<snapdata remixID="14844536"><project name="testCasesThamarcusPowell" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQAElEQVR4AezdB5ycRdkA8JkAEmpCQhXBSDNIb9L8IBQRwRJABVEggkBQQBBBOglIVIpUBUJRRIpIEwQEAUMxFAWEgCLN0ERaKKEEad/9J8zx3nJtb3fvbvc2v8y+U5+Zed5nZp72zg16r4x/b7311ns33HBDXYQ777yzjJl9uOrkyZPrYp6TJk368ODrKGdQ6Oa/FuILN998c1hrrbXCBhts0O+D8d5yyy3dnF3ban/+85/DXHPN1e/n6D2ssMIKwXjbzqB+Ut0mQC9z3XXXDXPMMUddzG7NNdcMMcbwzDPPlDXexx9/PAwdOjSsuOKKZbXrq8rDhg0Lq666amjZsftqCBX1220C1MtHPvIRj7oJn/zkJ8PUqVPLGu9TTz0VRo4cWVabvq48zzzzBDt+X4+jJ/2XRYClHbzzzjth5ZVXDvvtt19pUUp3RrAtvGRYaaWVUr3iTwv7ko6+Yl578Q033DBlv/LKK+HHP/5xipf+zDnnnOH1118vze40PWPGjHZ3+b322iusssoq7ba99957283PmU6P888/Pydbn53hJ1cq1hk+fHjObvMcNGhQePfdd9vk1UuiIgK86667woQJE8JRRx0VxD3HjRsX/va3v4Wf/exnCQef+tSnwkc/+tHgJS255JIpzw8C+vnPf96KuLPOOiusscYaigLCznXHjBkTPv/5z6cVvu2227bCVfHqq68O3/jGN0RrGrzcyy67LNx9991pvBtvvHFYYoklUvxLX/pSyn/kkUfSkf/222+n+VoYBmVnwjuLC9OnTw+LLLJIePDBB1N9fNybb74Z/vWvf4UFF1xQlWDhaP+Tn/wkpS2KXJYyGuinIgJEMJtttlnYY489wmyzzZZ2wh/96Edh9tlnD9///vcTmi6//PLwxBNPpN3u0UcfTcSpAON80003BatX+rXXXktEKi4g5BdffDF84hOfCEceeaSs9MIRZ0q0/CDIc889tyXWg/9lNDFGR/lzzz0Xdt999zTms88+OxGQMdoZLRiL7YgjjghPP/10mq8u1l577XDggQeGXXbZRTLY4f/73/+Gq666Ks3nyiuvDPvvv39QTz7eVUX1PIVjjjkmPPvss6INFyoiQKvbMWq1wszBBx8cvADxHKxcRNSiFgkLL7xwWH311VORHfCggw4K99xzT0qDlSItP7PMMkt6yfPNN194+OGHw/jx4xOBixePJLvmjjvumF5kS7Oa/t9tt93C+uuvH+zaL730UtCvDovjsYjgwA53ySWXKE4Lbtq0aWHixIkpbQGZF4KNMaY8P7feemvaGW+//fZw3nnnha9//evpJFBmMcOdeKOFQZVMyK6HgOwG4Nj9DjjggEA1IP2///0vzDvvvIFkSVKzM8gXrHABAUtDsqMoxpjUCvloPeecc8Lvf/97VdLL/N73vpfieMgtttgiXHTRRQEhp8wa/pxyyinhH//4R+oB0//QQw+lHfD6669vlZjtknDyn//8pw2/iOAQlMbiCPKLX/xigB/H7XHHHRcITFliHz16dNohzSvXsTu+8MILQDRUqIgAi5jIRFfMa8R4jDEgukacW1/MqWoEaPDHHnusR01D8ciraUedAH/55ZdDFhA6qVZRUd5tKwJSB42rQoCvvvpq2HPPPRO/5lglIYaWfyTCr33ta2GxxRZr5W8c2S1F6X9ROnR03XHHHYlJJxnGGAMG35HOKkEAyOqWX/ziF6HFBBWWWWaZBKc3f7AUWAV9xvgBD+copQU46aSTwtJLL52kZHWEjAdxu2deqBbTlClTgiN7aIvy2zGvTla3kJjHjBkT8MvyGzFUhQAh/+KLLw6/+93vEo5GjBgR9t5774ARp17