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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQeAXmWV/p9zh1BCDb1XQYorRYpSBF2xu9jWtRFs61rQVSET/mJBXQuEdXFBwcJiJoAFVBRBqpEOUqVIDSWUUEINISHJ3PO/z3nfm/kmBIQkM+/M5LluNpOZ77vv/X7fZZ7vnPec5xh0iIAIiIAIiIAIDDoBG/QVtaAIiIAIiIAIiAAkwLoJREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREQAREQAQkwLoHREAEREAERKAAAQlwAehaUgREYGAIjD0ch/HMPePT3zpEYCgTkAAP5XdH1yYCIvCSCOw/AZP5hMqx4zzHt7oME+D4Ogyfc+Buczxshm2swlF1jTc4cDUM92MOrph0KG58SYvpwSKwmAQkwIsJUE8XAREYOgRaAUaNnWH4lhm+Z8AP3PEeGGYBuAyODznQbcDh5viNA9vDsCIcf0CFj8DxZTjehC5c2gWcdsLB+PvQeYW6kpFEQAI8kt5NvRYRWMoJtAJsjl3c8V0zfNOBEw3YDcDK+etuAIfCMA6OWwA8BceeFXBYXeFwAEd4jY8wMjbgQXe8tqrxNe/CXnD8uWc8jlnKMevlLyECEuAlBFKnEQERKE+gQ4B38wrfQ42vGnCGAxuZYXN3/K8ZvmqOHzvwZjgq68LpXuMzqPAV1PgygCtgWB6Obd1whDm+48B4Pg+OvwDYGI7VYDjPavx24iE4o/wr1xUMRwIS4OH4rumaRUAEFkqgQ4BfY8AEAOMcuBSOLhh2deBIA8Y3Ee95MKwBYJtGTI+C4VAAPwewN4Dl4DgNFT7rFHCLlPQFANY1YH2vcBIcX3DDQeY40oH/NWAvd5w0aTyO0lsjAi+WgAT4xZLS40RABIY8gQ4B3p2FVt6LA2H4uwHTHHirV/hvc3zKa9xlhjth+BcHjrAan4PhJgBPWhLhw2vgy2Y4zRgJA6s78AszfKFyfKUGvgrD6eD+McXdcbUZ3l734mvWhQ/XNX5y4iE4dsgD0wUWJSABLopfi4uACCxJAvMFGNjDavzQDR8DcD9Y7Qx82AzHuOPdQMjm70CBBn7cFGe9CcDybvilOb4A4AcA/tUcs73CRXDsX/fi21UXDmYa2iusXznWheEX7vh8FG4Zvu2OHxrwAYo+HKvA8JjV+ObEQ3DhknydOtfIICABHhnvo16FCIgAgI4IeC8DjnPg/QCerh3nVoZPmOOXMLySe8LuOMEMn24qni8LeIZXw3EM+D3gumbfd5YBe3qNo6zCFwGcHfu/wPoG/F+upP4vB74Ix8UwrAdgdRjOZaV1DRxaARPqGl+oujDeHD+d2I2v640SgZaABFj3ggiIwIgh0CHAr3XH8WZ4B9uCDTjNDR93x0XmqGDY3YCfueF9cDxljvP580Zg/w/A61gxDeAXMBzojkkVhRgYDeAUINLVR8LxiSaqvsOBp+HR9nSUAV/xCl+3GofAcTr3nQE8wTVQYUv3EOdVup7BR3/+DTwxYsDrhSwSAQnwImHTk0RABIYigU4BNuBEB17nwCqWhPPDFMycHn4fgJNh2Bk11ofhJAM+4sANcDwCw5tgOA4e6eRHuMcL4P1uOBqOAwy4C46HzLBPDfyPAd05on4LHI+jwn1w7A7D9wF8ra7x/yrDd8zwFXd8lWZdAF7hc/EpGYAMxTtpcK5JAjw4nLWKCIjAIBDoEOC9zfErr7AzHBs0LUW/dsM7DZgBw2SmiGFRHT03Kp8Nk+DYF8Cy5vi9J0MOthyt1BRi7dBb4/gK+Jgb/oaUmt69Mvyo13GgAWcC2NKYfq5wKluanGLr6HbgJKOpB922gHlMYTdFXpPdsJ/V+IEbur0X43u7MPnkblw3CIi0xBAiIAEeQm+GLkUERGDxCHQUYe0drUTAVvnPqTDs447RZvgD6IwFPATgr01E/D53TG5cs5YHsJs5TooeYaCuHGfXhrEO/LFpU9rUgM0d6DHg3x04L9qSgE0sCfiBucjrA3BMBTDDDNuzyMvZDlXhMKvxdXN81w1fYFq82TumHeZ1ZtiyBu5fpgsfOuEg3Lt4FPTs4UJAAjxc3ildpwiIwD8k0BEB7wPgTE+9uzsA+D1TvgA2aawnf1chUsfLm0f0uh8MDwO4EsB7AVzY2FiytWj3SFMDb6QYR3FVSmP/zh3bsS+4C/hlDXwy9osRjx/lwLkGjAUi/fyfzbqnAtgr9oKBR3kdhrDA/IhV+HZd4zBUGGc1jjTDf7pj357u2LvWMcIJSIBH+BuslycCSxOBBQT4vBzxci/2bHgYb7zKDH+EYwtndJyi4Z0BrNn87HRGvo1Rxyxjq5HhX3P70lMA/jkXZb0u9/2ejSrE+FTU2BGGMRRmAJ+A42cwvBPAgxFlO17TiPVxMHypaXX6XmN9yb9PBKIH+XoDNmoMQ2bC0dsUd60EYDqAtc1wxsRxUX2tY4QSkACP0DdWL0sElkYC/QTYcbF3Ya7VoGheaoZnWZTFliF3zLMK+8Ax2YHlzLA7HH+ChRhuE1XTwGsoiF7jTEuCejeAWyNiZlGXY7f4OfBHM+zPfeYm6t7VgNFuOBOOjxrwQ0f0Il8CYMPGiYsCe4U53uYWtpjj6hrfaMq0D4Pha3Aclgu1vlk5vlxX+GIv0H3SuBBsHSOMgAR4hL2hejkisDQToAAbsAyHKwC4yoGnLFVC31w57nfD6wHc6cAUA94A4B4z3OKONztwhwFTHHiLAVd7hcetxr4OnFUBGziwNRy/g0Wx1iwHLjFElMz0Nt2y1rZkYTkW7DdOaecajstheE+YdFgUbf2kuZ5/a/ahb4BhbQBdDtxfAdt4Sn/z/Iym3+M1TjHDu+E4q2c8Prg0v7cj8bVLgEfiu6rXJAJLKYGIgGssGxEtYr4vC61oLTktLCkde9Fgo3b8taoiNVyhxkU04WimJy1XVZjc9Oru4Qjv6L8YU8+OpxtRvsKAt9Gu0oEHo7I5Ce/2zbjDMQ6cAcO/ocZfzLB27dgMhlPNcIAbTqxqvNGBxwE8EIVewM8d+GwzBpHzig+KkYnApxz4lQHvzGYer8sV26/n+SMK78VXeg7B0Uvp2zviXrYEeMS9pXpBIrD0EqAAu2P5yrAbHHcAUY28B/dY3XGNGXaM1iLHJW7YFMBmjDot7eG+kmLshhWaCUq7OPCXCljFgR2bgqxzYNg8F3GdacBrc1sRU8v7RVrbsJKlQi+mollZfRWnKhnw8ia6/VXNVLTjBEbDMNwYVpWO1d3wV3O8sQJ+Uhs+1+xbH2EVDmli56+D4xQNXzbHt6PXGPguHN/uGY/Dlt53eeS8cgnwyHkv9UpEYKknEClox+gmYtzFHPfCMAWIIiumef+aC57YSsT2I/7frua4mVXQtWNPzv/lv91S1XITjdKSkhXV0xvhvIEVypZS1fc2KWimis+DY73GyGPLKOiq8VYY7nGmtlP1NKuo3+3ATdmBaytznOoW+8PHOou2gFN5rsZD+lYY1mIxFt21KmANdzwAwwaMnB1YkwViAJ4FsI4BB0/sxm+W+jd9GAOQAA/jN0+XLgIi0J9ApKA9ItGdGk/nh1Djdljsz65mwFVwLIcUBfP70+DYBak465qqxnZNYdTqBlziCNHbIns8r94UXbHtiMYc67Kv2IBzPUW7YzgXuCnyotg+UAO3V4j95NOaHuLXOBPcwGXwEOGTzCJa/jvT3caCL8MZcHwQXTiWgyEq4Ac1cCBqHIMKn2pMRH4Kw8fN8GN3fLo2fLdyfLWucUhVYYIBB07sxg91HwxPAhLg4fm+6apFQAQWQiAXYa3cmHDs0MzsfQKGW5g2jiiSRU8pgtyJAxocuJHGGo1RxnosuqqBrkhRO24z4OGm+OrVjRf0dApm7vF9GggnrD3yuXk+FnXd6sDDUezlONsMLwewRuOWdY4D7wLwZzg2RoW1UePs2CtOxh2cynSVOzYwOnAZbnWmzmv8GoaxNXBsBRxYG46sgIPRi8PZLxz2ljT98PC3ZnQ+tac79rx1DDMCEuBh9obpckVABJ6fQBbgVd3xT9z3NUSF8xpmeJk57nRGxYZt4FgxxNQxitORYLiPFdFwvBKOZVHhKquxvhs2o1tWZRhVO3bivq4lUw4OWbgsWpi4RwycH45bjjXN4msWXXFQwyOxX2z4Ldh6BNxsDodh61zE9UEHfm4A/z49HuuYAoue5XkwzOZesQOPGbBa3ss2A1Z0xExjrk0TEJp6HDzxYPxE98fwISABHj7vla5UBETgHxDIAjym6cndFsCciIA9phgxKn0Mjjtz68+m7rjDDI+5Y1sKLAzX87Ge0s23Z0MMCtws7v/CI+W8AgXZHVubYdXGP/oSGHZoZgGPyqnmvY37tY67YFFBzYiXz6PNJQu2/iW3GDFypVEH3bE4HvE0s2gz+hnNPLzGTy3tE5/QtEyxx/gkGD4Ex/GwcN46EsAhDhxqwHetwnjvjaKto3q6cahulOFBQAI8PN4nXaUIiMCLIJCNONasHFs64A7cnmqtwhO6N6eLl2VlMgwzKMKosbpVkYq+C4hJSOz3Xd44eMHDaIP9uWxhehqGV0VBlEf/MKPgR/JIwj3yhCS2OzHivdhY4Qy8rElfn9OILwu2aOLBFDjT3H9oBJ8paHpMsx2K7lczONTBHec0azN1zYlJH2vamn7EliX3GHf4hboXR1Zd+FIeiXhgttzc1QxPuMe+9uxJ4+P5OoY4AQnwEH+DdHkiIAIvnkCugmYl8Rbh52yY4nVMPNrMKqyAGlO8CqtJCi4j49vcMccsBJq/D7lnvByS6QYjVFZSb5mnIl1X11iFe7zu+FtORTNCZqX0PAN2NuDycLsybOOOPxtCsDkFiZOOWKh1DpgeN5g5rnWOPUyjEt/bPJZWmOxTpriP5oeAJtp9wJJtJvebt3fHdVbhFXwd3FM2xzz3qNBmxM9U9GcaIT+IntU93djlxZPTI0sQkACXoK41RUAEBoRAFuB1cuHVcuaxrzuTQxmixQcxFvBRN4wxx0YGPOTAtPzvTZr07325AIu2kWtxDxmOOW7YzgB6QjM1vQWAVZt08jX0bI61PNqaeP5NmZb2lPJeEYbLc8/w7W54ymhfmcYXcgoSi7tGNaYc7Ec+L/yjHb+IIi2PAQ5vb0xEJucI+XpzbFtbtDNRwC+F4XX0lG5alT5phv+ijaUbvmKOLzeFYue6Y9NJ42MQhY4hSkACPETfGF2WCIjASyeQ25DWs1T1zEKrB1ixbBaFTBuy+pkiGw5YSfgqGO7Kc4H57+WyTSWjZka+tVtURa8Ij3TyXeZ4LPaJDXMaww2KKIuvOObw6rCrBJZ3RLHWzs0AhqdYVZ3duLgHzDYm/rkAhrdQKDnMwZgOt7hWRsxMS7+3We/EJoLfH4YT4DjAHceb4eNe4VhzfMYd32/mGx/kwPea5x9kNPkA9mMEHcMdGH0bvrHqcvjZ0Z+PDw86hhgBCfAQe0N0OSIgAotOIBdhrR8iR6cpxJjBx3Jamb29FX2X8/QhViwzguX+Ky0rmZJmy9LTeZ4vC66YquYIQYr22jCsR0HNaWumfbkHTLctVl0/S7vLxi+aM4BnwXGLG14NYErleLIZ0MA9Y0a0rLqmeN/cCDFbl/5I0w5jcVeajEQv6zvZLmWGs5seZRZu/QqGD1BkG4H9aPO44yvggBr4haXhENfCsD77nM1wJTy+97XsnPUjr/D9SeNij1vHECIgAR5Cb4YuRQREYPEIZAHekO1AYNuORZXxdDYOuYWTFFPHFNTpjb3jKKdoISqY76f7lKWxhBRl7v9SmGnCwcfcn3uCN27m/FLYuVfMPeaXN1OP6HrFqJgi/Gh2wWKvMUWdws20M/uHGXVv2/QLX+BpdjDT409FFTX3hg1vi4lMaYgDI2um0tm0xBakDT31NNNU5Ka8Dz3VeH0GR40Hwb1hVksnj+nD3PG15nG/cI8JTStZjTdNPAQ3LR5hPXtJEpAAL0maOpcIiEBRAjkFvTE9ls2ib/aZEFtGp+ynTfu0LIpiPzCLsZiaptCxOnmaO9yAdd2woqX94Bnxc8Pq7qDgMYXNVDVF+zan13NKTU/h0IYsgoywHw7HrTqizidz9fRV4ZxFly3u4Xr4SXMfmd/jNVwehVqG38PxdjOc1RRyxWMM2Lrxkub66+WBDtyjvs3Yw1yH+ce7UYOR7hfN8V23mCPM6uvNzbFWswfOecQHW43dJMJFb9F+i0uAh857oSsRARFYTAI5At6EkW7tGGNJbBnxzjTDsp4iY6aW2bLDyJKRMe0nGRlzWhGdr9gTTKGLMYFNv+1sprQNoMPWVAr3/P3jVJTFvWYadlCE2TPM1PTUbJ7B6PZ2d8w2i9T0FU0vLy0oV3bgarOY1HRJ7C873C18pl+dxfcd0TNskYIOUQ6/aQe/Tw9ojkKc2FRq06ryaAc+B8MxqPGRPIpxVQM2borDftic++uN/cc3GsORT9DnWunoxbzRltDTJcBLCKROIwIiUJ5AjoA3q9i/myJgukY94SmSZQ6Yfb0cH1hXwKO1J2GmdSQnF8HxaKSt6YaVok0eLI56FlXsK9NneqonhyoKPdPKUzhBCWkE4RTUmM02pHhcMtqg8N7WVCezmppp6iuyYLMC+ka2HrEoqzHj2IEV2LEHXWNLq3Cx02O6wmmoo2f4V82+8b+x8pltRrk466Nu+KkhRPdkirQDd1rqeWZB2HFh2FHjm5XhP2rDE+Y4d9UVcKgKs8rfrxLg8u+BrkAERGAJEchtSOybHW1pr5ap4pnca23G+s0xCqvF9xm1zvJUIc0Il1Ex93uXyREzq4bZD7yOJxGfxkjYgbXzee9zxzNmUVm9LEWvAkY5wElL7OOdkd24+LjHaXdpHgMg6M61XbQtJZMO7vHy+6/h+EPjfnFy7+KowlUMMZlplyZd/efoGXb8gQMdzHBK0xv8HgN+44yIHRfGGsCTNfCoIbywOcjhS7Xj8Mrw8djXNlzbrPchGMb1jMP3lxB2nWYRCUiAFxGcniYCIjD0COQI+GWWrB9XyhaQrDjm3u0zjILNsQJTwBTOXPH8VGPpONeSCHM/tgtJNCnCjFLXcovK5IdCdFPhE/9Mo+BFj3ESyyme2po2h8f4QKa0t6442MHDYYv9u3fSqSqL8JVZhJkmp0UmZxhz4hJdta5xi/5iPpatTBT667mX7L24zLrwGnjsGbPYK3lHe3x44Axk/oxzhw+sHd+vDB/LUfF9zRjGt1bAobSwpF2m+oTL3sMS4LL8tboIiMASJJAj4K3AtHKN0WBqmFFmKrJibyz7e/l7jy1HdKzqiu/XmAELEWbUu5rz+WwdAp7MaWYK7mjU4TpFYaaAs1qaLU6PZCMP/vsejjcMJ660x/ygJ5ctfgC4t5n9S19oCuGMJnr9JwOudGALA+Yyco45xmnsIe0sOcaQBiB8PNfjK5kJelCndRklM6IgD/5GAAAgAElEQVRmBL92szd8Nf2nK8PE2vEfTSX4MU2P8wHNXjErn/n6X9Nw+Y55CPClSMYiG8gxawnegC/xVBLglwhMDxcBERi6BHIRFq0iR1na02UkzMiQ4soImMPs5xqjRcPyNaLaeZn8M4rks5ZSyRQ8mm88gwqPw2MyEYcvsLWJESnbjegpTVMN9v9yn5hrbdjM7X2IQx64J0yLShp90O3KHWYWEeo2LPaihSQLs8xxtVtUVvdaEmGacVyQzTsuaow5ds6jFLdAFeusGS1RdfQl380o2xwXuOGtqHAianzMHT8xw4c455hZAFZRAzE3uNsMp9Ilix8G3GNww97yji5zT0uAy3DXqiIgAgNAIEfAFJtlGMXmPV9GtYwe5zgwO7ck9ZqhcsNyeVoSi67msM2Ij+HDzbGip2rl2oDHHXimSi5XHBXIqPqhLMxr5QKu+1l1XQMbm0X70wM5Ml25EUNWQre9yTd7jS2MkbJhKjxGCtIrmv3GLOqiqO7kwIVRJZ3S0rs3zlmsoOYgB3pIU7ivQjL6OM+Bt7FIyxD7u3TO+kBjd3mxAevnNquTm73tzzXFZkfT4tKA0bXjaDN8w4FzmfLWFKUBuCH/wSklwIPPXCuKgAgMEIEswGwDopAxsl22TpEqo2D2+LIS+dlwsuIABU7m5axfYIW8b7xguppFXIyGWeXMaUhPmqGua4wxiz1mpoKZql45m3hM91RpvHYUgjnuBodAUFw95gPzwwA9qG/i3jGjdHPcVqeZwjfG/nIqIONjXxUiDOwDx2S2DxlwYd4jZtHVa73GuajwFtT4TePC9b5cIf0+OM6NfWYWoRnOa/aYx5rjKE8p6YfNcaEjxhoeHdObamyJCl/qGYcfD9Bbo9MuhIAEWLeFCIjAiCGQBZjCQ8vJisLrqZCKAsy0MwV2HjghKdlBMjVdZ8FmFMwIl37Q8yrEEAf29dZg4VaqqubvTBZXPYMUPa9BIW/GBdKSkudmSpqpZI4sZLEXrSvvi31hw+axn8vCKvpM0yO6inOsx3nD7ti+iWDZV5wqsh23wLAzAKah93bEdKV9DDi/EebXN3u6ZzfmHW+OHmHgXU3V9a89GXKcYVVUU7Od6XZUeAN6cZxV+KQ7roBFWnwv1PgODJ919kg7jm32wA/t6Y7XqGOQCEiABwm0lhEBERh4AlmAWejE320U4Ko2dMWebzLWYFTMn1F0WX3MoiwKMb/OrcIRpXI/l9Evf87irZSWRqSlV2I6O/cXU8ijZSiE2SNCprtWVEmzipn+znTUQqqEppXlLE5gipnENPpgj7GBldvXcvZwzBuu0Gs1NnAP20mOFWTkm0SYU5BShLsvxRYWU5PCsKMC/lgn9ywWfLHwivaUJ9OAA45fosKrkJyxGOkebB5TlWiZSVMPpqd37ukOm0wdg0BAAjwIkLWECIjA4BDIAkyzC8v9u/ybQszfdfRuZosRo+NWiN1TxMoqZM4FnhvOyimFzdQ1o2EKchLiZF9JUV+Je8RZnJ9sXKZYYLW6cw2meA29tYNTmWjYwfYlWmMylU1rShZyrcZot65jv5gfANhnzMidrUa00mT0zQpsjj7koIXdUOOiSDunSPj1Te/w2fCYJ8zpSW9t+oXPaFLLjIyvZ2TOVinjWELEfvDPwOg4FY9dEsYdhh+ZYx8HNml8sb/djEv8Ui4o+17POBwzOO/Y0r2KBHjpfv/16kVgRBHIfcBM5dI9w1l5