从零开始---控制台用c写俄罗斯方块游戏(1)
很少写博文,一来自身知识有限,二来自己知道,已经有很多这样的博文了,三就是因为懒,文笔也一般,四来刚出来工作,时间也不多
之所以写这篇博文,是因为应群里小伙伴学习c的激情,让他们跟我一样能使用c写出点东西出来,这样会非常有成就感,亦如当初的我
这篇博文适合的对象
1,学生或刚学完c,学会c语言基本语法,想要做出一点东西有成就感的,指针可以不知道,但至少要会用数组
2,因为这是我大一刚学c后写的,所以命名有些2,但里面有注释,代码也不是很长,所以不适合中大神级别的人学习
代码已经有了,我大一时写,因为我懒,本来是想直接用那个代码的,但我觉得直接贴出来讲作用,这样也不适合新手学习,所以我一步一步带大家来弄,
一步一步的给出想法,以及实现。之前弄的时候也有百度,也有源码什么的,但只有源码,有些编译错误,看不懂,网上根本没有c语言的俄罗斯游戏教学(或者我没找着= =)。
我这篇保证是最简单的,最容易懂,也是最容易实现的控制台俄罗斯方块游戏。有人看到控制台的游戏就嗤之以鼻,没意思,不好玩。好不好玩,我不知道,
但我那时给我宿友玩,都在那里玩的不亦乐乎,问题是很有成就感。不信,可以在下面下载先试试。我这里也只是给出简单的实现,想要更好玩,得自己弄弄。
这里也说一下,每次更新速度可能不快,我看情况。原因是重新一步一步按想法写代码,改代码,让学习的人知道之所以然。
游戏界面原理
对于刚学c的同学来说,只知道控制台一行一行输出,那怎么能让一个个方块让我们看到方块运动游戏的效果呢?
我们看到屏幕就是一个二维,所以把它看成一个二维数组来,要想做出动态效果,我们要先做出静态效果,为什么这样说?
我举个栗子,大家应该看过电影,小学的时候有时候有电影放来看,那种胶片电影,都是一张一张胶片通过一定速度切换来达到动态的效果
所以我们只要不段刷新这个静态输出控制台界面就可以达到方块移动的效果
我们先来看看这个代码里的俄罗斯方块静态输出代码(下面这个代码可以直接跳过,因为这是完整代码里的输出片段,先不要纠结,只是引出后面的内容,因为我重写了代码,这个代码也不一定用到)
void Disp() /* 输出 */ {
int i, j; for ( i = ; i < N; i++ ) {
printf( "%c", ); for ( j = ; j < M; j++ ) {
if ( s[i][j] == ) {
printf( " " );
}else {
printf( "■" );
}
} printf( "%c", ); if ( i == )
printf( " %s", leixing[jishu - ] ); if ( i == )
printf( " %c%c%c", h[][], h[][], h[][] ); if ( i == )
printf( " %c%c%c", h[][], h[][], h[][] ); if ( i == )
printf( " %c%c%c", h[][], h[][], h[][] ); if ( i == )
printf( " 得分:%2d", fenshu ); printf( "\n" );
} for ( i = ; i < * M + ; i++ ) {
printf( "%c", );
} printf( "\n\n操作说明:4左移,6右移,5下移, 8变形,+加分数,7重来,9或Esc后退出\n" );
}
结合我开始的图片,有些人可能会看懂,看不懂也没关系,因为下面我还会详细来说这个东西,怎么详细呢
其实我也不知道,哈哈,因为按照这个代码本身并不好,所以等我理清一下思路,是重新一步一步的实现,还是就拿已经有的代码就这样讲解呢?
希望看的博友,给个意见,这个先写到这里。根据收到意见,我会继续写。
哦,我发现我是写个群友的,哈哈,然后连忙修改了,那就先给个下移的步骤
下面代码都是vs2013出来的,其他编译器改一下就ok了
#define intX 10 #define intY 20 int _tmain(int argc, _TCHAR* argv[])
{
//界面数组
char Interface[intY][intX] =
{
{ 0, 0, 0, 2, 2, 2 },
{ 0, 0, 0, 0, 2 },
{ 0 },
{ 0 },
{ 0 },
{ 0 }, { 0 }, { 0 }, { 0 }, { 0 },{ 0 }, { 0, 0, 0, 0 }, { 0 }
}; /*当前状态*/ int i, j; for (i = 0; i < intY; i++)
{
printf("%c", 3);
for (j = 0; j < intX; j++)
{ if (Interface[i][j] == 0)
{
printf(" ");
}
else
{
printf("■");
}
}
printf("%c", 3);
printf("\n");
} for (i = 0; i < 2 * intX + 2; i++)
{
printf("%c", 2);
}
printf("\n");
}
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqUAAAG6CAIAAAC+0qi2AAAgAElEQVR4nOy7V3QbV76viZe557QtKzl2u9u2ZIkBkQBJ5FCFQk4MIMFMkCAJgjlKzJkEQBA5gwBzjqJEBSpLttu5bctykCXZsi0H2d333H6YO/dl1pp5qAIIUrLb7u5zz5xZB+tbWIXCH7uqdhH1/fYuEBUXhzlyJPall17+/e9ffO653/3m8b3/4Ty2Z99jT+x/fO+BPfsOPrH/qX0Hn97/1LMHn/7twWd+9+Qzv3vymeeffPb5g8/87sDTv93/1HP7nnxm78Gn9x546on9T+7ZdzDMk0/sj2Lfk3v2Hdyz9+Djew889sT+x/bse2zPvt/s2bndPXsf27PvsT37H39i/+NPHNiz9+CevQef2Pfk3n1P7d3/1L4DT+87+Mz+g8/uf/LZ/Qdhntl34Jm9B57eu/+pJ/Y9GQ2yD3sPPL53/+NP7H/siUdt7r/4L/692bP3N3v2PfbT/AZh7w5+Vcvh7ynyjTvw1N4DT+87+My+J5/Z/+Sz+5967kAU+596dv+Tz+5/8tl9Tz4D1+x7Elmz/6ln9z/1HMKTz+6HC6LZUYxUHnjquQNPP3fg6d8efPp3B5/ZzYGnf3vgqef2P/nsvoPPbF8f9h7Y/kr+h5+g/+Lfj7/1x/8QyJX/8ScO7tl7cM/eJ6M4+PgTBx5/4sBje/Y/tmf/jk89sR/+CoRt9eQT+5/aewDm6b0Hn9578Om9Bx7NvoNPh/+ww98X+NuB/M0/vW+7ONxguM19UfzEJpDd0Gq1rVUpyS8cOnToyJEjsagjR2JffPHw73//wmN79j3z7G8H9cav7n/71f1vv/3uwT/ON4/m+5/lwbffPfj2+x+++/6H7x78+P0Pf37w419++PN//+Ev//bjX/7Hj3/5Hz/+5d9++Mu//fDnf3vw5//+4Me/fP/Dn79/8OfvHvz43YMfv/3+B+SD3/8Ir/nuwY/fff/jd98jb23v0rff30f47v728vfffPv9N98+QPbhux++/Q5u8Mdwg/C2/vzdgz9vN/vdDzuO7tsH9799ALf29Tffff3Nd1/f/xbu0q++/ubLXXx1/8uv7t97mC+//mIX97764t5Xn+/iiy/v7uLzL+98fm8Hd+/dvnvv9t0vdvHZnQifR3PrdjR3o/kU5rNo7jyCWz/HJ7fufHLr9sN8/DCf/hd/L9vdCHf43+bXdfut2x/fuv3JrTufwH8Gtz+/deeLW3fufXb33meff3n7869uf/HVnS++vnPv67v37t+9d//Ova8Rvvj69hdf3f78q9twWYQvvroDf+SLr+9sF3y5o2y7INzavftw+3e//Obul998vpO79+7fvRdu7e69z+58cev25/AfMHK8/zv6P9JXj+RvnZfP7nzyiK9Y1Bfw9t1Pd35Jb92+G/0V3vXtjnzrH74g3L57787de7uuHnc/332F+fyLL3ddheBL067r1b0vv951TYOvdV9+fX/XNfCraO5/81Xkann/2//zf/7P3Lz8//uf/bDbHf/cBr01pf/cBv+RR54Q+r/+1/+CZWQYHnnud79/Yv+Tzz772z/84cWXXnoZ9dJLL//+9y/85rHHjSbzW+++7wlOdw9ZuocsHQMjv4J+U0e/qXNgBKZrcKRr0Nw1ZInQrbf26K3dQ5Zu/U6GotBbevTWHr2l12gfGHHpLb5hR9DsnrD6ZxyhBc/kindqzTO54hpfco4t2EfnLL7pEfeE0R7UW/2DFt+A2dNvcvWbXAMj7gGzZ8DsHTT7YAbMnoERT5/J1WNwdOttXUPWzgFze/9IW5+ptXe4rdfU3mdq6zO194909ps7ByzdQ9buIXuP3tFncPYZXH1Gd/+wZ9DkGxzxD5oDgyP+gRF/37C3z+jp0Tu7Bh0dA7a2PnNbn7m1z9zaN9LSO3Ks29jcZWhsH2xsH2xo7a873lt7rKeqqau6qauqsbOysaOisV1X36arbyuva9XWtpTVHC+rOV5ac7yk+pimqllT2Vxc0VhU0ajWNap1jYXlDQXa+vyy+rzSutyS2hxNTY6mOqe4OruoKruoKktdqSqsyCysyMgvV+Zp0/O06bllaTllqTmlKTklKdkaRbZGnlUsUxXJVEXSTLUkQy1RFoqVhaL0AlF6vjAtX5iWJ0jN46fk8lNyeYocSJEDyXO4shyuLBuUZgEwEhUHRpzJEWVyRJlsUQZbmMEWZrCESqZAyRQomfx0Jj+dwU9j8NMYPAQ6L5XOS6VBqVQohQopKFwFGZSTQXkyR5bMkZFYEhJTTGSKiUxxAkMUAU8T7AJH5f+HgKfxH96Z/88jxNOEeLqQQBcRGCICQ5wAwwwTXkNgiAkMURRCAl2IpwlwP9PhcPt0EYEpIbHlSWAqmaekClR0cQ5Lms9RqMHUYii9hJ+hFWTphFkVwiydMEsnVJULMrU8ZSk3rRhMUQOKQiBFHaYITC3mpmkgZQmUXsJN04CpRcB2TRGYWgSmFXPTSyBlKT+jjJ+pFWSWC1TlApVOmFUhyqkU51ZL82qk+bWyMNK8GnFOpVBVzs8ohVKLOLJ8piiLylMmgymJHDmRJYk6zH/Cn9bDp4BAFz4S+M+byIxGTGSKSSwxiSVOZEkQ2JJEtiSJLU1iS5M4siSOLBmQkQE5GZCTQTkFVFBABYWroEIpVCiFBqXQeKk0Xiqdl8rgpzH46UxBOlOoZAmVbFEGW5TBEWcCkkxAogKlKlCaxZVlQ7JsSJ7DU+TA33pBap4wLV+Uli9KLxCnF0qUammGWppZJMsskquKFdklKdklqTmlabllabll6XlaZb5WmV+eUaDLLKxQqSuziiqzi6tyNNU5murckpq8kpr80rr8sroCbX1heYO6vEFd3lCka9RUNpVUHSupOlZSfay0+nhZTYu2tqWspqW8rq28rk1X36arb9fVt1c2dFQ2dFQ1db77/ocYPOmTW7cvXLl+8corO7j66qWHuHzttW2uv3b5+mtXrv9xFzc/uXW8tf2rr7+5+srrUbxx9ZU3rr36xrVX37j22pvXX3vrEbz6JlKAlL1x/bU3r//xrU9u3XGWF959/dUPJoMfTAZvTgU/mg5+NB38dDp4azp4a3r07vTo3enRL6ZHv5we/XLa//W0//60/5tp/7cwM4FdfAMvhAu+mfbfn/Z/Ne3/anr0y5ngvZng5zPBuzPBz2aCn82EPp0JfTwT+ngm9NFU8MZk8M6Vi9kQ++Nbdwy2gMHmH5tZefeDj0xm62OPPwErHwWP7IdN5vXNrV/n+DA7HD9o7h6y9MDmNth6jfY+o71/2NFvcsDPAybnzzBocg6anEMjboPNZ3KOjrjHrL4pR2DGFVrwTi57J1c840uu0IJjdNbmnzF7J0yusWHHqMHm11t9eotvyOzVm716i1dv9RmsfoMtoLf5Eay+QbNvcMQzYHL1DTt6jfYegy0cNazhZ2uPwdZrcPQZHf1GV7/R1T/sHhh2D5g8gybvoMk3NOIbGvENmLwDJm+/ydM37O41uLqH7F2D1s4BS+eApaPf3N4/0t5nau01tfQMH+82HOvWN3cONbYPNLb3N7T2NbT21rf01rX01BzrrmnurmruqmrqqmzsrGzsrGjs0DW0l9e3a+vbtHWtZbUtZbUtcAIoqTqmqWourmiCE0BheWOhtqFA25BfVp9XVpdbVpdTUpNTUpOjqc7WVGcVVWUVVWaqKzILdRmFOmVBuTK/PD1Pm5ZXlppblppTlpJTpsgpVeSUyLNL5NkaeZZGpiqWZhZJM4skGWpJhlqsVIfTQIEwvUCYli9Iyxekwpkgj5+Sx0vJ5SlyeYpcSJHDlW8DyrNBeTYog8kCZeGsIM3iSDLZ4ky2OIMpVDKESho/jcZLo3AVyaA8CZAlcmQktoTIkiQwRASGCE8XRsDBsqcJsFT+Ln7m+vurin+qfvuDND4OdsPfy6+zNR1G+BACPP1n6nex/UHCtvh/HiEhvCEc7dGdA/seRxPg6UICQ5TAkpI48iQwNRlKp/AzaEIVQ5zNlOayZPlseQEnInVFIaAo5MgL2LI8piSHIc6mi7JgaEIVXZhFF2UzxDlMSQ5TkssQ7yigi7IZYvjdXJY0jw23LC/gKArh9sFIXEiPUALBoUFRyJHlsyQ5dKGKyktPBlMSOTL4zyw6QT589n8tP3fqHzqP0X2ewIyARDEiS0xkiUksCYklIbElJLYkkS1NZEsTObJEjiwJkCUD8mRAngzKyaCCDCooXAWFq6BAKVQohcpLRcTPT6Pz0xmCdIYgnSlUMoVKliiDLc7kSDI5EhUgVQHSLFCWzZVlc+U5kCKHp8jlp+TxU/MEafnCtHxheoFYWShWqiWZRdLMIpmqWKYqlmeXKLJLUnJKU3PL0nLL0vK06flaZUF5RoEuU12hUleqiiqziquyw9bPLa3N22n9oorGooqm4srm4srmkupjJdXHS2uOl9W0wNc6bV1beX1bOWz9hvaKho533ruBxpM+/vT2hcvXL1y5/kjrw2xbP1r5O8SPuP/mx7eaj7d99fU32yHglT9Gi3+H1F9989pOze8oeO3N66+9+fGt247SgjuvXv8g6Pkg6Pkg5Pkw5P0o5Pko5Po05LoVct0Oue6Oue6Mub4Yc90bc90bc30dYdz19bj7Ubi2GXN9CTPuujfuvjvuvjPuvj3mvjXm/mTM/dGY+2bI+2HI+0HI+0HIc+vCuUyQ/dGnn/WbnP3DCCfPXjKZLY/v3f/ss79FPf30s888+9u33n3/7zH9oDlieljzvQZrr8HWN2zvNzkGR5yDZpfe4jZYPQarx2jzGm3eYbvvZzDZfSa7b8QRsLhDNu+