJlzAkW6stUroxiMfHiqd2WuVw2j4h18iiTjhrGRNUrCA956hqKlOZHvR8Vsrzuwn1C4lBXjIbRjOSU3kJ+CnEOE72c9Va6MJ7X2uEJ1H5dmfEuXF4Zt7IoXFBRqSACaxtX06pGXpbAD/Eo0UJ8/kElrNlpcA/cRNOXWNVVvKvDnjXx0HvxGfuTlGlDfiAJa3J4of1ocdYOo6Wlcu0sfK44+brGxf78cOdONAKdq27cxYzfNWK1uOgm27uB13NRxpRlUmp4QzVYKFaqk1EZv9YK661yPuf5tUbFK8aIkHtNUnLKT9ZdZe5eX7zuXEkeAbuQp1Z5LRemMws6eYKOF/SDcITOT1lqFIjUSt7HCuu3QBh1LRumN2X0yAvKYnJZi1X6Oi8tqzxHv6bLj6RtfshvnBsqF/KE7T2yiZbEC6kMM2X5y493VilhXOfPn6HN3E+XBFtyhOnD7U/88vdrnuR6kM+QzFEtntIshokNaE1VPkOy491aHtzw5qcE/JRUbV38tDgk/BRTSnjYg9YOblp82IFPF8jrcUDhc86BdD8p5lyB7jpMS9bKAx5rZS12sNbSly33Oh59KG5VtM80Rg7jl4jxZQiLDCMuJk9R8Q/U1ALCsraz79zuke3+NPcQlodVD2R+ssjF+v1ZIOkY7WEiJ3uBYR0V7yK/5EK86sg5WdzuyVAx+mTqrZ81VLpnWFtiBCxY7O/Xb7mtO9zoCkbg4lcWOWKhNjq79InDWA9IZMvMZykqp5gKVJCMjIZxW9+PBzSynCx0P5pJKqYsMb3LZDqDNA8N3lkGhXFu9HEhtrIIowfpxy7drU31BbQEa7kiKb8wOfoR5hel8zVhdbQyn4X5ZrJaX22WcaNqwAhUpLOQx+vHk9vYFkcd6+elXWVyHdQuTwvxepyUxg5Z3+UXTkuaX3CdkhtM0NpB0RvZdlArSj96u/190eXP6idFnCvBgn48jCJPUfK+d4n7Lxcg97qeXr8+DNtX9Hcul16rSs0xfqcm8egs9geTjbtc8xQzvDq4hozXb6DY8LHgLL3bnt5GTU28lxjvqi9bq2QJpeN4mmppvhtzJOtGW4KJxCgl9Lh1UW4ESUemOn/O02B40lCmzPgpQ15EvZkXX2e61Hop3SoiU1YjmVCtW5DeM4ztfehZWhjtaZZ8mADkbiXxIvdouhHp/GQoL2Jfonr9046os3t6Ek9Hom7BflY8woTXROG1UW0zeO8zJi3FLLyfgy0veLPX4XV40hNPfgb2Y13bjNAKfgCAH2JYwqOFc/K10ZDhHdqR7e9/K4vsfPlj63kfIuz4UuhswVou3j+QT8DmQBHORffovY+UxfvYzsbt+SexiX2+WM/adn59kN/7jwWgYwOt4j0KA8X5vNC/FvuUxflZAe9NmC9D6fHRtgE5TGwDrW3HVGxcN+wP1b4Y+yOWw1k7hCiOVDvo/l2wpXFVG9UVnGoPLXZ+7My/lrif+O1KuIfzTgPcT/icSPSTfs4V9/o+5NVpf0feQMRW8dYobooy3WfcGultmwqdy7k2j9aYqtNOe2PfzJk1tH//i4Oug2618Mol0+kQf0I36Yd7aTJ/8rl169bRypUrc5JragYwNZejJRkhi3Oxoesa7RjJ9MoJ1VNTaxPRfa3JTV0zDJSn5AbzLsMteP2Pf1dlkYv93VYKIDNumwk3danGJcmSxrr9yHhBvEaAOBa5kF2zDPjoiRZGYBwpxC76/v2Hu0+WqdeYLGIECVO4vn6pQtN4Z6+bS2XKCDo9JbziCCOUwdOoUJmwpd+2yzBiBKOE7PMEdFn6QM0iWrGct0C+dT1t4tFkcyOEgLXDCAE/ioutb+KRbNzq/L6Z6XCJVevpGV0XgPE7IlZiw46M+Db68aZFtHzRIvrxtsKvOYo3LB2opfxuyJx3VebTlTGiBkJV1DsP3QhbPs1DFa9PPcpasWjEEATIv2ngQozC3R8send17ORRtqyRscHjPcCaZox4jpgtA6xCmE3WsfFU95KZPMXsn1AN00vy49H3Xt4YcnRdg0uq4qgQtnYYFc1UOUbyNOSieurddGs08yPrxfieNz7Gw4iMiFVOb8y0pIffvbWpfjktb+ql1oJTLpnZLdIjUOipx0JEplC+coBbqOxy6K94HUUT+CJqwm+haB0vV+4i4BgxEWuHEYN+NBZc37ScFuFVRsEwds+m9dQ6GiszQJuNiA0QuOHL5nYY3jR8BVpJhoAhYAgYAobAsCCwjZfejPffT+OSiGFRfr8vSh6WLmiFGAKGgCFgCBgChsB4RmBcErFSGvzAgQOliJusIWAIGAKGgCFgCBgCRSNgRKwfqIyI9QOQJRsChoAhYAgYAobAgBEYxxu6Dhgzy2gIGAKGgCFgCBgChkBZEDAiVhYYTYkhYAgYAoaAIWAIGAKlI2BErHTMLIchYAgYAoaAIWAIGAJlQcCIWFlgNCWGgCFgCBgChoAhYAiUjoARsdIxsxyGgCFgCBgChoAhYAiUBQEjYmWB0ZQYAoaAIWAIGAKGgCFQOgJGxErHzHIYAoaAIWAIGAKGgCFQFgSMiJUFRlNiCBgChoAhYAgYAoZA6QgYESsdM8thCBgChoAhYAgYAoZAWRAwIlYWGE2JIWAIGAKGgCFgCBgCpSNgRKx0zCyHIWAIGAKGgCFgCBgCZUHAiFhZYDQlhoAhYAgYAoaAIWAIlI6AEbHSMbMchoAhYAgYAoaAIWAIlAUBI2JlgdGUGAKGgCFgCBgChoAhUDoCRsRKx8xyGAKGgCFgCBgChoAhUBYEjIiVBUZTYggYAoaAIWAIGAKGQOkIGBErHTPLYQgYAoaAIWAIGAKGQFkQMCJWFhhNiSFgCBgChoAhYAgYAqUjYESsdMwshyFgCBgChoAhYAgYAmVBYFJZtIxhJVOnTh3DtSuuagcOHChO0KQMAUPAEDAEDAFDoCQEhoSITf7hXsJnLDgjYkRGxMZCT7Y6GAKGgCFgCFQiAjY1WYmtYjYZAoaAIWAIGAKGwLhAwIjYuGhmq6QhYAgYAoaAIWAIVCICRsQqsVXMJkPAEDAEDAFDwBAYFwgYERsXzWyVNAQMAUPAEDAEDIFKRGBIFutXYkXLZ9NCmnVNC03espJ2bOksn9rBapp9FrW0nkXVXk/vxruobeNvB6vV8hsChoAhYAgYAobAECJgRKxUcGfOocml5hlqeU/Ceu74ArU9xYVJ+HJqISNjQw296TcEDAFDwBAwBAaDgE1NDga9ish7HJ27jEfCup6gTSBhcDufoMfZX33xmVTvYuzbEDAEDAFDwBAwBCoQgXE5Ijb1gnto1sz7eWpxDh1/wUKiPey/9346iAaauYSOv3QJTdHG2t5GLzy8WUKSb65PWLCOTlxAdFCmKIlmXLaOZlCgR8TmuPjdKR0ZZU+GTXM3067bN9M0nvqMtpENyleTksdjqbqOqHfj89QTJGzb8hzR6cdRzWyibTtraNGK5bSINtGt6zcl5IIs5jUEDAFDwBAwBAyBYUZgXBIxh/FCqlmwmXbcvtQRMER6EkZMrl6Q9V9uPdiJ5IjUgYeX0gtPOaIGmXiN2JwSmy23bDfdifKIydhS2gWNc1voxAta6Pg9YVmpomYfSzUc1bMztR6s60XqpXlC0mhnKo8FDQFDwBAwBAwBQ6AiEBi/U5MzeMf4h/0omDQFj15dwCNhPDrWEy3C5xEqjIbNXUIzZpaxvXLKVt2dtOf7bRS9UGj7/bRnD9GUuQvjEToV1WMdj4ipP++xhzatb6VWGw3Li5AlGAKGgCFgCBgCI4HA+CVi1EkHdweQz1xIU5kgHdy+OR4hQ/IelqM5NIXTyudSZUeK0/HpcCRoHkPAEDAEDAFDwBAYAwiM36lJJlivZDTgFL/2K52UJZuWKTqcp+yi85ugIWAIGAKGgCFgCIwJBMYvEcvTfFgHtmt7nsRKjJa1YMSL8o8jeipYJyZTli/Stq5KNNpsMgQMAUPAEDAEDAEgMI6nJlMdYPdmOsDrsaaeyE9Rluz8FOKM1B5jfrqzZHWlZNj5vJCtal60H7r6BfOIup7jJybDWPMbAoaAIWAIGAKGQCUhYEQsag1eKL8FC/P5KcUFwVOQeJLysmA7i91uSnMKk67QHXgBW1wspBlRXr/4PxQaEv9v6fEfYauKi+nS030BvKHruezf9qMn/FYV2L6CF+s32a5iQ9IEptQQMAQMAUPAEBggAjY1GQKHPbt4P/oTL3B7hElSuMeYRLgnKbGtxIm8p5jbR4xfdcR5d8xYxyQuznvg4ZW0h8NlXecf2qv+pzbSjXcQ3bTsw3STj9vGu+x/Xzd45ecqq/nRym2btmkOOxoChoAhYAgYAoZABSBQddppb+ybObOG9u9/cdDm9Pb2DljHunXraOXKlTn5a2qwS5a5QSFQ38SjYUT3td5HA6FiPT3hVrGDssQyGwKGgCFgCBgChkCAgE1NBmCMVW9NNZPZbU8PiISNVUysXoaAIWAIGAKGQCUgYFOTldAKQ2xDz6b11DrEZZh6Q8AQMAQMAUPAECgdARsRKx0zy2EIGAKGgCFgCBgChkBZEDAiVhYYTYkhYAgYAoaAIWAIGAKlIzAqpyYPHDhQek0thyFgCBgChoAhYAgYAhWGgBGxCmsQM8cQMAQMAUPAEDAExg8CNjU5ftraamoIGAKGgCFgCBgCFYaAEbEKaxAzxxAwBAwBQ8AQMATGDwJGxMZPW1tNDQFDwBAwBAwBQ6DCEKh4IlazaAW1traSvSaxwnqOmWMIGAKGgCFgCBgCg0ag4okYNiO9dVMv1Tc1kb2yetDtbQoMAUPAEDAEDAFDoIIQqHgiBqx6nt5GvVRDeFOPOUPAEDAEDAFDwBAwBMYKAqOCiI0VsK0ehoAhYAgYAoaAIWAIhAgYEQvRML8hYAgYAoaAIWAIGALDiIARsWEE24oyBAwBQ8AQMAQMAUMgRGB0ELGeXuqhaqo/1RaJhY1nfkPAEDAEDAFDwBAY3QiMDiJG2+i+1vuoZ9FyWrHIyNjo7nJmvSFgCBgChoAhYAgoAqOEiNVTU2sT1Wy6ldZv6lHb7WgIGAKGgCFgCBgChsCoRmB0ELGaat68ope2PW0kbFT3NjPeEDAEDAFDwBAwBBIIjA4iljDZAoaAIWAIGAKGgCFgCIwNBEYNEevr6xsbiFstDAFDwBAwBAwBQ8AQ8AiMGiIGe42LWb81BAwBQ8AQMAQMgbGEwKRKqUy+ES/E15xyCh17ZBf19PQRxsXyyVZKXcwOQ8AQMAQMAUPAEDAEikGg4kfEas65lpa95Vj65X0/oG1MyoyEFdOsJmMIGAKGgCFgCBgCowGBihwRC8nWLt6y4lObYiiRFqbHKeYzBAwBQ8AQMAQMAUNgdCFQUURszZo1QrJAtG644YYIyZB4hX4IpMNRJvMYAoaAIWAIGAKGgCFQ4QhUnXbaG/tmzqyh/ftfHLSpvb29A9aRJlQafvWrXx3p1Ljf//73UVzoQXpVVVUYZX5DwBAwBAwBQ8AQMAQqFoGKGBFTgqUoheEDBw5otBzDtESCD/SXnpXH4gwBQ8AQMAQMAUPAEBgJBEaciKWJk4b1CFDy+dOAQc5GxNKoWNgQMAQMAUPAEDAEKhWBESVi+QiWxvd3zAJV82SlWZwhYAgYAoaAIWAIGAKVhMCIEbGQMKX9GsYx/AC4MK2SgDRbDAFDwBAwBAwBQ8AQKBWBESNiWYYq6ULakSNHIhIW+pGmZAx+dVlxmmZHQ8AQMAQMAUPAEDAEKhGBESdiWQRKCRkImH4OHz5Mfzx4qBIxNJsMAUPAEDAEDAFDwBAYEAIjQsQKkS/UAukgYCBfOP7h5YN09LRp9OGPfIDee/l7paKTJk4susLR68JZbykuR1ry6/YYOalFqy7ejEGUodYUX5jmiI5RdWFGvmpzvCZFGQNPZg1yInMi5FVWoiaRhABKc5HynZMeFx4lRR6kuYB8R/Hu1VmS08dJDPv16HJKRKhB1LksPqMoiYrxsmFkbL/GpoSiaLU1iCjsDUyANwgWzpdI9bn4kD9//pSEKgRKEM3JO9IROR27Ku7rkubDoV9tjvJGHk0ZomMFAR2YEnu9jw+JuHQ4RCcWDGNHl3/QzV+8gqIkI6HIkxfPTAmJzE3JiUlEBOcNSkukuYhEVCoQBSMPVASBQGciPhBJxHv5ODn2qVoXE8Tn5EEEO79dVizJPvfv0p0QHXfsTLr66qvpnnvuDuJj74gQMS1eCZkeEQ+/EjEhYX98mW5sbaXzzr+Anur4T/rW3d+R7IcOH1E1m4FEFwAAIABJREFUGVOVyTM4DFXxZSAuDyF18LnmiuNcWrw1GSPsE+UGjWQNpwlPOgxRXzenNf93bJ/Lg4YN45AzKj9DTSgblplhkuQO5VWdxqXzACEpm+sd4RJ5pA86narIH1VPXx+3m5c/cuSwR9zVBzIoF0++4oj2h9My+454sDlO09ROzhBhhDj58/Iq42Mh6mRRhs8neSTe6T7CdqIMlHkYdnD4MPc5F8dH/lM9R1gG8uIifVFQykLZodPyojgoY+fiY9koH9KBW5wUZdXIKC/LIB/sCh3whtEai2TkUaeYIpwVr3F61HzuGOtJxkNZTsyAInLV5MYMSHGBTPIUNheDY/ozYcIEwkfjQz9UanwB9WVNym6X4oqIe0Vx8oWkQjvUj2PWR86njDTo17yFysLVIZ/Ln5IvxxDED9KIqqrstxCib4UuFYyuq6GM+L2g5tdjKKdxqlPDkMG1WMN6dHpdfxcZLcPLhnokj6bz0ekTDdH5AhnVHR413h2dLciJ844z4D/WEZXtcJowQRJduqTF9kp+0QNZlXfnNfTDIT/+4KR8Oe85ngtFP504yVEpSKg9SHOyVXT1FUup4z9/Qc8+/yva0bkTWqDKfxONKBETS/xXeJLi5MRoGEbCWpmEnXzqG+iB9n8NxRN+VDZ50qKS8UUaXVlDfJsHkvyNGAAFVU5evBIHGYhBDpLI5VLl4JXpfc6nxDYENzdoh9P6uVD+72Q9fL7IetRDa5KtI8yvfld2rrymhylhnPjTxaFuDjSfLcAlVMR+wc5jEWPoyA9y9U2MLzIQc3a6AqVsP+opdQ7SITGR/5x9nCqZgY3TIT6VB2JqA+IgxWH5QwZ2iZsBOJcnVSBg+Exi+SPcHydO5BFaZOevPo4XsuZ1SpjjxHm9KBd/6mCGs0V7DKcgUg4s6f0S9vk0TrVoP1S9SNfmiIiUFOTOCdgIGdjXxxeTw7AdYf5MgHV89FZLfxdjgi+kp13u+ZaWGJvhNBYIh3GhHxjBIU79Q43KYNpFr3PlsDG0Q/1ZGITYKHYqp2kan98u9M/gfAoE86cEQkPtHbQR2QpCXBzGcUXQ9bhnyvU3jvU+fz5DK5ziDH+IPcIxrk5ayvHXDL0OiZQr0J0LvikSsn0szTKurFgXM5bITqfPnU+Q1Q/ygATBbLVV01AsyA6ue4jjL+Ki+IA8rBvnni8bl2bEOxmUxn8uGOV3MiISxSlJw49aXwTAxU0DjAs/x6X34f4AgYm+XBh8hP1sEU04Aluc/ZIX+VE4O5d7BIgYwBEDUkeJhGEcjw+IGKYj38YjYVkkDKB4FZIVDaG6nS4WiKrJXp+OfBxwf9JoYNMuThisiHI6BBMsWBKcKEBFFnawQbK7YDwy4sNORqUhH/sDEedNpamsHLmQVHIiu8rmlOctTecN5aPaeKEwTaLYZBwddt5UPkBOTgq1JLARspoH5AVh7ehqo4vDJcNjIoWpMqdfbRHy48uEuOZxWVx+IRteFSQcCXF2uBxajivDERcXJ6NaICm++IhosdFIgx2w4UjfYTp0iE86drF+pHnCIwpiPZCTvMivyjmO4RCnaT7o4lA7FQ7yhDLwJ0sJy+EUqQvby+eR1I0J2ZHD/MuNjxjZgzGHOK2PGwG2i3FoEOjltPB8Ur8eIRP6ES7ooLZAPQrmDRJz1eTGBOJl8UZYoAJBHbT+6EN6sY7aLChZ5XAcT07rjTqn/YpDiIn6FUPNo0fNk31Ew2Tjmz8lW9OQxA7aiMIKtI+q7bh0oLuF1wfc8RJOry84/zPOd8hqW8TYuuuCpEE78gV6pQ25bMT3MdFAWNovIYs4r5vPHW1fXIdwfk2QEUCv2+fH5QnJLp/Lq+fcYW+7DLZ4PwQP83XO5YGFVfyjExJaVxQUkEDBK7bX2Y1akvAQhJXYcRGiV8oT+6GKQ75s/HCHvBAyGM5puE9I5aJv75EmYYXsKmJETBqOKxIeX375ZfrIRz9OW7b+XzF0IF9ST84oNxsPlIKMIV/mWYIqGl/iOUL8HA1wq0DEGFT9wAb4AbqDT7yIFtuhLk6RaETkONQzdIk8PilHJpUnmR8hlzHMF/pVHmri+KQdosWXo8WprNSNxVF93NjFsR94qIyWgY4PCcjCqS4f8nFBrVkgtAT6RKfPiFR4ESe6JR019rmko7tyIIeO75vJsT/YwH9qtrPX5VXCAqMQr3UT0oVcKItPKDeSxGSL/YiLR5aYzHjbYIbIe7tQJsI+KPWGH3Fp3CArNujRBV0eSUhHOD2xgAs7cgib8TnCZMuNLoMw4CIBYgYCdpjJJPr3EU6HLZiihUxom/R1LiAdJ3UKCxa/b+xEZQMhJOdWIRAozlsmNcUVVkAqxEDJWBgXZg3bWjEN08vpV/35bClnWaXqUhzURlxjgR1c6Ec4tF/zIX7UOu37epqUuSLAS3GFalx21Mm10J98uH4mnBdU8RBr1Re3hRIZp0FkWa+UHZEcd79EcYjPJGR+lAoXBLVbrJLrEF+PvI0huUJZzh5XT+03iEPfUUKGOw9GwRDHPtHPXllKApsc0ePSfL9jQVjhiZpDIbJJdDsdh/lHLHRKnble6LUoizXKD1uM2k1gnZLOsY6QcSoEYQA7lHP40CH6I3MbVs0OdcJxmIkYKljIScOh8SA3YRK9/eKL6Z83tufNopVQta6hXAdw9XNQwQ8QUWvkgZwjYq7BFGAc3ccxWtHHspoOQzBqBhfWRMpXI6LUWCKRhLxxkjSOZNEvZQsahrwvLcgWpca6ODUOOAwjqdiDG27CBWFtH5XQsMj7SI1jBCM1al8UwR6kx/HqRx7fvr5OyKMmqG7kc3FaKMiV80OD+BHGvxdhihEFJE6SkajlsQ/khGPQhJI9InBaHnRDT1webFKCAr8QNJbROL0gRKNmUgL0xzrVSFe6mMRf7GIIRR5RsCt0iklOQijk/Ritk9EvviDALlwM+phoKfF6hS8CGGmeACI2gT+HD9GhKh7dO8ytxbJwro6cz/sRJxcXNkyPiINLh11sgW+tb6qOBXIUkTQkShPlahsUqi9kgDmuFXCQVYe0MKzxQ3ksZGu+cvWcjvppPsEi40Mb1K9HVYEwXD6MFHuVH8gR3S1ujYFoGLk8cf3Rh1zfymdNLJvufwi7XNq22taRLn/hyTo1wzZy8oqmk5Y29dc9HMK2lPsA6wYhgxNdnF1kMI8ocYh354jTJdGe7ECG8/tzKLRFpyzlmqZkh4uRuvrrGc5HeFW/u09wmP/kXOVE6ES8xLmipTzNiyiox/mt5SMNkE1gpoV8cv1nPYhHK/nail4hY1DCkbgGv8zr3jmLOOUTIzoiFnYcZ5ZrII2fVVMd3YA1PesI4H0/kmQBCxGuDR14HiTIokNPRJjXKFUxcBMnTGQAHYji53gAhOFF6IKMHOH3AKIgAdsh7jqKN07t98Ho4EUlnCXj6hBL5cqEaZHaDH2xnEqF+KhePSm9guiQyO0zOvID7JxG1Qcd6IihE/1eMExJlMcZdPTJawza0J14WobqVpIkYTYS5ahOrRMaRWKDzJImspzTx6OOmic8hn53LuPXD0tzADN6yI8YnJRQhaOL41hE4J8/cLrWTHUiTR20oE9pWpDkRLwS1eUjNbs/Krout46GYbRLph2ZeOLEn8yL9F955RBNPDSRp1Vx5PQJIGXcrzk8gcnYITw4wYRMpytRidC+YvzOKNiUU5uU3YMLDn0J2fahrdDXtc1CKY1LHyGj2IXHMO948Reqv7vpuR8DaTwE9+BcSae7sPY5PSeSUkjNTknKDXloEIbgetIfGVP7FbM47HzR9dufo+lrN857cRl4o/3gtI/HiLo80r567ns1koG/tBy9NosubRCRdeeVrOOCPMqCDThyen9TlkqS1Eb0JGTVeBTh7uPuuobOoGmuKBQSj6zh/h+nw+/0sRpxmqbxQr4YO+nB4AvAkY+cS8gYMMPfH//4R3pp/0uiQ20FNiNCxOKGdI0qRsJQGM9OjxIo8kvay2UHxlJpgACChQqjEQAupmMmYloSYf5M5AXhIGRyRBrCiAc5Y3kha8gneZwudAxflJSEciKbfR2yzI7zoI7Ji05OtpwIp9F15CztuTojKV+wlu9sTUWysI46Rfk8ilHdOIERyLEd8jCXYXJHhBHJDtiDcCENTquFeoTOxYd9IBZWWZHhL/yJHfAJjE6XpLA3sheySJIO4YmSFioJsNPL+Hi0izaNS0M6lHB+jKhBP/6EiLk4h5uTc6LeD52+HPFyvlSUhLO+ojoUyuAx1fywD78OcZHAEaRr0uFJ7jhxEpOxV+gQ9+9XJjL54j6OMBpGpuMPMQnjP5SLD9pNbcjyh3FafnwUwOPgEPi06g5RFJAbMwTFStu7cyAuGeUoVumj2qB4hUdNG6qjllWqfj23Ss2XJV/IBqSFLgwrjhqHcCFdsR5tl6TuOL0CfDBxgOYpDsXUQjGEbIyjy6nQ89kuEWjzhNPrVnAdCNPDtoCohlWvqhN7OaB2azkoV+Mgq3IxMHE6dEcjWexX0oN4/eCq7EbIXD1wfUOaxkufxmwAx2MgTkfIEM9MgOXYRlmmAS+vMUM5MgIZ2yF5ubI6Eqd4wHaORDZURK6/IsvXYZcHVrAM/+OajGVXKM/Z7rSMCBHTCmQdpVJZCUXGRfkZRIbWVxZwAyUGlwGb4EfAQLow6oVHT8OjEDMhYiw70eVBOpAGOWM8BVR3QAi62aFBXKoE01+SnEqXHKIwkFYmEESpl++1gUsEpDMHic7rRdARXPkqwQlRGsclE7nja6I/ikicJ9AitXdS7htYS8fzQlCNThe1DeKdqBy46ybDgS0xYeX8UeXjujidQVh0Q7m3gL1aritSItLVFRm1WcvRMIyEDhAuIWrQDlLGJxpwEnMlDX79wBA4DjsPlPgYjcg9qq1xplwZ6BQnZz77fBAjYliIDxKGtQgY3cKJj1GxQxgR4/5+8OBB+VGC/Mhe9Yrru8iLp3uqJvCFRvofhvTxUEKq3ZAx5XLaVtKhN6p5Moc/XfIlJ4UrMBRUDe0V1h8kWC/YoeWQGQkX2lZK+elzuJS8adnQhhCHqK/7DFlyaZm07lLC2htHpiVKsbSQrL/esEiIZaEcSNN+qnL+UiTXAEn3J6O7T6qUZIwCEX7BtVxtiNtJ0XXS0qZ6onOU2qHlIKzryHAjUT0gRzhlJN2fY04Xr6Tw4TQh41NP8iCfjlghT1Y8BJWQOWano27ueofbvZI/EDJnhyNy0MeW8XkOWa4JdHlAcUQYzpXtpzNRd/4TIoZrMMsoBqh3xRExqUEJXzNf85oSpHNFJ4GEgZDxB35cROEHUBMxUsZhxGFEDPgqyKEm6XKu3/noRIDjXBht5dsrklPJnY/9DX1w22fo6y2n0nTemkHzeEE5IG+8ja3mZMnOR+mdH3iabvxGC5083eeMk6UDeBMidY4e8Ld0qijayXJwQtJQUaqdDdKhX3NrkeiGku47pKbrEWmQjeTYlywOpMelo8Yq72BxpYTlZ09xchks6kryJaNcX1BUPpI0LpSHX+KdLaoJ5AvGu2lIaPcEDQZLHkdho3K87qAYb4xqRD0P0P/74aforj/7MH1y/nFReiEPFxU54AgHAjaRidRh7rf4TGAChosFfljg6H5McHm4yngH83DR6uM+L1t08IWljwkZ0zmWkBZSUen7qBfOgfAYCYwTT1R3bnBcTLWtUX3FJitO08JjJUMmdUOnLoNDneFCXBDWePjhcK1Ff+zPpfX0Jx+mo0Z6zoTxw+ovgxHAII1foTqEmGm+4PLEusJrUgZCXlh7BHSozlhflOpNcWGR1b7EUWq75PNhJWSI02UoQlek73i9ev1h7egljsy46zryxR8Uj/gwDn7kYdx8PHc4+fEqRQizc4QMXVBGzdAf/U0S5DCL4KEkXHtRNrgD6gY59GU4IKk4bX/h1/SzJ/5dZCXN2zzqiRgqc/5F/wuHgm79Xf9MKy7/awqP8+qmCFhCvhg0AIkblgI6ccJO+nFTC93q+wDRBfSZ/30dncpkx7kd9MhfXU1Pr/suvU8iXeftfGQxtXz1/dT2owtpjpf83bYv0xUrH6YVtz5A53GkNAwTqL9b8RVavn4jnQw5NCTboWQLN3lxWj6rj+KkO7lkd2Nlu7kT8EBe1OhIlQ4vXcHJQoM43HBxYmlhHAlywVpU0IlBhj/7nr+NlreeTJ//x3OplsMqiWTpaD6X2oeOnnBcN+2MMqooOlDlpJyMgHFebgYZbYIO1SX5oceXLmFUgUctVTescX6nF/ZR909pxSe/6Wv+ZrruC1fS66Yp2eumf1+xmr4DObgzP0pr/34W9X77Q/TluZ+ir5w5i08/TsQ/Pvh1xH8TJexPONSFzzlnj0tXeySPGOHUh98qw6c+T5dzCjfeZP4xEDoupl8HPa7v8kWFLwBVPM0YOqQfYd1HmKRN4ilKPCmJN1P0cVkY2TsMEsb5JnIaTIUcRsVwEYttdBpRjpaXPkIiKa925KkFkvMkudL6/84toQxK+y82IRHWWS/AGqd4aYZ0f9f4oTymbSilLFwP9JwuJV9/soVwCNMUx/705aajY2nvyE0d3TF60sTnYqn1UVyTWON67DSFbZ6+J/BJLkJqRVi26lP9EEUcwtAtfn/SSxxfYxAn+VgWcUrIRC/nieWcfU6XKGNZCDjyBI+m4Z7uyvb1QYAd4l15rIvlq/hpSCmb4zGbgPs/RsKUqFXxdVDs5nQQMmAhfE3qA76AcrwO1u8ImSsH11l0wT6WgYOcTk269WoOWRYZuRExGIWPunRY44s5/uGlF/sVu/JvzybIhcefPbFZRgdk7ZjvDGgUGUXY9yzdftUn6PGW2+mfLjheCFJV58P0N3c/Tfd88A08agVgT6CFn72Q2h7qpMvfMEPiYMgJp36Q8f8lvbTvL6lquqvj77sfERuf2bePzj/+Ndy4fbT3pae5K3yATj6hiuYcv5F+eIGIRF+umVwDamQYhwYU5z2ypg0Nj9aXTuk6vpdCDHshwEc+oK5iHdqCU5Af+eC0aRCDnviaU5bQ1VXvp191vY3qZjsrIAPChLYTOYjyn7Sr63vI7RzLSodXeT91jETo2ffc7fT+T8+jm7+9iGZ5GT5lJK+zjr0uKCeJlCn2O3ulXG+71Eui8dVNT95YRZ/8+rdoFu2j7Xd9gL74w7fQZy8/iab17aXtd68mav0Gra9l5fuep29/5LP0o7NuofdcdAVVtb5AvW+uoxpWAxsAj7OFv5nAHBHCiEgOJ4iLI3kwXrCAh13o9xFyYBQdEeMCJjApcs7VywdQRIbTSACDj3N9zBIn9jHRYhvdj4yJTLYw9cgo8bVBRsh4oT4qJGsmuUxcQNyPEImWvnAEFc5wDl938YnawRuoaRnZxlRUWO90nZGmhEyPWnmVDY+aNpRHLW8gZYTn1kDyh3lCO0J/WkbDkFEXYq5xAz3izIk1D1TLIPOVyQjgAhdiVaxl6bzhdUahd9c84JVCLBDWK5GWG9qiZUCDa0MnJe2PKyrrUeKDFOlv0O2Ly5bz+XAN449OI8KPW4+OUCEcf/hHJn6opuIg3yfXP4x4cbH6BCcsUaLI13dcH1HPcGpU9XG01APXWziULzNrnB8yyKc4yN1Sqocv/HAfQSIGY9WpgfnCGp8+aj9YuOD0dFJR4Vu+eps0Cn9Jo8tBGmkfPfddkLDb6Afnzdb+QFV/ehFtvN6NeAA9NOiM4y+i8x/5EG259F+J+RqDzUUffTydR7fQI53NVC9Tpzvoua8igeixRzxpYxLQ9cjDROddQMdwY4DQ5DhfQdkHTZrLS/iyI3nf+LLvmfQqpKATuTIRgs8/QQzDESUOIvILBCGRR2eTruIEWBbt08dje/OuqaIP/ehZmr/8FDpaVDv9wEEKEBXu5p9u0whEloG8S3cdG9nx4W/xiBdBsQSxcYzYyMKQh7mRLmTlTg9L4Vw6IuvorG/UiX19fdOp9uy3EH22h/5wxTw6umo6ve6Kb9LrXBai6XX05jcTffG3v6elJ72O3l21ih7Z/j/oPa87mvM7W6EIs5BVTHaAr0DGJylIGQJIQ92YBklajAPCLCNOC9Swm/bmM11OdiejaT5LcJAyg3DoRXnAC/VHf5jAQ3VyFOIrKYImcMPH/ULEqCJ+EUIWtjg56IWeQuUp/np0ebR9Q8vy+FFNhSOPSDHRSTUIwZVBsVOU+S1YM0B6VCFtcyVhGlaMso6adzwegUc+l04LsVZc8+WN2z9bP3pHdkp+jWVPKaMRIR5p3PqzW/OG+fS81+aJrq1ZqHnhrDNOdWoZMep8rfLKoRvpuPKogx9xuD/BiSwnixxfS11en4/1IAxJEKXshfbueoZ+oVOWuP6JPF8rcb7CIQ6X6jQhww9mjQvL0TiUr8RM9HpyJ3Xy+PCNgwd1eOkTrs2oK+rPn+Q8iJgxOr6yGnwwlgMsAIm/Cfu66PHHiJZfMkfiACo+0vDAjTrpkcYr6Zef+z598A0n0IUXEn30mU668ITjgSn1zTyeLuDRrY/tPMDpM4h2PENf67uebruDdS7bSQeuO41Hz/ZT16PMw24+gV7DmTofaaTlv/ycjLbRtlto6cfq6X3v/zJ9zRM4Ou9zdPcH6+kYVLxqBz3618uoLQHC+d5+Tt75CP3t8i/Ht6G33Uwb3s9rz3gqtKllG32KR4Wwlmzv01+hq1YR3fSt99EpHP7dM2109epT6JYfLKB9t15ONz6uiK6gL953Hs0+eQVV3fY4db2b7TjG/bLo2/sM3Xn1DfRjFV32Ffo8fZA+csc19DmexmQKJK5r02X00Wdbaf07q+jeaz5JP1H5q2+hz1ZdTx+7A5XZRB9/z+1E//BFuuscnr/t2kRXfuSOqB5vXnU7Nc87hvY+dwddt3YeXdH8dfrWBgfC5Td/m+b+aind4MN0xWfpzrfUSXvKBYDbhapeol3/9lOiyxdTLRqKU6M0secP1PME0f88aypjeQzNXVpF//uJXbTk9dNpGi4GUlQV/fbJq+jT97hyic6i96+7hPr++cP0tbl/T5d999t0ryS9hz765T+n/77u0/R9L9r08a/RgmoEqmj/r79Ln277dyk1+jrR90G2Tc9boh7a8uE19AMt7oz30+p3zKU/bP4gffHehbTspnfRn097if773tV0++Z30AduPoNmTOyhjhs/Tw9onjcspcvPm0WTfR/WR+C1v0u/ZpvQeXEBw4WCl/sjRj6RfYHH5fEXRbHXXVQFz0DOeaEJTg1yoegbyXmSIpkiPGVSU0RJ2SJZdUecxisxQ27FL1vT0MSiTLVlaEooXavapHjgqDdEaNN4tVvlSy9pLObQk0bPr7iOwEuxi2P79ynOkNT8ei3iphHHPdp5IJO+QnjhWCISDfRpquuPqlfalnWL7YFeLQPlRvViW8Sfh5DJ9KJY564KbsTfjVbBRL4Ucn43coV7u+NgGESI+x/iQcggC3MO88NLuD7CXiFfyOenK3F7QBzywGl5SsxQY9iLpSGTpxwlZaO++GAmasSJGIwr1UU5gHHgVJd2IE2SBgN6eZzIazqL9R3oYmLxNjr/aAaJgUVOB5gDOVIjCa+hUy/9EFVdtY12XHQ88aAYK3gNzbnoIqIPP02df3kCTdv3C+q74CI6mgdWzqMP0TM7LuLxJZAzXnN2/AzWLe2MUpxqOdxCX6Ov84a2rLHzIfqbaz5KP29qp/PnMAn7KyZhbwMxewMTsz30zFffTZ94xHUsZnRCwpZHa9F20GNLrqHmU2+jfzr/FFpe9VV6rPNyIWJdjzETZPd453uFiHUjvOISmvrst+m6x1uYkJ1HdUH79M0+nT55bhs9vvM9NO+YYzjnXh45ZBLG5Os75872nYvt2HsTvZU+SRufmU9Xg/HxNO8DTLSu+mIddf/j1fQTJl/3nMMjjVxPqO+j79HXZt1G7/sUT01+x69B63qcSdiz9PH136XXc1FVXT+mKz/6XTq7bRnVitV30rfoC/SNu2qp66d/Tzd8/O+Jrvwcff2bdfTSr75O1697gH71F/8gebFG7JpV3+BymDZ97Kt0OxQiwCdObAPRrp99gr7ddyW1nsQ2s2Gz/uLjdObdP6Huv309rylj8ap99F93X0e3PHE53XDb2VQNJSzX1/cSvYA2+863iRPoS9W76D8+0Eqf+yDRpZ9oo89VM1H6x5V062Pb6ZR3ziV64TtCwoSYYd6z59/p4zd/l7W5ExPVc32YSdiH1tB/r1hLnz2ROw9IGYf/5U1rqelNa+jaX6+i256+gD775y/QHZvfRMtaz6Tqqi7asvrz9Jvm1fSJOX/CW1R00f/9TBv9+ykt9JaayU4vbOWPXuBQHhyi4YAJpi/5aoKQhPXcEoEivmB/qXmKUFtxImEdgWcYhrEIh3HqV3zCY8VVLjBI+wpuhoN1rm87bKArxAD4hOnqdzdLrFt05Ws88msc/KU6aNN+X2resskrpAM2JLsWIZYDsTWd30MvqnCNgEN/0L7hYvx3IKzV03RtO203iCLOlef90MwJoW71o8zINrZD/BmEDBcuzCbpnxJ8Vz7u5a6vabzrYyifr3/8pSSKJyVFVkgaT4JyNkfIQMKAA3OECIdwVI3td3XjDOzBbg2TJ0+iV71qKuvGtRVlMb9g9Sihop02GoxEg+KT5bRhtEEhg7iBu8eoa7/PLWirH8cT6IL/8zBdh9EuuOPr6QNVX6Qf/OJ3YiAafvocnrKkX9Dv9uxhHvUQz0AeT9NfczzxqzNp297f0d69v6S+8y8iXi6Wcr6H03V0K+Y62fXNOYVaOPrp37H+zmd4JIwJ3BUgYajfa+iUS7AmzbnOZ79Cfed9lk6f7TorMeU7/TPnE7U9Q519PL24oooef3QHl99Jjz16Ht205n3048c4TC8Rcx+6Zt5snqE7jxZRG133d0uYdDm9buuGY6ju3LfRT248makMAAAgAElEQVTcQju57L4+Di86l+iOD9C73/GYxKHz9h09jxZfXUU/3bSTV2XxWridj9FP3noTvbF2Os06ZxHRndfR0ndDHnA5O7WpZFsIju9+/k5O+TGtW/EuuvLv30VXfBQjYz+hnv3IxB/6B/r02bOkjWtfdxXX/y30kb+oFX3Tat7K41Q/pV2/F+1Es86m279xF3++Smf92/vpmqu+Qb96CeU6VdD20q820E13nUXXf/FsXhOGGE47uobOfPPP6Jb/r9uF9/F6Mx4xe/dNLMOAC+boG/wvOd79KfqfSKAaei2P/NHC6+iUGmQ9mo570/8k2txLf2Cce/+DR8IuW00LQMLgaurpmoXOG39zWs92GQnb0raKPnb9+/mzhu7j6C29f2Cxo+m1b/8gLbh3DX2MSdzffvzd9Fomi9T73/TPLPOf31hDn7lpFX2eSRhPgNOze/4Yqy7RV8x5pOepHrOLADZ5XIGkPDkyo5NqEErGZGYqUyRwSmOFsJwTPk1lwjgUr/FlMiWvGrRP4TbKm3VIE0Kb1Eb5Eezt1Tg9whjNo8f8BuI8wyfb5U/Jlh+y2CEwJN0fS7Vd+2Vaj79Eijp3lfXX2qwCIJzq/6pXxTUMUbdfowMDWjHqhHQ9Z6QpRaU73ySvl4v2elR53I/4Ax3uHubONYxYaZnQi/6Bo37kdXDeZnmhN/Tx4nss6BdboA+6YQeO4oetsMmtRUMZcCLDX0cddRRNmTKFZrxmOvtfJZ9X8fFVR/3JyI+IiaXBFyqZdjjRUMFinZ6YekQ+6A3DkS4AGQUcaDR7HvFyKFrP041vm+OmJxV8PMIKhw7iPXw4nk7+YBV9+aEdvGh/ulu0P30Ok66H6GEe/ap/5EI6//Lp0iBzLriQHmW58+sfZnJ2JWEtP3Q5bfhGQ/pj4HdlBWmQ4Y/LJ6nI6pyP11RRxynQO3ve+6iq7RF66hQeCTv3PHonz0lec8M/0c5zT6Xb+1qIB62Y859My+77IS3jacc7rrqE7qBz6ZN3rqB5PFB0dO25dA7dQM/vPJdm1fXRtHnX0j3fvYb2PssjWu+6jeitrfS1ZSdT7UnLqOrOx6jzsmm069Ob6OxV76Rp3Fnp9cvoW99exuvi76APvJvnat9yI33l6pPjOrONaGustaK3fJJuaT6JKQecqxzqwM87SBh+xDq8cMTJgRuvj5eTA7+0RIhjj6YTL/kEnfmzz9Cu/VfSiVPdbXrXE810092X0yfvOJsX9HNeVxRnOoaqzzyb6Au/om5+enKWxkMA/3JwkS4P8ob5xRT94iPyOHmxMfS7VLZf09k28fJIl0w/ikD0JXqmTqXXcnW3QI51uYsI6r6Aln5kCdW9yu2oj1cZHTzIm7nydhaSz9vIaEX64NGSYZY88SOp+FXqnKb7oBz0nIJe+LOOoXxBv2u6giIDSyxUg4FpTOfSert+kYuU4M6Z9Kj5Q8w0bjiOWm6pZeFHJnpYOVyWDRqHI5we036EQyw1H+LHp0ObaD9PIhDihJQQ06Rk4ZDq0fy4TqjzzRX1DfSTHOczaLawzWKdUaq/ljh7oz7HybAD8tIXVafMbnCZ/C/pWSNkwcgV8uJ6KXpYF25Nrg64fnMqB/BDIGv9mJN105DxdCUXjISwDLHV7d+4Y2cXnfCnf0btD26kReddRL/6r1/T7//wx8iGih8RQ2NqB8jXsOl4ldejNnJazoUZeL75Kevm0ri82dTw6fN4FOka+ttHdghYwn5/86/09i/+gvb0/YYe/l8X0i2/2CMdD/nnLPgCnf/wv9CO3ayBw1gYfkx9FT360Q/RV/vqaTozLthzzDH1VPXIh2nlV/p4G4zpUbnSn/hL96mCHXJj5Thh2WIs+2efzNOLj9Cq//iNi+/7HT39T1gPBv1HqPb1TLQe+zh9+5dsG+w4soOeWsXzlivmyTTjkTqQzEfptvWP0jlvq6NjjryaZi16jG68oY36rp3HW1Mcob3PfI2nK5n9TzuJrrrz0zzNyOvCXuLbNv8aODKNR7uWVdGdz+5g3b+jZ297lHZyOUcz8frKDecQ/WQn7YdczRvp42/9MX1mxYdoQ9/V1Pj6aTzHzvJ3Pk47+ZfC1LlX0S2feCvRT3fSS/h1wjpQZ/ziQL1rTuRRrp9+iu579ncSPrznWfrm15+h3yH9sJPF8C5+dURhIWJuZ3nABbwPd/6Ylv+0U3CG3q7/XEdP0pup+lXuV0zXz0DCeG3ZbWdRNacL5v4IW6aeeBG9q+ou2t7FadNq6E1n8gxk679RF9sL2e4n7qL/2usJDZePMt1HGsy1EfRxPCjukSNTaeYZbyK692F6YR908GfXNp5aRDJs6qYtH/kA3bd9Hx059s/okqr/oDs2bqd9Uh5PgX7vuz4f/GvpB02foE8sfxP94LPfoV/vY/3H/ildXLWF7nno13RAMD1AO/7PA7STRwdhL2xztrA98ONPbPNhrgMuLqW6fOdYbnzGBTosrJ/kUDSfvwwq8qkuGA9s9UYgOHu8Q7+2gciytnzHggWVKTG3bYpTjJtYuVxog/r1iDLg7+9TvC04B7Nd/pRs+SGLHZQhxWXWPjfQOiB/Wge6vlxGvFKWiP5yyvHCqic8qmwch8tiXJ5qlREuf35JHpQv10h/DebSnQzyuvMMI1s6eqUjZHL9ZT3xdV+vkxj9cvcSyMh7e6ETZUq5WLnh8/lrpujiuHh0zF1bkWfzlq105RXvpaeeeor+pf2f6fQ3nkJ/ecE5dP65b+bP2ZU3IqYNoUdtcD31o64WtjoL42SNZB21lTjVo8e0jDQ434zAgnFDwkamiDt63gr6/jfPp9uuvJYuadPc19Ft7afylCCTEEShARl4cdNn03nnYwTsCjr5GB46Yjf7ZEwZ3kJ97z+F6tBJJPIU4tlBnl78AJ1Uh4YWUS4bR3Qe7XQcwZFaXxy5vfkzmxbxHmW3vo9Jordr0duYNLKTjjD7bXTHmm286H4pbZJY/lreRt87d7brRLzC6nUY7rttEZ0z6xgpf9Y55/Lw2ON09et5ao8Nmvr6v6Yj7/o7eo8WfvWXqLkWnQrl91HN3Kup6qPP0I6zF9HcxUTN73lHZOflN19F1dyBmWpR9ZvfysTsJ0RXzKXjfNyJf3mEll3+nkj+vWub6Th+9yFVv4XOorV0wxVf58X0N9NtZ7+ZPvuxZ+mjN7cQzwayezNPGzbTq48copcELOwezy+0hiYBkbFjPVyMvKoCpuPEOzzrLPrEf11NK5ZpZXhx/c3vpddO5bxdP6M1suj+bvr0tXdLKfL17pvoyzwC5oyspte+q4o+81876YzjZrH/c/S+vo8ywfTy77yRvvDqI/RrqOe2U0LvTHInMn5VoW2gEPj9yZ8upn9Y8Em68yawL7gzaP4Coq1yQrPdHIN2OHzkOGpY3UK//vRX6TNbRJDmX3MTXfLqvfTre2+kr2+5jD74d8fSq6mRrlpwI31jzWupZc3p9Bcfvpr+3+fvpLb/dHlOvvR99NajjvB6Meh0/Uv6PezChYOPuKjIcD2X684JhxcnRY57TdRuUWTKo+ehHlPJPliMpuycxcYOfQnZlgA7EBU5BtckSIdxaXw0HB6zSxg/scAidLpOLIxL+4FxYYf0pN7C8iOQOgwmal8cTO0U67CdFP6w6fQulkPgVZiNyGo1PRecjXpO+RDOLeTCP845DosdPhztRcZNLel+lAsZVD49epV8+hGcwpWF66Kro1+ozzrS+4+JLA9r4cl99FPck8R+VgES9/yvttMrPCtx880309c3fJPWrFlDv//9AU51qFSddtob+2bOrKH9+190pQ7iu7e3t2BubTgcsz5gjqg0Pn94+RX69QvbZW1PqFQaLGjAY2fMoOvef20oUrQf21dM5jlb7PfhPvzEWOhnQAEqPnisHwv4XIO4xhVbtDS2ae/TX6bLP36qbOQ6G/GBnZEYe9C+goVXoB1VZAKlGh+q0bhQd5zuMivOWiaOkEHeRBpHSo5YgRBBJy8ZJI/qcaNW3Mf6dtLPrvgIPb/yVrr89Zg4jPUKWXRaqa/rp7T8hufo+i8101ysX4qcs9OLOUA4Tc0IbfQWSuL/397VtNqWXdV9X2yEinYeJtgRjIoaoTStKIFgQSgUtSEqUYO2lTRFbAoSBTt2bQgaCSG/o9KKvyBoqFKLEEQe1SsIyat3r3PMucba88yz1v46H2+fe+e+79y11vwYc+6x9sd86+x7TvE63Af1w80PWRgI7So+bWT+iF1tio8DgKRs5UyUP6X8q79/d/jK3/3Z8Gl7n7TiwFDzLlwqPvoQyj8pX1XPuBCqCr/U9yATlcVfPOaiHOMR1/pWUNnXG/HLv/Gdkj+SF9rxJV99BLl83YbJMDYZvhoJb2fyf3yIcRCnlYjLhbZsY56H7hP7P6E6xJgeHcIcjqY9t2l1viQM5w2tXkPK9YN9ttD7F6LSd1sG67z8PK3xrOfmGqeObcwBY8rY19UIkbOl3NsBnuNOqCIu53YwakuD0TWGJyeyHOCcx1oLSw7vg81KjwORDZwhcdh6a8ho6vXANV0JyEbtbTDaGCLOQYLB1z5L084/1YkZHtIXiTocnrOQlpioEcSEPpCbrWFBib+4/Mwv/vzw+V//3PDJT/6kISI3+XntfzVpdCz7vewEW4ZFK5zUOgFC9oM8X3Qvn3iJyYhvzuAzo/ABl0q0Xsvtgm5d6//EL/2BrHb9xfCd731x+Cn59AVxsY1tHZoAU2s2Nq5mtTNeVPSi5+SiGfGBg7u+4knr7Og36tVMfLHuIluxhZ75mg/GxDR8FmJ4GP2X//oLw9e+9b3h9372F4ZP6GqP2Ii9+QJYHmz/m38ZHv70q8PPfFwKg49cUgjLYDAtmxd565qr2EU/+mhcDyQAkOEgx1b1Drh2BUSmVrAJAHvbVP78M8Off+4bw7//7+8OP/3xUokpZjESY+D7/Vcs4VjKMAWDTt8ClFaxXTDXLYDHDfLwW8sHbylijtCiCNPvmJTnwvAfG6wO2n90ZCVQdHheTF8i1++klMLro1cvbUVPzgms4EWuffxWH+cRfGILW8pafo9N1uLAc8k+W/KDNvpeg5utc3N0bp2QLHLARk7iGDrK2ELGzfNG2ZYW52Y41bbAnO5zxUQi56ck38LitYrXsHIFrNfmGo+GItBrZFVYh/NuMThLZgkdcPU4KKtf9fgU3NYKGT+qAr7mL6tXYouCCRnguon7vVwORW8vXEOxWZEFP+lDUIxeyTVfZerHZ9Bgb/8p/85/fnf4j+++K2OLWXFuZUWME4x99htWxE7ahDWsgoEYfMYHv/D7Yz+GD17DSpgVX/Y9fahqeQDYwaJ5uQMIudSDqCeHTSlezL56YFgB9IAVlcEc2pAPr6sWJa4dmMAzjeKVIf2hsx8EhikCjn2MaWswflx81R5yBRj+79tfGf7hmzL4tb8c/vbLPzd8QrqwJK6hl1gcNFp7dskU8Cfz9jbf6KDYGGoCsEIi4wax5W4nE/vRbvSA/SGG19W+2NDKzMsYcn3Bkv+DR09+dN5pZ0hLYumFwoLU8LGjzz3IW4xc0WLBhdUwFmZYAUMBhof3Uai9fPkjveDwi8Fhh0JO3+ZGYafc2f74eNxvL2Of+9NraWftFJJYzKgPsfqjY5hjSd97mwZzhvx5oWfLi29sqUc09XXttgyWe3GulnuMluVoHgUn9Hwe6HPMPtvWqhh1CE+/+VR4VTm27GuObS8m2ZzEZkfdFR5/p+5XD8fdRi1evbo3IhZjYrGlJcbE8zqR1nOPtghj9sbPaGMWOCcJxs8Mg4bn6hjLsNVe9Yo0YktCtdjCR1SUBFFfKEbxMdxnt7EiNnVSfSAfD3G04QRW4TgRusPCMVoQjA+tBFEownDDR6GFOPhqmPtneJYGX6Asn4ArXwKovmVSDwsxi1LzK9f20pS0go1IJcy41VxHEQzUBG21rR3NE9bUcW9NBjt52b9ia7619iuOuHHr5m2LDh7YL75KQgerOjDlapVGwCqK/Pz4r/7j8NVf0bWgQf40ZJDnxFUuxhbP/YYIx6hiWZBRS79iYDzjBDIczBt91YlgNii5Cz7OPtmUJ8ZTiftlkGpFKeeVJ1GUY1zdykD5UkMUYKKVnJAneEJ6iomx2tgv9YHyxA03J131ktbeliyrXvrsXFkhk7cftRArb1PiDx5QhLEAQy5WhLl8G3kZo2H/i53nC3h+DBPloGJOIYnRON3V4xY7fp/Zjy33K/JF+SVbxGQ+l4yzBrvHA/Kkbm85r9m/y9ryesLza1008kqe13mP1j0cXu5w/cbGKyKv1SYtv2HcOD6ZG2KYCVfkYd5YIUMwgVL78FeWUhVoMFw/4YsX3s+APeoFLze95Xa0aiYO/FokfP4Ynjvjahxw9EF+wUbtgUU03BeeyXf77v6tSU7kwcRMDGiv8wveZYbAPworI1tuMKrEs072gD4KLhRf9/f2xZ9cIYNMv0AZq2JlcjjBPoW6usVjX5Q8sLT1chwxLAxYCDkwzb/Yc1+gJk7FJSYOwhoNhqLAP42D5VAz5LiIxUD2twygi3oWWLb6ZHqYs6DQnOBHfBRhFQfFR8kBTmosY/xwKB3Mi6pEhj50Ra1yqJmjKiAQI/xwIx7HGkWFBZyKYghPxoWK/mwtjxGf7u222LlGeZSx7avtr3GGPl/QW6GjuCrvRTjOpXmxEnddERPi+XwXTnoUWbiIYFUMD+Zr0SVvQ+J5MFxEPsKzYFwFK6tpzJMZ6T5xsLLV84XkFt+WbCXsTZiDN14vMGfkEfOB/9zFFjsFe2zVt2CocKe/eDzimD918/sPrNaxQhvoySP6rY2ct3RzMuxNuIrMuZxf/5qT4HF46o75efDzx0sDr8k8hnhM1bjO0GNBT7xRvr4g06JLsKxGsOs0cPGCDvng44T4QD+OO8Szgmr67UrUG/BDrffwyjBRhOiHZosYBdnuC7E6EQs640QUY508ed5LL3yoQEEYiBCi5YaF4upBqlG8lHCslsnSIeyxQvbRnTwpJiSCdGycGB2UXxqTB4lT4ICiWFsOxIZ5wgYbT3YUL97JtGqiN1ntqY3J6F9Xtux4QGT9gRViod6jLQsspgNf24eCCXu85Ef/uTE4g59qSxFphVqJQ1s1KraQWSIaoO67wVtQsyh93wgzwMLJUOIVEMs5mGq+RQZONS7GmoPMcWUaQmOd+ZiZeUi4unk95t+2iuzsiqaoyKG2ItP/CUlG4EsxS07YPWw1jspN1vvNLKIexy2OcRSv+hejUliBN1sdGx/A1wJMV8nwXBieH0O5jj+UsWMBGOCq5hQDrRyDN2Cxbbtjr455VdsJVRvrWErOxgjHkmOv0yV+v8fjZ5xvFmPkmi258u3p2UwjMD/mMG19XS1za0WNOs95y/5QxiOCx8Oxtq05tLvoCCluTuIkZ90tfzxErrfsN/E8Fq+DvMSWu4bCH1y3nSFxmAPxRjlIs/mFDpjQccVK7UUNGVetUHTBBTFx21d7JAV/eemP+ox/SQkHFmTA1Fil5QIO/PH8GOzwIys/kpvdsLHw8ygKsZF4TolyqZNgE4oiDDcCqz4xJehLJaY3oWdCCp4Fu5Nq9Rm++BgkYlxaklknpYRhXLZjdOtRrq0dDzgUVMnjSWa6uqGHG7bf7G0t2khbunQDHvDHGIwgpkUOW5WWYgZj4pqf+WhfglvBilwQzHS4SSNX/khHOVVZkcO84kks9YYOu4RWXtjst/UgA886Kn2YIY4esJiz4gdHPcjVQAeKZriGUXEU0XBKV5oxDmQVazSoPcurDmunpKpjpkUl9w95UqeFLvZGycHDoPbclfIhMv0p+wscxaAzgVutT6ToEQNzB0wtqrQos4fzgYu3JFGs4RirRZvMK/pgSn1LbOQN/us+tXIQGVmXXTja/LxG5RT30VbHCNQK0jTer7DFJ2SUs8UekL9r783quSkJ6vFypknyObDf4gN8UU7uaE8OKb82j/uJhxOHZ+ppWXm+T0Mq17oCMs7hiMpLHK5n2PR+QHW5TmHIy4LPjccAzNgHnvbFQ21lVQpjvADCOBpCRLgsqq7Y6yqYxpPCC8tbIo9vTSpKwdXVWrHSegMrYFLZGaYEQ5GHekNkwLj5QoyToOS5Xzz5bDJBsdCBmyFWwzCl8teRnCRUwXcoxjApQoqorc/qFWTaXMHTosSJEylj+gmthVWw53EEH9+v4AVvLELKnhZ7xoAv43LVSMcO1wqrMY4WYcICAlt83xpexZcjhzlqUaHFQ4kp/ipDC25LLvA9xh314Nnvl7gr37rvpBdC2XQo9mUIZJ0DiagxioXaViMZqR0mDX2DMr8yUI5EZyeamukvyjEo7qNypkdfxrMxMjG+WCjpPIlQORBjK4TMhiGIxXGrbeVOPxZVLLwwP5BxDtFydY7HB2MQgy3lp7TIFXhsgeX7ho35KpNlgrP/Po5wLDl30Lrf2Lewe+SAXGMucHFubbC91sa81sbD9dGO+LWex/Y+h9inteeEfXJJH7b0abeYmDa/fU0b6SLSk5M4GaDuFvmFgJxX5cYOMT0er6M87Hlc1XswYzlD4Pj59n3Mr+nLtQdHKuxZkBV9PQzkcPB6nJvAw4srZ/75MZy3SIX5enuVFX8YcHUMi2JYJbvpQgyHlm7c8zIhII9bJabqeOHFJIBUtCDPSMbN0ci2yQJRqF71AqMYxycrDxAt9Bi4TDJzKeFFO+amBVFR0E7dRYYxLLWlS7WFnIWI2RAW9jhIiqnefCumGGnBRFwUT7KxmFJfdbT4OJCIY3mIvNzQzRY3dsPQt96krzmLn+KKLeysLzLpmoXlDBXHaiS/wL0FtQOecrUTHfEM1uYK9pTXk0gdx7miHi3mkpvGkwH1lKPlYUUZbehDeWxppzkiN/mxokfiKKcylvnTIglGOpeGMvoabxHbj2MeGk8MgKGvElcGehyMeRi2xYLtGJv7DJ3nycdt9cFoL2PkqXihbeHgTOsiTajaWG3pmWDa4CulNgf43/dYgFFGKM4z5RxT/5Rafyxhv22Vwa43diO0Y9+uXeMRSb+b5oq7gwN4J9u5j8kWHq9P9dpUrjRH16diWGkq1xtQdTj/vB4VueAhbizI+HYlLknU4/9I2hdsYOJeizzwCNiDvNsBGV8osFpfl8Q4csaLt/xRoLQ3W4iRbH88chK9DP1SF6hYH5qTHieXLU5c3ASER5kWIRCTLf9AqpSv6ltj1o6Ki+14QwO4+muc4nvgA1vcjGllOJoUZE7OfWKRJ6riaxcfyoFgmGPxpPsEB+jwgyJKbvo6RpGEH41lNlgi1TFkGseKNNjzGwTUpvhpUVcMLbbh+YsgY6hMY2p4jaM9+MsGnktXxya0rs6BdMW9bior+wIh4mCLOMgrbjhxuFHPGJSzhR6HQNx69rAjJkIzPPIzXsAleJZTGHyIgRZnJX/zsZyJE2P7ccyDPMCXRXfNCbHwI/D08zF8X31KTp4vH3tNH/GAz5a+cUx5t+VcHE9r12VecRHQg7DkNu4v5FwBw/HBYgLOsOVG7ji+RhtzXRoTxwuPw6U+PTufQ4uPyIvnmZiUcbylxeE2zsYWhD348KQ5/56QYz9Hp+wx8YBBTFy3uOHU4DF2dH0qhoohhvEYGrF5TbIYdm2cLsjwzSSI5wsyCXDw/BhqDMsZ77IhY7yFeSjTNW8532GH8/7mCjE3F8NbX/j88MYbb9jc+Fkqs9UQFU27GSfoUF8nksevT0JMeUColwvquoeA4oG7YYDRGxUNR93YM7dxTHyTyO+i4iqV3nE1v4KqMc3ODroxmmGJtICiMbhiD1/q4BbGqoOsQpY+ZfSFAXhUf5wA2qVX0ZUh+dZD3/KpomLCiDZHhGEQjJmR9/R68/Fa74V+1KlHU6iaMaQMNbrjQPMVIeQjZyZQW8oL1NqGc9Tya+nsgtGyPpZN7TKtuQ8ct9pWHjgerr0dRzyWXCKngxuHnADKK1rp6KjIdG4oYyIwks1+U3i5djsj2z2P9iZA8ZyHnR02IlEbtGY8jtWqnIhoAthRMAj67PY1TaCnKyzH6aUJOA4zPUOj/WhXe9qx0ShzZ2sRVomAjXZy1BTwKhWl9l0LPqqs+t/YW5P+FEIR9o58P+K/ff0bl57rxE8GkoFkIBlIBpKBZOAiDNzMipgvwsAEVsJQhH3//fcuQkyCJgPJQDKQDCQDyUAycGkGdl+IxQKsElKWoOs4O8lAMpAMJAPJQDKQDNwYA+2/k977TmQRtvcZyvySgWQgGUgGkoFkYAEDt1eIZRG2YFrTJBlIBpKBZCAZSAZugYHdvzVZSbxCAfbOO+8Mb731Vg15iQ5iYDtXHOIpqPt1LnxC+jjnxPa4jMX2XHFijK24wGn5XhqffKBlrFYe3s736UNZzxd2PR1951rG6uHM6efwU58MJAPJwGNj4DYKsSsVYZeeXN6ELhGnd+M7RyzmfckYHpvxLpE7sPHy8ZbE6eVEOfEwxovjJdiwgc/ctsQmYtCH+WCMF8e0px3HW9o5jDn9lpjpkwwkA8nArTOw/0KsUYTxs2LOQf61bg7XinMOTjwG8443bm/zmPvc/94+nsrLHD7jLrWj/dL2XLhzOHP6pfmmXTKQDCQDj42Bm3tG7JxFGCYTN9JTb6ZzBwVvQpeOM5fHHvXX4B/7zTlYy8Gl81uCz9y3HD9z+HP6JXzN5TenXxIjbZKBZCAZeKwM7H9FzDF/7iLMQV+se62bEONgR7bcsOcIuDQ+4zPOufYBOMRkey5s5oyW2OifE5+458A8Jxb2E9sc5pzeUPJ3MpAMJANPl4GbWBFDAXaLRZg/rHBD4k0Jct/3dmv7uEH71zmxfS6McSl8j4tY59rIs8ek7FwxgHNpfpCzz9v3l+wH7T0PS/yW2gCfMeDj+xx7me8vjZF2yUAykAw8RgZ2vyJ26wVYvPHxBhTlj/HgWq+YytIAAAvpSURBVLNP1+AFnDPOmtxep208Tph/lE/luMVnCs/rYh4x1pzeY2U/GUgGkoGnyMCuV8RuvQi7xgGFGx9vfteIlzEOGdg7/zw2WBDtPd9DdnOUDCQDycDjZ+DuzTc/+/D8+aeGDz/84OS9ffHixSQGCyu0rdf9/f3w6tUrff3ghy+H/3rv3eGf/vlfm5i/81tvD1/64y+f/F