[i]1.[/i] Reconocer rectas paralelas y perpendiculares en el plano cartesiano. [br][i]2. [/i]Determinar si dos rectas son paralelas o perpendiculares utilizando sus pendientes. [br][i]3. [/i]Escribir la ecuación de una recta paralela a otra dada. [i][br]4. [/i]Escribir la ecuación de una recta perpendicular a otra dada.[br][b]Definición[/b][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA0YAAAF/CAIAAADirE4DAAAgAElEQVR4Aey93ZGryhKtiwvYgAv4gAnYgAUnQh5wLZAHWIAFOKDnEyEP8IEbu8fZY4+ZhQrUUncLafTDXFDUT+aXWVlJgVjF4j8TMAETMAETMAETMIGDEygOLr/FNwETMAETMAETMAETWJzS2QlMwARMwARMwARM4PAEnNId3oRWwARMwARMwARMwASc0tkHTMAETMAETMAETODwBJzSHd6EVsAETMAETMAETMAEnNLZB0zABEzABEzABEzg8ASc0h3ehFbABEzABEzABEzABJzS2QdMwARMwARMwARM4PAEnpPSdV1X3Pjr+/5HIU3TxJE3x6qqCpWrqvpRqd6486ZpVoGj8Hq9Pqi7bfQgQDc3ARMwARP4TALPSenAjov9MAzLsgzDwLX/R+FyoM2UblkWp3SP2yIFnpY8Mopt9Ag9tzUBEzABE/hMAj+Y0i3LwiRvT7L1bQPclU84Xfg2ZzZcBQ6wj+/SOe0mZx+YgAmYgAmYwH4CP5vS8YFs13X7Zbq35mqGcasTp3S3yOwvvwv4/m5Z0zYiCh+YgAmYgAmYwE4CP5vSre7S8WWpoih0907Ll2VBOqgvvWGlx794tgslVzMMfcdOt45W04VbPS/LAqkgRpqYXq9XbYtqlKdpmmAG5rjQnW2naQo1SYOIVCNIguZ935Nz6FYVR/8ckQD7vmehDsEKaBgucejwhF1bkUNRFETHscCKaqaG1hJu3aG5jhI6BAolzyFIclkWGq7rummatMNgCJ+agAmYgAmYwCEI/GBKxxWdazPWUazuvKqrKVffruuYalyvV+QTWJJZzjSIXXHNRgnGxRrP5AYZAEXK94wM7Pr1p3mJmpbJQVH8D+Y0TZpVaH1mdahA4akO0xekGpr4Mq9CJ0CBfpjVAS8pUXHKeb1ecZXkKRJU4CnF5rjojVkUgXM49qmywaysHEwQTqn+Thtp/aZpKAmER+cpyerrj/koxabKPjABEzABEzCBYxH4XxbyuNzMKrjkazqyLAuXW2ZpIU9iSocltus6rOuaZDAHYoqQlkAAVMCgYZeI6UK+Z81FrtcrOwmsUgG6rmMuFSpzROZwkJYpICpAQuZh6ISpFdNHEiZ8jMuGlBkVMAr6SSFApFRCtGX9VF9aFobj6DjFVdoL+rK3cKopGrSmPMzAqDUqoIeiKCB/8/UXNnopkm7Rof7w9RfM5FMTMAETMAETOBaBH0npbu15MCNZloXHzDn4lJP5ClEih0ASkOYToYQ9az5xK4HI98xkIhWJsuGAyShOValQk30ypUNbSohT5F5MRFCZqqX9h5SOiREzReQ9aMh+kP8FkcJp2lUArsk6mLPCqieEHC6ccjgCydsorU/gGZK0F/mwlQ9MwARMwARM4IgEfjWlIyDmH7d26VgzHHAl1n0aJhDYB+IpN29wgK7SBALlqz3rj3aLolhNUNCcg/Zff0zXgvzcOuKWUprIBrFxiqGZiu1P6ZAYMTUMnUPOkMOFU7Zl9qPKQsGwSxdOA4RggnC6maKhPvf8MvWDsjilEfXqrS3VILlPTcAETMAETOBlCfx2Sod0Ae+kY03V7IR5VcoLWWDf92k+EUrCaegKg3IHiEnbas9oyw6Losis/UwRmPqEoXEaEiamdBQplZD9fCOlgzBpWsY+0ywzSJi2JRDmVSGHSyvocEHBcLqaomWsv1ofw6U9qxiqOOGHCj41ARMwARMwgaMQ+NWUjgv/9Xrlqr8npWOSoc/4mE+wK5SkKQgWb5gkLPP5nikb+8xsv1E77gOtOgFHZFcQiWNxC5Pp4zAMqLw/paPApJSmy33f73zwirbMewJwNQp05+hsoiiCCcJpmqKRmA5EvdL6HCtDkrSpC1v5wARMwARMwASOSOBXUzpdYpkAcXHlflX64pqmI1zguahzVWYJ6yDDYEqULv/5nvmiPRvmbYzsJF+HsmH/jFkaMzyWcLePiHiJJRyLbHGJTDQv1NwRv3tFc4oEGcKp/igBFQiND6NpTaaz7ARG0Z8AQ1Rke2yoyV9I8jic7qvR1jSN9gC9iCslyQf3qMMK5OkDEzABEzABEzgWgeekdFy/sRjjX+YoJMIlFm+SsRWyEK7caM5cRFMKPPpk+tL3vfbJdVrXfn1dT4dABsDUJ+0ZnWj/KhKV0oO+79NkSyuoYMxm9L06VNZBmeCGwpCFKBNaIQisyjIBUjGKomA/wYjaFk2YVOklJnm6o4ZuyYF7eLAXpYVI99qIzXHAUTIkYQUqThShrU9NwARMwARM4EAEnpPSHUjhHxWVjzIzozCRTVPeTKvNS0zFQhq32dAVTMAETMAETMAE3oCAU7pHjYg9Kjxw3Nyi0106p3SPond7EzABEzABEzCB/xJwSvdfEt/9L3bduq7TN/YynXmXLgPHl0zABEzABEzABL5HwCnd97j9rxVfcbtriw4vfu1p8r+Rbh/xqSu65Vtut1v4igmYgAmYgAmYwFsRcEr3Vua0MiZgAiZgAiZgAp9JwCndZ9rdWpuACZiACZiACbwVAad0b2VOK2MCJmACJmACJvCZBJzSfabdrbUJmIAJmIAJmMBbEXBK91bmtDImYAImYAImYAKfScAp3Wfa3VqbgAmYgAmYgAm8FQGndG9lTitjAiZgAiZgAibwmQSc0n2m3a21CZiACZiACZjAWxFwSvdW5rQyJmACJmACJmACn0nAKd1n2t1am4AJmIAJmIAJvBUBp3RvZU4rYwImYAImYAIm8JkEnNJ9pt2ttQmYgAmYgAmYwFsRcEr3Vua0MiZgAiZgAiZgAp9JwCndZ9rdWpuACZiACZiACbwVAad0b2VOK2MCJmACJmACJvCZBJzSfabdrbUJmIAJmIAJmMBbEXBK91bmtDImYAImYAImYAKfScAp3Wfa3VqbgAmYgAmYgAm8FQGndG9lTitjAiZgAiZgAibwmQSc0n2m3a21CZiACZiACZjAWxFwSvdW5rQyJmACJmACJmACn0nAKd1n2t1am4AJmIAJmIAJvBUBp3RvZU4rYwImYAImYAIm8JkEnNJ9pt2ttQmYgAmYgAmYwFsRcEr3Vua0MiZgAiZgAiZgAp9JwCndZ9rdWpuACZiACZiACbwVAad0b2VOK2MCJmACJmACJvCZBD46pev7vrjx1zTN9xyiKIq+77/X9iithmE4n89/Im0eb/5qXuDm6y9f512vYiL8vnbTNBVFMU3T7w+tIz5LjP0u9GvA94ukQHD8SNu0N5aESdq2bVmWl8uFFT7tIADJqP9DFsmMGC49a6aEbsN0uFwuRVF0XReq+XQPAad0/3GdPvkbhmEPvrTO/vmZtj1KyR/qmB86fzWP98/DZV68H70aQuqPjqWd/9AKoUPsOX6WGPtd6NeA7xcpBfVI27Q3lugknabpw/O5ZVkUCCmtHvyQRVbHWi181kwJnYfp0DSN87mAaP+pU7onbxLsn5/7jfRqNV9Wx0cE+/Nw+WpW/gV5fmiF+AXJjzLEI179SNsMn0cmaabb417aD+SHLLIf3Q9N2JDS7ZfHNVMCTuk2Urq+75ummaapruuiKMqy7LpunucUJUrC/Oz7Hg2LoqiqKvNMFrNlGIamaVYHKopiGAb0xufCLCmKom3b6/VKwa7XKx5qrA59vV67rivLElf1QWpGZQjJh9V8ZJYRg/LgIJ29WoL+ITlGadtWH8qkeKFC27bzPKdXM/DHcayqqiiKuq4vl8td4XKaJpgJzcdxVDWnaWrbFvLXdU1KWofH8zz3fQ9JyrI8nU70LpBR09R1XZalVrilYNM0fd+fz2f0XFXVOI7zPFMwdeO7TDDPc9d16DZVvyiKcRxPpxPsUtd1gEPFl2UJK8Q8z2yIyUJNUTnDXLuFOtM0UXeddxwUEvZ9zxJ0sqnCMAxUv+s6Tjp1IRyfz+dVDgp8WRZ1+LquwyOC8/lMK4fpoFrjOO/VmVmfdqXqLMuSCWUwHJjcFSEDh9Rp1XDwATpwOrPGcaSHpGLsx5i33bIsmYHoS/SuZVkulwtDMQJ1JqZlYulPWKSu66qq1PrX6xVrjRbimNrhNK9XPkhq58ENNIxjRJ0gYQpk4ueyLPlglV8iVcIDHTul207pqqoqyxKhH86X2RZWdzydTjidpmkcRwQjXaHVUeC7mPDTNGExqOuadZDnQQwskxDmdDqhf6z3XGDqr79xHKdpYk30Ns9zWZZYPNKryDBWVZ7nGXJ2XTdNE1Zcdr4qBuXHASproZag86qq0P8wDGVZasRRvF3XES/SUL2ahz8MA1Fjha7rmomyipceX6/Xsizbtp2+/mBWJi5QoW1bkA9X096apinL8nw+T9MEfdXo8D3lzIHyCqJbZFTjOMI36rpWN+Z6eZcJ0NUwDBAY2QaXKNwhNE0zfv3hKn0yqA9WSHnneUbPQNH3PVwUTfLMQ7dQh74BUKfTCdXoY8MwjON4uVxUDDwIq6rqlgroLfgnDKQrLm/MAAqntJ0Cv1wuOhnh1ZR2HEcqQjve4pn36vysDwyXZVF18s6GRJwuoYZLu9VJqhwwYvX1h64wd5jg5mcWQHFWQuC2bSHAXRjztssPlHoXXBczkYG9LEuSSYHcCuk/YZHz+VwUBefvsiwo0bspiqozJa/XNyYsR1Eg5BlmHCvn42c+WGWWSPZ/uAOndNspXbhlwYS/ZWl1R6QmWrMoilt5A3xXryJAM6JhR4S94V6KqzLuSHBvivvCIHbbtuwc+3M6aRFbsVTgmOMi1BbF/1xFdcyLQWl5EII47v7ZOSBoxoz63Oji0HiFVtVHTZbk4ZdlSRrcLtISCpweIOTpsor0FzWRDWirpmk0K9VLMDG1oySETyDQl0vUsix5BeGlFBIDKVhNYdUoHJFyqgmQf1A8CkzsSOnYFr3xKstxgKtQH1QVhfp/nnnoNnjCsizIk0ADgzJnogocOqMCvF0xjuNYliXa6ooL/uwT9qIbKHDs3+hkVGnbtmUrzOuyLJkaBsXzXp2f9aGrkNLlnY1hB51gb5i+F3rmFA5zn3FGG2rAzM8s7BzrWBqo78KYt11+oNS74MaqlE4ofZduM5aqgz3LIni4odOhrmuNM4pUJ2xer29MWA6kHoIRdcYpPcigswz1EaDywQoRVUOZLpEU5nAH/1unDyf64wLDOfgYUQ/oJaijARclt0ZXd0zr6JwMV+GLIVhjJwk1i6LQiYc5gy2N6b9/uClBeocUcBgGFR5d4Tb6v43+81/2xjirrYLKqiMbam8UA8Ppv6ErDoc6KQSU0BwcGv1ooEwDoo6rS5ROe9ZJFwxeCge8TQ/GYiaNG8rpv39YofU+mB1iH+K/Ff/ff9Xoy7Jgv0G369g8HKh3NU2ju30pWK2sRklrBhOEQXVNwrF6abga2mrPq4kvc5QM89AnPUodGANhg3xTwTDRVAV4O70xDK1IA39KBTdQ4OmP+/R2BdY/nU6r/qMCQC9dopBH8kYlP+u1KxyrOvmr3F7V+Zg2QQmnMJmwZgqNMoDJ/pkVOt+PEYFC5w67umUCtWbqXdSOB6hDLyKQzVhKGuxKD/TqXRbRfDdNdHSIILleCrdG35iw7I1A2KdGWpVhT/xktzhg58hl8ahKY0Wof7hTp3Trv3hlbNLpCuumJWp1egwKr9frOI5933ddh4dQjLDair7LeY6rOktDzxBD01Aeoy2e4qGwruvz+UzHZc1wgN2UVMFQopJsihHUDF0xXKKaTtfVEg6NPCl0zqsovwU/vbfThC/0uXqKFQL02rblOgr5A1WcBsuiW+wHpPXVSeZ5xltKGtfyCqbqpGDVtdQoac205HK5DMPQ9z0WA8WuxxAyLSFS7ZnZG68GLW4x1/o4VnV4lWLooLgaSlgzbbvaM6spUj1OR2E/mr2xH00i53mmk5RfL/KuOtKyLJtenboZSm7toQYVbs0m3Mnw5cKqqk6nE+OnKoVjxUsOuBRGVAeAjVZVIBC8FtL3/el0IjT0vB+jDkrhg4dkBgo1tYfz+Yz3Q/CaHcUmENBY1XGVz7MsAs9BwopZxpWC8uMg1Q7bAat6fXvCEsjqsqgy0MoBmsbPTLDKLJFB8QOdOqXb9eBVLRrCkF7SWMwgi92ytm3PX685q7dpW/VUluvTMXV0ZkK35h56mOd5GAY8cNHntuk+BEdkz5kSlQQ08mJkugrDpRBCCYfeTOkQp1bhby5+KvCt4+v1ej6fcZtInpA2zb1udZJuS6Q1seqHrbtN7wqrY8AY1i116bRmKAF5PBHrug4wmRbQQFQkLeEl7XkzpcPPCFLm7I0Hqg4K9aczOiiuhpJUYJakPXPQgDTwxzv1/Agf+9lM6dD/5XLRXyesOtimV9NLVebMsaqQmU3sAT+L4Y8kbmV1hBnmfgCIbikDbLSqOGriKRtf5cRdNN/oYJ1NjKtiYM8JSVh+oOBLeGCCm3l4+Ol0gvVvpXSZWEoam9Mf+u60iD57TZ/noiv8q9rh5Ve84d00TarXtyeseoiOmMqwGT/zwQrWWV0iVetjHTul+6mUDsEav8SkT6yuW6mnsr4+lFFHZzTMxDh2ggPcMyGOaHoXqrFnLecKhEKVBJf2ixG6QgBl5M1PYM2Y0Y8uG/rgNQ8fo3BrDUrtf/CqZBAUcLPIe8rw5DHU11M0zATxZVnwDAXmI+e8gumylILV5UGNktbUEjwbYgLHZ80sUd+ApmkJCWjP+QevbIIDbrqEcpyqOijBQLC4DqpX0yWWnVOF9MErlkP0rEj1WKWCx6qEOsdR81aehzXyVgxRHSm5enV+1rMJD6jCprOxCQ6QANElwlXCTEMNR2QTlkC7zMzC76g0IOB2i13pAV7ev3V3zUHZRKNNfqDUu/hwkL0FLyIQjMI5zvo8oGDPtQheNq2qCt1mBFDtNvWi2CFIajmOdTpokGdE5dwMJfn4uRmsgiS6RIZLBzp1SvdTKR28X6cHSm7FEVzV90BxZ8weOPPhXshgtDc8oUMJvuHJtryrw9zAvYvOE40yYYKlkVclyYuRzgQNjpjqeAyBmhoyVks4tCZwqImesZBswteljmFCYaaSswSsNA/TLcP0pbf0/Xd2Fba40gwJSsGO2vOmgoz+GCsFqxXU4mlNLUFN1V2xh3CMoWkyas0D7Vk9EBUABy/A5ZmzQxxAJE3ZYSCIrYOifihJBWYJvC6dpJhKihSLjWYYVVXxDS0FnroHpMWDsLZt2QrSBtdV3cMl6EWvzs967QfHVAf9aDDRnhF2NNlK56Z2TphpYOGIrK8l6v+ooOjCHiR+3st7xbsw5m2XHyj4Em6uggXRP8MvgWzGUtJ4rkW4hYznOYSfHqh26Q6Z6vWNCcvhCISRmaxCST5+5oNVfomkMIc7cEq3/i4dbzE1+MK6aYlane6I+cnfruOjDLfusOmpuGXHh0VCZfbM4XBXgd/t4wMH+KQWU6WyLFe/LICbVF6FRow7qYKhhO9ZY43MiEFReYAbwfBxDUZeDRloEkoUAsbVr3Lw6iZ8vr3LT4fob+swKNdCCq8iqWU1yqNnXsW9rC54oTc8lIEWeLejLEukAmBFMSAVfoy2qSCjv8qskVErqH0DcHom2iKG8lMRWAOI/ZGUjh8xoUH1WxiQilQh8C2quMqv8CCV4YzOK7ipgnod7MWfBypSLG9VVeFTKbrahVQGD/JQc5omSEvVoAuBw500u1J3ynt1ftZrPzimOnucDT6w5zNG6i3qeOnWcijJzywkfAx3OGVguQtj3nb5gVLvovsBDj66wUfwwd/ysfSHLAJzl19/eruSuoRql9frGxOWw6mH6IioEEoy8TMfrJD0cxHEXOYiSGEOd+CULrxY+b9T2DIEnRCOU3urOzLN4ifQMGN1k4M9wFPP5zMCChYkrak9s5V+lxKfROYl/Q5kmXwhOXx0NP3CLftJVeZbpUwRMmJoPzjm11DxOVklHKZryCdC+INgeHcHn9JVRJvwWQGoGS45KHOpVRVgJry7w3QBNcOnhm99iRCVw6cy9XvReOSqOz0Io1jRKf+qd6k61Ij2CovlXSbQDyPjQ7v4vBPUURPcKkF5KhW+C4pd2/RTw/p91/xXu6GOupnu2N3rY6nX8QPO4dPQyhzHuJHD3YLCV+DYmkWuhmejKi2cHOsWrt7K50CVXpF6NZ7bMgvH7xg0wtAuOFB12O2qs4UPuoaPwYZu1UMCBx0xlQEOo6B0ZiHcIXzjZ4xIAYlL36LDvUEQjKd52+UHSr0r9WqkyMzaFQgep9DcIaQrnydaBIprbCGKcKDabep174TlWApER0SFUJKJn7pAYAW8Xq8arPJLJOU51sFHp3QvZargqS8l2wcKg7TsAxV/A5VDovAnGunq+ycCeNBvE/hM251OJ/0C4rfpueHfEnBK97f8/ze6U7r/sXiBI/xC+QUEsQh3E3BKdzcyNxACn5nSYctZMPjwkASc0r2K2ZzSvYolvv7PgE3TZJ5JvY6oliQl4JQuZeKS/QQ+KqW7Xq/8qpy+47Efl2u+FAGndK9iDqd0r2IJy3FwAk7pDm7APxb/o1I6/AYLvxL4Y+4e/hkEnNI9g6L7MAETMAETMAETMIE/JeCU7k/xe3ATMAETMAETMAETeAYBp3TPoOg+TMAETMAETMAETOBPCTil+1P8HtwETMAETMAETMAEnkHAKd0zKLoPEzABEzABEzABE/hTAk7p/hS/BzcBEzABEzABEzCBZxBwSvcMiu7DBEzABEzABEzABP6UgFO6P8XvwU3ABEzABEzABEzgGQSc0j2DovswARMwARMwARMwgT8l4JTuT/F7cBMwARMwARMwARN4BgGndM+g6D5MwARMwARMwARM4E8JOKX7U/we3ARMwARMwARMwASeQcAp3TMoug8TMAETMAETMAET+FMCTun+FL8HNwETMAETMAETMIFnEHBK9wyK7sMETMAETMAETMAE/pSAU7o/xe/BTcAETMAETMAETOAZBJzSPYOi+zABEzABEzABEzCBPyXglO5P8XtwEzABEzABEzABE3gGAad0z6DoPkzABEzABEzABEzgTwk4pftT/B7cBEzABEzABEzABJ5BwCndMyi6DxMwARMwARMwARP4UwJO6f4Uvwc3ARMwARMwARMwgWcQcEr3DIruwwRMwARMwARMwAT+lIBTuj/F78FNwARMwARMwARM4BkEnNI9g6L7MAETMAETMAETMIE/JeCU7j/4m68/GKLv+6J4ApaiKPq+/1PjxsGbpimSv6ZpxnGMVX3+AIFnudADIvxgU50sPzfMC06foGyew+F8YJqmoiimaQpq+hQELpcL4+cjlOZ57vuePfy5n/yEANfrtW3bb3uOivREt3xQqm+r88sNn5C7/LLEPzGcRmf1p0fGesE1qWmaqqp6+TudTmVZFkXhrO4RW4e2z3Kh0O2LnOpk+TmRXnD6BGXzHA7nA09cOwOo9zjtuq4oimEYpmma5/nbSgXOf+4nPyHAg31q84Dr29iXZdFuH+nnxds6pfuPgfLR+XsmfME1aVXNy+VSFEVd199T061SAu8dO1a9KIXwYMkLTp+gUZ7D4XzgiWtnAPUep9iie1yXV+P8E476YJ8PNr9lox/q9tZwf1X+tJQOAe58PmPXp67rsPFzvV67rsPVqqrO5zN1ppfjKvalcUuEiVSWZdd14d5oGIa6rvEgsW3b6/XKDpum6fv+fD5XVVUUBbameHVZlnEccamua+yoN02DCsHwEBujVFU1DAOqUWZ2G0p0TZrnues6jIj8SeFA2rZtISoUmaYJJajPjfplWeZ5Pp1O6G2VDEUKB7cWoRCt+r4n2ICu7/umac7nc1EUZVlCi3Ec+UhiU55hGMih6zq12jRNHLdtW1UZ47JCWZZ4qM1dxqZpLpeLmmYYhlvOA9fCWLT7I+7EhzLwkFUX2un5arLT6VQUhSJalqWqqq7rtBpuQFO74BEP/eR0OukMmqaJVktnK+cODKoy0Iuwb6F9zvNcFAXFu2vKB410+izLQtMXRRF8A89TiPfW2w6Ynvd6xSaHvu8xdGB4rw9AC8QZxDrOlKqqNFzkg8lOGggjsGBZlqfTKYSvvPOosdJgO47jPM8MXyF0Z8IFZFAUbdtyXmPQzXkaAmkmmqkWANL3/ep80ddV9kQMeCznV9M0iGbwCvamW0fDMKRPS+q6rqoKcl4ul7Zt4WyYBYFMUEdPM6tJcFRtlfeBWwGEWhdFAVaMGOw8lGTiZ3DLPAQA5KKgUzKVCjail9Z1rSsORT3cwTNTOizz2JoGQUaieZ7LsqzrGlfhRqfTCbxgNiyH4zheLheUMHwjU9SdJPYwTdM4jnVdl2XJhQdPGNEhvZnZGCYPFgbEzbquOVHVxa/Xa1mWoR8ko8HV4B/6MoquSRAPujMkcUI2TVOWJeVhV23bjuNI+QkTLsveAHaP54WJxCbV1x9OkUYgqx7HER7P/BsLGKbKMAzzPI/jSDNN04Tmt16kwNWu66ZpGoYBbJET0Cjj11/wH4xbliW0hlRN0xBaWZa04KbzwFGpIwMrFrZ73elyucAEkBy+xNcx7/V8GmVZFmygEj5L6AmsnNoFe89lWZ7PZ9LmDIJjg17qYFjpQQMTJEwuoIZ4nFbLsuiy9Ijiy7Lo9Mn7Rv31h5nCsEAyPPiGV2xyyEQ8DSN7UOAuZZomNGyaBrOM3sjUOR9MdtKY51n7adsWM46rGoLSqvMQKQ5QM0hb1zXmF9Rhnp0PF7ARblrotMxp9szTEEjz0WxVkVWVeUcxTRPiNj1tdQGCmnhNGRYsiuJyuVyvV9wPYxRqBElw+0SprtdrURRYJTFhAXmaJiyIZVmycuYAVG+tJuqooZOMD2QCyOVywcQhq3Td0ZJ8/ITwcMtNCNgTCdiRFaRS5bEEFAc6fXJKx4iA7QTORuzPMSrRlYEbcJnhMafhIs3VAusHfJ1hAjdYOh8QnpjhYYVgb7r8p2Opi8M1tZ+6rpGvqB/LlYcAACAASURBVKvB3qGEaxJcVlc+1KT8kFbhVFVFadE5klQcq6bLsmAjQYW85X86kVCHe5AUJt0E4s0WraYpBXYfdUSooyUcS7dwsFdaliV8Jhgl+A+MQoZwAHrXsiyI3RgIeBUgcgI2Dw+aH3Qn3DrTfFi/mdLd6/mBG1ZoFiKb5ykPwEftApV1PgILIGBdUZ/hxicSNfrDsizgw7039aKqqjR9b9uWRnlQcU6fZVkyvpGmlchOSIYH93rFHg5YpzmE3hqFMFKWJT2E8wj8IRjxwvN1dxb5AUyZDyb7acAB1D00pcs7D/XFQQi2aKvq6A1zPlykKIARcu6cp8o5H81UkU2VNaxtSqKegOWpKIrVvYDUTyiVTlKIpxNWybDJ6kF+NVEBtHkeiMqGVgwgdG/2phEDhVqSj59wCTjAJgSkdBwXbRnKgqZ5LOzkcAfPTOm4BwAKIIh7GmxjTPIHn1Av1wUJxtASpGVYP9hW+vvPMzveteAeF2LgX/oQeubqjqtqXTV8upawT3U1FIYSXZPYigd6NUiLuIytrOm/f0guAROans9nneHsOXOAqMRtfx40TaNxMPRAdJyrmcqsEzpB6qm7mFph1SiwMiYzjKLj8v4V/ajV0Nst54Ej6f3DI+6E3nQBW5YFxoJg93q+YiE0Grr8egMh1CFz5YONzOnfP+ynIpnGcaDErjgixkJvOFZ/QCaNcfHUlWAfVJwTJO8bGBTb/6o+RNV/7/UKeFSew2rEQxN1yHtRhIAAyTX9Ur3ggVi39tPQW0T0pkt43nnC6KvSql+pw4S29DeUpzZS3b8xT9PhbgmzqbKmdHlJ0psBFUM1Cuojdye6cDunnXAnIuMVqL+5mqij6hB5INxtpbTaNvSZMteScJ8f4mfApaOkEMKioFMjoN7EEgY60OkzUzrdFwm4mT2EA0Si1Gxpif6IAR4TusIp0KvHhBKNXLST1ld35LrCmjxIJQwloe3lchmGoe977GToVR2d3Fa1wwS+XC58Ha2qqtPpFBYeChkO0l+8ns9nPv9l5ev1Oo5j3/dd14UXzhQO68/zjAdGp9OJWSOv8mC1La5q9sb6yjNtqwDDdNWG7E0hr7ZdBY7m2jaUpPfrQZjVbinAqqiUmTtkuPMJEV+rpXxoiCAAJymyMVxt25Y3OZq9cQjtX2kgMqItZhbdKYzL01tTnmPhgIg2fQNP8NF/Xdfn83k1t1tFrbpwRAhwFwc00e00JUbdw8EtFCoVA4Iu3plgspOG3sRCeOWz6Txogn83pQ0VMuFCZUilAtLAEKerkqAwE81QgW1Xe+Z80ZQuL0mqhQ4UrqqfYEMa94cILPrSBTzhfD7jxWK8VKdeoaPwGMOtqoa2QQA23PSBWwEkBEBduLVzgN2MnwFXHkKYwpmUbhMLRT3cwQ+mdBrg0vRZSa2aLd3R4QY+vHA1cKPbEETUq/4kpcO2DZ5gdl0HGRDQVTYIDxqrdz8KbRxH/ZHEnqwuxaId4hiy4dFk27bn85nY07mKt7v4ZjpelNY9Ku3/VuzgXlQIT+oVadswe7WCNqQAqsVq2++502ZIutfzKTAPeLOePrRiHVUfhWHvhDX1AG/2IHehnPemMnwVQZ+6Iphyx04HxfGqjbQabbSZ0uHB1jAMeNQbnqqzz9URM15xLwfufaYrJdlSGD1IBQvzNFTIB5OdNDZTurABqQKH47y0Ib7hwTHfecJ9I99SCJqGdBZOftc8zUczVWRzvqQp3S1JUi10oHA1zFy+WQG3Z1THu494d7NpmtPphIYhZupAOMZwmdUkCMAeNoHghvN8PocAki4TwUPUJTbjp+LahMCgQS20RDXdxMIeDnfwgykdCMIpb8VZ8FKz3SrBIoE7GPSccdOMD2Es7klgOA1wavj0wSuyqBBr0Akaco7RmTA5mcDxJXeWBGkhYWY5xHD8F6kze2N5ehAGSitg06VtW41WCkHhoDl+4sDQsyzL6lq4mrfhORF+8YBfoapIupan4xIvmmiF1J3UecKtGwPQ99wp9AxhNKm91/OVAI6xLOHV4FteoeqjFVYgtWPaM0vmeeaKha7UoMGmwYtgJphSNxUeVJz2XZ2w6hvUAgfYPOA05NXvecV+DnQkNFGL3IsiEFbJN4MJ9c3TyD94vct5MtJCBq2QDxeqKdpqCZDun6eb0UxZbarMCUJD35IE44aAXNc1Fi/ViF1RErTFj4LDW6phjyMzBdgb16lbcSMVgG03gbAm7iJSPqygDoBCfT97/4NXrCw6tQMEBg0OrSU6JWGFDBb2cLiDZ6Z0+kovXvLlrR4WuVvGCF5OR9RXlLCwYRYhteeWOFxK07LUh7REa3Is9qaGh9ga1tkWMmtqCJ+mjnQmdKiLK0o451U2OFBVVeF9ar5DOs8zHrbS1VZvdHhVD9KB9CpRaKiCmqtw0DbsQIQfB2j/kDO1KYhp4ohWgIBjNQrHJcAQmCBzOhD1omnQ1YPuFH4HEAjc6/kQSf9FtoR++FhTKwT1cQnzRRHpSoNQqD6J/tP7DT785QITvIhmDdP/QcXVRhnfmKaJH9NRxTkNCeper1Bc6ASaKgdVGRNzdabciyIQhuTQKB9M9tOAeyglDV955yFSHGSkTSvkw4VqirZacu88RVvOesY32kgV2VRZU5ZNScLPI1Afk1E1Wp25+ElHuMVN98zUXqpIepxZTVYFQA95IJkAkvYZ7h9AgFbIx0/FtQlBgwa00JKwiOSxpBiPUvLklI4fIgkOhz0GfoQCcJnwqdkADiXI3/GeVgjruBfHVxj4K3HO3hBldKeXz0f0+xd606CGD7+axl0Cl9Xy64+f1QgvN9CZMDf4wQg+HuJym0qLjTf+ZB3j8pYCbPkNDvxagnmnhp7ghelAoQJCD8flp0M4/RQO2mJiAAI/eMEnKaF/WA2S46UfLpCgxN+fQwsaNB2XeDGEVth0ntCWP5j9njupk9AVSeBezw/EcIqEnj8mTeuo+ryK9yCVNr9FAkRqaF1rkYLwWzMwsToY/QFjwViczih8UHG1UcY3kEAzsMCpgiSQ5xtesckBDxD58Rr9Aaxa5F4UYZ5CcqRf+WCyn8ayLOEjJnjdiklexnnoYLS++oNKm1bIh4u0bSi5K+xvRrOgSF7lEFfzkiCAazypqgp3ULhVwORKsx+WFEWR3nEx5uPzIrpvB/FoPlUtv5qoo2oreAimIT8oszOAIOHji9o41QVXV/N8/FQHwHzMQNCgAV20JEiVxxJQHOj0mSkdXqVCZsOPK5JF+O6ofvhUzYb6KDmfz/BU/EBaXXz5+ggWJiESMvXmEBNDSoesDm3Rs9YPLq7fvQxfI+QHEsuv3yHCRSiGOpN+wRLf1+ULUqlsJIBMDk9t9JFW+NZo+BpnCD3kf2sgraBk+LU5BC/AD3CwqaNyDsMADszGQv/67Vb1gdWh2TYdV/EyDqL+pvOEtmjF7wV+w53wAUwsil3XgRiFv8vz2UoPsJAzp9dLOE75YOtaHS98jlu/+Bo+KA2e/OZq+CK0ThaMDvHURVH+iOLBRporY20gBP36KGZiCBSo+T2vUICrHHDbA5/hzV5wSOx08l4Ou+wUMo1+gXCokIqkwWQnDbgHReJ3qhm+wmdmg/MQfhpVgrShgs4U/E5Zw0XaNi25a56mbqPRTLXYnC9pXM1Igh1BLk+BHmTAXV86c5GJ8l4XQiLm863lvu9RjTEhk9JBGI3SOlVTAYgl7wOZAMIXOZjrc5rgNjJ4uHpFiJ/qAJsQQtAI79ikUvGTnOkiSwiHO3hySvcs/dWQz+rT/XwIgfdzHix73Cf7EDs+V83384rn8nFvRyeg/wedo+ti+b9NwCndt9G54YsSeL/Fu23b1YeJL2qAlxTr/bziJTFbqL8hgJ8S/83YHvWVCDileyVrWJZnEHinxZtfebj1IPsZwD6ij3fyio8wmJW8h0Df9/pbvXuauu5bEXBK91bmtDL8XRvfCjo0E7w9wzdmDq3L3wrvlO5v+Xt0EzCBXyDwtJTuF2T1ECZgAiZgAiZgAiZgAqsEnNKtYnGhCZiACZiACZiACRyJgFO6I1nLspqACZiACZiACZjAKgGndKtYXGgCJmACJmACJmACRyLglO5I1rKsJmACJmACJmACJrBKwCndKhYXmoAJmIAJmIAJmMCRCDilO5K1LKsJmIAJmIAJmIAJrBJwSreKxYUmYAImYAImYAImcCQCTumOZC3LagImYAImYAImYAKrBJzSrWJxoQmYgAmYgAmYgAkciYBTuiNZy7KagAmYgAmYgAmYwCoBp3SrWFxoAiZgAiZgAiZgAkci4JTuSNayrCZgAiZgAiZgAiawSsAp3SoWF5qACZiACZiACZjAkQg4pTuStSyrCZiACZiACZiACawScEq3isWFJmACJmACJmACJnAkAk7pjmQty2oCJmACJmACJmACqwSc0q1icaEJmIAJmIAJmIAJHImAU7ojWcuymoAJmIAJmIAJmMAqAad0q1hcaAImYAImYAImYAJHIuCU7kjWsqwmYAImYAImYAImsErAKd0qFheagAmYgAmYgAmYwJEIOKU7krUsqwmYgAmYgAmYgAmsEnBKt4rFhSZgAiZgAiZgAiZwJAJO6Y5kLctqAiZgAiZgAiZgAqsEfjCla77+VkcNhdM0FUUxTVMo/8DTP0HxxEH3Gz1v3Hme+77/HJfIc8tfzZN8onHzA/Fq27an04mny7I0TVOs/Wmde4+7rquq6larvu+Lorher7cqvGb5MAyvEwmnaeq67jVB3SVV13VFsWuleyn+d+n4OpWv12tRFH3fQ6SqqpqmeVC8g07nB7X+XvNdjv69rvevQ7+/6nxPo19o9SconjjofqPnYT5RpPxAL3I1zy1/Na/CL5Mcx7Esy3meVaqqqtYyuiKTk2nz1eP8UtE0zSOdr474C4X7k4+fFgZuMwzDTw/0C/3nXUUFeB3+KtWxjkNarOndtxU56HT+tr6PNHRK9wi957f95QX4+Qo8qUdzUJAHSumqquINOlTAXXu634Pl83sbaWEnQFnheP8qnrb9w5LXWbreaV+kKIrU/Vat/Dr8V8U7ROFPeM5Bp/Of2OuZKd04jrgdr+v6crmEdeh6vXZdV5ZlUfzn7vx8PlNhrN/n8xkPaMqy7LpOb/TxGA6dl2V5Op30KvvhAYY+n88Yrq7rcRx5dVmW6/Xati12Duq6Djej5/O5rmtcbdv2crlo22EY9GpYkzJXm6bp+x7jVlUVGmKIkMpcLpe2baFFURRBmGma+Egr1VFlXpZlnufT6USGSjgMOs8zlluMeD6f9WFQetelJcHo0zQpZ32Q2vd90zTTNAGmGh1Bgfs6UCTvA3ehWJZF60MM4hrHkVRVKrQqimIYhoyj4oEgXSs43q1xA7f8VMpICEPDfJgpwbjLsmRcFPOCkzQkZ0R06wA36MGxURimGMSgX/EpKvwTldEQJMOzGypFS6lrpQkfukVXQTyu4qyDCuw5ZAMqVfo4j612phGsD9ShlU6ETVuQCVqRGPVafRJNAeDYsKwWctwnKo6IwQ4pKv1KFQ+7rauuAt0ZMdTEuKTux2qp+QJ/5RDcYFkW7Uf7pxY80AiJwvz9DKIB3BijsCscEF0QmNMKqy2u0jEY1WlTdptxkgBc/QTNaSzYkRNqWRZcojlUowA/JG1qtXQ6Z+zCQApuCAuUMDVEeC0ktTIRHeXgaSkdnKxt22mahmGoqqqua87VeZ7LskTyNE0TEPOFG05INEcqVtc1ITZNU5bl+XxG5+iKV9MDmLwsy2EYuIhycb1cLioMHJ3CjOMIw0/TNI5jXddlWdIpKfk3rkILIkrFZtIAR7xer5BzHMdpmoClLEs0xFX0xsyJOqadn04nAhmGQRlyziMhgMpAx4SMS2Y6K7SEM4q6tG0L+dEVJez7vqqqsizxzhzAYkZdr1fkkbA4dMn4wL0oYOKmacavP+SUSNxxiVRPpxPyWsiw6aiKjpkTbwky4yq3/FTKSzjPs8rQti3mAs2Xd+D66w/2Yk3ojtN0MVBPa9tWpy0u3Vq9tLyqKk2Fl2