using System;
struct Point
{
public int X { get; set; }
public int Y { get; set; }
public Point(int x, int y) : this()
{
this.X = x;
this.Y = y;
}
}
using System;
abstract class Shape
{
protected Point Position { get; set; }
public Shape(Point position)
{
this.Position = position;
}
}
using System;
struct Color
{
public byte RedValue { get; set; }
public byte GreenValue { get; set; }
public byte BlueValue { get; set; }
public Color(byte redValue, byte greenValue, byte blueValue)
: this()
{
this.RedValue = redValue;
this.GreenValue = greenValue;
this.BlueValue = blueValue;
}
}
using System;
interface ISufraceCalculatable
{
float CalculateSurface();
}
using System;
class Square : Shape, ISufraceCalculatable
{
private float Size { get; set; }
public Square(float size, int x, int y)
: base (new Point(x,y))
{
this.Size = size;
}
public float CalculateSurface()
{
return this.Size * this.Size;
}
}
using System;
class Rectangle : Shape, ISufraceCalculatable
{
private float Width { get; set; }
private float Height { get; set; }
public Rectangle(float width, float height, int x, int y)
: base (new Point(x,y))
{
this.Width = width;
this.Height = height;
}
public float CalculateSurface()
{
return this.Width * this.Height;
}
}
using System;
class FilledSquare : Square
{
private Color Color { get; set; }
public FilledSquare(float size, int x, int y, Color color)
: base(size, x, y)
{
this.Color = color;
}
}
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlMAAAJlCAIAAABxAOAPAAAgAElEQVR4nOy9a1AbaZrv+UZ/mo/zqWJi98ye6f6yHbExE71BbJyJbQfgRuwh+kyd6d0Yei67Me7TVU7bVY1supguT1W5ujzlwmWwCwoEJl207XIZ47vLXGxcso1sg22s9A1ZCBACgcRNINBdQlxyP+RFmanUlZSUKT3/+Me0SKdSWZN/Pb98n3yViUgQCAQCgQpJKNc7AAKBQCBQVgXkA4FAIFBhCcgHAoFAoMISkA8EAoFAhSUgHwgEAoEKS0A+EAgEAhWWgHwgEAgEKiwB+UAgEAhUWEqTfE7nstk8Cla0rVMWacOUvNbDYWofSJJk9wdeZ+G1dcqyHg5n4RDnpbLzxQRL5UDAH+tQpka+xYX5zo4zHx1Uf374YEtzPVjRbmyord7/bktz/YvnQ9uuCUnJbp+5cvm7QMB/vO4wtQ8kSbL7A6+z8Prct6fWw+GPDqpbmusHB3RZOOh5oxfPhz499EGmv5VgqXy09pMrl7+LdTRTIN9d7a3jdYefv3zq8i17Q84V/xzH86xXA6wXWLsCi1F2RNsdZL3EtSe4TDu07Akte0NOca+tcLzK2rfm4trPd2DNTTvM2sO3NxD2BsXtC7Fe94fW/Wvr/rX1gIg3WAe5Dm+EuF7fWBP1xiblMN/rtLc2KG8KvUl5i6S8xTVJkltbWzbb9LlvT+FtjR63S4LyEFtDQ4OfHvrg0eCAw+l1rISm531cz8z7KdsWGC/67ZQdAYFnHYHZpcDsUmCO8nJgnmtnYN4ZWHAGKS8ydjiDjhXKIcdKyLEaWuJ42UV5bdm15uTaTXvFQ5sNlivisMsbdvnCbl/Y7Qt7fGGPP+zxh73+ddqBiH20Nyj7g7QDwY1AiGNOSkKM19Y219Y218IRh9dpr29sUd7gms4BubFJ8kOwZZ4Y+/76xUDAv7gwn9HjnjcaGhrs7Dgzs+CfnPVOzdG2zvmscz5BmCHP2czz5ha5RdLmSk887+w4E+toJkU+p3O5saG2p/ua27+04LbMuyfm3RMLbgvHk6wXPVOMrawdnmnaXtpL3hm+bUte27KPtZ1rp2+Wtn/W6Z/lQ3eOA90FjhdZR+AadLgSYVWMrCve0Iov4lWOXX7Wa24/DVEPx17KXFhyHQr7Q2E/Rc2QCDWDlMMblEN8M2hkAsPD4eb6xuYGZQEIaRwyIknSPG46WvuJacSwndIQJz+DAzq7fca2sDoy6TZaXCOTtE2TLtOUyzTlGp1yUx6zMp52j1Oe8YzPeMwzHrON9oTNM2H3TNg9FrvXYvdaZr2TjKdmeSXJyitGvpkF38yCT1iJFv32Rf+sg3Jg1sEUoKXA3FKkAEVKzwptxyptutzQtSbkdIWc7pDTHVpxr1Fe9UTMKy5euriI1JdITVn3B9b9wXV/cD3AFJQg40gRiaod4fXImdE6/7Roc2trc2triyRHRgwfHVTrdNpMHPc8E0W+sWm3YWL1jYW20eKCPMskz5tbW5GTepIkXrzaLvkaG2otk6PLPvu8a4LCHpAvn8hHpSW0FmxsqLXbZ6SpE4zWw+HjdYcfDTycnPVCpZBhpXCtrn566AMY+SUUkE8ReZaMfHe1t3p7byx5Z+ZdE0C+PCbfFrnlcCzU1x2WdgbE4IDu/HftE3YPVArZVoqN9fUnjx/FmQ4AIoF8ysmzBORbXJg/XnfY5V+ac5mBfIoj36Bh8uNTvaL+puvJzOKqgHwkSf5wp7vzwlmbzSZJsbDbZzxu1/ySHypFNivF4HDs4979ZHphNbpSXL924VRbk1THPS8F5FNQnkmSJF68OtXWNMoR92gmIN/p9haj6dW8ewLIpzjyDRomPz97Z37FQ2ViY3MztLZOvfYF17T6se/u6OeW3QLybW5ufnrog9evX5nN5u0Xi3Pfnnry5MkbiwsqRdYqxaBh8sjZH2Id9x/0o9/d0c8uuwWVYnNz86OD6pcvnkty3PNSQD4F5ZncDvmo2c+egHPOZQbyKY58H5/qnXfScVnf2NS/ntl/+HuPL0Qt8QZCvY+N94hxAflIkuzsOHPz5rXR0VGLZVs/+KPys7DkgUqRzUrBPe5h9rj7ecf9LjEeXSlMI4bXr19t/7jnq4B8yspz+uSz22eO1x12Bx1APoWSj4nLBjFs++Wu9l+/990HR7pWXIHNra219fW7xLgo+XQ67dnTbVRWFhYW0q4UgYBfp9POLgWgUmS5UrDHXc8c95ovurnHXbRSDA+/uNh5bvvHPV8F5FNWntMnn2nEgLc1LnlnxMj34KsyRKm0+eGCe3KhZzdipfryeTzyXXqPWk19SWLy9e2L7AN6r1uUfGMNZQihAzeSJd9YowohVN2dDvnMGhVCqPoWj3wTLeUIod/fzg751jc2CYPtl7vaP2/SmiYW/0XdcfDLXofTt7m19fCVRZR8L14NcROTdqVYXJh/8XzIbIsz5uv5beR4qc9NuUc71Qihdy5CpdhupYh/3EUrxcuXryQ57vmqROTjhpnJsyj5Hmt2IIRKNDrIcybznD75qCO96LHGGPN17EMIlR0l3BYae+oL1JjvhiYe+W6oEUIlDUaJx3yvW0sRQmWtBDXmG25tyAL5Rk6WIVTWOiZf8rl9ofcPXf+8SesPhq2zK4ax+fcPXT93jYhDvtcGPTcxaZ/+J6oUhs+LEUJV3065TFOGI7ub7025731ZhlDZF4NAvu1WCuq4H2GO+/DoHPe4J1MpYNgnUFLkK266N+UyDTTtQAgVN9+LQ749vbHy/PC4CiHV0SHIs5R5zgj5iOZihNC+nmS6nYMNqgyQz3SiDCF04HribqeU5BtuKUcyJx/lQDDcfde496OrE9PL7MIkyTc5OZnxSsF0h87tRqik+dwxqp+gPk+Tr/cdzrn0u5c9E7bedxFCe9V0n2HvLZp8Q5piZjXsakFXCsp+5rhb+MddtFI4ll2E/tn2j3u+KpU8G44U08O+1LudxqOlCMi3/TxnccyHUGnzowj5ejGE0E7N4KLH6qBfX2pQRUrYTs3jJWPdToSQqmQnQkhV/9J3+f3Iv5c0jtiXffblkfqdzKLf9c06/bM05xBCCJW1PmMHfFV90df5blRxPrBpjE8+6jVVZe8se+68jxBSnXzpDTm9d36HEFKdfMUhX/f+yKbKWsYo7NFSnTT413o4K6hazQz5ylUqdq0JPvkmItsox00ZIl8gFO66a/zV7jNVn954/5PrY5NLKZEv7cl+dvvM8PCLONdFztKpqfqWJh/dL9px7M05DFGDv/HpnncQQiUa3Yzn/B6EkOqLpwz5kLrD7u3Yy5SJIU0xQruveKfmbu1GCO27XeCVgnfcD/GOu2ilGDGNX750fvvHPV+V5pjvojpSFbAe3pjvKdX2VDGna+oOu/FoSWT14uNGIF/aec4K+dyT1LCP0nu9scg3KBzzUeRDe24IxnwU7fZfpl+ojr9ix3ym42U08Oa69yOESr82xSEfM+YbpYEXIR/1orzByI75EpCPGfONNTFLYoz56KFeL/0CqfvWvMEJTTlCqFwzxpJvoqUcofI2Uyjsv/N7iovSky8UXr+pffP375755uLQpM154D9uqv/4vWliMXnypX3JJyH5RiZd39LwKzsy4B4daN6B0I5jb8as7nMYosZ8umNlCKm+eOwxzxi/KEEIqc/bPBOX1Qih4nqjxe59WE+3hh4d55xVlWoGC7tSCI/7Yd5xT6NSgFK7zlfcfG+KjjTCesas7rFLahp+QvJpHtg8D+pVTKRhzJeNPEtGPsrX6fOb3TdSIp/6EqfbyRn2qepvtpQghH53O9LtfNVaivj6XV988nGGfeUNBoZ8b07uRAip73C6nYnJxxn2lTeNiJCv50BkBc0or9tpPFmOEFLfYcg31sap1AghhKrvSkw+X3DNF1ira+v/06VnVDImppfr2vp775vW1jfuxZjbKRX5kpwLd+/LMoTQbzu501vefFGCUEmzbtp9nkLgjMc80/suoq+OUGXi3cseCz3mU1+Y9V7YixBSd0KlEDvuZusS97gD+dJQGt17KtvMjC2qe9GsE5BvT+8EczKH9t4C8mUnzxKTb8E9eUONECpuMKZDvpctJQghtP8yzb/Y5PtdH/86HzWrM+o633DrToQQOnDDRfFvG+QbOVmGEKftGUU+Uxu1Qk9grfdA0uSr1mbqOt83XU+0+jFvcI1tiLNeW98w25au9L96PmrLFfnO7q46O+ky0cO+siMD7nO7EULqc1b3mLXnHUS3hs5jiBrz6epUCKEd9UazjW571j71WKjB33Hj5Cw95tt9xTs1Z/xyX+GO+RIdd8eV/lfEqC3hdT4gn0BAPmXlOTszXHZ/9YYi34X3EKLHfMZjOxFC6ouLHutzTUky5Lu5HyFU0jjCdDtV9S9v70WI3+3so5aceO2fW/HPdbeeeO2fX/HPU8MxwdzO7gMIoZ1No0y3k0M+9533qVFgpNtJQ+6mN+Q0ntwpIN/taoRQWcsY0+0sbxoJrVILKfL1Ua/NTLeTJR/V7dSqEULo97ci1/m0+xFCqLx1LOwPrfvv4K1jkpJvesF55tZQ75ORh68sAt8jxq/cf3WPGF/x+HPU7aQmdtLa8aVhdOrNkWKEipvvW+lLIzuOvRmfdo8PNu+g1ilhyUdd5KNVXG9k5nZSJQMhhIpPGAu2UljnV872xj7u/a/uEuMrHn/C63xAPoHSIF90t3PHsTfCbqeQfJxL10C+beQ5Q+Tj/Z6Pe5GPHvB5phY91hvMxd2dqqTIF5nMEpnzYl+m4IcQYme4cH+3p6LJt+KfH+Y1Qt/rDiyujjJzWFQ7heQLLtHwQwhRM1xCy73VzFbLheTzjX1NdyfLy1jy0RSkZriYm5kVVHzyMSrXjAnmdmo5c2L+L4nJR8Hvrn7srn7sLiE0MTrj8gai79tJZvc6Xzq//H2qKUYI7e2FXzXEus+hdc6pfTamfTam1VMe1+rH7+rH7+rHiVHbqjfAnjVDtzN5pUO+ZGa4RJHPwkxRhhkumcvzdsZ8cA8XWd/DJY1nNVDHPcvX+VIm32U1on7bAOST+t72QL44gnu45FOegXxAPqWRDypFZioFXOeLL8izsvIM5APy5YZ8mep2QqXITKWA63zxBeRTVp6BfEA+IB9UCuh2bldAvnzKM5APyAfdTqgUiSsFCPKcT3kG8gH5gHxQKUgSrvMlEuRZWXkG8gH5oNsJlQKu821XQD5l5TnDv+dTd4iRb6BBVdxgTI58t/YghJD6MpCvEMn3qGkHKjsywPnlb0nz/QSVwlhboqp9mkalGKkrVdURwkrxlHMb9b03ArOOvn3owFWoFEA+vhKS7+7RyI30jwy4R6feHClmHrmVGvmMR0vhl+wyJR91D5fd18XHfMmT73GDCr1/C8Z8eUi+ZM6R7x0t21