C++ main()函数及其参数

1、首先，想想C/C++在main函数之前和之后会做些什么？

我们看看底层的汇编代码：

__start:

　　　　 :
　　　　 init stack;
　　　　 init heap;
　　　　 open stdin;
　　　　 open stdout;
　　　　 open stderr;
　　　　 :
　　　　 push argv;
　　　　 push argc;
　　　　 call _main; (调用 main)
　　　　 :
　　　　 destory heap;
　　　　 close stdin;
　　　　 close stdout;
　　　　 close stderr;
　　　　 :

　　　　 call __exit;

我们可以看到main函数也只是其中的一个函数调用而已。

在调用main函数之前，会先进性初始化栈，堆，打开标准输入，输出，错误流，把参数压栈。还有一些全局变量、对象和静态变量、对象的空间分配和赋初值。

在调用main函数之后，要销毁堆内存，关闭标准输入，输出，错误流。

这些都是编译器帮助我们自动生成的，帮助我们启动main函数。

2、main()函数及其参数

C++标准允许主函数main()有或没有参数列表。 您能在主函数main()中使用一个或更多的参数。 如下是一些惯例:
int main(int argc, char *argv[])
第一个参数argc，指明有多少个参数将被传递给主函数main(),真正的参数以字符串数组（即第2个参数argv[]）的形式来传递。每一个字符串均有自己意思。在这句法上面, 记住, argc代表参数的数量, main()函数本身是在索引0为的第一参数。 所以, argc总是至少为1 。它的总数是从argv列阵的元素数目。 这意味着, argv[0]的值是至关重要的。 如果用户在控制台环境中程序名称后键入含参数的指令, 那么随后的参数将传递给argv[1]。

例如：在vs2015中构建代码,

#include <stdio.h>
int main(int argc, char *argv[])
{
	int i;
	for (i = 0; i < argc; i++)
		printf("Argument %d is %s.\n", i, argv[i]);
	return 0;
}

