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kI2NzVzMxMUAEcSoUWFBRkNg2csT9VNIqIiLA/anxG0RD4P7uA6CD/U9utAAAAAElFTkSuQmCCdata:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu3deZQkVbXv8b0jq0BAnwLOykXw8pBJ1HvhXUdERaCbyjhRZTGIgqAgoi6cW1HkAvoUUFAQ1BZlEBQtO+OcbOhiUiYFlFG4gDgtcBYVRJ+P7qqu2G/FMnU9sS9d1Z1VJyLym/+4XESevffnnLV+XTmFCg8EEEAAAQQQWHABXfCKFEQAAQQQQAABIYA5BAgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECmDOAAAIIIIBABAECOAI6JRFAAAEEECCAOQMIIIAAAghEECCAI6BTEgEEEEAAAQKYM4AAAggggEAEAQI4AjolEUAAAQQQIIA5AwgggAACCEQQIIAjoFMSAQQQQAABApgzgAACCCCAQAQBAjgCOiURQAABBBAggDkDCCCAAAIIRBAggCOgUxIBBBBAAAECuAFnYHx8fKeVK1duMjw8vJGZLSqK4i5V3UZEHisi95vZrqp6i4g8W0Q2EpFvm9lTVPX3qnqniDx99erVV05NTT106aWXPtAAEkZAAAEEKi9AAFd+i/7aoHPu31R1SzN7QxmcZraziGxShqqqXmdmm4rIA2Y2lCTJD0XkcWb2FxH5uZk9X1VvMrNtVbW87m4R2UJE/oeZzZTXlv9fVctQ/q6Zles+pKr3lWFdFMXw1NTUVycnJ/9UEy7aRAABBCovQABXcIva7fa2SZIcKCJbmdm/qupKVX2Gmd0rIg+a2eVlaA4NDV27+eabf3/p0qXT/RpjbGzsOVNTU+XaO5nZq0RkSkR2EJF/UdWHzOyXqrpCRP7wl7/85WuXXXZZGfI8EEAAAQTmKEAAzxFsPi7PsmyPoii2VtV276/cTVT1Z2aWq+qPV61addOKFSt+Mx+157JmmqbbJ0lypJklqvr8Mpztr4/7VDX33vu5rMe1CCCAwCALEMCRdj9N03eW772q6oiIPKyqt5eBpqof63Q6P43U1pzKjo+Pb7Z69eoXmdlLVfXFZrajmf2XmX1p1apVnveT58TJxQggMGACBPACbngZuqq6tYiMicivRGS5qt6b5/m5C9jGvJVK03QLM1vcarUONrN/E5HvqurZQ0NDl05MTPxy3gqzMAIIIFBDAQJ4njet9/Lybqq6b/khKREJRVHc2u12L5nn0lGXHxkZ2ThJkv1U9U0i8r96n7w+KYRQvn/MAwEEEBh4AQJ4no5AlmWHmpkTkc1F5EYzuyWEcN48lav0sgcccMATV65ceYiZ7Vd+Nar8MFmSJAfleX5/pRunOQQQQGAeBQjgPuKOj48/fnp6+hARGe0te7f3/s19LFH7pbIse6GZHamqzy2K4rutVuuqTqfzldoPxgAIIIDAHAUI4DmCrenyLMs2N7MLRaR83/NOMzs6hHBtH5Zu7BJjY2PbFEWxr5kdISL3qOoJeZ5f3diBGQwBBBB4hAABvB5HYmRkZKuhoaE3mdmeZnariJwdQrhuPZYcyKc65y4QkV1U9ddmdipfZxrIY8DQCAycAAG8jlvunDtdVfcrv6ubJMkFnU7nmnVciqf1BNrt9hFJkuyvqr8TEZ/neRnMPBBAAIFGChDAc9zWLMs+bGbl+7zlTzweEUK4a45LcPlaBJxzZ4tIW0RuL/+Rw4e1ODIIINBEAQJ4lruaZdlLzOwjImLlX2fe+0/P8qlctg4Co6OjTzOz95vZ7mZWvrR/6josw1MQQACBygoQwGvZmvLXnqanpz8sIruWv/AUQjirsrvZwMayLBs3s4NE5JkichzvDzdwkxkJgQEVIIAfZeOdc+8TkSNF5NqiKJZ0u93y16t4RBDIsuzgoigOU9UbvPdLRKS8ixMPBBBAoLYCBPAati7LsicXRfFRVd1FRD7gvZ+s7Q43qPHFixdvOjw8HMxssyRJvpzn+YkNGo9REEBgwAQI4EdsuHPuGBE5yMx+FUJ4ee893wE7FtUet7dHbxWRy733r692t3SHAAIIrFmAAP7/XJxz5e30dhWRL/de5uTcVFRg0aJFW26wwQZLzewxInJCCOGKirZKWwgggMAaBQhgEXHOPUtEzhGRP/d+xeoOzks9BJxz5c9Y7lPedSnP86Pq0TVdIoAAAiIDH8C9WwSW9+YtX858I4eifgK9PXy7iPzIe79n/SagYwQQGESBgQ7gNE2/qqojIvI57/17BvEANGXmdru9bavV+mRRFBtPTU3tPTk5uaopszEHAgg0U2BgAzhN05AkybOKoijfP/xGM7d38Kbq/YrWTqr6gTzPLx88ASZGAIG6CAxkAPc+bDVcfq+U7/bW5ajOvs80Tb+kquVL0R/33p8++2dyJQIIILBwAgMVwO12+ymqeo6qrvLeu4VjptJCCzjnThORt5jZJ0MI71/o+tRDAAEE1iYwMAE8Pj6+0/T09OdF5I/e+0Vrg+G/118gy7IlZvZBETnZe39C/SdiAgQQaJLAQARwlmUvNLMzReR+PiXbpOO79lnSNH2tqn5CVY/N8/wLa38GVyCAAAILI9D4AB4bG3v+zMzMear6vTzP+ZrRwpyrSlVxzj1PVZcWRfHFEEL5KggPBBBAILpAowO43W4/PUmSK8wsDyGUL0XyGFCBdrv93CRJTjOz87mj1YAeAsZGoGICjQ3gv/1wv6pemuf5RyvmTjsRBHqvhpwhImd678+P0AIlEUAAgb8LNDWA1Tl3pap+J89z/vLlwP9dIE3TF6nq+b1PR5dhzAMBBBCIItDIAC7DV0Tu8t6Xd8zhgcA/CDjnyjsofcHMjuI9YQ4HAgjEEmhcAGdZ9lkReWKe5+OxUKlbfQHn3CdEZLwoitd3u91rqt8xHSKAQNMEGhXAaZouUdX9h4eH/31iYmKmaZvFPP0VcM5dLCJPePKTn/zypUuXTvd3dVZDAAEEHl2gMQGcpulrVLW8Hd3rvff3svEIzEbAOXe5mf02hPC62VzPNQgggEC/BBoRwFmW7VgUxRmqerz3/pv9wmGdwRBwzl1nZt8PIbxlMCZmSgQQqIJAIwLYOXeHiHzee/+ZKqDSQ70EsizbzszK74ufF0L4QL26p1sEEKirQO0D2Dn3eTNLQgiH1XUT6Du+QLvdfm+SJO9ZvXq1u+iii66P3xEdIIBA0wVqHcBZlh0qIu/N83x7EbGmbxbzza+Ac265qmqe5/vMbyVWRwABBERqG8BZlv1PMzsrSZJjO51O+b1fHgist4Bz7lozuzyEcPx6L8YCCCCAwKMI1DaA0zS9OkmSi/I8P5kdRqBfAiMjI1sNDQ1doqqndDodbtzQL1jWQQCBfxKoZQBnWXZKURTbhRD2Zk8R6LdA+daGmR3uvf+Pfq/NeggggMDfBGoXwCMjIzsMDQ3dXhTFSAhhBVuJwHwIOOcuE5HrvPf/OR/rsyYCCCBQuwB2zpU/G3i39/7NbB8C8yXQ+4femWb2Lu/9zfNVh3URQGBwBWoVwM65s0VkW+/9iwZ3y5h8oQScc29T1f3yPH/pQtWkDgIIDI5AbQK43W4/JUmSW4uieFu32+0MzhYxaUwB59xVZjYZQjgxZh/URgCB5gnUJoDLu9eY2Q588Kp5h7DKE2VZ9lYzO3rVqlVbT05Orqpyr/SGAAL1EqhFAI+Oju5SFMXJqrpvnuf314uYbusu0Ltr0gPe+/I+wjwQQACBvgjUIoDTNL1cRK7gZcC+7DmLzFFgn332+ZehoaEfishe3vur5vh0LkcAAQTWKFD5AHbOvVxEvui9fzZ7iEAsAefcqWa2SQjh8Fg9UBcBBJolUPkALn/xSkTuCyEc1Cx6pqmTwAEHHPDEhx9+uFsUxRHdbvf2OvVOrwggUE2BSgewc668Ndyh3vttqslHV4MkUJ5HM9srhLDbIM3NrAggMD8CVQ/gi0Wk473/4vyMz6oIzF6g3W4/LkmSe4uiOLDb7V4y+2dyJQIIIPDPApUN4DRNX6qqZ3rvd2LjEKiKQJZlwcx+wy+xVWVH6AOB+gpUNoCdc+UtBr/pvf9IfXnpvGkCixcv3nR4ePhiVX13nufXN20+5kEAgYUTqGQAp2m6SFXPHx4efurExMTUwnFQCYG1CzjnPqWq03mev3ftV3MFAgggsGaBSgZw71evnhlC2J+NQ6BqAqOjo4uLojjHe/+kqvVGPwggUB+BygXwyMjIxq1Wq7zN4Lu5C019DtKgdZqm6Q0iclMI4W2DNjvzIoBAfwQqF8DlVz1UdZc8z0f7MyKrINB/gSzLUjMr/5H4sv6vzooIIDAIApUL4PKHN1T1Gu/9MYOwAcxYXwHn3H1JkmSdTueW+k5B5wggEEugUgGcZVn5V+9ReZ7zQwexTgR1Zy3gnLtARDb33u816ydxIQIIINATqFoAn1IUxUwIgU+XckQrL5Cm6fYiclkI4ZmVb5YGEUCgcgKVCmDn3D0i8hHv/ZcrJ0VDCKxBIE3TG5MkOSbPc34ZixOCAAJzEqhMALfb7SNU9XUhhJfMaQIuRiCigHPuTBHZznu/e8Q2KI0AAjUUqEwAl9/9FZGH+fBVDU/RALc8Ojq6dVEUN3jvnzzADIyOAALrIFClAL5TVU/M8/y8dZiDpyAQTcA5d6uIvMd7/81oTVAYAQRqJ1CJAO59p3KJ9/5FtROk4YEXcM6dZWZbhxBeMfAYACCAwKwFqhLA7xSRbfM8P2LWnXMhAhURGB0d3WVmZubsEMKOFWmJNhBAoAYClQhg59xlInKr935JDcxoEYF/EnDO/VhE9vTe/wQeBBBAYDYCVQjgxDl3fZIkY51O5xezaZprEKiaQJqmkyJyfwjh4Kr1Rj8IIFBNgegBnGVZ+atXH8/z/IXVJKIrBNYukGXZYWb2Uu/9QWu/misQQAABkSoE8ElmVn6