43T/pDMy4QnOe8QXfxJJvYtkzvuAOzTlHZ+3+KZtvwuIZN7tDJueoyTFqcgRM9oDJHjA5AiOuoNkVijDiCpmcIZNjdNjuH7b7jTaf3uLVm92DI65Bk3NwxDk44hoccQ2NuPVmj97sMVi8BovXYPYaLD4Yo8VntPr1Fp/R6tNbfHqzb8jsGxrxDgy7+4edfUZ7r9HeY7D36O3dQ9bOQUvngKVjYKSjf6S9b7i9b7it19jSY2jpNhzv0jd3DjZ3DjZ1DDS1DzS19ze29zW09tW39tW39NYe76k91lPT3F3d3FXd1FnV1FHV2FHZ2F7R0K6rb4dTsLa2taympaz6eGn1sZKqZk1Vs6ayqbiiqaiiSa1rVJc3FGobCrX1BWV1+WV1+aW1eaU1uSXVcPTOLobTQJVKXaEqrMgs1MFkFJQrC8qV+dr0fG16Xhmc4lNz4RmC0pSc0pTskpSskpSsEkWWRqHSyFXFMDJVsSyzSJZZJM1USzPV0gy1NEMtySiEESvDZBSKlQWCtAJBWj4/JY8rzwGkWWxxJkuUwRAoafw0CqQgg/JEjoTEEicwRQkMIYEhjEgLh/iet5OfMDrtH7x28x56ycPReNH+w22HAP4uqf8N6z9k5Z8rYAh3s/NTP236qFjwEwngp4kUR0TIw1J5WEoYKg8bDkB4upDAFCewpESOLBFQJHFTk6E0Mk9J4WdQBZk0oYouUoWdraKLVDRhJlWQQeErybx0MpSWDKUmc7chQ2lkKJ0MpZOhtGRuWtRbaclQGhlKp/CUFL6SCjeOoArHhSyGODsCU5wNJwaaMJPGz6Dw0pO5qUmAnMSSJjDFhLDstw/qH+bXjv53zQEkMCLsGP2TmGLSrqE/W5rEQUiOGvRTQDksfipXQYVSaFAqDUql81Lp8GSbIJ0pSGcJlazwoJ8jzgAkKkACD/ezuLJsSJ7NU+TwFbn8lLzwcL9AnF4gVhZKMtTSDLUss0imKparihVZmshwPz1Pm54XGevrVIUVKnUFMtwvrs7V1OSW1OSX1uaX1RWU1anL64t0DUW6xqKKxuLKpuLKppKqY6XVx+GxPkx5XWt5XSs89/nOezfQOOLHn3524fL1ba5cv7hL/FdfuXj1ld3D/WuvXXrI+pevv3bz408bGo999fU3V5AQEDUH8MrrMJER/9VX3rj6Krzw+q75AFj511978+NPb9uKsj+7fvUdj+0dj+09j+19j+2Gz/ahz3bTZ/3EZ/3UZ/nMb7njs9zxWb7wW+75Lff85q8CMJZovg5YvgpYvty58l7Aci9g/SJg/dxvveu33vFbb/mtt/zWT322j3y2mz7bhx7bBx7b+x7bux7bp2c2lRz6zU9u9RhsEbr1trf/dOOZ53534MBB1GOPPT6oN7pHp/7eYf226fuN9v5hx+CIc8jiNlg9w3afyeEfcQbMrlGrO2j1hGzeMbtvzOEfd/h2YPeNOXxjDt+4wz/u9I87/ZOuwJQ7OOMNzfnG5/0TC/7JxcDUcmBq2T+56Buf94Tm3MEZ1+i0KzDl8E/a/RN2H8y43Tfu9E86/ZNO/5TTP+UMTCEL/imHf9Lum7B5x62ekNUdsrqCZlfA7AyEn0fNzlGza9TiCj5EyOwMmp1BsysIL5gcAZMjYLL5h21+o9Wrt3iGzO6hEdfQiGswPFfRN2zvM9r6jLY+g7VXb+0ZsnYPWbqGzF2DI52DI539ps5+U0ffcFuvsbXX0NpraOnWH+8aOtY1dKxrqLlzsKlzsKmjv7G9v6Gtr6Gtr761rw4OBMe7a4911yCBoLOyqbOyoaOiob0CvjtQ26qtbd2ZCY6VVDVrKpFYAFOka1TrGtTlDYXa+u1wUFabX1qbX1qbV1qbV1KTW1KTq6nOhW8cFFfBZBVXZhVXZhVVZhVVZqkrs9SVKpjCXQECpjyjoDyjcDtMpOSWKrI1sqxiSWahMD2fn5rLlWcDUhVLpKTzUihceRJHSmKLibDy6dGG4z/k+zA0GH4UPCztp8p28lNtRqDwMBQIQ4GwVOjhd6Osz8fR+Th61MuHofNxu2SP8FABQ4BnCPBMIYEpJLCEeGYYhgDPCH9kVzECUoOn7yiL8FPhAAcP6HcdCNIDEGYniPVpfBxdgGcICUxRAkucwJYSOVISIEsE5ImgIhFUJIGKJDBlG25KEqhIBBWJgJwEyEgcGZEjJbIlCSwEIktCZEmJLCkRXsNE2F7PlpLYMhJHnhgNIE8EFEkw0ZsDU5IARSIgT+TISGwpMnUEz+Ejpocw5H8a/0ggiNJ/hB0hgMgQERnhaX8kAUhI0XP+Yf2TARkZkJFBRP9UbgqVi8z2h6f605iCdKYwPTLVzxZlAOLoqf4seKqfr8jlp+QKUnbO80dP8mdpFNmPFH95Ztj6kXn+3BJE/IXaOnV5vbq8Qa1rLNI1Flc0FVc2aSqbS6qOlVZvu19b21pe1/rOnz5AYxNu3Pxk8+yFzbMXNs9dPB3N1qXTW5fORDh/OcJZmAtXojl34cq5C1fe++BmTV3D3S/unbt4dWsnXb0mpUr7M3T1ms5funb+0rXzl69duHztwuXrF6688sHNj215aZ9euvCGVf+WVf+OVf+OTf+eTf++TX/Drr9p139o139i139iH7pt19+xD31uH/rCPnTPPnTPPmSpbYw0bqltfOSae/ahz+1Dd+xDd+z6zxz6Tx36Txz6mw79TYf+hkP/vl3/J7v+Hbv+HZv+Lav+5sZ6GpPy4cefwnPtETzB6UG98bHHHkf95vG9H370afeQJXL3/RcSGdb36q19Blv/sGNoxKm3uIdtXpPDb3YGbJ6Q3Rty+sddgUnP6JQ3NO0bm/GPzQbG53YyG2YuMDHnH58bnZgfnVwYnVoMTS+FppfHZpbHZ1fGZ1fHZ1dCM8vB6aXg1OLo1EJgYt4/Pucfn/OPz/rH53zjs77xWXhNYGI+MLkwOrkQmFgITC4EJuHieR9cNjbrDc24R6cQAvDC5PaanW+5AmH8ky7/pMM3gcQU75jNM2Z1j1pco2ZnwOwIjDj8Iw6/ye4btsF4h21eo9VjsLoNVrfe7Boyu4ZGnEMjzgGTY8Dk6Dfa+4zWXoO112DtMVi6h8wwXYOmzkFTx4CpvX+4vc/Y1mdo7TG09hhauvVILOgcbO4YaG7vb2rva2zra2jra2jtq2/prW/pqWvphjNBbXNXTXNXdXNndXNnVVNHZWN7ZWN7ZUN7ZUN7RUObrqGtvK4FobZFW9uirT0e/hkB/N1rLq1uLqlqLqlqLqls1lQ2RSiubCyubCyuaCyuaCzWNRTrGop0DUU65EadurxBXV4PZ3l1eYNa16DWNRRo6/JKa3JLa7I1lariCmVheWpeqTynWKQs4KXmcuUqtljJ4KdRuYpkQJrIERNZogSmkECPaB7CULhRQBgqAmJuehSIziMFj6p5qOzRUJDtYuGNUiK7AScApGUcnReWK/+RwQJH5+EYfByDj2cKIuAYAhwD/lS4hUgNS4BnCQlsIYEtIrCFeJYQzxLu/Ah/d4MsAZ4VaZkf2Z/o4h1E3npkEqIhfY4mw4BoMohOBtFkMNL/WBq8zwI4jhBYom2Yu0lgiWEILBGBLSKwRHCC2ZF4aJEJ9odyVdSNlYfuZUTfttgGma6gCZDsgjiei0nmopNBdDKITgLi/9kgLf80GDI3AjYaCgSDo0bgweBpPDyNR6DxCTQ+HAgSGIIEhoDIEBIZQiJTSGQKSUwRiSUisUSJbHEiW5zEliRxJMkcaTJHSgakZFBGAWUUrpzClVO5chovhc5LYfBTGfxUpiCNKUhjCdPZIiVbpOSIMwBxBiDJBKWZXJkKkmVB8my+IoefkiNIyRWm5orS8kTp+RJlgSSjUJaplmWq5aoieVaxIqs4JVuTlluSlluanlemzNfCcT+zsFyl1mUVVWQXVeYUV+WWVOWV1uSV1hRo6wq0dbD+4atHcUUjfHmBrzml1c1v/+mDOCzh3fduLK+fWjlxauXE5irMxubqxunVjdNrCGdg1k9Gcers+qmzJ7Y5t3Hq3MbmubfffV9XWf3Znc83Ns9tbJ7bOL0VQanS/j8/+1CqtCfPnD955vwphAunzl54970b1kzZx1unXzN0/dHQ9bqh63VD19vGrreNXX8ydL1n6Lph6PrQ0PWRoesTQ+ctY+dnxs7bxg6Y6C0qVdqRqtpda+CyO8bOz4ydnxq7PjF23TR23zR23zB2v2/s/pOx+x1j99uG7jcM3W8Yul83dH+4upRCId346FP4F3URugbNN25+8q+PP4H6zeN7v/3uwa+VfWRkDw/rB0yOIbPLaPWY7D7Y9A7fuCsw4Q1O+cZmRifmgpPzY9OL4zPLE7PLk3MrUSxHsTIxuzwxBxesTs6vTs6vTS2sTS2sTy2sTy+emF5Yn1pYm5xfnZxbnZhbmZhdHp9dHp+JYhZ5nphbmYAbmYOLVyfmVsdnV+CCsZml0PRicGohOLkQnJwPTs6Pws8Tc6PRLyfnAxPz0dEEzha+sRlfaMYbmvEGp92jk+7ApMs/7oQnLbwhhzdk9wTt3pDNE7R5gjZ30OYOWtyjFveo2RkwOwNmJBN4TXY4DbgNVrfB7BoyO4fMziGzY3DEMTjiGDDZB0y2/mFbn8Haa7D06C09Q+buoZGuQVPXgKlzwNTRP9zRN9zea2zvNbT1Gtp69K3d+tbuoeNdQ8e7Bo93Dh7rGDjWMYDEgra+pra+xrbehrbehtYIPfUt3XUt3XXHEWqPd9Ue66o51llzrLO6uaO6uaO6KUwjcnMhEhoqG9oiVNRHaK2ob9XVterqWnX1rbqGtor61oqGNl19i7a+pbTuWHF1k7qyIa+8Nru0OqOoPDWvVJalFqbnQYosjkTJEKZSePJkUEriiBKYAjyDj6VBGCoXQ+WiKSCaDKIpUVC5GBoXQ4MwdAjLiIIOYegQhsbdhg5h6RCWwdtBdBmVi6ZGtxwGfkkG0WQATQEQ7ZFBNAXEUEAMlYuhcbG0qMbpPCwdwtIgDC16ByAsnYdj8nAsPmJllgDPEuBYfByTD+8J3AKOwcMx+TgWH88WEDhCAigigCICICRwhHi2AM8W4Jh8XHgrcDGeJYDfwnMEeLiMFS6LAsfg4Zg8HJOPEO4BLB3ChHsYQ+EiC7TwAgWIT4bhxCdx4pI48UmceDKw3fnIgcNtIoTjVFTeom8nHvgAkQOnQdtnNhmMT452JyfMQ06NJvnnFQtsSz2RE5fIiUtkxyWy40gIsQisfyLIJn6aqEPjxCdx0NEkAxEwZBgQBkvhYilcHAwVwlEhPA3C0yACjUeg8Qh0HoHOS6DziQwBkSEgMgVEpoDEFJJYwkSWKJElSmKLkjjiZI6EDEjIgJQMSCmglMKVUbkyGiSnQQo6T8HgpzAFqSxBKkuYxhals0XpgFgJSDJAaQZXpoJkKp48i6/I5qdkC1JzhGm5wrRccXqeRJkvzSiQZhTIVGq5Sq3IKkrJLk7N0aTmaNJzS5T5pcr80oyCsswCbWZheZZal1NUkVNcmaupyiupyi+tzi+tLiirLSirLSyvU5fXFenqiysa4BHFW+++F4vGv/bGW2NTcxHGp+bHp+fHZ2AWxmcWJmBmFydmFydh5hYn5xan5pYQ5pem5pen55en55evv/p6kabsw48+mZlfRlhYgfklvp9bXEVYWoN59Y9vDsuhGyfXL7XVX2mrv9pWf62t/pWO+tc66l7vqHuzo+7tjrp3O+re66z7oLP2ZmftR521H3XWfNJZ80lnzbBWt0vw0cvDWt0nnTUfd9Z81Fn3UWfdjc66G51173XW/amz7p3Ourc66l7vqH+to/7V9obr7Q3X2huutDX8aW5SRsTeuPlJGyyFKL757vt/fWzPr/Y9/Dv8aNkPmpBh/YjDb3UHHd4xV2DSE5zyj83Cmp+YXZ6aX51ZWJ9dOjG/vLGwcvKRzEexsHpyYeXkwuqphzg5v3JybmVjbjnCibnlE1EvT8LA7cxFs3xybnljdunE7NKJmcUTMwtr0xHmV6fmV+FnZGFuZWpHLlmZmF2emF2emF0an10an1kcm14ITS0gKWF8NjA+6w9N+0PTvtC0LzTlDU15g1Pe0LQ3OOUNTnmDkx5kCmHSHZhwIvlgzO4N2T2jVveo1X50+lIAACAASURBVB2wuANml9/s9I04fSNO74jDa3J4h+2eYZvbaHUbrC692Tk04hgasQ+Z7APDtoFh28Cwtd9o7TNY+wyWXr25d8jcM2TuGRrpGRrpGhzpGjB1Dgx3DgzDyaCjz9jRZ2gP09ZraOvVt/XoW3uGWnuGWnqGWrqHWroHW7oGW7oGj3cNHIPpgOlv7uhvgmnv20FbhN7G3fQ0tfU2tfc1dfQ1tPfWtffUtnZVHe8ob2otrTtWVN2Yr6vJKqlILyyT5xSJlHlQShZHlsEQplAgWRIgTmAL8Awels7F0EA0FUBTgHgyJ57Miadw4ilAPAVAUwE0DcTQuRgmhI0Cw4QwDC6GzkXTQKSAAWGZEJbFw7J4WHYYJoRhQBg6F00H0TQQTQXiw8Ato6kAspICxFM4aHjryD4AaAqApoIYGoihc7GM8NYZyKYxNBBDAyM7gGVAWBYPx+HjAUEEHIePQ3aDi2Fw4T3EsZEyAleYAIkSeGICJCKAwkfV83BsPp4jwAMCPCjAg0ICKMSDAny4LAwPPnAc3Dibj2PzsCwesrfh7kWOEe5VJOsA8WROfDI7LokVm7hNXDI7nsyJh7uIjnQvAj3c7VQwfvt8AWgqiKZxd5wIJg/D4KJpYDwFiCNz4pLYsYmsWBIzhhiBEUNkxCQ8EuYOiH+Lh1o4mkA/Svh35Cd2ezexRGaEuGhIrAjxiTBsmEgywMAkA5hkAEsGsGQARwZxZBAOBHgql0CFCFSIQIMSaDwinUdk8IkMPokhIDEFiUxhEkuYxBYlsUXJbBGZIyZzJBRAQgWlVFBK48rokJzBUzB4CiY/hSVIYQlSOcI0jigdEKeDEiVXksGVZvJkKp5cxVdkCVKyRak5orRccVquJD1fmlEgyyiQZxbKMwsVKnVKVlFaTnFajiYtR5OeW5