Xh8sOFU5d2CKORXfMVAOQkYg884HRelgVD81JRFFiTtCTQ00u6MgV50uVWWYWcAJXDVAoD5eHTQGg1DENYQVGuuof+uVrrAo9kBZ2H+lTnLsUxiYJ9dSkNl7AFwLFSV9H8hhJSTUiOU85fVlPz4SqTM4WA+iqk9oBjNqSoPIDMPE1zFF7CAZ2Bo6jzp3xUMMwj1uFqy5Ig7aaTpMbVuRauYhSu+0wHmWtSIxxA3xQIbAqr6XTGhA2dqPqYQagAaEFCnWIhn0Mr7S3Y5RCnT0vpyrKkIbmcs6T72p/TrbV0prVtS2SwIiZJsCg7z0whWJGBGH7AWYF9LxUGjggHatuWNZdlQf6HRCT1PKSqcIL8VXqPjkt9eYCwAsnVrVEB0HAVSQ8j17IsSI/YVTgov/Y+WXg+n7lTqIOGPTmKTZhhSmBl4mKjqUm48UJXZAtd1IiwGiRUkRgOKEPwgXtRVF9/RDHPc1EU2DbWGIQKqVT0agoGLeAqqhG0IJzMuMptcyqRYSph3nx5F71cLlzU0TMyQhzDXtQFhfovMKYVgtZoAqokGYIpPF+XW9Qn29A8yIZTDISFmQ1BgFEbp5p7cSFHcw1EqEyZaX26pfbDiaOI9BgqEBdVRm9QQcdCfe0hHHPNZnle9yAAJjJH1Gn+XMWpKWMXrA+xMWVooHSnJ7gKxNYZgR5ocZ3RaEt7hekJwSAV+LOTELvCEAEd+fNAZzdvV3g1HNAnOTosBbEhpOqrixe9Lq3AEghPQ+edBKqpY4PMqpdScno1lwBeotGhCHTEMe0CRBRYp3PeLhyFAqA+lSUfMlfV0qusdqCD56R0qYsjiyJK7AlN8oe1B+somnP/BvjIGrs70vQ/h7p3gvr6b9M0YbcApsV+CXtmEyxm8ANszJxOJ26usBplnuQPmyLLsuSvwl2CVOyZB1BNnZuXmMfgKndrAjetr8eQ83w+c1Lxqg6q2+aogIEoksZ6VNASBi8g7bpukj9EH4CFRTTBRQn6VJGWZcn7wF0o1NYYK/9vKlUAnndFwsmPS25QnNEcsjEyroqqEqbm03CZd1HkZNhKV7usDpoWQvIAh0EWq2n4F52gIWMFb8R1CPTDSJ2miTqpCWEVpq7xgKMJRMiclF46cUCeUwNttTdVQY+hTqiJxRWjpBaHLhxLe8OxNmesCI5E3VcFYJ9hrCcqzoRGFQFkjJKOpSlL6ippffRGxUlSTUlNOe8oGC6l3QaXgydzFHa4ekDseOeHMWG1MuSkq7MJxqJvsy1MSUkgGK+uzibKszlBUEEdVTEGJmQIYXTOhpmi4rGVFuq+pqqctwtkU2lpfXYefHv/nGUPL37wnJROzUyFdbaEUM5TOG6gjB743BbQ2YQHugZwUBzo0CjhELdWVk6zeZ45Yvm1s8XoA7+kAHrAu0kt5PEtqYLYDMQcESXn8xlvnuElJ15F9olR2rblrE67xXYjgj4eZJxOJ04PwsFWXwCrV3HTpuEmlJA8WpGAHkB+TUQgsJaEQWkR7QfPyNB2P4rQc8pqnmc8rTidThwX1VbbUmXUuVwuwzDgpUkAzzg5R2cnm1MJD8dvSZgPYXkHxrYTX9ys6/p8Pu/P7VYlv+UGGnZDQ10JyEfdLKxhqKMpHY+5cRXchhsAmi6k/aSLTegHpyokHYZD6FUewxCcgCjn0nULGl89ZD96QK1RmNcdAjCSaD/cfdTCZymOO9sABw4AGjBuGI71g6tAQoY1baW9YQLSNFpNY4jOHQwUaqrTcvsqYFdoPFYFaWVeDQepb9DhV+FAyDSLYrephEzp8k7CRU39BE24VIVFR4XXaJkmfxQv7P6EFBacST5vFx2dEgYj4lQ1omPQzVS2wx3/XkrHl9VSRmp7XtWUbnNzi61wwAWS5dxq2kzp0ORyufR9z59BYO8BHnNrkctfRSwL2RLF44GiwHtRRVHgSdzpdMIQ6o547YxvvGUgY4hxHPVHEgh8OqjGODTRq7qyUmZmw6ojWoU9GzZhsLhVEgZNt121IY53ogg9h37w8BRZL37OwhDGGKH8l2WhozIDAMOu6xCAnpvS5SXUZQmqqb6bLop8cRiG7r+/ZNo/9VLnpJUDscCcC4wKHJYKaIFCXSC1CThz/YM3rgZ0xu4QKHQU9KwVQuqAS+xKleLCo4V6rE7Fci69bJ4Kf4ukWhkdcqEKnUDgVQEoSdd1GqmeqPhqAFFhgrTwDQoTXCU1Md+MhC6KJWjBgdg54xhasQLKeZWUcADh2Um4GsRIHSytry6Hq/CH6etPpdLj/NQIbsMokXcS4A0ezraUSlXQhBUBAUsMfVsr4xgTFpMXJehZk3Jot2mXgO6uecTKqYTHKnlOSrfqqbQ9pnFmbUDz4HZ0ArjdrURqFXcwLZeWW+51K8/DHQPfbYKP3kpT8lc13VmVGYWKgk8bWR8PzgIoXOXmIivnD5DjptmGzkn0wGwYpyG0QWBOSJJHeSbFBC4VUkuUAwP3Th/Io1i1dV3XuBEsy5KvGEI2WAHHQSoCQVtYhyiwM0pc+XEDt5DQ6FTKS5iaTyPvpouqOZZlwd7nqr+FmsuyBD9BBUzetLKW6EMW5s2BAPrB/IUWOEY/WFYhp+qb0tBxwwZAiBKoSfPB9EEq3v+kV9MSHVqTGJRDKTiPqqCtMsc6d1Atr3sqgHauX6JZVeTbiqfrN0qQEqWK4yo3aYKrpL1hy4dZiLqKTiJVFseqZgoHgsH62ifapiWhf8iJX8pTtlCHp6mcSEZvTQ02xC1l6D9FihJ4Wt5J0gmiwNOewZDZrXbO1VylxXHaj27p6dW8XdK7BW2bjqsWx9W0JG31+iXPSenSvdNgXRhD1wbNTlCZ85bvpWmMvrVSriLWBQAV8AtcHN/6eQTe8Up/tcc5Boemy2JLY+fVb6R06dYU9AIWANQsJ/V4wpnnuaoqTbB0coK/dquWCpllmJwIZ7QOUxO4RPjqrJJHQ0rIBRUlKhKfBHGUkC3dhSIEfe7zo/OiKJQSfv7C9/RTR0XUuLWJG+BoqArjBm7qYxiUJXkJ0yimPpN34GmayrLUO5a0N7VXOIact5KeUFlPmTaxENsPPIUKJIBTOgMg86rOAlxSkbA6wr1TgXURCisoKnNQrB+UHGB1NYUYOjTVoasz4kFOPldNzYQKrK9d4TjdvsrrjqtUByPSz/VXMs9VHB6loGBrWARXCY1SsYTAoTUqKBbYlyVq0HQNwtDpfQJq8p4BUvFnnjjlEIgnvJqaBiVIghXsak2qzNGDt4ff/0IYOr+GEfQPXSgtrElD550EwtBJGId1+tCU7Jn1Nf+GXaiU+jOOeQlGocCQX3VhzWAXSEtXYYAlnDDvUJ/y8xmL9rBqoxcvfFpKh3t0fqEDb+SQJj4zwY9owIrct6M3nE4n/uhafwCLB6D42gU+wKEfFkkRYxpUVTUMAz/ixTQFj65wFf/TG10mIRs/Y4GEhusc9i1wFZ84KYpi59V0vqWSAwVEhTdDa2ih79KhJj5HR2iajoTOGRrSz6/ooOlXMDTm8pcK/PIIROI0Vh3hEpQQJCkhOKuQWoI9Lfy6AnUyPnAvCvVVGLGqKiTH+K4KPuCCb/FAQciAgZDUgjl3cBnv6Dl8dkk4mXFTbremUl5CPAjmRANz5grceFt1YOSvbBu+dAPrUBc1HI91HjElyjdR32M/8Hw4Hv/lVaxqLMcBrypJJl5amSEbSwJXiHRPAiqzApYl7UozDMwvvaqrBcXDAVdura9pQUqAsTR0hVNdPlkhdB7yifQqNKWTc+F/ouJ8kKqjq4doOY9hslVXSbHrPadiWWXORUFzYiVAGdQ6WohjpiCEHw4gZ96IjCHB+toKPqkCqJupQ6pjaH2NBnsmCBEx6aFqq44BY4E2Lcv0i5JQqaAR1ymMotM5b5d0OlNgDsrdZXaul0K6TDWPdfC0lA5PXrDu4msaagykzFzksGPEHSaYSj81TFcAzfCZ2bZtGWdXcWPovu+ZWapfYo+Hq136qWF9iy79hC+/Nwb/CD1nrgYgq5Jr2MInf6ECHoVgnjArYrYKXwzQQv/ojZNQv1qsg2LrkTEFv7rQKBA+RByeJwYd+cG8oijwuj2lwkzmKW+hWMJfPKAk7wN3oUC2wRcl1Z3wbWfMczgG8jBk7auOSjeGCiBcfv2w5nq94ktvVIqfVsbvZOnGgRvvFtKplJeQ5qPn63Y4xMi4qH7aGipQO9gr72NhhxtNwgQhCgqjiyWvaqDX9RJTgPcwaRTWFR29adQmcIZ7jgjjYkFCoe7x8KYfveHpfFhBOWvCysEh9EAzDLy8qGszxcNweexYmFfr3NIdkvBqGBo+zEVXRX1Qcfo5A5EC520ABMM3wJmJrq7ZISnRvBxiKxZVhAkrUPBhC07V/fqvv+CllD/4gJpYj+Eb+bmgMZC+pM6fyqZXoV3gCfFUcZ0C6JBuEHSEDKpFoMQdSkw6NRCOVV+UYCw1inaCnQJdbsJ0ztgFl1RaHJPkqqX0Kh0+7eRAJc9M6V5HbQaO1xHpuJIgp9HJeVxdHpQ85L4P9vZ+zTWmv5921uhxAmGFfrzDo/SQJkOrkoe7iNU6+wvTu5T9bV3zoASc0h3UcD8lNnYotff0Xk2vftSxU7pNc+ub9ZuVXeGjCKxuI30CAYTQPXfF+qT4cTK+xXqc4eF6cEp3OJP9rMDIWvh/8cLTz7BP/rMSvHDvTuk2jTOOY/hNzGYTV/gQAunDuLdXnM/19AnpLa2R8j4x2Ppu/BbqNy53SvfGxv2manyRCy/AhZczvtnpWzRzSrfHjG3bPnFZ2jOi6xyCwK23nQ4h/PeE3PmrCHT+9PDiF5C+Z7VDt3rPlO7QJrHwJmACJmACJmACJnAvAad09xJzfRMwARMwARMwARN4OQJOs+E8VAAAIABJREFU6V7OJBbIBEzABEzABEzABO4l4JTuXmKubwImYAImYAImYAIvR8Ap3cuZxAKZgAmYgAmYgAmYwL0EnNLdS8z1TcAETMAETMAETODlCDilezmTWCATMAETMAETMAETuJeAU7p7ibm+CZiACZiACZiACbwcAad0L2cSC2QCJmACJmACJmAC9xJwSncvMdc3ARMwARMwARMwgZcj4JTu5UxigUzABEzABEzABEzgXgJO6e4l5vomYAImYAImYAIm8HIEnNK9nEkskAmYgAmYgAmYgAncS8Ap3b3EXN8ETMAETMAETMAEXo6AU7qXM4kFMgETMAETMAETMIF7CTilu5eY65uACZiACZiACZjAyxFwSvdyJrFAJmACJmACJmACJnAvAad09xJzfRMwARMwARMwARN4OQJO6V7OJBbIBEzABEzABEzABO4l4JTuXmKubwImYAImYAImYAIvR8Ap3cuZxAKZgAmYgAmYgAmYwL0EnNLdS8z1TcAETMAETMAETODlCDilezmTWCATMAETMAETMAETuJeAU7p7ibm+CZiACZiACZiACbwcAad0L2cSC2QCJmACJmACJmAC9xJwSncvMdc3ARMwARMwARMwgZcj8CMp3TRNRVEMw/Cb6l6v16Io+r7/xqBN01RV9Y2GdzVpmqbruruafK/yOI5VVRVff2kPVVWN45iWu8QETMAETMAETOC4BJ6f0iG1mqbpl6EMw1AUxffGLYriF5ItSPgLWKqvv3EcV2kMw1CW5TzPvyCJhzABEzABEzABE/gdAs9P6aqq+oX0KKXT931RFNfrNb2UL3lkey/fc7iKzcvVNCvUfPC0KIqmaTKdVFX1ve3MTJ++ZAImYAImYAIm8IcEnpzSIa9SfZAw4SFg+nATj0qR69x