<snapdata remixID="10189734"><project name="4.27 Programming Assessment" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAZQ0lEQVR4Xu2dCVhUR7bH/+w0GlYV2TfBHQQhuABmUcBkYhaJ4xgz0byJSV7M+CWTmFkzJjNZXvLy4suYyTNmMW64gLvIpgIad5Eggoqy77vQNju87xS5LU2z9Kbdna7zfXwifW/dqlO/PudW1alTRr29vb3gwjWgJQ0YcQC1pHn+WKYBDiAHQasaGBTAy5cvw8PDAyYmJlqt3GAP7+7uRnFxMQIDA3WubrxCymtADsCTJ08y+HRdioqKEBERoevV5PUbQQMyAJLlc3BwYLesX78ejo6OWLhwIcRiMfLz85GVlYU5c+bg1KlTWLJkCSQSCRISEhAdHY2amhqYm5tj9uzZWLZsGdasWYPc3Fw88MADcHV1RW1tLSs7JycH/v7+OHv2LObOncus7MWLF9nfzpw5gzfeeAOxsbFYsWIFTp8+jdbWVnYN/e2LL76QaU59fT23hHqOuAyA1KEEmwCgnZ0dpk2bhgMHDuDll19GUlISXFxcMHPmTKSmpsLe3h55eXl49913ERcXx2CbNWsWdu/ezT5//vnnUV1dDTc3NwYZAdjc3AxbW1vcvn0bpqamGDt2LCorK5nVLSgowNq1a7Fx40asXLkSH3/8MQO6ra0NlpaWCA0NlVH36NGjpV8YPe8Hg62+DIBNTU2gH5Jz585h3rx5IJdMPwTZBx98gOXLl0MkEqGwsJABmJKSglWrViEtLY1BMmPGDGbd6HcCjkDz8vJiFrSsrIxZ1dLSUjg5ObFyRo0axa6hz7788kucP3+egU7Pf+ihh9DV1cUsIEFIcPcXApl+uOivBoYEkJpkY2MDIyMjWFtbM8ulrlhYWDCgyPLRYIJ+HwiU8AUY7FlVFeWwtBol/YgDqG6PaP9+GQAbGxulFrCzthA5ny7FJAdTXLWdAw8fX5iamN73GreKb6OxMAferddgN94VePkAs4YkBCC9JnDRXw3IAUgQktXLPrARD1fswOXgv8JrVjRrIbnVrF0b0dDcAtACipGRwv8am5gg4oXfo7GpiQ1eSMhFGxsbj6g9WqwpSdmMwPxv0fnHn9iXhP5G8HEAR1SfTl8wKIBU48x9G+HaXgTn5Z9K3Wbe/s2wP/o5rM2MVGqU3ZK3UDYlmrl2ErJkNHBRRBrr6+C0+zmYrT0N+pKQcAAV0ZxuXyMHYENDA6vx5X0bMcfVHOKg37IpFDaVkvgDHIsvwNIvCD2SFpjYjIGRsexkteTKKZiM7hsYmLtPRHdzAzrK8tGa8yPsl65F8cQF0oEDTbEoCiCVV/bDG5i8+hsZAGkgxEV/NSADIMEnWBcCMNxDhNaQlcxlWllZoS5xC3w93dEQvx5jVr6PpsObYB/zBtquX5BqQDR1NiTZp2DhPhEwMUVr7lmYu/qi5qu3pADSCNrPz4+5X5pKUVSKt7yN6as3cgAVVZgeXCcHoNQC7v8aER4iSIJXsHc/cpf1yVsxJuswTOzHw9RmDLoaqmDlHw5JzmkGGVm63q4OGJmawzZ6BYytHkDD3g0AeqUWsMhvvvS9jcBWCsCta+G/eiOEOpL14xZQDygbpopyE9FC52YRgJ4E4Mq7txddgXVlrsot7vTwR73t3TVmGuzQ6omiQhbQ//WvQRPmJASfsHKjaBn8Ot3SwLAAkgsmCyhId9kN5KcdQuO1y8q3wsgI4b97Cy3j/JhFJaF3QHLtikrJ1rXMBfe3gBxARbWnm9fJAShYl6wDmxDhYYmz5jMZML6+vig6uh0uSeth3G8QLJo6B61XT7PWiabNZa52KKFBSKHvo1K3Sc9SBqCSbe8wFyzUke5V5n7d7ALDrpUcgHV1dUwjPxGAnjQIeREnTpzAE088geL4r+BlbQYzR0+IzyXAKvBhGFuI0HL6EGweXYbezna0F12Fhbc/7lxKZaPl3o52dq0wCi6Y8IgUGgKJ3Ci5YprXG+nf0m3vMAsoADhmzBgOoJ7zKwMgwSd0LgFILvj7WyK2VvvSSy+hKXUHA1A0PRyS7AxYTZuL9uI8WHhMhpmTF5qPxbLBiDBJTYMSSc6PcPnbTtxc4spGwQTgzZs32XKcp6enUoOIwSwgQchFfzUgB6DUAh78hrlgcdAL0tbVHv4WbrU5aM3pc7nKisNv3sEtn4elVouepcwotnTbH+H/+kYIdST4OIDK9oJuXS8HIE06k2Qf+hbh7gTgb6U1ZtEr5/eit6NvLXYoaW5qQmd3t9zHVtEvQtwFNq8ojIDNzMwU1kjZdgLwazYxTkKhXBxAhdWnkxfKAEgdK1iX7IPfMBfcEvi89N2s6fplFH2yCuMsh1+/pSXiia99jBKnQHYvCU06U1SNIu96Q70Llu34ExuE9LeABCEX/dWAHID9LSC54MzRs5GZmcniAOuSt8M24XOFWkvuNt9rHrNSJLTCosyy22APKdv+J+aC+1tADqBC3aGzF8kBSKH1LBrmZxdMFnD//v0MwMrD38EmYT0ILlrzpUEIrXb0tIph6TcTXfWVqN6whjVWAJAGHDSFQxZQXQDLyQL+7ILJko4bN04KuM5qmFdsWA3IAEjwCdblCgHoIcI5i5ksannSpEmoOfoDA1A0PexuoT+HZbGluaYa6QCFALzhGQF3d3cGdHl5uVLLboPVunzHn+UsIEHIRX81IAcgQUhy5fB3bBTcPON5aevE5xNhE/8PhVpr/eKHKHQMkG7tJAiVWfcdDkChjgQfB1Ch7tDZiwYFkNxbzpHv2Si4ecZyaeVp2awqfT8am/s2Lg0llOuD5hN7e3qkl7hODYSTfygL7e/p6VHJJZfH/hkBr3/NNjoR0BxAneVK4YrJAEgdK1iXnMPfIdzDErcDlkt3pZUei4PD0fUqBaTSWNj2m2ug/by0fEaAkmtXRipi/8JccH8LSJucuOivBuQAJAhJyAKSCy5wXchgoYFE2497WUCqqd04irBi73wkprZj2QoIhWVZTQ+DJPtkX5gWDVSmh6Hx4P+h585tOQCVCUSg51TuJAD7LCAJwccB1F/4qOZyAFZVVTH3JrjghmlLmaujyJX65G1wqbvOBiGSKydhPS+GxQBaeE1De2EOOspuwMzJB6IpoZBcPoHRYU+hp6UBDXHrWWCqYAFpn/HTTz8tjYpRVIUVO/8idcH0mjB+/HgOoKLK09HrZAAk+ATrcpXeAT0s0eT/nDQgte30PowvvtC3GQmAiZU1+93I1Ay9XZ1sGsYq8CG05p6Dy193oGHfv4DubjTE9c0d2mzKY3ldBBdMKyvKSOXOvzIX3N8CEoRc9FcDcgAShCRXEzYzF9w4fZm0dZZVN+BQd1O11hoZ4Xbos8ydUxBqR0cHaJ+wMlK1iwD8GkIdCT4OoDIa1L1rhwWQRsGN038jrbVZfQmKTiWqFpCqRtuDn1uNNtepqNr9N+aCOYBqKFPHbpUBkHK0CJ2bm7CZuWBaiqOUGDR9Upq8E77l59F29fSIwaeqtHOogFbLsGfQGPU6qnb9jbng/gBSig8u+qsBOQAJQpK8oz8gzN0SJ7ons43gkZGRuJMRB29rM5jYOaK7qRad1cUwc/SAibUD24zU29WF3u5OmDk4s/c++pvj61+gbtsHcHj2TdRt/wgOv34Lbbey0Zp7BqNDItHTJgF6e2Du6oeO8pswc/JGT2sLettbYe4+GeXrYmA59xk0RK2WWkChjgQfB1B/4ZMbBVPHCp2be/QHNhF9aVQoC0Z49dVXUXHoWwagaFoYC8M3HmXDglFbfjzApmJMx7mj+cQutg7ceuUU6mP/C64fHkLPnWZ01pSgR9wE60eXoep/X4PrujjcTtkGU3tHtN36Sbq/2MzRHZ3VJWzPsbnbRJT9ZREDsD7yNVTvfhcBv/9aWkcOoH7DJwdgRUWFtHPJApILbph29x1QcmInxqZtui+tHj3rcXTfuc1AHjV/OWrCV6J6N7lgWQCdnZ3vS334Q+6NBmRcMAFIP8wFJ25hFpDmAQWhtdwxV46OGJBK15eXlsLYVDPJjKwiYtBkbIXqPe+yQYhQR4JPXQBph92lS5fg6uYGCyW2iKrTHZQVrLS0DJMnT1K7/urUQxfuHQFAC9RPvQtge8k1lH726ogBqdQwl5lhEP/6fXR2dkqDUtXNOV2z5+/MBWsKwOzsbJSUlCIycoFS+5M10XG0Hp6YmAQ3N1dMnz5dE0XqZRkyAFLIlNC518gCetAgZAoobD4oKAhiGoQ8YIqGXf89ZGPp/Y/e/Ugk7x9n+34JPMq8SjCqI7Vxf2cuuD+AlLFVFaG6HDxwEItjFqtyu8bu2bt3L1sVEiLHNVawnhQkByBBSHI9aSsbBW8p6kuDO3/+fLSk7YbXA6bSAUNPuwQ2859D69UzMHP2QeuVk4CRsRTAO+8dY4EMt27dYt9ydQGsifs7c8FCHQk+VQE8c/oMnJyd4emp3YTsubl56OzsQEBAgJ4go9lqDgngtaStCHe3QO6Yh9kTvb29IU7fg/EldxMR0TQLjYI7ym/J1ErYnC5el8piAGnjUElJidoA1satYy5YEwDujYvDoqeeYttDB5OCWwXM0oaFh7FVG0qYTimDjx87juCQEFhb96WVo/93dXcjODgYpqYmbN+LMkJfykMHD+KZxdq1xMrUWZPXygBIeZoHWsC6KUukz+u5kg77Ax8p9HyaVK56+l0W+0fuRYgBVOjmIS6qjV8nZwEpbZwqErd7N2KW3G3bwDLKKyqwYcO/8dJL/4Hr166zHNaU0etURgZ+9/LLcBzXt9flRn4+JJJWVFZU4M6dOwzSCxcuwMbWFuVlpRCL7+CRRx6Bh4f7kNUcqS6qtE9f7pEDkBRNwAguuHbyszJtoVEn7e8YaXcbjS6FTKiaUkbd3vekANLzCT5VATxy6DDmPfzQkFHan37yKYsAam4Rw8/XF/UN9XBzc0duzhX8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