KRX5qZX6Yq1Gapy7OLdDnFFTnFFbmayjxNVX5JVX5pdUFZTUFZjVpbqy6ve/OdP8Wicddeec07Og7jG53wjU74ghO+4IQ/OOkPTvpDk/7QZGBsMjA2BTMKMz4dZmZ0fCY4gXDp6vV8dfH7N26GJmdDk7NjUUR0+/BMfmQ9kjam58en5ydm5idm5q9cf80oZr9/Yvl8U+X5psqLTZWXmyqvHqu8fkx3/Zjuj8d0bxzXvXVc906L7k8tug9adDdadDdadDfDGEu1D+cMpUprLNV+1KL7qEX3YYvuwxbdjRbdey2691oq3m6pePt4xZvHK14/VvHKsYrrxyquNVVdaaq61FR1oanq7akxCT7ugw8/bu0e2sU3337/L7/5Nb6P/NNd1+BI95ClR2/tM9oHTA692W2MyN435gpMekPToxNzY9OLk3PL0wtrs0sn5ldOLq1tLp84vbpxdu3kubWTZ38x53ZydnXj7Mo2Z8KcjVo4u7JxdhXm5NnVk1H1J04vnzi9vH56af300trm4trm4trJxbWTi2unFtdOIcurJxdWT85HWNmYX9mYX96Yh7PF0onZpfWZxbWZxbXphdWp+ZXJuaWJmcXxmcXx6YXx6YWx6fmx6fkxZGFxbHoh/LwQml4ITs6PTs6NTswGxmf94zO+sWlvaNITnPQEJ1yj467RcVdg3BkYc/rH7L4gjM07avOMWt0Bi8tvdvrMDu+I3WOye0w2z7DNPWxzGW0uo9VlsLgMFqfB4tSbkUwwZLIPmmyDJtvgsG3AaBsYtvUP2/qN1n6jtd9o6Tda+oyWPgNCr8Hcqzf36s09+hE4MXQPmboHTV2Dpq7B4a6B4a6B4c4BY+eAsbP/J+noM+yis9/YOWDsHBzuGBxu6ze09OmbegbqO3urWzt1zW0l9c2FVfXZZZXKojJ5jlqUkctNUbElaTS+PJkrJnIEBCYPx+BiaEA8lRNP4cSRWXFkdhyFHUdhx1M58TQAzQAxTC6GDWHZEJYThg1hWFwMk4tmgNsFHB4O4ONAPg7k47h8HMjHcngYNoSU0YF4OhBP48TTOPE0IJ4OoOlAeCUQT+PEUzlxFHY8mR1HZseR2fEUTjyVg6YBaDqIYYAYFhcL70Nku+EW0HQAzQCxLAgH8PBcAQESRsBzBTiAj2Xz4L3FspCdxIMCAiQk8EUJQnGCUJzAFxF4QjxXgAP5OA4Py4IwTC6GycWyIRzAx3MFBJ6QwBMSeCJCpBLgY9kQlgUhe8Xh4Tg8HBDuAYCP4/CQXoKPncqBjyuOghxaPJUTT2HHkdlxyazYRGZMIiOGxDhKpMeQGLFJzDgyKw7ufzqAZoBoJohmgkg30gC4r2LJrNgkZmwSM5bMiqOw42kcuBjuKwwLQjPAeBoQR2HHJrNiEplHSfSjCbQjBBjqEfw2L+OoL+Mofy//4Mf/fqIP4ac4SqBFExNNAh0mlsiIEAdDYsLEJ8Kw4hNZ6CQWOomFSWJjktiYZA4mmYMlc3BkAEcGcBQATwHxFJBA5RJo3AQaRKRDRAaPyOCRmPxEpiCRKUhiCZLYwmS2kMwRkQExBRBTQQmNK6VDMjokY/DkTL6CJVCwBCkcUSpHlAaI00CJkitVQrIMniyTL1cJFFnClCxRarYoNVuSnitR5kmVebKMAnlmgUJVmJKlTslSp2YXpecUZ+RpMvI0mQWlqoKyLMT95TlFupziijxNZZ6mMr+kqqC06o23342Jx166cs3q9NlcPpvLb3P57W6/3ROwewIOT8DhCTi9o9G4fMEIbn8IxhPYZuvi5Zy8gnffez+SISIoVdq//vWvf/3rX5UqLRwpYKLX+4MTgdBkNBcvX9Pz6e+tLJytKT1bU7pVU3qhpvRSXemVOs3VOs2rdZo/1he/UV/8VoPmnQbNew2a9xs07zdobkRh0JRENgFvxaApgd/6sEHzQYPmgwbN+w2adxs07zZo3mzQvFGv+WO95tU6zdU6zZU6zeWa0ou1pedrS8/Vlr45HhBhjn7w4UfHuwZ28c233/3Lbx6P+N78SGxO36/CFZj0jc2OTsyPzyxPza/OLp2YW95YXD21fOL06smz66e2TmxubZw+/8s5Eb28ubW+ubW+uWUtRaFKvOvhl+unfprNrXVHOQpVbj21tXZqOzesnoTzwemVE6dXTpyOLCwjgWATZmn91NLaNgtr8DzExvzKxtzyOiz+6YWV6fnlqbnlqdmlydmlyZmlSXhhdnlybnlyfnlyfmVyHl5YnphdmphZgt0fmpoPTs4GJmb8E9P+iWn/2JR3bNITmvSEJtzBCXdw3DU65gqMOf0hhz/k8MLiD1jdfqvLb3H5LU6f2em1OLwjCB6T3WNC5gNcRovLaHEaLU6D2WkwO/QwlijMjiGzY8jsGDTbB0dgbAMwJivCsLUPiQXmPoO5Vz/Sqx/p1Xfn4VAYdXf45UgPzNBIz9BIz6BpmyFTr2Gk12jpG7b0GM3dxpFOg6lNP3x8YKixt7+uq6eytaOs+XhhdX2OtjJdXSrLLhQoswGZkiFOIfMkiaCQwOZhmVwMHYinwQphxpKZsRRWHJUdR2PH0zloJoBhc7EAhAV50WA4EIbNRbNANAvEcLhYkIeD+HieAM8X4PlCgkCI5wtxEB8L8jAcLpoFoplgPAOIp3Pi6Zx4BoBmAmgmiGaBaCaAZgLwW3E0dhyVHUdlxVHZ8fDWGQCaCWJYXCwHwgIQFoCwHAjD4qKZIJoBbMMEsRwIx+UT+MIEoSgCgS/EQwIcyMOwuRg2F8uBcCAPx+XjeQKCQJggEhMlEqJEkiASEwRCPE+A4/KxAA/L4WJYIIYFYgGkTYIg3KZInCAUhSshZK9AHtwsjsvHQ3w8JMBDfBzIwwIQhs3FsEA0A4ijsmPJrFgy7GZWHJUdR2XHUVixZFZsMjM2iX6URD9Koh0h0o4SaTGJ9NhkZhyFBZ8CuMcQ6Jw4GieOyo6lsGLJzJgkRkwyAz5f8MlCTgcAYTgQmgnG0zmxFFZMMuNoIv0IkfYygfoynrINjnwYRz6MJR/GJh/GJB/GJB/6z8ZhLPkXsjsrRHhUOHgoENBjifToKBAPE84B4RDAxpLDIYAC4CkggQoSqGB0Akhk8hOZfFj/sPspYfdTQclO96ewBSlsYSogSgPEaVyJkitV8mQZPFlGlPtzxGk5kvRcqTJfqsyXZeTLMwtSstSpWeq0nKL0XI0yV5ORX5KRX5IJi79Qm62Gxa/L1VS8/tY7R+MwvuBEelahMrtQmV2ozFFn5KozctWZeUUZ2WU///O6zBxtrrosr0ibV6TNK0ZwuP0UOvvk6bMFmvICjbZAU16g0RWW6ApLdEqV9sGDBw8ePFCqtOrSCoSyyuj1RWWVCFoEtz/Y8vs916zDPtLRUdLRYOLR8cSjU4lHZxKPLCQfWU5+eT350CnyoU3KobOUQxcphy5TDl2hHLoKQz10lXqoVyKObALeSq9EfJV6OMIV6uGL1MPnqYfPUQ9vUg+foBxeIx9eJh9ZIB+dTTo6mRQznhQTSooJJsaca2+i7v+X9298dKyjfxf3f6Hvb3725U+ha3NEP9ucPm9oJjAxH5pemphbmV5cn1veWFzbXD7hLkZFHjrn1qVNhEAJClXiuXTqHIJDi0KxhqbOXjx19uKpsxen+tkoFLtnDnl5yqNDodjdcxftWhRKGzh59uLJsxdPnrnwN3DrUCid/cyFjdMXwrnh/IlTW+unzq2fOrd+KjyRcGrHvMLqyTOrJ8+sbsCcXtk4vXzi9GgXE0XvGV0/tbh2cmF1Y2FlY375xPzy2uziauQm0PTCyvT8yszC6szi6uzS2uzS2uzS+uzSidll+D7C2vTC6tTCytTc8sTs4tjMwtjMfHB6Ljg1OzoV5f7xKd84rP8JT3DcPTruCoy5/CGHL+jwjjq8o3ZPwN6uCndpZrPbb/P4LW6/xdWhiPR0avuIXa9JQOHL9Sa722R3m+wek8NtcnhMdrfJ4Rl2uIftbmM0NpcBxuo0WJ1wLNCb7UMj9qER25AJpq8Qj8Jq+gZNtgF4/sBkGxi2DgxbBow7GbYOjtgGzbYhi33QYu8zW3vN1u4Rc/vw8PEhfWNvf3Vnl66lVVPflFdRnVmiTS0oFqvyoNRMtjSNKpAlQSIiwMezIQwTjKex46isGDIjhsyMpTBjqaw4GjuewUGzAAzAxXIhHMSLgIV4WBDCAFw0G0RzQCwI4SA+XiAgCIUEkShBLE6QiBPEYoJQiOPxsVwIA3DRHBDNAuKZQDwTQLMANBvEcLgwaA6IZsPvcuLo7Hha2HMMDpqJVGIBCMflYbk8LMDFsEE0C04MYdggFoTwfEGCSJQgEW8jEuEFAhzEwwIQBuBiQQgH8cKyFxElEpJMSpJJiRIxQSTC8wU4iI8FITigYOA2eXyCUJggFsMHRQwfF57Hx4IQFoSwXB4O4uF4fDyPj+cL8HwBQSDE8wU4Hh/HhZUPxjM5cTR2LJkZQ2aE4xQrjsqCnR1LZsQkM2ISaUeI1JcTqEeI1KOJtJhkRiyFGUdjxdHZcXR2PIMTz+DEMThxdHYcjR1HY8VSmDFkZkwyI4bMiKWy4ujseCYHzQYxHBA+UgwAoVlAHJ0dS2HGJNOPwu0TKIfx5G1wyYewyYcwSYcwSS+hExHi/5NxCJ30y4FjDczL2F2QYSJR4GgEPPUonhpDQIgl0GIJtNgEemwCPY5Ijycy4omMeBIjnsRAk5joRBYmiYVJYmGT2NhkNo7MwZE5eDKApwAECphABRNoXCINItEhEoOXyOAlMfnJLAGZLSSzhRSOiAqIaaCEzpUwIBkTkjEhGYsvZ/EVHGEKR5gKiFJBcTokUUJSJV+WyZdnChUqYUqWKCVbnJYjTc+VpufJlHnyjPyUzIIUVWFadlFadlF6TrEyV5ORV5KZV6JCBv1l2Wrt62++cyQG7fKNSlNV0rQsWXq2LD1bnp4tT89WKHN+ye32jJzCjJzCjEhKyC2y2N2JZNr6yc2s/GKY7AINjFKlvX///v379x+ODpH1uerSCHnqsjx1md3lO/bcv14Z0buxL/qwL/pxLwbxL47jX5zEvzCb8MJCwh9WE57fID5/kvT8GdLz50nPXyQ9fzmKHpEg0n7koVRpe0SCSM0l0vPnSc+fIz1/hvT8SdLza8TnVxKeX0x4YS7hxSn8i2P4l4L4lwL4l/y4l84cryc/8X+8f+Nmc3vvLu5/891/+9fHUL/Zs/fb7x50DVoeic3pe/vdP/1CbE6ff2w2OLkwPrM8Pb82u3RiYfXU8ngvDYWi9yxsnL5w6uzF095KVHnwzPkrMLODnMjL0+evnPZVolCVrvNXTm9dOb11xVWOQqFQZd4rp7cun966PDPAQbEM0+cubf4qPDoUSudAwsHFjTMXouYPtk5swpyLsB4hKg2Exe9Wo5jt46fDQ/+Ti6sb88vr8A83ZpdWZxZXZhdXZhdX55bW55bW55ZPzK9sLMB3BNaQXx7MLp1wtdJR1A7n/Mrk3PL47OLYzHxo2/ozgcmZwGTY+mOT3rEJT2hb+U5E+d1ppNoB36jDN1JOQqEyuu2+UZvXpCUllun9FpfPMlRNQKEULV5zSwaKWNXj9JpdXrPLZ3b5zO5HM+LywphcHpPTY3K6kUBgcxmtToMlPElgHlATULjSfvilwewwmB16s11vtutHbEM70VscBqvTYHPp7c5Bm6Pfauu12rrM5jajsXlgsL6nt7Kjo7S5uaC6NqtUl1pYLM3J5yuzOPI0ukhO5olJoADPgbBMIJ7OjqUyY8iMGAojlsqMpbHi6Kx4JgfNBjAgFwvxcHz+NjwelgthQC4aADEAFwvx8AIBQSxKkIqJMglRLiUppES5NEEixkeUD3IxAIhmA2g2gAFADMjFQhAW4mEhCAtBSGscMJ4FxDHY8Qw2msVBswA0G0AEFg4cWJCLQaIDB6lhARgOiIN4eKEgQSImyiTbSMUEkRDP52O5ECJ7Ph8vEBBEIriSpJCRFFKiVJIgFuEFgu10wgYxHBDLhfB8fgJ8XFIxUbqjTRzEQ/aKx8cLBHghHHeEBJGQIBTiBQKklzhgPDPsXTIjlsKMpTLjaKw4GiuWyoylMOH1MUn0oyTqy0TKy0TKkUTa0WR6LIUZS2PBJyKOzo5jsOPo7Dg6K47GiqWxYqnMGApyvuJo4TMFdywXwkI8LBdCs4E4BjuWwjyaTD+C5AnyYUIYPPkwPvkQLukQBtY86UWYOOJ/Rl6KJ/1yDqETozmMiSYJJjoKHIHBkY/gyEfxCDF4SgyegiSABGpsAjUugRZHpMURafFEOprEQJMY6EQGJpGJSWJik1m4ZDYumY0js/EUDoECEKhAAhUk0kAinUuiQ4kMKJHJS2bB7hdQOEIKR0gDxTRQTOdKGJCUyZOx+HK2QM4RpgCiFFCcyhWnQdJ0nlTJkykF8kyBIlOUkiVOzZakZUvSc6TpufKMvBRVQYqqIDVbnZqtTs8pUuYWK3OLM/I0qoISVUHpH998++WYOJdvVJqikqbAys+SpWfByleqtP/2sw+lSgtPCcBk5qozc9VmuzuRQl/f2FTlFW0rP1+Tna9RqrRf/Oxjl+9z1aV5RWV2l+/Yb39z1az34g75cYcC+JdChJcmEl6aTHhxlvjiIvGFFdIfNhL/cCrxD2eT/rCV9IcLSX+4HKZHJIze6K7lHpEQLruU9IfzSX/YSnrhTNILJ5NeWEt8YYX4wiLxhTniS1PEl8aJh0IJh0YJhwL4w2db6sh7/9v7N242t/Xs4v4338K+3/ft9w+6hqyPYNBqc/pQv/hhc/qQwf3syvTC+tzyyaW1mXYGit4zf+L0+ZNnL25uXT5z4eq5i9fOXQizOMxCAf2LV89euHr2wtWzi0YWClXmv3rmwtUzF0JlKIDJRqF0oTMXrp65sNbHRqHKQ2fOXz1z/uppOB+cv3I6HB3ORK2B48LprSubW5c3vRUoVIXz3KXNc5dOnb146sz2lMCj7iBsbWxuRXLA+ua5tVMwZ9dOnlk7ecasQaE0rpUTmyvrm7DvF1ZOzC+vzS1FfrG5Ore0Nr+8Pr+ysbB6cgH5ZcDm0vrm4trmwtqp+dWTnnYGitbpWlqdWliZmFsan10Ym50fm5kPTc8FpyPKn/FPTPvGJ31jk15klD/mDivf6Q86/SFnIOT0hwZrklCJtQOBkMMftPuCdm/A5glYPcNlRBShYtji6khBoVLa/FaP3+r1W71+qy9g9QVsvoDVH7D6A/BLqy9gQfBbvH6L12/2+EY8vhGX1+T0DNvdwzaX0eo0Wp1G62AxAYUrGzRaHUarc9jmHLY5jTb4LYfB4jBYHAaz3WC2GywOo9VptLuGHW6j0613OAftjn6brcdq7RgZadHrG/v7qzs7y44dL6yty9FWpKtLZLkFwowcMEXJlCooQkkiJCQAEJYFoGHfUyK+ZyK+5wAYLhfH4+EE/G34fCwEYbhcRDA82LUiolxCVEhJqbLENHliqowolxAkIrxQgOPxtusBEMPlYiEIx99uDcfnY3k8DJeLBsB4NhDP4qBZHDQHxACI7LEQhOPxEIMCXDQbgE0fCRA4Ho8gEhJlEpJCGoEolyRIRHiBAPYfjsfDCwQEkTBBIoIrE1Nl8H4mwPsJHxfIRXNADAfEQhBeIEiQiIiycIyQS4gyMQEJBzx4r/ACPl4oQEwvFiaIRQSREC8ItwZwt8fZu3wPKx/u9mT60aQdvo+hMGJpzFgaK5bOiqWz4ujIQiydFUtjxdKYsVRmDJURS2PGMdjxLA4a7lguhIUgLI+HhSA0B4xjsmOpzKPJ9KNJtCNwnkggRzhMIB/CJx/CJr6EhmVPfDGO+EJcwgux/4n5uyPCIXQ00WkgnABgIiEAl3wEl3wURz6KIx/FU47iKTEESiyBGkugxibQYhMQ8ccT6fEkOprEwCQyEfcnsXDJLByZjSdzCBQOgQIkUIEEGkikcUl0biIDSmLyklj8ZBYfFj8VEFEBEZ0roXMlTJ6UyZOx+XK2QMERKgBRKihO5UoQ8fNlGQJFpihFJUpFxC9T5soy8hSZ+YrMgtSswtSswvScIlj8GXnFf3zjrcNH41y+kCwtW56eq1DmKpR5ioy81Mz81Mx8pUr7zc8+lCptZp5GlVeiyivJyi/Jyi/JKiixOL3JNNaJU2dzCspgctVaGKVKe/tnH0qVtqBYh6BBcHhGm3//xFW7yZ8c46fEBCkxIUrMJDVmhhYzT4tZpMWs0mI2aDGnaDGnGbFbjJgLzJhLzKOXmEcvsY5Gb1Gp0vbIJLvWXGYdvcw6eokVc54Vc44Ze4YZe5Iee4Ieu0qPXaLHztFjZ+ixU7TYMWpsiBoboMZudTWR9//r+zc+bGrr3gXi+8f27Pv2+x+69bbdDNm6h2y/1vejk4tjM8tT82uzSxsLq6eWx/toKFbXzIWNMxc3z10+c/7quYvXti5f37o8Xo5ClY9e37p8YoCDYulPbF26vnXp+talEwNsFGvoxNbF61uBahR7eA5+vnj93MUxLQqlDVw7d/GaR4dC6cbOXbw2Nwig2MP9usi9ghCSGy6EynbsWqV768rprcunPRXb67T+qNn+8xtnzk/2sVGocnh5opeFYg6Mn57vYobrGf1jp86u2bUoVJl548zKic3l9VOLoW5q+H1Ka8hQiEJRO71L6wurG4urJ4eLUahi19J4b6SG2jkzHHVvg9wamlxYmTAWRtZkDc0Fp2dHmigocnNNDrwuudo62Z6FFBBrLO5AyB0IuUfHXKNjrqC1IglFrLW6gmOu0THnaMjhDzp8o3ZvdyoKldoesHkCx5QoVEaX3Tdq9wftgaBjNHhctb3B40FLeRIqobYuFV6RVNs/2pOCvJtYavSbPT6zy9tVToruULx2yGR3jzjcJqfH5PSYHG3yyHspLcNWZ10KCoVKr7e7TU5DCRGFIlZ2uNx6Z4s4Uiaraxzor+nu1ra0qOvqs7UV6UUaeV6hMDObm5rBlKbQxLIkvigB5GHZIOJ7Mj2GTIctEktnxTHZP+F7xN/oiO9FggSpiCiXkFKkiWmyRKUiMV1OVEgTpCK8SADrHBnlg7DseXghHy8URMAJ+Fge7Fogng1gOACGA2zX8+AJBl7Yx4jpf873KdKIyOGJhL/t++g8gfg+PL6XwUgSpGKCWLjte2TCQEgQw4gIYhFBLMQLBcjeAsikBex1OEvBo/aItmMpjBgyrGTKyyTKkaSw75FiZmy07BHlb7+FnCaQi4FlD/ueC6E5QByTHUNlHoUbT6S+TKLAkQIhgXwYn3wIm/QShvRiPPHF+P/0sv+1yn9Y/DutT/pJ64fF/0jrI+L/u6xPonNJDChifTJbELF+1Fj/EdaPGusj1oeVL03PDVu/IEVVkJpVmJathq3/2htvHT4S6w9OpWUVp2Wp07LUadnFymyNMluTkVuSkVX6t+7fl+WqdblqXW5RRW5RRV5xRV5xhd0zSmVwTp3eKtBUFWiqCjTVBZrqwtLqwtLq7Pzyn28wp0BXVFZbrK1DKK8rLq9zB8aaXzpwzWMNAqQQSBoHSZMgaQYkzYLERZC4wktY5eM3+PhNPv6cEL8lJFwQEi6F6U5TRBrvTlNcFhF6otb0pCkuiwiXRYRLIsJ5EeG8iHBGQNgUEDYEhDU+YYVHXOSS5rikGW7iFDdxgps4xk08399BPbjn/Q/+lu97DPZoItaP+B6+IxJ9xd/1EoVC2Zy+4NTieHhwv7i2uWwvQ6HK7WcunDp36fT5K2cvXD136fr5y6+cR3z/yvnLr5wfrUZxTAuXXzl/+ZWtS6/M60EUxzR/6ZV5PYCqGN9aHmahgIHl61uBahSq2nvp+rmL1z06FEo3fu7i9bkhAIVCsYbWz128di5QhUIB/UvX4GSA0o2dvXDt7IW1fjYKhap0n7982luJQnF65i5tnrt46mygBIVi9C+ePOsvQaFK3OdPnlnsZqJQKFSJ+/zG6YUuJoreOz8OW38Tvtl/dv3U2bWTcx0MVJH99MqJzeX1qVY6itoxauWUMQAAIABJREFUvrC8Pr+0Nr+0PhfooKBQ+SPrC6sbi6FuKorROj7TRkfRumbhfxBYOnFmcX3T18FA0brcK+vTS2tTRjUKVdg3tzA2uxDSF6BQ+T2w71GoxEaXf3yqIxuFQqFItTb36Ji+NgmFymoNhFyBkKs7G+729J5xV3DcHRpzBcecoyFnIOTwB49nolCk2n7vqM0bsA/XJKBUx/2j9kDQMWouT0KhkuoGQiFHaMwxNuYIWXVJKBQqqdwy5gj1pqFQKFRSuTloHzVrE1GozC6L199bQUKhSCUDnhG723RciUKh8OV6k8M94vSMuDwjrnYFCiU/7jbZ3cP2VjkKJT/mGrYOwj8dGGlRolAZDW6v0dUmRaEkLc5+h73L0gihUED1QG13d3lLS1F9fY6uMr2oRJ5XIMzM5qYqWdJUmliaLBCTIAGWDaIZnFgq8yjsewpjl0iwvPB8frTvQS4aANEAiIUgvJBPkIgSZGJkfJ8uT0x7yPfQQ74XCRAQ3yNDfDQHQHMis9O/yPdYCMILBQlSMVEuIcolRIWEpJASZRKCWIgX8OFbBshYXCQgSEREmRj2PSll5zwEF0LuO3AAeD6fIBYmSEUJUjFs/QQpPHznh33Pwwv4Ub4XEsRCgkiAFHBh33Pi6Kyf9D2NGUtlxJDpR5NpRxKpR2HfR1LXT/k+rPw4OiuexUF8D4V9D6cxDhDHYMdQGUfhxpOoR0jUl0mUbYiUw4TkQ7j/v/n+H1T+Q+J/xFj/8KOs/zPD/b9nrB9l/eixfrT1WRHlCx+e4c8QKlSiFJUkFZnel2XkyXda/7XX3zwSix6bmMstqsrK12UV6LILdTnqyhx1Za66KreoKq+4Ok9TnaepztfUFJTUFJTUFJbWFpbWFpbVqcvqi8rqi8rqi7X1xdr64vKG4vJGTXmjJzBJY/NOn7tUomsqrYBphimrPBaNtuo4QvVuymtaYHQ1LYGxmdYjz74SdE/I2ZNy9rScPStnL6awF1PZq6ns9TTWRhprM411NoO1lcG8lEH/f9m7z7Co7n3v/+vRObu3U/Z97rOTWBBEEKX3Ivbee0VBFJHe+wxlZmAYmMoMM3SG3nsRARGx11iS7OyS2EsSTdz/PLv/D9aaNQU0ZjQsM/N5Xd/Ly8QRhV8yb1Y/sdXz5FbPEXq2TT2jmhnZ5jm0zXNom2f/Vu/+rd7dW3w6N/m0b/Jp3uTTtNG3fqNv3Qbf6nW+Vet8qzYtHszP9vqvP125ej064VW9/+0f7j94lMERkpOuP2Tv6bSTP9H9cVLv60urmyprW9WN7XXNXY2FhwnCJ636REfvUHf/cM/ASN+JU/1DY/pTpm3/0Kn+xlwfIlR2ojXTlwhWnOrT/KQmZxFxtJTcDSA7ShBHSvsGR2uy/TRb/6O9g6WHCeKwYrRXcYwgjkkHR3oGRnoGRrqLjhHEMUn/SXEwQQQXd/QOdvQOdvQMVLB9CK+s8u7+wiCCCCpqr87yJIILxcFEkKytS3aQ8E6t7GutzPQgCILwTqkgY9/T1NatSvUiPNKVLR31Le3yZE+CIAi3FGlds7quWV3XnLOPIPYJahpbi5I9iQBhfUungtxF4MlStHXXtXbXtnTKkj0J91RxfUtlXVPmXoOvomuYuCo3yoVwjuaRx+/TdxLEjkRyZz4v3J5wOsJTisnka7bvCWJHgrJErCwRKUuEClVmqBNBbIsrKi4sUhTKFAWy3MOOxMLj/EKFsjAvbCHhFJyvEqpKhKoSUUmJsERwxImwjxAIS0uEpSVxOwhiR4ZQpSpUqlhhToRjWEZRbqA9YXeEkyeU5AklufQ5gGTvRdK8+M0Gn4Pd4WyeQMRjHbUjCIJwOJQtyxVLuQmGL7PcFxeWlhocH38gPGJn8NFNB8j9+WTv17uv0Pbe2tOH7P0cFw9LV09Lcpe+p4+1jy9ZdNslS2yXLJm/dMn8pUt0971TOwCWLrFbsWzBam3yHXT352v2B9gsWqTdXl9Gbt8vJWf+sqV6LdckX7/32v3tVOy9fcna2fovtltGtnnlwtUrF66h27xs/tIltv4632csW6rdxF+/2mHdas0mO1lo8vwA6sSF+UuWUPvqtZvvmm13f+p7iPlLl9otp75roUYbe/95PuR5iHTvdbbayY17evve2WOOo/scJ/c5Br2fMvbUeM311Om9v7+294v8rX385np6W7p5UvvzHc2o90Yk34ht/R+7k58+uq+tvtPbb+uv8dbZ0Pdboan+Gr3d+/SG/totu9dt3UMmf2z8rI2dfVVN47HI5P1BkfuDIg8cjgoIjgoIjg4Ijj50JObQkZhDR2MCQ+ICQ+KCQuKCQuIOh8YfDo0/HJoQfDwh+HjCkeOJR8OSjoaTk3w0PLm4tMZn8cq+wdFjkSnHIlNCI1N1Jyw6TW9i0skJnzQRsRnklFbWJ1h/dKZCVbN7Xe3udXV71tXtWde0d23L3rVte9d27F/TE7CmL2DNYMCqE4dWDQeuGglcNRK0ekx3Dk8xpzUzdnj16OHVo0GrhwJXDwWuHjy4tv/g2t6DazsPrG3ft65537rmfevq966v37u+6fDufpl41ay/UL0nZ+rec0UZXBFdfXoMem+wfW/w78nel6mbKuta1Q3ttc1djW3SAILwZNV39Jzo6jvZMzDSd2K0f2iMSrtmikIIIqSU/Dm5hz+4uDSYCJWd0GzxHy2VHSWCFeQ+f/3te4Pey0d65McI4piUjH3/cHfRMYIIEZNn/x1WdPQMtvcMtPcMlLF8CK+ssq7+NkkwQQSnZngTQbLWLtlBIrhAdJjwYpdQJ/D3NpezPQiC3I3f1NbVWJruRngmlHTUNbfVNraq61skCe4EQRB7+VW1TdXcAwRxgFMv2EsQe/nttc0ddS2ddS1d8hQvgiCIAGFNc4eU7H1dc3ltI2sPQezhqqrUykp1cUWVorxSUVbJi3QhnKO4JWVSVZkkbQdBbE+Qq8RFShEvbCHhGMwtFpKH8BUqUbFKlBduTzgd4auESpVQobdlL5AqBFKFQKbIOOZIOBxnyYsLcsMWEk7BfKVQpaKmRBDsRCyMEAhLSoQlVO8LVaoCpZIV5kQ4Hs+Q8cjea07yzz64kLALzuYVinPJ/fnxmwlic6RQwisU8wrEPIGYJxBx80U8QfxagiAI+4NZUp5QkhO3iSA2hhQUpAvyk3Nz4zk5UWx2aGpqUGzc/rDwHYePbNp3cM2uvcu3bCeP37utWO20ZMUCv8U23n7W7t5Wrp5znD3mOGs28d10N/EX6bXEf7HNokXzfP2sydz6LbLxJzfZl5Fbw/ZrVy1cs9Iw9vSG+6JFtv7+tks0h+TJ0RwgsPbxtfb2tfbxJatv47eIzqrB9r21t6+1l6+1l4+1ty+5iT+fOpROHU2nDsmTm+y+2nPZyEJrDsyvXLByBZ1wcuPe2suXPHfBdpE/VfRl1MzX2XDXfDuyhNrzsXTp/KVLyO1+W83na+3tO9fTx8rdy9LVkzy9ztLV08rV08qN+jn175095ji5k723dHafQ+9lmaL3Ot8uaHbDkN+W2Swix5/c9WLt7Wvl4WXpqhN7e739+bMW6h6/N4WD9++q/T/poX3d6uuGf8rqkwf16eo7a6r/Jgf1tRv667eSyac29Knq761rbF2xZsPO3fsUJeropKyjEcnBYUlHwpKOhCcdCU86Gp4cEplCTmhUWmh02vHodGpi0sNiMsJiM8JjWeRExLEj49mR8ezy6sbFy9efGB6PSsiMSsyKSsyKTsrWTE50Uk5MUk5ssnbiUjia4RpMfCo3PpVbXdeastDibG1lU/CepiN7Wo7saju6q+Porq5ju3qP7eoL3XXi+K6Tx3eOhO88FbHzdOSO05E7JiK3nY3cdjZyu95E6c05nRmP2j4etXMscudo5K6RsF1DYbuGwnb3H9/dF7q7O2R3e8ju9uP7u2KOjghzJRms6FXL9Hqf8Jre68/rt+8nfx9Ab9+X17ZUN7TXNnc1tPWo0n0IgvBkN1DH7xWhxNHSvhOlwQS5+X6q78RoXwPPW7Ovntxd7+2jE3JFKOHj5034setHewZHejTH73sGqOP31QMj3QMj3QMlQQQRJB/pHlAFEYRXVnNX/