题目

aaarticlea/png;base64,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" alt="" />

解决代码及点评


/************************************************************************/
/*
5. 输入N个数到数组中,选出其中最大的数和最小的数,并分别将它们与最前面和最后面的数互换
*/
/************************************************************************/
#include <stdio.h>
#include <stdlib.h>
void swap5(int * arr,int num1,int num2) // 交换两个值
{
arr[num1]^=arr[num2]; // 这里用异或来进行交换,可以省略定义中间变量
arr[num2]^=arr[num1];
arr[num1]^=arr[num2];
}
void printfArr5(int *arr ,int n)
{
for (int i=0;i<n;i++)
{
printf("%4d",arr[i]);
}
printf("\n");
} int FindMax5(int *arr,int n)
{
int max=0;
for (int i=1;i<n;i++) // 寻找最大值
{
if (arr[max]<arr[i]) // 如果当前值比最大值还大,那么记录更大的值
{
max=i;
}
}
return max;
}
int FindMin5(int *arr,int n)
{
int min=0;
for (int i=1;i<n;i++) // 寻找最小值,简单的定义个变量保存最小值
{
if (arr[min]>arr[i]) // 如果当前值比最小值还小,那么保存更小的值
{
min=i;
}
}
return min;
} void main()
{
int arr[100]={0};
for (int i=0;i<100;i++) // 产生100个随机数
{
arr[i]=rand()%100;
}
printfArr5(arr,100);
int min=FindMin5(arr,100); // 寻找最小的数
int max=FindMax5(arr,100); // 寻找最大的数
printf("最大的数:%4d\n",arr[max]);
printf("最小的数:%4d\n",arr[min]);
swap5(arr,min,99); // 最小数交换到末尾
swap5(arr,max,0); // 最大数交换头
printfArr5(arr,100);
system("pause");
}

代码下载及其运行

代码下载链接:

http://download.csdn.net/detail/yincheng01/6651951

解压密码为c.itcast.cn

下载解压后用VS2013打开工程文件

点击 “本地Windows调试器” 执行

程序运行结果

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AXuxc77zXVvXDu6Lut33Wf/uSuddz2yd93Nxwyuk8mfZ1/Pyf2QV63eeO73Ds2OvfFK/9mtN7E3jEYDAZjtyFWD5ql1YMmqWmIxx9/PDlE7PX+qH58P+CvYdiwaSMYHyKWMxwi9np/SM1iaS8Gj2VtVQM5mJdjw4/yXc3RuletHjSc33C/+x8uXMr1jos/4J598knVRz0m83//9W9UNQ2/OzpqREe5tDmt8vlrqBlq6S2hNj8w/HZwnX/+1Ce5fZ80KHCQfMdjj7vVa1YPHu8xmNnhFrdvd49tl9+8d277ju1ux86d1SJkcZf+p8vdmS95lXvSbm8Jtdld84F3uS/cMXoqDnmJ+82LXuCW3kjn7r92H3zvt93RF/87d/qBo2PV6z7m3PlyzH88ml4yjL/5Bf/FvfqI0aHKTe5TF/wX953RM+eOd2+87I3uMHlY5bvTvWDZ8z8fND5Dx77Ji7VsbleMLVf/rnv/X/2fpVq2/PG/cX8of7VRHPdv3KWD5m4Xb/3Oy71sHbLez7uDlvYgqHnZOg51Lz77YPeFGw5e2sdbo/mHe6N7f/Bxxzs3OGe33Df/oXvrx3e9V9nQIEfj9UhcU1G7r8PXb15/vPvOtzWvd30GlvZ3YNm65UBiL4aa9m95LufXH703x3xd9Rrvfq7Zh+qa3aWvG+3p+tG1q3kNACDui3+1yb303FPdPz00+g5jjeuuvqpqtFKOf+5J7nlnnDl6Frfvk9a6P/uLTe5FZw/fS7RPa3hg26BhW2b4DcRBS1g9uu7LX3Z/97WvDw8NPPvk57rnn3WW2xQcf87g+PMGx6uWUl64q7dcss+ea5atoc5B+zxh+fuU3v1g80b92R//gbS6o2e722OPNYPp1e7xxx5dKk+s/2c/5Y581oluryfm+2dGt1z1bve+u852H36d3+BlMPgD/z++5073wv/kNRjGlmrZsDlP7kFDdOGXDnbvfEfQCBoyux7TqtmL3q4XAJDdF/7yWveyl57mfvTw8DuMXXjKE/dw/8+ffcW9+JznV8/7tIYfP+KvQfo6v2sbWqgaVP+49n+DY9VLRmfIdzoXh2cunSG94ujtQZ+81/I11Dlw77Xj/TOjZ5/3Brfh53+xdpx29ivc8ze+zJ0VHD/q+JPcnnvtFY056TjwrHPccd++wd0amZtmbL3lW+7OQw4e/pi5o6G1XDNR7rvdNZf8obcP33Wf+tj17uBjjy5SQ+7rMd5ovxf9WC+DwWAwOhvyo+TV3Q39RZ8+rmH4WD7K8Ps/ec3wR+/SYQ7PHR4bnjc6V/4bHRj87/Dj6Lkeq36sL49ja4gMtfSd0q0Ph9/OXUFu/pi74A/kn856tnvzR9/sDh8e7ca0ue/+kvvAuz/n9Cfmh5z7bnfRmQeNnq0w7AUAIPCVq77pjjvm6W79+q5+fujcXXdtcd++4XvutDNPrJ6zhuEa6hzwxDXLf3x/z8M7RlMAAADz4cEHHnZ/97c3ukce6e6fGd1rrz3dc0442u29z/CvLrKG5r/C+RNPXL28Kb33kYb3GQUAAAAMPHWvVcv/Tmn1lwAYDAaDwWAwGIwux8jSd0rv27b7b18BAAAAlvbfc2H44/uNGzcufvyKT9c2pddf/bnRIwAAAGB8559/vvveHQ+Mni0nTembXn9eu6b0+uvlt8MBAACA8Vx88cXu0EMPzdeUXn755aMjAAAAWAm2bdvmtm7d6tasWePWrl1b/fOhPnmf0cXFxWXvNyr0PUjl9Y8++mirpnR5ZAAAAKAAmlIAAAAUR1MKAACA4or9ndJNmzZVH0899dTqo0/mYsdz0LzCz+EfD+VaS5ijKW7T/liJ7UHu/HX7L8bZn0mU3P/Y3irNYVl/XX4/h2V+5ecI45fO79PzLNYQE9aurPKH9XWRP8xRF1vOs6i7KX9d/cJqD/pUv69E/nBOWaxDaL6mNeTOPUn9Itc62tTnn+PPz/3fKW26AE1z09LYstl1F1rn6uYnFctdV6vlHtQJ15da4yRie6Bic9a56+LnzBvS/LoGZV2/8vNrHtFF/lgOVTq/L3fecejaUmucRlN9VvnbXl+rvW+bX+f1nJxiawiVrr90fp33z8utqW4/b869mKT+nNrkj51TQudNaexCCDleN5eDv+EltL3QlnswjtzrKL3/bfVl/+dN6evfNv+8X/++1ifrmue9T91/peuf9/1XK6HGGLnvmr726b5M+vV59erV1XdQ5eO0Om1KmwpPbZq10vnFtDdGLvP4idvm+lruf5v8ovTel8rfdn8s9eXzz0of6qu7v6yvfyq+df6UlZ6/C033v3X9qfjW+S1JIyo/zn/Oc55TfZy2Me2sKe3LF3xZh44mVuv1c/uxrfJNymodWr/WqzRfbC43jV9y/8N8Xa1FYuvwlc7vK5HfMuc46tY3rbb1WeXv6v5qo01+qzXq3mr8rmgdJXKLtvl1PvcaNV6b6znOuZNoE99qDRK3KbbO6zkp0oDKeMYznuH23HNP95a3vGXqxrTIj+/9gtsWn4tcCL0Ydbn1eO4bQqTyyzH/eN0arVjna6rfnxP+41w0Z11smffXZbEfsTU0HctB4vpDxOq0yq/q8qvYOnJqk98/HjvHgq4rtb5p1dVnnd/Po3LGbyu2jlCbcyZltb9t+LmFRX1NmvLrnH+Oxf5ITD9umEOf+2vLqU18yzWk9jc179OG9LDDDnPPfOYz3RlnnOGOPvpod9lll03VmHbWlGqxftHCf9wH1jdlHX9v/Nxdr0OUyNmFpmur+65Dxc6dRpv7K3fOcZXKX+pzT0hOf6gSa7HQp/pK5BRt7q+S9yDsyPX0h/IfW1/7ebv/pOl8/etf717xile4l7/85e5Zz3pW1ZyecMIJ7rrrrtvtN/Tb6vw7pSuV3Gx6w/VZ6U8Gq0/KMO6sXI9c+l4v16dsvfO+31rbSr2/VLgPXavLX/p6hOvKvR7r+CkW+Xbs2OGuuOIK9zu/8zvuVa96lduwYYM75ZRT3PHHH++e97znuZ07d47OHE+R9ykNN0cuVN2G5fzkieUN6Tk586o2+UXb83KLXYMu99+fz11zrDYRy2O5/xq767wiFb9k/nBO5VxD2/qs96FOV3nr8ljnb4ofzqlca2gbX8/LXbsoWb/wc9TVHeoqv2jan5xieazrbxtfz7OoPbW/TfNdvk9psTfPBwAAQL/N/ZvnAwAAAD6aUgAAABRHUwoAAIDiaEoBAABQHL/oBAAAgCj5RaVbbrnF/fCHP3T33nvv6Ogudb/otO+++7qf+ZmfqX7Bid++BwAAwFSkKf385z9f/fv2+++//+ioqxpRIfPytqSLizurY/Iepo899pj7p3/6kfvBD/7BnXzyyf1sSlPvk6XkPIv36RqH5fuF1Wm7P5MIYys/h2V+kYq/0vMrOS93bl9TfH+NVmuoy992fybVFD+cU5Z7IDR+XX6Raw1t9tc/J2ft49Qn5+bMrVL1t9mfaTXtbxf5Rd3+lqw/zO3LtY5Ufdb1N8Wvqz/nGsapT8/Vc6Tp/MQnPuHOP//86vmw8dzpdkoTunPRPfjgQ1UjumPQme7YvsM9su0R9+MfP+D2fcqT3Ve/tsn9wst/oX9vCeUXqYXGLkTdxelSiTW03Z9paXw/j7DOn4q/0vOrnDljmuLH1phbXf5Y7px70Ta+zvvn5dZUl1XuNvXHzslNY9fFb9qbaaTqT83nEMuhusgv6mJ2kT+WI6RzdfOTStVnXX/b+Drvn5fDOPU11S3NqAz515qqMWhMh98VfXzQdD5WNZ4yHnlk29LcuHrzi06yEU2b0ZU+rKGE3J8EGI/1/Z+Kr3NW94B1fbOir3tgff1TrO+P0l/f5n1/U0rXX1rp+6+tNvfIsCnd1ZjKd0y379jutm/f7h4fNKfSoMp3T7WBHVdvmtI+XLSSnzizctNa6ar+uk866/yp+KXzW2ubv+QfnNaavr5YXx/r+Cmp/KXXp+b1/uv7/pfOj7L9j6+zplQLlcL7+InflwsiLNei+193Dfy5nPnHuf6W+UUqvkV+n3X8acjadHRpnOszCY2Vqk3nm86ZhMZrW9O454+jKbbWrudYsayviV+bn9t/bLk2za85lOaKzXVN83dZfyj3GlL729X++/Fjtel87jWk6tNjufZ7Gp1+p1QK9ovuwwaEwosWu4CWrG4O3XsdIlZban4afmzhP1ZW9cfixuqzyq+s409L1qVri+2PlbbXZxp+bSJ87A9hUb/E9OPGcugxf325pGJb1y8s60upqy+2Jov66/ILf074j7tifW38Guv212oNfm4Rxk/N5+Dn8OvX43XzOfixhf9YSU4/b+41tNGbH9+XpheszYWzojdAlzn7pKv66+Jb51/p17etedwfqckfKqzV8h7pw/03C58DfV6bJe6PlUv22x+qxHXovCnlposL90We67EcUvFy56ujOcLrHx7vaj3KOr91fLQTXgc179cjrHve6w3NSr3hdepKmHdW9mtcqf212v/Ufqbmc8lV3+rVq93atWvdE56w1u255xPck/fZxz3lKU92++23r9t///3c3ns/aXTm+Iq9T2m4KXUXJPfN0Ua4li7W0EX9qbqs6/bjp3Krruq3zp+KXzq/aNqfaZXOL/z4sdjW+VVTHp2zrN0Xy60s6q+rr836ppWqz7r+cfJb51aaJzWfQ5v91XNy1y9S+5uan1aq/jb7M4229cXWoe9T+rrXva76jfpVq1a7M8843T396U93BxxwwOhM59avX+9+8id/0j3zsCPdHXfcOWhU93Hf/Nuvj/U+pfyLTgAAAIiKNaW/fsGvuZNOOsntu99+o7Oc23vvvd0+++zj9tvvJyZuSvk7pQAAAGhF3p/00g9/xP38y17mTj31+e7445/jjj32We5nf/Zp7oADDqqa2EnRlAIAAKCVVatWuQ1nnel+/YIL3Pve+x532UcudR/9vcvcn33uT913b/qO23PPPUdnjo+mFAAAAK0985nPdKeccoo74cQTl8Zhhx/uDj7kkNEZk6EpBQAAQCv8+B4AAADF8eN7AAAA9MKGDRvc2Wef7c4afNRx/LOf7X7qp396dMZkevWWUNbv06UkT+p9uixyp+qzrr9k/jC2T/NY1y/8HE3x9TyLNYim+DJnlVek4lvk13pDfp7wHIs98HOE8bvIrzSX5qjbH2G5D3WxU/OT8usMY4d7kDN33f5qjrp5kWsdTfVZ50/VL5rWl0MqvnV+n+aK5ZA5i9wl6w9j+zRPU/7wLaEGrWN1fHFxp9u5c9E9/PAjbseOHdWP9Xfs2OkefPBBd++99832W0LphshG1G1SDqmYFjlFqr7U/LRK51caX3OoLvLHcsRY1O1ril8yt7DOr3sfXgPN6x/PvZZYDtVFftUUV/OH68spVZd13bH6YnMW69D4fh5f09w02tZnlV/58f0c1vufim+d39cU1zpn6fo1vuZQ4+aXBvSxxx4bNJqPDRrWR92PH3jA/ehHP3b33/9P7r777h80pQ+Nzhxfb5rS2EblJBvctMmp+VmX2l/r/U+xzq/XNpXD+h6oi299/6XiW+dP6cv1t1Zyj0Uqv9X6+rL/pVjf37Ouq/2pu7/luNW9j/GsmL9TmrrprT8pSucvbRbqs/6Dsym+9f6k4lvnnxWWfzCVvP4idX9b3/9Nuqi/yUrPb60P9fX566+1tvktv/611bumVDal5BfHLqTqs6w/tb+p+Vzqcljn1/iaQ1nmFNbxZ0Xd/it/rsvr7+eyyD9uzNxrSMWzqDlG8uioY7mWNvmF1Rr83E2xrfNrfKV5YnO5afxYbX7+nLVbxJxUbC1d7r8I1+CvpfRe9a4plY3wL9C8SV1w6xsitb+p+RyaarTOn4ovx/zjuddgHb+vdN9T+5+an1ZdfH2sc8Iiv8SM5fXF1pJLKn9qflp1+6/0WO7aNW8qv7BagyiVX/M25ffnhP84l1Rt/hrq9mcaEtOPa5GjSVP9fu0idk4OsTU0HevaivnxfR803ZAiNT8P+lqjrMcfKtc6reMjH4tr4l97P36Yy+rzw8/tx9bHqfku9OFrQ+k1zPOfASVrk5z+UF2uZVbu75LrE71pSmWzdMPmUXgzhPWm5qeVipc737hK54et1PXl+q9seu1Lff2zNiv59ZzcjUkYN1xP+HzepOpX4Xl9JG8JJUPe/klG9bZQO4aPh2OH2ynHBmMSK+Z9SmM3gPBvkphcayidX6T2NzWfg+aIxbbO3zZ+iXWEx1Su3Kn41vlFal9T89MqnV815dE5q9yi1D60qTuUcx/a1KXn5Myr+p7fn8+dP8yt/Dxt9ieHWJ4265vGuPVb1x6LH9sXpe9T+trXvtZt375jMLaP3pd02Jzed9991bHtg2PbH9/uHh88fvzxx93+++079vuU9qopBQAAQH9IU/rnf/7n7rnPfa7bZ599qjfIl++Iyvvoy3dNH3jggerYovxXfbd02Kw+9NBD7h//8fvuzDPPpCkFAADAdKQpvfHGG90Pf/hDd+99946Opu37lH3dunXr3JFHHklTCgAAgOlIU7p161a3Zs0at3btWrdq1fJfR1pYWKi+YyofffJchrx+5v6ZUQAAAKxcNKUAAAAojqYUAAAAxdGUAgAAoLgiv+gk74dV9z5clu/V1fQ+XOGcyrmGpvwitobce6A0V9Me5M49bv1WtTfx12CZv83+C6s1tMlvkbvt/sbWl1Op+lVdfW33J7ewdpVzDan9ja2hZH7L3D7NY1l/XX4/vmX+tvw1dJ1byRoscof7G+ZIzeekufwcTfnn+hedwsJ9/kblviCx2LG16Lx/Xg6p/OF87JxcYjFT65tWKr51/jZia7AQqyvMbbkHbfKL3LljOWIsavaVql/VxY2toWuaO/caUvsbzsfOmca4+UWu3D6NrzlUmF/nc6/Bj685RFf5m4RrKMGq3lhtfq7UfE6xuF3mT+msKZUCm4r0N8WCv9mzwOqGKHWj9Z31/afa7v+8Xf+2+2u9vlL1q7r8bfdnpSh9nUrr631qpfT9L/lL7rnU3UXtpe+rNjprSrva9HlgdeM0feL35ZNiFj5pJtW0/755vv5N2u7PpNrEt9p7YV3fvLC4BqXv73HyW96DbZTOX0Lp+6MLbb7+9OHa9+4XnWRTdFjwY8cujlV+zdU2du5PEM3ZJu4457blx4rFT813RXLryGncmnLXPk7+cdc6Dt1bzaEsc4pUfP+4xVraxpTzdJRglV/rbhs7596HNL+fY9z1TSu2Bp9V/VpfqkbL/W/Sdn2zpu395c/nvAapmP5xi/zj6F1TKhuhm9F08SZVF1+P183n4McW/mNlUbNP4vs5wnz6PLa2acTixtZRN98Vya9rsMgvMWN1K+ua2+bPff1Van9T65tWXXz96NedO7eoy69S+2NF81rm92ML/7Gyrlnjx3K3WV8OTWuwql9r0yFiuaz3PyW1vlnm1yb8x8q6fonpx9XH+tFfk0X+NnrXlCJ+s05Lb3Ydyn8cuzEtpOJb5y9BavKHitUaOzYtP7cf33/c1fWP8dfm58+1lnHix45Ny8/tx7fINeus9qTk/a3arKH0PcE9OX/kmvpDxa517FiXVkxTKl8M9AtCTGo+l9QXpVI3RLiurvYDy3H9UUJX1zu8z0JW93+Yt67e1PqsWdYfqzdUqu6Vou7+ant9VoLO3qe0bsP9ixOek/sTJBW/y/yx2LE9yr0GEaszllvkzJ/a39S8ta7y1+WJXQOLNcTyx3KLnPnb7m/b8yZVF986ryqdv06X+x6LHeYXudYQiy38+Kn15aA5uq5fhPHD2Nb5U1LrsxSrXVjtfyxuV/XX5WnK3+X7lBZ583wAAAD031y/eT4AAAAQoikFAABAcTSlAAAAKI6mFAAAAMXRlAIAAKA4mlIAAAAU1+lbQqXeh8v6fbr6nt+n5+ZaQ5hb1cUvld8/L1fumFh9sTXmXkOqPqv6Y7Wpuj2wrF3UxZfzcuduo+36ctBcTXsgcq4hVZ91/W3i++d0nb9k/eGcL9c6StevJE8stnX+0vWXzu/TXLEcMhcen8u3hPI3QQv2L0Jqflp9z+/LmTek+f11hErlj+2RhVh9YW7Nn3MvUvV1Ub/G7jp/LHZsb2PHutB2fTmk4lrkTdWXmp9Wm/ixc3JJ5W+zvmm0ja/zek4uqfxt1zetupjW+VPx5z2/rymuVc5x8OP7Ef9mKKn0TVEqv+a1vgZt68u9D6n6uqq/jnV+idsUW/Ln3vM+StVotQep/S/N+v5Lsd6f0vtfOv9K+fzuu7pr0Kfr01lTutI/KVXThde5Uussnd9a2/r68smZU1/u/zp9WZ/ltU/df/P8+Vf6+pbOn9KX9Vnd/23rs/7aWxffev+t47fR9PWlD+tTRb5TGtscfSxzXd2YsYvg5895kfxYsfgWOWO0Ps2nSudXqflJaby29VntQ6q+1HwuGj+s0zq/H9v6XhuHvxaL9aVidrUndfuvj/15K021an7LNbTJLyyuRdv4Vmuoy+8/tsrdxDr/OPGt62/af5nT+Zysa8qp86a0aXPkWOxC5ZS6OP4act4csbyx+HLMP55rDVpXqr7S+VPz00rVZ5HTV7p+oXE1j886fxf1TSK2Jxbrk5h+3DBHan5aTfvvzwn/cS6asy62v4bctYvS+dvET61xGnX5Yzkt6q9jnb9t/Nh5OTXFl2P+cYs1SH6/7tgelNZpU2p9wVNK51ex/HLMHyp2roXS+a2NU1/s2Lzoy+dAn1nsjcT0h9LHqfl5wNf/tD6ssfT+WOevi2+99yWvreT0hyqxlpTOmtLwgshzPeazunCp/OHzeVO6vlnZ3z5+ks6DWbn+86rt/us5XX/9tZbKb70e6/gppfP3ne6N1f3ZNn543krU2fuU1l1gf/P9c3JflHHzC+s11MW3Wkff81vlDdXlCY+LnGvoQ/2aIxbbOn9T/HBOWexBnS72X6TyWK1jnLy5aw9zKz+PVd2idH7RJr6ekzu3SOW3rD+MrfwclvlFU/w265vGuPXnrt0X24fU+rp8n9JO3zwfAAAAs2Mu3zwfAAAAqENTCgAAgOJoSgEAAFAcTSkAAACKoykFAABAcTSlAAAAKI6mFAAAAMXRlAIAAKA4mlIAAAAUR1MKAACA4mhKAQAAUBxNKQAAAIqjKQUAAEBxNKUAAAAojqYUAAAAxdGUAgAAoDiaUgAAABRHUwoAAIDiJmpKN23alBzjyHX+OHFyxAAAAEAeE3+n9NRTT60dfUUjCgAA0E8TN6XSyNUNSxJ/0sZXXheub5p4AAAAyGOmvlOqDaV89IevaU6E64utNxUDAAAAeS1s3Lhx