<snapdata remixID="14716867"><project name="testCasesStarterForAssignment_JamesChancey" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQAElEQVR4AezdRYwmRRsH8JrFfXGHxd3dFw0HPARNSIBwgANcNhwJJCQQ5AJHLiR4cAkhBNng7u7usrjDt7/K1Hy1Pd3vyO7M9EwX2Zqyp6Sf+vf/eaq632baf+W/ooEJ1MC0UP4rGphADRQATqDyy9AhFAAWFEyoBgoAJ1T9ZfACwIKBCdVAdwE4oWovgycNFAAmTZR4QjRQADghai+DJg0UACZNlHhCNFAAOCFqL4MmDRQAJk2UeEI0UAA4IWqf0EFbNXgBYKuWo3uTKQDs3pq36ooLAFu1HN2bTAFg99a8VVdcANiq5ejeZAoAu7fmrbricQVgq668TKYVGigAbMUydHcSBYDdXftWXHkBYCuWobuTKADs7tq34soLAFuxDN2dRAHguKx9GaRJAwWATZop5eOigQLAcVFzGaRJAwWATZop5eOigQLAcVFzGaRJAwWATZop5eOigQLAcVFzdwcZ6soLAIfSUKkfUw0UAI6pekvnQ2mgAHAoDZX6MdVAAeCYqrd0PpQGCgCH0lCpH1MNFACOqXpL50NpYOoCcKgrL/Wt0EABYCuWobuTKADs7tq34soLAFuxDN2dRAFgd9e+FVdeANiKZejuJAoAp97aT6orKgCcVMs19SZbADj11nRSXVEB4KRarqk32QLAqbemk+qKCgAn1XJNvckWAE69NZ1UV7RAATiprrxMthUaKABsxTJ0dxIFgN1d+1ZceQFgK5ahu5MoAOzu2rfiygsAW7EM4zeJDz/8MDz55JPhzTffDG+88UZ4//33Y0jpF198MTz//PPjNqECwAWi6nZ38uqrrwbhiSeeCIsvvnjYZZddwiabbBI23XTTsN5668WQ0ttss02YMWNGIAuUgDqWV1cAOJbaneC+sRs2W2211cIWW2wRdt1117DqqqsOOavll18+ygLlmmuuGRnz448/HrLdaAQKAEehtS+++CI88MAD84TXX399FD2NTZOff/45PPvss7Hz7bbbLqy44ooxPZo/Sy+9dGTMadOmhVdeeSV8++23o+mmsU0BYKNq/l/BDN1///3hvvvui6ADtv322y/kgTRQkhHIKBvvgKkw3w477BASe/H53nvvvejrqZdW9vLLLw97evracsstg/Zff/31sNsNJVgA2ENDDz30UATcv//+G/bff/9wwAEHRNDtu+++g1ptttlmsY6MQAAQb7nlFslxCUD/+eefh7///jvYTPD7+HvC+uuvH329tddeO0grW2+u//f0008HQMSYmHOoiW677bbhxx9/DMYZSnY49QWANVqiXGy20UYbRVABV41YzyJtAPGoo46KzPn444/3lJ/fSmD76KOPAv+N2bWZEPfql3ndaaedwlZbbRUw5ltvvRX9vaGAuMEGGwQ3JT316n84dQWAFS0xtXPmzInAW3311Su1g7NffvllePTRR8Pbb78dTRzm4fgDBFNnJ7nOOusExx+33nrr4A7ms+SXX34JmHrRRRcNTOR3330XWdsNxMxyH4Y7xPbbbx/9PcB66qmnejZjkn///ffgunsKDlFZAJgp6JFHHgmbb755wF5Z8aDkn3/+GV566aV4tGER9thjj4AtmbTEPHadTJ2d5MYbbxyOO+64AIhXXXVVZMRBnY6iANCvvfbasNxyywU3jS6Y1uSbSgOKGwS7vfbaa/EmIdcruBZ6cDP2YkPXa1z66NVfr7oCwH7tXHPNNWHPPfcMvViPovlMzz33XNh6663j0ca6667b30N99Omnn0aGxIjMI7DOnj07nHfeeZGp6lv1LnWjAPInn3wSjj/++AD0TCmwVVsys8Z0EwCVPGZ0DVXZPE+O3/vuu+/23Pkalw+Ztx1JugBwrrYsJmXPTTb+sxCcfAp3ntYkmEBKPvl9AJAYESuef/750edyKHzppZeG6667Ltx1113RlFaPOTCQQ2EmFSPdeOONwTGQ8zzzsCMF7sRywMANaJrfyiuvHM0scwuIdsxNssqBm1