3BXf1O6N0EQIcLeE+3SIwRBHJIMtHX1t3YVHSQIj/Sals6+lk4peUg9QNjb3KEmt9g90qqb2rtVaUHJ5d2NbV2NZRnuhFdiCXVaPu8A4ZZUVtNYErsvWVzbVFnTII5zJ1wTRer6CrUi2pVwcXUn3JIlDS3qhrK4/anSxvaapnYy85KGNvL8/MKaxpLqOlX2XoIgtmZWycsqiwqiHHawpaoyTrgz4RSZXVwikquEydsJYlusVFEglRfkhC4gHA7nFBUkbl0YwiuQKQqKFLFbCILYGisvLpAXx2whCIfQDGlRvlRz4r1YlieR8SVJ6wiHQK48X8YLciAIx+MZCoVAURyzbXuMkn/YiVgYxi9QKgVKZcx2gtienq9Q5MsVGaGOhENomkSWEmxPEJvCyTPyYjYSBDE/MJMjiFtDEGviRNzChDUEQayP5wiEnPzMAws2hPELc/LY+xcQ8wMzk4PsCWJTWIEoSxC3kiCI9dGpfH4iN3mz7ardGRkhSUmB0TF7Q8O2BQZv2BeweseepZu3+63b5LlyrcvSlfZ+S+18Ftl4+Mx19yIPIc9xcp/jTG3lW7lpNx/JXfeanNAl89bdvtTZUb/cboXhLnryRDz6o5Hbo9qhP6aXz1xPn7lePmT1yaP4ZPJtFy+hOkrFnjxrXf/vQB3DprpLnRBAfmdAvsZvka2/P7lvn9xw1z3WTm+Oay9P8KMKarvIn9xPQIecOqmQ/kP9F9v6L7Zd5E9df0h+KE8f6nR6Fw9L8nspepw95lDjTsbewtHNwtGNTL4ltaOF2tdCjqWbl6WbJzXk9wpunnTyrX38yCG/PlYe5MY9feTeZdZCl1kLnHVn5nynGTaOH5l6741I/g9V38hD+1Oc0OdAncz/psf1Nbv36W19g+rr7t7XVn/dlhXrt6/YsH3Vpp302ftRCakNzW2W1jYbt2yrbWju6B5sbO0mb6RG3kalhZyOXvJuK62d/a2d/W2d9MnXA21d9IXZgx3d1HXda9Zt+fSzv3X2nOjs0V7G1dU7pJ2+oe6+k3rT/8rp6R/Odp13a2z0bLnifLniQrn8YoX8YoX8coX8SoX8apX8apX8Y7XsY7Xsllp2Wy27rZbd0U6R3tTozSc6c6em6HZN0c2aops1RR+ri65VK65VKq5WKi6RU1PWX6ooSEpYZW3R2z8okav0ep/wBr3X3Z8/5da8bv7JnxSIioor6lRVjeU1LVX1bTVNnfWt3Y3tvS2VWZ707/HhqQdHe6h97yNkv3sGW9g+xGE5tQe+R36MIAivrJZunZATPrzqAfK8/WFJMHWiflWWH+HDreof7uof7upXBRFEUNHJzr6TndIQ+g88dPgoQRwt7B5s6x4oy/Ch/71HulpztX03/yC9+d6tTPUiCK/EUvLeO6L9mte7JZfXURfgtarzDhJuKZK65kqu9tcjxeSNnWsLYtwIgnCOK66oaaysa67UnqHnES1vKa9tKpMlORMEQRCO0VJ5WRUv0kXzgh0JxSqxQnPKfZGiQKoQJG4liC3RIhlfJOVnhiwgHA5lSvkiadQm+lPZEkWmPXGLwQLZBWfzhGJeoZgnFEdsIuyO5OSKpXkS7iHNuXcLQnn8Il6gI7EglMeXy/lyeeRWgtiSkldUlCeVpR51IOyPJgvFnIKs/QvoD7phlR1heygjOy92FUGsjhbm5Atz0oNtNb++KlKQlZuxz44g7ILi8wqy+az9CwhiweE4viAjLXCe5mW+R1lhqalHEhICIiJ3Hz229WDQ+t37V2zbuWTDVp9VG9yWrnLyX7bAx9/W02+em7eliye1FejoZuHkPseZPGXMg97KJ+tL7sC39vGb6+Vj5eFt6eZlSb7Ak3wBFXJ6lzJ9vv1cus3Ui+k++VJDvoY+E41+pZfPPB9fOrp07MmPRh78ps549ySvQfejdwzQm9fkwXKdD6i720Bnc1xn37vOx/Qhv03Rjs7nQv7qPF+/eb6L6LMKqNd40BfOUYfnqW+nHLVp144DOa4WDlTy55CrQB9hIT8IOfR3CTp7AuZ6es/19KFHE3sPC0c3clN+1gLnmXZOM+frzQwb09+4f5vkG1H9123uTzqhz2AP/4/Y1p/qoD5Zfe+la6eo/prNy9ZuXU6fuq85oh8aFd/c1rly3SYbO4cZsy1nWljOtLCaaWE1a87cWXPmzrakxsLS2sLS2sLK2sJq3py52rGca2M518bS2tbS2tbK2tZqnu3cebYOTq70ODqT4zZ5nFzcnFzcJ4/zpNk3+89rZ1Czbuaf1836Pxtm/c+G2f93o8X/3TTnfzdZfbDZ6sMtcz/cYj1j67wZ2+fN3G4za7vNrO02s3fYzN5Ojy31k602s7fp/+NWm9lbbGZtnjdrk/XMjXNnbLD6cL3Vh+vmfLDW4i+rZ//vqln/s2rW/xyYP4u9ftmJkyMCkSwqIdWw9wma3v96yt7r789/QwWiIkVZraqygdylT23it/Y0d/S1dg2095zo6B3q6j9JNpu8rI6e6iw/wodbbXCtXd8U06mdIXI6enWmZ6i954R2ugfbugZauwZaO/tbOvs0d+SlbqSjvaFea2dDK3lPvY566gq6Ds29dckL6FtrGltrGlo199Tj7yKIXdyGsuq60srakooaVXm1sqy6uKxKWVZVzN5NEHvSK2pKKmtLqupKq+pLqxuop/VUN6iq6pSVtcUVNfLSKllJBXkfPfIku0JZcYFMUSCVCyTkzXNkfKE0j9yLXiDmCcRcgYibL+LmC7kCIbdAxCVvpluoHU6hmFMg4hQIcwTkffQKqSvj8wtzojcSxMbjBcKcQhFHKOYIxVyRhCOWcMUSrkTKlUi5Egk1YglHLOEIxTmFopwCYXZ+YWaegM3LZ3P5bC6fzeGzOHw2h8/m8tm8fHZuPjs33+BXWZw8Vk4ei5PH4uSRL2Px+Onc3FROblIONz4rOzqDFZ6SdjQ+MTAqZl9o2I6gI5v2HVy7c++yTdv81m70XLHWxX+5vc+S+Z5+89y8rcjY0/t7HVy14XfROVHcw1sTFW9yBzV5IpjeIX/6mwOq8dSZZdSGKb1Jqren2ovcR02+gCqczp9rTW6+G6aUPM1t0jEIzc0DyLFyp46OW7p46N1dwNPH2tvXxncRdZTB21ezLe5lRV4dp/2Ymg+rGWoPvIuHpYuHFdlaD2/tdzP0xXL0UXly250sut7p8eS4GI69q277LRzdLJzcLJzcp/7+gPzmQLszQLv1T23Z27vMWuBMXmo/w9Zxho3uOJjDlv07qf6P3ck/5ba+7ub+1Kfxv+5sPr8FrtrL9hx+4FS+NQbVX7xq45I1m5eu3TK5+tGJac3tXafGJ8bGz46Nnz19hpxzpyfOjU+cG584P372/Bl6zl2Y0M7FifMXz9Jz4dI5g7l4+dzFy+d15sKlK6+Zi5evvslcukLPNePm8lWDuf6GI1WURCWkkvNmvZ/q+P2b976oRF1cXldS1Vhe01xV31bT2FGnk/y27kGy+vQN9Tp6T3T0kKM4RPimqXVTTc8gPW0G00VNKxn1roGWzn56mjv6mzv6mtv7mtp7G9t6Gtq6G1q66ps7yaJTj+TR3B9Xc5fcVnVDa3V9CzlV9c1V9c1Vtc2VmhvnlZOPzKmqE0S7Ebu4yrJqRWmVXFVRpCyXKctkxWWyYvZmgnAIE8pUFUWqSnlJpby0Sl5WrSirUZSpi0qqZSVVUlWlpLhMpCgpLFIVSBX5EjlfLMsTkTe/k3ALxLqXs+fkFWTlCrJyBVk8AX3rOjY3P5OXz+blZ/Ly2bn5mbn57FwB2V0WL5/FzWdx+RncvAyO7qTtnk8sD+ezcvNZefmsvHwWX8DmC9j5Ana+IFMz7HwBK1/A4gtYefkZufnp3Lx0Tm5aNi81i5uayUnJ5KSwqUnN5KRmclOzNJPJ0XsBKyeFlZPC5qRkclKzuMmZnCR2TgIrKzaDHZWafjwp5Vhc4uHo2ICwiF3BIZsPBK7duXfF5h3+azd5rVjruniFg88SO0+/ea7ec5085pAdonb2usyiquNChd/JzXBD09VzjrOHBfktgl6WtFuc2u1RZ/c5zu4WTu4WTtp6URuvuqN5AXkqmcFHs3Lz1PRbf4uZ6qj270AfkrB09rA0aC39As3VbuSxAM13D5oP66R5PbmpTZ9D56Sz113zgjmO7nPIfe+a7wCovfS6r9Rc/Ka53Y3zLLvXzgLn2QtcZi90mb3AZdZCzXIspH4+S3vPHOdZC5xn6a6U/lCb9bqln+fwET3W9tSYU+ynufo/altft/q6x/XnO1PVf83F+roH9Sefyue3fL3fig2LV25cvHrjlDfnMTiPj7xMn7w5z9Y9h7btObRtb+COfUE79h/eeeDwrgPBuwKCdwcc2XPo6J5DR/cGhuwNDNkfFLo/KPRA8PEDwccDgsMCjoQdOhp+6Gj4oZCIQyERgSGRQccig0KjgkKjDodGBR+PDj4eHXw8Jvh4zJGwmKPhsboTEhEXEhF3LDJ+8oRGJZBzPFp3EukJi0miJ9xgYpN1JyJObyLjUgwnPtVg6NLrztS9Z736fL0fd//84sqiEjW5lV9a3VRBHshv6qxv6W5s623u6Gvp7Kfb3No10NqpHd1UT57mDnr6qGmnpqm9r6m9r7GtV3ca2noa2noaWnvqW7rrWrqoe900ttc0tJE3v6uqa6mqa6mspZ58Qz4lr7KmqaKmsaKmsbymsVzdUKauL1PXl1ZRD8QrqaxVVtQUl6sVpdUK8mk3ynKJolQsLyFvexdHnoG+Oa1QWlwoLS6UKYVFKpG8RCwvFSvKRPIyoZxsvDJfrOCLiniFUm6BmJMvzOYXZvPJx9sIMnkCNjefxeWzuHwWJy89Jzc9i5eWxU3N5KayuSlsTiqbk6qJrrav2tbmJLOzk9jZSazsJFZ2UkZWUkZ2Ikvzj+ycJHZOUiYnOYualGxOSjY3WX+SsjhJmTmJ7OxEVnZiRlZCemZ8Kls7Kez4FLbev9FMXArLcFLZ8ans2JSMqOT0iMTU4/FJITEJhyNiAkIj9hwJ3REYvGnfwbU79izftN1/zSbP5Wtc/Vc4+ixd4LHIxsV7rpOHpYObxUJXsjTUbl47p5l2TmR4NO131es6fTyYrg5dJnvqxfQZ4LPtXWfb6+eKfpne0DGb9Oc6us1xciNrqre5TEaU+ju4zCaH3kS2d9WGdoHLLINfdXCjvy2gPqbuSW306xdM2vjWfDTqD6U+mqt2g1vn6nbtX48MOb0j3ZYcR51x0s58p5nznWbNd9L7La8ZOyf6i6bzPYHzFKW31kvXh3MXmmHp30n4X3v93g/v5H/Dbf0fOJvvDao/+aD+Yu0R/a3L12+jqq85j0/3zjwbNbfk27Kbqv6OfUFk9bXJP3h0z6Gjew/9uOQH6Sd/cvXJ5E9Z/R+VfMPqvzb5U1T/xyR/Uu8nxT598uQUpucUZnCELK6IzRNn5Umy+LIcQRGvUJEnVuZLSgqLykWKCqmqWl5aU1xRR+7br6htqapvUzd21DR11jZ31rd0U9OsnbrmLnJq9aaTmibDqWmkRt3YoW7soB+DS051fXt1fXtVfVtVXWtlbWtlbUtFTXO5uqmsurG0sp58YJ2qslZZUVtcrlaWq4vJKVMXl6kVpdVyasjn11XKlBVSZbm0uFxSXC5WlIrk5HNslQJJMV8kzyuU5QokmifTFObkFWbnFeTkFWbnFebkCTl8EYcv5ggkvAIZVyDl5Euy+aKsPGEmr4DFyU/PyUvN5KVkcpJZnCQWFdfE9Kz49Mz49My4VHZcKis2mRWdnB6dSE5aVEJqVLx2IuNTIuJTI+JTI+NTIuNTIuKTI+KTI+KSw+PI/2iSwmOTwmKTwmKTw8ifxCWHxyeHky9LSIlISIlITIlITNWd8ISU8PjksPjksLjksNik47GJx6MTQ6PJ/47jdSYhNFpnouJDo+KP0RMZf4x+ZXTC0ci4IxGxh8OiD4VGHjh6fE9QyPaDwVv2H1q/a//qrbuWbtjqt3qj59LVrv4rHLyXLHD3s3HxmuvoYbnQdTYZFVvHmbo7e20dZ5AdoopCbXdSaSdbQh4MNoiW9jsGZ/L7hsnHjF83hn+u9tsOC3sXCwedlC7QJk03k9pSambyn0JtQy/U/56D2v6e+rfo/yX12mzwx2lnct1tHGeSX955jjPmORiO3p526sUzbchfcphhM+n19L+30f+i6Xwlyd9Fb81TgTf7xk9z9V+/k3+KE/p+6Gw+Oxdfcg//5G391+/e91u+btHy9fRl+kupO/Nspy/YI8/jo6uvm/wtuw9O3tDfHXBkig39w6FU8oPDDh7RJv9QSETQMW313z75+tX/aZL/ZtWftD//jWNP9p5MPosnztQkn1ugyBUW88UqgbRUWFQuLq6kql9ep6psKKlqLK1uLK9prqhtqaxt1Z2K2hZ6ymt0p5kaNT1N5JSpm8rUTaXqptLqptLqptKqRnpKqhpU5FQ2KCsblOV1xeV1irJaRVlNUalapqqSKislxeUSRblEUS5SlJKPohfJS4VFpcKiEqGspFCmKpAqC2RKgUQpkCj5EgVfrMgTyvOERblCWW6BjCOQcPLFOXxRVm5hJreAxeGnZ+WmZnJT2JxkVk5SRnZiRnZSenZSRnZSRk5SRk4yi5PM5iVn5iZn5iazuIkZOQnp2XGpmbHJ7KjEjMiEtPD4lPC45PC45LC4pOOxScdjE0NjEkOjE0Ki4kOi4kIi40Ii4oLDY4LDYoKPRweFRgWFRpITSP7XGRIZdCwy8FhE4LEIzX+44YdCwg8dDT9IzhHNT+gJCT8YEn7wWAQ1oREHQyMOHgvXTkj4wZDwgJDwgKOdOSpTAAAgAElEQVThB46Ekd8UHwgOPXBYZ4LpOb7/cCg1QfqjefG+oGN7AkN2HQzefuDw1n2BG3cdWL9j76rNu5Zv2Oa/ZpP38nXui1e6+C6z9/Sf7+o7z9nTyt59jp3L7PnOM22o9mh38Gp2+epERftNADU2Oi3RGf0O6c/UrTL8Ve3H0flzyZjNstPZ5NUUdIbNpHbq9FJbUJ2gzrTRfMD5TrPmO8+a76TXZhuDg9xTtXnyn0X+JbWdfvVv/8EbvBv+KfbapXnV6H7xdb6M9B77j5D5nyb57+rQ/g/cqOcV1X/9CfxTVt932bpFK8gN/U3kZfr07n3tBXvUnXn26G7ob9kdsGV3wLZXbei/o337utX/8clnct/+63r/mtjTyU/nCDO4IhZPzM6VZOVJs/jSHEERt0CeK1KS1Se39SXKKqmqWlailpfWKMpqi8vrlBX19BRX1GmnnJ5achRlhiMvpaaotIaaEjU9UlU1NcpqibJaUlwlKa4UKypE8gphUVmhrFQgUeWLi/kiBV+oyBMW5QqLcguLeAUyXoGMS/4okHIEEk6+JCdfkpMvziK3xXOFmbxCNreAxRVkcPLTsvlpWbkpbF4Si5OQlh2fmhmbxIpOTI+KT4uISwmPpdZPs5bJ4XGpEfFpkQnpkfHp4fFpYbEpodFJIZEJRyPjg8Njg45HBx6PDAyNPHQs8uCxiICQ8ICQsICQsAMhYQeOhO0PPr4/OHRfcOi+wJDdgUd3HzyyO+DIroDgXQHBOw8E79x/eOf+wzsOBO04ELR9f9D2/UHb9wXqzrZ9gdv2Bm7bG7ht3yFytP+eftl+6h8NZis5ew9t3Xto655D5COrDWdXwBvN7oBNO/dv2L5v/fa9a7bsWrlxx/IN25es3ey3coP3srXu/itdfJc5ePovcPOzdfa2tvewWuA2Z77LLFvnGfrHcfXmFVExPPr7Jr/xR83kD6KJ2UzdjeCp8vnR5Gq+Pqiv6vpre6z7d3tFoaf8u736K/aDXzd6u/wV86oOYYN+OsP/o87kf331tXv49as/5R5+I6rvt2LdIvIuvKv0N/Q11advvK97C17dffv0hv6uA8G6G/rkvv19QccMNvTfcN++QfLf4b79nzr5BtfjvbL0aTmFBpOaU5iaU5jGEaZxhOlcUQZPxOKK2LnirDxpNl+WIyjiFMi5hcW5IiVfosqXlAikpYVFZUJ5uUheIZJXiBWV5IgUFdqRUyOcNIXycnIKiugpE8jKBNJSevIlJeTwxSpy8sSqPLEqV6TMFRZzC+RcgTxHIMvmS7JyxZk8IYtXyOIIWBxBRo4gI0eQnp2flp2fls1PzeanZuWlkNvimbmJLG4ii5uQwUlIz4lPy45LzY5JyYxOZkUlZkQmpIfFpYRGJ4dEJhwNizt8PDooNCowJOLg0bCAI5oJDgs4Eh5wNOJQSNShY9GHjkUHhEQGHI3YHxy2Nyh0T9CxXYeO7gg4vD3g8PaAoO0BQdsOBG7dH7h1f+CW/Ye27Du0ee/BTXsCNu0O2Lj7wIZd+9dv37tu2561W/as2bJ7zeZdazbvWr15J3m56qqNOwxm5Ybtk4f8H2bFhu0ryH98/azfvmL99uXrty1fv235uilm2bqtbz5L12xZvGaT/6qNfivW+yxb571kjYf/Kje/FU5eS+w9/O3cfG2cvawdPSwXulnYucy2dZ5FPhKNDoPuW96bFcXwNa/97W8z+m+p9lMU9PXtfPUvva7lP+q9/ge/fXnbeYNQTf7SMR3On++85Xr9qEP7k8P/Jnv49e7N98YH9TXX7K3xWbrWd9k6v1ds6OveeJ+8M4/us3bIDf2tew5t2xu4fZ+2+gb79icnX3fffmBI5FQb+u/34fzXVn+K3r957LXJzyFvuS/M4FJ7+Nm5kky+NCtfli0oIrf4eYWKXGExT1icK1TmiZR5IlWeSJUrUlIj1A5PWExNIT0KcrjUyDkFck6BnCMo4giKcgRFOYKi7HxqsviyLL4sM0+amSdl50rZuRIWT5TBFWZwC9NyClOyBMmZ/CRWbmIGLyGDG5+WE5eaE5uaFZeaHZuSFZOSFZOcGZ2cGZ3EjkpiRSWxIhIzIhIywuPTw+LSjsemhMakhEYnh0QlHYlIOBwWFxQaExgafeBIxL6g43sPHdsVcGTngeDt+4K27T20dc+hrXsOkj9u2XNo696gbfsObz9wZNv+I9v2Hd6yJ2jT7sCNuwLW7ziwfvu+1dv2rN62Z9XW3au27Vq1bdfKrTtXbt25YsuOFVu2r9i0fdnGbcs2bluyfuuSdVv812xetGrjohXr/Vas912+zmeZZpau9Vm61lszXkvWaGY1PZ6L9Yb8/4qaxa8Y/1fMopVGjPuileQzNJ29lzp5LXHw8F/o5mfn6mvr7D3P0XPuQndLO1eL+VTpZ74m9u/zzH0H78U/12H8i2+WM93V1zmN/82rb3DZ3psc1PdavJp+uq7uhr72PD7NBXsGp+4bvaFPJn8a9+0nTvOGvrb39x48SucIqYflvCLt1GQX6E5KVkFKVkFqdmFqtt52P7mrP4MrZvHEbJ4kM1fKzpNk5kkz+dIsvjQrT0YP2ebMPGlmrnbYuRJyWOTwxORk8MTUvYC4onSuiNzBkEZ/U0L9lQTkJGfmJ7H5Say8xIzc+PTcuDRubGpOdHJWVBI7KpEVEZ8eEZ8eFpsWFpN2PDb1eGxqaExqaHTKsajkkKikI5GJR6ISgyMTgiMSgsLjg47HBobGBIbGHAyJCjgatT84Ym9Q2J7A0J0Hj27bd3jLnsBNOwM27Ni/btvetVt2r9m0c9VGalZu3Llyw85Vm3at3rxnzdZ9a7buW7V598pNu1Zs2Llsw46l67ctXrtl0drNi9ZuXLR2k9+ajX5rN/qu2eCzZr3P6vXeq9Z5rVrntXKt57K1HktXuy9Z7ea/0m3RcmefpU7eS5y8ljh5LXHyXOzkudhRMw4e/ppZRI+9u94sdDN+yEtsjRs7V187F5/5zj62zt42Tl7WDh7W9h5WC93IzFvYOs+ycZpc+p9T7Om3YCQfM83/yb1X1Z90XP81u/d1n7tjUH1P/1XeS1Z70xv65I33V21astpwQ5/c2Tl5Q3/zroAtuw9upZO/L8jgJL5X7ds32NB/w+S/55fq6fXe4DG4adkFqdkC3aE7qg1qVr7eZOZrfzU7P4X8jTkFqTkFqdkFaZoD/2mcAnqoX83R/lkp9GTlk0N//KRMflImP5GtGRY/gZUXn0FNXHpuXHpuXDovLp0Xm8aLSeNGp3CiUzhRydlRSdmRiZkR8eyw2IzQmLTQ6NSQqOSjkUlHIhOCwxMOh8UfDos7HBYXFBYXeDw2MDTm4LHog8eiA0Ki9h+N2n8kcl9wxN7D4XuCju8OPL7z4LGdASHb9gVv3Ru8ZXfQxp0H123fv2bLnlUbdy5fv33Zum2LV2/2X7WRvEG034oNvis2+K3Y6Ldqs//qrYvXbl+8dvui1Vv9Vm/xXbnJZ8UGr+XrPZat9Vi6xm3JKvelq9yWrnJdutJ1yUqXxStcFq9wXrzC2X+5o99SB98l9j6LF3r5L/D0s3PztXX2sXHytnH0mqcZawdPnaGOos211xvyW2+jx3KB2zsYO1dLO9c5di4Wts4Wts6zX934n2Pm9d5/zTX5jH/lzXnecu1eHf5XXLX/dtv6rz+oT+7e9/Rf5fmKDf2la7csXbuFvGDP4Ig+WX2d5FP79snqT3GB/iFt8ukN/Sn27WsO5/889u1PSr7u83Af6tU9K5+cweHT4+cuTTUXDefsq0f7skvjZ6ecSb9lgprTExe0c0Z3zo/RM35+bPz8Ke2cG6Xn9NnR02dHTk8Mj50ZPnXm5Knxk6PjQ6PjQyOnT4ycPjE8Njg8NnhybPDkqcGTpwaoGe0fGu0fGu0bGu07MdJ3YqR3cLh3cLhn4GTPwMnu/qHuvhNdfYOdvYMdPQPt3f1tXX2tHT0t7d3NbV1NrZ2NrR2NLe0NhtPR2NrZ2NrV2Eo+RbezvqWjrqW9rrm9rrmttrm1trm1prmlpqmlprm1pqlFTU9jc3Vjc3VDU3VdY1UdecOfhkp1fYW6jpzy6h+esqra92RKK2smT0mFGoPBvCcz5f+kBlNWZTC1ZVW15fRo3nkqqusq1PXkVKrrK2vqK2vqq2oaqKltqK5trK5rrK5rUtc1qeubauqbauqbaxqaaxtaahtb6hpb65ta65va6pvbGprbG1raG1s6Gls7mlo7m1o7m9s6m9u6Wtq7Wjq6Wzt6Wjt72jp72jp727t627t6O7r7Onv66enqHejqHejuG+zuG+zpP0FO78CJ3oGh3oGhvsGhvsGTfYMn+0+c7D8x3H9ieICcoeHBoZHBk/SMnjg5emKYnlP0DA2fGhrRzsmRMWpGDWd49LR2Tk0547oz8voZ05vRsfHRsfHuvsEpq0/1/pe/+f29+w9TsvjkJGfmJWfmJbPzBk+OJaexZlnNN4WxtJ1paTvT0mampc2MOTYz5sybYixtZr5u5pEzY868GXOsZ1hYz7CY+9HsuR/OsvpgpuUHM+b8ZYbFX2bM/t+PtPOXGbP/MsPigxlzPphl+eFsq48s5lK/SzMfWlh9aGH1oYXlB6+Z2ZYfzJ7zl1kWf5lp8ZcZs/9X/4/AYDAYDIae+MTkKZOv6f2vf3fv/sNkdl4yOy+JlZvE4pEzfvbCTEvbH7iDLgAAAPwEvv/++y+//PLBgwfPnj37Wsc333xD/kh7/vz5ixcvHj9+/L8fzR4dG5+8b5/q/S9+/du79x8kpHMM5vTE+Rlz5v3w3+j98f/+3xvNtL0eAADAWMb1fsSg93EpkXEpmt7/6rd37z2IT8vRnbjU7LEz5z6ysGb68/0x0HsAADAVRvd+8hl8dO9/c/fe/bjULHpiUzJjUzJPjZ/7cPZcpj/fHwO9BwAAU/E2vTdIPtX7f//lb768dz82mR2bzI7RmVPjZz+cZcX05/tjoPcAAGAq3rL3utWne//rL+/dj0lmxSTpzanxiQ9mWRIEYdi89xZ6/279XNYdAMAUGdn7U+OTr87X6f3d+9FJGboTlZg+enrig5mWehl7z5OG3r9DP6N1BwAwRa/q/bfffvvy5ctvv/32Vb2ffE+eV/Y+KjF9it6//0lD798hE/7UAAB+Dqbs/YsXL16+fDl//nzd5E/uvUHyv9DrfWIGOVEJ6eSg9+i9aX5qAAA/B5N7T8b+ww8/dHZ23r17N538KXuvm3zD3tOlR+/Re1P+1AAAfg4Mek/GfubMmStXrkxMTOTz+Tk5OWTyX9V7uvp6vTeIvbb3xKS3/vcWev9umernBQDwc2DQ+5cvX27dujU+Pr6kpKSlpaW3t3d4eLinp+fly5eGvZ/0iB3d3t97Xe+Jn8kZW+j9O2eSnxQAwM/BlNv3k02xfT/pqXpffPnmvSd+Dldkofc/BdP7jAAAfg6Mvh5v8rN0f6j3Y2f0ev/+Q+8BAMBUGNf7YYPexyT9QO8j49N+fr0HAAAwFUb3Psyg9zFJU/c+Mj6NHPQeAACAKW/Te3J0en/XsPd07NF7AAAABhnb+9N078Ne1fvIhDTtmEPvcTweAADeV0b3/nh0okHy9XpvEHv0Hr0HAAAGff/99xcuXGhqalLoKy4uJn+kNTQ0XL58Wbf3Bsmne/+bL+/eJ++ZH5mgndHTmufjmSr0HgAA3lfff/99U1PT3bt3/6VBXnD/7NmzJ0+ePX785NGjx/fvP/jHP/559er15uZmg97rVp/q/S9+9Zsv792PSWJFJ7GikjKiEjPIH0+dnvho9lymP9+fEnoPAADvq++//76oqIgu/YsX337z/PnXX3/z5Zf3/vGPLz7/2z8+/fTza9c/Hjs9cePGTalMqtP7BIPkU73/5a9/e/feg/i07LjUrLjUrNjUrNiUrNjUrFNnzs2YY00QpvscdPT+9Ux13QEAfg7I3tM30fvmm+dfffX106fPPv/8H5988tdbtz+5cePW2XMXR0fHr169rtv7sJjEsBiD/fn3/u0XvyJ+9Zvf37v/MJmVm8TiJbG4iemcxAxuYgb39MT5WVa2etkzsQSi969hwusOAPBzQPf+u+++e/78BRn7R4+efPLpX2/evHPt2seXLl2bmLgwMnL6ypVrOr0fD49N0oz+/XR//bs/3n/wKCOnIC1bkJqdn5rFT83OT8nij5+7aDFvoSknEL1/DXwpAAAYZXTvw2KSdJKvc3+93/7hPx48fJzFl2bmSdh5YnauiJUrYuWKzl68MtfOyZTf99H718CXAgCAUW/Te4PkU73/3Z/+6+HjpzxxCVek4giLcwoUOQXFOYXF5y9ft7F3M+X3ffT+NfClAABglLG9P03fVi8ilhrqfL0//MefHz55li+v4ssq8qTludKyXGlZrqTs4tWb8528CMJ0n4OO3r8evg4AAMx5u/352ofhRsQlf3H33r/94lfEH//r/zx6+pVQVVuorClQVAvkVQJ5lUBRfen67QWuvtQfa5Jv+uj9D8IXAQCAIbq9/+67l999Rz7q/sWDB4/u3r3/xRd3//73L27cuPWq/fm61ad6/6f/+p/HT78SlzWISuuEqtpCVU2hqqZAWXP5xh17Nz/tn2x6b/ro/ZvAVwAAgAm6vf/Xv/4/Tw+PQwcPJsTHkyMsLGxrbf3ss78Z9H7k1Lj+xn1KRFyKpvf//T+Pn34lKW8Ul9YLS8jk1xaqai/fuGPv7sf05/tTQu8BAOB9ZdD7w0FBFeXl7RpDQ0Pnz5//wd6Tydfdvv9aUtogLqkXqeoKlTXkXL5+ZyG9Px8AAACmkXH780dOjUfEJRvMl9Tx+//8P4+efiUqqStU1hQUVwsUVfmKqnx51cXrt+xcvJn+fAEAAMzRW+7PJ/fk6+3P/8N//PnRk2fkmXr5sgq+rDxPVpYrLbtw9WNbRw+mP18AAABzZPT+fDrzkfGp5FDb97//038/fPyUL6vgS8tyxSU8kYorVHIKi89fvm69wIXpzxcAAMAcGbk/f2w8Ii45Mj6FnKj41Ci697/7438+fPyEJ1JyhMWcQnm2oCgrvyiLLz178arVfEemP18AAABzZNz+/NGx8ci4FGriUyPjU6MS0qje//b3f3rw6ElOQVG2QJbFl5K31M3gCScuXLaYt4DpzxcAAMAcGfSezWK1tbae1JiYmLh27dpUvT9D78aPjE+NSkiNStBs3//md3+8//BxZr4kk7x5Pk+YwS3M4BROnL80e64d058vAACAOTJuf/7o2JmohDTdiU5Mp3r/69/94f7DR+xcMTtXzCJ7zytM5wjOnL80e+58gsBz0M0V1h0AgDnG3U939PSZqITU6MQ03dH0/rd/uP/wUWauODNPlJknyswVsXlCFlc4cf7y7Ll2eredwS1ozAfWHQCAUUb3PjohLTohLSYxnR7d7fvHWfnSbIEsi5x8aRZfcu7ilTk2C3HLOTOFdQcAYJRxvT91eiJap/SxSRmxSRlf3r3/b7/4FfGb3//pwaMnXFExT6TkiVQ8kYonUnJFxRcuX59r54j3fTOFdQcAYJSRvR+fiEnKICc2OSM2OSMuhXX33v1/+8WviN/+4T8ePn7Kl5YJiioE8gqBvEJQVJEvK7907aaNvSve980U1h0AgFFG9z42OSM2mUVOXApL2/vf/fE/Hz15JiyuFharRapaoapGqKwRKtVXrt+e7+RBEHgOurnCugMAMMe43o+NT5CNj0thxaWw41LY8alsqve//9N/P3rylaS0XlreIKtolFU2ScsbpeUNV29+ssBVc/98vOmbJ6w7AABD6N5/++2333zz/OnTZ48fP3n48NHt25/euHHrypXrFy5cHj9z7uTwKf3en41PYcensBNSyclMSM2kev+H//jz46dfFVU0F1W2yKtbFepWRXWrvKrl+q3P9J6Hizd984R1BwBgAtn77777joz9o0ePHzx4dO/egxs3bl65cu3CxcsTE+dPjZ0ZOjlq2Huq9OzEtMzEtMzEtCxN7//zz4+ffi2valGo24pr2pU1HcU17cXqtuu3P3PwWMT05wsAAGCOvv/++7q6urt37z5//vyrr75++vTpkydPHz9+8vnnf/v0079+8ulnd+58cuvWnY8/vnXu3AW1Wk33PiGVnUCVPjMpPSspPfvuvQdU7588+7pY3aqsaVfVdiprO5U17cqatut3/urg4c/05wsAAGCOvv/++4mJibq6OqlM+vpRq9WDg4Nk70+fOZeYlpWUnpWYnp2kmXv3dXqvrGlT1rSr6jpUdR2q2nZlTfsN9B4AAIAh33///ZdffvngwYNnz559reObb74hf6Q9f/78xYsXVO8nziWmZ5GZT2blJLNyUlg5mt7/x5+fPPu6uLpFqW4jq69UtxWrW6/f1j9+DwAAANPFuN6PT5zTZJ6TwuKksDkpbA7V+9//6b8fP/1KUdWkqG4urm5RVLcoqloUVc3Xb326wNWH6c8XAADAHBnb+/MprBwy86lsblomNy2LR/X+d3/8z8dPvyoqry8qbyiqoEZWVn/t5h3q+nsAAACYXkb2/ux5OvNpWbz0LF56Fu/eg4fU/fUeP3kmUaklJWryR7FKLVZWX7lxa95CV6Y/XwAAAHNkXO/PnLtAZz49i5eRnZuRnXuf7P2vf/fHR4+fFsorCuXl5BTIywuKyi5fu2ll68D05wsAAGCOjOv9xLmL6Vm56dm5Gdm5rJxcVk4ei5NH9f5Xv/39w8dPBFKVQFoikKryJcp8iZIvLr545bqFtR1B4Dno5grrDgDAHKN7n5GTx8rhs3Ly2Dl8NofP5vCp3v/y1797+OgJXyTni+R5QnmeUJ5bKOcJiy5evjbT0gbPQTdTWHcAAEYZ1/uz5y6ycvLYHD6bk8/m5Gdy8zO5+VTvf/Gr3z589DhPVJQnLMorlOUWyngFUl6B9MKlqzMsrPGcNDOFdQcAYJSRvT9/MZOTn8nJz+IJsniCrFxBdm7Bg4ePyN7/5uGjx2Tp6djzBJILl65+ONsK7/tmCusOAMAo43p/7sKlLJ4gm1eQzSvIySvMySvM4RdSvf/3X/764aPHuQWy3AIy9hJegYQnEF+4dOWDWZZ43zdTWHcAAEYZ2fuLl7NzC3LyqNhz+EIOX6jXe76oiC+U5RVK8wqluQXS3ALphUtXPphpSRB4Drq5wroDADDHuN6fv3iZbDw3X8jNF3IFIp5ArNf7fJE8X1jEFxbxyaP4BdKLl69SvSdwxpa5wroDADDEuN5fuHiFmy/i5Yt4AhGvQMwrEOcWSB4+ekz1/tHjJwVihUCsEIgV+SI5X1jEF8ouXrmm7T2BK7LMFdYdAIAJRvb+0hWeQJxbIMkrkOQVSvIKJXyhVK/3hdLiQmlxgaS4QKwoEMsFYvmlK9f1eg8AAADTxbjeX7x8Na9Qwi+U8oWyfKEsXyTLF8n0ei+UKYUypVBaXCgpLpQUF0gUl6+i9wAAAMwwrveXrlzLJ0svlAnERQVieYFY/uixTu/F8hJxkUokU4lkKqFUKZQp0XsAAACmGN17svHkFEoVQmnxo8dPqN4/fvJUqiiVyEsk8hJxUYm4SCWUKa9cvYHeAwAAMOJtel8oVQilCqG0WCgtFsn0ey9TlsuKy6SKMqmiVCwvEReVXLmG3gMAADDDuN5fvnpdKFWIZMWiIqW4SCkuUkrkqse6vS9SVRSpKjTJL5MoSq9e/xi9BwAAYIRxvb9y7bpIphRpSi9RlEgUJY+fPKV6/+TJM3lJpVxVIVdVFCkrZMpyWXH51es30XsAAABGGNv7GxK5SiIvkSpKpMWlsuJSWXGZTu+fPlOWVSvLqotLqxQlVYqSKrmq4voN9B4AAIAZxvX+6vWPZcWlRcqyImWZXFUuV1UoSiqe6Pa+pKJGVa5WlqmVZeri0qri0qrrH9/S3k+XhruvmA+sOwAAc4zr/bUbN4tU5XJVuaKkQlFSUVxaWVxW9eTpM6r3T599VVZZW1JZW1JRQ4ZfVaa+cfP2BzMt9e6oirurmg+sOwAAo4zr/fUbNxUllcWllcqyKmVZlaqsSlVerdf7CnV9eXV9eXVdWVVdWVVdaWXtx7fu6PUej04xK1h3AABGGdf7GzdvKcuqVOXVJRXqkgp1aWVNWVXt02ea3j/76quq2qaq2sbKmsbKmsYKdUOFuv7m7U/Qe/OFdQcAYJRxvf/45m2y8eVVteVVtRXqugp1/dNnX9G9/7qmoUVd36yua66ua6qua6qqbbp151P03nxh3QEAGGVc72/evlOhrq9U11fWNFTVNFTVNFTXNT77StP7r77+uq6pra6xrbaxtbaxtaahVV3fcvvOZ9rz9fCmb4aw7gAAzDGu97fufFJV21hd16Sua1LXNdXUN9c0tDz76mu69980tHQ0NLfXN7XT4b/zyWfa6/Hwpm+esO4AAAwxrve373yqrm8mM1/b0FLX2FrX1PqVbu+bWjsbWzsbmjvqm9vrm9vrm9rufPpXvevv8aZvnrDuAABMMK73dz75rLahpbaxta6xpa6xtb6praG57auvNb3/+ptvWjq6W9q7m9u7m9q6mlq7mlo7P/3sc9xvBwAAgBHG9f6TT//a0NzW0Nze2NLe1NrR1NrZ3Nb59dff0L1/3tbV19bZ29rR09rRQ4b/s7/+Db0HAABghHG9//SzzzWZ72pu72rp6G7t6P76G03vv/nmeUd3f3t3X3sXOb1tnb2fff539B4AAIARxvX+s79+3tLe1dLe3drR3dbZ09bV297V+/U3zzW9f/6iu2+wq3ewq3ews2ego6e/o7v/r39D7wEAAJhhXO//+vnf2zt727t627v7Orr7Orr7O3v6v3mu6f3z5y/6Bk72Dgz1Dgz19A91953o7jvxt7//E70HAABghHG9//zv/+js6e/qHejqG+juG+zuG+zpP/HN8xea3r940X9iuG9wuG/wZO/AydBhkP4AABiISURBVN6Bkz39Q3//B3oPAADADON6/7e//6O7b6C7b7Cn70RP/4negRO9A0PPdXr/7eDJ0YGh0YGhkYETI2T7//7PL9B7AAAARhjX+7//45/k3vq+waG+wZP9J072nxh+/kLT+xfffntyZGxoZGxo+NSJ4VMnhk8Nnhz95xdfovcAAACMMK73//jnFwMnhgeGhgeGRgZPjpwYHj0xfOrFi2+1vR8+NT48evrk6OmTI6eHRsaGhsf++cVd7f10abj7ivnAugMAMMe43v/ziy8HT46eODl6Ynh0aPjU0Mipk6NjL77V9P7bb78bPT0xenpidGxiZOzMyNiZ4VPjX3x5T+95OQTurmpOsO4AAIwyrvdffHn35MjYydHTw6Onh0+ND58aHxkbf/Htd5ref/fd2JlzY+NnT50+e4oK/5kv797D8/HMF9YdAIBRxvb+3vCp0yOnxkfGxkfHzoyePnPq9MS3ur0/PXH+9JlzVPXHz54an7h77z56b76w7gAAjDKu91/evTc6dmZ07Myp02dOjU+cGp8YGz/77Xea3n/33cszZy+Mnz0/fvb8+MR5sv137z1A780X1h0AgFHG9f7uvfunxifGxifGzpw9febc6Ylz4xPn9Ho/cf7ixLmLE+cunjl7gWz/vfsPtOfr4U3fDGHdAQCYY3TvNZk/P372/Jmz58+cPf/ddy81vX/58tzFy+cuXD574dLZ85fOnr80cf7i/QcPtdfj4U3fPGHdAQAYYlzv791/cObs+TPnLkycuzBx/uLZ8xfPnr/43UtN71++fHn+4pVzFy+T1SfDr9d7AldkmSusOwAAE4zr/f0HDyfOXZg4d+Hs+YtnL1w6d+HSuQuXdHv/r4uXr164dPXCpSvnL105f/HK+YuXHzx8hPvtAAAAMMLo3p/TZP78xcvnL16+cOnKS/3eX6OTTw56DwAAwBTjev/g4UNybz0d+wuXrrx8+S9N7//1r0tXrl+6cu3SlWtU+C9fffjwMXoPAADACGN7/4jO/IVLVy5evnrx8lW93l++et0g+Q8fofcAAADMML73+rHX6/233343OjYxevrMqOZmusOjp6n76QIAAMC0M/b++XeHtPfTpUZ7//wv792PScqISkiPSkiPjE+LiEuNiE0dGTuD3gMAADDCuN6fHB0LjUo4HpVwPDopPDYpIjY5Mj7ly7v3qN7f+fSv3kvXey9d77l4rbv/Gne/1W6LVtU1taL3AAAAjDCu9+r6JkfPxY5eS5y9l7r4LHf3W+Hhv+rOp59pev/JZ+6LVrv6rXLxWeHsvdzRa5mD59Ka+mb0HgAAgBHG9b6qtnG+i88CV7+FbovsPfwdPRc7eS25fedTqve3P/mMjr2T13JHz6UOHkvUdO/xHHTzhHUHAGCOkb2vaZjv7GPn6rvATZv8W3q9912pG3t79yXquma95+UQuLuqOcG6AwAwyuje2zp76ybfwUO/984+K6jYey61d1+y0G1xdV0Tno9nvrDuAACMMq73lTX1No5ets7e812o5Nu7L7p15xNN7+986uRFHba3d1+y0H3xAlf/6lr03oxh3QEAGGVk79X18xw9bZyo5C9w9Vvg5qfXe4PY27kuqkLvzRnWHQCAUcb1vkJdP8/B0yD5t25ren/rzqcOnksdPJYsdF+80G2xneui+S5+VO8JPAfdXGHdAQCYY3Tv59q7z3PwtHH0snHymu/sM9/F56Ze7z2WkIft7VwX2bksmu/iV1XTqL0eD2/65gnrDgDAEGN7XzfX3t3a3oNMPnnunl7vDWJv6+Sr13sCV2SZK6w7AAATjOt9eXWd1UI3g+TfvH1H0/vbny50ow7bz3fxs3X2s3HyqTToPQAAAEwXo3tvucBt7kJ3cq/+PEdPG0cv3d5/oht7WydfGyefypoG9B4AAIARxva+1nKBm9VCveTfvKXp/c3bn5B78unYz3NE7wEAABhjfO/tXOnkk3v1P9brveawPRn7eY7e6D0AAABTjOx9Ve0cOxdt8u3dre099HpP78knY2/t4F2pRu8BAACYYXTvLea7kMmn9+rr9d4g9tb2XhXoPQAAAEOM631ZVa2FrbNB8j++dVun9zp78tF7AAAAZr2T3pN79XV6f+sTg9jPtfeqUNej9wAAAIwwtvc1s22dDZKv2/s7BrHX6z2eg26esO4AAMx5m94bJP/jm5ref3zrjkHsrRZ6VlTX6z0vh8DdVc0J1h0AgFFG936WjZNB8l/Ze6uFnlYLPAx7j0enmBWsOwAAo96i945k8qfuvV7s0XvAugMAMOote6+b/Bt6vdfZk2+1wMNqgUc5em/OsO4AAIwyrvellWTvHXX36uv13iD2lnTvCTwH3Vxh3QEAmGN072fOczRIvmHv6T35lga9J3DGlrnCugMAMORteq9JPrVXX6/3dOyn7j2BK7LMFdYdAIAJ76L3VPIn9V4n9nPs3A17DwAAANPF6N7PsHYwSL5+7/Vjj94DAAAw6G16b5D8GzdvaXp/845B7NF7AAAABr1l73WTr9d7S/QeAADgvfGuej9z3lS9p2OP3gMAADDo7XtPJ9+w97qxR+8BAAAY9E56Tyb/xsc6vTeIPXoPAADAoHfV+xnWDug9AADAe+on6f2Nm7df13s8B908Yd0BAJjzDnt//Y16j+egmyesOwAAo6ax91V1eD6e+cK6AwAwyrjel1Sof1zvLea7ofdmDesOAMAoo3v/0Vz7N+29xXw39N7cYd0BABj1Nr03SP7UvSdjr+09geegmyusOwAAc96y97rJf+PeEzhjy1xh3QEAGPIT9p4u/RS9J3BFlrnCugMAMOHte09X/0f2HgAAAKbLT9V7g9ij9wAAAAx6V73/aK49eg8AAPCeQu8BAABMH3oPAABg+tB7AAAA04feAwAAmD70HgAAwPQx0Xs8B908Yd0BAJgz7b3Hc9DNE9YdAIBRzPUej04xK1h3AABGofcwLbDuAACMQu9hWmDdAQAYxdD5enjTN0NYdwAA5hjfe6uFb3E9Ht70zRPWHQCAIUb3/kOrhQbJ/5HX3+NN3zxh3QEAmMBc7wEAAGC6vE3vDZKP3gMAALyn3rL3uslH7wEAAN5T6D0AAIDpe/vef2i18KO5C9F7AACA99c76T2ZfPQeAADgPYXeAwAAmL531nsr9B4AAOB99a56/+GP6D2eg26esO4AAMyZ9t7jOejmCesOAMAo5nqPR6eYFaw7AACj0HuYFlh3AABGofcwLbDuAACMYuh8PbzpmyGsOwAAc5joPYEztswV1h0AgCEM9Z7AFVnmCusOAMAE5noPAAAA0wW9BwAAMH3oPQAAgOlD7wEAAEwfeg8AAGD60HsAAADTh94DAACYPvQeAADA9DF0P10a7r5iPrDuAADMYe55OQTurmpOsO4AAIzC8/FgWmDdAQAYhd7DtMC6AwAwCr2HaYF1BwBgFEPn6+FN3wxh3QEAmMPQ9Xh40zdPWHcAAIYwd/093vTNE9YdAIAJuN8OAACA6UPvAQAATB96DwAAYPrQewAAANOH3gMAAJg+9B4AAMD0ofcAAACmD70HAAAwfQzdT5eGu6+YD6w7AABzmHteDoG7q5oTrDsAAKPwfDyYFlh3AABGofcwLbDuAACMQu9hWmDdAQAYxdD5enjTN0NYdwAA5jB0PR7e9M0T1h0AgCHMXX+PN33zhHUHAGAC7rcDAABg+tB7AAAA04feAwAAmD70HgAAwPSh9wAAAKYPvQcAADB96D0AAIDpQ+8BAABM30/Xe9fX3U+XhruvmA+sOwAAc6a993gOunnCugMAMOqn6v1sW1eD5OP5eGYN6w4AwKifsve26D1oYN0BABj1E/beYBMfvTdrWHcAAEb9tL3XTb7e+Xp40zdDWHcAAOb89L23ndR7AmdsmSusOwAAQ37y3tOb+IbX3+NN3zxh3QEAmDAtvbedqvcAAAAwXaaj9+QmPnoPAADAlGnq/Wxb9B4AAIAx09f7MvQeAACAIeg9AACA6UPvAQAATB96DwAAYPrQewAAANPHRO/xHHTzhHUHAGDOtPcez0E3T1h3AABGMdd7PDrFrGDdAQAYhd7DtMC6AwAwCr2HaYF1BwBgFEPn6+FN3wxh3QEAmMPQ9Xh40zdPWHcAAIYwd/093vTNE9YdAIAJuN8OAACA6UPvAQAATB96DwAAYPrQewAAANOH3gMAAJg+9B4AAMD0ofcAAACmD70HAAAwfQzdT5eGu6+YD6w7AABzmHteDoG7q5oTrDsAAKPwfDyYFlh3AABGofcwLbDuAACMQu9hWmDdAQAYxdD5enjTN0NYdwAA5jB0PR7e9M0T1h0AgCHMXX+PN33zhHUHAGAC7rcDAABg+tB7AAAA04feAwAAmD70HgAAwPSh9wAAAKYPvQcAADB96D0AAIDpQ+8BAABMH0P306Xh7ivmA+sOAMAc5p6XQ+DuquYE6w4AwCg8Hw+mBdYdAIBR6D1MC6w7AACj0HuYFlh3AABGMXS+Ht70zRDWHQCAOQxdj4c3ffOEdQcAYAhz19/jTd88Yd0BAJiA++0AAACYPvQeAADA9KH3AAAApg+9BwAAMH3oPQAAgOlD7wEAAEwfeg8AAGD60HsAAADTx9D9dGm4+4r5wLoDADCHueflELi7qjnBugMAMArPx4NpgXUHAGAUeg/TAusOAMAo9B6mBdYdAIBRDJ2vhzd9M4R1BwBgDkPX4+FN3zxh3QEAGMLc9fd40zdPWHcAACbgfjsAAACmD70HAAAwfeg9AACA6UPvAQAATB96DwAAYPrQewAAANOH3gMAAJg+9B4AAMD0MXQ/XRruvmI+sO4AAMxh7nk5BO6uak6w7gAAjMLz8WBaYN0BABiF3sO0wLoDADAKvYdpgXUHAGAUQ+fr4U3fDGHdAQCYw9D1eHjTN09YdwAAhjB3/T3e9M0T1h0AgAm43w4AAIDpQ+8BAABMH3oPAABg+tB7AAAA04feAwAAmD70HgAAwPSh9wAAAKYPvQcAADB9Rvf+o7n2BvNj7qdLw91XzAfWHQCAOdPeezwH3Txh3QEAGGVE7/8yY3ZpZc0MaweDwfPx4NWw7gAAjDKq9xallTUz5jkaDHoPr4Z1BwBglNG9nznPyWBufHzr39F7mBrWHQCAUUb2vqpmpo2Twdy4eevff/mG5+vhTd8MYd3h/2/vfmPaOA84jvMKnw3GZCWQKYt9YPwXQgyEAClNWjp11Vp1HRrLtEzNVq15sdeLtEyaNLVp/rSpKlWV+qqNbQKOwd3aInVaNyl7OU3RNAWHQJKtexktEskw5O32woE4PvvxnQHf3ePvRz8hdD7fHRfHv+e5cwgA81TR9/vUwKWpVFfPUFEWbtx0OJv0/Xs83vTrE3/uAGCSavq+M3BpKtXVO1QUI33fwL/Iqlf8uQOAGczrewAAUCv0PQAA8qPvAQCQH30PAID86HsAAORH3wMAID/6HgAA+ZnR9+V+ryrL63M5AGDn1bzvtW/6pJ4DAKiJmv8+XdMLhlgqAICaqPn/l7P5Ll/0DcvrczkAoCas8f/hkroNAKAmqu57NTpYlOvZxUa9fV+o3Ls/y+thOQCgJqrqe/8nyRk1MlAUI32/+UZfbsLH8jpZDgCoiSr6fq/P/3Fi2hfuL4rBvifkf/Q9ANRIzfu+wQJzSpZbajkAYOdV3ffeUKwouvseAADUFn0PAID86HsAAORnpb4X39DVPlrxBnDJFfTcNq5uy+KHjB5M1QcPAICGGX1vqBHFjxp6iuCTYtqPkok/WbaVvi9cgb4HANSESfN7wWe2DVWsnr7X/4Fw/b1euMGib0ruq1zH6xz66Dk/AACUZ3bfF9I5Wdc5RKji+n9DtZNv7bPEK2jn+uXWr/hDAQCggwXu34ubW7tc/5xYvIJg7+LxhP7bAUXrFx6/9mvJ46TvAQDbwQJ9v0nnxfmS65e8AG5o+/qJxx9FC8XDhYpDB+0SLukDAIyred9ry28nrs9X0feGDqNkZ4vLuOKPbOho9awAAMAGK92/F9M/3624ms7xhGC5trx1ri/4XrzTkjcFAADQxwJ9r3OyK6jncrNt7UYE9A8LdI4wyu1XMFYQHydNDwColjX6voh2NKBdzdCUWrBaxUcrzu/FB6MdBJT7WnL9itsHAEAHa/R9xfm99inlHhIs3Jb5fdGmxPcOyh2t9iH9wxf6HgBgnDX6voie/i437ze6WT1PFK+jZ/Ch87nl1q84EBEMTcTb3KH1AQAWY2rfCybHWvoXlntI/33xis8tdzVevBdDF+dLnopyQxzL9P1fytC7IwDAzjCv7wUXqA1dn9/6/F5cw+UuuQsqv2jj2rm4+CD1jHisOtWm7wHAmix2PV8wYxZMowXtWPFieMX74oJb7CWvqAt2IVhTPAAqudCSlU/fA4A1WeD36+m5Hl5ybi1+VhV1KK5hsxi6wWE2+h4ArMkCfQ8AAHYYfQ8AgPzoewAA5EffAwAgP/oeAAD50fcAAMiPvgcAQH70PQAA8qPvAQCQH30PAID86HsAAORH3wMAID/6HgAA+dH3AADIj74HAEB+9D0AAPKj7wEAkB99DwCA/Oh7AADkR98DACA/+h4AAPnR9wAAyI++BwBAfvQ9AADyo+8BAJAffQ8AgPzoewAA5EffAwAgP/oeAAD50fcAAMiPvgcAQH70PQAA8qPvAQCQH30PAID86HsAAORH3wMAID/6HgAA+dH3AADIr6jvV1dX10vJ5XL0PQAAdlXU9+vr67FYLBAIBAKBcDg8NjZ28uTJixcvrq+v0/cAANhVyfn95OTkiRMnTp8+PT09ffXqVeb3AADYm/b+fb7yT506lU6nr127li977t8DAGBj+b6/e/fuysrK5kfzcrnc+vp6JpPZLHv6HgAAG8v3/b179+7fv//fAmtraw8fPlxbW9tcsrq6msvl6HsAAOwn3/crKyv5RhfI5XL0PQAAtpTv+wcPHmjbfbPjC9H3AADYT77vtdW+traW/1qEvgcAwH7yfa/t9XLoewAA7Cff9/8xosq+f++Dj3744xP7OoOSpCvo7Qp6/SGvP+zzh33+sNodUbsjaiC6kZ7OoCDRfNR8QlE1HFWjPWrffrW/Tx2KqcP96ki/b7TfN9rvG455B/u8fb37ohFvOOwNhX3BiBqIqN0RX3fY5w97/SFvV3BfZ+Bbavde1b/XRwghhGw1P/jRT959/0PDfX/89V+898FHl6auyJH45Svxy+n4dDo+PZuYmU3MzCVn5pIzmWQqk0xlplKZqdSnU1cEyTxOOpNMZ5KzmWTm0+Rnv0/Of578wxfJP84nv5pP/Gk+8ef5xFfz8S8/i3/+u3gmE5+di6fnElfmkqm55MxcYmY2MTMbn07HL6fjl69cmkp9kpz5ODFNCCGEbDHvvv/hsdfeEPX93/9xPRR7Wlv5MmT/o3T3jQQOjAZiTwf7x0IDz4QHjkQGj0YOPhsdei46NN5zaLzn0PO9wwUZKcjw873D4/n0DI/3jI5HD49Hx8ajz3078t0XIxMvR45/L/LT70denwj/fCL8xkToZ68Gj70UePmF7vFnA2NHgoePhEaORg4djRw8Gh58JjQwFowdDhwY7d5/qKt3SI0O+sL9xLaJ+UKPov07Jk18oZjZ59lYTD9jpGJs96LattT8VIcOjPz1b9foezP73k/fSxOz3zpr8e4cttm7s+lnjFSM6S+SOnlxFvS9Qzlz9txLE8fN7+Y67Pueg/S9DJF9fu+152zM9JNGxLHji2p7Utvz/J1XJt96+2xjY2NDS4unvWPPVCpjfjfXX9939hxUowPmv/jIVlMfV/XtNsWX+49DjtjvRbVNqeVJTkynd7d3OJ3Ohl27dimu5vMX3vnVb86YX8912PcR+l6W1EXlm32SDcb0M0bEqd8pfq1enL/89W/Pnb/gcLpcLldDW9tuj6dVcbrOX3hnKpV5ZfI180u6nvreFxnY7hHugC9SKuGClFzh0ToltqlGBrQxdFRb34INUg99b8N3Z9NPGhHHji+q7ckOn9gXXz2WmE6fO3/BoThdLldLS0tDe3tHW1ubx9OquJrbO/a8eebswo2b0mZxKfs4y9nF5ezN5ezN5RsGk11azi4tZ5dvZW/fyt65nf3XnezXd7L/3sjXd7L/vL1w+9bC8vLC0lJ2aSm/l+zi8ubeNw5p8XrWHll4MlvfiOk/ESGESJw333p7d3tHfmbvdrs9Hk/Dnj3fbG9vb2tr83g8brfb4WySOa5m5XHcisutNLmVJrfTYJRmt9LsVtwtiqdFafUo32hVnmpV2jbyVKuyy+PwtDjcbkdzs9LcnN+L4nJv7n3jkFyNiilpanQ+GaVJ/BTHk6luvw7F5XC6HM7qt0AIIURnFEXZLPvW1tb/AyM1nRcpgh/MAAAAAElFTkSuQmCC" alt="" />
上面是静态输出
把输出提取出来,弄成函数,要对代码不段改进,把特定功能提取出来做为调用函数
// c.cpp : 定义控制台应用程序的入口点。
// #include "stdafx.h"
#include <string.h>
#include<malloc.h>
#include<stdio.h>
#include<stdlib.h>
#include<math.h> #define intX 10 #define intY 20 void show(char Interface[intY][intX])
{
int i, j; for (i = 0; i < intY; i++)
{
printf("%c", 3);
for (j = 0; j < intX; j++)
{ if (Interface[i][j] == 0)
{
printf(" ");
}
else
{
printf("■");
}
}
printf("%c", 3);
printf("\n");
} for (i = 0; i < 2 * intX + 2; i++)
{
printf("%c", 2);
}
printf("\n");
} int _tmain(int argc, _TCHAR* argv[])
{
//界面数组
char Interface[intY][intX] =
{
{ 0, 0, 0, 2, 2, 2 },
{ 0, 0, 0, 0, 2 },
{ 0 },
{ 0 },
{ 0 },
{ 0 }, { 0 }, { 0 }, { 0 }, { 0 },{ 0 }, { 0, 0, 0, 0 }, { 0 }
}; /*当前状态*/ show(Interface);
}
让方块下移
// c.cpp : 定义控制台应用程序的入口点。
// #include "stdafx.h"
#include <string.h>
#include<malloc.h>
#include<stdio.h>
#include<stdlib.h>
#include<math.h> #define intX 10 #define intY 20 void show(char Interface[intY][intX])
{
int i, j; for (i = 0; i < intY; i++)
{
printf("%c", 3);
for (j = 0; j < intX; j++)
{ if (Interface[i][j] == 0)
{
printf(" ");
}
else
{
printf("■");
}
}
printf("%c", 3);
printf("\n");
} for (i = 0; i < 2 * intX + 2; i++)
{
printf("%c", 2);
}
printf("\n");
} int _tmain(int argc, _TCHAR* argv[])
{
//界面数组
char Interface[intY][intX] =
{
{ 0, 0, 0, 2, 2, 2 },
{ 0, 0, 0, 0, 2 },
{ 0 },
{ 0 },
{ 0 },
{ 0 }, { 0 }, { 0 }, { 0 }, { 0 },{ 0 }, { 0, 0, 0, 0 }, { 0 }
}; /*当前状态*/
int i = 0;
int j = 0; while (true)
{
for (i = intY - 1; i >= 0; i--) /* 继续下落 */
{
for (j = 0; j < intX; j++)
{
if (Interface[i][j] == 2)
{
Interface[i + 1][j] = Interface[i][j]; Interface[i][j] = 0; /*方块下移*/
}
}
} show(Interface);
getchar();
/*getchar();*/
}
}
aaarticlea/png;base64,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" alt="" />
aaarticlea/png;base64,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" alt="" />
这篇先这样,之后会优化成不会换行,而直接刷新出游戏效果,欲知后文如何,请听下回分解
有兴趣的可以先这样,给个提示: system("CLS");/ *清屏,TC用clrscr();,VC用system("CLS");* /
上面清屏并非最好的,还有更好的,期待
http://pan.baidu.com/s/1kVu9SEV
密码:9mvj