保存并编译后，程序名称为---vs2015之main参数测试，在cmd中键入：

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Zu4g069Q+Aq8ee/O4lF0Cj3cwbZeSb5R43K56qppQkaKf/YMz0a4QM+mi4RCnNw5fnP1dpHv5yEVHSyfjBxfwn7WcCj188f/5+evqYi8skmSx1dJyLilrOy5uiUN7W0APEfpxdSSkpKREREba2tmFhYRQKhUAgTE9PW1paovbzr6LpIfbYLZ/is+YkT4sQjlUgbBkIWwbBVmyKcWAq5a4AGu9kTvYxB+s9U9iGrGiisN8ri4a1NzMg4TE47ClbJ6yHo76JscX1Ac6jOyQ2xSwyk9zT5NNZ69VYRq675NlR69PX6pkNmsB+bgIJVzHEErbRxD1PBw7MCOClIa9zZOOwdK8pMUf+gwHc4FQvg99GHxuAFsehtnRLEtmmvd9vUQTfFzHKgoyIoOtwHysXNGRlUOcaXL0puGu36C2plmQP+y6h39IQI4N+xiOIILsLVQVizR0tm7rhT+QBkou2dqam1V3M3kJrJxuziibo0V3/jyfhthQLE0fz+g5wqt7ZA4dJrGA+nPJbmfJf6vQIsD8DJXtNDXkEOmFSrkCPu0hMJ0OsmV5gnu+KkJrgjT2X69VTbmeLMUyvBj+e9r8vYt8dgpbGGYUsDC2MOCbyezhKz2foWxLtO/r8Ppn2UwyzFUJGHtuIec5jZpQ734JnOJsV19E783A4rFFRHfxoxn9RwL47zFmeZuTTMKFJPnMT/svj4I0YMwrV9kqN72ArrfeSMxl7OoJHu9vuyXHS80v3XpIF3u/xCjDXdYTdJ2YCHgtpcR763pGk2XHO7CCtJNic5IIh+eAyC72kg5CcD84MgQoxZ0nIbMiwND1jEJbhOTPCWRqF+i/aeThb3OjiLkvhiUaCr/2ZgGyf5Sn/5TGOgs+aFHK7c6zsHE2qmsFPFQGCCzaWH56KLad9PBd095qzq7UR7wZzotnVC4dJKGM8nPL7eIorqnR0sMWkPW98g+5JWJdCsBSmw42btMFWWmepgytGP66U8eAueD3WzItqnx2G8/C0bxdwHo4wL8BG3lyXpnrfwRZaa4GtA8Yg4yrz36oCND0MygXQkpS7JOUodX+Mq3hhxugbtTjKeSEHJJNZwS+bdurhMe7qOuboqJz3M+biMubk9FP7jX62/dg7ut+4cYNIJAIAYG9vb2xsfPr06cuXL8/NzSkb37JzklH7eZ8lE3GW+qiJIAbPsr+Q4Zqb7JKb7JKf7hZJ0XfmuggHOQsSSC6A54VgZQQ2PNf34TS7OZNwq5kt7/aO45jwbsIPB72LzuG7h+GV22Qu3brwOvPBlN8nEt9sjnVKEXXurv/HMrA2ziok0F0g5ioEkEIMP2++58NLIp8kirFfAmVK9IPaz8wwKBNA98SwnA/KJdyZJgLbA5tZRpsfgeelnJ58Gw9Py5oaYpiraVEDvCL0iiYYJ2RRsmAjr2DC3Unu3MBz+6kMwtoxnceGoblR7kiFgxvO7HI7/XqsiaOHXeeA/4IQnBvj9Bfa2bmaN7Sx+ResHe3NrnVwl0TgtBB+OOSbTce4BeKlAojHxdBTvCarHeh+drmRllQuQdDkzvQyv1jLkvf65EJGJiYGjCDnulr6tABUjHCHS2zxHpbNbeDiGNxX7hpI0Dc0N0nMInV3sOelnL58azeK/aAEaow19wKdhwTcqTbPNCYGgzXkRLo2NjBkQs681DfTxzAwznNS7LfMpyb7GGDNjWhUc4a3GcPHzNfTNLuKMdHkwfbCpFcyPp7gztz2Difo+6V4zU1y5wfovACsbxRpRgrLh8HJPtb4ADjWRA73OO0TSx4fhudG4anb1ELY0MQGG5FKuTsKz/JBuYgze9sz1McoJpe6PMnp41k7OphWt3Hvi8HpYVDGh+ZGuV1Zlk4M2/5ucGncj19i5+qIvdTEmh/3kzfgGWSzghr6UJmNk51pdTt3SQQqJPBYHZ7itKrvRwAvDnhFEfRNrYzpVHO6txnDx4zmbZ5/iS4Tcz8W+cS4njqofebCLXBRypnrIvs76OHsTJhISm9Tui/u4nXW+zau/fej9z/qAWI/RLKPu7t7RUVFRUUFi8Vydna2tLTcsGGDWCw2MjLi8XgndE8lJp1F7ed9lkwIz3VTU2CMs7d1aoxDfKR9fKR9fIR9XKR9yWXaPQlnlg/K+JBimFUWZhxeSP9UxLiW4xQdZh/rh3O30/di2yZE2iXGOdW3wQ87iExPXOZl+sKE/8odj2CaeUoV49GM/8Np9tVICz+OG1/MvSeAFqScedHzoQdzY+DVEGNrB+vbg5xFCSTng3IBdE8Cz/JBuRBeknIUAnB6GFqSsiqDTH0D3QR8zvwIV1br7uuEgbkWXj6O3Xx4aYxdEYilsK25ROOkCsbyKDz7Q/uxZTiNDEJzo1xxmb0rzuxyJ6Mp2czRzaat129JDC1OwneyrcxtzBs62OJLts6WppW3OCsjkEzMWRmiJpMNSGHEu2NwU5IlFbLPDLWMTSL1N5KimdZZSfbBfg6d/dzFEe7jSairzC2cZHgGh71Yx5oTceaHfeJIRhG5PjIhZ0HqtyykVcXZkC1P2dCdhoV+s+0kP3fTokpKoi82JM1zZoRzT8J9PMFuLXQOcDtjYGd+rRV+MOGb6W0YfN7rrsRvecQ33fuMZwhZPu6/LOUsjHIfTvrdl3Kn6kksT0xqOf3hOHemwysUr89J8lRMcOcH6AX+WN9o0oyUMz8Cz4lghRBamgzoTDO3Y9iKBrmKXp8E0mlrV/PLt+AHYxzl3KlFKVgXh/NiOg6KuKJKO2dLk/JmzsoIJONDs0J4QcrtyrJ0otv0dIJL435DF+xcHLAVDcz5cT9ZPZ5ONuNdp4uu2rtZmZQ1cZYl0JwUHrnu4mKBSaukL4/AC1LOgoSzIPCOxeszYr0WJvzvSzmLUu7DSe6cEFJIOZO1bn4eWKKDcUSet2KMOz9ICXbU90+nPZj0W3qW8t5rhlCi+hW0OuQo6e3LmTQV97Psh8aEAQBwdnYCQVBZ3dHQ0DAyMjp69GhQUJCW1uHk5FjUft5nPbUfCGNPxp0LtY0MsnmqQJsg0DIqgTTCh2b5kHyIXepvYGaDiYp2vMAjFmW6FZyz9XY7A4W7Xsx0LczGd9yGFocZ7de9B3vABQn7dq4N7tRH1s5YELK+3MAU1nu13aTJRjl3OzyTOFa5ZdTZkacPO5mQM9VBiXA+Q2TYNXeCs3zwbj/9WopLcydbUO0WBtndbGYqxJBilCu6aEf0sLzRwp4Tcx5IfLN8DU8cOUGIIk8J4HsS7miFHdbgONbc/EYnZ0EMzQ4w0qj6xAC87C5UHmBs6ev41H5K7RxNTMrvgCPXXEjGp8JzvadHuPIu7wTSh1pmFg0d0GKPZ4SrHiHIfXiQuyRkd2Ra2jmaXqhhL01yxNfdI531LD3sii4z7ovovJAzZyxM01I9ZWOwsMHjSjVjccJ/qdbFweJMQhVzTgTdE0P1caYE2G18iN50hdLRCn0+BTWfxRq5Wbf2+y0LmdfiLV3xJiDbqroFfiBh9dd61FxjLk/5yarscThM3k1oZZKW4WngE0SUDsNzUqgry8rBxjC9kiETwope75IC8lA3LG8m0cmGyWVP7SfI9TSY8NR+8rjG3lFk+QT9coxb0y2GTMy52+wRQjjlEU2WjXM60nFWJsaljdDSCDQ9yL47yEYaYWZHuOPXXLxJ5mUN4HyfV7SbHj7AbXCAOz/A6L1KrL/j15dtaUe17u4El8b9BottHWyNy+qZ8+N+sjp3KsEk5xpT3uMZYPmRTwRxRMSZG2KUB+gfPIXJusRYFnincqySCn2WJqCWRAtbO2PeVdasEJJ1eRUWkMV9sKyDEkY2DM30EjfiqW7YlDLf5XHwRpSJtbNpZR1bIYSmbnvyCijSPvavPzcWFSLEftzJkwTyJPHty+ln2c+UII7ODl63fisAqAAAsG79VkTqGpsBQE1FbR0AAGprtmTlZChEqP28v5IJ4bkunzgWhgA6VOS6F2a4IrqQ5ZYCGZuQHIYl3JFqt0BPDIFqd7mCdLOK0tPGHO8HRTdIwb6YpFKGbIAl6WRK7jCEHTThHcbANXwwGUP0wuWX+Ny+RrlxwTXaB0vwti4s8xoZBseaiFQL/cB0L8XY8+k4Cglnqt07j2vs4IKlELEeBPPUXMqohNPLs7U1NS6+wZgbgWR8eE7ok0AxDE7znhHB82Ocziwre+OPooroChEsF8KzbUSqpb4L21UkhBVCaHaAkccxYkQSZVPQlUgzPNdldBCaG+FKKh09HS0qWlnzI3BrhpWHk76rG5YBWcWHWLlQrOpvgfdHOTONhHC6sa0T1tPNiOKBK7rJmBXCCiGs6PXNY5y2YTrd7uF+PMJuzcLhHCwu17OXpfB4q2cCy5iIx5KdTeJzPUeGkUlL8HirO+iELaoHh8qcIBKG4GLs42VVUceUCaD5EUhS52Kn/ZFvBGF8nDsvgkYayDE0I4K7sYeracoF7zE+fE8MicqciI4Gbt5W5TfZD0Ssm+fN7R0wJLwxiYLLKPa+K+HKmj0CGCbZVfSVMe7Mbe8Yb0xIupdinDs3QL8QZgbHe8gnoIGLLn4eJmQi1t0aG5GEHxjiPBhh1sSZ44wMSGRTbxLWk4glupimFnpPimA5H14YoeewjKBo8qTET9FMjKQb2zhiyUSTgATCqNCvv8DWg2PX1wUujvkNlzl4EswuNzHnxvxkjUSurwXvKmNxjDtU7gy66ju5YalU83PRtkS8aX418wHfO9TNwDfOY3GUc2+QcTnaxNbByANvTPKyzK/ynemn5zMNCEzHriHux2PspmSchRPuSj17eZheEmJs7WDsScCSqTYlV3xnBCBqP29LfHCmnz3dxJxuYk43v301Mqdvs2ZeCvH1I1EPRnuDLl/KryjPfIPKS7Nrr2fPDKNRD95fyQTwvT5a2VlzAskM9DVnPRObakYlm4AReLEAmulnCttowh5oZQxsz3fwdcN6eph4k03IeGMPkokP2YTsYR591jU/xoLgZuzLcWps8JX0smclnMVRzoIEGu9kiNu88kItQhLIowPgZC9zfID9wg9OIYblQyxBG22olTbcRp8YhmYF4PQAS9rDmhp8lmaU055mYe9hc6cTVAihmSH2WA9zYlCZCXu8hznWz1YGd5nsY471sWf44FQfS9rHnh4GZ4bB6UHWWA9rcgiUCSCFAJTeoQ210Ph3GJOD4EQva2oInOFD90TwdB9juJU21EoTdbFnxTDysJMNg5N9TGkvawaJYjfIGut5Gm1BNgyOd9GHWmnD7Yy7gqchG2QC6B6fyeMakgLxU3xw5DZtsIUm6mLNimD5MKiQwOP17t7WmPPl9Aej8MwwJBsGxzppg600fgdzWgjN8sGZYUghAKWd9KF2urSfLRfCCj5bcps21EobamdMDYNyATgzxB7vZU0OgjI+ODPEnuhljvc/vbyTfazxfvYMH1II2SMd9KFW2lAbY4oPz4kg2TA41ccaucPgt9GG22jDbbShVpqkhz3NRy41d7DQ2hFvUdvMXhrlTPcxh1tpg210cR+oEIB3B1hjfazpIVDGf3o9p4bAGf7qkkAKITTRTR9upQ2308cHwck+1sQgcgFZ4/3smWFQJoRnh9niDuRcmNN8SD7MHr1Dl/Y/jdAjH2aL7zCk/exZETw7xBK104ZaacMdzBk0fs/bFh+cEUO/kSTQzEtNqT8l5ht7Vsi+J4bfLLkANZ5/Ac0KkThpT+OKPpXwWSw1PoQkmBl+Gr8L6aFRiOBZwfOgojI+JBdAcsHTxMqeYSSf2WdPjddFFZMJIMWziHNPH/dI5DT+8wSyLq/8aKe6FpZcgHRF/CCr2R/GgpOvsoHn21dHY0POCzmi4AdR2uSrCrO6i1sugBTPQsO9UDy58Okuq4oEKYSg6DohPdatd5AzL36eoUzE+XgCbkgwI9Ic+QKO4oVMVp/Xs4uvvCaKF9LwwVnB8/TyVfsqr8DTW/zD4j294EJliL9VIfL40L1+6oUYx+pahkwIzT5L+fR6rrV4xnwAACAASURBVI6Pt/oi8FfdXD74wrVFtsuFz4u0+lxkz7+FVn/79KxfcztQ/S6FLrjwb6ancaxfoZcTvy7lG3ZR7vVLyymAF6Sce/9S897lInhx9AeBf+QieKKBFOdn7k62KK1nLIqg6XddyFeIDy1IOXNoJz+q31yo/aBC9bYkE0BTHT7XivDXr9MVaBROVKh+KNR+UKF6i5IJ4IVRzqIERpuSUKF6Qaj9oEKFChWqdyDUflChQoUK1TvQj9jPPRE8J+ageidSiCA5n/3CRjmfrRBCr0z/hq9QoUKF6lfXPRF8d5D+UzQ9yPgn7EcugATtvg1VhPpKPKrfWNcuON4sc71V7XH7pu/q7dcvOrdcpdSWu9VVuL+81+2b1FvVHu+88KhQofo3UdNl0lAbZ6iNM9j6Jg21cfua2fw2qlzw06IeKIQwv416XGe7hroaqt9YH+gc3rF9C8bwTGZGqoa6mjLQ0d49u+pqrwcH+W/auO7lvVKSE6wszd954VGhQvVvohPHj/7973/729/+/Oc/f/EG/e3L//NoZaqvkfLCRMA32Y+g3ffg/s0/utAcyq9OSkra6dNnjh49np6eCQCAIcaIyWTDMNc/IDAjIysyMlpdY93LeyUlpZiYmP3mhUVBQfk35fDhI99993+/+eZ///4/X71B33z7//3HJ/P9Tf+k/ezf84rHHMrbJiUlRU9P7+jRo2lpaQAAXLx4MTExkcvlnjp16g17JSQkGBkZ/VZlREFB+XdHR0fn22+//eqrr/7PG/nq6+8+e6z4J+xHLgAHb3ldvVwQF5+IHCkqKiovL09VVRX5MzMzMzMz8zc7TxUVFTMzs8uXL5eVlR05ckS5XU1NTUVF5Q07YjCY+vr6jz76CACAEydO1NXVmZqaIl9hsdj29nY9Pb03H/ro0aMVFRVVVVWHDx/+xefxCgwNDaurqxGPWbNmDQAAycnJlpaWxsbGxcXFGhoa2dnZurq6AABoaGhs27Zt/fr1yI7Ozs4VFRUFBQW5ubmFhYV9fX319fU5OTkFBQU8Hq+goGD37t2vO+ju3btLS0urqqqwWOzr0mzYsCExMRFJ5u7urrz1L7BmzZqAgIDy8vLKykpfX181taethWZmZlevXuXxeEgx1NTUGAxGVVVVfn5+aWkpHo9XVVXdtWsXj8crKirKy8vLzc3duXMnsi+bzS4vL7969aqXl9fPuaYoKChvn1faz9dff/0///M/v9R+Bpo9x0d75ubvh4eHwzB8//79np4e5cMFecz9luc5PT0dGhqakpLC4/GQYmzZsiUvL2/dujdV0VxcXP74xz9aWFgAAGBiYvKf//mfJBIJ+UpfX7+vr09fX/9Hjx4QEPD555+fPHny1ziVF3FycvrDH/7g5eV14MABxErPnz/f3NxcVlbW1NSEw+ESExNv3bpVX19/4cKF0tLSmpqabdu2AQCwbdu2I0eOHD58+MMPPwwLCxsfH799+7a1tfXhZ6xdu/aVR9TU1KytrS0pKdHR0dm0adPrCkaj0VpbWz/44AMqlTo/P29sbPzKZAwG4969ewYGBo6OjgsLC46OjgAAYLFYPp8fFBSkLIarq+vCwoKTk9PevXujoqIUCgUWiy0vL29padm/f//Jkyf7+vqqq6uRPHfv3m1oaLi0tJSYmPjLri4KCsrb4gX7+fLLL7/99ts//elPf/vb31Z70s+0n6H+5skpmVwul8lkCoWisbFRVVX1yJEjXl5eDg4OZ86cUZbDyMjIw8MDj8cjj7OtW7e6ublZW1vv2LEDi8V++OGHSDI9PT0KhUIikXbs2IFsWbt2rYuLC5lMRhwC4fjx4xQKhUwm79u3D9ly4MCBhw8fIiuuIt6jo6Nz48aNiYkJKpXq5eV19OjRV14gBweHlZUVExMTAAAwGMzy8rKLiwsAAC4uLsoSAgCwfft2GxsbFxcXCoWy2pAwGAyJREpNTb137x5ShVq/fj0ejyeTycrHsa6urrW1NfKQPXLkiL29vaqqqoqKiouLC4lEwuFwb76FdnZ2Kysrqx/uycnJGAwG+ayqqpqWlkYikfLy8tTV1dXV1cvKyg4cOLA6B2Nj48jIyKCgICKRmJOT8+bDAQBQXFzM5/N/NBlSFQMA4MyZM3/605/s7OxemSw6OnplZQUAAE1NzY8//hiPxwMAIBKJXiiJl5fX8vKyjo6Ora3t9PT07OyslZVVY2NjeXn51q1by8vLHzx4UF9fr0y/efPmqamp2NjYHy0nCgrKO2G1/Xz55Zf/+7//+7e//S0zM/PmzZv/+Mc/lHWgn