YfPPNA17uM5/5TKt06EVS4VDfaIQppy9DaNKzzjprkqbfeOONpJY47bTTZKcwatSogFkHL2X04s/gwYPDqaeemnq0aJ5//vkk4c4///wBsRx99NEBb5qJrIgHjczv4x//eOL5pAVqKguXmfM73/mOrBTmnnvuxA8/+eSTKV2ln34FpioESE3BguBlxBgDAQFjbfez43lhdGdFSZfkTI9HOIGRBx54IKluSM1UNOoi7OOPPz4gTpL0V77ylcS4U3f88Ic/DKRgbXszUIcceuihSXVCQEB4JFyClrF72gkRoXEV8SC9zTbbBPOwMLXPvLNj3aK0qBZYYIFgjjHG8NhjjyWdYWjQf1UhwFrj5rbbbksKZ0dbrfvqS/gWGt2mxdiX4+jNvvsFAcYYk0qDKqY7k7/vvvu6U63f1olx5nz32Wefbo0Rn9itinVYqSIC3GijjcK+++4bsqkI8/ynP/0poUGccIK/UU6QYDHYcsstk8UkVXr/xxGOB/rDH/4QrrvuupSrPeU1S8Hhhx+e8v79738nQpWQT0GNwdeHI11+NQOlsaPfuPRDmMLDxRgTv7vpppsmM6T5OX4dx8U2TJLGmcefx5bne8UVV4QivkrrsxzFGFMzcGo939RRL/9URIDsu6S6jkxFFK6Uq/gekiPe8NJLLw0Y9dJ5si4g0GI+kx4BBnz5iGHk+54q8jH6lN8U3LVwn0I4iJ5imIWHSRF/tuiiiyY+Dn922GGHBePDGxpjsU0ev3EqKwYSfuZ/c35pfdqEZZddNhWbL/u6cZhvVuCnwjr+qYgAvXRIc3QutNBCCQ2YaNKbBM39t771rWRus+pZAb7whS8EyMzSr3rC0BY1BGmPz6Hd0o4ovzTYbYp5paavYlmlccIGordLHXLIIcEcER0BiMRvcdEHOkqV6a/YRjoHu3mOe8IFgi7iS35poAUo5hlH0dRXLKvHeEUEaPdjwyStehkQwGHV0Yv47GhnnHFGsIuQ+JQ7dhxpxdXv2FL2l7/8JblCsanaPZdffnnZoXi8glXMp66hRyvCS42q8MMmrb8NNtgg6MccqVA4X5DwjTGbBuGAx0yxTVHCXW211VpHVDrfjK9i/VxZ/8V84zBfuM116vlZEQGWThzRleYNhLRFh1DsZgNhvtWcY9kEeOKJJ4att946UMi2NxDCQ2m+HSyv+tKynKbUzfH2nqWSb4bZVbv2YHUnD/whQ4YkHSR+rbRNe3ydOsstt5xHh6EriRbrUWr5oBPsql2HHfbzgrIJEI/z29/+Nkm+9FV4MEw5hTN+yHz/+c9/hrPPPjv5CUqTbOny8IyU0iwk8tUjROy0004B4unAfvnLXyYlrBcsb/HFF08eNTHGwOlTP9rm41+d0nbKKw3GSTmsT/wpKffTn/50cv0yJlYcfTta6e/0h1/jgW1eGS/y1dOGoll6nXXWCdyr1Mt44g3D6zrGmVJvPnYzzI7aya/nUDYBZmYb78NigYDwQvi3/fffP+FC/g477BDYRWUgPGamqVOnhu233z5kJ1L1vCjEFGMM+EUERsrD2OMF7Qb88LxE/RBQwPSCOHHG+OF2yisNo0ePTq5epFsCByLnE2hMxrPddtsFvBuHXESqP0cxXnDSpEkh40W+euax3nrrSaYPiBCW+Wc8EcCotAhndl+WIJUzTHEfHpW2k1/PoWwCZEIy4RNOOCF4IeKQkm2Y+MAcVyYstdRSAXMOsV4Qu7H8XA9hQrgyprd85JGmf/WrXwWCC8GDBzZY2nqC2V475ZUGjg5MZnY+Aodxkej5ArJrS4tTixT7uv/++9vgRZl65kH4snDk2V3z/KURtpOEMEUf6HSRL/CM6aid8noOZRNgPU+278be7LkjDDQJsCPMNGj+3pdsGoQL7jqu0xkee8PunZZXq7AqBMgDBA/Y0aBIccp8XcZsJs4l3bM7QTsf6zB9FevTh3UlXRfrVyM+YsSIDsF8+ctfbi0jZEiMHTvWo9uBng8/iBcsNso4LOa1F59w7U5BUHbyTfsmYhPPYc0RnwvHbfnHkP8htP0v3yIlJ04+JNXvijhT5Sr9VIUA81iyoyiJjnqEg2ku88SM52898HXyOKXi4/B4CC3DwIMp7yiAT+LsqLyW+UVHURI+iV1/RWtHttiQppWxJeMljRteijCUdxSmTJnSUdGH8m+denV47tWnUlD4yPNTErEhLGnh9qnXJCITF2afdY7w5ttviIZHn78vLDn/CmGbVfcOiw794BPaVFijn6oSIOkwO4oSEhAXKRLDbfzUEPzjCC+cSqWpM7Sh4mD3lC9NqetladdRYN674IILOiquWT5JnARrp+IDyTpi0RGiCCE6Zh9GcLyei06pGS8WT4ZRJFxt2wsZh+2V5bylF1g5LLvwGmHMmgflrPScPuPF9PRTugMiWG2UzTt4WNh9vaNFwyszpqVnrX+qQoB0XGy4y7UoYdlJzzzzzEDHRZVCiuSsmify9ttvB67nk1pUFaRiTqmIjXMpCdtRA4a0nVE7hIYo//jHD44OZYz1eUdVrzfC1BZVkvE89r6jKEcL0rKxP/jggwEOjOPb3/52uPDCC5MDrUWHGKmYMl6oszIMukRtBPj52Mc+lu57kc7SbxGH8tsL88+1SNhlnSPCSov+XyrOR+0+G56c0n7sbsXn+M3OS23k2Q3veerm4AgGR16tQ1UIsNaDbMLvHQwgVMSbibQavXYFo+4I0JHW1aQaoZzurxHm0dUcKiZASlN+avgfRypzHB6JBwkPGEcpBXIeCB9CfJD0mDFj0r0vhA9SsaPbcaVONm9xYPVlnKM5S9DuitGeb55nbwRjdA+M8emP8+lf//rXQLlMGW3u3KQcw8odpdmB1fG84Pv3vsANXz7zJYyYk7aOZ3gpOqHiMQk5P/jBD4BsyFAxAWZ/QNhhLvNEeDx48XIkXwQlXyCouGKDtYOvnXtfYoyBmY2qBcPuBXkR/PCY8XyOme+YAcPVFcx2v/71ryV7JcQY02eipPXcobnzbyRwyHN7AZ5WHFHy97NImAyVmR/H3L///e8JFhwxO5qvBQsv+FrCGBh4QaY6tnfpRgwVE2BGCqJw/QS9XIwxZ6dbrVoTLRGSn12AQyaEczNvyQ7Fo5VUSI/22c9+Nt08xfvGDpJ1cNruvPPOgV5wrbXW0rxXgjEStpgI82LLHZu3cSEgeRxHzYGgwWfS7kiQIsAoB0sd+ZwzeIvDizKmTU+BGoc2gX5QutHCoHyc9XRiWUpjvHfjU/E+E8cVSdiqz/DdJ8juKc2m6t6XGGNAmHl3YQ+1M6ij3A5AZWNHsbva/YQYY+Blo16tQ4wzr+TAatjV2bztzvqlIkF8dnFHqzwEY9fLKhrOrPKNP8aYPl1VhzKdc2kRL3wLsRz6cauWhedI177RwiAXJ/qGVfDtLp6tv0+SioMLVznjpHeLZ84ehh42f5hw7IRymvZZXTttXoh9NogadzyIrxvPDv3w2mChQIyCVYk5VtZVsAM6lrgddVW3u+V2B0dbd+u3qVeSsHM9vtnD4eXFp4eDho4PiFGYe8eh4cYbbyyp3XGSPs6YHKEd1yq/xI5Xfqv6b5F4QG5A7U2FkOAIddy1V17Mw7dJk9zwNkVT6R0KeAAAEABJREFUE3MSYkLs6jhauDb5rJOnM+sB4scLsZyoww/u9fev1y0tU44v8iwnLLbIYuHw6Ye0afLaum+EUQ9vkghy0MTBbcraS+QxUYQ7cl0+iT3gYmbsLCJ8HHNbuxjWAb+LP8ymRvXUcUmnp1BaJs/RS4kt3oghESBVR55cjDFQMVx66aVBoAZw5OXyjp52GIREcoNciMfXIUhtqBvskOKYbRIu5lya9QDDzspA3UHAIHRg2Jnachk+S30vnAmv1GCvrLPwxNNPhEPnOaJNlbknzxmuWeyK8N5Ob4Z3d5nRpqy9hDHhSZkJBw8enDzDWTWM3QLL889tzdsJQ62El6MFIIyw/nD5J+GbBz6yWKY9jYBFSY0j3YhhEIbfN7lc4RGcCZ9++ullzxWSCBGkuW9+85vpA3ISIL1YFlQgGeAYY0CYdhNt5Lnw0eediE3/2toxmNpymZeuLr0ZdYexS3cn6Gvxq5YK8z05JBz27AGJ4BDd9DNfDJtsskl3QKQ6CIl3NGHCoqMDNT4nhWOZdzdv6VS55cf8OSvEOFPwsNiop+g84SPPw9FeLGtpGghxdr/uskHa1FsYZPU5Bqzeeht8OeNFLAhu2mHPhnEHjCunabNuDTGQjuAawu8xaEcxvWL+UCfGmG6fz7sgwMW4dL0GLInjGOsSY0ynB745z6cYz3mN8qyIAPGOzGSkQgILsxTTHC8QkqXbrErTmGp8kWPUrsQC4DiLMSbvEeYryMVrOYLp0fCO8gkyMcb0d0SybpGwQ5mLBdCuFoHlwlzAZpnwIZIFYv6U4XR/hJJiGk5oEhy3cMDq4doO0q75M+uBJ+AbHd/mgDc0X/najB8/XjQFQpsPl1Ki45+6KukxATKlMSFhoiGW8pRHMPMUvoWd97vf/W66ZLKY9rUY3RYlrpcGyf7QjZegHokxY5CZDiOe055ejjZebE5T+FKCS9ciUC3h88wZD2i+McaAd44xpq/88HnFNOnYTQnuCoQT15Gok02KnnmsCM+lRzmdn9rgMXOaSROPmdON8OwxAZJI8Y/84XwrbLciMReREmMsJtPRQkVhxyLsFAsRFFWGna6Y31XcTmQsDPld1e1puZfumNQPQrSIwIoxpjmJCzF+kFaXnVhQlgPp3mlR3AFzWVdPixYxd1Wvnsp7TIAmyUxGTeLzSM4DjtMs8doRfTtcms7mJxKsHdAxTE3hD8BstdVW6Y/agF0afHcir9hGnPBEH+cYVF6LwFRWNB/a2WKcaZqz81IL+SYaoRbTlPpCxgGpV11zKe6AxTFn/WaxTY6Dn1VXxTb1HK+IAOt54s2x9w8MVJUA27sXhnWgmlOlG8vwWEjsgNKOYu5Obl5wTMqrVcDLtQfbNRvt5fckj5BGkNGWtcgnDOKCUwTfy/FDup5DWQRIAPD9h2PEl/v4OWY8ilKOqBDhmwcvwhVm0rxAIJJrFQlQXhEOBhwckiF1A3cnfA7pzzGN6QcT38UBgdCTiZoEjPEHMweK3xyv5EklgoUwVnybj6YQufmzwsj3LYfx6UeafyLcKJcngEOVpJxvIDji8vHB5gsviFo++GDgp7OnD2X9qFGjgGsNJPNa8r2tHdU4UhYBsuGSCN1xwsyGKPBfvgnGAxmrfKqKfC+MPDwiyVVcwE+Bw/SkPjgkzBhjAMuLZlmg7nDvijqIFA+EOBEEOO0FO2JWmbRX3t08lgkqDzwZy4cv+YzbmFk64CKPrwjTzkWlor18Fp8inHwdh4VrnOZLK2C+YMIL/BI4OvN1RJS0EPqo51AWATry8h0nXoiJc57MSOUjl+PKhMxAeyn5Owd2YnAw6PnDbXAgVRvChToIUzrDZG8tqmmU5UBvyMZa/HIul/XkiRiohhADIYnzhPnzYZQW5/WcYcc4UyiR5kKPwMQRrTg47tOhnopxplku48biUxdMeKFPtbtZuPJLA12qsTkhSsvqLV0WAdbb5Jrj7f8YaBJg/39HDT3CHhPg6NGj2yAG75MFkTYFnSQcT4rzRzjilQSmOgJPJTBK2+LlSmFyVyut11WaV08pzrpq01k5waWz8nopK5sASWoY5eyAaqKktmybpVhm23VbAJ6GdcNLxN8RLqgUEAphgXVB+9KA/8O8k66Z57gs6Ze1RXt+h2CTIinA8WfspFyuSmFVksa3FmFyGM3w3O4gznHWH7GmJiHZcpDwuaXxut+Gc656LuUs4kxehoffK+ItxphujDVfdTJseMEDE8y0b4RQNgHmSUMYQpDmmOnrLXFqCX9YEFHw7ePXB3F0dHmno3JBjOoLLAQIS1xQjtHHpHuZHB7kc0zw5DcHNqEEM56dWwkiLDPqVCuAyQEVPFIp+7Q4tQiishuOGjUqEIA4EiAmkjPbrrEhSvUFODNPuJAGg10ZoRbxhoiVjxgxIpC6M+yMF4QJZ+rUeyibAGOcKcHR3yEECKCXs9KpYujy6AAZ0imEOZlyNeKAqY2dUBtHtqeQd0RxgS7Pt7ZePiKj84oxtvlyLsO2S9kt7VRejKMOjGoEOznCoIYBj9RJ+etCIotJX3YkeGDLNkc6SyoVqqLsnKutkOevnbRjlB2d+a6IN/3GGNOXc0XY8EJfGGMMThUw6j2UTYC1mrDdolaw+xvcPffcs78Nqc/GU1UCtIp7MhO7IQtHOW2LbkrltKtGXfwdnrMnsNozV3YGB27KFe46g9ffyqpCgASBGGOaG4sHMxplKZ4FAhVIc7XCGzlKHFHyCRj5SOLv5siTL/zmN78JPg3FL/KUwV/JX3311QMTn3hvhxhj+kOF5pPHkx1P81g4pvIHJD1zvaJYnjFjRshz1raIG0pvaXUIZryKHMNw4/uaDLcRn1UhQLwXngiC8H52J1YCJqZsLpLGL7GHYuYZ09lF8VeYeW3VRcw8iKVvueWW9HfmYowB4frDgGy/fOwIIer0dmDV+OpXv5r8APFvrBjcszieGou0RcMeTMDglsZRF0+LV1YHLoq4Yc60oPhWIjyLGE9pYVqE2jRqqAoBQg5TmmcOhJKi46k0oiEV82lTRsJ1E8OOO+6Y/gAMNYU6djhw2EkRo3JmKULJ0KFDA/VLVvuo15sBYejfeGKModTxVNo8EBMCtTg5FhDGzM1Y4cL8wZFmwqQ1oHaKceZJIt/32OZuJ5Xuj6HSMVWNAK10ahMDoiLgMkS65cwpT9quR5VCNWHFy3d8XXTRRYF0Scq0M8gX8JQ8TnwyyiHBjiDfUU3iFu/tQMLHDnCM4JSgfzZtQVxoz1GXCsb8ERtcFHEDR4gNDu2A6nI7c5Rn3IDbiKFqBNiIyGnOqfYYqAkBWt29fWzkPnvyrUUlaKanq6R9T9rSH9ID0jP2pH1/alMWAXIAxZMwxTkeWUKYxJjbMoPt+KAUNsnSMnmsBJ4CCwklMt6naHJzlI8cOTJQ+DqKimkMPH9DahBWBYSHL8x9dvSthf7KCcbm2w13upDMi+Y2cHx26imUlskj6ZqTOHOaJ6kZfhyzTJV4WkIXXpBwVpou4o+1BO8IjkAY8h7E6zmURYBeCrNX9tS1+jHWBAs7nrvsMiKZr3IZxhySWERIh76mk6Z6aM/kxrzlpXM+JdwU05h//CCJOsOgpvHymOGqtQMaG/89QgSTGLNZNomZB92ceZDKi2XGxAPaomT5kFZOIkZE5pVNlXhBcwTfHErTGX8WGEU93hk8PPaA3AFjjOmrNbuNXQkyskmMVDdx4sSAGL006pVclm2bEEe3RdjQlj6QegLxlJrcqCLsAPRpCK6YtjNpWzTr6ZOQUq0dEHxmL2MjcFhsJGDmtuI8EEKxzLwsKre62tmlHZkk4vZMbnYy+CCc2BmL6Yw/5kbHbdYJ6lO9AbcDQma/Cc2BNAQGyjqCS2dMOUy1gI+JMSblrGs58spkssrx0rYdpSmxS8vAYR0oze/NNDd7x2iMM+dpB7Iz5TEU4zmvsycLkWO8tE65cErb11u6IgJ0bBAiHH+OXpYLVgIMOIY7I4Oyuas/1aAuBXTWD9KBubJDvoDHxD+Ju9f6pz/9aSAUOfozr6WsVsHxee211yY/PbpMx2CMMeDvslIcURmP49s44CGbH40xm+KwIfk4pdPM89Imxth69w0rCKuKfEKXj5vEGylURIAkVURTipAYY8Dz5Hy2TojOaT5upEtmK7ZSPnaY+Wxik++uwqOPnvl3y3K7cePGJQJA7MxydkY7MOLIdWr19EGVBVaET3DQd/ZXVGY8CEycxE5YIpgV/1QDXhVxqVNqfgQTv0vRTmOQ+Uj4w4tq00ihIgLsCBEkVcx7LveVW457EioY3UnHCJHzAkmPOsJuIh8xsiurL2SYXpCXzPYqrm5xt1W3t0KMsU1XdmnjcSIooDbJkmw2P5KkWT2os9RntlMnL+QYP4A5efLkkE2RPtMkMYPbSKFqBOiDah9ZxxiTI6UjJsaZcQ6aCCsjzrGSvwfxmSPTlTKr3MoXZ9riRSIeY0zOqHYOhMh4z6cO0YrX8l4Y/ZcGErs8Uiu9Hr5VHPEVx0OtYrE4sqlQiuxFNrGRgIvmR3DApP+ka2WKxMLY/RCxfhspVI0AGwkp/XwuDTW8HhEg3qtc6bYSrGVXryIMDH92YsX049GK5dWK96ZUaidtb9xFJ1a6T+5s7dWrx7weEaCJ4t3WWWedJBQ4JkhyvofI98LgVyij3ZeiPgJx04H7XfAzPmLC86mHB3REOXa1d1WbNIsCJ02K7wxbGUnzxBNPBDYFFgbK3pSo8g8+k4KdVcRCoDi3AM2ZlYaQQEVkTLpWHzviS8Hi/TnYCyxKnq/2cJbx4i8RUMs4pnMZ2PLAzYH5MVuicl49P3tMgFblrrvuGki4+Y4UwgU7rXthvCTM9t13353wM2nSpJDvd8FDucWKI6oXRmJm+iIxan/yySenW/SpYbwgPFGGrYwlIl8NkoDX8Mc88J54MPwcfWCe8867bBzoA43NIjEMvC2Vias45Ft0+MIYZ957Ax7fwIyzIl4Qp7nmMv6QmScGuxFDjwgwxpj+iCBiYS6jboCcfIeLeJGZls5liM/xCdHspSTkGGcKGbmO+l4kosSk2/2KZV62BVBUf2hTi0BSJbEz8VEP6SPP+b1wW7j9zgVkBYtCRBn/RQJUXiR2ymy6hBd1SnHGF9ACbK+MvhXsRgw9IsB6QYQdi6G/nPHa0RyD3Wmz0cbzpGoTJhyZnn31YxFne3tfjaGn/XabACmM6aV62lFvt7NzUVgbdzl90+E59jtqc/pZc4crr4kpLLTwy6naSqsdnJ599UNBjmfuq/4r6bfbBGgn4RaFr6Ghdyzq2OrD5/WnYIz++A7hwBjLCXR3hAUwBPPK7cVXX+XmsMB8t+es1uf2OwxPbIk6vRX4JBqjewZZW1oHU0eRbhOgOZE2vVQ2ThLhPffcE6w+u0x/CsYoGHNPAtVLbm/hMRN60RagecLD/639crj26q1bwW+97bRARaK8t4KrQIyTr00o2cgAAANiSURBVGDrQOosUhYBmhud27Bhw5JlglUCAlgk+lMwzkoDYYE50XFMhWKeHAvyPKlZTjj+grD5594Ll106E43nXzg85PLeeMJ/pfPs6/YzMVfGKHiBUCt4IVZ8GU3rqioVCBWR3YxKpbPBn37qO4kQhwyZEdxj01ndZllbDJRFgHY/LkWIry2YxkrZ/ewuQ4efEV59fWJ48OFx3QrLjjww+BShsbBR29mURYB4H+7ntR1S30PHA45cdnpYZcVzwzJLjSsrMA9Om9b9v8De97Pt2xGURYB9O9Te6/3Z564MCy6weaHD8qLDhq0fwCiv1cCs3STAkveOcCohvgwODLByuvlsHwNNAizgBcEgnEJWRVGwwKwISIM3bhLg+y8YoSCY95NVe4AJdtUANhigJgG2vFAEglBaojX5D7Y+agK8zoEOeAJEGAik1u9RH/qqdT/1Bn9AEyCCQBi99dL0pc/e6q8a/dQaxoAlQISAIGqN4FL4+tR3af5ATVedAE899ZSw37Zb9Xt8IoS+GmRf9t1Xc+6o36oT4Nixu4VX7rs7PDwypnDOckOD26A6GkAzf2BjoOoECJ2n3vtouHWW+UTD2u+8HDY6bmwiRkS550KzBdeapcLmz4DHQE0IsDtYfe3Gq7pTrU2dF04a1ybdTNQ/BmpCgGNXXKJl53sxYefWWYaE6/Y6JSz1wHspnPjMW8GHRjPuvSOVN38GNgaqToCEkHmXXyURG6Lb7v6XwtixY8vHcrPFgMBA1QlwbIsQctR5Fw8I5DUnWTkGqk6AlQ+pCWEgYaBJgAPpbffDuTYJsB++lIE0pCYBDqS33Q/n2iTA/vdSBtSImgQ4oF53/5vsgCXAKffv2mdvoy/77rNJd9DxgCXAFZY7LfQFIehT3x28jwGXPWAJ0JtGCAhCvDeCvvTZG33VSx99RoBvPfZQ4FxQTtCm2ohFEAij2nBL4elDX6X5Az3dZwS48DHnhuF7jCsraFOLF4YwEEgtYIMJtj7Em6EtBtoQYNuigZVCIAil2rMGE+xqw20UeE0CLLxJhIJgClkVRcECsyIgDd64SYAlLxjBIJyS7LKTYIBVdsMB1qBJgO28cISDgNop6laWtmB0q/IAr9QkwA4IAAFdc/2QcO0Nw8sK2mjbAdhmdgkG/h8AAP//Cx8vgQAAAAZJREFUAwAmgahJuhIl7gAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="testCasesThamarcusPowell"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="7"><item><ref mediaID="testCasesThamarcusPowell_Stage_cst_clickGreenFlag"></ref></item></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts><script x="127.76422764227641" y="116.8780487804878"><block s="receiveCondition"><block s="reportMouseDown"></block></block></script><script x="267" y="79.56666666666669"><block s="clear"></block></script></scripts><sprites select="4"><sprite name="Sprite" idx="1" x="-210.1621621621623" y="62.48648648648651" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="17"><costumes><list struct="atomic" id="18"></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="32"><block s="receiveGo"></block><block s="bubble"><l>Sprite 2 should draw a single square. Run the Code to check the Test Case. If it runs correctly, then create a comment: "This code is correct." If it doesn’t, correct the code and create a comment: “This code has been corrected.”</l></block></script></scripts></sprite><sprite name="Sprite(3)" idx="2" x="-35.1621621621623" y="61.48648648648651" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,155.54999999999998,6.222000000000006,1" pen="tip" id="26"><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="bubble"><l>Sprite 4 should draw a single octagon. Run the Code to check the Test Case. If it runs correctly, then create a comment: "This code is correct." If it doesn’t, correct the code and create a comment: “This code has been corrected.”