8eNXfNrdt21xdGi566/+nLv++uvd5ZdfPjqyqzlsMk5zKvHanB87T481zenjJrEYsZiWwjXG6vF1uTYAALDybNu2zW3dutWtWbPGrV271q1atfz7mQsLC25xcbH66JPnMuT1jz76qDv00EPd9+54YDS73P57Lrg3vf68yb5TKs1QaoSkoaobbean5a+r7mNJWqe/Tr/21DwAAMAsa92USgM06RDaTMVGm/kmkmPS8+S5rrENrWmc1wAAAKBZ66bUbxD1cex5bFjTHE2NoszVrUWO6zzNJgAAQPcm+vG9NG46lH8snGsi543TDPrxw9c0xfEbUjnHfy7C57FzhBzTkZPGi9UlUvMAAACzbOq/U+qrO56Tn2OcPNrMaUMXPu+DsKawvtQ8AADArMr2nVKfHG/TMPnnyce6eOOoyyvH/Vz+c58ca1q/zOkAAABAHtm+U6rNXJ81NZt9oXtYt87UPAAAwCyaqCkV0hxpg+Q3SvK4TcMUO09fb8mPH1uDHqtbh8zpyC1Ve2oeAABgVrVuSqUh0qZIPvqNmX7U46nmSc+LSb1e5vwxDomt8WXUraEUXV/dulLzAAAAs6p1U6qNUF1T5Dd58rGuYWzTDDa9Xub8EdLX1eXReZkLc/ivic0DAADAxlg/vo81eSLWAGpTp42dPq6LEQpfL2KvrcsbHvfz65yeK2Kv8ecBAABgZ6b+7XtVd/44cXLEAAAAmGe9/7fvhTRudaOvpOGMqTsOAACAbkzclEojVzcsSfxJG195Xbi+aeIBAAAgj5n6Tqk2lPLRH76mORGuL7beVAwAAADkNVN/pzR2nh5rmtPHTWIxYjFLitXQp/UBAID50vu/UyqNUGo0STWIqflJ+Ouq+9hnuidah67ZYq8AAAC61ropleZn0jEuabjGeZ2c26axjJ03SS4dJZXODwAAkFPrplSaN23o9HHseWxMQl7XtvHSHE3ny1zdWjTXODlLmoU1AgAAjGOiH99LU6RD+cfCOZ8cr2sO22jK0dRU+jnlnHAN4fPYOUKO6SipdH4AAICcpv47pb6645OSOLHGc5I8EkdH7PmsmLX1AgAAtJHtO6U+OR5rGOuO51QX329i9XHsXDnWtE6tW0YpdWsDAACYVdm+UyqPmxq1pkavK31Yw7Rmff0AAAAxEzWlwv9uoX7UxjTWOE3aTOVuwnStIrZWPeaf55M5HV3SfLIuHaLrdQAAAFho3ZT6jZB89Bszv2GSx3qeBV2HjnHomvW1uu5Zoev3BwAAwDxo3ZRqA1TXDPlNnnxs0zCO21QKza8jpDHrmk6dl7kwv/+a2DwAAABsjPXj+1iTJ2INoDZ1TY2dnlMXNxQ7ry5veFzXIsd1Ts8Vsdf48wAAALAz0b99DwAAgPnX+3/7HgAAAMiJphQAAADF0ZQCAACguE7/Tmn4S0PhLxal5nPwc/jxm36hKdc6xqlPz7XYA9EUX+as84owxzj7M4lx4jftzyTC3D7NYVl/XX4/h2V+5ecI45fO79PzLNYQE9aurPKH9XWRP8xRF1vOs6i7KX9d/cJqD/pUv69E/nBOWaxDaL6mNeTOPUn9Itc62tTnn+PPz+XfKdVipVAt1t+A1HwOsRwhnaubn9Q49eWuO9QU3zJ3bA9UbC7nWsaJnzNvSPPrGpR1/crPr3lEF/ljOVTp/L7ceceha0utcRpN9Vnlb3t9rfa+bX6d13Nyiq0hVLr+0vl13j8vt6a6/bw592KS+nNqkz92Tgkr5sf3/oaX0PZCx27UnOriy3HL3KX3vy3r/V+pSl//tvnn/fr3tT5Z1zzvfer+K13/vO+/Wgk1xsh91/S1T/el1NdnH3+ndCR10bpgfWM0xe9D/Zba1Ge5/233t/QXzVL52+6PJevPv9L6UF/d/WV9/VPxrfOnrPT8XWi6/63rT8W3zj9LOmtKdcPlxoh9YUrN56LxUzl0PveN4uf2Y1vlU9bx29L6dT2qq+svNH6X+x8K83W1Fomtw1c6v69Efsuc46hb37Ta1meVv6v7q402+a3WqHur8buidZTILdrm1/nca9R4ba7nOOdOok18qzVI3KbYOq/nlNDpd0plE/yNCDclNZ+Dn6Nu45su2rRS+cMbom6Nk7KOn9JUvz8n/Me5aM662F3sT2wNTcdykLj+ELE6rfKruvwqto6c2uT3j8fOsaDrSq1vWnX1Wef386ic8duKrSPU5pxJWe1vG35uYVFfk6b8OuefY7E/EtOPG+bQ5/7acmoT33INqf1NzXeBH98HrG/KOnoz+DeFyLUO6/izoOna+nvjz8fOnUab+yt3znGVyl/qc09ITn+oEmux0Kf6SuQUbe6vkvcg7Mj19IfyH1tfe+6/djpvSlObPq8XRerS2lDP6vqHcVfa9eh7vVyfsvXO+35rbSv1/lLhPnStLn/p6xGuK/d6rOOndJ1vGsXepzT2SZGan1Z4UZrWUCq/aHvepGLxw2MqZ+5UXf68dc0qlie1zmlo7K7zilT8kvnDOZVzDW3rs96HOl3lrctjnb8pfjincq2hbXw9L3ftomT9ws9RV3eoq/yiaX9yiuWxrr9tfD3PovbU/jbNd/k+pZ02pQAAAJgdc/nm+QAAAEAdmlIAAAAUR1MKAACA4mhKAQAAUBxNKQAAAIqjKQUAAEBxxd6nVNS9F5ecZ/E+XeOwfL+wOm33ZxJhbOXnsMwvUvFXen4l5+XO7WuK76/Rag11+dvuz6Sa4odzynIPhMavyy9yraHN/vrn5Kx9nPrk3Jy5Var+Nvszrab97SK/qNvfkvWHuX2W66jbB+vaRZv6c66jKX8o3J+5fEsov0gtNHYh6i5Ol0qsoe3+TEvj+3mEdf5U/JWeX+XMGdMUP7bG3Oryx3Ln3Iu28XXePy+3prqscrepP3ZObhq7Ln7T3kwjVX9qPodYDtVFflEXs4v8sRwhnaubz6Gprtw1q7b769ev5+XQNr+w2oO2evPje9mI0psh+rCGEnJ/EmA81vd/Kr7OWd0D1vXNir7ugfX1T7G+P0p/fZv3/U0pXb+q2wPr/Sl9/7VV8h5RvWlK+3DRSn7izMpNa6Wr+us+6azzp+KXzm+tbf4+fFG00vT1xfr6WMdPSeUvvT41r/df3/e/i/wlP/9mQdP+dKmzplQLlcL7+InflwsiLNei+193Dfy5nPnHuf6W+UUqvkV+n3X8acjadHRpnOszCY2Vqk3nm86ZhMZrW9O454+jKbbWrudYsayviV+bn9t/bLk2za85lOaKzXVN83dZfyj3GixrGodfe2wtOq/n5JK6v/RY6f0RnX6nVAr2i+7DBoTCixa7gJasbg7dex0iVltqfhp+bOE/Vlb1x+LG6rPKr6zjT0vWpWuL7Y+VttdnGn5tInzsD2FRv8T048Zy6DF/fbmkYlvXLyzrS6mrL7Ymi/rr8gt/TviPu2J9bfwa6/bXcg0S289btwYrdfXr8br5HPzYwn+sSu+P6M2P70vTC9bmwlnRG6DLnH3SVf118a3zr/Tr29Y87o/U5A8V1mp5j/Th/puFz4E+r83SPN8fEs8fKneeWdWn/em8KZ2FL0olhPsiz/VYDql4ufPV0Rzh9Q+Pd7UeZZ3fOj7aCa+DmvfrEdY97/WGZqXe8Dp1Jcw7K/s1K1L72dV+a46u769xFHuf0tgfCjElNi9cSxdr6KL+VF3WdfvxU7lVV/Vb50/FL51fNO3PtErnF378WGzr/Kopj85Z1u6L5VYW9dfV12Z900rVZ13/OPmtcyvNk5rPoc3+6jm56/fF1tGH+tvszzT8+E2xY+vo8n1KO21KAQAAMDvm8s3zAQAAgDo0pQAAACiOphQAAADF0ZQCAACgOJpSAAAAFEdTCgAAgOJ69ZZQ1u/TpSRP6n26LHKn6rOuv2T+MLZP81jXL/wcTfH1PIs1iKb4MmeVV6TiW+TXekN+nvAciz3wc4Txu8ivNJfmqNsfYbkPdbFT85Py6wxjh3uQM3fd/mqOunmRax1N9VnnT9UvmtaXQyq+dX6f5orlkDmL3CXrD2P7NE9T/hX5llC6IbIRdZuUQyqmRU6Rqi81P63S+ZXG1xyqi/yxHDEWdfua4pfMLazz696H10Dz+sdzryWWQ3WRXzXF1fzh+nJK1WVdd6y+2JzFOjS+n8fXNDeNtvVZ5Vd+fD+H9f6n4lvn9zXFtc5Zun6NrzlUV/nb6E1TGtuonGSDmzY5NT/rUvtrvf8p1vn12qZyWN8DdfGt779UfOv8KX25/tZK7rFI5bdaX1/2vxTr+3vWdbU/dfe3HLe69zGeFfN3SlM3vfUnRen8pc1CfdZ/cDbFt96fVHzr/LPC8g+mktdfpO5v6/u/SRf1N1np+a31ob4+f/211ja/5de/tnrXlMqmlPzi2IVUfZb1p/Y3NZ9LXQ7r/BpfcyjLnMI6/qyo23/lz3V5/f1cFvnHjZl7Dal4FjXHSB4ddSzX0ia/sFqDn7sptnV+ja80T2wuN40fq83Pn7N2i5iTiq2ly/0X4Rr8tZTeq941pbIR/gWaN6kLbn1DpPY3NZ9DU43W+VPx5Zh/PPcarOP3le57av9T89Oqi6+PdU5Y5JeYsby+2FpySeVPzU+rbv+VHstdu+ZN5RdWaxCl8mvepvz+nPAf55KqzV9D3f5MQ2L6cS1yNGmq369dxM7JIbaGpmNdWzE/vu+DphtSpObnQV9rlPX4Q+Vap3V85GNxTfxr78cPc1l9fvi5/dj6ODXfhT58bSi9hnn+M6BkbZLTH6rLtczK/V1yfaI3Talslm7YPApvhrDe1Py0UvFy5xtX6fywlbq+XP+VTa99qa9/1mYlv56TuzEJ44brCZ/Pm1T9KjxvJVox71MauwGEf5PE5FpD6fwitb+p+Rw0Ryy2df628UusIzymcuVOxbfOL1L7mpqfVun8qimPzlnlFqX2oU3doZz70KYuPSdnXtX3/P587vxhbuXnabM/OcTytFnfNMat37r2WPzYvqgu36e0V00pAAAA+mNFvnk+AAAAVi6aUgAAABRHUwoAAIDiaEoBAABQHE0pAAAAiqMpBQAAQHFF3hJK3g+r7n24LN+rq+l9uMI5lXMNTflFbA2590BprqY9yJ173Pqtam/ir8Eyf5v9F1ZraJPfInfb/Y2tL6dS9au6+truT25h7SrnGlL7G1tDyfyWuX2ax7L+uvx+fMv8bflr6Dq3kjVY5A73N8yRms9Jc/k5mvLP9VtChYX7/I3KfUFisWNr0Xn/vBxS+cP52Dm5xGKm1jetVHzr/G3E1mAhVleY23IP2uQXuXPHcsRY1OwrVb+qixtbQ9c0d+41pPY3nI+dM41x84tcuX0aX3OoML/O516DH19ziK7yNwnXUIJVvbHa/Fyp+ZxicbvMn