6UKi9dV2HaumD3czDU0rFx5GaV6XbexwiHQUJqyoVkkiVME2b9j8avl6vbduWZVkUxf4MTElmxvJGnTqVj03ABEzABEzgDQg8OaULaQSyJc2QNKvTxIh1MttLTMhYWV/Xyzw8RbbXNA0b6n4ekjDYclWkMIp2gnyLfpBKGDYs929h1l9/eHiKlPR0OnGgWwfzPCOrq+t6mqaQbrLVPM9FUZzPZ5b4wARMwARMwARM4NAEnpnShUefTI+YWCDDY4bEhI97ZngJbBUoEi/NkLQyxmLPoQdkWmwLObmF1nz9oQnSPgq8LItmitwD40Coj7aQUFNSJH/aW1VVWiHIydPL5RI2CNu23dMQPWw+eF2Wpa7r/R1SMB+YgAmYgAmYgAm8JoFnpnQhXwkZHvTXbSrkQMznlmXJPDzV1ApdISNEwoRj7Yq4ke2F9EXF0J41/VqWBW1DLsh8blkW7vCtjpJKFRBRyHCAXbS6rodh+MbvGPakdHiqG8b1qQmYgAmYgAmYwEEJPC2lQ07Dra9lWdKnkNi1Yoak22zAp9mVAuV+XnjoyeenTK20FY6xtaZ5GGSDGOEq+gmjsK3uyaFzpmhp9rYsCzrXRJP1UzlDCV53gyR1XZ/P5/253Z6UDgl3GNSnJmACJmACJmACByXwtJQuzWlCYsRT5FJpChiyKwWK/IM96AH21fThqTZcliXNXXRoiI1O0lFQwpwsZJzaD2qGTb60MPQQRA2n8zwPw9B1HX4kUdd1qHDr1CndLTIuNwETMAETMIF3JfC0lO7e9CVNAdMeCD1zCXUyqVK6gYcSJGp6Nd1Cw1UkamnGqSqsShh+PJH2QAU3D06n0/6v7jml2+TpCiZgAiZgAibwZgR+MKULPzXAnlZR/L8R0xwo8yIdkiE+seVLbHjOm0+V8PyXD08xLl+t0zQuPAhGPsef6GoCByfQdBAysFv8riL8/jdV+ZYzTdNUlqX+Px7S0W+1xdAqyWrNpmnKsly95EITMAETMAETMIHDEfjBlA5Zjj4k5atvq7+EyOy0oX7oihke0p3w0BOWQB6J3Eub006adSHl0mq6zaYJHJprOrj67mDIq0J9DKdvH1KqeZ7Lr79hGKZpwnt1+uA1vw8XrqavAELatm05og9MwARMwARMwAQOTeBpKd1qXqVZHbe7wCskcPmdNjRBaoKUi7tu3LFbNQO6RVaEhipGOqgOMU2TbhyGhExfpOPQ2lwlXP2pRCalW5blcrnwU8NlWXZdpz+PCEkbBcBBuJqmdBA+SBg68akJmIAJmIAJmMCBCDwtpWPy9FLK73/W+dNir/6Ao+/7P/ne7/l89v/m9act7v5NwARMwARM4DcJPC2lwytcq48Rf1OfMFbXdbotF67+2unqFuY8z1VVXS6XXxODA+3/P4yxiQ9MwARMwARMwARemcAzU7qmafh+24voHJ6W/pVU4X8FATGmafoTXP4fvP6VG3hcEzABEzABE/g5As9M6bAX9XOyfqNn/fXDN5o/3mT1lbvHu32kh6qq9Le0j3TltiZgAiZgAiZgAi9C4Jkp3YuoZDFMwARMwARMwARM4NMIOKX7NItbXxMwARMwARMwgTck4JTuDY1qlUzABEzABEzABD6NgFO6T7O49TUBEzABEzABE3hDAk7p3tCoVskETMAETMAETODTCDil+zSLW18TMAETMAETMIE3JOCU7g2NapVMwARMwARMwAQ+jYBTuk+zuPU1ARMwARMwARN4QwJO6d7QqFbJBEzABEzABEzg0wg4pfs0i1tfEzABEzABEzCBNyTglO4NjWqVTMAETMAETMAEPo2AU7pPs7j1NQETMAETMAETeEMCTune0KhWyQRMwARMwARM4NMIOKX7NItbXxMwARMwARMwgTck4JTuDY1qlUzABEzABEzABD6NgFO6T7O49TUBEzABEzABE3hDAk7p3tCoVskETMAETMAETODTCDil+zSLW18TMAETMAETMIE3JOCU7g2NapVMwARMwARMwAQ+jYBTuk+zuPU1ARMwARMwARN4QwJO6d7QqFbJBEzABEzABEzg0wg4pfs0i1tfEzABEzABEzCBNyTglO4NjWqVTMAETMAETMAEPo2AU7pPs7j1NQETMAETMAETeEMC75DSdV03DMMbGscqmYAJmIAJmIAJmMA+AodP6Yqi+HY+1/d9kfzVdd33/T56f1mr+fr7SwmeNzYMcau//NVbrVheFMV+g95VmUP89IFKpcc/Pa77n6bpdDr9DodpmoqimKbpucO1bVuW5eVy0W7nee66DsGv7/vfCSY/pKDq9fhxiDbzPFdVVdf1PM+Pd/4nPRwC+yaZcRyrqoLH7tfoA6PlgVO66/X6YATE7O3//YPf/Foc33TlWxV+JwrfGv255SGMhs7zV0Pl9PSuWX1X5XSsHypRqfT4h4ZztyTwm7Ns/0JF8TYPpmlK87llWYZhKIridDpN03S9Xn9HzZ9QcJPAvRVCtOn7/tD53LIsh8C+aabq628cx+nrb+fS/4HR8qgpHfK5b+/PwYHC7EUhbsuKonjx27LficJg8rf/rpppv0h3zeq7Ku+X4cGarynVg0odovlvzrLfXHoxp56+I5i36W8qmJckc/XBaJPp+a8uHQL7JpyiKJqm2azmCodM6ZDPdV33oP1uzd4Q767Xa9u22PKt6zrkkefzua5rXG3bVh9wzPPc9z22/cqyPJ1OIU0chkHbXq9XatQ0Td/3GLeqKr2EOmGxwd0kxKiqKv+o8Xq98rFLVVWq0eVywZOaVY1wZ386nVav4mkOt8fruh7HkRrhfrFpGrRtmoYrSjDE5XJBNciWXs1IuCxL3/dlWRZF0bbtPM/5fChfeZomNT0FVqV4PI4jtSvLsus6mhvPtqZpgrnD1WVZNrHToFQHkRow9V8KmXEJyHM+n4uiKMsymAka5d2eWus2ALBD1Lzz5x1p1fkztpjn+XQ6caIp+WVZNiUZx/F0OkF4dVqlSv6PU+26DmNVVXU+n0kyv/Tqo9K2bWE72hrvn8C7sPJlJiO9FAouyxKCyTRNrKPzdFmW/V4B8ogziH5BwbxdiAUHdHuWawkc5nw+wwfSAJiZm+wQByHaKBnIrwRCwMf2562QnrFIkAGnGYffjCfaYcCeDzXacFmWzOqm/NFKS8DtfD6n0wqVsQatToQQnf6//+//CzMxaATsXHe6ruNyqSIhUu2P5wHFUU4PmdJhD/ZxxGH2skOEIbjF5XIpyxKZ3DRNuMTHsuM4wmmmaRrHsa7rsizpT03TlGV5Pp+naRqGAf1wFIyOZx+32rZti7ZsxQONNcix+r6HGPBaXS3YCkG5LEtkS4waqHy9XiEk9rcxIcuyZHNMLSx7eLlB9YX6wzBAZoQ25rhg1TTN+PWnV9UQBM5qWF0gw6aEMBBQIDSEWU1dlmXJV0bgaNsWNEB1NftZlgXawV54AQs5JYZDZl+WJQUrioL3JJtKqQo8nud5kr9xHMuvP+SReZdAIgs7DsPA1JNwaAVYM7g9q+EAoOBR4zjC4nnnzzsS2qrz522BhIyOFybapiRVVQW3xBRGCl7XNZ5OLsvyINV5njWYMAIoRmZpCnmeZ51cXJZYGak5I8CyLFqft44wzeVygUERmkJKl5mnd3lFKjMmMmXO20XVX5aFbs9yLWmaBosCfAB8eKean5vsEAcaiwIZ+nnXdQzpVVWxBxp0dTnIWIQ98CDv8Pl4wk5wgK6AfTPUaFtwo1NBfq5uyh+ttAS2LssSFsEpg2d+IoTo9H//7/+FCpyJqhFnZTAKYpqKlEeqih/6+BgpnW66wjnoWI/QD7MXt5W4/eUeLzaEdM1DNIQAbdvqlEbIg+PibRXGL25mINBgo5G3/hgamzfQCGrquEFTTemqqmJ+gGpKLDRU+XGpruu2bfmGjbIFImqBlYNS6XYpdGcYpb7UMSTi2D9DKqmGCMAx+Yvi/zkqqN6S8HK56BzGjl0oIY3NyljpWR/xXc2tl7quC5dgQdSBggpHr+aVCuvZLXXQIRPovEtAHkZYVQTHwQpMf5U8WyFW8j6HjkS3oTOQQMaRwDm8+ZC3hU4cbC1wYzs/DcFWDQdd6LQ6y5ZleZBq97U/x+lD/wTVsFARLzQKLw/B3CRcFEVd12yyORnDvFY1M/P0Lq8I+4g0K2TetAt1wUHq9loCGuqcGgDzczMMpLFoNaXTSKsY8yF90yJBjLzDY1zOJrINneBU/Woz1GgPmdUtBCW0Si1C/8Tc4UTLTwRoF6KTGlQ10jUIYuDmFkOrSHmkqvihjw+Q0iEFQUSDRzLgPogerqObujiuqopLo+6mYDhNBXDXfjqdWJ8i4U5x+vePOzeId7hLZhXcBqGHpmk0RqNQ/9UorOVszqw0XC3L8talUJMrMWcmnpdpNdxqa4kec0YpNK2AYxgCxylwOEDaCiU6vdGPRvY0zrKffGUIjDu/6b9/kCS1NfvUA1UKx+larvX1WJUK0ZNItT76v7Uvi5rqMKk82htG1KULj4ZXh6aTaAjOOz/61xQQaxL3g4Pzb9oCE+d8PqvpodE3JFE1FVpA9A2q2KKb5I9xgBg513Q47EJpCXZQWDmdmFoZx6oXHIDNqWZ+nqZzM1M/lVnTuE27BPlV+FSd4DAhFQtdMZNOy9NLJEMDqZ/rPKUpJ/nTkJ4OlyqFOpsOn85flKRDUGzaOtRRFcKlzOoWghIaqjqpRSAhgmd+IqTaYTguWypzeuegWlCkTaTa6tDHB0jpeNOPWzFm+o9zh+v8+4PX/zy7ZM+3AhYdZZ5nSIVdB2QAaM7ykDLCLzF0uIRTNqcHUx490FiDx6njOPZ933WdvlKjTXBM4dNLKJmm6Xw+46kl3nUgk7QtFGFXl8tlGAa8BYiXG5B/6yRkZR6wk9UMjFdZ/5aEq8lfKjP6yVeGwKsGIg3KgwM8Ce37/nQ60fq4lKqQltxSKkTPVB2Iin1WFel6vd5yiXR0bbjp9lp5dc2g+gEgXTrVQkUKvr1pi8vlwjdpqqo6nU7M7b4hicoWJMlPNFUhIMJpoMHTzTmS3oaFCaUyc+hbk5GJCz2ZaoZu2VUmp18dGrsyNDf60c437aJDhymASzou5WerUJKZm2yCg2BE7UflR2UtQUPaVA84RMYirMMJpT3wGCYLQtKg2gmPVUgUZkINW+HBEc2EjXA6zDcsomJQnXCAiZBql0npVitTCzoJRg/D4VSVYsPjHhwjpUOAgAF0t/lB7nlv2B/FLpeLvjSN27j0NkWlxdC6baNXN+8yQwXc/uLhC16drus6xFP2Ty9nCQ/w+gvS06ZpTqcT5KTTp21xJ4cekCRhhxzff2Z9nc8cjgc0xGZKl5cwn6VxOJU2FAaB9Y481AyneLBSFAW295Fb83kxFWQrLckrFaInJURXfDkm+FLeJXR0isSDp6R0+T3moAVfiIEMuo5yhdu0BX7lgNyOr3jmp2Fgi9FVtiDJI1QxVtibJHOqybmml/SpE8rDhFKZUSEzGZkBcCyqGbpVGe71ivQ5l3a+aRcd+l4zhfCYn5thoDA1SGbVQKoRGoZpqJ3nLaI10W3G4YOQNKh2wmMVcjPUsBUPVle3b1hE95Xzm8qpdhiOK5pqtFqZwnNebCJlk6MfHCalg+WeuEWXnwa0613PGrC+wvNwf3NrhkOdzKTVUEJh9IAVEGrx605WSG/rM5fwa8FlWfg0hJXDtjZnCCvw8Qpq6jNxXQP0mG3rusbTPZ2WKXBN1PISoh/u0GBPJZUZAuQrIwRkFmBqgQP84kSHhqg6ljZRlfNKhegZ1MGTnfAseNMldHSVisepFVYtiPoaYVGSd/6gEZtwdtO3tf/9tuBr3Vjaw2t56JP/Bp5BNpXkKVQzmW6KkUJylrFEF8ggM9+9uzUZGfrSlG7Vypynd3lFKrM+eN30EGqKg2AmsKKCaibU15L83AwDhamh/aQG0hI0vBXS8+ExyIBuMw4fhKRBQz84VSE3Q81qDyjU1S11OYySsQhkRoQMr36GQVPtMNxqShdWKGwu8n9AQLfZRBpkOO7pYVI6/Ob5uaBXXScMceuNYCyibduGGM17U8QvunjY88N2FH0Ujsi24S4ziIRTxho4q4YSlGjn2gMyJE0+OG5664zIy9CPXSj2Bi0QegBTU1iUkEB47Vo35NQQ4c3Z8POIvITaJ4QMMlDy1WwvVK6qqixL1Sh1BnYY7juD2KqgCobjvFIhejJI8ScL6b71pkuk8lARHKSawm1C7ojKGI5OwjclaPrg/NCICRxtwTWMvk2pMrbAhyTZlr1h9Pw0DGwxnBJWSR6nCoYKShekFCPV12ooDGuzyswFXl03+DZOKYmqmZmnd3mFJnCQWYPJpl2oOw5CNhnUUfk5FgNgfm6GgcLU0J5TA2lJPqSj24xFghgZh6d9tUkQWy+pkJuhRhtmVjdMHH3dNrVIURRhleFamZ8Iq7roRrVqBOwqiTqezos8UlX80MeHSel+gvKq64SBsGnPT37AF7l+oAd+ugJxltkV3mnDj8DxERM+D+KTJrTFR0yKomBbDSVBJJyyAnwaH6SYpgm/AM/s0vFRnX6bA0s1tOOv1vHTB/2pHZ5944sPwzDoJMFEIgpkZjqjsK+g+lZVhRinhlDxiIVPMDcl1M9MoFuVIZDMV4bABAvj0vShK6DgdzRwSrFVQTTUkk2lVAUeAzg+GzbJ3/XrD/fBMHHqEjp6UASnebcPTTTC8lLe+TOOtHo/k7cFcgX6LXYuuZxsSqKpZ0jykMSM4/gUqvBtftkBVuA6t4oRPPG8jA3himFiqhabkxFDr6Z0mXl6l1eED6mkMuftQkfCAZrDxPBnToRVh2F4xEs7RMeoxbkZBgpTQ/tJDRRKEE80xDGkb1okiJF3+CDkapLHDlXIzVDDVuyTIR0m4Aq1aRHc/w/DwI8C0t/yEyHVDrOSObpqxJVU11m+WKxOkkeKPnUSKYoDHTul2yaAbzNiEUo/Naxv0WH5p/nDtzTbtuUygzr8XhRuQejxq0GK3eJAY42mPpiBCC56U6jN9WuZ+NgPruJjmPz8Y9/3yBeZx+B+F3EB982qkX5XGd97rL/+ODS/tYtf/rJtmMMKvOs66LJTQkQivFBVVRWmcWaiUubVyvxuHzKkzE9KVWY4CYZGBAwKMlzuVEoDE4+Rx8At9V8om3eJVB7aiAepRrwUDkKExdW88+cdSX2bY2VsET7iGj4AuylJcA8Sxuai/srncarhC6v6+fFVjFQfOsLQbdsiRWDEUJnRhI6NF9uv16tORjgAmwfgt+YpgDA5S4MhpcWBxpOmacJeY94uq11R/fCAOMgf4mfqyTo3w0BhamjPqYHSkkxIz1skiIFX9xS1Bp8gZIgnoSsVUi2CDzKHCB/a5lc3LgSYceqE4MbkO3ywGlvpvO3HT5q4WqXa5VM6frcIb4HrnFKR8khBKYSCQOMQp9sJzSHUsJC/QyDMkN8Z1KO8HwE70oM2RVLCnOzB3tzcBJ5LQFPh5/bs3vIEnNLl+fjqPwS8Ev+DwyffJWBHuoscNku0CTZItMTHJvA6BJzS/ZUtnNL9FflDjuuV+JBmez2h7Uh32QRPhfj/puM7oHd14som8GsEnNL9GuowkFO6AMSnOQJeiXN0fG03ATvSblT/r6K+xrf5Etu9nbu+CTyXgFO65/Lc35tTuv2sXNMETMAETMAETMAEXpSAU7oXNYzFMgETMAETMAETMIH9BJzS7WflmiZgAiZgAiZgAibwogSc0r2oYSyWCZiACZiACZiACewn4JRuPyvXNAETMAETMAETMIEXJeCU7kUNY7FMwARMwARMwARMYD8Bp3T7WbmmCZiACZiACZiACbwoAad0L2oYi2UCJmACJmACJmAC+wk4pdvPyjVNwARMwARMwARM4EUJOKV7UcNYLBMwARMwARMwARPYT8Ap3X5WrmkCJmACJmACJmACL0rAKd2LGsZimYAJmIAJmIAJmMB+Ak7p9rNyTRMwARMwARMwARN4UQJO6V7UMBbLBEzABEzABEzABPYTcEq3n5VrmoAJmIAJmIAJmMCLEnBK96KGsVgmYAImYAImYAImsJ+AU7r9rFzTBEzABEzABEzABF6UgFO6FzWMxTIBEzABEzABEzCB/QSc0u1n5ZomYAImYAImYAIm8KIEnNK9qGEslgmYgAmYgAmYgAnsJ+CUbj8r1zQBEzABEzABEzCBFyXglO5FDWOxTMAETMAETMAETGA/Aad0+1m5pgmYgAmYgAmYgAm8KAGndC9qGItlAiZgAiZgAiZgAvsJvENK13XdMAz7dXZNEzABEzABEzABE3gzAodP6Yqi+HY+1/d9kfzVdd33/auZufn6ezWpvicPsN9qO01TURTTNN2qkC8vimK/+Z5I9S6xr9dr27Z5RZ549S4mj4ybt2y+58vl0jQNpqNav23bsiwvl0u++ROv3mXKzXG/7WOPiBEs/vsMN7H8coVhGM7n808M+m37PleYYPHndv4Tvf1yDPwJFV6zzwOndNfr9ZG1f1kWrED9v39VVRVFcTqdXspgLxI4nsIkv/A/spIty3JXaHsi1bvEzhN4CmTt5C4m2vDe40f06roOt2fTNM3zjKGnafrlfG5ZlrtMuYno2z72iBhq8T9huInllysokOcO/W37PleMn1PwuXKyt0diBTvxQUrgqCkd8rlv788BxKpXzfOMrI7rSkrt90teJHD8guKPrGRO6X7BQJkhVidUpr5ewhadlvzV8YMeGMT+9sx9RIzDLfAB2tNP3x7I4RR8JFY83T3eqcNDpnTI57que9ASt7wK5Xz6gy1iPBKq6zrkkefzua5rXG3bVp8QzfPc9z0SxLIsT6dTSBOHYdC21+v1lkZhYRjHkU+pyrLsui70rP1AjLIsi6Ioy7Lve1a+XC54KLMqP3YrT6fT6lVsc1L+qqrCE8/r9Yqtl6Ioqqoit4B9nmdUA6KwkuEqGBZFUdf1OI6qXd/3UK1t23me86FtHEd0Vdc1nvQ1TcPeIDB6q6oq/6QmL/ayLLeMS8MVRcHRp2lq25Y+Rt8D5KZpzuczzDeOIxCpW8IBhmGAdlVVKSVlUhTFOI6n0wlqrvK8ZdO+74MkRIeDYNm8d2lbKI5/yeR8PnPudF2ns6Npmr7vQayqquv1ihI2AYF5nklV50iQkxv2ECl44H4t0DzvYxlDK5B0s/AuMdTiQdkUVJi2eQnvjTyMAG3bjuOoz1VUSOgeSvKSBFy3BIM16WDT1x/EwBSA+pk4AxUYM5dlQZzBAhQic0bmeZ5Pp5O6tPZ5l33hsZm4N00TZ3HbthpP8mIoVaAbhgEhKyw0YZqkHpsJNbdi4OMyq/yfeXzIlK76+nvcYCHYsUPMYSwhl8ulLEtkctM04RIfyyJI9X0/TdM4jnVdl2XJtadpmrIsz+fzNE3DMKAfjoLRT6fTaltWw4EGDgyKiTpNE1KuzLtZkApCYlBUvl6vEAlZwvl8Lr/+ODQzjPHrr6oq1Q7jUnesnUyD0DkyOYY5XFXs8zxDvGEYUA2znTFIrzJJYt4Mc1A1tA1LFNUZhqEoCnBD9lPXNROIeZ7V0LQOm+vBpthsnhr3crlA7GmaoAiCI9Y8smJOhpwVudcwDPM8oz6y82maMFbTNKhDP+SCoSsl0uumaWBTxFB6bN6mqSTKJCRGm96lbbkCkQknGuZO8D3MLJpyWRaUBAJ4L5aI6BjqgRBDS3StuksL5PEZH8sbWoGEBfJeMdTiqhpAIX5yxunryHkJ74o86RxBCsKprUJCdy3JSxJYZQTjfOm6Ds/00TNC0ziOmIOZOHO5XBQRrYwZqpE5LzPuo4A9LAf32jcf9xjoMMcRFRlPMmIEqlCH/owFoq5rVMNVWjN4LB6YVFW1GmrSGPgsmYMKH3h6jJRO9zPgoFyEHrFZCHa4/cJ2CFd6bGJxdVyWBdMJArRtW1UVZUD+h8kDH009HptV2GjkGoOhcRvE3vRAA0fXdToownRRrJsSYnCHbFkW3CnO84xLShJAKDO2hah72BytqipslKrAXiIWAAAgAElEQVSZlBIUqesaqaRiB22OSF1QAp4qPOIIuCHUKkP0rCXKsCxLmpUBiCVd15VlSWWZoCgf9pYXe9O4SmBZFgQ+ds51FyWozIhMyRU+bv0pKlY4UtWVEikdx1KekES7RVwmolQS9qOi4njTu0JbzGsUppYNvofKaqwQFjC66qLpe+BPW2N0Xavu1SLvY3lDByCPiKEWD8oGUMHEeQnvijz5ObL6joSKnZcksNoUTHsGWN6WL8uSjzOYF3rPrGFfI3Ne5hDesaOMOXuXm6WzAyZm3AtOCPm5ZGTECFQBitOfuSwCsvpnOnGY0rFP1KeQwS2fJTOH+9iD9TzgpXAgOcBWOVyfbvGgnPAq7snzoKoq7gMVRaELA+Y/AwR2NU6nE+tTJOxaTf/+4Y5nWRbEO2zgsQruFNmDHmjg0HIch+mhFSCGlmSOwyxNfyaCvZBbPaiQ6RRlK5W2aRrGGlSAiZmOsBUPCB/9MI9ZliXNpdgKqml2GHIpbNFN8kcbsRMe5MVmQ+nsP89ByrJED0oAARpbCKwPn4dTobKmL9BFkzxs0VG81I6cMqlNyZPN9UBtmkqiNUNiFC4xE71lWU3pUssuy6KeHPRFEsz9A44VEHFxUv6QU0sCvaBI5iou3fKxTUPvH4gK3oKpNlXVUlAoAZl7JcxbPI0VYWqrkNCdJd+QJNALWrNnolPfCG2DMLgNLooCcxBPXZkRcoJsyowIcD6fNWStDk0hV+0L1bQTjXurTqjp9X4x0FUAxSUsnQihJB9q1EBPlPkWz88pP0BKx5sDBP2QATxiKnjVvz94/c8jVPaJWcrlkOUMEPM8QypsaGFhRjWWM1PEAaInhg6XcMpR9ICBA4V4mtD3/el04kBan8ehIct5ME3T+XzGa1KbT0Z0HiKFGsex7/uu6/AIj6smEXEgHmgn6X1tiAvIoYdhwLtT2I6CRZD3sFsc3Bo3LCeorHBWbXGrt7zYm8ZVAtB3dXS4olaG2CkiVSRdD1QLPV4ldr1eb9k0lQQ98N+0Qsa72AoHcGMca/bGatp50FfzEtTPI9KuUF9L0rY7tcj72KahqektFXaKETbAVLUUlJbskfCRyBPAZlxxjyQBV14wHSuIwX4ul8tqnOFtPJJ1WJn38HTFTZkvlwvCF3bKT6eTpmWYtrdCMYXkYyItUYtr9sY6qvKmGKutWBj01eVSR1GR2FatoG75RJk51sceHCOlw4YKlr1wE/yI5dSrVvvZTOnQ6nK59H3PVztxW5NuJOgQGFq3XvRqesyJxMcEfCkKGdWtB6/aMHSLl12QjDZNczqdIBVnqc5AtMWuJI4R2vCThbZt8TORp6d03KNtmgbflKZUT0/peOcdQKWne1K6jHHV8RAHw62wjqiVUR5Cp67KqxVIbDPO5m2aSqJyhj2bTe8KbV8zpbtLiz0pXcbQAYha+S4xgpWD1dKAwJJNV8QDym9HHtUoCAnd6aibkgRWm4Kx5/SGB11l4gwq8L0RfeqqU2+nzPhxEn8kgazuLvvm495megR1VsUIVIO9yAFBPr0aSpQ52mqJuuUTZQ4qfODpYVI6