</l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="3" x="-149" y="-120" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="219.29999999999998,39.47399999999998,0,1" pen="tip" id="35"><costumes><list struct="atomic" id="36"></list></costumes><sounds><list struct="atomic" id="37"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>-149</l><l>-120</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>40</l></block><block s="turn"><l>90</l></block></script></block></script><comment x="193" y="98" w="90" collapsed="false">This code has been corrected.</comment></scripts></sprite><sprite name="Sprite(4)" idx="4" x="14" y="-82" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="179.928,183.6,0,1" pen="tip" id="56"><costumes><list struct="atomic" id="57"></list></costumes><sounds><list struct="atomic" id="58"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="doWait"><l>.5</l></block><block s="gotoXY"><l>14</l><l>-82</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>40</l></block><block s="turn"><l>45</l></block></script></block></script><comment x="166" y="26" w="90" collapsed="false">This code is correct.</comment></scripts></sprite><watcher scope="Sprite(2)" s="xPosition" style="normal" x="7.7083333333332575" y="7.708333333333336" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="7.7083333333332575" y="23.89583487499999" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="xPosition" style="normal" x="7.7083333333332575" y="40.08333641666667" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="yPosition" style="normal" x="7.7083333333332575" y="56.2708379583333" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="testCasesThamarcusPowell" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="clickGreenFlag" center-x="191" center-y="133" image="data:image/png;base64,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" mediaID="testCasesThamarcusPowell_Stage_cst_clickGreenFlag"/></media></snapdata>