2k/YkFHU1NrSUlJZWVlfX19R0eHioqKvr5+XFzc6Ohoc3MzUghXV9fBwcGzZ882NjbW1tZqampqamqWlZU9fvwYi8V2d3ePjIycPn0ai8UODAzExMRUVVVdv359z5496urqFy5cqK+vDw0NFYvFfn5+AABgMJje3t7k5OSioqLm5makqe3cuXMymayqqio4OBhxuDNnzty+fXt0dDQmJiYuLk75vH4BR0fHlZUVCwsLCwsLU1NTpf34+/uXlpY+evRIWTH65JNPLl68GBMTMzg4aGNjAwCAi4sLcl6lpaVyufzYsWObN28uKSmpq6uLjo4eHBwkEAgAAGRnZ8/NzW3evBkAgKioqOXl5WPHjmVnZzc2NoaEhIjF4oCAgDfcQsR+zM3NlVsSEhKKi4sjIyMR60pLS3N3d1c+zUtLSw8ePKhMvGHDhoiICCwWGx0djcPhfH19nZyc3vyj4fF4Y2Nj4eHhkZGRq7N6GTU1NS6XW1lZWVFRsX///lemwWAwPT09SUlJMTExKysryDUZGBhoaWkJCwvjcrmIMXt4eMzPzxsaGiLtbwqFAofD1dbWZmdnEwiEq1evtrW1NTQ0KLPduXMnaj8oKO8zq+3nm2+++fLLL/Pz8wkEgqenZ0tLyz/+8Y+///3vv6jxrbSsavv27bt3787Nze3r61M2vt28ebOxsRH5XFNT09fXBwDA1q1b3d3dt27dCgCAhYXF4uJiSUmJp6fn3NxcQEBAfHz8xMQEAABGRkZPnjwxMzNbs2ZNeHh4W1vb0aNHjYyMrKysAAA4e/bswsICAACHDx/+j//4D+RtGoKg2dnZ3NxcIpG4ceNG5LhxcXFjY2NvvkAODg7379+3tbVNT0+3sbFZWlpyd3dHvjI3N//444+RriAjI6OHDx8iViSVSouLiwEAuHr16uDgIAAAbm5uDx48OHz48IEDBz777DMPDw8AALq7u2trawEASEtLE4vFp0+fdnV1ZTKZc3Nzhw8f5nK57e3tx48fx2Aw1tbWbyjhy/aTmJgYHR0dGRlZWFgIAEBWVtbJkycpFIqTk5ObmxuVSlV2/2hoaERGRiL9N0lJSUh9NCgoSHmOr6SgoGBkZIRIJBYWFt65c+fNDuTi4pKamtrU1PTBBx+8Ls2xY8cYDMbi4mJFRcXevXvV1dUHBgZu3rxJJpPb29uRRloikXjv3r3a2tqcnBwsFnv//n0cDnf58uW+vr729nZbW9uCgoK2tjZlnqj9oKC85yjt56uvvvrLX/6Sl5fn6upaXV2dnp5OJBJbWlq+/fbbn28/YyPdV6/dRI5UVlbW29urtJ/a2tq6ujrkc3V1NWI/AABs3rwZSWNlZbW8vIy8Cx8+fHjbtm2ZmZmIW5iamn766afm5uYqKir79+8/c+YMh8MpLy/fs2cPAABRUVFzc3Nqamo6OjqffPIJksOuXbvu37+PfFaSnZ09Nja2bt26ffv2bdmy5ZUXaOPGjcnJyV1dXZaWlh0dHenp6creDhwO9/DhQ+SRbWRktLy8jPRbSCQSZFTFpUuXBgYGAACgUCiPHj3S1NTU0tJ6/Pixp6cnAABdXV01NTUAAERGRiI1oYiIiMDAQIlEoqmpuW/fvjNnzkAQhDyR33AL7ezsHj58aGhoqNySnJx87NgxLS2tjIwMAABycnK0tLROnz4dGRkZExOjbBvcuHFjRESEtbW1pqbmoUOH8vLySCTSwYMHDx06FBYWhtj2K6msrERs1dra+osvvjAwMEC2b9iwYdeuXdu2bUO6oHbu3ImMGtDT0/uv//ove3t7JNm6det27dq1Y8eO1YMRdu7cOT4+DsMwks/ExERKSgoAAFlZWXK5HAAADw+PlZWVjo6OHTt2YDCYTz75xMbGpqamZn5+Pjo6GgCAK1eu9PT0KDNct24daj8oKO8zSvv55ptvnjx5QqVSS0pKvv322z/84Q+hoaFxcXHffffdz7efuVlxU3M7cqSamprR0VFVVVUtLS17e/uhoaHh4WF7e3stLa2IiAiRSGRra5uWltbZ2XngwIFNmzbFxMQ8efIEhmF1dXUkBxAEx8bGbG1tY2JiJBLJsWPH1q1bhzS/ODs7i0SipKQkAABIJNLk5CSBQPDz85uYmDAxMVmzZo2Pj89nn32Wm5ur7DRCMhSJRKGhoXw+39bW9nXXKCIi4vHjx0jHT0xMDAAAa9asMTMzi4mJ+fzzz0NDQzEYjLm5+RdffIFUGhQKRVFREQAA4eHhYrHY0dGRxWKNj49TqdRdu3b19fXl5eXZ2NgIhUIkt7Vr196+fbuurs7FxeXJkyc2Njbr16+/ceNGbm4ucl6pqalvuIXOzs5//OMfw8LCTExMkAd6cnLymTNnTpw4gbggj8dDhlxzOBwajYbstX///rNnz+JwODU1tZycnKKioo6Ojurq6vLyciqVunbtWqQO9MrRByEhIRKJxMbGJi0tjc/nK0cSBgUFffLJJ93d3cgt8/HxEQqFDg4OUVFRUqlUOUTQ29v70aNHIpFIeS9OnjwplUobGhqQw2loaFy5cqW+vt7a2rqpqamqqgoAAAsLi6mpqeDgYFNT09jY2JGRET09vbS0tJ6eHhsbGxwO19PTk5ubq8yQTCY/fPgwOTn5DZcOBQXlHbK69vPkyZPr169/+eWXX3/99XfffffgwYO6urqvv/7659jPrAAaavHOSI1kMNjIkby9vUNCQgAAMDIyysrKOnv27NmzZ7OyspCWHxiGU1NT09PTkVEGe/fuTUhIQHplkGFaCL6+vmlpaRkZGcpX+IMHD6akpCQmJoaEhCj7uolEYkZGRkZGBtIktW7dusjIyNjY2OTk5BeagHx9ffPz811dXd9wjaysrM6dO3fw4MGYmBjEpdatWxcVFZWQkBAVFZWUlMTlcnV0dFJSUpDCR0dHK6tZMAzn5+ebmJhYWFggo7AOHTqUmpqamprK5XKVh2Cz2Uwm89ixYxkZGcj4bC0tLeS8QkNDlQb8Sk6cOHH+/PmkpKSwsDCk4qi0n8TExA8//DA8PFxTU3PXrl3h4eEhISHbt29H7sILjpuUlISMsFh9cZTNdC8AgmBqampaWtqJEyeUGy0tLbOysoKDg5U3gkajpaenZ2RkrK6cGRoaZmRkREVFbdiwAdni6emZk5OzepD05s2bz507l5ycHBMTo2wstbGxSU1NTUhIUGaorq4eERGRkJCQnJwcHh6uPK6np2dGRkZiYuLrxjugoKC8c1b3/fz973//5ptvng83+OorxHt+jv0g0053bX/1VA+Ut0paWpqhoaGurm50dHRERIS9vb2GhkZcXNzJkydPnz4dGxv7ypbG1NTU1aMHUVBQUN4qLwy8RgYaKFH++TPt58ihre/6BP/tcHZ2ZrPZGzdu1NHR6enpodFoW7duDQ8PVw5zNzY2joiIeHkSaHx8vHJG7e8AFRWVN9caV7Nz587X1fNezvZH06iqqr750GvXrlVW1H4iq++Xmpra66ZkoaD8C4HYD1LpeQNff/MP1H7+Ndi6dauGhgYAAGpqavv370cm1b4Qv2DXrl0v77hp06af/rx+/zlw4EBCQsKmTZuQOh/CRx99pLSZzZs3nzx50sDAwNraurq62tnZ+fDhw7q6unp6evr6+rq6ushlXA2dTi8qKlK2GQYHB2dkZCADNVdz6NAhpFfvdXA4HAcHBxUVFV1d3RMnTiiLp6ent7qpGUFTU9PDw0M5sgYAACwWGxER8fMuCwrK+4OOjs7XX3/917/+9b/fyN++/Oqzx7Oo/aD8y7Bnz578/HwKhdLa2pr1jDt37ih7g3x8fJBR3RwOZ82aNaqqqgwGg8/n5+fnZ2dnd3Z2KvurDh8+TKFQvLy8MjMzy8vL6XS6l5eXr69vTk7OxYsXP/roo3Xr1uHxeA8PDxKJRCAQuFxuW1sb6YdQKBRlTKDIyEh3d3c1NbXS0tKOjg5l8Zqbm5E5XhoaGkiGHh4e9fX1paWlpaWlypJbW1u/eTQKCsq/BEePHv3rX/86Ozsrfz0ymWxhcfmTj2UDzZ6o/aD8C6CiokKlUi0sLNhsto+Pj3I7EtkB+QzDMPKVg4ODMkFxcTFSBYyPj7e0tEQ2RkREXLt2jcViIX8mJiZWVVVRqVTlXhs3bgwMDERGdpw9e/bOnTscDifoGcHBwaGhoZGRkcqJt0FBQc7OzgAAmJiYxMfHK/NxcnKKiooCAGDDhg0BAQHh4eHh4eGNjY3KCpa9vf327dtNTU3RYEIovwN+I/shEoklJSXImKuXUVFRSU5ODg4O/tHiBgUFFRYWlpSUKB8NR48eLSwszMnJycvLW53D3r172Wy28k9tbe3CwsL8/PysrKzVY69fKEZiYqIyxEBkZOTZs2eVX6Wnp4eGhv5oCX9FzMzMysrKMjIyXm6Q+VFCQ0OLiopKSkrePGX1XeHj41NSUvKGeHG/EHV19UuXLgEAAIKgn5/f2rVrka6g2NhYpf2AIEilUtXU1JhMJvJT0dDQUP5KExMTkVnMAABEREQgkSCQDpukpCQkftIrUVNTu3jx4iu/UlVVPX/+fG5ubl1dXW1tbVRUlJ2dXVxcnDIBgUAIDw9/Ya/s7GylbxUXFx87dgyDwaD2g/I74O3az+EDmwEAIJPJk5OTVCr1DV0LFhYWIyMjkZGRbyhrdHT0/Pz86dOn/f39p6endXV1169fPzg4yOPxjh8/7uDgcPfu3eDg4K1btx49erSurk4ZgHL9+vVVVVWFhYV6enoNDQ3Xr19Xzn5djaqqak9Pz9LSEo1GgyBoZWWlpaVF+e3169eV00p+A06ePDk1NRUaGlpRUaFsadm+fTsyt+kNrF+/PioqamBgQF9fPzAwcGVl5R0uo4B0wLy8PSgoqLe39+Vek1+L8+fP9/f3AwDg5OTU3NxcUlJy7dq1CxcuNDc3K4dXcDgcZGRgbGysj48PjUbjcDj6+vofffQRm80+e/asMpi3n59fR0dHcXHxjRs3vLy8wsLCvLy8tLW1tbS09u/fr62tvXogQGJi4p07dy5cuFBcXFxcXHz58mXlFVBVVdXV1TUyMiosLARB8IMPPti4cSMMw0gQ2+PHjyclJSHmp6WldeTIEW1t7X379pWUlJibm3/wwQdbtmxJS0vT0dExMjJC7Qfld8BbtB9+G/Xg/o32Di4ikWj1FPqNGzdaW1vb29u/MAVHX19/eHg4ODhY2bX7Alwut6KiAkn5xRdfYLHYDRs2LCws+Pn57dixo6GhYWVlJS4uzsbGpqqqamZmpqSkBNlRRUUFiagGAEBBQcHU1NQrxx2pqqo2NDTMzc3dvXt3enp6bm7u6tWrAAAcOXLE0dHRwsJi9RwXPT09W1tbCwsLZEjS9u3bcTicvr7+5s2bT58+rXxd1dXVtbOzs7S0VPZjr1271tLS0s7ObvUbtI6Ojr29vY2NjbJC8NFHH3366afISGhk4suRI0du3LghFosdHBwcHBxeFwqBQqEsLy8j/RYnT568devW6dOnAQAwMDCwtbVVPnw1NTVxOJyent6mTZsMDQ2RwQhGRkZHjx7dsGGDg4OD0rQ2bNhgZWVlZ2d37NgxZMupU6fMzc0PHz68c+dOZajT3bt3Ozg42NnZKQN7Hz9+vLW1tb+/38bGxt7eHun52LZtm52dnYWFBQaDUT61tbS07OzsbG1tkWKoqamdPHnSxMTExsbmZ3inlpZWfn7+7du3lfnv2LGjoqLihXcOS0vL8vJy5Z1ycnJSDg60sLCwtrZWDjYLCwujUqlbt27F4/EREREBAQGNjY08Hq+mpqapqamwsFA5KEBbW7uxsXH1yI7Dhw8rf4cI+vr6y8vLyllf/v7+EAQBAKCrq1taWopsjImJuXjxYmZmZktLy/j4eFZWVmVlpZWVVXx8PGo/KL8b3qL9DDR7nj55UDIyjkRPQdizZ09paem1a9dSUlKQmfOrS+Pl5fX48WNlfOtXsmbNmoKCgtbW1gMHDmzfvl0ul1Op1KCgoOrq6rGxMeWxurq6EK9Soq2tHRwc3NzcHBgY+Mq1Z1RVVVtbW1tbW69du1ZdXd3V1XXz5k0AAKysrDIyMiYmJsrLy5GUeDy+r68vMTGxu7ubx+Nt2bJFW1u7rq5ubm5OX19fIpF0dHTo6OiYmJggwU/r6+vz8/M3b96MhBytqamJi4uTSCRIQ5CRkVFXV1dKSsrVq1crKyt37969du3a+Ph4uVxeUFDg6+uLmKWVldXQ0JBQKExISEhPT0dM5WWoVOry8jKywI8SX1/fnp4e5MU8MjJSQ0Pjww8/bG9vn5iY0NPTm52dvXnz5qFDhzgcTldXFwiCaWlp3d3dDAZjz549yFt/cnJyd3e3mZkZAAAUCmVubi4rKwuPx//xj38MCgpat26djo5OVFRUeHh4d3c3EnzIxcVFLBYPDg7Gx8enpqYiMcUPHTqUnJzc1tY2OjqKvOmfPHmytbU1Nze3tLS0trb28OHD6urqAoGgp6fn/PnzXV1dMAy/srb6SnR1dePj40+dOpWamqqrq8vhcJhMJovFqq2t9fHxYbFYEAQpa10ffvghBEFsNhsEQS8vLyqVCkEQBEEsFktLS0uZZ0REBDJF18DAICwsLCwsDHFxIpEYFhamTHb8+PHY2Nj29vaQkBDWM86ePYsEAETYuXOnj49PbW3tpUuX8Hi8hoYGFosNDg4+cuQIhUJRNgwi6OjoBAUFdXV1KfuZMjMzUftB+d3w1u1HLBlD1txEMDMze/LkCfJSj8fjVwfKBJ6FY3mD/aioqBQVFXV2diIjifft2zc6Onrjxo3GxkYDA4O+vr709HQkWXd39wv2c+jQIS6X29jYGBoa+jr76e7uzs/P379//969ey9duqSMyQ0AQGdnZ2VlJfK5vb29qakJAABtbW0ajYZUWQgEwtLSUkZGBofD+eyzz+h0en5+vjLk6Oeff66rq7tp06a8vLyGhoZdu3bZ2toiYdByc3OnpqYAAMBgMH/4wx8sLCzWrl0bGxs7Ozubk5Pj4+OjrDnl5+cjQeTewCvtRygUIoWPjY2dn59HnvssFmthYSEhISEkJOTJkydIE9Do6CgS4rOgoGBwcNDCwuLTTz9FekEkEomyV6OxsVEgENDp9MuXL8/PzyNx86Kjo8PCwkZHR69fv44ku3Llyq1bt14uZExMzNTUFFKM8PDwBw8erFmzBonHihRDJBIhAevy8vImJiZ++ojw48ePI78fHo934sQJJpPp6+s7MDBw//79jo4OX19fOp2unHWbnp6elZVFpVKpVOrVq1fz8vKQz5cvX1YONAAAwN/fv7a2NikpqaamJiQkJDQ0FPkBr7af48ePJyQkaGtrZ2VlhYeHU58RFha22n7OnDmTkpLi4+Pj5uZ24cIFpEaYlJREoVCQQE2rgWGYRqPFxcWlpaUhzoTaD8rvibfe+GZj6yAUCslkMnI8U1NTJFgk8ufqt1oMBsPn8/39/V83AVBDQyMzM7OpqWnXrl3ISNm9e/dKpVK5XE6n09XU1EZGRpTdM11dXWVlZchnFRUV5agHpPHtlbP2VFVVu7q6lB5TV1eHeAxCZ2enMsNbt24pw3WrqKggUxHJZPKDBw9cXV1VVVX19fV37txZVlaGuAWBQHj8+PHJkydVVFQ0NTUtLCwiIiLS0tKQp2pmZiYSydvExOTTTz9FVknQ0dH5+OOPX1jsp6KiYmBgQEVFZdu2bS/PSkHw8PB48OAB0iZ26tSptrY2AwODjo4O5LyQhSeQqwHD8Pz8PBL2zcDAYNu2bevWrROLxYiF83i8np4ec3Pzhw8fIkN+RSIREkIbAICWlpaWlpYdO3Zs27bt9OnTWlpafD4/PT3d0NBQKBQqq4kNDQ2IhW/fvn21hZw7d25iYgKZkxQSErK4uLh+/Xptbe1Hjx4h7bQCgQBZIYLH4w0NDSn33bJlS35+PjKa4JWnj6Curl5SUoLkTyKRkJEOXl5eyGIZShITE62trdesWbNmzZrIyEgSiYR8RipAymTBwcEJCQnIohs7duw4f/48MqCDRCIh9qOpqRkXF3fo0CEAAIqKirS1tdc848iRI8plFTdt2hQdHa2lpRUYGEgkEg8dOoTUa3fv3p2WlmZgYLB6TuvJkyfPnz+/e/furKysvXv30ul0Z2fnlJQUJLi70n5UVVUxGMy1a9eMjIxet54sCsr7yW8x9MDd3X1ycpLJZKqrq586dWpycjI0NNTQ0LCvr085OM3a2loqlSJB4V5HYmLiysoKsibN/Py8gYHBhg0bent7Kysr9fX1zczMJiYmgoOD9+3bh8VipVJpa2srBoPZsWPH+vXrL126VFJSYmBg0NjYeO3atdcNPRCJRDdu3ED+7Ojo6O7uBgAAyXB0dBTJcPv27dnZ2X19fQYGBmlpaYgdbt68OSEh4fPPP3d2dlY+ROLj48VisaGh4fnz50dHR7W0tHbu3NnS0hISEmJvbz85OYmMsvX395+cnMRgMIGBgXfv3tXX11dXV6fRaE+ePImMjFzdExYbGzs4OAhB0ODg4Avx2ZRoaGiEhYUNDw9jMJiQkJCFhQWkrxvxocrKyo6Ojs2bN2/bti0vL+/Ro0erK6AbN27k8/kVFRVnzpypr6+vrKzU09OTSqWRkZGGhoZS4Dps6wAAIABJREFUqRQZl3XkyBGpVNrR0aGpqYnseOjQofHx8YSEhKNHj1ZXV3d0dCAr2mVnZ3d0dHC53P7+fiTsKdLVVF5evrCwYGtrq62t7enpKZPJ7OzsvL295XI5DodTVVWdnp5GukwqKiomJyeV9sPj8bS0tCgUypt/Kurq6gUFBRs2bIBhmEKhrFu3Ljc3d+3atWw2m0ajKW/QuXPnbt26deHChQsXLrS2ttbV1SGfu7q6kEUxAADYsmVLRESEss9s48aNcXFxSJBvpf2sWbNGOToRWU/2wjOuX7+u7PtRVVVFRl2GhYWtDr6+bdu2/Px8ZeBwBB8fH39/fwAACgsL9+/fr6amtmXLluDg4AMHDhgbGyvt5+TJk7m5uVu3bs3Nzf3Rdd9RUN4rfqOB166urjweD3npNjEx4fF4eXl5ISEhyPuaiorK+fPnkcXi3oCnp2dBQUFycnJmZmZRUdHx48cBADhy5EhWVlZaWlp+fj7y7+rg4FBYWIgExOTxeEh/8sGDB3Nzc7Ozs1NTU1834EpFRSU2NhaJ+Q8AQEhICPK0fSFDpNPl3LlzOTk5PB4Paer54IMPcnNzMzIyzp8/v7r2FhYWlpubW1BQoOyqMTAwKCoqysjIiIyMVD5VuVxuXl5eYWEhYgZbt25NSUnJyMjIzs5e3QkBAEBoaGhZWRmBQHhz9JeAgID8/Hwej4c0E23atCkpKSk7O1s5ivfUqVPIMPSzZ8+uHojR29vb2tqalJSUlpamDE6K3K+goCAkDY1Gy8vLKygocHNzU+6oq6vL4/FSUlIOHz6clpaGVGKQVsSLFy/a29sjBdbW1s7Ly0tPT09NTeXxeN7e3gAA+Pj4FBQU8Hg8pHairq6enJyMdHgwGIzExERlCblcrpeXV1BQ0OpDv4yamlpFRUVsbCzSlLdt27aSkhLkx8ZkMul0OlJ3TExMVC4zGBQUpFxnj0qlKl+M8Hj8uXPnlDmzWCzlD1VpP6spLCzU1tZWU1NDXnEOHjzI4/FeSLPafg4dOoSsdhgSEoLUWVVVVclksvIoPB4PiUKrxMLCQjkAEomw4OPjExMTo62t/YZrgoLyvoFOO0V5DoPBmJ+f7+3tfcO8lndOQEAAMrThDaipqdXV1fn6+iJ/7tix4+LFi0oPc3d3R14Rzp8/X1paGhERERERUV9fX15ejny+efMm4ovIshTK0XcHDx6MjY1FqnEAAJDJ5Jen6RQXFyvXMnd2dkbeNl5IExERgfTlHDhwIDExEam1bN++/dy5c8j7Bx6PV75eFBUVKe1HVVXVzc3N3t5+dX/qvn374uPjX7eYLArKewtqPyjPMTMzs7a2dnJyQkap/euirq5eWFi4euB1cXHxy6Pt4+Pjz5075+7u7u7ubmdn5+DggHwuKChAAiJs375daTa7d++Oj49fPfieRCK9PBOZx+Mpl381MjJKSUlZvdgEQnBwMB6PDw8Pz8rKWp3hzp07z507p5xvhFBQULDafpydnZFGzn/+qqCgvF+g9oPyO0RFRWX37t3Krng1NbXdu3e/3Fz5uvgX6urqL7fQamho7Nu3b/WWTZs2vRyQAhkXo/zzhV0Qtm7dioQkf3md8m3btr0QHGTXrl0vjLN4ZZ4oKP9yoPaDgoKCgvIOQO0HBQUFBeUdgNoPCgoKCso7ALUfFBQUFJR3AGo/KCgoKCjvANR+UFBQUFDeAaj9oKCgoKC8A1D7QUFBQUF5B6D2g4KCgoLyDkDtBwUFBQXlHYDaDwoKCgrKOwC1HxQUFBSUdwBiP4jHvI6ZmZn5hQf/FvZz8ODB4ODgl7eHhIT87hdT2bJly969e3ft2rVt2zZNTc09e/bs2rULCdOpoaGxe/duzZfYuXPny2GkAQDQ19dnsVhvXiE7IiJiz549yGd1dfWoqChkzfL3GT09PTab/dNX/v5V2Lt3b0hIyJo1azZv3vzCMomqqqrIwuE+Pj7IguhIpFQQBF9YvE5NTW3z5s3Aqlu5a9cu5EQ0NTUjIiJeyHA1rq6uLi4uNBrtd/8v8DPA4/GOjo6vXL7y7WFiYkKn04Fnt3s16urqyAKV4eHh+/btU1FR2bx5s4qKSmRk5AuhbNetW4csB7xx40bk33nHjh3IiZiYmNBotBcyXA2HwzEzM+NwOEgOPxsdHZ2vv/76z3/+83+9ni+++OIvf/37Z49n+5sov3P70dLSam5uNjY2NjIyMjIyMjU11dHRAQCguLgYWUr5dwyVSkXWhO3s7CwuLi4rK0tNTUXcJTw8vL6+/v9n7z2j2srStNGtAEIIgcjRgMk5R5FNMBmEyFlkCQmBhAI5GBNEFhlMTgZMcMKAXZTBJLvKVc42drmrunqmZnrNmrXmu3N71l331/2xb5+lD2x3dfW4u2o+nl/m+OicfXZ4w/O+e7/tp7C0tPSxsm9ZWVmSBT1PY3BwUEdHR15eHsrB/v7+06dH/9ogIyPDYrEk63B/bigqKjIYDFjLx8/PD1YJQiAnJ1daWqqnp8disaKjo21sbGABiOrq6hNVG1RVVUtKSlRVVfPy8mZmZtrb269evQpL6mlpaSHF0QkEQnFx8YmpnpWVRaPRFBQUxGLx31n1/vpBJBJbW1tPKPvPCnNz89zcXGgXJiUlnXi1mZkZl8vV1NRsaWkxNTWNiYmJiYkBAIjFYskymAAAR0fHvLw8RUVFkUg0ODjY0dGxtLQEqy+GhIQIBALkgUVFRSoqKpK/bWxstLOz8/T0rK6u/lu+xcDA4L/+67/+9Kc//V+fxJ/+6//94f23f7X6MdD7tQsUSWCx2LCwsOLiYg6HU1xcXFxcXFlZCQevra0Nls6kUCj/M2zAc+fOJScnx8bGhoSEJCcnw5qwAIDo6OiQkJATN1dXV3t6ep5+SE5ODpTFCgoKcXFxcXFxISEhFAqFSqWKxeLu7u7Y2Njo6OjQ0NC4uLjY2FhogAMArKysioqK8Hh8VFRUdnY2AEAkEn26fuuvBFZWVra2tn+fd50/f35paamysjIwMJBKpcbGxi4vLzMYDElbW15e3svLKy0tLSQkJCAgAPahQCC4dOkShUKhUCiWlpbwTn9/f4FAwGQyfX19AQCRkZFFRUWmpqbW1tbNzc3IA+3t7cVisWQz4MgCAD5tT/wfi4CAgI9V7vhvh5ub28bGRlpa2sWLF2NjY1NTU+/cuePn5yd5j4WFhY2NTWlpqb29fUBAALw4NDSUl5cXGRlJoVAQ1qG4uDg9Pb2+vh62XyAQhIaGWlhYhIaGFhcXIw+k0WiSfwIAKioqDAwMCASCv7//3/I5UP3853/+5398Ev/5f/8/v0T9aKhKy+AJJSUlfD6fTqefKFvyCaiqqnK5XLjOaTQaLJn8uSElJRUXF5eVlZWfn5+bm8tkMmHtZy8vr9zcXAaDIRKJlpeXTU1NcThcSUkJMrQAAD09vdLS0oKCgpKSEi6XW1ZWdrrI2Mfg7+/PYDBQKJSBgQGfz4e1xZSVlTkcDp/Ph9IZIjAwsLy8vLy8HFZlBgDIysqyWKzS0lIej5eamorciUajw8LCEIEuLS1Np9P5fH5xcTF02A0NDZlMJoPBuHnzJiyy6ePjU1dXt7m5SafTORwOg8FAeJiKigqkKLUkUlNT4UuVlJTy8/Pz8/PX1tYqKipyc3MzMjIyMjJyc3Orq6tXVlby8/Pz8vIQrqCmpsbV1RV+0dLSEpfLvXbtWllZWWVlJSz9+bfA1ta2rKysrKwsLCwMuZiRkcHn87lcLoPBkGQMgoODEa/r4sWLcPi4XK5QKIRlzk1MTCoqKrh/BpPJZDKZXC6XzWYLBAJ3d/df0EIXFxcej/cXZdb58+dTU1NpNNqNGzdoNFpaWlp8fDyFQkFuiI+PLykpyc/Pn5iYEIvFTCYzLCzMxsYmLy+PTqdXVVWtr687OjpGRkYqKytraWk5ODiw2eygoCBvb+/IyMisrCwejxcZGVlXV4c8k0QieXh4uLm5VVZWwk8eHBwcGhricrklJSUfXIlYLDY3N7ewsJDNZrPZ7NNcDYL09HQ+n+/j4/PX99nfhNDQULhwEDNLQUGhuLiYy+XyeDxY1h1CWloamTYYDCY1NZXNZnO5XD6fz2AwYI12Pz8/pHPgjGKz2RwOp6ioqLS09JfRJFQqNTs7+y9aYGQyOTk5ubKyEjqvqampSUlJ0J4AAMjIyDAYDAaDQafTr127Vl1dXVRU5OTk5OnpmZOTQ6fT+/r6xsfHdXR0qFQqAMDGxsbMzKyurs7e3t7Nza2goCA6Orq6uppCoSB8LADAyMjIxsaGSqWWl5fDT56bm2tuboYd+EHJ8DPxGdXPxtVYM2P1js7eiYmJ4ODgmzdvdnd3wwpgaDQai8UiRhwOhyssLJQUCubm5v/8z/8MLevd3d2xsbFf/IWfQEZGBmIbQqirq8/MzISHhwcFBcXHx4+PjwMAysvLoX1BJpPhqGCx2MzMzKOjo4sXL8IfKisrNzc3//DDDzk5OYGBgXV1dQwGA/4XBoPBYrHIxPL29paUIACAxsbGFy9eoFAof3//f/u3f3N3d8fhcDMzM0NDQ8HBwXfv3r106RIAICIi4ptvvklISCgsLHzw4AEc9f7+/vn5+YCAgJCQkO3tbSaTicViCQRCRUXF0tISfCkKhbp06dLKykpwcPDExMTo6CiBQEDeLhKJ4D8aGhpKS0s9PDyCg4MvXrw4Nzdnbm4O/4vP509NTTWewsrKyolvqa6uRkpzQkDxLXnFw8Pj/v37ZmZm6urqXC7X398/LCxsYmIiOjo6PDwcVqo2NDSU1Ls/H3Z2dkdHR1Cq7u3tQeeVy+VubW0FBQVBbdfZ2SkjI0MgEJKSknZ2djQ0NOBvxWLx06dPw8LCLl68GBISAtWSurp6WFhY0P+OCxcusFis+fl5Q0PDX9DIzMzM169fnz9//mM3EInEurq6mpoaoVBYW1u7uLjI4/G4XG5VVRWPx+vs7IyOjgYA2NvbFxcXDwwM1NfXV1RUzMzMuLi4pKenw4Wjr68PuRFHR8fKykrIm/F4vOjo6JqampiYGBqNxmKxwsLC6uvrAQDS0tIEAgHepqenFxAQ4OPj4+PjU1VVdenSpaCgoLCwMCi+s7KyjI2Nkdai0ejY2Nj37983NjYODw/39PSc4HkQBAYGvn///pcxNrAW7S/4YWxs7OPHj2NiYoqLi+/fv29lZYVCoa5cuTI5Oenv7x8REXH//v2cnBy4cC5dujQzMwN/KC0tvbu7u7KyEhQUFBwc7OfnB7loMzMzKCIQBAYGBgQEtLW1dXR0/DJPqL+/f319HSmQeBqmpqYdHR1CobCioqKtrW1mZobD4fB4vMrKSoFA0NXVZWdnh8VifX19W1tbm5qa2traBALB1atXDQ0NL1++DNdyVFRUSkoKAIBCoSBB7oaGBgqFwuVys7Ozo6Ki+Hx+dHQ0FHRwmUAxYmNj4+/vD6dEX19fQUFBUFBQeHj438IGnT9//rOon8f3Mu7MU2+sTlxdWIYh5YqKivn5eahyOBzOo0ePurq6YCMwGMzs7GxPTw80LgAAJiYmL168gAWPb968ibABioqKpqamRkZGkvyDvr6+iYkJIkRUVFT09fWVlZVxOJyOjg4yorq6uiYmJtCkheDxeFtbW5LWio6ODo/Hs7KyglxTQ0MDBoMpKiqKiopCoVBwKSI3U6nUw8ND6CHBoX3z5g0kSZWVlaHroKamtrq6ure3h7hK/v7+Dx8+lCS4Kisr9/b2UCiUt7f38fGxg4MDgUD4/vvvofxtamoaGRkBAGRmZm5ubgIANDQ0fvrpJyiAHj58CJtUXl7+8uXLtrY2V1fX4eHhw8PDyclJyWGG7SkuLj4+PkZWiIyMTEdHB+TEKisrzczMVFRU4Hvr6uoQ3VxeXp6QkGB8Cnw+PzExUXI+aWhoNDc3I24uHo9vaWmRJI4xGExWVtbjx4/NzMw8PT35fD683traKjmmBgYGOzs7kqWsZWVldXR0pKSkMBiMtrY2wuNpaWmZmJggOs/Dw2N/fx8Kx2+//Rba9XNzc1evXgUApKSkfP3116urqxYWFmKxeHNz8/79+0hIViQS3blzB/wMqKurFxYWIs4cGo1WV1fX09PT09MzMDBAvldTU9PMzMzY2BgxraSlpY2Nja2srBwdHeFFWVlZLS0tQ0NDExMTJPkCg8Ho6+vb2dl1d3fHxMSQSCRLS0symdzY2JiZmWloaKimpgYAOHfuXGFhoZSUVHZ2dkhIiLq6ekZGRnZ2dkZGhpSUlJGRUVtbG3xgfX29pqamvLw8h8OJiori8Xin1U9MTMzw8PDY2FhxcTFslYKCgoaGBovFgisRQVVV1a1bt5AVBwBQUVF58uRJSkqKrKzs+vp6a2srAACHw5mYmEh+Fw6H29nZaWpqMjExgQEtaWlpHR0d2BWamppIl6qpqZmbmxMIBDweb2BgAL35hw8fXrhwAXmpoqIibAMej9fR0UGkx/nz501MTBCKiU6n37p1CwCgr6//r//6r4GBgQCAb775hsPhAABqa2tfvXp1+fJlDw+P4eHhr776amhoCBmszc3Ny5cv/5wp4erqSqPRkNgYrI17/vx5XV1dIyMj6BGiUCjYNhhRhpCXlzczM7Ozs7O0tISCnkQiaWtrGxsbSwo6AoFw/vx5Mpk8ODhoa2uroKDg4uJCJpN7enr8/PzOnz9PJBKxWKybmxuNRgMANDQ0aGlpeXh4JCUl8Xg8Ly8vAEBsbCyTyQQAaGlpVVdXE4lEAoFQV1cXHh7OYDBycnIQ9cNisQAAHA6nv79/bm4uLCwMTgYSiQQDS2ZmZn+xTwwMDExMTFRVVeGfmpqaiPjF4XCGhoZmZmZ/+tOfPpf6eXS4MTT8/zsuaDQa6cq0tLSZmRkej4c0VE1NbWlpqbe3F05EU1PT0+rH2tp6Zmamrq5ucXGxra1NUVERjUZnZGTMzs5Cb9TNzQ0AEBISsrOzMzQ05ODg8ObNm/z8fBKJlJycPD8/39DQsLm5SaVS4TCj0eiampqNjQ1Y8xiFQsXExIyNjYWGho6NjQmFwo6OjsbGRhqNxuVyzczMoqKiIAmOIDQ09M6dO9DEjo2NffHiRXJycnZ2dnl5ObxBUVGxo6NjYmICtg2+hUKhHB0dBQUFwSsn1I+zszMOh5udnR0eHvb29kahUEhrYQfSaLS9vT1HR0cMBnP//n0Wi0WhUNbW1nZ3dzs7O6ERNzk5OTc3J9lUOTm5kJCQ/v7+jo4OhB45oX7s7OxMTEzgert8+bKFhQXSwg/OttjY2NNxeD6fD4k1AICHh0dpaalkG9LT08PDw9ls9sWLFyWZnNOxH2dn5wcPHiBOZHR09LNnzwwMDNTU1L755hv43rCwsMXFxfr6+jt37uTl5UlLS6NQKGiienp6Hh4ewqEZHR0dGhpycXFZW1u7ffv26uqqrKws9BEPDg4QZQy9n9DQ0ICAgE8wSEZGRmVlZZJ2jLKy8tbW1vz8/MzMzOTk5NTUlImJCQAgJiamrq6up6enra0NKgx1dfXm5uapqSnE7omMjPzmm2/EYvHAwEB/fz90/uBw5+XlwWlDJpMzMzM9PDwAAAwGA+F1ExMTCQSCjIxMXl4eHCA7O7vIyEgWi+Xh4eHp6QklEdKfXC43Nzf3Y+oHej+urq7V1dUeHh69vb2rq6tNTU23bt2C3YgAjUY3NTXdvHkTqhAAwLlz5548eQINl6tXr46NjSkrK7e0tIjF4ubmZphmAgAgkUhbW1srKyuQx3ZwcHB2dn758iWZTMZgMLu7u9AcsbGxWVxcHBgYSEhIaG9v7+zsxOFwKBQqKSnp8PAQ5vgBAOrr6+/evQsACAoKevHihbW1tbS0NJvNnp6ebmxs3NjYgKwUsnDodPru7q6VlZWUlNT+/n5OTk58fPza2tr+/n5zczNcOAsLCwjXAr2f5eXloKAg2Pkfg5+fH4vFkrSf3Nzcvvrqq5GRkatXr05PT3d0dGhoaGAwGDqdXllZOT09XVhYCOeYk5OTWCy+fv36+Pg4tJUrKysPDw+bm5vn5uaEQiGikmH+CFSrgYGBDAZDU1NTUVGRw+HAgSASidAcVFdXZzKZUB9HRER4e3tXV1draWmlp6dDwxeutaysrJSUFC6Xe1r9SHo/NBotMzMzISFhZGRkeXm5paVla2vr034/gUAoKiqamJioqqqam5uDhmxycvLu7q6dnZ20tLRYLB4eHra1tf1f/+t/fS71s797c3hk/BOtlISamtq1a9d6e3vRaLSuru5p9RMSErK7uxsREUEikfh8vo6OjpKS0tdffz04OJienr63t3fjxg34qLa2tv39fRqNNjQ09Pvf/97W1lYoFN66dcvAwMDX17egoEDSya2pqdnc3IT2CIPB2NjYKCwszMvLKy8vhwEJS0vL2tra4OBgxJZEYGBgsL6+DpUNlUp99uxZTU1NZ2dnS0vLpz82IiLi6OgIukRVVVX7+/sAAC8vr7dv35LJZAAAFostLCy8c+cOtNEQwC+FsR85ObmNjY2hoaGRkRE/P7+JiYn+/n5429jY2Pz8vOQPdXR0hELh1atX6XQ6YqNB9QO5OKh+jIyMoMcgqX4EAkFLS0veKYyMjEASWRIEAoHD4djb2zs6OhYXF0vyMMrKytBpEwqFPj4+MTExMCZEp9MXFhZYLFZeXh6DwUDsVkdHxwcPHkCWgEKhvH371sDAQFVV9dWrV1CwFhcXb29v29nZ2dnZQZsd/pBMJh8eHiJtGxwcvH79ulgsTklJKS0tvXv3LuwBPp9/eHiIqJ+goCBI4k9MTHR1dSFWmyQsLCzKy8tP8PvKyspff/11bm5udna2n58f5JkBAPb29jk5OQKB4O3bt7Gxscj9GRkZL1++hOQbhUJ59+4dtF5fv36dn58PAEhJSeHz+YGBgW5ubkwmk8fj+fn52drampmZycrKMhiMkpISExMTHx+fnJyc1tbWycnJ3NxcRElUVVWFh4d3dnZKNjIzM9PT0xPmyPF4PCqVmpWVVVRUhKgfCHNzc8Te7+zsxGAwVlZWhYWF0ERDgEKhoGaCekVXVxdRPwsLCx0dHSEhIcfHxxwOh06n/9M//RObzQYAkEikg4MDaHcODg4uLCx4enoeHx97enpiMJijoyO4lCYmJq5fvw4ASEtLOz4+lnx1XFzc4eEhJCeampp2dnYAABcvXnz//r21tTUejx8YGJifn1dWVo6KipKMhubl5T148ACGk0kk0hdffNHb23vlyhUfHx/YYHjb3NwcpNwBABgMJiUlBUZ0rl+/zmQyPxi99vX1ZbFYJ3ICyWTyu3fv/Pz8uFwumUx+8+YNTJUOCgrKysrq6up68eIFtFEgent7b926BeVSQ0PDgwcPAAB+fn4//PADdJRZLBaPx7O2to6NjS0sLCwrKzt//vyFCxcUFBSMjY1LS0tZLJaWllZsbGxmZubs7GxTU1NBQQF0egAAra2tYWFhDQ0NyBtVVFSYTKadnV1lZSVUP7m5udHR0QKBAFE/SJ/n5eUBAPT19ZuamgAAFy5cSEtL+4SJZm5u/vLly9bW1vT09CdPniAaPSMjY3FxUSQSTU9PKysra2pqfkby7Wh/fXRsCr4YrijYv9HR0R0dHbm5uScaDTVQY2OjmZnZixcvoPi4efMmIlWdnZ3T0tJqa2shlamlpfXw4cPu7m6Yr4V4GG1tbQcHBw4ODkpKSlFRUVACRkVFFRQU8Pn800n69fX16+vrZmZmVCrV1NTU0tIS6nbY1wAABwcHoVDo5OQk+SsLC4vt7W3Eh6NSqa9fv4YyCxHcCgoKFRUVIpEIiXkiiI6OPjo68vHx4XA4Dx8+BAB4eXn97ne/c3FxweFwtbW1Tk5OBgYGm5ubyCuSkpLu37+PGL8EAuHWrVuvXr1qamqSl5dfWlpCeIOxsbET3g8Eh8N5+fIlInAxGEx3dzfk5Wpqauzt7Q0NDaH6aWlpQcg3oVBYVVUVfwpisVhSqiJQUFBgs9ksFutjW3nKysp8fHxCQkKSkpLi4+OTk5NnZmbS09Pj4+OTkpIkyTpra+vd3d2kpKSQkBAoppWVlV+/fp2VlQVvCAkJyc7OhkwCvOLt7b27uyvZsP7+/uPj47m5OQ0Njfr6+u3tbSQQcnh4iPwQgb+//08//XQ6ecTc3Ly8vPw02a2srHx0dJSXl5efnx8UFLS2tlZdXU0mk3d2drKzs/Pz89+8eRMeHo7cn56e/uzZM+g/RUdHv3792tjYWFlZ+enTp/C7IiIiYLjRxsYmMTGRRCJVV1eXlJTAV+Px+MzMTH19fTKZzOVyp6amIiIiEhISFhcXoaVsamrK5/P9/PzgcouLixsZGYGLSCAQRERE8Pl8CoWSnZ3NZrPDw8Ml1Y+VlRX8E4vFtre3w86pqqqSZL0gsFhsS0vLjRs31NXVFRUVnzx5kpmZCQBYXl7u7u4ODg5+9eoVk8mMjIwMDQ01MjICAMjJyR0eHpaVlcFBmZ2d9fLyOj4+hu7yw4cPofczMjJy8+ZNAEBqauqzZ89OBMkSExMPDw/d3d3Ly8uhmA4KCnr//j2MhuLxeCqVWlRUJMnc0mi07e1tyVV5586dV69e1dbWEolExFwAAMzNzX0w0lxdXf3kyZPT8zkwMLC4uFgymArh7u7++vXrwMBAgUDg7e399OnTqKiopKSke/fuUanU5ubmJ0+eSE6knp4eqHEBAPX19ffv34cPf/Pmjb29PQ6HS01NheoqMDAwMDAQaoL09HTYJH19/dTUVBinbGtra2tri46O5nA4fX198JleXl4CgQCKTRhQWFpagtRCU1NTWFhYYWFhTk4OhUIpKys7oX4SEhLgtESoEQDA4ODgB+0zCDMzs2fPnjU0NEDJLLmUtra2fvrpJ7iF4DOmHtyZpwYHui4srvB4PA0NjYWFhY2NDSj6Kyoqjo+PYUgL7+d7AAAgAElEQVTjBJSUlKanp9fW1h4+fFhQUKChoXH37l2YGJqamtrX16emplZfX7+7u2toaEgkEvf39/l8vqysbHV1NbSwiETi5OTk9va2JOPc1dWVl5dnY2OzsbEBbTrJl2IwmJqamvv379++fZtEItnb2zc2NkZGRnZ0dMDAgJycnFgsRh6IQqEcHBy2t7eR0AVMLfv++++9vb1VVFSgOAAAqKur37t37/nz56ezmQEAFAplb28vOjpaJBJdu3bt9u3bLBZLVlZWRUXl2bNnzc3NCgoKV69eXVhYgJPgzZs3wcHB1tbWGxsbXl5eaDT65s2bMzMz+vr6qqqqW1tbra2tsrKympqaS0tLN2/e1NTUhJHDhoaGxsZGDQ2NlpaWe/fuKSgoyMjIqKioqKmpDQ4OTkxMXLx4MTc3FwZjTExMcDicUCg0NTWF7aysrPxgtnFSUpKkgYnAw8MjIyMjMzMTYeFOoKKiAjp5CEQi0cfirnZ2dvfv38/Pzy8tLb1x48ba2lpTU5OysjIAoLa2VigUGhsbLywsTE9PYzAYBweHFy9esFgsaMpAJ6mrq2t7e9vS0lJRUXFoaGh1dZVAIGhoaDQ2Nj558sTCwgJmGeTm5l65ckVDQ4NGoz19+hSRVgAAIpFobW1dXFyM0E2SgONVVFSUnp7u5+e3tbVVW1sLx0tPT8/MzOzp06e5ublSUlJoNFpDQ4PD4bx9+9bV1ZVEIlGp1B9//NHMzExVVfW7774rKChAHisrK6uoqFhQUNDY2AgpWVlZWZiwDm/AYDCVlZVwmNBodGNjI5LFJxKJEBfN0NAwKioK+u7q6upGRkZNTU36+vpEIlFVVdXY2FjSWbewsLh06VJERISjo2NDQ4OlpaW8vHxxcXFAQICUlNSJnAIpKamWlpbFxUVfX98XL14wmcyioqLV1VUdHR1/f/9Xr145OztraGgMDQ3BDF0jI6OHDx8KhUItLa3p6enBwUFXV9dnz57BbODt7e2WlhYYdhoYGOju7p6fnz84OJCMlEAkJSU9ePAgMjKys7MTLpy8vDxZWVlVVVXokbu6uu7t7UE9l5GR8erVK19fXwcHh42NDWdnZywWu7m5eeXKFV1dXQ0NjS+//PLSpUsEAkFTU/PmzZtLS0uampqysrJYLFYkEtXU1GhoaIjF4vX1dUl7X1VV1d/fn06nnzZfAACenp4//vhjcHAwk8n08fF59+4dhUJpamra2toiEAgJCQkvXryAaZMyMjKampqTk5P37t3T1tYmEAhNTU2PHj0CAISEhPzhD3+QXEQkEklVVbWhoYHNZkMKxNLSUjJJR19fv6amBkotMzMzJMtDQ0MDIW9QKJSNjQ2LxYI6Rltb28fHp7KyUktLS05OTl1dPTg4WDLTOi4ujs1mUygUJyen5uZmLS0tGRmZS5cunTt3TlpaGlJ8ampq09PTN2/ehI6pkZHRkydPaDSarKxsS0sLtEtIJJJYLBaLxcnJyffu3XNzc9PR0fkssR+YeK1MQhkZmY6Pj3d1dfX29iLrQUZGRl5e/mO+m6amJofD8fX1HRkZEYvFTU1NUO4rKCg0NjaKxeK+vr74+HhowDo5OY2MjHR3d/f390MnPSwsbGpqanJyEvIY4M/aYmxsrLW1tbu7G5GqkkChUGVlZXBzZW1tbVdXV3d39/7+flxcnLq6enFxcVBQUE1NDbwZj8d3d3dLRjVMTEyGh4dHRkY6Ozvb29unpqZgYAONRsvJycnLy38s6Tw1NdXX11daWnp6ehp5IBqNdnBwGB4e7urq6uzshGGD+Pj4hYWFy5cvd3d3X79+HTLgpqamPT09IpFILBbDpevh4TE4ODgwMDA4ODg4OIgse/i04eFhmPljZ2e3sbExOTmpr6+voaEBzTdXV1cul+vm5lZYWAjlO8RfpX68vLzYbDYOh5ORkSkpKflganJFRYUkmY7D4To6Ok5v4Ubg4+OTkZGBQqFaWlp6enqQoxYMDQ2Hh4fb2tr6+vrganR2dl5cXGxubm5ra1tdXc3IyAAAKCoqtrS0iESijo6O/v5+LS0tHR2dnp6evr6+4eFhSN4CAEgkUltbW09Pz5UrV4KCghAbRU1NTSgUdnd3I/nuJ0AkEicmJlJTU6GG6O3tZTKZ0tLSLBZrYmIiKyvL399/ampKR0dHQUGhvb29t7d3eHh4YGAgMzOTTCYvLS3p6uqSSKT5+XnJeJi7u/vo6Ki5uTlUzK6uriUlJfb29oiexuFwvb29GRkZLi4udDrd1NQUcvpFRUWJiYkwYRJCSUkJSXGsrq4OCgpiMplQlaqpqUmyysbGxvfv3y8sLPTw8FhYWJiamoqNjZWRkWlsbPTx8ZGM10Kg0ejq6urh4eGhoSHYddBIl5KSysjIGBkZGRwcLC8vh0sYZu6RyeShoSGxWKypqYnFYikUyuTkZFlZmaOj49TUlJeXl6GhoY2NjYyMDI1Ge/funWSWHQK48R6Px1+9ehUx1TEYjL+//+TkpEgkam1t1dTUBACkpaVdvXr18uXLPT09q6urUJpbW1v39fXB6dTQ0IDH4319feGSgWvHy8sLhUJZWFhcuXKlq6trYGDAxMQECU8aGxu3trZeunTpY3lf1tbWy8vLLi4uMjIyBgYGi4uLFy5cwOPxTU1No6OjQUFBNBoNsqMODg4w7Aff7uvrm5qaCmkMV1fXa9euIQmoAICMjIz29nbIXhCJRB8fHy6XC+UDhJGR0eTkZFBQkJOTU0FBAbKm6urq4uPjJUUW5F3gLGpoaIAsAiRCAgMDS0pKkDupVOr29nZ0dPSFCxc2NzeHhoZsbW3V1NSqq6uDg4NhFFZNTW1ycvL69etwXWMwGD8/vytXrojF4s7OTihM0tLSJiYmYOOzs7N7e3sdHR0/S+znN3rqAYS1tbW2tvaFCxeSk5M1NTWFQqGFhQWBQBAIBH/7rpRfD0JCQiS3TNva2paWlsL5FxISQqfTkVQioVBYXV2dcAo9PT2SuRimpqbZ2dmSG2sIBAKTyaTRaJB7QXBa/XR2dn5C/fwDYWRkJBQKbWxsZGVlmUxmSkpKYmIi0gOJiYmJiYmnD6r5bwSZTE5PT8/Jyeno6JCURAiamprW19fT0tLgeJ0/f14gENja2tLpdMTF1NXVhTyMra0tn8+XkZGxsbEJDg52c3MzNzdHqCcAgI6OTkhIiJOT097eXkNDA2I2xcXF1dfXI3T0Z0Vubu7du3fj4uJ6e3snJyc/QfL8Q+Di4iIQCOTl5c3NzYuLizMyMiQXRUpKyi9LEP/5CA8PT0tLKyoqunz58ulVo6KiAu0GZFuIk5MTk8m0sbERCASILg8PD4eRtvDw8JycHABAaGiog4ODm5tbUFAQdBwhXF1d3dzcqFTq48ePYd42AIBAIGRnZ/f09Eimt/y1+LzbTn+j6sfBwUEgECQnJyspKfF4PMTw19LSKisrO3Gcyf8MkMlkgUAguc4DAwORzVjV1dWtra25pzAxMQEzbVRUVOAeN2j1Sz5ZRkamqKiIzWZXVVUhKc51dXVI/hIAAIfD9fX1/ToP3TE3N0eUtIKCAp1Ol+yBvLy83NzcE6dp/e0gEAhsNpvP5wsEgoKCAkgGnL4tLS2Nz+cXFBTo6+u7u7tDelkoFEItRSQSORwOjNkQiURvb283NzehUIhkdgAAAgICKioqYC7yCbi4uJwIafD5fCRE/7kBI7U5OTl/twMFfj68vb2hXwUAMDMzY7FYklOCTqfHx8f/tx/hYWBgUF5ezufzS0pKcnNz2Wz2aadQRkaGx+Ox2eyCggJlZeWkpKTw8HB3d3c+nw+70djYuKKiAk4PPT09BweHiIiI/Px8pLVoNBoG6T94jNCJo08IBMLo6ChUXb/4o87UzwdgZGQkLS1NJBJPMHWampontlX+zwBMaD5x0cbGBhq/BgYGHzxaVFFRERI4cnJyoaGhyJo8DWhTI3Tr+fPnJZUNGo02MTH54Cv+z4S0tLSfn19gYGBQUNAnzgqBOz+QPy0sLLS1tSUjJSQSSTK96vz585KbdSCsrKx+fsN+2TbbM/ztUFFRuXjxIjyx4mP3SElJBQYGIiOOwWDMzc1htg5yz4k5YG1tjZAckr/6ma0iEonIVoFfgDP1c4YznOEMZ/gH4Ez9nOEMZzjDGf4B+C2pH7hjFImnneEMZzjDGX67+C2pHycnp8PDw+Xl5f/GZ57hDGc4wxn+Ifi86kdLXUZeXkFbW/t0WPsE1NTUtLW1JXNyPojR0dGlpSUtLa2/+MAznOEMZzjDrxmf99SDyDDP4eGx+vr6mZmZuLi4j+XwoFAoJpNZX18/OTmZk5PziQKuIyMj9+/fb29vX1xcjI2NPau9eIYznOEMv1F8LvUDz3zb27mxdv12QkLC6Ojou3fvPpGi5+XllZKSIhKJXrx48YmjvKempmZnZwEADAbj+fPnkqcOn+EMZzjDGX5D+Lzq58H968srN9LS0mJjY8PCwj52yk58fPzW1haNRmttbX3y5MmJHfKSmJqaggc55+bmPn369Ez9nOEMZzjDbxSfV/3sbK+Ojc8AAEJDQyXPQzyBoaGhe/fuAQCio6PfvHnj5OT0wT3DeDx+cXFxZmZGXl6ey+V+9dVXn9jneIYznOEMZ/g14/MW2/Z0t+zs7Onp6VlYWAgPD//YtnYlJaXOzs7x8fGIiAg6nd7b2/tBPyktLW1kZMTNza2jo2N6etrX1/d06YQznOEMZzjDbwKfN/NNR1MWhULJyMj8nPNU8Hg8dHpgzcrTN8Dz6gEAMjIynziJ5AxnOMMZzvDrx29p388ZznCGM5zhfwzO1M8Z/jqg0WgsFgvdUMyfgfwvCoXCnMLHTv/V19eH9dQ/gYSEBMlayykpKb/CI5BPQFdXFxYb/HsCg8FkZGQQCIQPVu2DF728vHx8fAAAcERgVZgTdyKDBYcSeZqsrGxaWhpCY5x+i4ODg5+fX3h4+IlK5GcAAHh6esLytX9P6OjowArfpwcLGeW4uDhYTBbek5SUdOJQWsnFi0ajJRe7oaEhUt/9g2s8NDTUyckpISHhYztkztTPGf46hIaGDg0Ntba2TkxMdHR0dHd3NzY2wmJiVCoVXjyBiYkJWFv3BFAoVGpqKiyp/jF0d3fb2dlhsVgYDuzr6/v1SzcCgZCbmwsr3f19gMVis7KyYAklMpksWdgbAIDBYFgsloqKSmZmZnZ2tqKiIovFAgCUlJScGBdYn0lWVjYsLAwO5djYGCxVSSQSBwcHoRzBYDCFhYUnEn9iYmI4HI6Ojk5zc/Ovs3bGPxBqamq1tbUnKvx+VpBIpKKiImi6xcbGnigXqaOjw2Kx5OXlGxsbnZycnJycYN1IsVgsae0BAMzNzeFezJKSkuHh4Y6OjsnJSfghbm5ujY2NyAMZDMaJmH1lZWVQUJCLi4tQKPxgIz+v+jHQO5uFv20oKCh4enqSyWRbW1tPT08TExM0Gi0tLQ3LZWKxWCwWq6CgAE2n0tLS1NRU5VPIzMyEddClpaXd3Nw8PDzs7OycnZ1dXV35fL5YLCaTya6urra2tmQy2dPTE6lerKGhAQszu7q6FhYWAgCampp+nVXpTsDCwiI0NPTv8y4lJaW2