9JZUyoFNhXpb4oFf7NngdUNUepG6zvr+0+13f95u/5t99d6faXqV3X52+7PSlH6OpXW1/vUSun7X/KX3HOpu4vaS99XbXTWlHa16fPA6sZp+sTvyyfFLHzSTKpp/33zfP2btN2fSbWJb7X3wrq+eWFxDUrf3+Pkt7wH2yidv4TS90cX2nz96cO1790vOsmm6LDgx45dHKv8mqtt7NyfIJqzTdxxzm3LjxWLn5rviuTWkdO4NeWufZz84651HLq3mkNZ5hSp+P5xi7W0jSnn6SjBKr/W3TZ2zr0PaX4/x7jrm1ZsDT6r+rW+VI2W+9+k7fpmTdv7y5/PeQ1SMf3jFvnH0bumVDZCN6Pp4k2qLr4er5vPwY8t/MfKomafxPdzhPn0eWxt04jFja2jbr4rkl/XYJFfYsbqVtY1t82f+/qr1P6m1jetuvj60a87d25Rl1+l9seK5rXM78cW/mNlXbPGj+Vus74cmtZgVb/WpkPEclnvf0pqfbPMr034j5V1/RLTj6uP9aO/Jov8bfSuKUX8Zp2W3uw6lP84dmNaSMW3zl+C1OQPFas1dmxafm4/vv+4q+sf46/Nz59rLePEjx2blp/bj2+Ra9ZZ7UnJ+1u1WUPpe4J7cv7INfWHil3r2LEurZimVL4Y6BeEmNR8LqkvSqVuiHBdXe0HluP6o4Surnd4n4Ws7v8wb129qfVZs6w/Vm+oVN0rRd391fb6rASdvU9p3Yb7Fyc8J/cnSCp+l/ljsWN7lHsNIlZnLLfImT+1v6l5a13lr8sTuwYWa4jlj+UWOfO33d+2502qLr51XlU6f50u9z0WO8wvcq0hFlv48VPry0FzdF2/COOHsa3zp6TWZylWu7Da/1jcruqvy9OUv8v3KS3y5vkAAADov7l+83wAAAAgRFMKAACA4mhKAQAAUBxNKQAAAIqjKQUAAEBxNKUAAAAortO3hEq9D5f1+3T1Pb9Pz821hjC3qotfKr9/Xq7cMbH6YmvMvYZUfVb1x2pTdXtgWbuoiy/n5c7dRtv15aC5mvZA5FxDqj7r+tvE98/pOn/J+sM5X651lK5fSZ5YbOv8pesvnT8lzC90DXP5llBasBSphfqbkJqfVt/z+3LmDWl+fx2hUvlje2QhVl+YW/Pn3ItUfV3Ur7G7zh+LHdvb2LEutF1fDqm4FnlT9aXmp9UmfuycXFL526xvGm3j67yek0sqf9v1TasupnX+VPx5z58S7n+JNSh+fD/iX4iSStwEvlL5/U8KS23ry70Pqfq6qr+OdX6J2xRb8ufe8z5K1Wi1B6n9L836/kux3p/S+186/0r5/J4XJa9VZ03pSv+kVE0Xu/QX5tL5rbWtr+QnpJW+3P91+rI+y2ufuv/m+fOv9PUtnT+lL+uzuv/b1mf9tbcuvvX+W8fPyfoapBT5Tmnsi68+lrmubszYTeLnz3kT+bFi8S1yxmh9mk+Vzq9S85PSeG3rs9qHVH2p+Vw0flindX4/tvW9Ng5/LRbrS8Xsak/q9l8f+/NWmmrV/JZraJNfWFyLtvGt1lCX339slbuJdf5x4lvX37T/MqfzJVnV3kbnTWnTBZdjsQuVU+qG89eQ8+aI5Y3Fl2P+8Vxr0LpS9ZXOn5qfVqo+i5y+0vULjat5fNb5u6hvErE9sVifxPTjhjlS89Nq2n9/TviPc9GcdbH9NeSuXZTO3yZ+ao3TqMsfy2lRfx3r/G3jx87LqSm+HPOPW62hSc49n1SnTan1BU8pnV/F8ssxf6jYuRZK57c2Tn2xY/OiL58DfWaxNxLTH0ofp+bnAV//0/qwxtL7Y52/Lr713s/K197S6+usKQ0viDzXYz6rC5fKHz6fN6Xrm5X97fsXjFk1K9d/XrXdfz2n66+/1lL5rddjHT+ldP6+072xuj/bxg/P61qpvL7O3qe07gL7m+Cfk3tzxs0vrNdQF99qHX3Pb5U3VJcnPC5yrqEP9WuOWGzr/E3xwzllsQd1uth/kcpjtY5x8uauPcyt/DxWdYvS+UWb+HpO7twild+y/jC28nNY5hdN8dusbxrj1p+79jZia9R1dPk+pZ2+eT4AAABmx1y+eT4AAABQh6YUAAAAxdGUAgAAoDiaUgAAABRHUwoAAIDiaEoBAABQHE0pAAAAiqMpBQAAQHE0pQAAACiOphQAAADF0ZQCAACgOJpSAAAAFEdTCgAAgOJoSgEAAFAcTSkAAACKoykFAABAcTSlAAAAKI6mFAAAAMVlbUo3bdo0etSs7ry2rxdN544TR+TKq1LnTLv2aV8PAADQN2M1pdYNz6mnnjpVDnmtvr4ujp7jj6bj1rrKAwAA0GcLGzduXPz4FZ92921bHB1a7vqrP+euv/56d/nll1fPpYmS5lEfp+i5Pj9GqGnOp+eFa2jzWlGXJ5Xfz+fnj61FhLHC+Knnodh8LK9qigUAANBk27ZtbuvWrW7NmjVu7dq1btWq5d/PXFhYcIuLi9VHnzyXIa9/9NFH3aGHHuq+d8cDo9nl9t9zwb3p9edN9+N7aXj8UXesiTRU/qg75pNjsXzjkPPD2H7cJn4+//y64ymxGkXdcaXzmtfP7T8HAADou7G/Uxpqapz8pih2nszL8abmKTZf95qmWLH8bWnMprxNYq/Xx6mPvvBYm3MAAAAm1eV3SqduSn1tGyI9L9VkxeLJMRHLEzs/J82tJFfdGsO52GtF+PpYPBG+XmiOlFg8AACAlF42pa985StHR5Y3VG2ETVFT45VqoDTnpK8XbdZdt+Ywh/88Fje2ntRrfKnXp4xzLgAAgK/X3ynN0eRoIyZxUk2Z0Hyau81rfOF6UzU0zftz/jr889u+XqSeh+rm/eP6OBULAACgyUw1pfK8Tl3zJMK5WNy65+GcqjsekvNSwjix14TraTpHxNbnH/NfH54nYq/36XzqPAAAgDa6bEqXR56QNEDhCEmjNE2zNOnr6vhrDUeMP6ePpR5f7Byl5+o+hK+V5/5rY/P60R96TPj5AAAAZkmWpjRslLRJ8oVNmk/O77qhCtfrj0mErw+fa326D369ck5YvzzX1wqd19fq0GP+uQAAALMmy4/v/eeq7riIzWlTpQ1W3WvFJDnrjPua8PzY68eJ2SZeEzk/JYyvxsmjSr8eAAB0ZyZ+fO83F/I4HOOSBkWGvNaqWdF1+evTnDFNdTTNpchrc7xehu6bDuF/1McAAAB9NlFTqs2Q0ubHH5PQuPKxJM1ftxZ/nbFzYvXLOTpkPnZOk9jrwxg6J+SjPA/Vvbat0q8HAADzaaKmtKmhiDVCKjWnceVj07lKzvFH3TEhj+vWPW6DpOsL11s39Bz/oy8813+ux5peL+S8cE6e6+sBAAD6bOp/0SnWDMWOqXBOm6bY+XVxmuK3pXnrTBu/K037J3LsFQAAWJm6/DulUzelAAAAmE8z8YtOAAAAQC40pQAAACiOphQAAADF0ZQCAACgOJpSAAAAFEdTCgAAgOJoSgEAAFAcTSkAAACKoykFAABAcTSlAAAAKI6mFAAAAMXRlAIAAKA4mlIAAAAUR1MKAACA4mhKAQAAUBxNKQAAAIqjKQUAAEBxNKUAAAAojqYUAAAAxdGUAgAAoDiaUgAAABRHUwoAAIDiaEoBAABQHE0pAAAAiqMpBQAAQHE0pQAAACiOphQAAADF0ZQCAACgOJpSAAAAFEdTCgAAgOJoSgEAAFAcTSkAAACKoykFAABAcTSlAAAAKI6mFAAAAMXRlAIAAKA4mlIAAAAUR1MKAACA4mhKAQAAUBxNKQAAAIqjKQUAAEBxNKUAAAAojqYUAAAAxdGUAgAAoDiaUgAAABRHUwoAAIDiaEoBAABQHE0pAAAAiqMpBQAAQHE0pQAAACiOphQAAADF0ZQCAACgOJpSAAAAFEdTCgAAgOJoSgEAAFAcTSkAAACKoykFAABAcTSlAAAAKI6mFAAAAMXRlAIAAKA4mlIAAAAUR1MKAACA4mhKAQAAUBxNKQAAAIqjKQUAAEBxNKUAAAAojqYUAAAAxdGUAgAAoDiaUgAAABRHUwoAAIDiaEoBAABQHE0pAAAAiqMpBQAAQHE0pQAAACiOphQAAADF0ZQCAACgOJpSAAAAFEdTCgAAgOJoSgEAAFAcTSkAAACKoykFAABAcTSlAAAAKI6mFAAAAMXRlAIAAKA4mlIAAAAUR1MKAACA4mhKAQAAUBxNKQAAAIqjKQUAAEBxNKUAAAAojqYUAAAAxdGUAgAAoDiaUgAAABRHUwoAAIDiaEoBAABQHE0pAAAAiqMpBQAAQHE0pQAAACiOphQAAADF0ZQCAACgOJpSAAAAFEdTCgAAgOJoSgEAAFAcTSkAAACKoykFAABAcTSlAAAAKI6mFAAAAMXRlAIAAKA4mlIAAAAUR1MKAACA4mhKAQAAUBxNKQAAAIqjKQUAAEBxNKUAAAAojqYUAAAAxdGUAgAAoDiaUgAAABRHUwoAAIDiaEoBAABQHE0pAAAAiqMpBQAAQHE0pQAAACiOphQAAADF0ZQCAACgOJpSAAAAFEdTCgAAgOJoSgEAAFAcTSkAAACKoykFAABAcTSlAAAAKI6mFAAAAMXRlAIAAKA4mlIAAAAUR1MKAACA4mhKAQAAUBxNKQAAAIqjKQUAAEBxNKUAAAAojqYUAAAAxdGUAgAAoDiaUgAAABRHUwoAAIDiaEoBAABQHE0pAAAAiqMpBQAAQHE0pQAAACiOphQAAADF0ZQCAACgOJpSAAAAtLZ69Wq3du3aauyxxx5LH3XI/CRoSgEAANCaNJ0nnXSSO+qoo6px7LHHug0bNrgLL7zQXX755W7VqsnaS5pSAAAAtLZjxw73jW98o2pITzzxRPfSl77U/dIv/ZI777zzqo87d+4cnTkemlIAAAC0Jk2pjCuuuMKtW7euak6f9rSnueOPP75qSGVuEjSlAAAAaLSwsLBsSPMp413velf14/xnPOMZUzWkgqYUAAAAjaTxjDWmi4uL7kUvelH1UZ6H54yDphQAAACNpCmVX2AKm05pRLdv3z51QypoSgEAANBIG9KQHvOb0dh5bdCUAgAAoFHsu6RtxjhoSgEAANCorikV+nFaNKUAAABo9PDDD080xrGwcePGxY9f8Wl337bF0aHlrr/6c+70008fPQMAAADGc+ihh7rv3fHA6Nly+++54N70+vPSTenTD9ln9AgAAACYzNRNKQAAAGBFm1L+TikAAACKoykFAABAcTSlAAAAKI6mFAAAAMXRlAIAAKC4pd++BwAAAEpYekuo0XMAAACgAOf+f15GtJH0Tr7iAAAAAElFTkSuQmCC" alt="" />




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