HIEr/7+joqOGe4gk+3Urfm1JNBcWFdNNilExq6JZScyomOnmmZaiy8prrGJVfJ8tPewn5uNYpMVirsfCeYs9wx6WljwXpx0x6mXkvCmS9eRoCmYjlLcyYjXE+EJG0TwvW5C4p32lsY2orzr6/CY1/c9wnI0Kb0SNs6zC63sdF1eObSPlzfMYXmdpZvCHKbxMb1c06QCOccO/56ETv2sEf5w7zo+eZcOHGoeu907sDrtLHQNIQAI8gHB1ahEQgcElkCPgFx5Cn0SYESt3hCNVjSTKKUJO+8cs2Jqbxw4y3dwbJhtJFLlHyyPMPSjkqLFK7AnnaunsLc3CrIei9SntBTONzfGItLjshWMaLOwr2VI0ExW2iJRzinofznvL61KYw9nKcDkcu2fXK6aZQ4QNOMcpxsDk6CNma1IqLtvUgDPd8f6wqWQxl8HccbpRfD18pRkpU9gPh+N9vM66xmFVhc/2dIe/tY4BJCABHkC4OrUIiMDgEsgRMCuK46BiMp/ceTAyjlh0gSNEmXExU9Z1tDFRjFlFzMczBc2o8tm8UcyomEYf3Fue6XV4SnO5VXOam57STGdzBCKXoxCPboYm0LHqXlZe55nFdMYawzYmCqd77AEzAqYjF1PnDzuwpRmucw9LSu7Z9hdhw+vhIcZ71YYrKpqAJIvLm2B4gzt+aYb3ciQiW6maIi5WUx/nFNwK89wwyWp8wR03W4WzmmrvgznMAY6zesbjsMF9B5eu1STAS9f7rVcrAiOaQI6Ad8op5/j9loWVkpQi3s7feuFNGalqZ3tRjnz53ZBoT2lrVk/TipLWldxcZj8xU9AUZRZ2sW2Iph/0hmYamt/jJCZWTz9KITfDWuE7nVLV7M2lEHLeMA0xWEFNy0laT3Lm76bNZKNH8370ujDcBscr4bgShl2bAQ2XWn8R/nNEt8lBa5ewu6yxDCps5B49vu9pZhX/Jnymuaed/KQ/Su9pONgP/YamMOuHTbvSntyHrh3frgzvjAKuGl/qOSSKs3QMAAEJ8ABA1SlFQATKEMgC/KocdTK1TMFNaeZcGZ3/bn/3JZFO3wzhDRFmIZZFmrjX0991VcFrYJnKY/gC/5hx/CAwK8TbIyKOIQ/ZI5rRMfd/Z7vl/eDUykQ3q+Wa0YFrwnGPV1g5CrrSqEMOaLiHLUxG60vuHRtebsB1nnyfOcRhVwCXhbVk3hNma1IN7F05LnO6XllUbt/FSUtW4Teo8S4H/kbHrxBaxwmNA9c7nFG7YVJTKPZp7jc3AnwKgIMcuLsCfta89q/2jAvrSx0DQEACPABQdUoREIEyBEKAa+zcIboU3ii4ynu97e88SnNNmfXUG9yXlE77w/xGWz3NF9PZtsTItw4nLdpPpn7g3jzYgRXN/B5nB3PP98nczsTCLI4m5L4xPaOZzuac4g04qYnTkzxFwxzowLQ1i7Q4FpHf+zsQk46ucWBHB66yZFfJnt5Xx54wwjFrck5Ps2qa/cgr533jtzUR9G/NsAdflFc4JyYiJfHmdf8zahwf7lqGnZoisqMj3Q3s3vhUT2oqpEf1jMcHy7yjI3tVCfDIfn/16kRgqSKQI2CKR7Qd5bYgVjqnkismhSmmjGqTqIb4Ml1cJ+FNQpz2feensLmvm6ulU7FWei6Ls7gnzMroZSxFwGn8YfrDfWK2G7EV6Qm32ANmzzDbkrjWOrCoiOY+MwX6LnhUSdPogyLPAqzbLVVBX597em+AYdsmrXxDTVFOdpRMLYcIWyrE2tWAOz0ZiHAQxFnsEYbjYs4z5tjCZl/5JAPeEYVehlOafWmOK3wAhlObIRKfZ3W0O37afDA4iB9cemt8/qRDYg6xjiVIQAK8BGHqVCIgAmUJ5Ah41xzxtmLZ1mJRNNnzy4rmzjKs1KqU//SFyLmUiUKWxIzp6ajpiglJqQCLU5O4DiNaumZRjNmKxJQyq585uIGPY6FVmkvssT/MimuKHPuDeX2sjqZJx4M5Xc4iLHpCv9yBvxtCSOmSxYiY3+djp/Dn2UeaHzqiTzjEmHvGjLhTwdeeMJwGx74cApEj6fdE/3BqkWIUfTyqGPrAveZjkaqu+bxTvMZTVuGtPePCq1rHEiQgAV6CMHUqERCBsgRyBLwbBZJRaUe0GilkRrpU0Y60NKPkvlRzinzTI3KBVu4jbluWqL4U8XmeJiSx0pmPpeXl8laF0Qf3hTmMgevTfINrUwwp2pGKztOXmCZmipqP3YB7sJxJHNXVHtEoq5nZG7w5DPfAI3XNtDXPyefRj5oivkkeObhz9o5+bRRqVdiCxVhW4Wp3vBkerlnbxTSl5Jz17igAM5wLx0dilnCNc1DhUwbc30xo+nlEw4Zluxzfqg0bTByHL5Z9h0fW6hLgkfV+6tWIwFJNIAswJwQxKqUA8nccbSYZ9XKqUXLESn8Yeaa9YO7hJqFs09LRyOMVYG0fUzb2iP7hFLUmf2lWY3HIQ0pH91bJf5rFWHwm93Z7zbEKC54sDW9gmpoRLluMWGW9hqdiq1WM0XSyrIz9YI43jKlLqfeY18jXsqxVeKbxcmYhGOWfAr5O7hduBzjQ6/kqVFHotY4bJhvw1txexMh8L3f82ipsDw+P6p878DoAm9TAsU1v8e6WfKhPjX1rx/5Mkfd0RySuYwkRkAAvIZA6jQiIQHkCrQBnq0kKYRhqxO5v+m2XRDMJFwUthDdXQadq6bRbHFXT2c6yX5V0Ftb03FQhzYOCzmEOFNdoU2Kqm5ONsnkH2484hWnVEHC2GQEr5ilMD8LDO5qPZ6HWRk1Eeje4R5zsKKnknNZE8V43p5W5V3wPi62iZSmlwTmveAosqqVZYLUHDDflaJ7+2H9qvk+RZfR8GSNg96iMvj0mKdW4ghOZmmj7o+xFNsNpzWzjT/Nqu2oc0Wsx8vDxnm68o/w7PTKuQAI8Mt5HvQoREIEmZMwCzPacNv2c0sWJTmdKel6HKD83Ik6p6ijOisphi6/bpHQYdtQdNpYsxMr9wXMp4VXqt6UzVpuOpjiv7I6n86zg1fJ+NOcMMyXMimlWSHOflfu2Y/IeMgu4+HO2CNGZiinprR3hmMXirBs5WYltQ5ZanOhdTb/pnZvJSewLZjaAdpYP0oCjaWE6E+l5LACjBSW9pNmudSrY+5squk9oZg+/BY4togo6RfPcM+Ye9LFdXfjtCQfFsAcdi0lAAryYAPV0ERCBoUMgCzCn+dA8g5EsU7ZMBbcp6badqPN7/D04Pxpud3+T58b8/uEcSM7vF07p6hQBh+d0GHYk5ywKGouyZvMctWPFbHv5VC71Wi1mC6eiLaafn65SrzAj3gditnBKdz9lFGQaa3j0B98Kw1bhWGXhmHVDFE0ZrnUHB1DcbBTWdDCC3sU9IuEdzaP/lxXU+5rjYk9R+B6NxSWj3A3yY39bJQ9qFmvRN/qq5no+SfMQp1EHsB8sZhRfNKk7ir10LCYBCfBiAtTTRUAEhg6BDgFmCxBVhu08/D3HdHT7b15wZztRO4ow7Q8nAaX4MuqNgQx5ZnBbOp3sPdJUJe7hto9nkVc72pCPYDTJKmmKHyNc+kgzJc00M8V7TFQYp2lIdMp6yCz2epnGZrEV93/vytORGHGyaItV0muzSMsMGzWDE26HR2HVNZ56eP/GFHaO+lktzRYlijCrpbk225X2jSKr9Nh/YbrZgWuMIwkdD1qFP9SO97Otqq5wnHmcl05b13mFE6san5kLvOfkblw3dN754XklEuDh+b7pqkVABBZCIASYe5/sre0zzwixjTRx+h4jVYrnvKpvyEJbsNUZCbfdw62LVufvy9a8I1qbopCLh8c6HGMYrUnsAU41WiF+PGZkr2gOb2BlNJ+3OquROfYwT1xiEdb6UQnN0YVp+hLPy/NQrEflDxbcu6aoU6w3ceBGS25ZjFw3j4Itwx0c4FADl1TJAGQTM5ztNV5N/+mckuYIQ9ppnlI79jQOiAB+7WnfmQI9hcJrdUxUepk5zuE5Jnbjf3QTLh4BCfDi8dOzRUAEhhCBPIxhT0simyqbk49zKrpK0epzxDhPJ+LPU3TcEQXnvVpWUIdNZVuRNf9virljmXDGCqMpzKkdc40zkupwxWIUTK/nWdGqlISPhVA8GwX2sWibontWHeMA17IUJbeFXfya4smRhiy+avuAp7pjHbMQYEbcq6OOgqodDbiy2b9lGxOv+2Y37OmOKxnWo4qhDpwTvF4jupxBzHnCa823tjRMbTyp3x/V2BVOhuPttMN0Om0BF1SOz3DEos/FTpMOjT1oHYtIQAK8iOD0NBEQgaFHIKegOVSAAszUctt2xK95MBXNSJhS1Kal25+1rUlpn7jPDSvZWPaZdXS+8OSs1bmHnJ7HCJzDG/izWZY8pVfIphysiOb5WDRFceWZWcH8iDtWiSEMqXirLb6i6QZFdxNz3OVVRKgc0PByOG7mvjB7eB1YIzt+3QfH9k0h1RV575gfOq5v+n33iF5fjkGssI87rjXHQ7AoxLrVLf69X47cf0Uf6ey+daEZLnfgY7xmRsqs0nbDPj3dMcBBxyISkAAvIjg9TQREYOgRyAJM4WijXEaltHamoEYk7I6ahhkMZ/P323nAkX7OhVfJvrIttGIt9HM9o8OyMkfG0cKUI9ll8rmZLuYfii33dhmNzowxh8kSkkVWrLaOKNgdyxqj5b52o2mWnKqeiEKuCs+wsjp6gPl8TlMybGiO2z1XRLtjU7NoXXrMDa8wxxWe0tFc/8qIclPq+9pmP5ip5yeakYW0qOQ84WXd8dvwnbYQ8EtDpIEPwrFCI/Qn573lD+UPJydVM3HIz7+RP0QMvdthyF+RBHjIv0W6QBEQgRdLIO8B75X7eCmorIZmpXJrNcnvUZx5sEUpvg4h7ivW4mhCtilRR0NUs4jmjqSO4Q1JfVmIlSw92n3n5JJFsR+VRZVCzJYiXg89o1kFzTUZ+c7IQh9RcLvvm6+H+8kccbi6Aw+zyjm3FNFR67E8VYnnZPS8paVId+uIcrmGYTt3/NXoMU0xT9XNO7AgLHyjHa/KldhnGtPbFkMe/prtL+mUxQ8qJ/Ex9I7mHrY5jqNRiCP6iM+eNB7verHvjx7Xn4AEWHeECIjAiCGQI+DX5qi3bTUK0W2FOP+M+72MRMPf2awjIk77qfwZj053rCTiqQJ6wYKs9nHtXjGjaqagKd5sSYriqVwJzVnAc9lulH/GCmk6Yz3uhlHGSJhfI/Z3Wa3Mgizu/7Y9whvDcSe4x5uqoCmcj+TdaVZKc3rSK4xjDVMqmyYcNNlgSpu2lRdlL2mmss+LDwHAbrkSmnvInJ7kVYVT6jocufZxRNX1SeEbnVLTD5rhmNqx9aRuHDBibqBBfiES4EEGruVEQAQGjsACAhyZYM7qzRFxnyCnIqu2krkV53ZfuI2A2/3jiGyzlWUaxpCi2/boLMyqkPyg24lJtH1kBE7xpTEHxXaOp95gnutp9+j7DStLS0LcRsHcK16+rd5mNJ6rtvk8pqq5f0xRpvvVVl5jCqctcS6xsfoZMVjhDrc4L/uEWR3N53FQAyNhfjigaQknLXGPeV/wsY4/umObHA3f4oZzzPFGGoCE8Ucy7XhzzCU2PGSOn07sxtcH7l0duWeWAI/c91avTASWOgKtAOf0LcNUD9OJLJF5vzbsm7MwUyiZCo694pyWblPOUVyVI+Z2rnAIby7ial2iIy6OVHTbuJQMQCKNPX9qUl8kTCFexugTTbesNMKQVdEsymLESmlnpTQFlv3BjDbXCzcsi/nBdMrivx8GRyCm4zEYNneacaSRhnPguM8t5gizYItV2PR95qxgFnntmgc4MLLeO1y4DJNRh7HHVg5cyZGHTTX127JTF8cc8t//mgdHXB1CTH/pCltqUtKi/acmAV40bnqWCIjAECSQBZiCkhpuUgo5/d1OBE7Rb7/0dBRDpee0kSsfn9LQKYLmzyna832iF/LyU0U0BzskX2eekc5YrMim6DENza8pwDPzxwIWUzHSTaMNkxCvAcN0eAgy94opxrPZ0mRV7Bevxv1gFmAxFe2sjk4GHfx9znYl2lVuacCjngY7vNINt1naa6aT1W358Yx+KfJ/pVsWEKL+Z45MzBEuPz6wKIsfEt6RP0z8Hob7UOPDqMKX+m9mOAG9uG7iIWHyoeMlEJAAvwRYeqgIiMDQJpCLsPbOEW+fAPeNGewvyn0iHS2y2aijT4RzAVanK1bIXF9RV9bZ+W5ZkdYOG8tUdd1WY8+JDwAU0xpzmerN5hyMlPk1LSBZvUwR5tXSppIC/BgjUEsTkSiuFFoWRD3hyfaSPcZMWW9mFtXQa3gde8/0g97G0lhDDnFgOvpOCrvTJzrtGXNQA407VqoMk3tZYQ28lmlld/w5nm/YkRG31Tjdq0hBv5ajFGvgd1WNqV5hbJ5RfH5PN94wtO+OoXd1EuCh957oikRABBaRwAICHL/fOiYdpSg4ffO5EXLyfp4vwvNFN0W9FOVO96u+HeD0/SSbfcLc9hRz/5eCy58xkuTBNDP3nWlVyVF//D7/N7M15vDUb8tRhnSjCgOP7IhFUZ6e935ZZLVBiGkdqr9W7P2mwqkZzv1ZYFungDJFXYUIT8uTlnaMYRMVLjfH+rmN6SYHbqkce/JczQzhyysLm0oKK20xOSnpLNSx98vomVXdfzLDle74YM/4EHMdL4GABPglwNJDRUAEhjaBnIKmb3Gbek6tQ/3bhDhyMElw2+vbkabOe7yRou6IfNMM4D6P6HZucN9ZkrBTxPt6iNMoRA43ZDqbe70swuJzKahznY5ZFj29TA+P4iMtOWaxQpr7umvk+cBrwfFQRMOMaB3Lcy2r8IQ7NnLgTmOVc3qdtLDc0g3TzCPFzOlHU7Nwb5/T3De5Y2ursKYDl3GSEy08PY1SPD+3Kb3ePfaS6ZQ12yq8PWwzmXaucCYjaXgMZeCHjcsM+NXEbhw7tO+QoXV1EuCh9X7oakRABBaDQIcAtxFq+zsuxaatgC4oyJ17xUmM+Xju53buCYfZRo5yowg6irH6It9W0Nt+4NZXmudL3tScksTUNAuvOKShbz4x94RXZk9w2FVS+Cj46RrCSKQ2LGuMmJM5x7RcDMW/Y8iDAffWwGaV41GvYi95S9QxM3gm08l5LOE0S21JvHgWUrE3mC1LTE9TlFktzQiak5WuBrB9NvR42IHT85xl9gPzGv7uhl+bYVPUYVd5f0937CXreJEEJMAvEpQeJgIiMPQJzBfg3CbUEfnm+DRLa0cEnKPcdvpRK56xV5wroHmatkirXx9wLtxKetYn6vOLsaJdqW8OMaPLXnMs5xa9x0zhsoqZbUJ8HM0xKMCruuNxq8Cxhdy/penGw9wDzhOT2KrE4iwKPL/mrOANcmTLSHozGO6Jwi+OMTRM4TjCRiy3zfvF3B+mfSUduK6K/WjHriw0M8OFDM+NkW3aw2bPMKuvGemyb/h+zhFmMZrXYcDBNqj76KBVAVMnjsd/D/27ZOhcoQR46LwXuhIREIHFJNARAfcJbudXyU4yHfNj4o6vU0q68yeRys5pbEajbZRLgX6+I+YEZ5tJPpcVzjwxi614/rYfmGejxSN7gRn1ptnFqS2J+8QUZwoqbSu5P8wpSGx3YrTM1PH9VRqiMNNZVZ0GNTDVzGvb0IDbcxp985iKxMd4pKP5WBZg0bSDAxtYvDWF+8XZoGNKM6bwGg5zoCUl5xUbcFa+Fu4Hb8qisNrxxwp40FkhDWzH19cMoTh00ngctZhv41LzdAnwUvNW64WKwMgnsIAApxf8XNHt//1WblvxXXBfOA9h6BcFL3wwQyvr0bZEIc9Wlu1kJrYisfiKkSX3gvl1l9eYxX1gCh1HBFLIOM3J2a/r4Fzj2dY3R5iCy0poRq/cn6UYR4+wISJrWlbeZamFiXvCt+WJTEwr07CDPtCMhNlSdR0/HDiwg1n4S7MdiSl3ul1xz/ryaDkCdoHhZTkaPzv+tvCO5oQkunpdUgOTK1ZUGzbv6cYuI/9OWzKvUAK8ZDjqLCIgAkOAwEIFuPO6Fi7G/feH+wtw315yem4ay/BCAtzfvjJmEWezD0a4jG6ZrZ5dp/m/TG3PixGFFOBUfMW+YP7NfVwK7aPZx/nRGMKQfKa5f8y2JBZcrRTim77m93il96HC2nCs6MDtloYxbOaOe8yipellPLcB17P9KdtVcj+YNpacmMTU9TZMidc1/oIKTzZzgHeHYQtHDJG4oLYw/djNKNDp/Hc58IdJ3fjSELgVhsUlSICHxdukixQBEXgxBD58JC6o6tivfHFHK8gU1Y6v233hPFCBitv6abVJ6AX9oPui6nb2cEplt7aUFF/u2bJ3l4+gKQdT0YyKeTBKplvV6BjOYFjZPYRuZRpoeHos09PsD2YBFEV01WyP+ThNNHJvMFPWG8HxpBsesZSKZpRLj2cWa22Rn0vryXXm7+sCtzgwxpJNJVPll3FaEzxaixg9M+o93zw8ql/NtqVsi3lD8++zKkbwdMVybGE19pt4CM54cW/A0v0oCfDS/f7r1YvAiCIwdgIugr/IGbWd4ksK/auZU5Fz/3altg+4jYCfj13rG932GrcRMG0tOWiBUfRcVNEHTLFrZw23EfKzFNy8Z5zcuCrMdseqhjDSYOHVLPYHM+LlTN+w20zRL60l+Qy6ZE2zCk+6xwCGyh13cAwjHFvmfeCb88CI7XLB2bWWRJf/Zt8vK58vtWQcshsqbMQPBRTnynCL1+EXvVuOpHkNF8bjHf/U042Pj6gba4BejAR4gMDqtCIgAoNPYP8jcYnV2H2RVu4U4L6v+5dqpag2Rb/9BzL0VUGn58Z0pFxF3e4BtwJLgWTky7Qzo176QvfSPqtjpGFE3ezLBbBiTEoCVrfklsXvM0VNL+hVIspOX48Jc4+0Hzya05QA3JvFliLMx7Ewi+YgW+Xo/CanvWWNrcywTm5vut4tfK05mpBpabppXeJ1XOuulgq3+Pr+XgPnxQcKw5vM8fKw03Tc1zM+RF/HPyAgAdYtIgIiMGIIjD0Cl3O03iK9oOcT4LTfy6P1k+7XcJRbiFoXrRRL901PijakPLyBe7eMQPlzCmvyeE49walAK6Wp+Xf83BEVyBwXSEON5bP4Mwpdw4EZFTDbDWujxuN5X3hd9yjqYtsSI2X+YWU094w3zqJ/Byyqq5la5ojCe3MVNKuu2QdMO0wK9a2RtmaLUjoP/dIaeTQAABK4SURBVKcvZitU7iveMV8bfauvrA0XV8k45A093aDhhw4JsO4BERCBpYXA/hNi+PziV+F2RsDPbU0izjYdvWDquhVr/k0xbYc+MM1MUWVbEp2yaMiRUtB9AhxDG5im5l6veeyrMuJl4dUsVHGulVHHfizFeTlzTIdFhLwikvMV93sZyT7Cwil3rBX7yMDU3L60PgyreY2pZvOrqVmQxWu7Kc8h3tDTMAd+4LiZQswZxZ7SzRzA8IwDN3YBl/ciImUOv9gyKrhrPOyGK+E4u2c8jlla7rtFfZ2KgBeVnJ4nAiIw5AiMnYCr4JE6Xfxj4RFxf/Htv0oUaOUUcdqV5WSkdFAY5+VImJXQ3Pvl39xfZVsS09OMfNl6RG9o9uqunAuhGCnz4PdYFc3olREzDToep12ksS+YkW8FVkqvCsOq5pgW/cEptbySG+41j4pnRr000OCgB/b/8ropwkw3c7ADZ/4yMuf3aL7Bn7OF6ZoYz+jYwbiPnNLdjIavshrX1FUUjO3D8YRwnNvTjXcv/pswss8gAR7Z769enQgsVQTGTsA18CVsh9ghxLk6Ouvsc9C2UXF2qZw/DpHFV31p6JTibUcTxizi2DOm9WQSVkbGz6CKyHameUTNbDNiVfSK4VVtIaTcB6ZdJUWXIj3GHI84i7OYCk7pYxZlsahrbbOYuHQ/o2aeh7aVFF+rcJv34lFUYYXJiUc8Fx2vbqIQG2LOMAu3QnA5K7iqMNXr2JPezZMBSLsPfS2AC8wwZ2I3/mepuvkW4cVKgBcBmp4iAiIwNAnsPwHXmS/B/cdWfBesmE4S3Oeq1TdniT9pBzUk72hEdBtRMIWXYwTp7ZwcH7OfdIqrGTWHAIfBhYW/M/d4WTXdpqPpI81WJVpUUvQYEdNcg6I7JoSefb60lQTWrtNj7ud5cuTLqHm6J2GmkHNfmPu7bGXi5KOZfF6OiJPgOq5DhSfMI3JmmxKnLvF13MOJSV2OaXWFdZn697SvPJqmIpPGxwcEHS9AQAKs20MERGDEENj/CFxvqZBoyR3925OSVOajn4AmUY4K6Y4pSoxQ+Xt2nnuudk6i2wozBZNTkdpxh0xZs5L4mRDaFClTlClm7AemsNIr+ukqTU1igRaPVpApsLPc8ailiJqV0LzgByrDTPcQbDpnUZDvbnuOc6qZqW+6bN3ODwAVvacNW4X5R2pPuoXOWmaYFy1I9JO28Kuea477vMI1hkhT0wJsz64K4044OIw9dDwPAQmwbg0REIERQ2DsBNwAz9N+lvSreq4QL7hCX2FW6x/dV9WcouJUBU1BZaEVhyC0vtDsD2YBFlehDSX7fOkuxT1iPm7lbElJ4aRJBwcnMA3N5zO1/JQZZriHKxb3gBmxco+X6W6KMD8UPGDJZYvnZaEVpyvRy5ltS/PMsY5bXzqZs4HZ9pTboOgTHefJgyFuguFW1Kg55MGArXOam6/vyRiPWOE3PQfjO0v6bRhJ55MAj6R3U69FBJZyAgdMiJF6FIuBOzpSzzGTsG8SUoqBU/Vwss9Irlj8kwqsUhp6Xt4T5r/bgqzUkpRmELOymF8nAe7rBWbamoVYK2SjDrYmMWKmI5ZVwKOcthRpacMKrJaOKuo03GHtEGPHQ2aYnuEw1Uxvaa5xT/4ZXxKHNHBfl5XWrMKmlSXHGvIDAg0+GPmy3YivlZH37Wa4Ao6nnOMNK+zkNbYw4Kqe8TFDWIciYN0DIiACI53A/kdE1EZDiME+QmhT4fNz5glTFCPYySlkpqVphpHmDrcTkFLl8bLZbZqFU9wDZgqaf7iv6mbhF01Bpccz92tDkHPFNH/2JGcYG2I/mI97NHtLMzLlcIZIJ3uaJ8zncxrTBmHokda/x2i84TF/mF7R9H6mRSUjeFZI38q930g7s5LaomiLgr0CW6s8PeY2sBWpDkMOtSK9wJ2oCHiw/zPVeiIgAgNGYP8J0bPKWbcDc/Qf5tB/flLrkeUxBSnGA7d9wLkFKfp8s4BSVNtqaE5FohQz3cwCLIobTTtWyJ7RLHiiwPGcT0eaGjE9qTesI5OIc/rRMs42Iwth5blZXMXI+zF3PMHZxOAeMKPXJKgPwvAIasx1i9T1hvSgzi1RbC/iWEK2PPGDwsasdjauk4rCWLR1d13jhsrCpasyzhtOLlnr5v3rmT3jVIj1QjeiBHhg/jPVWUVABAoQ2P/wSIeyf3VgjwX3g9O/O20q2S8bM4OjzzYVZ4XLVY6CI1Lmvu98IU4VXRROpp95tGlppn5XsHQO9vVSANmixEiXhVnsKeZjWajF8zE1zXPwexRcOm1RMPmHIwwZ9TL1zHPwcdPcojXpWXeMrhwb1IY1LI1K5Hr3V447nZFzElpGzJwJTDcu7kHzwwRT0ffQzMMdd+bIfeOe8fjcwL4Rw/vsEuDh/f7p6kVABDoI7D8Bd5qHecRgHu2EpLRm2vel+LZe0G1EzH9TdFtPaIole3z5vegL7tj/ZeTKPdvZjJ7znGCekylnCjnFlbOD6Uo1M0fcFNQVwpAj7f2yhYk9xax8ZpqadpTc/2VUy4OCTSFO6WPDw+54MIq50jWNgcdQBj6f18Pnc0DDnZZMPViFzWvk6MKNc4qbldv8oMC2qOk+F2+bdChuHMw3YzitJQEeTu+WrlUEROAFCRwwISwXWUA08Mdze4P7ZgenFC8FszcMNlL027phdbYcJTeslEZm9Mtol45Z/Jq/nxmh8mcUXP6bE5Da9DXFjgVd3PudY2nPdyWeh7aTlYUV5Zw87IFV1ExT87oejz5izhROsTnT2etYsrTkd54yxwMOPGS0nawArzHGLAqw1kQVqXH+j61S9IGeGpaVyY96rnVhda/DDWsjr/Dfk8bh+IF/M4bnChLg4fm+6apFQAQWQmDsEWEwQZvFgT8WHF/Yf5pRRMDzRbhv0ALbgbiXyyiYe8Is3OIeLPdvGXUynUxRpAAz1Tw7JDGNLuSKLJSiAFPEKcBch5HpMyyUYsQbrUgpfUwzD4rwbKavc1EX+4Yp5txn5t4whXhmduLi97k/vHp20eKKT9NXOgqv2NpUh3c111w7irdoa+kRSXPOMQvLKOoU4gfMcXdtuHlSN7458G/G8FxBAjw83zddtQiIwEII7H8EHrRsPjGggBa+B5xakHL6uZ/4JnHizymu81ipnIWYES+Flw5X9IGOSLl1zQqxTSYd3GtlfDobVXyPIkjBZLQ71yiiTDmnNZiaZjTL89CUY0b83JPQV6mCmmllnpMR+gyvMd0MT9DGMoq1kh0mq6bZbsSoum2fYoEXRft+Rr7sP2ahWFXFvGEKMv9QnGnQwWv4U0839hvQ92IYn1wCPIzfPF26CIhAfwJjJ+CREI7BPBaYnEQXLC6fhxy0kTC/yciXAsvvhTtW/rtzXjAFelTEvkw1U7iTOHOvtTaPvVqmmxnRLutJbBlFz6qZnk5iHCKcI2Q+hoL/NPd2c6RMb+o2gqYQM5Ju+5SZzp4eE5e6Yk7w3NwsxXVoxMHCK0a8PH/r5sW0OFubWMj1gLGVqca9vV14xhy9Pd04ejDfjuG0lgR4OL1bulYREIEXJDD2iKj0pagM3rHg6ML073SkimVGuxTJiI6zfWWn+NLVaq4nP2mKLc/AfeDkjJWiz1HhfsU94RQB8+CeL6PYtr2J+8UsfuK5WK3Mn7P4in/acYgUYYos92+ZyuYCPPfojqiVz+MKTIez6OsxmnSwutqqaIPinjWP5VBj3ZjElKqtOTaRFdac7hQfMDgGcWJ3tCbpWAgBCbBuCxEQgRFDYOwRIS5MfQ7usbD5wa0EJ+Hl0UbDSWpTapk/6xzW0BZuzcmGHHwMBZHCPa8yPFsncW7dtRjhLsvQ2hmtGmZVHOCQxJthMnuMKdIUYf7dF7V6RMRPRzFWKuximpyP5/4zo9xVjQYg6Xlt4RjPyyprPpcp6+mV40FUmF5bRLxsZYqiMeMYxBpryg3r+W9FCfDg/meq1URABAaQwNjDIwJs5+cO4EoLnLpjalL0HPVZdERLUkcEzJ+wKpr/1xuFU0kU2dPL38dMObdV0Uwzc1gDXax4UKhpytEKMJ/Hymr6SEdBF6PW7EjF6JWP5Rr8PschjqpTyppiTFHnxwCKLsWXYw+f8irSzrPcoviLhVrtnCeen1XU9Jlm1TRduji8gT3GFGce6drTcxlhP01jkEnd2HXw3ojhtZIEeHi9X7paERCBFyAw9vDYN6W4DO7RvyWp9X9uhbftE45JSbk/OKLiPBWpfRwFjH9y8BqiTHHj8yiEFDdOTkqimqJeCnSkqCNKTR8E5rnhWUajWYw5iYniXdMwOgsmhZMzhmnwwYiX56BFpufzU5S5t8s+4xnmMfJwBio8UzMN7pjTla4lNTIlYeeUplWzqxazENxbXr6nO8Yb6lgIAQmwbgsREIERQ2DsESE0bUQ2uK9rwbakLKR5EhH3gJPvc4p0+af1gub3Kbxtqrr9WRLfFIX2oo7HzDMDi6jaQi/zFCGnyun0dVuNTeFlwVaaqMQ/dZh6MMLmObj3TAmNCDyLMKNjZhCYdqao87ztdZAnrzGuw1PvMSPtEOq8X8zUNB2znqwMj3mNx3rG41uD+0YMn9UkwMPnvdKVioAI/AMC+x8RhUplfq/1FV91rp/qmZP6cqs2ftaRkk5jCtPRCm/7dyt4rehFhJzT1q2QR7q75gAGi3YmFnxRMBcmmhRi7i2HIJtjDiuqO9LaFGZWTLM1qY3E89XDnKMTLSJd/s02pVakKdSMqCNdXqd0epqD7EBPd7Lk1PFcAmVuVL0TIiACIjAABIoKcHo9rZi2u8CdghuC2kavreLOj4iTYLW/k9NIQ6ae03P4waLz6zbN3UcxPZ/CV6HOfychbu0uO3/fcyV+OJgv7rG3zFQ1q6yzSOdKaKacZ9fAs10s8DLMyQ5bTHGzIpt7zXOq1LM816voZw5HLzfMO3Ecvj8Ab/WIOKUEeES8jXoRIiACJDAEBDjt2CYZ7hPj/jKZd3D7vjk/pZxEMcQ1R7qt0IYAe9qjTensNJ6QNV/pGZ2Tmlp1b80/0lKtEQgjUhaCxZ/skkWRbiP05NbFR/d9IOh8BQu+vlbM519rfGhweGXondg9yG1hw+g/BQnwMHqzdKkiIAIvTGBICHB7iZ3ym8UxV1clU0nqWxbRLNdJULN4U2wtFTm1k5ZC4HL6uvN7bRq7FecUPaeIOf2d1qGAt19zWlPfY1Lamev11vy7rxhsfsqb17Mo95/VuKBnPA5blOeO9OdIgEf6O6zXJwJLEYEDjsBkd+yzwEtORUx5b3N+qpXFTI7eysBiJRYlzbMq3KbqOkWgUW1c0wCDSd06CVibCuY5KZB12i/V8TwEJMDPf2tIgPWfjQiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUICABLgBdS4qACIiACIiABFj3gAiIgAiIgAgUIPD/Acgpcu/aUJW9AAAAAElFTkSuQmCCQ: 5b Points lost: 2 Why you got it wrong: I couldn't remember exactly how multiplying size by 2 looked in snap Correct Answer: In the script Q: 9 Points lost: 2 Why you got it wrong: I said the script "picks" a number, but it doesn't Correct Answer: This procedure multiplies the numbers 1-10 by themself, and then says the product for 2 seconds.Q: 12 Points lost: 4 Why you got it wrong: I was supposed to draw it Correct Answer: In the script Q : 13 Points lost: 2 Why you got it wrong: I was supposed to describe it Correct Answer: 1st block - makes the angle iterations 0-90 2nd block - points in the angle direction that the sprite needs to go 3rd block : creates a line at the angle 4th block : brings the sprite back to the origin 00