Fchnb35Ip8l99D6L0+fqUA8gH5RJQgz4+afl7cdI835gPyyTfPUpDvzdHSsqPX6du47L7hGWDPoambdlI38EQIIfUlh3faYTy2U3WsQY2Qqq6BvcmLpp69n8rOlqc089i7t+y/4vTNOiN/XgXy5QX5DEeKq76d6vktqjrHIR/zfD7qKUXucfopDQgh9Xkb+xoV1xstTzXFJZqjexEq1TyavbWbiVDk7mXXmLvk7GupK6VflnxloivF89aSna1PhZWCJV/kXkGljaMLzrGv6DsMHbixwj7g6sCNfKkUcJ0vvhLk+UIV4pHvzRHmxlY7jr0ZG2zeUdL8Bcbct7NEo5vxmG0eXb1qR70xcg8XhNBeTeQmfHAPF7mTD6HS5kfUsxp2agZ4Yz7jsZ2qY8890w7P9A01eu/WtMN4bCeixnliY76R+p1oz036sXz0I/qcvlnnyPGdquOv/LNO/2z3/qg7VgP55Ee+xN3OR007dveYplzf7ka/7Yzc55B6UNHYJTX1uAZdnWpHnVF8zPeUfiYfb8z3TFOM1BfnfNZnLSVIdUwfc8z3tEFV0mCKqhRRY76XraXowFeN5aWNY1SleP51+c6vx/KsUsB1vvhKeCZ3lr73utiYb7B5B0LvXGKeyS4g31NNMXUHdhjzKYx8ZUcJqtvZsxupO7nko+5VzWqnZpAa872I6na+iKy556bP/rKlhB38OX2zr1pKuduhns8H5FM0+e4eLfvtBZdpymXqrKIbnrxuZ8871GPZH2t2IPTupRjkK9E8ZLDHeUSf+uKcb/CEquTESJxuZ0LyPYtcAjxw/dXJUoT23QwurgQXX5/cidB73QVUKUDJzXBh794ZRb6SZt20OPke1KuK643Q7cw38u3UDPKu84mS79YepL7MPJ9PnHw7W4bgOp+CyJfakzyR+lws8s14xukHsqvPxyHfFTXae2tqlnome1Lks9/Yj+J0O28cQO/3zS8H5pf79qED153BBWfw+u+obmdwcSV4oyqvup3bId+jRw9mZ3u/+eZri/lDo/HfDcTBF99/8OTq/p72mo5vjuLaL5/NPksvRfJR8nM7mR4GkE++ec44+RaNx3Yi7EYi8r3QlOzUPF322ZZv70GRbufemz5OtxPtvQnkyxvyXahCu3vYWeD3vizb8eUbqttJPc/s/rEyqtvJzgg4vwe9ezkm+R4dV9HXRa6qUaTbuf9SvBkupvqdMWe4PGtQlTaMzi8H5m8eQAz5FpzBG79D73XTleJGFXqvO08qxXau85nHx4e+19y+jQ0PY2QYI6cwksCCxL9Oav+u79SvT5zffc90I70UyUdSkg+pvnjsMduMX5QgptupPg/kUwL5OL9qECHf1HNNMWJmuHAantiNWGM+L/Mo9v17qDHfss9OP6gW0TNcOA3Pfd1APtmTL3638+xu9NsLnN8/DTTvKG6+N8BMBEAIUQO+aTf1TFqEECrR6Gwe9pns7AwXptvJzHDZp6bGfNY53+AJ5r37bs/M+x5/pULcGS4s/Bjxf9XAzHB5/8A+dOCrxnKm1X7yxteR18/zpVKkcZ3v7vDC3eGF0fnQy+cPHp/EXr/GHj589173P5MERhK/IYn/Sg78byNX/s+D+N+ff9aSXorko8RncqyYucrUk2nZGS46Zm7n+T3Ueqp399AzXKhII4TQ3lsWpm8PM1xkSD74JTuQL4Hgl+z5VClE9dFF0yeXxy7efznU2/T0UuX169i9e/+j4cv/+2nnPzmf/DfnD389f/Gt21/8r7uO/11LTPJZ2ytYYlS0W5PPV38NQjX9ySyURvBL9nzKM5APyAd3L4NKkbhSiOrs4PLFh6O93Zo33x/68MP/fvXqPx879j909//l05qfn9b8zel//1/wmj/7t3/93yv+UBGXfAzwrO0VaWGrvyZTtOMK8pxPeQbyAfmAfFApSDKt63zfv1ztu93x8E7joUP/cOHCd3/846+uX/2XPx6ouP7V3/z1X//1z3/+N7/97X/94IMP/vGzf2wZTIJ8vNcpCMgHeQbyAfnkQj7odiqrUqRxnS8cDjudzo6DB+fn5zc2NgYHH3xUU3z+jz/7L//l/zj4ofru7a71oHdm2nr0m6Nn+s7E2EYM8nGaoAzVIotq+kmWd/013F4pB4IiW+ivQTX9zBtShSWQT1l5BvIB+YB8UCky0u0Mh8PcP4PB4MWLZz/+6P/R67uf39/z/BQ2euOof84cdxsc2vXX0Ff6rO0VkWt+zFLhyC7yN+dfmJeiW6AoSa3KLktaQL58yjOQD8gH3U6oFIkrhagE5Nva2nKvLFlfXDO8+Mw13Ln+FDPf+af+3j+ElmZib4M7w0XIL3aNinYrtSKHVnHJJ7oF3tKUW6SQ53zKM5APyAfkg0pBkmld5wuHw9evj1y69GZzc+vSpTcXL765fm1w5OXhlYmuWeORW19XTA79w/DtHc/1p2JvQ+zanji36NeCbicJ5IM8A/mAfPIhH3Q7lVUp0rvOt7Dgm5/3kiQ5N+eZmFgYHzcaid9vvG5befH+gPZfJ4l/GOkrevz4ROxtiJFPvFfJKHKBL41uJ5CvUPIM5APyAfmgUmSq23n//uQPP0xsbW3duTPR2zt669aLB7eb7TffWyfeXiX+3wld8cO+XXY7EXsbMeZzRiaucPjGW8DnXfQMl+gtAPkgz4yAfEA+6HZCpUhcKUQVDodHR5dHRhzhcPj167nXr+eGh+3G189f3W1YJP5x+dGvB25Xjo/fWVsLpBchWQnynE95BvIB+YB8UClIMq3rfOcZnT17tqOjg3px6tQpHP+PcQJbHfj1076/HxvrTS8/chPkWVl5BvIB+aDbCZUiI9f52tvbTzE6ffr06dOnqdcdHV+NE5j7/q/1l/9uZETx96qmBORTVp6BfEA+IB9Uiox0O2MpEJgfJ468Ovf/DXW3BgKutLcjKwH58inPQD4gH3Q7oVIkrhQpaWNjwzb28vG1Bp9vOe2NyE2Q53zKM5APyAfkg0pBktt7Pl8hCPKsrDwD+YB80O2ESpGR63z5J6LjuKGrPeRZif4nIJ+y8gzkA/IB+aBSZLXbqVxtrq9NPOr64ejuaP4B+fIpz0A+IB90O6FSJK4UBSVR/kGe8ynPQD4gH5APKgVJwnW+KAn4B3lWVp6BfEA+6HZCpUjqOt+VPzW80N1ivWQxgB3jL15/j9/+fNedr/9w8UwL5Fkped4u+WZmrdYZSyJPRmwT8bSIp9L2jM0qbnssT8exLbFnkrfdPmO320Q8m6Ttop5N4ESaE/FcDOmJIQnJN2m1my0zAk9MJmUL5SlbQk9yLRpBq20qvul42aem7db4TiZVM/bpGfsMa5GszApsEzj5cPAjktThn6PN1ZMH2it//M0PDdWsB/CPwQP4xwNt/679Erv5h19dPf5vkGel5PmZ/tm2yBdY8/tDXnDh2GB4LWG30x8Ie/1gBViq455P4jY8nzy4A3lWkOPnOTH5/CGPN+gCF45NpjcSks/jC7s8a2D52+/3wXU+VtGTXCDPynL8OgbkAwstFfmobidUCqV42joJv+cjY/+wAcinLAP5wKkZyFeYluq4K1pTT26L/piPBPIpzRkh3/cPDQfbeqP9/UNDzgs3eJvOQrczTn5y/oUpWAP5SJK0v3ooegMXEvKsNGeEfAfbxJ+5dbCtN+eFG7xNZ4F8cfKT8y9MwRqu88UX5FlZzhT5NjbWNzdpb2ysb2yEgwEvkC8PnIVuZ5z85PwLU7CG63zxFZ98kGe5OVPkCwb9waA/GPQFg75AwOd2Lc1Oj0eRz6ApR+hAj+Dttw4gVN5kTFyFe9So6lbKtdugKS/TjOUeIQp1dsgXKz/8Nc1NKoTUWsHbe9QIqdoMidOvrULVPSl/Z8xNqvImY+6/urKqFKD45Eshz7SyljFtFUJVvbkPmKzynD75/H434mvKPCxOPsTn0FiTqrxMFZt8tw4g9R3qNZAvB85OtzNWfsQqBb9GGNvKVOVlscnXo2a/50A+ySoFSKI8M9EytpWlE85kzfkWFKgzRT6PZ8XlWnY655eX5hyLNpt1zDxCiJGvTH2gTHUyMvPFeLJMfbIJyCdbZ4d8sfITXSmq1OVlGjO70KApr9K0AfkkN1zniy+p8sxEK7MxA/Jlinz26bGJ0ZejhiHT8JOR14+HCd3Lp1pR8mnGetQRzvWoUdWtO1WRbucY2wCoukU1QtlmALsyQgixOOS+hbOQWQ0daGLIR404+auBs0W++N3OWPkRqxTaqgjntFWouqe3OtLtNLaV0Qe5uodqhFJStRnYlal4sYUg8hbOQmY1pG5jSlKkN1UIRQSu88VXfPKlkmfBa20Vqm7SlNO9DZFw8mIcaf7zk8/dThlbH9lvgfhb8jnhmSLfMNH/+P71h30XH/R1Pujr1N2+8OiHyzHIxxnG3alSnTR4WfKNcQZ/d6qoK4L8MR9zmZD7lkj7tEdNveYuvFNF91eZDYJlSL5Y+RGtFJET2N7qMo3ZxZLPyBn89VZTRYE/5mMqBfctkfaptipSbpiFvdV0DWI2WCCGbmd8xSdfSnnmBdKjrUKI7mqIhpMbY/ainUjyOdsR7XxEvyWvE57b3/MxjcexJtWBnsifLMbYgVpknBer28m85vPMeLKMRmlkIedDEeI2WsHZJJ8Uv39iKoWxrUytjfzJVg32RDhyhhur28m85n/bDZpyGqWRhZwP5ZSSvDeQL74kyjMb1qhkxgonv2kfSaww+bzVRL4F0W/J64Tn9h4uBk7jsUxzh+Ifn3xiMz9TJZ/xZJkI+ZgVoNuZkuV0304zp/FY3tRL8Y9PPrGZn6mSz6ApFyEfs0Je9oKiDdf54kvSPHOdLvmEyU+CfGIjvHxNuEzIxyeQeOuSdgLyxex2Mmuy3U52m9D2TMVyuntZpFLwvp/ircvY33nu65jdTk71EWwzr5tCrOE6X3xlg3yxu53MyEysPx+9nVjdzlg/pcjHhMuFfN4gZ54Ld4YLp+FJdyapJewMlyALOS7bmMu9zGCOIitCnBkukdXSmCBauJYn+VwezjwX7gwXTg+Hrg7UEmH/h39mLZxEsMaZDdUW6akKG1P5bOh2xlc2yCceTnbqCn8qijD5YtsRfAsEb8nrhMMdq8GpWU7dTnD2DOSLr9zlOb0f5xS6gXzg1AzkK0zDdb74AvIpy0A+cGqWU7cTnD3Ddb74AvIpy0A+cGoG8hWmodsZX9DDUJaBfODUDN3OwjSQL74gz8oykA+cmoF8hWm4zhdfkGdlGcgHTs3Q7SxMw3W++ALyKctAPnBqBvIVpqHbGV9APmV5u+TLbJpA8pO03U5Jdw2UQQH54gvyrCwB+UCpCchXmILrfPElbZ67uroIAjeZTNcuNba2tra2ttbW1tbW1uIYptfrcQLHCVyqzypMyZR8DoeDwAm3252h7YPSlrTdTmn3jRXkR3LBdb74krYeEgRBkgSGYSTJmMBIAiMIDMcwHMeAfNuUHMlHlS3KULzkJvmTD/KTCUG3M76krYcOhwPHMJLEcDyCPZLASKKIJIpwHMPwIqk+qzAlP6NX/JgAACAASURBVPIRJIETJEGSOEniZIrFq7+G84Spmn6xVaztFRXt1mQ2FmdNa3uF+NZ5+5Dk51BvSHLlnEvu3c608yM8bv01MRJUmALyxdf284zhBOULz1zXLjWSBI29X/ziF1zskTjCcawoPvn6a7gFxdpeAVkWSA7kwwkC7+rqOnv2PEmS1Kk6VbZSK17W9opYtOOqvyZZxsRZM/Y/pVwvkyexPCQ/8kmRH15t6G9vtwL5BILrfPElCfkuPHMx2MMxrIggsF27dlHwI4giAi8icIRjqLKyMgH5uOwD7olJDuTjCcdwAhNWLrwoYVM7FkCEZ/KR0Zq1vYLzDxGWMWtwxnX8jbB/sVuM/CmSsugt99dUtLfXIET9X3Z8GjVY5O+h8M8cSebdzjTzI4I5IB9PcJ0vvqQi37VLjQSBY1hRa2srBb/KykqSKPrJT37y1ltvFRWhyspKDEs05iMjwIMciyq35MNXRx4TBK7T6dhzdrwIJzCCW7xwDMeKsARbEgdffw0zCuTgjO1lcd/AiQdNKu6ago1wh3zsS2b9yOpxtow4yxBNQ+GnRO2h4INyJDmRT7r8kP01wjOK/hpU08+cjTCHiz37YBfxVosc+ciKeVJ2oNsZX9uvhwRBkMwVPpvNRpKkXq/HsCICL3rrrbd27dqF4/QJXFdXVxGW+Dqftb2ioqZGWS2lrEmmYz7aOIEX4XhREpVL9MRGBFBCrNHijO+4AzOr+EZExo28Cmdtr0DCcR5vy7wCyfs09qVgD8U/KBeSX7eTpzTzQ5Ls/495A33mTCdqnM07MeJQENX08+OVL6fcQL74kop8AnV1dWFYkcVicbvdb7/9doqbFAkuiFLOyUeftrPn7BaLhS1eWBHGVq5QKBRvM2IDIX67ktfBFM5Q4XUkGTaK9DyFQ76YM13E1+VtmfvB0Z8i2HK8KTXZlczIJ1F+ImIH31xk8Qbu/FMQHtnoY8ybaKWcyUtxBdf54mv7edbr9dELQ6GQ2+12u93EMpkq+fprUE0NsE9cOSefiGw2G1W8qMqFFWGkyMmQQNxxVmRR5LScP9SLHlEJTuCj14y0wzi1LubFYw5qY22Zfn/0amKjUvlcpZZTt1NcaeWHI/rYiZGPcw7NWSRGPnkcLAkF1/niS6oxH44TOB55wTpl8jFZzccwSiA5ko+km904VoRjRXTLOwlFdQSZBTXtkQt0nFN1kckjNe1ipBJshFoiMgtFrCUZtWVBr1OwmcinCPZQJvNblEA+Mo389NfwrtDFIB/n/IM7NOTSkL2Sm29n2tDtjK9MdDvZ0R7lVMjHOXOWz1mznCRT8pEkabPZsCLMYrFk7iNyLiWejsms2xlTKeaHc9ZCVwzRbmdkKksNZ8zXzryZ28bOr2YnkC+BZDXmE0yzE866A8mZfAUg+Vy8S0FKIV+2pMSzl3QE1/niS9oxX4gjdtiX+gwXUEwB+UCpSRHdziyqUMgH1/nia/v18MMPP3ybo8rKysrKyrf5kmhnQUA+UIoC8vFVKOSDbmd8QT1UloB8oNQE3c7CFJAvviDPyhKQD5SagHyFKbjOF1+QZ2UpffIND7843d6S4d0DyU6vXhGSkM9sHu27fVPafQNlTnbbNFzniyMgn7KUPvmsU5bGhtoM7x5Idhoc0P2pvUWS63zH6w5Lu2+gzOnF8yHodsYRPJNdWUqffB6369NDH2R490CyU0/3tc4L326/Anrcro8OqqXdN1DmdFd7S5Ljnq+CZ7IrS+mTjyTJ43WH7faZTO4eSHY6Xnd4YOChJBWws+OMx+2ScN9AmZPdPvP0yWMgXyzBM9mVpW2Rb3BAd+Xyd5ncPZC8ZJ2y1B37jBsXs9mc9tYCAb9Op5Vw90AZktk8+nXjl1Id97yUvJ7JDkqkbZGPJMmW5nqzGc7+CkLr4fCxo58KTvwnJye3s8HjdYeHhgYl3EmQ5FoPhw//8Q/aH25LddzzUrJ6Jnvsp4+CaG2XfE7n8tHaT9bD4YztIUgu6um+drHz3Chf8/Pz29mm3T7z6aEPAgG/VDsJklymEcPZ023SHvf8k7yeyc591EuOH2UtU22XfCRJvng+1NhQu7gA34S81Xo43NN9TdDvkupij9O5bDaPWqfy+dbkClUg4L9y+buhp48zcdzzTHJ7Jjs7zgPwiUoC8pEkaZ2yHK87fFd7KwN7CMqxrFOWY0c/jR7tjY6OJv0AqQR68Xzoo4Pqnu5r0DyQj+z2mUOf/B4/+fXr168ydNzzSbJ7Jjvd8YROp7ikIR/JDAs+PfRBZ8eZvts3TSMGs3kUrFzrdNqe7mvH6w7XHftMcG2PkrRzHDxuV2fHGadz+crl7wYHdNYpy3o4TO2J4l7f6b2Z831I+/WL50M93dc6O86MjZoE1/YycdzzRvJ7Jru1vaKivb0GBnyikox8lDxu19DQYMf50183fvnV8SNg5frs6bbOC98KfsCQ6X7Xejis02k7zp9uP6UZNY1Qe9J2slFBrz/8w+/+/Q+/k8/+pPR6anISP/l1x/nTWT7ueSBZPZ+PFvepySC+JCYfq8nJyVjfHJDSlYV5fQrNz/CrV//+obrhxJFvvz2V632RXjCfM45k9kx2kiThEl88ZYp8lMbGxnL1LQVlQmNjY9uMRH7np7m5/url7+z2mUMfHcj1vkipLB93JUqOYz4gX2xllnwgUOEo6Pd/dFBN3ZWmrbWhu/tqrvcIlD3J8ZnsQL7YAvKBQNLo9OnWa5fPU6/t9plDH1fndn9A2RQ8k11ZAvKBQBKIO+CjBMO+ghI8pUhZAvKBQBKIO+CjBMO+ghKQT1kC8oFA21X0gI8SDPsKR0A+ZQnIBwJtV9EDPkow7CscAfmUJSAfCLQtBf3+f6t57+gXH1O/Bz9R//mJ+v9gbwjwwe/3/HCnO9f7CMq4gHzK0tDQIJAPBNqWnj5+qNNpKTc01B76qJr9U6fTBv3wJIr8F0U+jy/s8qyB5W8Y84FAUqqz89vazz/O9V6Asi0gn7IM5AOBpBSQrzAF5FOWgXwgkJQC8hWmgHzKMpAPBJJSQL7CVBzyff/QcLCtN9rfPzTkHAAFayAfCCSlgHyFqTjkO9jWK/qWg229OQdAwRrIBwJJKSBfYSo++TY21jc3aW9srG9shIMBL5AvhwbygUBSCshXmIpPvmDQHwz6g0FfMOgLBHxu19Ls9HgU+cxNKoTUWsHbe9QIqdoMiau5tgpV96TMAHOTqrzJmHsUAflAIAULyFeYik8+v9+N+JoyD4uTD/E5ZGwrU5WXxSZfjxpV9QL5gHwgUE4F5CtMxSefx7Pici07nfPLS3OORZvNOmYeIcTIV16lLi/TmNmFBk15laYNyAfkA4FkLSBfYSo++ezTYxOjL0cNQ6bhJyOvHw8TupdPtaLkazJqqyKc01ah6p7e6ki309hWRg8aq3uoRiglVZuBXRkhhFgcct/CWcishtRtDPmoESd/tfw1kA8EklJAvsJUfPINE/2P719/2HfxQV/ng75O3e0Lj364HIN8nGFcb3WZxuxiyWfkDP56q6krgvwxH3OZkPuWSPtUW0W95i7srab7q8wGC8RAPhBISgH5ClNS/J6PaTwa28rU2sifLMbYgVpknBer28m85vPMoCmnURpZyPlQhLiN1vw2kA8EklJAvsKUFPdwMXMaj+VNvRT/+OQTm/mZKvkMmnIR8jErQLeTBPKBQKkKyFeYkpR8fAKJty6TI1/MbiezJtvtZLdZGG1PIB8IJKWAfIUpacnn8nDmuXBnuHAannRnklrCznARkI//FnYwR5GVN8MlsloaE0SVZyAfCCSlgHyFKbhjtbIM5AOBpBSQrzAF5FOWgXwgkJQC8hWmgHzKMpAPBJJSQL7CFJBPWQbygUBSCshXmALyKctAPhBISgH5ClNAPmUZyAcCSSkgX2EKyKcsA/lAICkF5CtMAfmUZSAfCCSlgHyFKYp8ud4LULIC8oFAUgrIV5gC8ilLQD4QSEoB+QpTGSWfw+EgcMLtdmdo+wUoIB8IJKWAfIWpzJGPwh5lgJ9UAvKBQFIKyFeYyhT5CJLACZIgSZwkcTJp+FnbK9j7VFe0W+Os2V+DUE2/RHurHAH5QCApBeQrTElHPpwg8K6urrNnz5MkSQ31KOylAj9rewUDPGt7xTbQ1l+Tn1wE8oFAUgrIV5jK0JgPx3ACE5IPL8ITvY9DPt7rlAXkA4FAiQXkK0xJQT58deQxQeA6nY4d8+FFOIERXPjhGI4VYYk2FYN8nCYowzMWbf01qKa/v4b7r8xfiTqmChSQDwSSUkC+wlRGx3y0cQIvwvGiFMnXX0Nzy9peESEYu5RLPg7xOO+GMR8IBEogIF9hSiLy0cM+dsxnsVhY+GFFGEu+UCgUdzvcGS5RoztmjYp2q3DMRwpXBfKBQKDEAvIVpjL3qwabzUbBjyIfVoSRRMI3iV3bA/JxBOQDgaQUkK8wlelfsuMYjhXhWBFms9mSeIcY+RJ3O4F8tIB8IFBqAvIVpjJ99zKbzYYVYRaLJbnVY8znjExZiTHDhRQsZN4CM1xAIFAcAfkKU3DfTmUJyAcCSSkgX2EKyKcsAfkyKLN5FFxoPnWq6bM//pskmwoE/LmOMChZAfmUJSBfpvTi+dCnhz5oaa4HF5QbT3xxrPbQ9rdztPaTK5e/y3WKQckKyKcsAfkyJfgmgLYjyI+yBMdLWQLyZUrwTQBtR5AfZQmOl7L06hUB5MuI4JsA2o4gP8oSHC9laWhoEMiXEcE3AbQdQX6UJTheyhKQL1OCbwJoO4L8KEtwvJQlIF+mBN8E0HYE+VGW4HgpS0C+TAm+CaDtCPKjLMHxUpaAfJkSfBNA2xHkR1mC46UsAfkyJfgmgLYjyI+yBMdLWQLyZUrwTQBtR5AfZQmOl7IE5MuU4JsA2o4gP8rS0NDg8brDfbdvghXh0+0teUK+qSnXjRvjZ84YXr5czPW+kCRULqUJ8gPajgIBv6C2dpw/DZazBwYeKpt88/O+ioqrf/VXp371q+9/85vbP/vZtz/96Z+ePJnN9X6BlCHIDygTGgUpStxjpwDy9ffP/PSnf7p9e5K70GRy/u3fdhw9+jRXewVSiiA/oAwp15UclJq4x07u5FtdDf30p3+an/eJ/mtp6cX+/pks7xJIQYL8gDKnXFdyUGriHju5k2/vXu3Jky9j/ev8vO8v/qI1arG1vQIhhFBFu5Ukyf4aRIv6O4boN9X0S7DXvL2IvdH+mtQ+LtX1478x7a0pSZCfbawf/40FkZ/4mgEpStxjJ3fy/dVfnZqacsVZ4Wc/+1ZswgLztbS2V0S+n/3tsUtXf038wpaarO0V3HoV44OlrFxxt1W4lQvyk+T6kB9QQUnW5FtdDf35nzfFX+ef/qm7s9MUtZj5Wib99ZT0e5zkxqByZVaQn+TXh/yACkqyJl8wuP7nf94UDK7HWedXv/r+xo3xqMXs17K/RtClsrZXsH8zryMNrZp+6r3t7RUIVbRbxVpOkWXMIsES8ZoQvSnOeoItiO0kZ33hpvgNuRgfxK6U8NPzRZAf/g5DfkAgWrImHxmzGRXRX/xFq9j8BW7x4F+BES8K3DdEFTveqlFtLe4G+2tQTT93gZi4m2LLa+xtilQukfXEqiX3g7gFi19fo/Y/9p4rT5AfyA8IFC25k+/MGcNvfnM71r/evj1ZUXFV7F+iv4LMNzapysV5b+R8mD2hj94wRxXt1ljff8Gm4rTUElYu4ab424j1QbztcT5dsP8iu65UQX4gPyBQtOROPpIkKyquil2JIU0m589+9m2MCetixYNallLl4pxMs+8WqVzRdUf004WfRf+vyOrxK5fIpjh7EfuD+NtL+VKWQgX5gfyAQAIpgHyrq6GKiqu/+c3t/v4Z6prNkyezR48+jdvIinwteU0r+qyb/mZb2yuiSwD3JaemcE75oztLUSe6/IaXtb2mvT96U9x+kXALojsZXenYTfGv4Yh8EPc/lN8rE9v/fBLkB/IDAgmkAPJROnPGUFp68c/+rAGh+r/9246DBx/GnrnA/T0W53I98/VkF1XU1CTqVrGtnJoa7kkxr1HEa/hwT7X5y6I3Jdp94hRN4U5yT9Bj7FVFuzXGB7UzGxQfmuR7swryA/kBgVgphnyU4l+2AYHiC/IDAoFIIB+ooAT5AYFAJJAPVFCC/IBAIBLIByooQX5AIBAJ5AMVlCA/IBCIBPJtR3b7jGE45nMAQDIU5AcEApFAvu1oaGiws+NMrvcClIIgPyAQiATybUdQuRQnyA8IBCKBfNsRVC7FCfIDAoFIIN92BJVLcYL8gEAgMufkczqXzebR5N3QcO+f//lKSm/JnLu7r+EnG3O+G2nbOmXJ7dHfviA/kB8QKA3lhnyLC/OdHWc+Oqj+/PDBlub6lHy8LrX1M+fGE18cqz2U891If/8baqv3v9vSXP/i+VBOYpC2ID9ysHLzAwLlgHx3tbeO1x1+RhAOp9exEpqe93E9M++nbFtgvOi3U3YEBJ51BGaXArNLgTnKy4F5rp2BeWdgwRmkvMjY4Qw6ViiHHCshx2poieNlF+W1Zdeak2s37RUP7VUvbVfEYZc37PKF3b6w2xf2+MIef9jjD3v967QDEftob1D2B2kHghuBEMdrG0HGIcZra5tra5tr4YjD67TXN7Yob3C9SZnc2CQ3t2hvbZFbW1sztulz357C2xo9blf2w5CGID+QHxBom8oq+ZzO5caG2p7uawvLvpFJt9HiGpmkbZp0maZcpinX6JSb8piV8bR7nPKMZ3zGY57xmG20J2yeCbtnwu6x2L0Wu9cy651kPDXrnZrzTs15rXM+65zPyiuOvpkF38yCT1gZF/32Rf+sg3Jg1sEUxKXA3FKkIEZK4QptxyptuvzRtS/kdIWc7pDTHVpxr1Fe9UTMK3ZeutiJ1LtIjVv3B9b9wXV/cD3AFLgg40hRi6pl4fXN9Q3KW+uRKra1sbm1ubW1ubW1RZLmcdPR2k9MI4Zs5iFVQX4gPyCQJMoq+Robas0T5slZ7xvLqtHigsolk8q1ubW1tUWGQqHGhlq7fSabkUhJkB/IDwgkibJHvrvaW709NybsnjeWVahcMqxcW1ukw7FQX3d4PRzOWiqSF+QH8gMCSaUskW9xYf543eH5JT9VtqByZadyDRomPz7VK+pvup5ML6wKKtcWSf5wp7vzwlmbzZadYCQpyE9u8jMcOz/dSsoPCCRQlsh3ur1l2GB4Y3FB5cpa5Ro0TH5+9s78ioeqTRubm6G1deq1L7im1Y99d0c/u+wWVK7Nzc1PD33w+vUrs9mcnWwkI8hPTvJz5OwPsfLzg35UQfkBgQTKBvnWw+GPDqqXnH7DxCpUrqxVro9P9c476bK1vrGpfz2z//D3Hl+IWuINhHofG+8S44LKRZJkZ8eZmzevjY6OWiyy+MEW5Cfn+Qmz+fErLz8gULSyQT67feZ43eHZpQBUrixXLqZsbRDDtl/uav/1e999cKRrxRXY3NpaW1+/S4yLVi6dTnv2dNvo6Ojo6OjCwkIWEhJfkJ+c50fP5Kfmi27F5QcEilY2yGcaMeBtjWabJ2blulCFWBU334PKJV3lWt/YJAy2X+5q/7xJa5pY/Bd1x8Evex1O3+bW1sNXFtHKpSeen2prGmWUhYTEV6L89PwWcVV2ZCBH+XneWoIQeq8P8iOr/IBA0coG+aj7E45Nu8UrF4W93T3UOfu5L4F8UlYuty/0/qHrnzdp/cGwdXbFMDb//qHr564RcSoX8eIVt3Ll/LQ9QX4o8hU33ZtymQaadjAnT8nn50G9CiHV0adAvpj5OcLkZ3h0TnH5AYGilXvy3T1ahhD67QXoVmWqW7W5tRUIhrvvGvd+dHViepldmGTlmpyczEJI0s4Pj3xThiPFCCH1uRTyY6wtQUC++PnxM/mxKDA/IFC0ck8+ttW540sDl3z3j5XxmlhYz/glNUJoR53RbPOYL6sRQsX1xgl777uRlVRHh7yTQ5pihFCpqhghVKoZnPNZn7WUMGuUnBgpNPIFQuGuu8Zf7T5T9emN9z+5Pja5lFLlyvkkvZTHfLt76DOnweYdzHHfcewNTb7HGnbhu5cp7DGN9uPGydlbuzlx+vKZlw5PqYpZcf+led/Mgu/xVypePt/r45HveWsp8y+lDaP5k59DyssPCBQtGZCPGfZR+m2ne3TKPTrQvAMhhPWMWRkExiQfM+Z7qilGCO29RZMPqTupc/ZnLSUIlZwYmZ73XdqHEFLV6QuIfKHw+k3tm79/98w3F4cmbc4D/3FT/cfvTROLyVeunF+qSYp8/It8o1M09nYcezM27T6PIYTKvnjsGaewV6LRJRzzUSnad4shX8vgvG/whIo+eSJaShBC+/psC/6nDSoh+Z63ljLAu/o+Qkh14kW+5Oew8vIDAkVLFuSj5uZ9S59sq89Nue99WYYQeuci58w9Hvl6I+fppZpHQzQCqW4VVa242nOtUMjnC675Amt1bf1/uvSMqlAT08t1bf29901r6xv3YszNk1vlSnrMRyGQhp+wZ4DQO5c8ujoVQujdy/G7nbe4cRqkyLfv9vS8b/rafoQQ2nebGvDtue63LfhtDPBY8g01CCO370ae5MdsXVJcfkCgaMmIfKYpCn5lRwZSIN+DehVCCO29ZbHf2h2bfNi1grvO903XE61+zBtcYy/MsF5b3zDblq70vyJGbfKvXCl0Ozvp2VIs+d65yLvOl5B8j47TcZqapeOUNvn23sjv/DiUkh8QKFq5J9/do1WfP6LIR52zq89NuUc71QhFdTupVtWeXrPNo6tXUeQ7v5cpW1S3M4p81qv7EdOtmp73XTrR8rgwyGedXzlza6j3ycjDVxaB7xHjV+6/ukuMr3j88q9cqc9wKTsy4B67qEYIoZLm+9Pu8Wn3+WPNuhkPdfLE73Z6IhGa9V6gXg8x3c4Y5Ju5Tr2I0e28sR8hhHa2PlsKzC0Frja0PlNmfs72xs5Pv2LyAwJFSw7k43alItdpzmHMspIyesw34zm/h162o4Qm3wQFPIRQiUqcfHM+Gn50/6pQyBde37TOO7XPxrTPxrR6yuNa/fhd/fhd/Thhsq16A9H3XSTlV7lSIZ+L6hag4ub7VgZ+dDyaddQMl0uRhe9e9kzYPWyEio8bmYvEnBlSouRboK4ZI4QQ2qkSjPlmHf7ZGwciH71TkeQLr29a52LnZ1Qx+QGBopV78iW+Bwfb7YRfNWT4XvvyrFzbzU+mfxXzvLUEoZIGE+RHnvkBgaIF5APyyb1yyZt8pvqdCCFV/XPIj0zzAwJFC8gH5JN75ZIl+W7viXQzI9iD/MgwPyBQtJRAPriHS2FXLsgP5AcEklZAPqhccq9ckB/IDwgkrYB8ULnkXrkgP5AfmcvpXDabR8E5sXUqncdAAvmgcsm9ckF+ID/y1OLCfGfHmY8Oqj8/fLCluR6cEzc21Fbvf7eluf7F86Hkj51cyHdPeOvOnneQ+hxULqhckB/Ijyx1V3vreN3hZwThcHodK6FpTkKm530z837KdEi4OXEEBJ51BGaXArNsWpYjaZlfDsw7A/NOTmwYO5xBxwrlkGMl5KDCw3iZTtHasmvNybWb9oqH9qqXtsvLD1WsRPnXvYGImXRtUPYHaVMBi3htI8g4Era1zbW1TTZy3NRRYVvf2Nrgmg4eubFJbm7R3toit7a2ZmzT5749hbc1etyuZA6fLMh3dnfk+XzMOTtULqhckB/IjxzldC43NtT2dF9bWPaNTLqh9yCTHG6RpHncdLT2E9OIIeFBlAH5HjX9vLjpnjAxbOXqeYc5l99RZxyf8ZhnjF/QD4xRn4/cdxEhpO6AxORj5YL8QH5kpcaGWvOEeXLWC113GeYwFAo1NtTa7TPxD2LuyXf3aNnPjxqiEhN1zj7YvAOpz894dHWqHfVGNjEP6lXF9UZITB5XLsgP5Ec+uqu91dtzY8LugevNss2hw7FQX3d4PRyOcxwVQD7O42bU55kni1K325+w0Tdd3H0ZEpO3lQvyA/mRiRYX5o/XHZ5f8sNMq2zmcHB48uNTvaL+pvvJ9MJqdA5/uNPdeeGszWaLdShzT76RC1UoTrfqohphPePT7vHpnneoyjXjMduoW1dT3SrPhN3TsRe6VXlbuSA/kB+Z6HR7y7DB8MbiAvJlLYeDhskjZ3+YX/FQSdvY3AytrVOvfcG1H/Sj393Rzy67BTnc3Nz89NAHr1+/MpvNoodSBuSbNHxeHHOGwv1jZTuOvRmfdo9fUiNO5aKKF32vfbvHYvd27EW7r0Bi8rByQX4gP3LQejj80UH1ktMPv67JZg4/PtU776SxF97Y1L+e2X/4e48/RC3xBkK9j42iT0ju7Dhz8+a10dFRi0XkB39yIJ9rZJJ6rJrorHRmhgKmfoe5TsM8d0bzwOahn0yLECrRPITE5GPlgvxAfuQgu33meN3h2aUAkC/L5GOwt6Eftv1yV/uv3/uu5ovuFVdgc2trbX39LjEuSj6dTnv2dBuVwIWFBcHRlAn5IDFQuSA/kB9ZyzRiwNsazTZPvOdEsipuvjfQvAMhVNJ8P7M55N48HaGdrU8zmsM3bWUIIbU2y+Rb39gkDLZf7mr/vElrmlj8F3XHwS97HU7f5tbWw1cWUfLpiefcHAqOJpAPKpfcKxfkB/IjB6X0hOTRKffoAP2QmQzn8PYehFApDbyM5zBH5HP7Qu8fun6kSesPhq2zK8Ojc+8fun7uGhGHfIIcCoZ9QD6oXHKvXJAfyI8clDL5spTDgiAfZX8w3H3XuPejq5bpZXZhkuSbnJzkHk0gH1QuuVcuyA/kRw7azpiP89MahBBCe3rNl9QIIeqnpROX1Qih4nqj5ammGCFUqipGCJVqHs16p4Y07CXskhMj1nnf9PzIsVJmUWnL4yjyXX4PIYRKG0yzDv+V9xBCaN+NwNxS377Ix6tOvAwsooAxLwAAIABJREFUvDpZihDaWb6TXlj+XlU5/bLqztJqaMlwcidCqCyywtdv+OQztrH/VWWaiUyTLxAKd901/mr3mapPb7x/6PrY5FJK5BNM8gTyQeWSe+WC/EB+5KCkyMdox5dvIuRjn6097dZRCIxPPqS+QOVwSFOMUPEJ49Sc9+I+hJDqmN53aR9CCGHXYlzne6/Pvmiq34kQ2n/leWspQqUNo7wcvmwtRQi938eQ7+TzleDzr8sp4DlWxxrKEELlDcMM+VD1TVfI+YaiYNtrlnzGtjKEyjRml3etR40QKm8yZpB8ofD6Te2bv3/3zDcXhyZtzgOHb6r/+L1pYjF58glyCOSDyiX3ygX5gfzIQWmP+agB3zuX2HsJJSLf3ltUCB8dVyG+sGu+wRPMwn23Y3Y7n7fSw8KdrUORHHKGfTtbCYp8v7uzyJBvZ9OYYzV4o4pPvqo7TlfI6R5rLEMIVXcz5BvWlCO+qm5liny+4JovsFbX1v+nS8+ovJmtS3Vt/b33TWvrG/dizO0E8kHlUnblgvxAfuSgXJFv99WoHOpb6HvNov2X4pMPHbjiCMwtBZ41qBBC6P2++eW+fdKRr6o34zn8puuJVj/mDa6xYWO9tr5htjmu9L8iRm2KJ9/9gTdQuaByQX4gP3JT+tf5LqpRdLfzsYZGIPOj0mjyTV5RI4RQqWZgzmud81080TIYyeFIXSlCSFVHRJOP6Xbe2E/1P+eWAlffRwipTrxgup3Jk4/qdvZUI4SQWhu5ztdbjRBCqjaDd83lXevRtBkyk0Pr/MrZ3qHeJyMPX1kEvkeMX+l/dZcYX/H4lU0+o2XlRz/6EVW8BJVLF7lErPriqcf8VLOjRPMAKlcBVC7ID+RHDtrODJdzGJO+kjIaeDPULfQQQqi4JAb5Zr1TFPwolbYMztPX+SjtuR51nQ+pSnYiRM9wMR3fiRA1w+UF2/9UpUg+RmUnXwvmdlLwoz82U+QLr29a55zaZ2PaZ2NaPeVxrX78rn78rn6cGLWtegNp5FB25EMI/fjHP74/8IZXuQabd5Q067jn7FC5CqZyQX4gP3KQNF33weYdCO2oMyqg98DrduZbDnNPvruPDHcfGe49MtwbMGgfvv7Rj360ubn54x//uH/wTSQxl9RIrHKdp289pe6wey32W7uZ84/i48apWe/UM01xqeYifUFYdUzPJObafnq9fX1QueRfuSA/kB85SAryvfmiBCGk+uKxErruQL6MJuZ/+p//kusf/ehHJElOTk7+p7/8z9xzpfMYPzFPNTsQKq43Ttg95/ci+hFrkanA6k6qclE/gpnzWa/tp3oF0/qWktKWxwu+mQXf5X1oz3WoXHKvXJAfyI8ctA3yRR6PjFDZF48Vcr0ZyJe1xFDXaXhlizdDofcdhFCJRifoVl1Wo723LHbvw8gkYKZylWoG6cTcxtD+S/OcOcEIIYRKvjJB5ZJ55YL8QH7kIJhjnE85lB35EEL/6S//c5zEUA+XEalcl9XMleFbu+NWrpITI5AYBVUuyA/kRw4C8uVTDmVHPqpspVG5Htario8bmanAkW4VdtVnnfMNnlBFulVo/yVIjHIqF+QH8iMHAfnyKYfyIl/MxFziTO3d0yucm0d3q5gZCnvV3HP2Y/Qk4P2XmMQ8jjSs9l+GxMi+ckF+ID9yEJAvn3KoEPKllxhetwoSo9TKBfmB/MhByeTw3tHInan5T0gG8skrh0A+SIzcKxfkB/IjByXM4dndCO3u4ecQyCfTHOY1+SAxeVG5ID+QHzkoQQ4fNf28uOmeMIcs+SI/bNhRZxyf8ZhnjF/QN99Un7d5JuzGWubPDsghkA8ql9wSk31BfiA/clCCOyocLfv5UUNUDqPGfIPNO5D6/IxHV6eibldN5fBBvYr+USnkEMgHlUuGicm+ID+QHzlom+TjPJxWfX7GQ92x+t3LTA6faooR2n0Zcgjkg8oly8RkX5AfyI8clCCHF6pQnG7nRTX1rIbx6Z53KPLNeMw26qbVVLfTM2H3dOyFbieQDyqXLBOTfUF+ID9yUKIcGj4vjjnD5f6xsh3H3ozTP7CJkI+C37uXIzns2It2X4EcAvmgcsksMdkX5AfyIwclkUPDkWIU41cNzAwXTP0Oc52PuQOe5gHziD7qz4eQQyAfVC65JSb7gvxAfuQgyGE+5RDIB4mRe+WC/EB+5CDIYT7lEMgHiZF75YL8QH7kIMhhPuUQyAeJkXvlgvxAfuQgyGE+5RDIB4mRe+WC/EB+5CDIYT7lEMgHiZF75YL8QH7kIMhhPuUQyAeJkXvlgvxAfuQgyGE+5RDIB4mRe+WC/EB+5CDIYT7lMHvks9qdkzPLkzbaU3xbbctWO2Un5WnWszzPzDpn5oS2za3Y5lZs8xHbBV5YmY3y3MLq3MLq3CLP81w7Il5gveSivMh6mbaD76Vl15KTspvyMtcrPDu5XnU7V90rqx6BV1c9qy6eXazdtN1uL21PxB6uvRFz5PN6fV6fz+fz6Z/rZVW5ID+QHzkIyAfkSycxHm/A4w2C5e/Xr5/LqnJBfpRlueVHKgH5gHzpJMbjC7s8a2D522R6I6vKBflRluWWH6kE5APypZMYqFxKsdwqF+RHWZZbfqQSkA/Il05ioHIpxXKrXJAfZVlu+ZFKQD4gXzqJgcqlFMutckF+lGW55UcqAfmAfOkkRrRyff/QcLCtN9rfPzTk/AtcsJZb5YL8KMtyy49UAvIB+dJJjGjlOtjWK/qWg229Of8CF6zlVrkgP8qy3PIjlYB8QL50EhOrcm1srG9u0t7YWN/YCAcD3qjKZW5SsU98LG8yZuc7rK1CqKo396WkwCsX5EdZllt+pBKQD8iXTmJiVa5g0B8M+oNBXzDoCwR8btfS7PS4WOViCpaxrQxV92Tse9ujLsRqJefKBflRluWWH6kE5APypZOYWJXL73cjvqbMw/EqF+81VK78r1yQH2VZbvmRSkA+IF86iYlVuTyeFZdr2emcX16acyzabNYx8wiRXOXSVqHqJk053b8ytpUxtY8pPdoqVN3TW00vVWvprUXWpM79I9spY3tiqjYD9Xbxt0S6Z/lX5uRWuSA/yrLc8iOVgHxAvnQSE6ty2afHJkZfjhqGTMNPRl4/HiZ0L59q41Wu3mqkajPQFQeVacxMZWFLm7YKsaWNLVjMRRdjWxn99jVXbzVSa3nb4Z2zM5Ur+i30G3NfZQqhckF+lGW55UcqUTmctNrNlhmBJyaTsoXylC2hJ7m2insqvqcp26em7db4nqE9ncgzrG3RnhXYJrBdxPY4nqUtpjmh52hz9Uz/TNbkGyb6H9+//rDv4oO+zgd9nbrbFx79cDnuDAX2Ig3nnJpfSgya8jKNmbcCu5A9hRc9NxetXNFvMbaVcYpdnllulQvyoyzLLT9SicqhPxD2+sEKsMHwWr7kS/r3WKLXZtKtXMLT7SQql9gZukFTDt0qyA/kR+b5kUpwRwVlOX4OlXIPl0SVK3a3ijmzZhby1ozaTqxuVayp8PnYtpJb5YL8KMtyy49UAvIpy4VBPg+vp8QtPU2acuFUAs6a0af29L8KuliCt0T+zOD8eHkmJvuC/CjLcsuPVALyKcv5Qb70zC9J4OQst8oF+VGW5ZYfqQR30VOWgXy5PwbKstwqF+RHWZZbfqQS3EVPWQby5f4YKMtyq1yQH2VZbvmRSlLcRQ+cPRcy+cDpWG6VC/KjLMstP1JJorvooeg5TT1qhNhffMZzeqdimb1pkWwN5AOnZrlVLsiPsiy3/Eglie6ih4T3TDe2lanKy2KTT2S2cGoG8gH5wElYbpUL8qMsyy0/Ukmqu+hVqcu5NzEwaMqrNG1AviznEMgHFlpulQvyoyzLLT9SSbq76GmrIpxj7g3LLuHf4rVHHXW3IOYnMZGf2YjccpbzQxp1G0O+fL5bbKo5BPKBhZZb5YL8KMtyy49UkugueuVNRs4wrrea/n0nRT6Ru8IKxnzMZULuW6JvwsBd2FtN91fz8bYJaecwe+Rj77ENlrnlVrkgP8qy3PIjlaS8i56xrUytjfzJYkzkrrCxup3i98YTu8ce50Pz926x8iWfVFvr6uoiCNxkMl271Nja2tra2lpbW1tbW4tjmF6vxwkcJ3CpPqswJbfKBflRluSWH6kk6b2EzE2q8qZein988onN/EyVfAZNuQj5mBWg20kqkXwEQZAkgWEYSTImMJLACALDMQzHMahc25TcKhfkR1mSW36kkrR30eMRSLx1mRz5YnY7uXfO42+zMNqe+UY+h8OBYxhJYjgeKVskgZFEEUkU4TiG4UVSfVZhSm6VC/KjLMktP1JJ6vvHcua5cGe4CO8KG+NOsDHuCssO5gzM/WYjM1zy+m6x+Uk+DCcoX3jmunapkSTosvWLX/yCW7ZIHOE4VgSVa3uSW+WC/ChLcsuPVIKZVspynpDvwjMXU7ZwDCsiCGzXrl1U8SKIIgIvInCEY6iysjJx5eqvYc59Ktqt9N81/dvZwbyS3CqXzPJjba+gYhPjb57iR6u/Jh9zJ7f8SCUgn7KcP+S7dqmRIHAMK2ptbaWKV2VlJUkU/eQnP3nrrbeKilBlZSWGJTpnt7ZXRMpNf3vMmlW4klvlkld+UiNffImTT+k8lFt+pBKQT1nOB/IRBEEyV2hsNhtJknq9HsOKCLzorbfe2rVrF47TsxK6urqKsLiVS+l1JfOSW+WSV36AfIkkt/xIJSCfspw/5BOoq6sLw4ocDofJZNLr9TqdTqfTud3uRBvrr2G6nJwlNf3UaDCimn6Su0jRtSg1ya1yySw/ccknDAyHYmyPvaadeUd/DarpZ5azb+B14hUoueVHKgH5lOV8IJ9er49eGAqF3G63yWSy2Ww6nQ7HCb1ej+HJTEmn6xOnJvHAFiEhW32Ufh6eiuRWuWSWH/4JEhdSIoFhcmNtr2BRFjn16q/hEo/z74rOmtzyI5WAfMpyPpCPOmfHcQLHIy9wnHA4HARB4DhhMplIktTpdBiOJ3HaTomdfcAvNf01dAmKnH4r+xw8VcmtcsksP7HHfCKBYaLFi5iVN+ajF0ZeA/nkKSCfspw/5OPK7Xa73W6Hw6HX68+ePW8ymUwmE4bhGIY7HI5ktys4MScLd5zHldwql8zyE5d8wsBwGulAPoULyKcs5w/5BOfsFouFalWxoi7YYFjchlV/DVtWmHrElhp+zeF2qApJcqtc8spPHPKJBIbb7eRe8APyKU/S3lEBlGnlD/kohTjS6/U2m+1tRklXLkEDMzL0EzY3OYsKh4Fyq1zyy0/sGS7CwEQoxpn70h5/zEdvRLGBk1t+pFKmyedwOAicSPpiDSiB8oF8H3744dscVVZWVlZWfvbZZzqdzmazEQTx9ttvEwRBEIROp0tUuUAJJLfKlXf5UfqgLoHklh+plFHyUdijDPCTRPlAvlii5iYQBKHX69mJ6UUYlonPKhzJrXLlWX7yvokut/xIpQySjyAJnCAJksRJEicBfpIon8nncDgwHKcmJlAuwrAUZriAxCS3ypUX+eG20vN5wEfKLz9SSdIc4gSBd3V1nT17niRJaqhHYS9p+FnbK0SiFP1rZcE/5nn4OMpn8oEyIblVLsiPsiS3/EilDPYeMJzAhOTDi5KZr8CnnLW9oqIi7VsK5ZmAfKDUJLfKBflRluSWH6kkUQ7x1ZHHBIHrdDp2zIcX4QRGcOGHYzhWFL/rbm2vqKip4WHO2l4RmT5V8ALygVLT0NCgrCoX5EdZAvKlKmrMRxsn8CIcL0qKfO1W9r4bZORmeJwf2fD76/yfb/Fvm5d/kgv54BegSrHcKpe0Faerq4sgcJPJdO1SY2tra2tra21tbW1tLY5her2euruLVJ9VmJJbfqSSJDmkbpjHTqeillgsFhZ+WBGWCvl4vwOl/xaO+aLvnCB+27w8E5APnJrlVrmkJR9BECRJYBhGkowJjCQwgsBwDMNxDMi3TcktP1JJkhxy7xNrMpnY+8TabDYKfhT5sCKMFLnLOlcMz6ztFdy7DHNJxplWxb+HXowfkuaXgHzg1Cy3yiUt+ahnFZEk/Vh25pns9GPZcRzD4Jns25Pc8iOVtp9DasBH3UiIpB6VxblPrMPhwDEcK8KxIvpZWnHFjuSs7RUV7f0U/zjkE7kHOpAvIiAfWGi5VS5JnkxLmXksO429X/ziF1zskTjC8QRPpo2+wR3vfpyopl987rjoU/zys+jILT9Safs5pB6JFec+sTabDSvCLBZLEhvj3zWPey2PGQpyFgH5ZEa+7x8aDrb1Rvv7h4acA6BgLbfKJdUz2Rns4dQD2Xft2kXBjyCKCLyIwBGOocrKygTPZOcWCmt7BXdeebwaInpf6/wsOnLLj1Tafg7Tuk9sLPFvrs/tcAofHVJTA2M+uZHvYFuv6FsOtvXmHAAFa7lVLqnId+1SI0HgGFbU2tpKwa+yspIkin7yk5+89dZbRUWosrISwxKM+bgFRzCvPG4JAfIpXpI8JzL1+8SC0pTcybexsb65SXtjY31jIxwMeIF8ObTcKpdUd6ymrvBRV1D0ej2GFRF40VtvvbVr1y6cmWjQ1dVVhMW/zsdlWEW7lX+5RXAf6qjnsPMfuZ6fk8vllh+ptP0cwn2Gsym5ky8Y9AeD/mDQFwz6AgGf27U0Oz0eRT5zkwohtVbw9h41Qqo2Q+Jqrq1C1T0pM8DcpCpvMuYeRUA+yZ/PR5JkV1cXhhVRl17YWebJ3C+R6Sfxn+4YPagTfw57FBjzbnK53PIjlbafQ7jPcDYld/L5/W7E15R5WJx8iM8hY1uZqrwsNvl61KiqF8gH5CP1en30wlAoRM21Y2eZU3PtEm+OYpeVM5uOmtci+L2w+HPYY3U786fzKbf8SCVJZrjAfYazJrmTz+NZcbmWnc755aU5x6LNZh0zjxBi5CuvUpeXaczsQoOmvErTBuQD8iWU6JNpcZxwOBwEQVBn4iRJ6nQ67izz2Oqv4Txkj4JaexTPYjyHHcinVMG9hJQluZPPPj02Mfpy1DBkGn4y8vrxMKF7+VQrSr4mo7YqwjltFaru6a2OdDuNbWX0oLG6h2qEUlK1GdiVEUKIxSH3LZyFzGpI3caQjxpx8lfLX8utcmWi2+l2u91ut8Ph0Ov1cWaZx5DgxsCCP+M/hx3Ip1QND7843d6S670AJatXrwhZk2+Y6H98//rDvosP+jof9HXqbl949MPlGOTjDON6q8s0ZhdLPiNn8NdbTV0R5I/5mMuE3LdE2qfaKuo1d2FvNd1fZTZYIJZb5crQmM9isaQ9y1zwjD3+o2HiP4ed+8h1IJ+SZJ2yNDbU5novQMlqcED3p/YWmZIv6d/zMY1HY1uZWhv5k8UYO1CLjPNidTuZ13yeGTTlNEojCzkfihC30ZrfllvlknbMF+IIZplnQnLLj1TyuF2fHvog13sBSlY93dc6L3wrU/IlbTOn8Vje1Evxj08+sZmfqZLPoCkXIR+zAnQ7c6Ltk+/DDz98m6PKysrKysrPPvsMZplnQnLLj4Q6XnfYbp/J9V6AktLxusMDAw/zhnx8Aom3LpMjX8xuJ7Mm2+1kt1kYbU+5Va4MPh0GZplnQHLLj4QaHNBdufxdrvcClFjWKUvdsc+4ITSbzdwVlEc+l4czz4U7w4XT8KQ7k9QSdoaLgHz8t7CDOYqsvBkukdXSmCCqPMutcmWOfDDLPBOSW36kVUtzvdmcV/9F+af1cPjY0U+fPnnMDeHk5CR3HaWQD5w9y61ywWxyZUlu+ZFWTufy0dpP1sPhXO8IKKZ6uq9d7Dw3ytf8/Dx3HSAfWGi5VS4gn7IUfzZ5HujF86HGhtrFhfnEq4Kyq/VwuKf72teNX45GSbAmkA8stDzJF1rbCIbACnDek48kSeuU5Xjd4bvaW7neEVBE1inLsaOfRo/2RkdHo593COQDCy1P8kF+lGK55SdDooYXnx76oLPjTN/tm6YRg9k8Cs6+dTptT/e143WH6459Jri2R0kwt4USkA8stNwqF+RHWZZbfjIqj9s1NDTYcf70141ffnX8CDj7Pnu6rfPCt4IfMCSMH5APLLTcKhfkR1mWW36yo8nJyViVF5QrCeZzcgXkAwstt8oF+VGW5ZafbGpsbCy7tR0krrGxsfhHKnvkgxkKSrHcKpcUd78DZ89yyw8IFK3skS8LHwSSRHKrXPHveC76lqg7noOzZ7nlBwSKluLJ53A4CJxI5lHaoCQlt8oVn3wbG+ubm7Q3NtY3NsLBgFf8ycZid3ZFsZ/vyDE83xHIB8orKZt8FPYoA/ykktwqV3zyBYP+YNAfDPqCQV8g4HO7lmanx8XJJ7gLq7GtTFUOTzYG8oEKUEomH0ESOEESJImTJE4C/KSS3CpXfPL5/W7E15R5WPT5jlXqcu6jpgya8ipNG5APyAcqQCmLfDhB4F1dXWfPnidJkhrqUdhLGX6RZ4bGeh5oqk8K3caTRalHlTKPK01K9P5n5Fmmcqtc8cnn8ay4XMtO5/zy0pxj0WazjplHiBhPNubc65yCGfeO58a2Ms59yXvU3Gc9Mivzb27OeQtnIXt/c/aO5/SIk79a/lpu+QGBoqUs8vGEYziBCcmHFyX3QG0OM/rbRXEjJfni/Zu1vYLzYG7xfRHbYNKQTFlyq1zxyWefHpsYfTlqGDINPxl5/XiY0L18qo1BPs4wrreafhAx+5Qr7kM/1FqXcMzHXCYUfzAW9ylXzEL2KVeF8XArIB9IQVIK+fDVkccEget0OnbMhxfhBEZw4YdjOFaU8OFqSSItW+RLa6y4jQFmYsmtcsUn3zDR//j+9Yd9Fx/0dT7o69TdvvDoh8uxyOcyUs80NkeeP8U+2ZgrVZshrScb8xdyPpR9clYBWG75AYGipRTyiYga89HGCbwIx4uSIJ84NKK7n5z1Iv9Y00/9yQ64Iq/Z9YWbEvYyBVsj+2sEXc7Y229vr0CoooK3fbG+rfAjxJbEltwqlxS/5zNzGo/lTb0U//jkE5v5mSr5DJpyEfIxK0C3EwSSiRREPnrYx475LBYLCz+sCGPJFwqF4myFi5W4/86SLKqzmIB8IutF/o37Xt5SDpRibh+JvFV8z2PvcBKjRblVLmmfbMwjkHjrMjnyxex2cp97zN9mYbQ95ZYfEChaCiKfiGw2GwU/inxYEUYSid4Tq/RHhmbsUI33vxElJN//396ZPrWR5nn+mdqI/Qs2aid2d3aiOzZiImb3zS47u7HRDmM3eIfoiJ7umV46eqN327Nd5SzbNcZmiupy19XlLhvfR2GMSRdd5XL5At8YfMk2GAMGK30hbiEQCHFfEpK4yX2RKSlTmRI6EuWT6PuJ3wsspVJZxZffR8+TqXxCdyV5TvKU4oqWqrzAKG4ls4b+Q/p2ygOO9KYq0Na5tDXflFtynYv0ChfJhKc4Myk8ErjCJcR88pcEBnOCWQmRXOES3CyOC0SNV7TlBwAlxjYfz/MjIyMswzJpLJPGKBdhUkF2RYkfyTApxHgqm0c2k8qu5OaLMOQSno3JfIq3UzngGM8K0ta5cN9OYxVt+QFAieHNx/O8w+Fg0hibzRbl9vITa/aSvJKqoC38A6+ALuwlWaGjpKBtJE8qTRnYVci8pnxvVXmy03PiqC3s/gNHEDypGPJ2yrdQ+U+IBG2dC+YzVtGWHwCUrAXzxYHkspDAuTFxvjBPOcsZnC2Un5cjJCsvTzEmU+7K/1jIW4kPKI5lhf3zYQ5O8XaSA1a8aSRo61wwn7GKtvwAoCRFzQciQFvngvmMVbTlBwAlMB8IhbbOBfMZq2jLDwBKYD4QCm2dC+YzVtGWHwCUwHwgFNo6F8xnrKItPwAogflAKLR1LpjPWEVbfgBQAvOBUGjrXEJ+loFBoC0/ACiB+UAotHUu5MdY0JYfAJQY3nzCsuxYk1ZDaOtcyI+xoC0/ACgxtvmEtiUUmpdW0Na5kB9jQVt+AFBiZPNxPMdyPBf7guwgIrR1LuTHWNCWHwCUGMt8rHSVIuGjesia7FE1r9AV84AM2joXdfnh1VdFlKPlysYrvzTWPMvXxdIW2vIDgBJjmU+GsD5RSOdi09gVXiZby6CqBOpTQFvnois/ojUk91BVz5CW5ov0XFx5VizhqCW05QcAJUYxn7gsbXV1deAzO5smLksb6FwsE/ea7CAIbZ2LrvxEG6BkmS+uPK/qHwFt+QFAiVHMp0JgQXaO4YRP6+LitCsgX6Qo+JgwdVUiLoinvkiecpKrKo/klZRkKdZdMLBdaetcdOVHXRrqwagKfdK/7lWk9RdDdxU6lxmaMUWew+9fCGqWbP9q87bKGMcSbNryA4ASA5lP/Nge+Mxus9kCzUtYk13oXLOzsyvtSn6WQ7p8XaCNqLcP6R6Caw4FtRjYzMgjS9o6F1X5UcmC+vPSVasUyyWutPJw2OfUM6bIs/r+ScR4So88/AFHEWza8gOAEgOZTwWHwyE0L6FzMWkMz0X/av9SrrI/ZnvEMZ9sobvwy/gZ++oZ2joXXfkJ1/rDBSOS0cKYL3RXkuciZUyyNPFKZg39h/TtlAccY7Bpyw8ASoxtPp7nR0ZGWIZl0lgmjXE4HLG9uCqP5FXJLhGIbD7Jp2GVxmbkcZ4U2joXXfmRx0UkfDBUNo9sJpVdyc0XIWPCszGZT/F2KgccY7Bpyw8ASgxvPp7nHQ4Hk8bYbLaotq7Kk53OCPlbD84JBVtCYDZUsqH/83Xo6RzDDvQk0Na56MpP6Ik1e0leSVWEYKikQiVaaqYM7CpkXlO+N2WeI+4/cATBk4ohb6d8ixiDTVt+AFCyFswXI5JT+v4/Z8n5+5LAh+TAg1l5edKTJcJ2eaqTWZJ5IeM6kLbORVl+eF4lQxGDEUyF/LxcaLSCV6zId+V/LOStFFdVKfOstn8+zMEp3k5ywDEFm7b8AKAkBc0XmZWuYEgBaOtchsoPoC4/ACiB+UKA+ahE68xVAAAgAElEQVTrXIbKD6AuPwAogflCgPmo61yGyg+gLj8AKIH5QCi0dS7kx1jQlh8AlCTDfC9fNJ777kwS3ghogsXymqrOBfMZC5gP0E8yzGe1tp86eTgJbwQ0obGxjqrOBfMZC5gP0E8yzDc+Pvblnt1JeCOgCffu3rpw/ht6OhfWZDcWMB+gn2SYj+f5L/fsHh8fS857gQQ5dfLw48cmejoX1mQ3FjAfoJ8kme/m9cvV1abkvBdIBLdr6ovPP2xpbg60rY6ODn0PCWuyGwuYD9BPksy3MD+/P/9TDPvohy0+YXpwV9q2or+t1ypB2Zrsknum6LMYFe33h4X5AP0kyXw8rnMxAo2NdV+zJ9vlOJ1O3Y+KpjXZJd/4VL17dXg0UhbMB0CiJM98PM/fvH755vXLC/PzyXxTECVtrZYD+Z+9efM6xHx6Hxdta7KvsHJjBGA+ACghqebjef6h6c6RQ3vsPTpPoAEpPp/30oVvvzpx4NXLFyHa6+7u1vvoKFuTPWTMJ5VgyAyo/BH50uph1nD3b6SyeF7wXurhV3unA5gP0E+yzcfz/PDQ4Inj+ee+O9PYWGe1tmMIqBf9/X1trZab1y/v/fL3t25da1dD72PkecrWZFddG0Ft1XLFyuYrr4QuWZRIeEy6PJBs/Sz/+kexLJWeNGA+QD86mE/g5YvG775ljx3Zm/fB1tyd7xq0dv/ufd2PIe7av+/Tr04cKCu7oBzqUdWw6FqTPdw6xVKySuxqKoq0ErrsSdX13O2hY74Yl0pPGjAfoB/dzBego6NDte3Szx+/+N0fPsurra3R+0C0R/dvMkiha0126VBLZdH04EaRzBd+DXfpY/KdqJmPmnGeFJgP0I/+5uN5vre3V68WHzd3795mT59oanpZWHBY72PRmN7eXr0TIYOyNdlDT+5Fv455pJXQVcd8UvWpznbSM9CTAPMB+qHCfAH6jMOB/M/6+/t4nj904A8c91zvw9EGvX//6lB230759ZxSc4XMO4Zb2TyrxB55DXfJz5JLWNSucIllqfSkAfMB+qHLfEahqenlNyWnlD+D1YAy8+kFrZObCmA+QD8wXzwcObRHGPCp/hNoC8zH0zu1qQLMB+gH5osZ5SAPw75VJYXNJ7180xgDPh7mA0YA5osZ1REehn2rRwqbz5DAfIB+YL7YCDe8w7Bv9YD5jAXMB+gH5ouNI4f2nPvuzL27t5T1Yd42DPtWg7ZWC1t8Qu+jANHCcY0wH6AcmC82qqtNAdX9qaTwyKE9UvlhGabVoL+/78ihPXofBYiW6mrT2W+KYT5AMzBf/GAWLjn4fN7PP/sA93c1ClfKvr9+rRTmAzQD88UPzJc02OITba0WvY8CRMWnn+SG3AlW7yMCIBSYL35gvqRh77GdOJ6v91GAlamrrf5TySmp9rq6uvQ+KABCgfniB+ZLJhW3rz003dH7KEAkxsfHvvzj7pbmZqn57HZDfP8epBYwX/zAfMlkYX4eX5qkmYX5+VMnDz9+bGqXo/dxAaACzBc/MF+SES7yxMiPQuw9toP7Py8vvx6iPaqWuwIgAMwXPzBf8lmYn6+4fe3E8Xx7T5SLCoHVZXx8rOL2tUMHv2h4Vt+uQO+jA0AdmC9+YD69EC54+ezTfz518rBx68jhL/d9+bHuh5HQf8KhPV98/uHlS+eUzsMZPkAzMF/8wHz64nZN1dRUPX5sMmjl7/1090c7Hpru6X4kcVdtbY2q89rb27u7u/UOCABhgfniB+ajhHDNl2Zqa2v27/v0atn5K1cu6n0s2qN3IgBYAZgvfmA+enA6nXp3+9goLDjc1PTS7Zr64vMPQ74GYFw6OjqcTqfeWQBgZWC++IH5QHxI70R68/rl6mqTvscDQKoB88UPzAfi45uSU01NL4Wf3a6pL/fsxl1JAUgmMF/8wHwgDpRLT2DYB0CSgfniB+YDcSAd8Alg2AdAkoH54gfmA7ESbq1BDPsASCYwX/zAfCBWlAM+AQz7AEgmMF/8wHwgJhbm5z/enZO7891whTUIAUgOMF/8wHwgEZAfAPQC5osfdC6QCMgPAHoB88UPOhdIBOQHAL2A+eIHnQskAvIDgF7AfPGDzgUSAfkBQC9gvvhB5wKJgPwAoBcwX/ygc4FEQH4Mh9XajjJQ+XzecL9KmC9+0LlAIiA/xuLli8bPP/sg+Qvfo+Kr/fmfXin7PtxvE+aLH3QukAjIj7EQfl99Q95u53TPgFj2AY99wNM7GFp9g16hHEP+Gvb2CzXiCynniM856nOO+gaEGvMNSmvcNzjuGxqfEWrYXyPjMyMTQs2OTMyOTM6OSmpsSqi5sam5cWm5xJpwizU5LdZUsOanpuenPPMuz7zLM+/2zLu9827v/LR3QSxfsDxiLQrlnRHLN7Pom5XU3OKMv2b9NTe3NDe3NDcfrPkFsRYWl4ValNaSUPziEr+0HKxlXiwpZu5FhL8vmC9+0LlAIiA/xkL4fXX0uixdk802sVpsUy22qdZusdq6p9p6ptp6ptp7XEJ12P3V6+oUqs/d2ee29rmtDrG6HO6ufndXv9vWP23rn7Y5p7v91eOUKdYuk6unb8jTN+QJNeuwt3/Y6xwRyucc8Qt11DcwGhRqUKUTYo1MiiXqU3Tn7PjU7Lhrdtw1O+GaE2rSHSyZLKdFWar4MujIBa9vwTuz4J1Z8PkFOeOvoBQVLpxfWFpYFGp5IWjB5cWl5aVlsZaX+eVlUYHcy9cw36qAzgUSAfkxFjAfzAd4Hp0LJAbyYyxgPpgP8Dw6F0gM5MdYwHx6ma+uqfuTM5Wq9fXtZ71Dk+HMd6a4oF2C9LcJ88UPOhdIBOTHWMB8upivrql779kHgxNuwW0LS0szcwvCz56ZOZO5/fv7ZueYC+ZLHuhcIBGQH2MB8+livk/OVA6Oi9qbX1wyv+nbueem2zsrPDLtm62sb3nIdcJ8yQOdCyQC8mMsYD69zOfX3qK5yfGTzSW/3P593r7bE1O+peXluYWFh1wnzJdU0LlAIiA/xiIq813cQYLknAtnvvrCdYSQ9yphvijNN7+4ZG7q+8k/luw9aWrrGv51zoXdBypHxqeXlpdrXttgvqSCzgUSAfkxFiua7+H+DELIugMWYcz36MBJmE8r87k8s+9/dn1vgck7M293TjS1D7z/2fVz1ziYTwfQuUAiID/GYgXzPS34ESFkS0VUs50wX+yznUvLy96Z+dsPW7Z+fNXWOxZ4EOZLNuhcIBGQH2MR2XzCgO+3F9XO813OCc6AMhWh5iuTPLv1jq1/2tZYuJ4QsiFzPSFkQ2EtzLe8vLS87Judv2Vq/vmWb3f84cb7n13v6B6B+fQBnQskAvJjLOI0X93JdYQQpqKj19VZmkMIIe9VBs3XIP7Q1e/uEhS49Y5oPpJzEWM+v/lm5xdumZp/9u63X19u7HaM79pzK+cPN9u6hmE+HUDnAomA/BiL+Mz3+GAGIeSdy8JsZ8U7hJD0wmq/+aoPZxJC3i0TZjsrtxBC0gtrBPNtvYPZTsF8npk5j2/uUHHVn0qfC4az2kcPFVdVPm6bW1h8hGs7kww6F0gE5MdYrHCeT7iqU3GeD+ZL0Hxf335mMndMz8wFTuwFam5hsdMxcqXqNdfhgPmSBzoXSATkx1iseG3n2S1E5dpOxWznukMtEWY71x9uscF8EvPZByfOVjZWPmuteW0LqUdc55Wq1w+5zgm3F+ZLHuhcIBGQH2MRzff5Hu3PUPk+X3xXuMB8/vt22gfGTc87TM87TGahOk3mzofmzofmTq7dMTntw307kwo6F0gE5MdY4B4uhlurAeZbFdC5QCIgP8YC5oP5AM+jc4HEQH6MBcwH8wGeR+cCiYH8GAuYD+YDPI/OBRID+TEWMB/Mpxnj42NWa7tB6/bta+zpE7ofRtxl77Hp+9tPHOQH+UkaMB/MlyjDQ4OXLnz78e6cL/fsPnXysEHrxNF9B/M/0/0w4j/+4/m5O989dfLwyxeNusQgbpAfGsq4+YkPmA/mS4iHpjtHDu15znEj49MjE7O9kt9l76Cnb9ArlPjrlP5GR3wh5RzxOUd9zsDvdSz4ex0c8w2O+wbHJb9gf42Mz4xMCDU7MjE7Ivya/TUm/r7nxqbmxqXlEmvCLdbktFhT0/Jff7jfvXdh2hcsfw4WhfLOiCVEIVhzizP+CsZibmlubikQDmk+hFgsLC4vSkuMCL+4xC8ti7W8zC8vL/c5es99d4YtPuF2TSU/DHGA/CA/uhDlKkWEEEIy9ta62nua967P2FcXh/la9m/I3N8I860V842Pj504nl9x+9rQmKe124XPSpQkZpnnrZ1t+/M/bWu1JDMPsYL8ID86svIqResLHslyCPPBfDzP8/yJ4/nWLmu3cxqzBBQmZnZ29sTx/P7+vmRGIiaQH+RHR1a+b6fMfM1714sDwHUHmzvqTq5LP7mPIST9ZHV94br0wuo+t9Xhrj6cue5wS5fDv1ADIWRr4f4N4o/rj7Qgh4Y330PTncqKG139bsyPU5uYkZGhw4f2LMzPJy0V0YP8ID/6Et19OzP21qqN+epOriPknVJXZ6+rU2m+hsL1JDO/AWO+NWe+4aHBI4f2DI56cWY4mYmps3R/cqZStb4uf9Y7NKlMzIP7ty9dPOtwOJITjChBfvTJT1P4/Nw2Un40IborXCp+SwhZX/BIab70k9W96uZ7cjhz/eEWzHauQfN9U3KqyWJptk2hcyUtMXVN3V+evT844RYysbC0NDO3IPzsmZkzmTu+v292jrlCErO0tPT5Zx+8efPaarUmJxvRgPzokp+9Zx+Ez0+7gfKjCdFf2/ndFvLbSzBfyptvYX7+4905o+NeXA2c5BUdB8f9bWtxyfymb+eem27PrPDItG+2sr5FdUXHSxe+vXXrWnt7u81GxRe2kB/d8zMfyI/XePnRCi3NRzL31butjpZ96cQ/25lzHuZbY+br7+87cmiPc9SHzpXkzuVvW4tck+Mnm0t+uf37D/aWT0z5lpaX5xYWHoZZy7i62nT2m2IhK0NDQ0lISGSQH93zY/bnJ2/fbcPlRyuiWplWYEuFEMJHBzKkV7hU+3N4/j1hu8x33xOvcHlyODO4UJFz+umRTFzhYnjztbVa2OITVoc7TOeq+K1kSSuy/uSj2pPrCCHpJx/7F3XsFH54r3LlzuVf2qrHOd1zVbLw1YZTdSmWGKFzzS8umZv6fvKPJXtPmtq6hn+dc2H3gcqR8eml5eWa1zbVzmXmXkgTk4SEREan/NzZIt0tyTxo1ik/zaczCCE5JuRHX/BNdphP28QEzgn7E1PrX8U4kc51JYcQQrbdERJz+WiKms/lmX3/s+tfFpi8M/N254SlY/D9z66fu8ZF6FwhidH9Y7s++RHMt6GwbsBjf34qXfLhKcr8NB7PJCTz6Etjm0/Iz15/fpraBwyXH62A+WA+bROj6FyBxCTQuWqPZBJCtlxN3cQEZquWlpd9M/O3H7Zs/fhqV+9Y4MEoO1d3d3cSQkJbfmTmG2g9uIEQsrM0hvy0H9lI1oD5hPL682MzYH60AuaD+bRNTIyf2esL1wVmtg63CImpCcyS++fKxTEfIelHW6WJqTsq33LbPceNnYSQ9ONt/cPe/hs7CSEbjrc5R+5tlcx0HX3pG3xVtIEQsjFzAyFk42lufGb4zemN/i02FnTQlphA5/LNzpebmn++5dsdf7ix/dPrHd0jMXUu3S/S0yc/yjHftrtixzGfSvdvmH6sTew4L4oCD2690XZkY3BnG463D4ze2xZ8YNOx1zNDr09vJIRkbPJvuOvG5Mzo5OzLgk2yI8m5LzNfS3HwBlmF1qTl55Y/P+9/Zrz8aAXMB/NpmxjZeZp1B5ojda76wnWErDvcYnUIZ4kz8xvcXQ3i5/TAmWHhPF+tRHLMNU/voKfXLLawviFP/bHMiObzJ+Zl0QZCyPv3RPORXdeFxLw+vZGQjV91DE/M3NhBCNl0vImuxAida3Z+4Zap+Wfvfvv15cZux/iuP97K+cPNtq7h6DuX7qdqdMqP9Dxf8CSfEKH0Y619Q56ybYSQzMMv/NrbWNSw4phPSNE/3feb7/SLiZkXBZsIIRsLOkabTm8khOy4PzY1+0pQoNR8zcUZhGQUWifdc7dzCCGbClqSnp89xsuPVsB8MJ+2iYnhM3v1Iflnc0LeLRMvi9pSprjCZWC6Z2D6svhhe2epf8D33jVP35CnjxMsGMF8ks/pG4vMr0QFCnHhTmwKOZLtt+lKzCdnKj0zcx7f3KHiqj+VPheS0dU7dqi4qvJx29zC4qMw1+bR1rl0yk9gzHeXkcgvdM6AkPdueBuOZxJCtt6IPNspjdNpTjDfP90fnpgZub2LEEJ23BcGfO9XzI5NzY5ZTm+Um+/NydDI7biT7PxY7aOGy49WwHwwn7aJiblzvVsmS0xk89kHPJe3iZ0revM1Hs8khJD374nzVGHMt/02vYn5+vazB+aO6Zm5QCwCNbewaHWMXql6zXU46O9cOuVHMtt5dSch4mynGKHrso6zovme++Mk+i8B8+2oTF5+TOHz0+kYMUp+tALmg/m0TUws52lKcwghJL2w2uG2OtznDxc+6fff7FU+W1V7JOfAcyExwmf2naWDnt5rYguTzXYKU1Xb7/X7W9iG421XtvvbljDbqTDf0K1dhIizVSOTMzcKTr+gLDH2wYlv7zRWPmuteW0LqUdc55XHrx9ynRNuL/2dS5f8qF3hknnQ7I/QhlP1Qx7HkLfsWFGD/wOTfLbTF4zQqO/q+4SQzKOvAmeL1c03ejtX+EF9trMilxBCMoub3HOT7rmKwmLLKufnbGX4/FQZJj9aAfPBfNomJsYrFEol39JLL3zS7+7qd18IXI6yIVN6baef4Hma0m3BLcUx37C3bLt/fxtF8zlfCGf1Ape0KMw3PjMsNCyBDOrMN7+wZB8cNz3vMD3vMJmF6jSZOx+aOx+aO7k2x+S0L47EJB9d8iM3n3+Sc8OpukFPnyA/cfuiBqHX3Ag+uPWG1zniC0Row/F28fMTkVwhpWq+ydkbge9DCxe/hFzhUpkrCfXqmm9+Yck+ED4/7YbJj1bAfDDfmkhMYLYTiaG7c1Gan9XuOJbTGwnZeLID+aGEFM3hGu1jMB/MR3vnojQ/q9txOk5kEEI2nWhGfmghJXO4ZvsYzAfz0d65KM3PqnSc++8HZzM3nbAgPxSRSjlc+30shc2HxBikcyE/yA8NIIdrKYcwHxJDe+dCfpAfGkAO11IOYT4khvbOhfwgPzSAHK6lHMJ8SAztnQv5QX5oADlcSzmkxXyP9gfuxCssZ1zxDsk5h8TQl5jkg/wgPzQA862lHFJhvrNbCNlSIU8MOheliUk+yA/yQwMw31rKIQXme1rwo/UFj0ITE+hcFe/4P8uvO9TS2ee29rXsE9eDyTnvcHf1t+T7/3kBiVmLnQv5QX5oAOZbSznU33wP92f8aL9FkRjFZ/a6k+tIzvk+d/WhTGGVGSExTw5nrj/cgsSs4c6F/CA/NADzraUcGsB8jw8GTuHknPevLCrcbr/LIS6utqUMiVmznQv5QX5oQMhht73fausLqa7uqMomVI9jxeqWll29eiJXr1D9Pb399sjVJ1bvStUXKIeynCHlCKl+leqPUE6x1BgIrQGxpDw3P6fafK0Xd5AIs1WXcwhT0dnr6uyteEfoXH1u/7KiwmxV4I7DmK1am50L+UF+aEDIodc3P+1FGaAsljd0m6/b8uX6sFcoPD6Yse5gc2evq7M0h0g6l9C83i0LzhJc2Eq2XEHnWoOdC/lBfmhAyKHbMz/lnkPRX21tzZSbb6q127J3ffB+hfKr0v1XKDA57/jP04jbpRc+cYjLigr/rMFn9rXYuZAf5IcGYD5jlSHMhzPD6FzID/JDNTCfsQrmQ+cydudCfpAfGohgvps1lt3Flcq6WWPRXQApWzAfOpexOxfyg/zQQATz7S6uVH3J7uJK3QWQsgXzoXMZu3MhP2spP21tbc3Ntx88KKt9eqj26R+fPPnj/Usf3/v+9ze+eu/Od2fZu3vPvj6rS8xWJLL5FhcXlpbEWlxcWFycn/FNw3w6FsyHzgXzIT+05GdgYMD6+sG1y5+YzczsLMO7GP4Nw3NMD/dL04Fs9gzzVfUeXWK2IpHNNzPjnZnxzsx4ZmY8Pp/HNTXq7O1UmM9akBm4EmtTQUtyHGDaQciOSv1VBPOhcxm4cyUf5GcN5KdzwN054HaMz/T191d/e6T1GVNdzTx/vnnmxRaeY3ju1zz3N3z1XxWzW7ac3ahv3sIR2Xxer4vI6bE2qZnPL7yW4gySW7Fqfb8iJxVtB/Ohc8F8yA9F+Xn/T692fdd0otJafvdW291dd8resVi2fP753z2/+H88jb+ZqfvvM7X/cbLgzw4f++1GY5rP7Z6YmhobHx8cGx0YGXY47B3WVi6S+WQ/w3wpb77Htc3oXBR2Lh1BftZAfvbdsl1sHLt6907Hg6/Yg78qLf3lF1/8o8Xyzo7tf3vz5n+tKvzP1V/9i1PMv8z+VfbK5rOXZPnHVXlV4TaqyovwZFxENl9/b0dX+6t2S2Nb07PWN/VNXPWrBlN05jPtILkFhZvE+c+W4sDd9vzqMu0guRWVuf578JnEvQW3FMaOwf1kBOZUM4stwsvVXxKcfV17mjSS+VpsE2+99ZbQvEI6V3Xw7ouZ+xrQuWC+mPITXLGBpBdWR2u+lgMbMg8+TzA/97aRXVdTPj/7btnK7j+qenTq+LFf79uX9+GHf3/r1q927frfPXf+x49/9B/+/M//9X/5L3+W/b9+seW9LZHNZy/JkvquqqTErr5hss3XxFXVP75ec+/yk3uXnty7VH334tMHZZHMV5lLMostorFIRqHVb6aAGk07SECNAeH5T9q1FGeIL5+bqswlOSbZfmRjPr/5lC8RX6i/pWC+CULID37wg8e1zbLOVXdyXfrJanxmh/niy4//pp2dfe7z7xHpWg0wX3Ly02XvH5+YfHjumyc3ykZHh9+8eZmf/+vrh//73/7o3//iH36+f//+gYHeycnJy6WXN34YwXzR+yyp5ov6+3zSK1wCJ/kkYzK5iiyFmzIKrbINAg8GhoCqYztV8ylf0lKcIZHlGivazffwqeXhU8ujp5ZHtRZTzZu33npraWnpBz/4QVVdc7BzleYQhfmq/fedendrDkkvrOmftjUWrt9Q+NQ53e2crj2Suf5oS8/AHSbwWf9oa++gp9d8Kn3DqUPbCNlwqmHI67i+U3x6+z2Yz4jmiyo/EvNZS3PIe5Wi+cpyxN/+1jui+a4EHik8sCGYHPvgXWmQ+oY8fdyp9A1FZceEEO4sG/b2D3sbjouZ3Lp9F9lY9Fxqvlu7xNf/0/0UzI/T6VxaWpqemPC6XEtLS3Nzcw8e3P7jJz+5W1n29OnTmpqa58+fm83mgYEB24AtbBTC6Uxl/lOyaZhnS0qyCMkKN2YMl8PE7uGiem4vXvOFDteiMJ/aCM9SuAmznatC5M71b/7tX0jrrbfe4nm+u7v73/3FX0pnO88zhJDMffV+8zUUrvPfa//8VhLefP4xn/lUOtlZKpiPkPeue/qGPA6uKH1DUcOwt3/YW7adbL0B8/G80cwXXX5kYz5hiSJrQ+H69MIn/rUatpRN2xoL15PM/Y0Rx3xCkATzEZJ+rM0x7C3bTtKPt/W/KEonO6+MeJ0j3ivbicx8L4s2bCwyj/kGx3zX/4lsu5Vy+env7w/5tY6NjVksDR0dbT09PXV1dRcuNDx71nC0vDxCEuwlWSqmspdkBQVWlSf+7Ddf2GdjkZ4kh6trvvCznf6Rmf9B2ZbRmU/lJf5ai9OetJtPeZ5G1rZkVyhUvuM/T1N9OHPd4RZxtqoswphvuu5oYH7Bb74Np+qHPH1DnoZjwakHQkj68TaYjzea+aLLT/A837uloXMGAusPt9QcyVx/pCXcbKcsSP4xX4Mw23ljJ9l+r+F4ZvrxNjE/N2RjvqPHZe+14URHquXH6XR2dY0/fNjtdLotluGHD7sfPOjq7R1uaWm5c8fCca+s1rHa2rrtX3/t8/nCRkF1zCd/0G9H/6ORn409h6trPrdsTlKqroLCTfIHZVsqh4bisyGzoCEvCf5zFb9fAfNFe57m3/3FX0a4Nk/4zB6t+a7mkG137QMe++BdRs18wmd2nOdbM+YLkx//mK++cJ3/Cpfqw5nrD7dIz/NFMt+1nWTb3d5BT+/g3ffiMt+GE+2pnB+n0zk05GluHp6Y8PX1uV6+7Oe4Xodj6M2bN99/f6+pqXloaOjYsSvb//D15ORk2CjYS7KUxjKS+eIrudJQ0ZXBzCe0rRXNZy3LIaqzneJsVcuBDWT90Zbao5npR1vFzqUwn4MrSvefoYH51ob5wuQnONtZfShTvMKloXA9yTkvvcKlsXA9ybmoZr66o5nieWIhSGrm67+xk0SY7SS7rqVwfpxOp9PpfvFiYHTU29092dDQ293t7Ovr6+joqK2t6+zstNls33xzr7i4/ObNZxHCIJ+mtJfkldjjnO2E+dZ4Gcl8Yb+JXJoTGKQHLk84/55//ipwhYtz+uJW4bHMLVvlV7hs26kc8zmGvJIJT1GBMJ9xzRf+m+ySK1z6Wvali6f6govzkZwL/dM25/TTI/5Htt7pGZiuPZpJQq5w2bYz3JhPOFssvnr7LrL9nvTaTvOJwHvtup56+XE6nT09kzU1vQMD7ubm4erqbpvN2dbWZrfbb9y4cfHixYsXL7a2tjY0PM/NXeG+nZILVvxKq8oLtAeVK1wiPxtjDmE+o9SaMF/kbyKXBc2HbzXAfDR8k/3KdrLheDvyE8iPyWSqr6+vr69/+vTp06dPa2trX758+fz58+7u7n379v393//9Bx980NTUVFdXv6L59ALr8xmrYD6YD+ZLivleFKUHBhfb7yE/0vwcOHBgt59PPoxMK2kAABgrSURBVPnk888/LyoqKi83dXRYX716lZeXV19f39jY+PhxFZN7St+8hQPmM1algPnwTXaYD/kxYH4ePOiqrn/5uKreZHpqMj0tL39w6dat/7N3b9KiFRMwn7EK5kPngvmQHxrzMzU1tf/69dyPzubmivU/P/xwYmIiadGKCZjPWAXzoXPBfMhP6uZHK2A+YxXMh85l7M6F/CA/SeNl2Ve95keqTwk5TO7hgPiB+dC5jN25kB/kJ2l4J4Zfln31YP8Wpf+0NV95eTnHsW1tbddKTxQVFRUVFeXn5+fn57MMYzabWY5lOVar90pNYD50LmN3LuQH+Ukyqv7T1nwcx/E8xzAMz/uLY3iO4TiGZRiWZWC+BIH50LmM3bmQH+RHF0L8p635RkZGWIbheYZlg9rjOYbn0ngujWUZhk3T6r1SE5gPncvYnQv5QX50JOC/qlI2QfMxLCfUxedT10pP8JyovR//+MdS7fEsYVkmbQXzSW5lE7wfTWz3plFsrb4YxmosdpgEYD50LmN3LuTHWPl5Xv/05kf/cPN3P1t7dW3ftkSSLDjPrz2WYdI4jtm8ebMgP45L49g0jiUsQ7Kzs6Mwn2gpyX28Y1RUyObhxAfzxQc6l7E6F8yH/Kyl/CTIqM1Sy35Sy37ytPJy4mM+QXscxzJMWlFRkSC/7Oxsnkv74Q9/+Pbbb6elkezsbIaJZszn11Twx1gVJds+rPhgvvhA50LnQn6QH8MRcN6ozcJrcZ6P4zjef4bP4XDwPG82mxkmjWPT3n777c2bN7OseFVLeXl5GhPDmE9y627/ChUBiYX8LJ8glS9dL2ynXMM+5t3SAMyHzmXszoX8ID9JJsR5AlqZL4Ty8nKGSbPZbC6X66c//WnUO4t4nk9VUdIHA8YL/KAy4gs8FPtuKQDmQ+cydudCfpCfpDHR2650nkDi5jObzcoHZ2dnXS6Xy+XixvgYzSeZ7QzxmKqiJKs1SZZ4El8iE1/ouk5x7FZ/YD50LmN3LuQH+UkarXfPKZ0noNWYj2U5lg3+EKj4zRdU30qKUhuQVeWRvCp7SZZk7cLQydN4dqs7tJjP3j/e3TfW7RCrR152x5i9X6hxoXoD5ZRVn3O8byC0HAMTjoEJx2Cw+kNqaMKpqIGhyYGhyYFhWQ1KayRYQ4EanRJqOFBjYo3Ia3RsanRcKJdQY9KakNW4tCZd45OuiUl3SE1OuienZDUVKJdYLte0WO5guaU1HSwJnulpz7TH4/F4zC/MVHUu5Af5oYHVmO0MjPaE0mzMJ9FXcFF62fL0EqrySFZWluR0n+T0ntx8Me1Wb2gxn3va556eQdFfb968oKpzIT/GKtryoxX0jfmUM4zB8Vfg6ay8PNl5OJVZyYDhQjbKywsZ88W2W52hxny4x7lBKnJikg/yY6yiLT9aoe2Yb1ZCYNgXi/nACsB8qNiKts6F/BiraMuPViRuvo8++uinErKzs7Ozs38qR6ODBTAfKsairXMhP8Yq2vKjFVilyFjAfKjYirbOhfwYq2jLj1bAfMaCavPdrLHsLq5U1s0ai+5/wClbtHUu5MdYRVt+tALmMxZUm293caXqS3YXV+r+B5yyRVvnQn6MVbTlRytgPmNBu/kWFxeWlsRaXFxYXJyf8U0rOpe1IJOQHFPIyytyCMkstqz812jaQXIrYv4bthZkbipo0b+VpHjnQn6MVbTlRyuwJruxoN18MzPemRnvzIxnZsbj83lcU6PO3k71zkXkfaSlOCNzU0b4zlWRQ3ZUonMZvnMhP8Yq2vKjFViT3VjQbj6v10Xk9Fib1DrXph05mzIKrYEHLYWbdhQWo3Ot+c6F/BiraMuPVmBNdmNBu/nc7ompqbHx8cGx0YGRYYfD3mFt5VQ7V0GLaUewT5l2kNyKytzgbFVLcYbY+nIrhIksgcxiS2BjQggJtDPpSyQP+jcjOcX+ziWMGOSbrd2irXMhP8Yq2vKjFYmbT9M12cEK0G6+/t6OrvZX7ZbGtqZnrW/qm7jqVw2mMJ1L8jG8Mjej0DoV6Fwtkg/vlbnCGR35Z3b/aR7pS4LTX6Ydws/SBytzxfkx/w5TpGjrXMiPsYq2/GiFJubTbk12nufltzDT7sZhintQh1uzltabVfM8T7/5mriq+sfXa+5dfnLv0pN7l6rvXnz6oCxc55pqKc7IMQX/GWhDgQ/awc/p4War/D/L+5GlcJPYCoMPSt6UEOlE2dou2joX8mOsoi0/WqGV+TRak13ldpuaWSjEaGEXa4f5IqLF97GskomjTQWVQv+Sdy61K/di7VyWwk0qncu/AWardAH5MVbRlh+toGxNdsliQtojU1pY8cF8kdHiHhzBJiLrIOpTT9F1rrCzVf4tA7NVgX2mxrQVbZ0L+TFW0ZYfraBrTfaw0qnKI3klJVni5GdwOlS6CpH0kao8klflX2xBsbg7L198nch3FnHdPpX3SiprzXxTbsl1CtIrFCQTVuLMkvBI4AqFkM4lf0ngw7jQGWVXKAQ3i+MCP+MVbZ0L+TFW0ZYfraBqTXZVv2SV2IU50OAaeiHrFykfEVYYCl19T6I+lRGfYlFaVfOpvFdSWRvmQyWvaOtcyI+xirb8aAVd6/OFvQpF8oRk2TxRjMpHZDtS+VkmPsnLo1qrPfS9kgrMh4qtaOtcyI+xirb8aAVda7JLlk4PPKBivpCRlsrYK5z5hH/YS7Ike/PbqyovOvPpehIQ5kPFVrR1LuTHWEVbfrSCrjGf4D7JQErFfCFbqD4S3nx8VR7JysqS7ix4ei9krfagFYPvoPJeSQXmQ8VWtHUu5MdYRVt+tILCNdnVvs6nsJfyedkj4c2n/NqEf6YzL2TMJz3XmJcnO72n22QnzIeKsWjrXMiPsYq2/GgF1mQ3FjAfKrairXMhP8Yq2vKjFVilyFjAfKjYirbOhfwYq2jLj1bAfMYC5kPFVrR1LuTHWEVbfrQC5jMWtJhvYXFpYXEZRX/R1rmQH2MVbfnRCpjPWNBiviS8EdAE2joX8mMsaMuPViCHxmKNm29kZIRjOZfLtUr7T0Fo61zIj7GgLT9aoW0Oy8vLOY5ta2u7VnqiqKioqKgoPz8/Pz+fZRiz2Sx8x0+r90pN1rL5hLYlFJqXVtDWuZAfY0FbfrRC2xxyHMfzHMMwPO8vjuE5huMYlmFYloH5EmTtmo/jOZbjOZ5neZ7l0by0grbOhfwYC9ryoxXa5lBYq4jnxWXZ/Wuyi8uysyzDYE32xFhL5mM5ji0vLz979jzP88JHdaFtxdK8ZPc98N+JQHkznmhuOSe5XV3wbgV63rBHE2jrXCmQH+U+k4yW91ikLT9aocnKtEL5l2UXtffjH/9Yqj2eJSy74sq0cWRGzNvaWHJ9RdaS+WSwDMsxoZ2LTVtxiiD8Ootxdy7Z3WOrSgyuPto619rPj3SfijsRR0aj5gTzrYxWa7L7tccKC7Jv3rxZkB/HpXFsGscSliHZ2dlRmC/WzKjc2jNkT3JgvsTQonOxk631HMdWV1cHPrOzaSzHcNLmxTIsk8astKtV6FzGTkgotHWutZ+fsCt7rgzMlzS0Mt+10hMcxzJMWlFRkSC/7Oxsnkv74Q9/+Pbbb6elkezsbIaJZswXa2bUl1Ew6JLrK7I2zKeC8JldLJZj01g2Lb7OpWxYIfc7l88oBG/cWiJdiio0PcrN1LOqvtJxpFWVVxnaOlcK5Ef++T3CktbyR+RT7GGWzFYstx0mwOEPOEZoy49WaHXHauEMn8Ph4HnebDYzTBrHpr399tubN29mWXHKoby8PI2JZcwXITMqv+61sOT6iqwZ84kf2wOf2W02W6B5MWlMoHPNzs5G3I90fjzkz17xg+qixtJVqkhoCiS3LldstsKnNLuKR/VY15i2zpUC+ZHsUzUhweWzVT5fKUIhXxs0ZBkZ9QMIf8CxQ1t+tGI11ufjeb68vJxh0mw2m8vliuWO1dFlJly/Mv6S6yuyZsyngsPhEJqX0LmYNIZXiVYIsXxmV13UONI8gf9iB9XNwpkv3ErHqgcQ9f+cuKGtc6VAfqS9RnnNlOprQ9875CWhQVIsJio/gPAHvOL/DwW05UcrEs+h2WxWPiisUiQsVBSj+WLNjIqsjLvk+oqsZfPx4tQBy6SxTJo4gbASMXYuxVVQK8yQV4krGUdrvqrwKx2rHUASoK1zpUB+5BcJhzlXqHodQ3CryEGSdLoVzJdw3mjLj1ZQtjJtHJkJ1Zyhl1xfkTVuPp7nHQ4Hk8bYbLboNo+lc6kvaiwdkIlXuAQyID6vupkkXIEdR1zpWJ91jWnrXGs/P4qTJ35HKV8bdrZzhSDJDkk1mWEOOHZoy49WrMZsZ2C0F/vKtNFnRvnr9v/TyEuur8jaN1+MxHiFgmRQH3pORnaFQuioX22z4IOSlYuDJ6CVKx2rHsBqQ1vnSo38yFuSYu4xNCwh+88qsa8QpODPagcQ6YBjhbb8aAW9Yz4+UmZUG5H8NcF/hsuPWuPSoTXFBMynO7Fdp647tHWulM/P6rEqM1a05UcrtB3zzUoIDPuwJruGwHy6A/MlRMrnZ7VYpfkq2vKjFYnn8KOPPvqphOzs7Ozs7J/K0ehgAcynPzBfQqR8frRFek3eqlyiQFt+tAI5NBYwH4gN2joX8mMsaMuPViCHxgLmA7FBW+dCfowFbfnRCuTQWOhvPqu1/dTJw0l4I6AJjY11VHUu5MdY0JYfrYD5jMXr15zO5hseGtyf/2kS3ghowkPTnXPffU1P50J+jAVt+dEKwXyzc4szsygDlP7mW5if//yzD3w+bxLeCyTOue/OVNy+QU/nQn6MBW350QrBfG7P/JR7DkV/6T/byfP8pQvfNjbWJee9QCIszM///qMdLc3NVHUu5Mco0JkfTYD5jFVUmM/tmtqf/yk+ttPPlbLvr18rlcYl6tt6rSLIj1GgMz+aAPMZq6gwH4/zw0bAam0/dmRvu5y+vj69j4vnkR8jQHN+EgfmM1bRYj6e59niE3W11cl8RxA9w0ODB/d/bjY/D+lceh9XEOSHZujPT4JEMN/NGsvu4kpl3ayx6C6AlC2KzOfzeS9d+JYtPuF2TSXzfcGKPDTd2b/v09rampC21dXVpfehBUF+qMUQ+UmQCObbXVyp+pLdxZW6CyBliyLzCbS1Wvbnf/rQdGd4aDD57w6k+Hzexsa6E8fzz3//p5CrEqj9wI780IMR8xM3kc23uLiwtCTW4uLC4uL8jG9aYT5rQSYhOaaQl1fkEJJZbFm5m5t2kNyKmB1gLcjcVNCiv4pS3Xw8z/t83orb1/Z++fvcne/SWX/I3Xz4n3+t+2Gsdv3+ox1nigtqnlQpexbNbYv+/KRIGTQ/8RHZfDMz3pkZ78yMZ2bG4/N5XFOjzt5OdfMRuYdaijMyN2WEN19FDtlRCfOtCfMFGBwcVP2b0Z3G2xeqvv6j3kehJ/oGI0qozQ/QOxraE9l8Xq+LyOmxNqmZb9OOnE0ZhdbAg5bCTTsKi2G+1DKfQFdXl15/n+FIZfMZ7twMhflJZQyXnyiJbD63e2Jqamx8fHBsdGBk2OGwd1hbOVXzFbSYdgQ9Z9pBcisqc4OznS3FGaI6cyuEiVCBzGJLYGNCCAnoUPoSyYP+zUhOsd98wohTvtnaLQOYT8DpdPb29ur15xpCCpqvr6/P6XTqnYL4oSo/KUiU+eno6LBaH9y8ebax4Yvm5o+bmj7hbn9ovp5397v3bhR8xd749Ozrs0lISxxENl9/b0dX+6t2S2Nb07PWN/VNXPWrBlMY80mGcZW5GYXWqYD5WiSDv8pc4YygfMznP00ofUlw+tS0Q/hZ+mBlrji/6t9hipRhzEcVveZHL8u+0vsoAFhrDA8PN9Xcul/+u/p6xuNh+FGGf83wHDPA/cxc/FP2DHPw/j/rfYzqRDZfE1dV//h6zb3LT+5denLvUvXdi08flIUz31RLcUaOKfjPgMYCA7XgOC/cbKf/Z7nPLIWbRJUGH5S8KSHSida1XTBfPMB8AGjIk9aRJ60jr3unW63WZxcPvK5mnj1j7tz5tevZuzzH8NwveO5v+Ht/eZrd8puzG/U+WHW0+D6fVTLxuKmgUvCf3HxqV37Gaj5L4SYV8/k3wGwnD/OFA+YDQEN2fffmk9L2U3eaTfevmK+/X1H2/54+fffEiX+4c+ZXw/W/nHz03yYf/oeeQ3+2Z+8/blzRfPaSrJUXla/K03rFeS3u4RKUkMxA6lOX0Zkv7Gynf8vAbGdgn6kx7QnzxQPMB4CG7Ltlu1Tff+PeLe72/qID//fs2ewDBzbX1Py/PR9l/unr/3zu8/90ec+/OPTOv/rVr38V2Xz2kiyp76pKSuzqG9Juvim35DoX6RUukglPcWZSeCRwhUuI+eQvCQzmBLPKrnAJbhbHBaLGK5gvHmA+ADSk8H53ZU1d1b3Tp09uLSo6sG8fU1b2q4/zflF/7r9mrv+Pf/3Xf/3zn/9VTk7Orn/etZGNYL7ofUan+VDJK5gvHmA+ADTE6XR6vd7qCxee373r8/lsNlt+/m9vHfmbjf/jr37zm9+cPn3a6/UuLCzcrrj9d5/8Xdi9hNOZyvynZNMwz5aUZBGSFW7MqATmM1bBfPEA8wGgIcIXHpaXl5eXl4Uf6upqd3/0s9ev6tvb281mc01NzZMnT6amphYXF8PtxF6SpWIqe0lWUGBVeeLPfvOFfTYW6fE8D/MZrWC+eID5ANCQ/v7+kEe8Xu/AQJ/V2mm322tra7/99nlj4/PdFy5E2ovqmE/+oN+O/kcjPxsLMJ+xCuaLB5gPAA1xOp0Wy/DVqy3d3ZMNDf1Xr7ZcudJssw1YLJarV1+/fGkZHfXU1Dzd/vXXXm/49YftJVlKY8F8KLWC+eIB5gNAQ5xOp8s129/v8njmx8d9NttIZ+fg4ODImzdvzp8vb2qy9Pb2fvHF+e0ffT0xMRFhP/JpSntJXok9ztlOmG+NF8wXDzAfABridDq7usYfPep2Ot3NzSP373e2t/f29PRYrdaXL1/ZbLaenp6bN2suXbpfUmKKvCvJBSt+pVXlkQhXuER+NmpgPmMVzBcPMB8AGuJ0OoeGpi2W4dFRT3f3+KtXzv7+kdbWVrvdfubMmWPHjh07dqy1tbWh4XlurvHu24misGC+eID5ANCQS5culZaWlpaWXrp06fLly2VlZffv36+tre3u7i4qKvrFL36xf//+N2/ePH1aR7n5FhaXFhaXUfQXzBcPMB8AGnLu3LlCP6dPn2ZZ9urVq7duPWlt7Xz16lV+fv6zZ8+ePXv26HHVb3KP6n2w6gjm0/soQLTAfPEA8wGw2tTW9tx+8uzajUdXrpiuXDGdP19R8P33HxUX631c6qyq+UZGRjiWc7lcq7T/FATmiweYD4DVZnp6uuThw4PHbx08KBZz9Ci13X/1zCdoTyhq//MNB8wXDzAfAEDKapmP4zmW4zmeZ3me5SE/rYD54gHmAyAF4S4csZSXzLpVvlOonflYjmPLy8vPnj3P87ww1BO0F7P8dFqwyRDAfPEA8wGQgiwtzHU9LX+wf4vSf6s05mMZlmNCzcemsSu+UMcFmwwBzBcPMB8AKYuq/7QwHzvZWs9xbHV1dWDMx6axHMNJ5ccyLJPGrLQrPRdsMgQwXzzAfACkOCH+W9Uxn1gsx6axbFoU5tN1wSZDAPPFQ6/50bM/7Rm1WVAoVCrXSOfLNzfZu19uvv/V7y5/eyrh1iIO+wJjPpvNFpAfk8YEzDc7OxthL/ou2GQIYL54mB521LKfoFAoVG3x700HmFu/+/nVIx+uRrdxOByC/ATzMWkMz630Gl0XbDIEMB8AAMSDdMLz2ZP7q/pNdpZhmTSWSWMcDsfKL9B1wSZDAPMBAEBsKC9yWe27lzkcDiaNsdlsUW6v44JNhgDmAwCAaAn3xQYK79up14JNhgDmAwCAqOh/XaP6ZT6eSvOBCMB8AAAQFf2va1Rv4MLDfEYD5gMAgESB+YwFzAcAAIkC8xkLmA8AABIF5jMWFstrmA8AABIC5jMWjY11MB8AACQEzGcsYD4AAEgUmM9YwHwAAJAoMJ+xgPkAACBRYD5jAfMBAECiwHzGAuYDAIBEgfmMBcwHAACJAvMZC5gPAAASBeYzFjAfAAAkir3H9mHettyd76KMUhcvfAvzAQCAlrQDQyH93cF8AAAQD3p3chAb0t8dzAcAAPGgdycHsSH93cF8AAAQD3p3chAb0t8dzAcAACC1gPkAAACkFjAfAACA1ALmAwAAkFr8f5pYj7qFwPO5AAAAAElFTkSuQmCC)
struct Point
{
public int X { get; set; }
public int Y { get; set; }
public Point(int x, int y) : this()
{
this.X = x;
this.Y = y;
}
}
using System;
abstract class Shape
{
protected Point Position { get; set; }
public Shape(Point position)
{
this.Position = position;
}
}
using System;
struct Color
{
public byte RedValue { get; set; }
public byte GreenValue { get; set; }
public byte BlueValue { get; set; }
public Color(byte redValue, byte greenValue, byte blueValue)
: this()
{
this.RedValue = redValue;
this.GreenValue = greenValue;
this.BlueValue = blueValue;
}
}
using System;
interface ISufraceCalculatable
{
float CalculateSurface();
}
using System;
class Square : Shape, ISufraceCalculatable
{
private float Size { get; set; }
public Square(float size, int x, int y)
: base (new Point(x,y))
{
this.Size = size;
}
public float CalculateSurface()
{
return this.Size * this.Size;
}
}
using System;
class Rectangle : Shape, ISufraceCalculatable
{
private float Width { get; set; }
private float Height { get; set; }
public Rectangle(float width, float height, int x, int y)
: base (new Point(x,y))
{
this.Width = width;
this.Height = height;
}
public float CalculateSurface()
{
return this.Width * this.Height;
}
}
using System;
class FilledSquare : Square
{
private Color Color { get; set; }
public FilledSquare(float size, int x, int y, Color color)
: base(size, x, y)
{
this.Color = color;
}
}
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