2TvFHFILxxRfkp4xjrXDEuhct9vTQ+4jDGuThh7h6bsjUxmBd92XqMaON1tO+10Zd2LYxo27KhP9voQzl95/S0X9JGLMag75yedtkmA8lAMvCUGLjZQuy3f/Pt4Y/+5PRC7ClNdu5rMpAMJAPJQDKQDOyLgV2/NdmjiitrPX3Kk4FkIBlIBpKBZCAZuAUGdv+wvicxCzDPRvaTgWQgGUgGkoFk4NYZuJkVsS1FWHwmZW6yWvZe5vtzWFP6c+G0YvSwe/IWBmRr7Xs4a+SvI+aa/NI2GUgGkoFkIBk4NwM3sSIWi7DGtx6dm5cmHh4+RrHgH0JeUjx4+ybwicKYE+F6cuqn2ta+tuyX7H/LD7I5Xqaw53x7MVOeDCQDyUAykAzsiYHdF2JLirCpG3ZPd64becRBvCi79IQjXowbx1M5wLa3TekQt7eva+L3Yvewe/YpTwaSgWQgGUgGbo2B3RdiJHRqFSzesFkExJZYp7QxlsdiPC9jf0pHm1PamFccAxs5+M3b+L636fUjVs8u5clAMpAMJAPJQDLQZ+AmCrFYhMmnkOlPa7daBQ+KjJYc/pD7jeNYmFBO25bey2Dvx/RrtXPY9GlhRl/YehlywNjn4se+zzhz7RafHiaw/Maxz9frt/SJSd9zYhMz22QgGUgGkoFkYAsDN1CI3Q13d+OuoQQTif6M0rH46N1kIecN2dv4PvQc0xYxvNzHZL+lB05LTh+2sMHm47b8aKfG7pf38zFbGM6tdukPQS8GjWnLlvJTWo/lc57LBTG9by8H4tAWY7w47vmlPBlIBpKBZCAZuAYDuy/EjouwQkspzuKNdoo03nyX+Hhb9lvYxGIbbSCf8o/2cdzD9XatGIjZknu/2O/luRYn4i7xh43fYi5zGN4/+nrc7CcDyUAykAwkA3tiYPeFGMjCKlhv8zddfzOmfZTB3vvQzrdTN/2oi1hRH+P7OOhH/56+hxPjeX9gU8/W65f0t/p5bJ+Hl7f654h3TdxWrJQlA8lAMpAMJANLGdh9ITZVhLV2cqqwwU1+bjt3ITCVT8yF+a3x8bat3L0e8Vo2MQ+O19jSp9cijx4e5b3WY9LGy9CP+0k942IMX2w9W1Xmr2QgGUgGkoFk4IoM7L4QG+RpsObWWSTjzbbpMyGk39RNGjZT+gn4WdWS+C0Q+lHnx0ty9fbE8O2Ufgm+x4I98Nb6nYLB/BkbWKfm4PPJfjKQDCQDyUAycAoDuy/E/DNidUflzyibcjGYusnzplxxpEOZv1F7vZf3sIlBPz/u+dAWLe2X2Ho/9OkDDPYhJyb62KCLNpSrQeNXy75hdpKoFaOX61Qg4HDzPFCGlrhelv1kIBlIBpKBZOB1MrD7QkwfD2PVVT/HorNKJkz6G/ISYns37ejr7WLxMKWLOHHMfIkRx9G+NY75tGz2IuN+Mp84pnyqhc8t7fPUvqQuGUgGkoFk4GkzsOtCDPWX1mCou1CElforftq+n8KpGzuLHG8/1+cNn+2cfU8/lRd8erlFOccRD3LKfJ/5UMaW8j22W3Lkvsf9gRx4eHHr2VKfbTKQDCQDyUAycC0Gdl2IkYSH+/GtyK1FGLDW3oBx86YPWj9mbq3W3/Tn4hK/hTPnSx9iMC7H1N9auyT/JTbc7zW29Mk2GUgGkoFkIBm4BgM7L8TuZCHMlsGwIIYi7K68Tcl3KVl8bCGLN+hWgdWSwT7Gi2PkQdyYUwsz2mwdMw/m6HPwcVv6GNPbR921x3vK5dr7nvGSgWQgGUgGHj8DOy/E7K1JroLxUTFMC/u+4Ng6Xa3ipIdLW8biuGdPO7RrbL3fVN8XYLTzcVqFjNfTx7dzem976f6ecrn0viZ+MpAMJAPJwNNj4Nned9lWvrAqJqtj8ts+taI8LLYweRYrU+a84bdsoj9s/ebH0dbbtYoir4/9KSzaIjZe0ZY5sYW9t/FyYk3pvY72sfU2Ed/roh/H0WdOTn22yUAykAwkA8nArTJwAytiLLrsOyZHoim3AqN3Ex/tt/eAjUJiawxfhPRwvI3PtCXfmofHnev38pzzS30ykAwkA8lAMpAMLGfgBgqxzirYWIdpgeQLh1bxEmWXLmbWxmM+fj/8NPbk0QZjYDG+70Pn5Rhzgxy2W7eWP2MR049PiUW8bJOBZCAZSAaSgVtnYPeFGAh2NZfxbU/ud7mPN/lWkdB1LgpfNNA2yqbieF30I16rhR/so78ft/wg8zboMy7lxKW8h0M57Tlm25NHPeNCPudD32yTgWQgGUgGkoGnxMDuCzH+lWSdFBRhfFK/Cg+LEIhx4/ebH8cCIdpRz9br2fd4lG1pezhRHseIxfygYz/mEP049j69PjC9Dthx3JPFPHKcDCQDyUAykAwkA8cM7L4Qq0UXP69CijD9K8pGMeZ3zxcmreKBti27aD83BhZstmw+/hZ/+vj4rQIKdrCJOvqxjfnMjenHFnEYA32/eRvII7a3zX4ykAwkA8lAMvAUGNh9IaZvS7IIkxl5kB9fg/mbO2/sXsZJbMloTxu2PflSPe3Wtq0cI0bMDT6QsY32GEPHzfch83hRNzWmH1tgwZ5jtpC3tojdsklZMpAMJAPJQDLw2BnYfyGGSoyrYOjiYyzw7mSZGd7w/Y2dsi2Tx2LC4wEnjiFjHO/Tspvzh54bMTn2bQu7ZU875kUbjj0m+y0d/WDT0tN3Su/92Gfr/bOfDCQDyUAykAw8RQZ2XYhh5QvPiPET9bkwpiti+qs/ZbjZ9zZfYNCG9tSxjUXD3Jh+xEUbfbwu9mG7ZvP27DMHjtkCl33aUObHMT590LbsenLgwD7qWxgxZo6TgWQgGUgGkoGnwMCuCzGue1kxhqJsnBLXHYWh17rhoyjwG8csGLxuSb8VY4lfz2YKj7l6X9r7Ysf3YduyIQYx2Xp79IkV2yl/YtCH8emTbTKQDCQDyUAykAwYAzsvxJCklVy+CFs6eSgE5rapIoGFxBzGOfVLcl4TL+L5MfYdL8jQxq0lj/Zx7DGmdN4u+8lAMpAMJAPJwFNlYPeF2NHHV5QvOVoyYb3iYokvbFhI+H4LcynenJ3HbhVBc/7UM2+PB10PM9p5HPZ9G+3jGLaIxa3X937exsuJMde+bv+5/FKfDCQDyUAykAy0GNh9IVZXxCR7+4tJe1if8rhTuCHzRu5vztFu6dhjsb/Ud6kdc2YLP8TyY4/Vk8NmSucxWn34Ytu6n/RvYTAvthroEfzy+9zana1ctrBSlgwkA8lAMvD4GNh9IXb3zN6axAP7z+T9SXtg//AjLDgt8SbfugnO3TiJ5VvisvW6a/YZH/vFvo9PWWxpM8dHS0/fXotY3Hr+zAd2sPHjOV/q59pe7Dk/6k/1J062yUAykAwkA8nAGgb2X4iVvdG3KOVjK7Audvx2pRlN3UxbN/8C3SwMWrpeEUFbtogVtyhjrlN50SZi9cYxP46n7GnTihVzjmP4TPkjbmv/5nx6+aY8GUgGkoFkIBl4bAzsvxDDU/pagElzJ0VYfXj/8O8mcXOf2qZu/i0di46I27KNcaNP1PuxtyW21/f63g82HLOlXxxT7tuWTUvmfXy/Zdvjz/tlPxlIBpKBZCAZeOoM3L355mcfnj//1PDhhx+czMWLFy8mMfSricQCbet1f38/vHr1Sl8/+OHL4f3/+e/ha1//pmKOvhbi7S/+xvD7f/il4fvvvzcZM5XJQDKQDCQDyUAykAzslYGbWBFDEaafJSYs1gWywwWxvfKbeSUDyUAykAwkA8lAMtBl4CYKMS3Cytca4S8n8cQ+36Ls7lkqkoFkIBlIBpKBZCAZ2DkDuy7EsOh1d/dMKXwY7rVFAdZ7WH/nXGd6yUAykAwkA8lAMpAMHDDw/9ScqHAmVjRXAAAAAElFTkSuQmCC" 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如果有什么问题和疑问可以在下面留言互相探讨。

原题我已经上传到这里了http://download.****.net/detail/yincheng01/6461073 ,

解压密码为 c.itcast.cn