<snapdata remixID="10944072"><project name="Debugging assessment Part 2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADO9JREFUeF7tnWlQFOkZx/9zccg1gHIs4q7cIqir6yrBAzkUdXVF2a2om2yl9mO+5GM+pZJ8SaVqk1TyIalUaiuWtbrZCC4eYV0E8QIVD1h05RBlBUYY7puBuVJvs4OOM+DadE/39Dz9hSpm3ud5+vf+5u3pd7rfVtntdjtE2r4wl+Kw7tBc9KHHnTA2tEClVrnNWOVXiy07i7BGlyFSReKHPXWiAx8cXbFgIvaetPRQZL6tF78gmWdQiSngGcvXeF+7ew7B9OgEuq7XI3HPFrdY/jNyCruC8hGuDZc5Nvfl1V7tR3iEH1ZlhL5CwE4UH4mHyv3n0Cv3nW/Rogp40XIZBdocp9raL95E1NoUBEVFOP3fMPMMt6bqcDDsAN99kbSdxWLHmVNdOHQ4fsE67t4chEanwroN3vkhExqyqAJWWKqxU7vDqWa7zY7WM9VILcp1+v+xoeP4WdhRaNQaoffRI/Hu1Q2it2cahftj583H9r30iy4UH11YUo8ULJMkogpYZinHAe0el13tvvsQWn8/LMtI4l67PXUH07ZpbAnKlgkWfmU8aRvHw8ZRpGWEIikl2CXIN+e7sXa9HjFvBPJLoMBWogp40lyCI7pit9haTlch9WAe2DnQseHj+EX4x4rBe/sGGw1N2LJjGcL0Om6/RkfMuFLZi32H4hSzn0LsiKgCPrA1wWjrgwUWTGAS69SZSFC/OdshXUYMtXWgcX0vVgekI8FvpRD7I5sYVqsd1RVGqNUq5BRE4cx/Ddhb9Ab8/NWyqVEOhYgq4Is7aLJP446tHs9sPdCrwjCGcXTXNCJ8bQKO6g/LgYUoNQwOzOB6dR/CI/2wdccyUXJ4c1CPCegOUp99AMEIQqAqwJsZUu2LICCpgIuom5oqhAAJqJCO9NbdIAG9tecUUjcJqJCO9NbdIAG9tecUUjcJKGJHtpVfh3/IknkzDD0xYM3H+0SsQP6hSUAR+2i43YCxLiPit653yWIaHoPhxrdI3O3+yiARy5JVaBJQ5O5oPXMZiYXZ0PjP/iTn2FrLqpG0dyvUOq3IFcg7PAkocv/MjE+i48pdTjbHNvioA5P9Q1ietVbk7PIPTwJ6oI++r7qFpasTERyzlMvWfLoKaQfzPJBZ/ilIQA/0Ebvip7XsElKL8tBV24AlURGISFr4sn0PlCWLFCSgh7rBWN8Mm82GsU4jUg44X6TroRJkmUbxAs7AjG5bD95US38VcuOxs9yV4P5hrherytIODxSlWAH77YO4Yq3hEJrsJmRpNiJB/ZYHkFKK1yGgOAGbbY/QZGuBH/ywU5sLHWanOY6bv0ShNg9RqtkTAdrkQUAxArLRbtg+gqWqSGRrNrnQtcGGz8yf47D2EIJVQfKgT1VAEQKye0/e1WxAknrhy/qn7TO4aq2Brk+LnNjn83LkgXQEFCPgfDc/vYzWZDJh7/ViVOafgwp0Z7h06s1mVoSAJZazKNTkOR1aLaZp2MwWF75/rPkbfrP5UzRYq7E2co3U/H0+vyIErLPeRbAqGOnq1LkObfisDAHhIdAFOt9v8qeM0/iH/hgSPo/Gzz/6GF19Bjw+1oxLv6/weRmkAKAIAXtsRjTYHnBnuY7NMjWN9sqbSN633Ymr6noYsPb5BQA5Nzaheme5FOwpp1IOwewMl52IfKT70KlTOy7fgT5xOULjY7j/t7a2IjU2a+49JJ/0nwFFjIAMI/seWKzd70LUsQIDe+F3TX/Ab5d/yr2H5JNePsWchLAdKbdcxB5tgQvVvu/aYJmaQew76ci9uBfVm2+SfPJwTzlnwWxPzlkuwAwLMtRpSFYnOk2xtHx1CSnv50DdHomcx1n0nY8EFIcAW4Om3nof39s7EI4wbj0aO+zIHEjE2b+cwNncuySfOOh5R1XMd8D5CIzYR1FrrYNfhwZ5CXQZFG9TRGqoeAFF4kZhBSJAAgoEksLwI0AC8uNGrQQiQAIKBJLC8CNAAvLjRq0EIkACCgSSwvAjQALy40atBCJAAgoEksLwI0AC8uNGrQQiQAIKBJLC8CNAAvLjRq0EIkACCgSSwvAjQALy40atBCJAAgoEksLwI0AC8uNGrQQiQAIKBJLC8CNAAvLjRq0EIkACCgSSwvAjQALy40atBCJAAgoEksLwI0AC8uNGrQQiQAIKBJLC8CNAAvLjRq0EIkACCgSSwvAjQALy40atBCJAAgoEksLwI0AC8uNGrQQiQAIKBJLC8CNAAvLjRq0EIkACCgSSwvAjsGgB+5vb0df4CMGx7h+BNd7dj6g1yYhMW/ghMvzKp1beTmDRAsIONJdVIa3I/QOYuTWa2Wv0TBhvd0WU+hcvIIDexlbYLFbErF/lVGTPvSaotRpErUkRpXgK6v0EBBGQYWAjXUpRLlSq2aGOe0r4V5eQ6uOPprfOmGGdnlnQFI2/HzR+Ou+3icceCCbghHEAvffbsDJ/9kmV7CExUZnJCIqO5FHW6zfp6TYhJtb5qUivH0X4Fv1N7Wg5XYmY9elug/fce4i0g/mIXOWb35EFE5DRbSu/hhVbN7DxDx3X7iFpj2eeSGmasuL4v9qhj/BHWnoI1qzXC2/SIiK2lF3intik1mi4KI5R0W6zc8yS39vmEt1XRkVBBWRgH1+oYcdfJO7e4rHDypkSA/ILoxEUrEXdjQE8fTKBbblRiJbJiDg1OILu298hYddPONEcoyL73hy7IR2qH8R0WOhLo6KgAjKAXTUNHMfl2esWMWb8+KaGzkk0PRhF/u7Zx3GxzWazo+J/PTCbbdj1Xiz8/NQ/PqBI72QfzLhNmQgID+UyNJdWQhcUiMTCbKeMNqsVj85eQWpRrkiVyCus4AJ6evdOnehA8ZEV+OHcxyn9yLAZVV/3YGlUALblLfN0ac5iWaxoO38VKQdmHxXRXFoFv6BAJBTOjoqO7ck3tYjduBqBEWGS1uup5F4t4N1bg9BoVFj3TviCvD7/7Ht89MlbnmI6bx7DrUYE6EPZV2SYRkZhGhpzGhVNg6Mw1N13GRUlL1zEArxWQDbNU3qyC8VH4xfE86BhBBMTFmzK9szZ+Kv6ik1X2QGkHczj5k5fHBVbyqq5ExI2d+orm9cKWHG+G5lv6xEbF7hgX5060YkPXiGpJzt7uN3ApdOvjOP+vjwqxm3yrae4e62AN68PYHzMjB0F0dBo3f/OV11hxMqkYLyVEORJx14714uj4ms39vIGXisg4z46Ysa16j5ERQdgY1aEU1ewucEL57px4MPlsu+il0dF2RcsYIFeLaCDQ1vrOJofjCI9MxQJycHcv8+WGJD3w9yggLwolMAEFCGgg0ld7QD6e6c5CTs7JlHwwtygwNwonEAEFCUgY2Kx2FFe9gz7DsW5nRsUiBuFEYiA4gQUiAuF8RABEtBDoCmNewIkIJkhKQESUFL8lJwEJAckJUACSoqfkpOA5ICkBEhASfFTchKQHJCUAAkoKX5KTgKSA5ISIAElxU/JSUByQFICJKCk+Ck5CUgOSEqABHwF/pP/foowvQ679sVAq5X+BndJbREhOQm4AFR2vwlb8ChymT8ufWPk7sDL3u5+IU4R+sYnQpKA83SzecaGc6ef4eBPn9/UxO47ud8wgrc3hiMpdfbeE9oWR4AEnIff+dMGbM2N4g6/L29Xq/rQ12dCQWEMQt28vrgu8a3WJKCb/u7tMeHe7SEU7oud14aZGRv+/udH+NWvU33LGIH31mcE7DZMcYfUde/o8W7Wwst0lJzs5A69avX8C1sPD82g5nI/9ha9IXCX+FY4nxGQLdFRfCQe9+uH0fxwFJuzl2LFyiUuvd1YP4xpkxUbXyFp6Red2F8cB52OzowX85HxCQHr7wxxawZuePf56glVF4wYGzVj594YLAnSzjFkYm3cHIEVK+dfzqOlaRR9xmlsyZF2ybfFdLxc2ipeQLsdKDnZgQ+OrnBhPjVpBVvkKChEx62i4Fhj8Ma1fgwPzmB7fpSTnI4AbE1Cd/Hk0qneVIfiBaws78GqzDDExc+/ilbn00lcqex1WkOQnWRcruiFf4Aa2/Ki5uR0zA0mp4V4Uz/LtlZFCzgxbgE71LLvagttTL74N5fMrSvz4nuNPSbcrh3kvi+uWh3qMjco2571ksIULWDZl10o3B+LgMD5F3ycnrai/KtuFL0w4eyu7x58O4LbNwa5s2N3c4Ne0t+yK1OxAlqtdvzzr2345JcJ8PefX8BzpQbkFEQjJPT5iYjseknBBSlWQNZn7CSDHV5DwnRuf8Nlc4PspzV2JkybNAQULaADaVfHJBruDCMxJRirMmYfk8C2khOdOHQknlbRksY9LqtPCOjgy+YD2XNFsrYsRcfTSZe5QQn7wWdT+5SArJfZ6vqXL/ZifMzCrSFIm7QEfE5AaXFT9pcJkIDkhKQESEBJ8VNyEpAckJQACSgpfkr+fxr7e+R2smaZAAAAAElFTkSuQmCC</thumbnail><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-64" y="73.99999999999997" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,242,18,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="68.00000000000017" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doRepeat"><l>10</l><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="Drawpolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script><script><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="down"></block><block s="setColor"><color>18,0,173,1</color></block><custom-block s="Drawpolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><block s="xPosition"></block><l>30</l></block><block s="reportGreaterThan"><block s="yPosition"></block><l>50</l></block></block><script><block s="down"></block><block s="setColor"><color>0,242,18,1</color></block><custom-block s="Drawpolygon %n"><l>5</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Drawpolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="forward"><l>25</l></block></script></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="Debugging assessment Part 2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>