PcoQNQaCuAu12e69Wq/WJPM95H7ium0jfCCywQPQATtP0ejP7dLfbvXCBZ6ccAn0VKN8HTpLk4E6n852+LsxiCCDQSIHoAeyc+11RFDt3u91fNVKYoQZGwDnnVfWCPM8nBmZoBkUAgXUWiBrAWZbtYWbHcE/Vdd4/nlghgd6n+R/w3u9fobZoBQEEKioQO4DfJSIvyfO8vA0hDwRqLZCm6SIRWRJC4Haatd5JmkdgYQSiBrBz7oRyTH7/eWE2myrzKzA2Nvb8mZmZSe/9U+e3EqsjgEATBGIH8JWqemOe5+9rAiYzIOCcK8/0O/I8/z4aCCCAwKMJRA3gLMvuXr169WuWL19+J9uEQBMEnHPXFEVxbLfbvbIJ8zADAgjMn0DMANYsy367cuXKLSYnJ1fN34isjMDCCaRp+nVVvcJ7v3ThqlIJAQTqKBAtgJ1zrxSRj3nvd60jHD0jsCaBLMuWmtkzvfflB7J4IIAAAv+tQOwAPtp7XwYxDwQaIZBl2f5mlnnv92vEQAyBAALzJhAzgI8VkZcRwPO2tywcQcA5d7iIHOm9f16E8pREAIEaCcQM4DNEZNp7/44aedEqAo8qMD4+vtP09HTw3m8NFQIIIPBoAjED+HQR+aH3vvxfHgg0QmB8fHyD6enpP3vvN2zEQAyBAALzJhAzgK8SkVu99++ct+lYGIEIAs65q5IkObTT6fw0QnlKIoBATQRiBvDlZnZiCOGKmljRJgKzEnDO/SRJkj0I4FlxcRECAysQM4BvnpmZ+dDy5csnB1afwRsp4Jy7rfcX8C2NHJChEECgLwLRAjhN02+LyAkhhEv7MgmLIFARAefcdSLyde/9pyrSEm0ggEAFBaIFsHPuZ2b24hDCzyvoQksIrLOAc26FiJzuvefVnXVW5IkINF8gWgBnWVb+WP3+eZ7f3XxmJhwkAefctWZ2UQjhxEGam1kRQGBuAtECOE3Th1auXLnVpZde+sDcWuZqBKot4Jy7S1Un8jwvf2yGBwIIILBGgWgB7Jx7UES28t7/kb1BoEkCzrkLzSwPIXytSXMxCwII9FcgZgD/ZXh4eLuJiYmf9XckVkMgroBz7h4RWcF33OPuA9URqLpAtADOsuz+1atXb798+fLfVx2J/hCYi4BzbpmqXpDneWcuz+NaBBAYLIFoAeyc+6WIvNh7f+9gkTNt0wXKT0EXRXF2t9udaPqszIcAAusuEC2Ay+8BJ0ny4TzPv7Xu7fNMBKon0DvbIc/zk6vXHR0hgEBVBKIFsHPulqIo3tjtdm+tCgZ9INAPAefcd0Xk7d777/VjPdZAAIFmCsQM4FuTJDmj0+mc1UxaphpUAefcHWa2JIRQ/iAHDwQQQGCNAjED+DIRudJ7/zH2BoEmCaRp+qOhoSG3bNmyO5s0F7MggEB/BaIFcJqmS1X1Ju/90v6OxGoIxBVwztnOO+/cOu6444q4nVAdAQSqLBAtgJ1z3zSzh0IIo1UGojcE5iIwNja2w8zMzBne+5fP5XlciwACgycQM4DfoqovyPP8sMFjZ+KmCjjnXikiJ3vvX9DUGZkLAQT6IxAtgLMsO9DMXuu9X9yfUVgFgfgCzjknIodxruPvBR0gUHWBaAHsnBsTkaO89y+rOhL9ITBbgSzLlhVFsXEIYe/ZPofrEEBgMAWiBfCrX/3qTTbaaKPfhxA2Gkx6pm6igHPuNBH5qff+U02cj5kQQKB/AtECuByhvG2bme0XQrijfyOxEgLxBLIsu1pEvpnn+fHxuqAyAgjUQSBqAGdZdn1RFOWNyz9aByx6RGBtAs658gdmDu90Ojeu7Vr+OwIIDLZA1AB2zp0qIr/w3n9ysLeB6ZsgMD4+/vjp6elfeu8f24R5mAEBBOZXIHYAn2Nmzwgh7DG/Y7I6AvMvkKbpm1T1YO/9S+e/GhUQQKDuAlEDeHR09AUzMzMXhBC2qzsk/SOQpml596PHhhDeggYCCCCwNoGoASwi6pxbNTw8vNnExMT/WVuz/HcEqiyQpum5qvodfl61yrtEbwhURyB2AJefhL7SzLohhPL9YB4I1FYgTdOrkyT5TJ7nE7UdgsYRQGDBBKIHcJZl5ct2U3mef3DBpqYQAn0WGBkZ2aHVal3rvd+sz0uzHAIINFQgegA7544SkT2994saasxYAyBQ/rKbmR3BBwoHYLMZEYE+CUQP4H322WebVqt1Vghhtz7NxDIILLiAc+4qVf0RNxdZcHoKIlBbgegBXMo5525IkuSETqdzcW0laXygBZxzdyRJcig/wDHQx4DhEZiTQFUC+Mtmdl8I4UNz6p6LEaiAwPj4+FbT09NXeu+fVYF2aAEBBGoiUIkAzrJs1MzeyQ8Y1OTU0OY/CDjnvmJmjw8hcGtNzgYCCMxaoBIB3HsZ+v5Wq7X7smXL7px191yIQAUEnHPdoii+0u12L6xAO7SAAAI1EahSAF/R+z5weTs3HgjUQmB8fPyx09PTNxdFsXu32/1VLZqmSQQQqIRAlQJ4XxE5ynv/4krI0AQCsxBwzp1hZtuFEF4xi8u5BAEEEPi7QGUCuPezlA+2Wq3/WLZs2Q/YIwTqIOCcWyYiy73359ShX3pEAIHqCFQpgCXLsm+JyGSe5+WvY/FAoNIC4+Pjm01NTV3TarX26HQ6v650szSHAAKVE6haAJe3JTw+z/MXVk6KhhB4hECapl9V1Y289w4cBBBAYK4ClQrgsnnn3A+LonhTt9u9Zq7DcD0CCyngnPtOkiT/mx+QWUh1aiHQHIHKBXCWZaEoil+HEI5oDjOTNE1gdHR0l6IoPu+9f0HTZmMeBBBYGIHKBfDo6OiWZjaxcuXKV01OTv5pYRiogsDcBMpbD4rIt0MI3MVrbnRcjQACPYHKBXDvZejyBw3KG5ufzk4hUDWBRYsWPXWDDTa418y2CSH8vGr90Q8CCNRDoKoB/D5VPSjP8x3rwUiXgyTgnHu3qi7O85zv/g7SxjMrAn0WqGQA9/4Kvk1EVnjvj+7zzCyHwHoJpGlafkDw/SGE69ZrIZ6MAAIDLVDZAM6y7EAze4P3vvxqEg8EKiGQpukSVd3de79XJRqiCQQQqK1AZQO4FM2yrPxK0pEhhCtqK0zjjRJwzt2sqhfleX5sowZjGAQQWHCBqgfwh81sD25TuODngoJrEHDOHSMie/F75RwPBBDoh0ClA7gc0Dl3l5mdG0I4sR8DswYC6yqQpuntZvahbrfbXdc1eB4CCCDwN4HKB3Capsep6ou9969i2xCIJZBl2SFm9jrv/Stj9UBdBBBolkDlA7j3V/CVqnpmnucTzeJnmroI9N77vSDP81Pq0jN9IoBAtQVqEcBZlqVm9kHv/a7V5qS7Jgo451aIyJ+89/s3cT5mQgCBOAK1CODeX8G5iNzivT8hDhVVB1Egy7Kdzex6M2vzafxBPAHMjMD8CdQmgNM03U9VP5ckyfbce3X+DgQr/6OAc+4sM3tqCGEfbBBAAIF+CtQmgHt/BX9RRLbw3r+6nwishcCaBMp/9CVJcuSDDz74yquuumo1SggggEA/BWoVwCKizrkfiMjXvPcf7icEayHwSIE0Te9OkuS4PM/Lm4PwQAABBPoqULcAlna7/XEtAd8AAAiASURBVK5Wq3VYnuc7iEjRVw0WQ6An4Jw7vne3owNAQQABBOZDoHYB3Hsp+ioRudV7/875QGHNwRZI0/RFqnpWkiQHdzqdGwdbg+kRQGC+BGoZwO12+3GqOikiZ4YQvjJfOKw7mALOuWuSJDmv0+mcNZgCTI0AAgshUMsALmHK7waLyCmqulun0/nFQmBRo/kCzrlLReR+7/3rmz8tEyKAQEyB2gZw76XoU1X1SXmevy4mIrWbIZCm6XtU9cgkSXbvdDr3NWMqpkAAgaoK1DqAe38J32ZmZ3vvP11VZPqqvsDixYu3Hh4evkFETvPef6T6HdMhAgjUXaAJAbydmX22KIrjut3ulXXfEPqPI5Cm6fVJktyc5/nb4nRAVQQQGDSB2gdwuWHtdnt/VX2bme3b7XZ/NWibyLzrJ9B73/dBfut5/Rx5NgIIzE2gEQHceyn6uKIoXhlCeMncCLh6kAWccxeIyA7Dw8N7TExM/G6QLZgdAQQWVqAxAVyyOee+JiJ/8N4fubCMVKujQJZlS8zsQyLyRu/91+s4Az0jgEB9BRoVwOPj463p6embVPUbeZ5/tL7bQufzLZBl2W5mVt5h63Pe+6Pnux7rI4AAAo8UaFQAl8ONj48/Y3p6+gJVLW+e/gW2HIFHCoyOjj6tKIprzOwrIYRjEUIAAQRiCDQugEvEdrv9/CRJTjOzT4cQvhEDlprVFBgZGdm41WpdLiKXcG/pau4RXSEwKAKNDOBeCO+eJMlnVfWkPM+/NCgbypyPLpCm6dWqeqP3/j1YIYAAAjEFGhvAJWqWZQea2TmqenSe5yfHhKZ2fAHnXPlDGzd7798avxs6QACBQRdodAD3/hI+PkmSJSJyjPf+pEHf8EGdv/yur5ndF0I4fFANmBsBBKol0PgALrnTNP24qpYvOZ7gvT+uWltAN/MpsPfee2+44YYbdkTkYe/9a+azFmsjgAACcxEYiADuhfBxqvoBVf0gL0fP5YjU99rR0dEty98JN7PCe/+q+k5C5wgg0ESBgQngcvOyLBs3s5PM7OQQwplN3FBm+qvAyMjIK1qt1idU9bd5nu+NCwIIIFA1gYEK4BK/3W4/N0mSz6nqJXmeH1+1DaGf9Rdwzu2rqqeY2Te89+9Y/xVZAQEEEOi/wMAFcC+En5IkyYWq+uM8zw/rPysrxhJI0/S15VsNInKi9/78WH1QFwEEEFibwEAG8N9QnHOXiUirKIol3W73prVh8d+rLeCcO0ZVX1UUxYdCCNdWu1u6QwCBQRcY6AAuNz/LsvI3o8vvC7/be79s0A9EHed3zj1BRM4QkS1Wr159wEUXXfTLOs5BzwggMFgCAx/A5XanaZqp6ntVtZvn+ccH6wjUe9o0TQ8pv2JmZreGEF5X72noHgEEBkmAAO7t9sjIyFatVqv8ycoHiqI4rtvt3j5IB6GOs2ZZ9q6iKA5NkuTkPM/PreMM9IwAAoMrQAA/Yu+zLDvXzPYUkXO99+UvaPGomMDY2Ni/z8zMlB+02lxV35Ln+d0Va5F2EEAAgbUKEMBrIErTdJGqniYi109NTb13xYoVv1mrJBcsiIBz7osiMioi3/Lejy1IUYoggAAC8yBAAP83qMcee2xy2223XayqO/buLfz+efBnyVkKOOeerapfMLNNROST3vuvz/KpXIYAAghUUoAAXsu2ZFm2xMz2FZE/F0Xx5m63e08ld7LBTaVperKqvkNVz+F72w3eaEZDYMAECOBZbrhzrnzPcVRVVwwNDR0/MTExM8unctk6CrTb7Xar1XqfiNw/MzNzTrfb7a7jUjwNAQQQqJwAATyHLWm32y9rtVqHm9luqnpenucfnMPTuXSWAs658utEY6q6WVEUp4cQvjHLp3IZAgggUBsBAngdtirLst3M7GMisqGZnR9COHUdluEpjxAYGxt7zszMzGdEZCdVPYt/4HBEEECgyQIE8HrsbpqmH1PVl4nIjJmdEUL42nosN7BPzbJsn/LlfTPLyhsobLrppm8/55xzVg4sCIMjgMBACBDAfdjmLMvK8Hi3iGxsZreHEA7uw7KNX2J0dHRxURSvFZF/FZEVZvalEMLPGz84AyKAAAIiQgD38Ri02+3RVqt1iJk91cxWqOrF3vvv9bFEI5Zyzh0gIm8XkSeZ2R1TU1MHTE5OrmrEcAyBAAIIzFKAAJ4l1FwuK+9HKyIvFZEyaO4ws1NCCMvnskbTrs2ybDszO0lEnmdm94lI+eEqXrJv2kYzDwIIzFqAAJ411dwvfMMb3vCYBx988POqurWIPEtErhGRTw/KX8Xj4+NPmp6e/pSIPF1VH2Nm1yVJMtHpdG6YuybPQAABBJolQAAv0H5mWbZj+ZewiDxTRDYQkW8nSfKFTqfznQVqYUHKpGm6hap+3Mw2U9XyJeafJklyQZ7nYUEaoAgCCCBQEwECOMJGjY6O7mJmJ5rZpiKykareY2YTRVHc2e12b43Q0vqU1CzLdjez8qc6y/vylv+4+ImqXjgzM3NJt9v98/osznMRQACBpgoQwJF3tvyNYzP7SJIkQ2a2be+l2itFpDUzM3Pq8uXL74zc4j+UL9/LFZFdzezZIlJ+BeuFZvaDJEmuF5Gv5nl+dZX6pRcEEECgqgIEcMV2JsuyA8u/jFW1/GrTliLyRBG51cz+S0T+qKq/M7POfH9dZ3R09Glm9oqiKCxJkj3N7OkiUoZu+QGqaREpfxP73qIolvJXbsUOEe0ggEAtBAjgim/T+Pj4ZtPT04eIyGpVLT9JvH3vQ11/MLPHichPzWxYVW80sz+p6pZmdln5v6r6oIjcrarPKf93Zmbm8aq6TVEU9yRJ8hwze4qq/lZEduuFe/nTj09Q1e1F5CER+b8icpeIbGJm5w4NDf1w2bJlt1ecjPYQQACBWgj8P9+ke/9/T+w2AAAAAElFTkSuQmCCDiameterXDiameterYdistancesqrt22start0180distancedistancecenterthe diameter is 21.59944669997661550117.03845521878856-1173-118.59944669997822-180.27843830409904