mvzktdCiuttFLgiqT8SOLOAxBIbBYc1jYpzvkXsFiMJhlAsaDAAKQc9d122y0eheRt+EwAwnw50jj44IOj2bcJsIm45JJLwuWXXx5uvvnmcM4554SLLroo/Pfff0GdOcyY+5TCgmOoJZZYIu5sgRvIsZwNhXkCLRNtXvn4eZqJlicnbgpMMrZ1c9XJsALffPNNXdWQZZ0GIGcbm/QyuzYS6uvMW9LuBx98ELCjBa3beVo4PqOFXmGFFaLJBJq99947vPDCC/HYxGZF+wsuuCC6AYsttlg466yzwtlnnx37dnwCWP/880+YOXNm2H333SNjPvPMM4GZT3NJMXY0FwzpxmgCohuBnE1Hk4w+jd1rQ+MaBbIjCZ0GoLOvI488slFfzNMqq6zS80nCY489FpZZZpmA9eo6wnhYkc9oofOnEl999VX49ddf4+YknS3yDzEnkGn38MMPh1NOOSWeQ6ozlnEuvvji2HbHHXcMdsCA6IZSlwcAA2zzqANqkt15550Dt6EXCDGvGy21yWPXxvznZcNJT14ADufqeshQJDPZJKJ+4YUXDkxdnQyfyIYEE+WgSrLqMR72tDipXAwMFgurnHbaaXFHrRxbARhTa1wsKAYswFhjjTUCc3fbbbdF9sNy2vHrABGY9a2sGszBjt241bqUNx+bkyYmcy12vUm+Gi+55JLVoiHz04aUmKIC2KDpuMWC//bbb4HZq7t8YPjss88aWQ9zWiiLDkB5H/oGbL5aXo7pgJkvCPyAwkzvtddewVjqbRws8u233x70Ue3bDcVf8wQm7zul1U+fPj2+ipXKqnFyC6rlKY+dgTTl89gTkjw/nHRnAfjTTz816gc4LXaTAF+oCqAki/k8CrPYqSzF2kkzi+IUMJ2NRso7rrGrTAADyh9++CFWn3HGGfHMzwE0kAN0rMj+2FQBsBslK45JN9Wyyy4bzW0sqPlj7trXVMUi842Jyh/zrRuzIjZPtpMAfPDBB+OZ3zya6M8wg0xNf3ZQ5KlDE/iAASiwULUhVvT4qtq3A2LPVzFbaoN9ySVTiBEPOeSQcOWVVw4cdwDkjBkz4gbGDZPaptgc+ZApn8f6xqCezuTlKc2lYK7T+Kk8xYDmBkn5FGPsJhcgyVTjTgLQTpLfVFWG/Pfffz/o6ES5AGAYhNMvXw3AhD2q5dpZzKrJV77IIotEPzOBCFABwGLaGevrjz/+CO+880644YYbZGNIDG0+WAfzxorsj82HjVZWNJDkS86ZMyeY10BhlrCpSuNnxTGpLbcgZip/6K9S1DPbSQA2+SoWHyCaNOYsrmo+k6yF5h+lfB47yvEGcl4mnfdn84F9ASmNkcyyTckVV1wR32ZOZR7x6UPQt7lLV4ONSzL91TqbDmeS1fKUbwKneiwont/QSQByxOsUhxHS4lfrOd5YqVoub/Gd79UxI5NkocnlgVnN+/P81qF4fgOYJ1PnSQmAOjKaNWtW7AZLxkT/H/M2x/7sQMTcuuGawORoxRgDDbKEPpvMtCOkTHTUyU4CsK+vr1ZhSy21VG25wr6+vmgqpavBhsBiVcuZRpudOrYAiGq5c7gcrEydMs+NL7zwwnDSSSdF39XjPGY5Hw8g//rrr7xoIM2cuhEGCrKEeXvKkRUNJPXpphwoyBJ8yCw7kLSBGsgMI9FJADbphWNfV4fhHEg31TUB19snyVfL2zJ7db7iQgstlIvFdB1wTjjhhHgIHQWyPxtuuGF8apIVDSQBfiBTSTQBl5hX8cXVgJ3dYHk5U1+3ActlqukCwH6N2DFWNwn9VYGimx7F2bFikSSbx8lfy8ukAa3KfsoBSJwHpj3PSzuWccYonQeMlefzNHPv4DwvS2mgcf0pn8cOt/N8SvM7+awpLyZbd13qmkInAVgHDKZmpMqj1Cb2wJprrbUWkUHBQg0qnFtgszE3mudfE7v29dW7EW6WeTroz/BP68CsGnAdEUlXA+DWgbNunNx/rfbTlO8kAOuUkZ/DVesdLFfL5C0CJ166Gjj+daypjRdIq/JeiqiWyTf5WgBjx0wmD3xIjwDzspRu2myorwO/cjelm1M6DzYnVeZ3zbnMcNIFgMPQEvaoE+PL1YGMbNPTAmzCfJHJA3+xuqDqvXJlsaXzYCPiDZu8TNpcm0Brrk0g7AWe6obHOFVQ2oF74ULdSMKIADiSjtss29dXb77q5syU2o3W1TUdZpOtM/PKmwJGq6tTXseOwJQOr6vtmtjcdTjQrsrLN23A1NWF6rUbE1vWyfYq6yQAgaPOga5TlDu9SbHAUddGmbeIxdXQ1Bc5Y4nzwPw3tXHIXGdusWDeR54GlDyf0r2OT+rY3NOk1NZNWieT6nvFnQSgQ1+vsOeKsZh1PlWvxQSOvI88XWe28vo8jeEwWt3mxHFH0xGKDQrHvzrvpo2RMfUnHm5wo3rmnMvzY/M5udnq3Ie8TVO6kwCkDG+EiFOgQI/MUj7Fzv+aTF2SGUmcL1xq55V/R0DVOakHJr+mqzsPxIx+illXp+1IQtMzXM+33Rx5X877bHaUYWDHQtKjCZ0FoAX3OCxXWp3zztfxyn0ul9J18qmuySRVWQ77eVqiXd2hLwA6Jkky5ASbGT6dtHM8vy+RFrCiuC5Ux08yTSbY9SeZFCfmN2av39Ik+V5xZwHoGaldbC/lpLomv4kvmWSqcdOxBnOWMyr284xX+yo4sIsbRR0QentGWsCkGFBanTgxoUeD8nWhzs8k13QzJbCREYzhbJDf55UtelQ+2tBZAFLYzJkzgxcApIUmUzd9+nTVg0Kvo4s6c6oD5iw9e/VjIXnlArOWP61wBJNAhu0wDjmheqjstSxlZOqYVBu+W9O5paczZPLA/zOHvIy/x7/t6+uLP8bP60aT7jQAmQ9KTsyCSSxSVZHMZLVM3qOznM2UpYChUroaA6c+7aITw5Gx4UlMZB7mozyFHIR145LHSn5pl9rkMZej7gzSWHWsSS9849SHnwXYrPkJJiZP5fMTdxqAFHfYYYfFT2wAhDwFVw9+veeXMyU5wYI3vZYEgBaWXDVo41ds+q3WYWHjM3VV/8uP0bGu33w0Hfoy48ccc0z8OhYzmfff5BZwA7wxk8uae25+HZQDnpukDsR525GkOw9AyvIbCosAhBYZQJTnAWvl+ZRuMndeFgCkJJfHNhRNvhNQOyxuOi7hf3mawQzmfaZ02vww58r4uVUgKs9D3bXZ6XqTxxGPH8kbj69KP3nb+U0XAPZrEAgtFDNl8Sxcf1WM+E51gFKuXRSq/EnmNBUDuJdLvSqfs0uqF2Me7QT5ajCWX89hWODI67XFgKmM+XQt8nfccUcAfDLyKeiv6ufRgfcQxW4GRz1uqNRmQcYFgJk2mUS7RK/XYwWLk6rd+UxQyqfYJiJf9FQuxmIJtBbT9118TIhpxWTKyOXB89199tmn8SOQnkAAFgZ1PAQoqb2jGayV8ikmz18FXNfkx/Riv/lg6smJBXXY74gjv4vXPwAABHBJREFUjgjmzyVYkCbXWHkoAMy1MTcNhBbMYtpR5s6+hch3qXPF4z87VQsaM9kfoMV6gMd38yJpqtYGy+WM5KeQybcDUDvOvB5gbZxSHw6A+XWOa2wYms7/AAuQtPNrOUB0jXa+Ke0s0SYHM7MGrl8a0LUbq1AAWKNZi+xnkJjKWx533313lAKauicjFg5Yo1D/H2DxBQPsqJ7Z7a8aiCx62rGStwEyRhIAQmwEhEAEbHk9OQzMPAK5fDVo6zC72s4No0xIbfzklA+KtfXpaCfVjVVcANhDs45IDj300GAxzj333PiVeEDgT/ltMXbTXBpb+JKVzYzPqNmcMGO++cL3wlBkq8EiX3311fErDBa/Wo/lsBFQYK1qvTzw+sqWr2NxH4TE3Ey67wKSSwEopRO7uSY/+WRy3RSAr348QgHgMLRsoWbNmhUwid9ynH766cHm49577w3AB6hecODf2YX61iBznbr2w3P+WsqnGHAw5IEHHhgwUirPYxsNLIVFfcEqr5PmA5oL8JIDWEGdr6eKPc8FYi9gOPz2jUHnhYB3/fXXx68kHHvsscH3ZRyzaDNeoQBwmJq2uJiQuDO8lOfcM9nKsZnHdnVsx7fkP2IfDAUQzDnw8hWZX+X6SQGLeWqCkTATJuMSJLACp8NsrkJqk2L+I/bl42FGffgtMTN+8sknB2PbSXMNsGdqN95xAeAINc4MYgrNvA5lA+CcTF7gk2GR5NspE8gp92EhjAUQWEudII01sRyQAiuzno