eMATt+jCCnTL9vkHr6EV3nKFx2OJurWuQ5398Z1hd1mWsizxKz+OvrqrgavppXEc8a0vXGICx8fBLNEZiN74wBHJLn5kSjH0YaseowLe4QvY2SE70XURU113STXJBkO909UHEOwQBwg34X5AMzPkpqHVrdO82JvGRQUVLJNNamVtQjPpurJaQe2ox6jMkk2bppKgB/6rFTa9i61woCkd+lHLpg9eefPA5loSVpeASOVkc94Uadu7tMj7GK5mDB2AfFuMkC0FZTWSUHddpDMS3ht5+KYBBsq84slMC5P9XlabgtHJOZBOn3ycgfCog6eu/BGY+tW9MoMG9L3LzdLZoXEPYoRAt5ozqVE0xqJ8FRRcC28iqX+iCQQjWGWOClqibvlEmSn8xx4cJqXDByaeayf1qls93/p5BDbe27bVN3j09SykJjpVNB3BJNRFCN/D0xIVSQNxeEcBP9XkgqSt+MxaZzh/B5DuI2JZ1TmpOTRkRsTHJNSUFCWUH7eSuiozf1LsmsBBcpUBNTUtRgmoaiBDW70aOKhpcGlVYOqeJrjaYV7sTeMqAQgWfpmhXhcqr4ZadY+0gkZSPYZGLNm0aSqJMkmT9TA11LKhIZZG+rDOFNQEUr6iHvTVlRX1oYtaU5tAETpnmEHadnOOBEXo5CoGJwV+t6v+rIYOXT0iBm0ajJKCCiV5Cb8ReTREhMQl3C3DKAyYeUkCq03BFIiCRT8YWu0ShOF7umlYU7/KyIzwrumyhq+73EwbqvxEl95OQzD8CK+qqltiBKoApa+SI+7BpriqK0uY4MocPWsJCHPEZ8nMDj/24DAp3U9YKHjV6hDY0ufHODClOSXQA78ngpjFKIZHsfjEBn61nn4EBG3x4Ql8yGdVjDRw8MfwmK5cDtPmeB8W9SEw7jKhC79CgteZw4ej8CPWcRzx1Q9mHggr+GYEPhKBD6Bw9Qo/ywcZfd+fcqp4qEYZEEGIF8moxgX96AZU06scAgf6pQOYQ3+iC4HLslRQISnRDjNi833qW8bFTfP5fAYQCEaYgBB8TIdO1yR1j2+ndJs23ZwvWmHTu1SjkNLxhSG8nErfYxIW9A15SUogVEDKGL54whmkeO/VIu9jeUMHII+IobNAjRI4YESFmZcQoeZ7kQfJK6c2t135BSL9StyyLHlJAqtNwfjjJ37TRNP9zThDUOle/n56yHgYbxFA4NL3ulk+7kEdfj0E43JVyogRqMIDkXkzyDPC43kRA2ZqX3VC9KwlIQY+IjM0CsJ/7KlTum0C+Agk3uRLPzWsb9FhkaAzhU8Nt23LNQl1+KE15BYaZdgJDjRwpPIg/HHShrb4tiQipn5BF1/XZHnf91jUmUzg3hfhBhNb5Wcayg8XIdDwZle/hVvXNbULa4yKwS/ZamW+d4LvzdZff9SRH3PG12U1arAODygzPuqmVHEjzqwR97LUhT3wIC829kf5emXTNNQI98oIQ4yP/Bwd1gx9shNwbeYraQVlosfQRUvIZ9WmqSSkgQOtoHzwGergXaFtGpdp2fLrY9rqe8Fwaaai+RAGCk34QWDIppJr23u1QC4Cu6/6WMbQAcgjYqhNVbUUVFqSkfCRyNO2LZZtTgSwRVzFR9pVbLgx7/HqutZJEVhtCsZbuOnrTzNLdJU6W4gzmNFFUQQxgl9l6EFf/kJCv0v/DTejwKtxL53IJJYRg3VwAA88n8+Ym+Ez9Xirm5e6rsMyRPsGa4b3AfjLQsbAb8ucho6gyEedbic0H4XDyiqBdE7qVR+bgAmYwH4CmqTub+Waf0XA9vor8o+M65TuEXpv3tYp3Zsb2OqZwC8ScIrwi7CfMJTt9QSIv96FU7pfR36cAZ3SHcdWltQEXp2AU4RXt9C/8tle//I4xplTumPY6U+kdEr3J9g9qAm8JQGnCMcyq+11LHtBWqd0R7SaZTYBEzABEzABEzCBfwg4pfsHh09MwARMwARMwARM4IgEnNId0WqW2QRMwARMwARMwAT+IeCU7h8cPjEBEzABEzABEzCBIxJwSndEq1lmEzABEzABEzABE/iHgFO6f3D4xARMwARMwARMwASOSMAp3RGtZplNwARMwARMwARM4B8CTun+weETEzABEzABEzABEzgiAad0R7SaZTYBEzABEzABEzCBfwg4pfsHh09MwARMwARMwARM4IgEnNId0WqW2QRMwARMwARMwAT+IeCU7h8cPjEBEzABEzABEzCBIxJwSndEq1lmEzABEzABEzABE/iHgFO6f3D4xARMwARMwARMwASOSMAp3RGtZplNwARMwARMwARM4B8CTun+weETEzABEzABEzABEzgiAad0R7SaZTYBEzABEzABEzCBfwg4pfsHh09MwARMwARMwARM4IgEnNId0WqW2QRMwARMwARMwAT+IeCU7h8cPjEBEzABEzABEzCBIxJwSndEq1lmEzABEzABEzABE/iHgFO6f3D4xARMwARMwARMwASOSMAp3RGtZplNwARMwARMwARM4B8CTun+weETEzABEzABEzABEzgiAad0R7SaZTYBEzABEzABEzCBfwg8LaVrmqa48ffPgA+fNE3Tdd3D3fxSB9frFVT6vt8zJDBWVbWn8p46N2zyn+Jpmvb0cFed5uvvriao3Pd9UTzNG78hwK0m39boVodPL5/nue/7n7Dm00V9hQ73G/RlffIpGKdp+qEg8BTx/raT35xTmaVz56qRZ/UsNy6K4iny5KX90atvoMImn6ctohm/LIrier1uirKnAhIUp3R7WKFOURRVVfVrf88yigqzf73UVsuyPCvuhG4fP/22Ro8PvbMHr807QaHafoO+rE/epe+tynabW2SWZflNOFg61yL0c+7TnuXGb5APvYEKGafFpV9K6Z6VhDml27RoqFAURdM0ofDnTvevl0GGZ8Wd0O3jp9/W6PGhd/bwm8vPTpFeudp+g76sTz4Fr90mg/E34SClywjz4KX3duO74DiluwMX/DJ9YlhVVZpVoBD5WfrAqOs6XMIOE4TgE0xeGoYBl8IGYdoh1UDbvu91iFB/GAYOURSFJqNohU0v1OFVbaIPECm2blnrECHfSjFiQrJ/7WdZFpSHQuqLCmEIvcr70ev12rYtemvb9nK5hGp6OgxDXdesrLt9mfUSl87nc1mWRVHUdT2OI7sNcedyubRti5pFUahIiLZ5gc/nM3ysLMuu61RCjnjrYBxHtK3r+nK5BI103Lqu6YTo7Xw+K5kMxqIoiJEGYglUDmJP00RXb5oGfhvcA2KM48iaIDDPM/XdL2S+ZgZy0zR937MCpgwFCAdQYZomYE8rZ5wBHk5uIDnPc9d1DDLB04JBp2mi59d1rdEg+OSzqC7LMgwDxVP/DLItyxJK+r6ngwVQfd/DK1AhtTuwFEVRluXpdEqzFtprc9Zs2neaJsrZtq1SDdaf5/l0OoHGqsx93/Pq6XRSTw5dZcAuy5LRDurADaqq+j//5/8w3jKYZ6y/JyKlorIEU5WnqwcIO4iHwe5pfUQtrJ7DMAQ3xjPlW0hxFQOV5f/f3tlWy6pzSxgLaMACHpCAhraAg3aAAxSgAAMYaAd44I6x6p4aNWYgdC/6a6+31o99QkhmZp58VQfIKa/XK4GrHtqcvlJPGLM5d20+nAneZsb+Pdiv1yvq0rbtsixaBax9d/ZSVuT7A0/epTuUdJQ4OmaG/8TZuq6c6TTBuq5pRuTi0qXp92YQTaNhOqBiiwmo21QI4i4KYkoNoO3pNlVXakShoTqMQf9Ws6FT4haNpx0u1dMhDQZGVVWXy2WapmEYyrKkAyExByGWhHEc67ouy5LiI6xAmh1VK8tyGAaOcKo6Hcm3260sS6zE0zRBBZZlCWuHDoMwPMTaqR6qS2kYHQCLEPLWdU3JNc8zHEMVWBDsjOOI1pmmKSUTysLKinfgAAEE9sDCeNM0488fZqJ5nm+3W9/3RVH0fY/eiJSowjRNXddBID7qZL46rDv6TFVVCrlpmurnD6CwWHKUBRTs5KABh7uuQ7J8Z4Ckw9oD7Ou6ok+iaKo9ymvtouhLbduO40htt9knn0V1XVdUMAw3LJzqG6qvMcjIPgOqfd8jJaQPUYAq565lWRRL27YYj5wq8w0amizfvhxE6KsoiFSDqa7rOCdg8qnrmmmapinLEn07vctkCGTA5muHUjjqHx1ThzNS8DNcgk+IDJf1zx96KSeKkAaXnKM4UQT7eaToJOhjKKhtW1jWpSedvjadQeTe3MXVRPOiUMTkx/4hdjQ66wIOXCsf6qXq4ZeHnyzpgvjgJTkCKxUD2o+/hKioMNHwktlhkPMUGlXf1ctLHPrDiQwx9AeCksWhT/AuLrVns1MyDV1CEUHS8S6Xt+Bw4IO7TIy7VBhP3KUjUtaIiLQHozrks67rsizlz04YkukKpBmx3xBex8aqj2Q6ktHulInBJTDcc3ie59BA8FnTB8f0sixLxYuyGIONQ/5sXdcVXQKutm3LbrCuK+bWvZUM+5Qs+hCssgJ2yDjus7K9sEFFyySPmPudzKQ8hIyOqi2Y+WmBptdOpVTznQFDQEUAsHPIkA/taxetqoqNCz4QKwhrn3wW1bQ3juNYliWaT32jP/QQv7sQj3+VKrzViqMVkBK6n52EvQIxhw2qhTLvXvuGQYQf6jo01JrOHtxLg2U0vfqM8ah1pKkM2MPaAZSOaxTEovOtn5+R6OFeQJtpMw3811pDkW8mDnMU5uewwrJeHB0wDuBaEDZQQUbn1TB9bXrCyMzcpUMM6TUmP/bz2NNGh2XOAw/1Utbl+wPvkHSckihBtNNAtaCToXNr+rDJjMSbyzP1lva80ABpdnQaFYXIgu6C9JyMWITOZVqEbjGiRpho6BJ6FQ1SrLDKIKAJYJ9+6iSuRe+FUYX0X5aImqryQIwOexrXDaHpvz/8sEOadE1i3qZpdOll3bF9oiOZWRhQl/IOw05oIOxn0NpeAJa1c2I1IqvwIB66jY3L7SVuCO0VhIHAjSisZNxpm/77I9h0elLLCkfjGVa29zuZSXkIOW3rTMeAtXRB5f4TK4JAqG9RFEoyJMYl2whyBA0Kqtgtm/77wxi/p0/+jmoqrdThlFIas5c+xageqlSFBUwpGOZIef+oybTv5iDK1BqdvO/7UPq6rhi2/7XM//9Xt5wVRaaIw9ql1Ql9TAtCWNki8Z1TaGoKc346RVOH4YkhXvPQYZKawsQS1kd0aSTOI83PkzqI7hl0KDE/dylGpE9jtJraLnnsaaPrz2bkDVN9pgupD18efq2k41oICtQ3afeFdoYkCj1SCSKjJqDMUptU4pqXglLvomm5e8RLtUaBxbKCWVVyzLgp6WiByRiAzSDpVMkxZaAanAmXe1+8sjejyirg0hjaxDihJxqg/3vupYuTFpSOZDxyxRtCeB8CTmouFKoxm7NSapw10oAucoyn23tzE2e6ZVk4O5c/O5dKlQYRYC5c5sFqBYMd/s7WspZlmabper12XUeXkPF+JzMpDyETGr1NY3hrs3UCn73OgEGtIxpm53nGW0TYa1Rr9ARUtQ8zDJjBsadQDTYJAQH6xvgQc7vdxnHE28B4+M7hllrWmHQ/UjvVYYPSn0M/N9dFLSuYmueZ82dVVV3XUdux67JdEGCV1ZRWVuMpDUOkpg+QHx1Tae3SmFC6XqKam1+8MhkeOqP6dV33fb+p7VS1MG+oaYCpSFMONBIGmg4oTZOG8yjUN+RNY/bGfmpZY1TI0iu6/WgvpYXvDzxZ0qXqR4ff0yWdKh5MBOig6RSPlkjvohNQ0rG7wwK6RagUL2GTKg3xwSCrrAZZigZgDcMbppgX76LyeYciPexhh7t6OgxgLY1hKRhvm7MJ/d9zL50v8I5FunzivR+8rtE0Tdd1KBcpU/c05tHFiVXDu9XsCYyn24eSDlnmedZ32PW3O22G+ZEblntgtYJqBOFwF08eIeXx3nc6u93pJLYh0+ocQiY0epvG8FY6ieuLzPnOkJLk03D0/MvlglmCcwI9Abe9BmKjwM9nUU0rSw66g8hIesv+iWdebdv2P9/icLilljXmayUdajqOo34kgck83TwjljSglQ13f9FdHxpTIfGmIgwu6SXmfI3ZDC/LMgzD5XLB79vwxANZ7pF0mxmRXTtb6gP10OagS9MjJoWjKdNW05j82E8ta0w66anblnTaCtth1SJIQa3DyRRMKVBSQzDCSQpznO7JhW08FKEaKxVtWgruqkGKwtvthg6hi3qwHy5hObgUjFCWAQL6qzqs7lG0IYH6hmQpn5A9vXyFpMusgplJIb0FGpi+dSRjCtZtJx2BOm5RX41Rm6SxOafzLgOww/1LxOtamH/wSjsI4N1e7cyaQOdHqoc9sJtqsq5r9GSt/rqu+LqFWx17uxT3OKkOa3UOIadtncbQuDY9IrUh8p1Bp2nkRVfROSfQoycoJfPQVh17FlXtyXAY+hW9jr4RDscvaoEP93hX3wdSb5FAY57+4DV0bHqubUc/01rzVgjwoxxOhnu/c0LGtAiCBQcdEWFQ0HnafGhMhcQvknT0jV/Y6AzJu+kchWULCbCC7CFN50m86In3EHTK0jCL3gyE0Yc0nLu0i6qHCOfHfh572uiqd0/20s2afknkq3bpUD3uqLPzBeUH7nyVjSIGExy4c1Lj97DUZOiszM5LndAVNHfFuGwjBhKKxSE7L6nAMpKOaUKVg6SjzeAAa6R8Ag1e6mSal7BY8DS90kAYLrGB8vMRqqMGl2VR0ZNOjiwRVdOJtaoq/mTUsZ3+OkdeOJl3OJ1B4DO/26I/mwGtC1GwvuHVY24IYcpr25bVgfFgTUsMc+Ih2PCKMdJrR2ULhtdcwvvR9zuZSXkIOe0GaQxpoOk5IkgVC0++M6SSDtZ00UIM5wT1BB/qamJtYu2Tz6KKhuN4594bmi8IL3R1dD+EVfTrXf4qINUQg9mDnYSCCTGHDapmkZeDAreUqgpN3AXnYARf+eBhK29px4bPbLjw6iqzIJABe1g7dR7WwiSTb/2QmPOG0g7e6iUmN40J4WmayrLUpk9bk1mwjccuHYZ/HinuhpFYliWs6ZSlYRa9F8jMXRhiXBSCt/mxn8euHQmOhXng/l66V6/vjH+tpAP0/PFyoXOgf1N7IcCxoXev1yu6YEic/kwh+jRlsL+XABY2JR11ZMiLgYGOpXXcTE8PUUEIROYNlikfueupsx5NIbD3Lh0+7d6cfdKhojbx1jw++MdRHUVRcLpJJ0fmZdWGYeAhT2xZXT6BiIc14Kt77p6m7oUYZOchEeF8jTCw6R4CelYF31/h6oWnb1VVbR5iAss8PQQ/MUkmFKRdArfyYNUxYK+qClMtVizUFz979FQIVJ+vWt/vZD5lHnLaDdIYAkFBPH2DrY8EvMQZJaEzpJIOcwJbgQ+qOEbUE1DlcTloMu7bwTG4AYw8GOXXVLnFgu6NPsbfG9hq4mka5c8fuh9mA7qKA7d0WVJv4XOIwYcIqAJqyjFFGb03athYCCjDNAZNwAN3MPD3BgLucrDDSa7xeF9QWelZOcErjCBNTLCPdteHxlSYf9JJFQ3BuS64TQLp63RYRCB0dFDjKKVgB5d68AfnZw5/HPGDyYdHVilS7SRwm18p6ZSlYf544BALjh3OXejVPPiJ3ubH/iF27Q+oi7r9UC8NNfrmy9dKOs4UipJCBEpFfxOAFBqSOkbxqcpBB1JVh1fCVUFqXpaLkUP7nD6QmPE4AhSXGI1wTBVV6jB//uKHOB3W7s7ulbpK3QPLzA6A6MTcldQahZryktVJA3DpcGDQFAM86wsbqDpVpXM9c+EWz37kYblIACYI40xUvDKCT57BAWvtPQ7r8aR6lOvh7LOuK+dBiIxQIxx9CZjpUcP62hnmKVY/BMKIwN0MWKwTejCm9ltMXpgKUw8xpXJNvd/JfMoM5ABtc1+HQND0POEZipl3850hlXRoYmyWl/8dNI1jvWAz+Mbj6PCOGhcwdhXkeiJVHtXBU3+5p4JC+bIUfvnwFwV7Jr765KGDyK4jCD6HGCXZNE36pDLToGyOTYZp+6auBgu8hFd8uKGHimMbT71q21a7PY0woOcJh3OJ1U6YE0KXgLX7x9ThjISG0HmSDnO9SOdnfTylJ+6iV2ufUWvYy6Rkv1wuqAjThKOGA1Kc/My5V4eDTlka5kjRNY7FIRCOntZG1IHPpRm5tMeeXAiqqsI0qE7e30tDdb758mmS7psrSd8wbLRRecuBVxPYnDdfXeimffyPDTZvOfL9BILyeL8DLtEETOAkAU+qJwE+K7sl3bNI2s4BgS+RdHj5756j4w7q49tPImBJ9ySQNmMCnyHgSfUz3LdKtaTbouK4FxD4Ekk3TZO+nP6CitrkYwQs6R7j5dQm8GUEPKl+T4NY0n1PW/xxT75E0v1xyv9g9Szp/sFGs8smYALfSOB/S9J9YwvYJxMwARMwARMwARM4TcCS7jRCGzABEzABEzABEzCBTxOwpPt0C7h8EzABEzABEzABEzhNwJLuNEIbMAETMAETMAETMIFPE7Ck+3QLuHwTMAETMAETMAETOE3Aku40QhswARMwARMwARMwgU8TsKT7dAu4fBMwARMwARMwARM4TcCS7jRCGzABEzABEzABEzCBTxOwpPt0C7h8EzABEzABEzABEzhNwJLuNEIbMAETMAETMAETMIFPE7Ck+3QLuHwTMAETMAETMAETOE3Aku40QhswARMwARMwARMwgU8TsKT7dAu4fBMwARMwARMwARM4TcCS7jRCGzABEzABEzABEzCBTxOwpPt0C7h8EzABEzABEzABEzhNwJLuNEIbMAETMAETMAETMIFPE7Ck+3QLuHwTMAETMAETMAETOE3Aku40QhswARMwARMwARMwgU8TsKT7dAu4fBMwARMwARMwARM4TcCS7jRCGzABEzABEzABEzCBTxOwpPt0C7h8EzABEzABEzABEzhNwJLuNEIbMAETMAETMAETMIFPE7Ck+3QLuHwTMAETMAETMAETOE3Aku40QhswARMwARMwARMwgU8TsKT7dAu4fBMwARMwARMwARM4TeBLJd0wDH3fo3bTNBVFMU3T6cr+MwZut1vbtv+Mu+9ytG3bsizneX5XgS7HBEzABEzABP4ZAl8q6YqiuF6voPg/KOmu12tRfGnTfKprT9NkPfcp+C7XBEzABEzg+wl8qW5QSff9EJ/uoSXd05HaoAmYgAmYgAn8bQJPk3RN01yv177vq6oqiqKqKm6zgSAeJhY/f3VdD8OwSRZ7ckiG563pLt0wDHVdI03btrfbjaaKohjHseu6siyLoqjrehxH3l3XdZqmtm3phj7PvV6vTdNM0wTjZVleLpdlWTQ7w+KTSvoAAAZuSURBVPBqGIamaYqiSBOnqlRjMrhgEB42TYMS8/T6vlcg+UeTZ+ix+vTqcrnA1aqqtE0zDgOdJgDnYRjYebTVlBvK1ZgMyeCtL03ABEzABEzgDxN4pqSrfv6GYaBs4ho/z3NZllBy0zRBB3Rdl5JdlgVL/uVymaaJl9Re2MHqum6apnEc67ouy5KqDmqyaZrx5w9Ch3dhuW3bcRzpJNXD9Xqtqqosy+v1Ok0TCrpcLqmTkIbUlNM09X2PCjKxyg5EakzTNHu45nkGn2maIM7y9MZxhOVNIPQHgTP0gqnb7VaWJZQcYeINyLzDaIXAuWka6G+2KcW0cnuIZHDYlyZgAiZgAibwhwk8U9IVRUHxtK5rURTcZMKL7Vyk13WFatH0SllXcSgASLrb7aa31nVdlgU7ZMgOSUdTyMv9wqqq6BLSQFohDLlDGbquKzbMaE0DsKzWhmEoioLZg58AQk9gWauvuOAJi8vTa9u2qiomhpyiTmX8uq4n6ampzRas6xpfdeQdBjrVyticIw2IVIr4MySDz740ARMwARMwgb9K4JmSrq5rxdT8/CGmKApdwtd1nec5XaqZXW+ppOv7viiKvu8n+cNGHQsKm380hRKx+cfcUJbYDIOQUt0ZpBWKwL/wKiinoij4pSrLZS6NwaYUb0E+UiCGcvP0uq4riqLruvzz1nVdz9BTVxEuy5IOh7t5h1N0gYa2eJDCKOh+ksExX5qACZiACZjAXyXwTEkXFnhKuj31pgtz4Ku3dIGH1sETz/AvLGjGEAM7IRcusSEUhNS6rmkM/VSvGMkq3yNE9nCFcg/pLcvC1++wYcn9LTqGwBl6wdRmBZHm0OEUnXLjQ23WItOmQQrDgWAt9dwxJmACJmACJvD3CPyTkk430kKTZJZ/KImwr6bZUwGXxjB9qkvWda3rmkIt48mhENFyDxUSXJrn+Xq98iOJzWrC7O/oseIMpBWkJ5u3GJmiCyIsJGDGzaJD3k22zOiACZiACZiACfxVAu+QdNjRecqDV4iSTb2CFsos/xAK4bGstqsKKcSnMUwfZAdLZzWDJ0iv79JR/CGvSpNQbv45Jl1CAF8tBOO4dYZeKGVd1/TBa9d1eKsv73CKTut+uEv3EMnUbceYgAmYgAmYwJ8k8CZJt/e+/N7rX6qHVAHgBX/VK8uy6EcPmhENpjH4oFW3qdSxIKTCA9DQ/PCKAm5dV3weQbkZZA2M/07SqZNwQ18BbNs2vMWoQNTtk/TU1ObnESw377A2KGweSjrl/BDJ4LMvTcAETMAETOCvEniTpMNnmDzwAooks2GGA0E2DzHB1wBt2/LMDpxFhxZSAZfG4FNKHJbBczfoxi8kHXQbTjwJu1Y4/Y7noeCcvDslHb9j0ENM9ujBbQBhpagsQ8c9Qy+YwnZggHmPw49KujMksUOsvwFCLXxpAiZgAiZgAn+DwJskHT5x1TN+edjHJsdhGKCBpp+/8P941cNycTgwjeQlXXrUMP9Pspt7cqnIY0HQJX3f49MEnLKm+3/LskC54jPY8Epc2JcKb4DxiwdqkXmeM/T0Lbr0dGX6jMAZesGUHhdc1zU/aMg396OS7gxJS7rQZL40ARMwARP4qwSeJun+KqC9eqW6ZC+l403ABEzABEzABEzg1QQs6X5J2JLul+CczQRMwARMwARM4AUELOl+CdWS7pfgnM0ETMAETMAETOAFBCzpfgnVku6X4JzNBEzABEzABEzgBQQs6V4A1SZNwARMwARMwARM4L0ELOney9ulmYAJmIAJmIAJmMALCFjSvQCqTZqACZiACZiACZjAewlY0r2Xt0szARMwARMwARMwgRcQsKR7AVSbNAETMAETMAETMIH3ErCkey9vl2YCJmACJmACJmACLyBgSfcCqDZpAiZgAiZgAiZgAu8lYEn3Xt4uzQRMwARMwARMwAReQMCS7gVQbdIETMAETMAETMAE3kvAku69vF2aCZiACZiACZiACbyAgCXdC6DapAmYgAmYgAmYgAm8l4Al3Xt5uzQTMAETMAETMAETeAEBS7oXQLVJEzABEzABEzABE3gvAUu69/J2aSZgAiZgAiZgAibwAgKWdC+AapMmYAImYAImYAIm8F4ClnTv5e3STMAETMAETMAETOAFBCzpXgDVJk3ABEzABEzABEzgvQQs6d7L26WZgAmYgAmYgAmYwAsI/B8Ep0StiWi8EwAAAABJRU5ErkJggg==[/img]