traamhorKys3Nzd/f/+RkZHc3FxJk1NJSSksLIxCoVCp1JCQEKg58vLyKisrXV1dHR0dkUoKHh4eQqEwJycnIyMD6qHKykp1dfVz5861trYiz7S0tJQsUgcA8Pf3z8vLAwBkZWWd5QSdRkRExAfrLH8O6OvrT09Pp6WlWVhYkMnkixcvXr161cvLS/Iee3t7MpnMZDLd3d2pVCr0azs7O5OSkpycnJydnWH1LywWm5eXR6PRqqurHR0dZWVleTxeQkKClpYWmUyurKyET8NisXFxcXw+X/IVRUVFsEAwrCZ8Gp9X/WhryKBQmPj4eFgV5jeByMjItLS0tLS04ODgT9+pra2dkJDwVx3/o6iomJiYGBYWBqsipqenW1pa/szfmpubx8TESEtLKyoqxsXFQScAhULFxMSkp6dHR0cjd5qammZmZmZmZko+HFZITEtLOyEWnZ2dJeXUxYsX09PTk5KSYKkxPT292traioqKGzdudHR0xMTEGBkZpaWlXb9+PT09PSEhITo6Gro+AICSkpIPFiPx9/dnMpkAACKRKBAIqqqqrl27JhaLy8vLhUKhQCCoqKhoamq6ceNGRUVFTU0Nsj2ZTqdDQ97R0XFxcTE1NXVmZobBYGRnZ//tZWdVVVXT0tIyMzMll6W3t3dGRkZKSkpcXJxkt9jY2CBFU6ytrWNiYpKTk1NSUmg0GrQW1dTUMjIyUlNTU1JSUlJSkpKSEhMTYWnUxMTEX1aiUE9PLz4+XrJYywehoaHB4XAYDMbKykppaSmDwSgsLEQqzQMAvLy8UlNTKRRKe3t7R0dHXFycn5+frq5udnZ2fX19Y2Pj3bt3Q0JC3N3dlZWV1dTUQkJCcnJyIiMjLSwsfHx86HQ6g8GIjo6ur69H+oRIJMbHxxsZGWVlZcFPvnTpUl9fX0pKSmpqalBQ0AebGhoaGh0dTaVSExMTT5SZkURAQEBiYuJpYvBzw9LSEi4cST0RHR0NF86Jw46dnZ0RKtLLy4tKpaakpKSlpSFrx9LSMjs7O+XPSEhISEpKglMrOTn5Y1W6Pw0nJ6eIiIi/mHjl4uJSWlpaUVFx7do1JpNJp9PZbDZClKHR6KioqLi4OEhX8Hi8+Ph4W1tbU1NTNptdV1fX39+/trZmZWUFCUMnJycPD4/y8nJbW1szM7P09PS4uLiysrKIiAhJt8bMzCw4OJhMJiNTYnBwsLa2Njk5OT09/YP16z6j+tlciNPRJJRw+D/99NPc3Nw/fI+OpaXlp51fFArF4XBu3bpFo9FSU1Nv374tuYZPIzg4+D/+4z8+Uf3pNJSUlEQi0e9+97u6urrMzMzOzs7a2toP3mlmZgbrVCIoLi7+/vvvFRUVbWxs/vjHP0ZFRQEAampqlpeXs7Ozb926VVFRAQCws7Pb2tqqrKzk8/mbm5twDRcXF9++fRv5LjqdDp9JpVKvX7+OuMz5+fk7Ozs5OTkTExN9fX2SRTxbWlpgSWkul9vb2xsfH5+UlESj0ZaWllxdXeE9dDp9dHRUcArj4+PZ2dmS31JZWWljYyN5hUQitbe3S14xMjJaWVnx9vbG4/G5ubmpqak0Gm1ubo7NZtPpdEgmKCsrw374a6Gjo3P16tXe3l5Y1zkiIgIAEBkZ+cUXXxQUFKSmps7OzopEItgzLi4uW1tbiEiqrq5++/ZtYWEhjUbLz8+H5Qc1NDRyc3NpfwaUYunp6Ww2+969e+7u7r+gkbGxsf/+7//+CSmMxWILCwt5PF52djadTl9bWyspKcnPz4dlN6uqqqDE8fb2Li0tvXbtWltbW3t7++rqKoVCiYiIKCoqAgAoKirCEtqenp4cDgc6lwwGg0qlVldXR0ZG5ufnFxQUREZGSqofCGNj45ycHCidGxoaBgcHaTRabm4uNHEuXrx4ojZjUlLSq1evRkdHp6amOjo6PiZGw8LC3rx5IxaLf0GnWVtb/1VLEoGrq+sXX3wBjaH19XU4PwUCwfXr1+HCuXPnTlZWFrw5JSXl2rVrSPtXV1d3dnZoNFpWVlZ6ejo0yGxsbOh0+okpkZaWJhKJlpeXJasC/nx0dHS8ePECoQdOQ1NTs7y8nMViZWVlVVZWLi8vw+HLycmh0+l1dXXOzs5oNJpCobS2to6NjfX09LS0tNy5c8fOzo7H40FTzNvbG5INcXFxiONSW1sbERFRVlYGNSifzw8PDz/Nqnl4eCBTYmho6NKlS5mZmQUFBR+cxp932+nEaMfC4oqdnV1ra+u1a9eUlJQwGIycnJy0tDQajcbhcEjASkpKikQiQZ+dSCRiMBgcDgf/lJaWhsOMxWJlZGTk5ORkZWUlywATCAQFBQXEmIK/lZeXh+ISAIBCoUxNTbe2toqKihQUFD42eGg0+osvvujq6gIAUCiUr776anFx8YN3olAoeXn5c+fOeXp6StLcRCJRQUHh01nmZDL53bt38GAhPB4PnRg8Ht/W1rawsIC4XGQy+ejoSDJcWVBQ8O2335JIJEtLyzdv3kBb7NmzZ1Dr1NfXf/HFFwCAuLi4169fKyoqYrHY9+/fQz7kiy++6O3tBQBER0c/evRocnLS2tpaLBbv7OzcuHEDWUWOjo6wYUlJST/++COMSUK0tbXBMyZKSkpgjAFG10tLS+GfAAAmkykQCHxOoby8/IQi19PTq6yslOw6gUBwQiFFRES8f//e2dlZV1cXqfF8gnzT1NTc2dmRjLLAeQXJQBwOh4yFtLS0goICMm3s7e3fvXsHF9v29vbg4CAAoKenB25/tre339zc3NnZsbCwaGxsvH79+ldffYVw4kKh8ODg4BNDLImcnBzJ2pFSUlJw9sJVAC/i8XgSiSQvLy8Z9peXl9fT00OoSMh5ysnJKSgoINQWGo12dXW9cOFCX1+fUCi0trb29PQMDg7u6+vj8/m+vr7Q/UWj0VlZWZqamlFRUQkJCRoaGsnJyXFxcUwmE41Gq6urwzkPAGhtbTU0NMRisXQ6nUql8ng8WIw5Pz8fqh80Gu3n59fX19fT0wO1l+R4wcmGoKysbG1tTUVFRfLz9/f3WSwWiURaW1sTiUTwOlw4kpTd+vp6d3e3goICHo+HV04LBAAAFoslkUjwTyKRiEaj/f39j46OJA1NLBYLhYPk3AAAyMrKKigoICdM0mi058+f4/F4IpH4448/pqSkAAD29vaam5sBAAkJCY8fPx4eHra3t+/p6dnf35cUDlevXh0ZGflLcwEAANTV1el0OtInKBRKWlqaQCDIysrC9sPrcKAlJRVkuS0sLJydnWE/nBZ0sBO8vLwCAgLm5ubi4uKsrKz8/f2DgoJmZ2cTEhJ8fHx0dHRQKJSmpiadTicSiTwez8rKysPDIzIyks1mw7Lr/v7+kEaTl5fv6uqCCUQ1NTWhoaHFxcWpqalxcXE8Hg9RPzk5OWKxeHBwEJpxCEpLSz9t8X9e9fPNV/f6B0YAAOnp6VAmGhgYzM7OrqysGBsbLy4u1tTUyMnJqaqq9vf3j4+PR0dHczic9vZ2CwuLra0t+DETExP19fUAACaTefv27cHBwfHx8dnZ2YsXL+JwuKCgoImJicuXL4+MjMDTelJTUzc3N7u6uiYnJ9lsNoFAwOPxXV1dT58+nZ2d7e3traqq+iA3jUajb9y4UVdX5+Xldffu3YODg9HR0Q/2Gh6Pb2hoGBoaWlpagma4nJwcnU4fGRnp6ekZGxs7Eb6TREBAwOvXr6lUqqenJ2I7yMrKTk5O7uzsIHF4KSmp1NTUg4MDmKoETqkfqKgWFxdHRkZMTEyIRCJMCcPj8fDgcA8PjydPnsA+vH79ekNDg6en5927d/f3969cuSIrK2tgYNDf37++vn7CpLW0tKyqqlpdXZU8gBxRP8XFxQEBAaqqqpD6Ly8vR2YYh8P54Gzz8fGBsW5J1NTUQF4YAKCrq9vc3CwpUy5cuJCSksJmsyMjIxMSEhB+r6mpSdInQ6FQXl5e+/v7NBoNXnF3d9/d3bWzs5OSkrp58yZUe+bm5sPDwy0tLcvLyykpKTgcTkpKCn6dtrb2gwcPOBwOAKClpWVlZcXc3HxlZWV7e3tjY0NdXV1PT4/L5T5+/BhJeaiurn79+jWZTLawsPjEobeKioqlpaWIawgAwOFwo6Ojs7OzV65cGRsbGxoags8MDw9vbW0Vi8V1dXVQuRKJxObm5qGhoatXr0Kvy9XVdWNjY2BgYGBgoLW1VTL9LzQ0lEKhAAA0NDQCAgKCg4PRaDSdTkfOTkxOTrawsAAApKam+vv7AwCcnJxgGoK/v7+BgUFZWRm8U15e3sjIqKSkJDMz84PqR0pKSkFBwdDQ0MPDQyQSubi4DA0NTU9Pd3V13bhxIzc3V7IH5OTkurq6lpaWkCEjkUj7+/vwdb29vbdv38bj8Tk5OcPDwyKRqK2tDTKN0tLSq6urd+7c6erqmpmZsbKyOn/+/JdffglNrpmZmaqqKgCAioqKWCyemJiIj49nMBijo6NQFWVnZ+/v77u5ucGX5uTk3L59W0ZGxsbGZnd3F07R4ODg8fHxtrY2xH2XlZWFRHpAQMCTJ08CAwNRKNTGxkZ5ebmfn9/du3cPDw/7+voIBIKBgcHo6OjKygpiLqytrd26dcvS0tLY2Phj8wEAYGhoKBQKJXkgY2PjmzdvjoyMjI+PT05OXrp0CdpkdDq9ubl5dHSURqNBBWlhYQGFZH9/P3TKMzMzoaCbmppisViSFjmNRnN0dAQAGBgYJCYmmpiYkEgkmFQCAJCSksrLyyMQCBgMhsvlwnVNpVKjo6NLS0t1dHRCQ0NhvgkGgyEQCGFhYSkpKSUlJR9TP+rq6gYGBjQaraioKCoqanR0dGZmprOz8+7du59mUD+v+rn/xcrC4kp4eHh7e/vh4aGmpiYajU5PT3/z5k1ubm5nZ+e//Mu/xMbG1tbWbm1t4XC4xMTE4+NjQ0NDXV3dd+/eJSUlAQA2NzcHBgYAAHV1dV9++WVwcDCHw8nJyTk6OrK3t//yyy/7+vqoVOr+/v7KygoAoLCw8MWLF6qqqo6Oju/evYNi2tLS8vnz5xkZGTgc7mMiA41GLy8vDw4ONjc3JyQkdHd3z83NfazjpKWlw8LCfvjhBzibjYyMNjc3W1tbZWVlKyoqYMs/CH9//6dPn/b09PT19V25cuUTYwMASEpKOjg4gEb6CfUTFhYGAJCRkamsrFxfX0f4NAhnZ+e9vT2YdolCoa5duzY8PNzU1JSQkNDR0QHPzQMAiESijY0NyQ5RV1dvbGxcXl5mMBiI4QlOqR8VFZWWlhbwv6ufwsLC2tra8FO4dOnSCbsYAEAkEktLS83NzRdRSRMAACAASURBVHV1dcvKyiTz2eTk5LKzs9FodEFBQUREhLe3d1hYGHzUxMREWlpaeHg4hUJBMkQ9PDz29/fhgvHx8fn973/v5uYmLS397bffCgQCAACbzd7f33d1dXVzc2ttbYUxVQCAtrb2+vo6Ej5tamq6c+eOQCAoKSnJy8s7PDyEcjMzM/Pp06dIC6Oiojo6OhoaGqampi5fvvzB2IyKigqfzz/BucnIyOzs7NTW1ubk5FCp1JmZGTgBYIynoKDg5cuXkN6BRnFcXNzvfvc7SJr7+vr+8MMPvr6+cnJyX3/9NTROvby8srOz09LSTExMoqOja2tr09LS9PT0DAwM5OXli4qKEhISDAwM7O3tw8PDGQwGTEH09vZGo9EoFKq4uJhCoTQ2Nko6KCEhIbGxsTQa7YPqB5kqampqIpEI+hPd3d26urrOzs4sFusEx47BYLq6ulZWVqBkV1RU3N/fhzJrYGBgcnLSw8PjxYsXfD4ffizkoqWlpTc3Nzs6OnA4XFtb261bt5ydnY+Pj6Fxtr29DU2fS5cuPXjwAIfDhYaGvnv3zs3NDdEHmZmZe3t7MOTG4/GePn2Kx+OdnJx+//vf+/n5oVCooaGh1dVVPT291NRUgUCA/NDT03N/fz82NhYAAC2Ynp4ekUhEoVAGBgYmJibgbT09PWtra8ivmEymSCRqaGhYXl7Oysr6YFjLxMSkrKzsxDGVFhYW3333XUJCgkAgCAwM/OqrrwoKCgAAjo6OCQkJdXV1L1++hBIcdnVLS8vBwQG0xjgczvPnz5WUlNzc3L777jtoWERERLBYrODgYDc3t4SEhJaWFpjpQyKRLCwsuFxubGysurq6n59fYGBgS0tLY2NjZGQkkhfX3t4Or0s2Mi8vLyAgoLS09GPqB8LPz4/L5WKxWF1d3d7eXhwOR6FQkpKSENvxND6v+tm+e23t+u2ioqLR0dG9vT04NWNjY1+9elVcXKykpMRgMCwsLHp7e+/cuQMAiIqKev36tba2to6OzqtXr+Li4gAAt27dgrOtqqpqY2PD19e3sLAwJSXl6OjIwcFhe3v7ypUrDAYjIyMDGkd0Ov3x48dycnIWFhbHx8chISEAAGNj41evXn1CK8ABnp2dffPmzcLCgq6uLrQ9P3G/n5/f8fExElXW1NRks9mFhYUBAQGf+JW/v//bt29h5NzX1xdelJKSggLIysrqxP2JiYmHh4dOTk40Gu3Vq1dYLPb8+fM//PADTJlNSUlxcnKytbXd2NgoLCyEXp2Li8ve3h5kDwAAKBRqZmbmzZs3i4uLurq6/f39CwsL8L9aW1s3NjZOs4WZmZnHx8eSxH17ezuUxRwOJyAggEgkQsamoqICId/odPrAwEDRKQwPD+fk5JzuChKJlJ+fz2azT0QIELBYrPDwcCqVyuVy4aMWFhbKy8uLiop4PJ4ke+7u7n5wcBAZGenq6vrjjz/C7n38+DGiWuLj42EMFgl06enp3b59u66uDnlIQ0PDmzdvdnZ2bG1tmUzmw4cPoZORlZX15MmT0+e1u7q6/uEPf4DLXhKKioo8Hu90vEdGRubu3btCoTAtLS0sLGxsbKyvr8/IyGhhYeHy5ctQmiDRBQBAWFjY69ev4bd4e3sfHx+7urqi0eijoyO47GH4DQDg6OhYUlIiKyubm5vL5/OhWykjIyMQCOzt7X18fCorK2Ess6ioaGVlBaYCOTk5FRYWJiUlQXHp7e1dU1MzPj4Oez4hIaG0tDQ6Ohr2fExMTF1dHaJ+dHR0Wltb4b9FIhF095lMJlyzkpCSkuru7l5eXlZRUZGSkjo4OICN7+vrW1pa8vLyevr0aVNTE51Oz8jIgKsJi8Vubm62tbXBQblz546zs/Pz589hnA/aeQCA9vb23d1dAICvr+/bt29P5BZnZGQcHBzY2NgwGIwnT54AAMzNzX/88UcoJTAYDEypgAnHEB4eHgcHBwgDgcPhlpaW3rx5MzMzo62tPT4+PjU1Bf+rr69vbW0NnAKTyXz9+vXpOLeFhUV5efnpeW5ubv7y5cvIyMji4mIvL6+joyMajebu7r6+vs5ms0Ui0fPnz6EfA1FbW3v//n04h4uKir7++ms8Hm9ra/v27Vs4D4uLi+E/YmJiUlJS5OXlORwOm82Gas/Q0LC8vFxfXz8uLq6zs3N+fr6goKC6uhqheS5evMhisZDMkbi4OEgXAQCam5vDwsLYbDaNRktJSamqqoqMjJRUP0FBQVwuF/w5FRNe7OjoMDExOd1REJ9X/Tw63LgyOgkAyMvLe/nypaamJgqFSktLe/funWRcwcbGZn5+vrm5eXx8/NGjR+fOndPR0Xn9+nVKSgoWi11fXx8cHESj0XV1ddvb2xcuXGAymZmZmV9//bWDg8PR0RGDwQAAZGVlQRnHZDKfP38uLy9vbW39/fffwyioiYnJ69evYeZJZWXlx8i31dXV69evw1kyPz//CfWDxWJDQkK+//57Ly8vLBZraGjY0dFhYGDg7+//6NGjxMTED/4KhULBX0EL1MTEBM51OTm5nZ2dP/7xjydC9BBJSUk7Ozvx8fF9fX19fX3j4+Pd3d3q6uo4HA46UgCA9vb2g4MDNBrt7u5+dHSUnp5OJBJ7e3uhhltZWbl58yb8rrm5uYWFBRQKhcViu7u7t7e3kb2KMHiDxWJhPYtz586h/oze3t4rV66Eh4fn5eWFhoZmZGRAcqOsrAxRPyUlJYhClQTM0j59XU9PLzc3Nz8/387O7oPdVVRUdGILyycSr11cXHZ2dmB8dWpqCvI2cOrT6fSCggJlZeXx8fH5+Xkikaitrb2xsXH58mVpaen6+noYPWpubn706BE0Nquqqh49eqSsrIzFYgsKCl69emVoaAinDYVCEYlEOBzO19f3/fv3CDsKQSKR2Gy2pMhAAL2fqqqq9PT0iIiI6enpzs7OqKioP/zhD+fOncPj8S9evKDT6dCmxmKxVCr1/fv3Tk5OGAwGej8eHh5SUlKPHz+GAT8IeH94eHhDQ0N8fDxMoc7IyJAk6DIyMhAasLm5GUm7ampqQqSDjY1NVlZWf38/NHHOnTvX3Nxsamqqq6trYGBgZGTU0tIiqX7q6+s9PT1dXFyqq6uNjIwwGAyTyZTMwESAw+HEYvH8/LyJicn+/j6Xyw0ODr537x5MuH///j2cS0KhEHIVeDx+e3u7s7MTi8WKRKLbt287OTlBexSLxd69e1csFqPRaFNT05mZmZaWluHh4W+++eZ0bhWNRvvyyy/j4uKGhobEYvHk5GRra6uampqsrOylS5cCAwMtLS3v3bsHTRAfH59Hjx7Fx8crKSn19/e7u7uj0ejbt29fu3YNWh7Ly8uTk5Nw4QwPD6+vryPHgHE4nJKSEiwWW1pa+s0330iy1mg02szMjM/nf9DGgt4PlUotKSnx8fF5/PhxampqVVXV0dERAMDb2/v9+/fQjoHvbWpqOjg4UFRURKPRJSUlz549IxAIDg4OP/zwg2SmLmwVi8USCoXx8fEwOg7pAQh5eXkWiwUdejk5OSTrB4VC9fX1Ibf5+PiUlZVBG87CwsLe3r6+vl5XV1dTU9PExMTLy0tyHgYFBUHV5ezs3NTUBDunpaVFsoIBHo+vrq7u7++H6SGfV/3cvjHd1t4NAMjMzNza2iISiQYGBjMzM3fu3IE8FWyTnJyclZWVsbFxYWHh8fGxmZmZlJRUQkLCwsJCU1OTv7//4uJiUFBQfn7+6uqqqqqqkpJSenr65uamkpKSv7///Py8WCxeWlqC8w95l5mZ2d7eHozeS0tLJyQkzM/PLy0t+fj4fGwfvr29/fj4eEtLC+SUP5anD2M/o6OjN2/eHB0draqqIhKJxcXFi4uLIpGov7//Y+a8trb2lStXbt26NTg42NHRsbi4CIMiaDRaV1fXyMjoY/v18vPzExMT5eXlb9y4MTo6CnleDAZDJpPn5ubEYvHs7CyUmxQKZX9/v7m5uaen5/Hjx5B/s7Gxgd/V3d09NTWlq6trZWU1ODg4Nze3vLw8MjICgwc2NjZLS0tisfjq1atRUVFSUlJGRkYzMzNwo5mDg4O2tjYejzc0NGxoaHB0dMzJydHW1kaohpKSktOuAAAgJCTktPrR09MTCoUaGhokEonH432QIz6tflpbWz9RNSogIEAoFEpJSfX29m5tbSHp/lZWVouLix0dHePj48nJyVJSUlZWVru7u93d3a2trfv7+5Dz0dDQ6Ovra21t7ezshPsk4GG4ExMT169fHxkZgelA586dGx0dHRgYmJ6eLiwsRDh3HA6Xk5MzMDDwQR0MAJCSklpcXCwvLyeRSEQiEQY85OTkBALB3NwcpMLW1tYsLCywWGxzc/PY2BicYCwWy83NbW9vz8nJSUpK6vbt25L9aWNjMzExERwcDGedurp6bm5uVFQUMi4oFGp0dJROp2tpaaWnp1+4cAGG2eLj4zMzM4VCIRJ+R6FQbW1t8Id5eXkJCQkwSAC/rqOjA1E/qqqqm5ubQqHQxsYG+tNZWVlKSkqVlZVkMhlahJKQkZFpa2ubmZlZXl4eHx+/du0atAtlZGTodPr09PTAwAASNC0pKRkYGPD39+/v75+fn3dzc8Pj8ampqQsLCw0NDYGBgdeuXYMFXKDcyMzM/O677z42hSgUColEgpEzyCdjsdioqCiY+zA+Pg7le1JS0oMHDxobG/v6+h4/fgxXhLOz88TEBBQI4+Pj2traTk5OQ0ND8/PzkNCGHLijoyPcSzA/Px8cHIzQCfLy8nV1da2trR/zAIyNjXd3dyMiIpSVlfX09La2tlJSUpSVlXt7eycmJhITE5lM5vj4OA6HMzIy6u/vn52dXV1dHRkZCQ8PT05O3trakpWVtba23t/flzSDKBTK4OCgk5MTNEG0tbW5XK6ketbR0VlbWwsKCtLW1i4sLESaV1JSkpycDHfpQVhZWVVXV8N/CwSC2NjYlJQUOA0cHByQ/wIA+Pj43L9/Pzk52dzcfHV1dXR01MvLS1NTUygUenp6pqWlAQCIROLa2trTp0/hcSefd9/P/9fenUdFceZ7A3+6m6W7gbbZd2igm2YVaQFBNgFR2XeaRWWRHQRlVXZBZF8VcUs0buCWcUMURRM1meio0URn4pbMkpkz99y5Z06SuTPvzZzzvu8fz6TSA4Imd0glzvdznj+6q2vrarq/VNVTv3K0N6Z/yrTDD/mm/4ZAIFiwYAGTAYWFhW+//baXl1dDQ8Pk5CRzkH3BggX0gA/tPqCmpsacjdDQ0GDSSyQS6enpMS/RZXE4HC6XKxQKVXd0xGLxHAciKS0tLT09PdUZzsThcMRiMe02IxaLmcwQi8X6+vpznI7m8Xh0qgULFujp6TGddl4Fna1qby5KW1tbT0+P+RGkW0ksFuvq6gqFQmZkoVBI3xfdbhoaGvr6+nTD6uvrMxtTIBDo6ekxfWnU1dVTUlLooXDKyMiosrJSKpVqamrGxsZmZ2czb6GkpKSqqspvhk2bNqn2fNPV1Q0JCamoqGBCWiQSbdiwITw8fFpFg+8aP3T7EEJ4PN60e+by+XzV98Xj8QQCAf3LEQqFzEemoaFBtxLtdMThcOhjPp+vq6vL9ERSU1PT19dX7QRhYGBQVFQUERGhp6dXXFy8bNkyf39/ZgvQajf0L59JBYFAQFeSWQohZMGCBXR76urqMn9gIpGIx+Mxf8wCgWDa3xjd//bz84uOjt6zZw/tvzRNSUnJ5cuX8/Ly6B+2SCSqqanx9/cvLS1lDiCLxWLaCdDExKSlpcXMzMzNzS0lJUUmk5mamg4NDTHLNTAwyMvL8/X1vXjx4ltvvWVjY0O/WVlZWRs3bmS60qnicrm6urq0a5lqZy36ZvX19Zk/JJFIRBekr6+v+oVlvmva2toCgSAjI+PcuXNeXl7l5eXvvPPObKf96Wz5fP60Yx60tw7zl08ra+jq6orFYvprQ4dP+0FgvjhCoVBfX5/5laBfHNW+ajY2NtXV1S4uLgsXLiwuLg4KClL9UgQEBNAzlNO+pHRtNTQ0DAwM6EYQi8UcDkddXZ1uDeYLS7/pL/yho+/a1dXV398/Ozt7165dM/+T1tfX7+/vf/vtt5nuapaWlg0NDZ6eng0NDcw5Kl9fX9r3b+HChfX19RwOJy4uzt/fXy6Xe3p6trW1MTP08PBISUmJjo6+efNmU1OTgYEBn8/ncrkbNmxoaGigx+VoBWrmLc9v/FiaaZFXk5eX19TU1NzcPHfXEWCXXC6vra1VveQzKiqqoKCAfus2btx49OjR2hnGxsbofoNQKMzKyiopKeno6Jh2fFwgEDQ3N2/YsCE/P5/pGlBTU8NcK0ft3Lnzx1l0Ry6X03+ECSG6urp1dXV1dXXMFqCX0/7L15zH4yUkJGRkZNALjLq6uuj/mNMEBQVlZ2c3NjYGBAQEBgbm5uZKpdL169fTC8toHxB6BFUgECQmJkql0pqaGtVPOTw8vLKyUrXmGyMsLGzaJSzV1dXMOZL5lpWV1dzcvGXLlpknTVkXHBzMHIN1cXFpbW1V/VI0NDRs3Lhxjmtvvx99ff2MjAx69Wt1dXVnZ+fMfXEul6tUKnNyctra2hwdHVNTU8PDw+nZKbob5ODgUFtbS3tO2tjYREREeHt719TUqB7OXbt2bXl5+bRLcank5GTV96WlpfXWW2/RTkDToOYbfAdyuXzm93zZsmU0ftzc3JjkUGViYkJ/y4RCYXZ2tkKhmG3+1tbWhYWFTCEJV1fXaYcxfXx8VDuY/pvj8XhJSUlZWVk5OTkv3PIU7cXOPF26dKlMJmP6JRNC9PX1/fz8mKcymWzaNViEkICAgFfcU+dwOKozhx8SreyXmZmp2qViGi6Xm5KSwhwn53K5fn5+zs7OTE99QoiTk5Pq9Wo+Pj7TSpFyudxpZz3noK+v/8Lzu4gfAABgAeIHAABYgPgBAAAWIH4AAIAF8xs/Fqb/KDHElNKjt1BkFs/lcpmX1NXVcZsQAIB/E/MYPxfHEn29nbq6+rZt27Z3796AgAAejyeXy0+dOkULxixatOj06dP0eoju7u6Ojg56GdfcFaMBAOA1ML9VD65cOv6z0+ejo6P37dv36NEjMzMzNTW1uLi4S5cupaam0lsh0Tp6N27ciI6O7u3t/eyzz1Q7/AEAwGtpfuPn+rXTZ89NVFRUFBUVZWVlMZcEV1RU/Nd//deePXvo04GBgZs3b1ZWVpaUlOTm5s5xBQMAALwe5jd+fvHBpT179xNC3N3dy8vLaaUNDw+P8+fPb9q06ezZs7SkysjIyIULFwghUqm0urqauepw2bJlbW1tBQUFzPkhAAB4PczjuZ+J0YTYqMA39x/s6+s7d+5cQUEBn8+3t7efmJigJVjCwsLeeeedgIAAW1vbgwcP9vf3/+xnP6upqWGqPBUXF3/66aenTp3C2SAAgNfM/PZ8MzXii8W6lpaWTMEGPp+vesMlExMTekROJBJZWVkxJYopWlxvtgL7AADw04XrfgAAgAWIHwAAYAHiBwAAWDC/8WNr/eJ7dwIAwL+5H+J2c97e3tNubvgjJxaLp93c4oV0dXV/cm8NAOBHYh7jZ/J4soEub/WarD/+8Y/Dw8Mvvcv1fDMzM3uVWyJqa2vv2bNHqVS+dMyIiIivvvrq1e+5BAAAjPmKn3tXMidGE7raN588eZref37nzp0sdqE2NDQcGxvLz8+fYxwOh1NYWDgyMvL06dOwsLCXztPY2Dg2NtbAwOBft5oAAP8u5rfqwf27V0d27SOErF279smTJ3p6ejY2Nrt37x4ZGbG1td2+fXt+fr6amhqfz29padm3b9+KFSvS09Pb29vlcvlbb71Fbwfb3d1dXl5OZ3LgwIH+/v6hoaFdu3YpFAoej+fu7r5jx4729vaOjg56K/LY2NiDBw/29PTs3r07JSVFTU1NIBD09/d//PHHhw4dGhwcrK2tfWFpbQ6Ho1AoMjMzHz16FB4ePsdWEwgEW7Zs6evr6+vrk8vlhBB1dfWYmJgdO3YMDg62tbUx5YVmcnV17enp6ejoaG1tZX2PEACALfMbP+9e/dnhI8fc3d23bNly69YtY2NjDQ2N9evXP3nyJCkp6eDBg7/97W+joqKqqqquXLliZWWVnp7+0UcfeXh42NjYfPbZZ/QG9VNTU7Q6XGtr63vvvZecnNzQ0FBeXj41NeXq6joxMTE8PBwVFXXjxo2DBw8SQtavX//48WMHB4fQ0NCHDx8GBwdzudylS5d+9NFHhYWFFhYWJiYmHA5nti3i4uLy+PHjueOHy+WampqmpaX97ne/8/X1JYTY29u/88477e3t5ubmO3fuzMjImG1aLS2tiIiImJiYd999t729/Xt/cgAAP2nzGz9TkyfOj1/asmXL0aNHr1+/bmpqSghJSEj45S9/2dTUZG1t3dXV5eXltXPnTlrzLTIy8vHjxyYmJubm5o8ePUpOTiaEnDt3bmhoiBDS0NAwMTHh7+9fWFiYlpZ2+/btxYsXX7169fDhw3V1dTU1NatXryaEFBYW3r17VyAQyOXyp0+f0iCxtbV99OhRamrqS7eIh4fHJ598Mnf8UMuWLXv8+LG3tzd96ujo2NbWlpqa6unpOdsk2tralZWVhw4dqquru3nz5o4dO17lQwIAeP3Mb/z8/OY4LTmal5f34MEDWlMnMTHx8ePHNIqo0NDQ8+fPV1VVDQ8P37lzx8LCwsrK6vnz5/Hx8YSQy5cv0/hpamqanJxcvnz5xo0b165d+8EHHyxevPjevXs5OTmEkLCwsKSkJEJIUVHR/fv3RSKRq6srcxbHwcHh+fPnsbGxwcHBhYWFc9QwXbhw4bNnz0JDQ1+67QIDA58/f65QKAghVlZWlZWVenp6ERER169fj4iIeOEkjo6Of/zjH2NjYwkhFy9eHB4epsM1NDQyMzMrKirc3d1f7YMDAPhpm9/4ufHOmd173iSEFBYW3rlzRywWSySS0dHRW7dudXR0CAQCZj0UCkVoaGh9ff3Dhw9lMhmfzy8rKztx4kRTU1NKSsr58+eDg4PLy8uvXr1qYWEhkUjy8vJu375tYmKSnp5+8uTJrq6uycnJVatWMcsSiUQuLi6/+tWv6EAtLa2ysrJjx46Nj48rlcoXxg+Hw6moqNi7d+/777+/f//+hoYGoVD4wq3G5/Pr6+vfeOON999/f+/evdXV1QYGBt3d3SdOnGhubh4bG6OZNJOWllZpaenJkyebm5vp+6J33tPW1r527dof/vCH7Ozs//VnCgDwEzCPHa8vn1D6eMmNjY0JIWKx2MrKisPhCIVCmUxmYWEhlUqZ8//FxcUjIyNGRkaFhYW3b9+2s7Ojw+VyOT2xL5FIDAwMFixYYGlpSV+iM6SPpVKpk5MTU8mUvsTlcjU0NCQSiZaWFvNu5XK5RCKZY3PY2dnJ5XIzMzOZTGZvbz/bzb95PJ69vb1MJjMzM5PL5VKplA50cHBwdnZ+aV84e3t75n3RC4y4XK6ZmZm1tfUcfRYAAF4n83vZqZkx/1VWQktLq6Wlpa+vb3h42MfHZ45+AQAA8HpAzTcAAGAB4gcAAFiA+AEAABb8ECVHHR0d+fxXOgn0YyCXyz08PJydnV86po6OjqOjo2rXhpcSCoVubm729vbfaSoAgNfP/JYc1VvAiU9Qfv75593d3Zqamuy+VX19fXt7+zlG4HA4sbGxZ8+ebWlpefvttzMzM9XV1ecYPzw8/M9//nNAQMCrr4OJicmePXsePXq0dOnSV58KAOD1M78lR5vqS0+ePL1mzZoDBw50d3ezeG8CkUi0f/9+eoHqbLhcLr2OhxBSXV394MGDuWukGhsbp6en057lr87f3//Zs2ceHh7faSoAgNfM/F52+uDeNVpyNCMjg5YclUgk/f39nZ2dEolk27Zt6enpHA6Hx+NVV1fv3Llz2bJlMTExzc3NUql0+/bt/v7+hJCmpiZaqTopKWloaGjbtm0dHR19fX2Ojo4cDsfBwaG7u7u1tbWhoYFW8AwLC9u+ffu2bdsGBwejoqI4HA6fz+/u7n748CFNwaqqqtlKjnp4eDg6OhJCWlpabty4MVte0stO29raGhsb6VVKPB4vJCSkp6enu7u7urpaQ0Njti0eEhLy4MGDkZGRvr6+3Nxc9DIHgH9P8xs/16+dfuvgUalUWldXd/v2bSMjI4FAUFVV9fTp06ioqJMnTz5//nzVqlVlZWVTU1POzs6rV6++d+9eQECAra3tb37zG1rD7dq1a/v27SOEbN269datWxkZGa2trZs3b75w4YKTk9OZM2d27twZGRl5/fp1Wpm0rKzs6dOnixcvjo2NvX//fkBAAJfLDQ4OfvDgQVlZmYODg62t7dw/+llZWVNTU97e3rPV5uFyuVKpdN26db///e/9/PwIIXK5/Pr1621tbfb29ocOHcrKyppt5suXL//Vr34VExOjUCju3Lkzx5gAAK+xeS85On5hsr29/dixY9evX6c13+Lj4x89etTa2iqXy3ft2uXn56dacvTJkyfGxsbm5uYPHz58YclRPz+/goKC1NTUO3fu0JKjR48ebWpqam1tLSgoIN+UHNXU1LS3t3/27Bktv2ZjY/Po0aOUlJSXbpHs7OybN2/OVjVHVWBg4JMnT5iSox4eHr29vdHR0XPXbVu+fPmTJ09cXV25XO7du3crKytfuiAAgNfP/MbP+zfO05KjBQUFH374IY2fuLi4Tz75RLXkaFxc3KVLlwoLC/v6+u7evUtLjn722WcxMTGEkKmpqYGBAUJIU1PTpUuXQkNDKyoq1qxZ8/Of/9zDw+P+/fv0jE5gYGBUVBQhpKio6MMPP6Q13548eUJLjjo6On722WfR0dFeXl5r1qyZreZbZmbm5OSki4uLq6trWlraHMfQCCF+fn7Pnj1zc3MjhJiZmeXm5uro6MTHx1++fDk4OHi2pxzxzAAAGztJREFUqXx9fT///HM61YMHDzZt2kQIUVdXj4uLy8rKcnJy+u4fIgDAT8/8xs8H7114c/8hQkhJSclHH32kq6trZWV15MiRBw8etLa2qvbG9vb2Tk5Obmtre/DggVQqFQqF9fX1Y2NjNTU169atu3DhQkBAQHV19Y0bN2xsbBwcHAoKCu7fv29ubp6fn3/ixIktW7ZcvXo1ISGBWRateP38+XN66wSRSFRfX3/kyJELFy6sW7fuhfHD5XInJycvXLhQWVl58eLFe/fuicXiF241Pp9fWVm5Z8+ee/fujYyMlJaWmpiYjIyMHD16tKam5vTp0/QmQDMZGxsfOnRo27ZtWVlZg4ODY2NjNG+0tbVv3rz5pz/9KTc393/9mQIA/ATMb8nR4MBF1tYSQoihoSHtKaCjo6NQKORyuZubm5qaGl2JoqKi7u5uPp+fmZn54MEDmUxGCOHxeB4eHosXLyaEODs7m5mZGRoaOjg40EmMjIyYHYVFixYtWbKE6VRtZGTk6OjI4/EEAoGLiwvTe43OcO4LeiQSiYuLi6enp6urq52d3RwlRxUKhUKhkMlkixcvprsyGhoanp6e3t7eTF3UmYRCoZeXl4aGhqWlpZ+fH603Sr45meTs7Exv2AoA8Nqb38tOTY1e6VoffX19egvtffv2hYSEzPajDwAArw0U3QEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfv6JUChk7umgSi6Xa2tr//DrAwDwukL8/BN7e/u+vr6Zw/v6+hwdHX/49QEAeF0hfv6JlZXV2NhYfX19bW1tbW1tW1sbvYNqR0cHc586DofD6joCALwO5jd+rC10CCEGBgZmZmbf6T6ePB5PV1dXU1OTECISiX6YA1+amprr168PCgqKjIyMiIiIiIgIDg6WSCQCgaC1tfXNN9/cvn37W2+95eXlxeVyTUxMNDQ0foC1AgB4Lc3vzbZ1RWRZUOj4+PjAwMCxY8d8fHxeuOvA4/HMzc1Vh0il0g8++CAuLo4QcuzYsa6urvl48+bm5qrrw+Fw5HL5gQMHGhoa6uvrBwYGtm3bRggpKiqKjIzU19dPTEzcunUrn88XCAQjIyO7du0SCoXzsWIAAK+9+Yqfe1OZE6MJBbnKs+cmYmNjCSEHDhz44IMP6I20Fy1alJSU5OfnR1dCU1Pz1KlTzFNCiFwuf/z4cUpKCiFkYmJieHh4Pt58T09PeXm56hAbG5vW1lZHR0cLCws+nz80NEQIqaysDAkJIYQEBQVVVFTQMY2MjEZHR5FAAADfz3zFz90rGROjCffvXt295026pMDAwJiYGLq30dnZ+dVXX506dYpZj6ysrPfff9/X15c+tbe3f/jwYXJyMiHk3LlzNAYIIUlJSZs3b25sbFy0aBEdYmxsXFVVVV1dnZubyyyooaFBqVRaWVnV1dXZ2dkRQvT09DZu3FhTU7NhwwYtLS065pIlS65fv56fn8+shkQiaWxsdHR0LCkpcXR0bGhoWLhwYX5+/rp160QikZ+fX21tLTOyvr7+6Ojo9u3bmRkCAMArmt/4ufnu2T17989cqpmZ2cKFC21sbFQHZmRkvP/++/7+/oQQmUw2M35SU1Nv3boVHR1dXFw8Pj5ua2srEAiOHTu2Z8+e2NjYq1evtrW1EULs7OzOnz8/Pj6+fPnyZ8+enTlzRi6XDw4Onjp1avny5W+++WZnZyfdCSOEuLm53bhxo6CggD6tr6+fmppqbGwcHR09fPjwsWPHTp8+HRsbW1dXFxAQUFFRYWVlpbrOurq6586d6+3tVVNT+9d/OAAAr6/5jZ97v7iya/cbdEmGhoZmZmb0sVAo1NPT09HRmbY2mZmZ77333uLFi42MjD7++ONp8aOjo9Pa2lpdXe3g4CCTydTV1U1MTG7dujU6OtrS0rJv377W1lY6n/b29g8//HDdunUxMTGTk5NWVlZSqXT//v3R0dFubm7GxsaqC1UoFNevXy8qKiKEhIaGNjU1eXl5SaVSBweHXbt2SSQSPp9fUlKiVCqZI2+MjRs3njlzRqFQoDscAMB3Mm/nfq5kTowm7BredvrMON3L6e3tfeedd+hux9atW//jP/7j6NGjM1do9erVk5OT+fn5T58+jYyMJIScP3/+zTffJIS4uLgEBgaKxeJdu3Zt3bpVV1fX0NDwk08+ofsuixcvDgwMpDPp6ekZHx+nj7lcrpqaWnBwsL29vb+/P92bmZYWHh4e165dq6qqovtPLi4u8fHx2traLS0tzDg7duyYtotTU1MzNTXl5OT0L/s0AAD+bcxjz7dLx5JMjTTLK2rGx8dLSkrGx8dLS0u5XC755hx+fHz8C9dp9erVFy9eHBoa2rdv3/r16y9duhQdHU0ICQsLu379enFxcW9v7/Hjxy0sLNTV1dvb248cOVJUVDQ1NUVP/3h7e09NTd29ezcqKorOUFNTc+vWrefOncvLyztz5kx1dTVdDVWLFi26efPmL37xi6KiopycnOPHjw8NDZ08eXL58uWEkNDQ0IqKCtoBgc6wsbHx2rVruBYVAOD7md/rfsxNBISQVatWxcfHM7/dr0Imk2lra0dHRyckJCxZsoQZvmjRosTExLi4OAMDAzpEXV09MjIyISEhICCADnF2do6IiFixYsXSpUtV5/nS1ZDL5atWrYqNjY2Pj1++fHlqaurx48fd3d2jo6MzMzNtbW0HBweZhUZFRclksld/RwAAoGp+48fWWsz2G/w+li5dGhoampaWZmNjExISkp+fTy+ADQ8Pz8nJmXnKCgAAvisU3XkBgUCQnZ3t7OxsbGyck5OjesonISEhKCiIxXUDAHg9IH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFiB8AAGAB4gcAAFiA+AEAABYgfgAAgAWIHwAAYAHiBwAAWID4AQAAFiB+AACABYgfAABgAeIHAABYgPgBAAAWIH4AAIAFP0T8GBkZmZmZ0eVpa2vb2dlZWFjo6OjMsVoikcjGxuaFL+no6NCXeDyeq6srM1xDQ0Mqlc4c38nJSVNTc7YFSaVSDQ0N5imXy5XL5bONbGxsbG1tPcdqT8PlcmUyGY/He/VJ6FRSqfS7TgUA8NPyQ8RPWlpacXExIUQsFufk5Cxbtmzz5s2BgYGpqaleXl6EEHV19eXLl9MV8vHxMTQ0dHJy6uvre+Eae3l5bdu2jRCioaFRUFAQHBxMhy9YsOCNN97gcDjTxg8KCkpPT5/t/Q8NDZmamjJPExMT6+vrFQrFC0d2cnKqra21s7ObbW6BgYF6enrMU4FAsHPnTpFINNv4s9m9e7e6uvp3nQoA4CdkfuPH0kyLEJKYmJiTk0MIcXBw6O7uJoQ0NjZ6enqWlJR0dnYSQtTV1VNTU2NiYnx8fNavX29sbFxQUODu7v7CNXZ3d29qaqKPzczMBgcH6eO1a9cyUcThcIqLi5ubmzdv3lxeXn7p0qWOjo7a2tr6+vq6ujpdXV1mbj09PSYmJvSxUqmMiYkxMjLasGHDkiVLXrh0mUxWXV1ta2v7wld9fX0rKioWLPjHIUd1dfW+vj6BQPDqnwchJDExsaCgICUl5TtNBQDw0zKP8XP5hNJ9obWBgWFWVtaGDRv09fXt7e17e3uFQmF9fb2rq+vChQsbGxuZVcnKyqqqqhKJRAYGBidOnGhra+vu7u7u7h4eHi4pKSGEaGtrGxkZhYSEtLe3GxoaamhoGBkZubi4GBgYGBgYeHp66urq0mN6HA5HoVCEhIQEBQV5enq6ubl5enr6+fmFhob6+Pjw+XxCiL+//8DAwIULF/bu3ZucnBwfH19QUGBsbCwSiZycnOrq6pYsWaIaVIyWlhYfH59pAzU1Nekhvq6uLktLS7pKFhYWO3bskEgkBgYGhoaGampqc38YXC539erVaWlp2traSUlJGRkZOAQHAK8r1fj54osv/vu//5uJHNWn3zl+7l3JvDiWONTf3Nc/dPjwYRonCxcuHB8fX7lyZVlZmZ+f39DQELMf4+vrm56evmbNmpKSkoKCAgMDA21tbS0tLWNj44CAgP7+fkJISkrK7t279+7de/r06e3btzs5OVVXVx85cqS3t7e3t3f//v179+5VPc5mamqqVCqZpytWrFi8eDHzVFtb28PDo6WlxcTEJCwsLDw8PDIyctu2ba2trUNDQwEBAUVFRZs2bZq2vfT09Kqrq5cvXz7t4JhCoSgoKBCLxVpaWpaWlgMDA/39/QMDA+fOnRscHOzr6xsaGrKysprjk+DxeKmpqVFRUcyQsLCwNWvW4CgcALyWmPj54osv/vSnP/3617/+29/+9uc///mLL7746quvPv300y+++OL7H3yzk+hyuTylUllQUEAIsbOz27p1KyFk06ZNEonE2tqaxs+yZcs2bNhACElNTT116pS5ubmfn19MTMzKlSsFAoG5uXl7ezshhMvl8ng8Ly+vlpYWuvYODg49PT1cLpfL5Q4MDJibm3O5XBcXl5SUlPj4+Pj4+JGRkZ6enri4uMrKyrGxMTpQqVT6+fkRQurq6oKCguzt7QkhEokkISFBqVR6eHjQmbu7u2tpaU3bXjk5OUqlsqGhQfWMESGEw+GUlpZmZ2fTp3SVtLS0+vv7FyxYQJ/O/UkkJydXVVUlJSXFxMSsWLEiJiYmKSmpsrIyLS1t7gmNjY1XrVoVHBwsFApf9nEDAPxYMPHzl7/85de//nVNTc2jR4/+/ve/f/3112fOnGlra/vrX//6/eNHYikihCQkJKSnp/v7+3t6eo6OjpaVlR0+fLi5ubmzs3PLli2EkLCwMPpDn5WVFRERweFwTpw4UVxcfPz4cV9fXyMjIxo/lLu7e3l5uaenp62trampKe2GQAjp6uoyMDAghHh7e2/cuDEvL2/NmjUpKSlpaWkZGRmrV69WKpWrV6/Ozc0tKyuLjIz08vLKzMy0tramfRzKy8sHBgaqq6u7uroWLlzo6ura29s7LWMIIdnZ2atXr25tbVXtYkC5ubk5OjqGh4er7q/09PS89ABaWFhYY2NjRESElZVVaWlpSUnJ2bNny8rKSktLra2tV65c2djYqLpXNE14ePh//ud/fvLJJxKJZO4FAQD8eKjGz+9///u0tLT8/PxPP/303XffjYmJaWho+J//+Z/vHz/mJgJCSFxc3NmzZ2NjY42MjJYtWxYTE7N///7y8vLY2FgnJydmVZycnOihOYFAQLsk5OfnBwUFGRsbq8bPokWLzp8/n5eXZ2VlJZfLu7q6BAKBQCDo7e2VSCRML2oOh1NZWVlTU1P1jerq6sbGRqajQVZW1pEjR1paWi5durRy5crCwkI/Pz+xWLxp06bs7Oy1a9fO3MVxdXWtrKw0MzPz8PAoLS194Qbdv3//8PBwW1tbW1tba2vr+Ph4Z2dnW1tbR0dHQ0PDC3dQ3NzcwsLCVIeovl9CyMqVK2frjEcI0dXVXbJkiUKhmKN/OQDAj43qwbcvv/xyfHw8Pj5+w4YNWVlZeXl59+/f/8tf/vL9ux4s8ZC5LfI4ffp0ZWWlmpqaSCTq6ekZGhoaGRnp7Ow8fPhwQkICXQ+FQpGTk1NdXR0TE6Opqbljxw6pVLplyxY/Pz8mfoyMjJydnfft2zc0NKStrZ2VlXXw4MEzZ8709/f39/efPXt2//79zLkfmUy2e/dui3/W3t4eERFBR9DQ0DA1NXV1dT106JCzs/O6detOnDjxxhtv1NfXp6amKpXKxsZG1fhRU1OLjY0tLCwkhGhra3d1dal2TBAIBFKpdPPmzSEhIQ4ODg4ODjY2NsHBwQMDA+7u7g4ODo6Ojvb29nPsCamrq9vZ2dnZ2Tk6Ou7cudPV1dXOzk4qlb40VHg8nlAoFAqFMzudAwD8aKl2Pfjyyy///ve/T0xMxMfH5+bmPnz48Ouvv/5fdT3YMdiSl1eYnp6ekZFBCOFyuf7+/lu2bDE3Nw8KCqqtraWdkr28vCorKzU0NNasWRMfH8/j8c6fP9/b2zs5Oenj48McfEtNTd26devKlSs3b95MCOHz+fb29sPDwzo6Ojo6On19fVKplPZqI4RIJJJdu3b5+vou/Yavr29vb29ISAgdwczMzNPTMzg4eHx8PDIysqCgIDAw0MDAYPPmzenp6TPjx9TUtL+/n+YHh8Px8fGhRw4pmUw2ODg4MTHh6OhIhxgZGW3cuHHu7gaqTE1Nu7u7u7q6uru7z5w509PT09nZ2dvba2lpOfeEK1asePbs2e3bt199WQAArJvW8frLL7/8+uuv33777Q8++IDJnu9/8M3CVEgISUxMzMvLYxbp6uq6fv369PR0ZlcgPj6e7knk5uYmJSWpq6tHR0cTQnx9fWmJhI6ODmZyd3f35uZmQgiHw4mLi4uNjaXDu7q6DA0NmdEsLS1HR0erqqoqvlFZWTk6OhoQEEBH8PDwmJqaOnDgAO1WV1xc3NHRsXHjxtra2szMzDVr1kw7+Jaens7sqxFCzM3Ny8rKVMsuEELq6upon2wbG5tNmzYxnRqY7gyvgsPhdHd3q9ZimJu9vf2mTZtKS0vFYvGrLwUAgF0zr/uh/a3pMbd/TdWDpKQkesyK8vb2LikpyczMnNmvLD8/f2ZHL5lMRi9WpRQKRWtrKyGEz+fv27eP6VHW3d3NnNehU9FedqqKi4tVz7I4ODhIJBK6a1VcXNza2pqfn79161YbGxsrK6vOzk6mVlB6enpqauq0ucXHx5eXl6sOaW5u9vDwMDExqaqqYor3WFlZVVVV0foOr0JTU3NgYEBbW/sVxwcA+Cmax8tOLx1LdJSbxyWkJSvTk5VphBAtbfFS34CCwvUamlpyB5fCotIFYgMOV4MQXlr62qDg0IzMHKHw2xI1YeHRQUGh2evyLSz/Uf8tNW1NWHh0cckGNTV+Tk6Bu+Lb3/TOrj5d3W/3fgwMTU+eOrOtvWvr1o5/tLbO02fGl3j7qb5/gVDU0ztICFlfWq5QeOnqGTU0tiz28A4IDN60uX6BWJ/DUU9WpsfHJ8/cdgKBTmZWrp//Mi3tf+x2FBaVKhYvaW1tP3/+Yn19M11uU1Prrl37fnb6vIWFZLaPIS+/qLtngI7ftq3rrYNHt7V306dd3f1FxWXf/ZMFAPhRM7eQfP31//3r3/7+1V/+zxztr//n//3u14++a/wke7gZRUcGtzSX29sZ2ViJDx3Yvn2g1UFmYmYsNDcRRoT5Xr54PHNNrMRSHL5qaW9Xg4PM2MxYaG0hos3VybKnsz5spY+pkYAOCfR36+1ukMuMN5ZmrctMsDDVtjL/x8j9vU0KN1tm2qVLnLYPtnp7ypd4fNM85du2VisTVzLjWFuIFrlaD/ZtsbYQ1VTmpynDd+/s3DHY6iQ3a2upio0KlFiJV6dGbK4utLESW5hpq05obSEyMxY6yIwH+7YcPrjD1lrP2kIklxnLbA2VSSv7e5q+Xa6HXOFm29/TFBXuP20OTFO42Xp7OXwzvv0iV2svD3v61NvLYfEi29kmRENDQ/uJtqVLnP7wu19+/puPf/Ppgzna57/91cN7F8aPvHL83Lmcee3t1ItjyRfHkiaPJ18cS7p8ImXqVOrkceXFscTLJ1ImjysnRhOnTqVeOZly+YTy4lji5PFk+hLTVAYqVYYoL44lXjn5j8cqIycxo10+kXL5hHJiNPHC0fh/bgmqk9DR6LpdOpY0eTz5ysmUS8eS6OOLY0mTx5XfDEn+56lU11A5dSqVeXrpWPLEaMLEaMK0RU+Mzlz0t21iNGH8SPyMtY2/cDR+/Ej8xGjCbBOioaGh/UTb5HHlhaMJr9LGjyRcezt1Zsq8OH7oax9OZd2byrx3JfPDqawPp7LuXsm4eyWDPqYv3b2ScW8q85vHmcxL345zJZOOwDQ6h9mG//PMp89w5lTTZsisITPmvakXTDJt8pmLvvdqi0ZDQ0P7t233pjLvXF5793LGy9rau1cyXhgxs8YPGhoaGhraPDXEDxoaGhoaCw3xg4aGhobGQkP8oKGhoaGx0L6Nn7tXsu5czkRDQ0NDQ/sB2t0rWQeHI8m+/rCDw5FoaGhoaGg/WNvXH/b/AZ7J4zTJslaUAAAAAElFTkSuQmCC" alt="" />

简单说，这两个就是用于接受参数和记录参数信息的。

因为在LINUX或DOS中， 使用命令后面一般都加上参数等

3、C/C++中如何在main()函数之前执行一条语句？

（1）在C++中，利用全局变量和构造函数的特性，通过全局变量的构造函数执行

#include <Iostream>
using namespace std;

class TestClass
{
        public:
                TestClass();
};

TestClass::TestClass()
{
        cout<<"TestClass"<<endl;
}

TestClass Ts;//定义个全局变量，让类里面的代码在main之前执行

int main()
{
        cout<<"main"<<endl;

        return 0;
}

执行结果：

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

（2）、全局变量的赋值函数

#include <iostream>
using namespace std;

int foo(void);
int i = foo();

int foo(void)
{
	cout << "before main" << endl;
	return 0;
}

int main(void)

{
	cout << "i'm main" << endl;
}

执行结果：

aaarticlea/png;base64,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" alt="" />
（3）、指定入口点，入口点中调用原来的入口点