5RyAB92uX6TC9GA0x1eeCPMqeYO5UDbSoHdAA1B9eTZCYiLgAcpdYtnNfiPUnxRSlfwL/pppuiKfV4z8EtEz179uz4vz6w2MB04oknxiMWMtWhAcxbKTY9wMrsVmXkAVQds8+MA7sYIM0DK2JjGxgm17z4kMwuBmSi64Cr7/EO7QXgeGtiPsZjAj0lYMowi+eqwHnQQQcFJtlLAgCVhnAUgt3sOoGJKWXWMRNZj9L4msDjQJyMtvw9TKo9gAEsE87HtNFJX08AQOBX5jzz6KOPDl688D1B5l5fbQkFgAtwJQACuwhAw5wCgI3GZZddFu688874ZXzA8riPHwZ4zCkTrJ3YlPTFP8OaPqJ+zz33xP/XiDp9iwWgZa790g7rAizgacdVAFBybQ0FgGO0Mky0z95y/IHhzDPPDI50AAzwAAzzMc2HH354nIUH/hjOmR5QYTwvQZx66qkBuzK5mNQu1seKsJwfE2E8/XmhwFgOs9vGdPECa/4UANYoZSyLAAQ4mVhftjcW0HkEiMGAE9AwJ7/NeaIdM/8Oc/L97GJ92peJJ4spbX70NdlCAeAErxj/0fFOCglIdsQJXOqAFdAw3QRPeYEOXwC4QNVZOhupBgoAR6qxsZfv1AgFgJ1a7vZdbAFg+9akUzMqAOzUcrfvYgsA27cmnZpRAWCnlrt9F1sA2L416dSM5gFgp668XGwrNFAA2Ipl6O4kCgC7u/atuPICwFYsQ3cnUQDY3bVvxZX/DwAA///qtND/AAAABklEQVQDADiE5RayHLqEAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="testCasesStarterForAssignment_JamesChancey"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" 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 struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="93.62327703137043" y="-26.466190385412744" heading="21" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="61.910569105691025" y="67.22764227642278"><block s="receiveGo"><comment w="89.99999999999999" collapsed="false">Create a test case. It could be a geometric drawing but you have the chance to use creatviity here, so it can be any program.&#xD;Your test case should run but have problems for others to correct.   </comment></block><block s="doWait"><l>.5</l></block><block s="down"></block><block s="doForever"><script><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="doWait"><l>.5</l></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>1</l></block><block s="turnLeft"><l>1</l></block></script></block></script></block></script><comment x="416" y="110" w="90" collapsed="false">Let it run for a while. It makes a big circle after a while though it takes it a long time.</comment></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="testCasesStarterForAssignment_JamesChancey" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"></media></snapdata>