<snapdata remixID="11083914"><project name="debugAssignment3.27" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGElJREFUeF7tnXlsXNd1xn8zpCiKIilRlChRpDbKUiRKtmTTlGgtNq14reMtcuLEruMIcYukaBsXKAoESWokbQoU/SNAkTSoEcNZaqdKHNuJ5VpeZC22bO2LKUu2JGrjkJS47zs5xbmPb+bNmzcLqeEM38y7gGFo3n33vXfux3PvOfc757i8Xq8XpzkSSJAEXA4AEyR557FKAg4AHSAkVAKWADx27BiLFi0iLS0toS+nP3xwcJArV65QVlY2Kd7HeYnYSSAIgLt27VLgm8jmcrmofudXdJ/aBRG2oCV3Ps70m7+kXufixYvcfffdE/lqzthxlkAAAA8ePEhOTk7EVzhz5gxnz57l4Ycf9vU9ceIEa9eujXivdBDNeu65zVQuyvT1T1uwFu/wIO75qxk6st33u3f6HGoe+63/314vq1atiuo5TqfJL4EAAHo8HhobGxEN9dprr+F2u8nKyqKoqIgLFy4wPDzMwMAA/f39fPe73+V73/seK1euZO7cuWzfvp1nnnlGATMjI0N9eWFhIQLM5cuXc+nSJVavXs369evV/Zd/soU7FmoAdM9ZinvBWtyzFqp/D7z30wAAVj/0AmKsy3u1tLSwZcuWyS9Z5w2jkkAAAKurq2lqalI3/vKXv6S8vJyGhga19OXn5yugyf8FZN/+9repqqpix44dlJSUUF9fz/PPP89zzz2n+ufl5SmwCmCeffZZBVgZS4AqAKz/j/v8ACwsJePuZxk+8z7ptzxK738/bgDgbE7f+wvfvzs6OpxlOKqptUenAACK8dHV1aU0jbQZM2ao/2dnZ6vfza29vV31Ee0k2rGtrY2amhoF0tLSUnp7e9V/ohGHhobU8i73CDDb/+srbC6KbOR459zAifU/Uo9ubm6moqKCefPm2UO6zltGlECQEfLqq68GgC/iCOPssCCjl5Ezb0e8O+3GB7jSM0VpT7GCZTl3WvJIwNINI5pMDBLRVLFoolH1PVw0/zc/U/ahlZWVk8YtFAuZOGNoEnAc0Q4SEioBB4AJFb/zcFsCsLOzk937dvHQA484M2hzCdgSgCLzf/jFt+j96mlmfbqCtQvWUdq9WfkZnWYvCdgWgCLmH516htbVZ30Sb/qkm025XyKteiaPrnmK2bNn22s2UvBtbQ3ADw/u45X1P7CctrY/Z1A+dD9/9aW/oypjL414gvqd5zh/y3+q3w96d+JyeVnH/Zbj1XKOXrq4gZtTECYT98m2BaCcvPzTlUfIXz9VSadmRyffvPc7tO50840Hn1G/tfXDpam7WcudlhI8xi5u4Yvq2r6+jyjITGcxq8hkelD/3fwvd/K1iZuJFB3ZtgD8wdFvsmD2EtIu5vLlm55m1qxZQVN4tAFmFBwnj7nkMz/g+ke8wQYe9P32r3W/5wfzv8oHvMpmvhzQ9yxHKaSEHPJSFCYT99m2BWA0ItnjgcpieI//4S7+0nfLMMOc4kPWcIf6rYs2dnja+FrxYi7xKUMMcgN+Zs8R3uFW7onmkU6fMUogqQH4eSt8IQ+1/2un0bd/O8xOyrnPJ6qdvEimZ5sCqzQj4A6wgwo0PqLTYi+BpAVgcx/k++mGnGQPa6jkIqcYYZilrPFJs5qTtDWsoaxA+2mEEdX/RjbxOUdYxYbYS94ZUUkgaQG4vw42Bm77EG0my+9G/ERaEcIuXmZl9xPMN9geH/OGiIfbHO03oX8qSQvAfbVwe1Gg7D5hHytYRwZ+1SgGxjJuYWDYxVQTO+w8JwL2ghM6Eyk6eNICsLEX5kyLPKsH+T/W8xfUd0NhsPcl8gBOj+uSQNIC8Hwb3DAzsmyO8Da3ci/HGuCW0T1g5LucHrGSQNICUHfBRBLUKfazmo1E2z/SeM71sUkgaQF4+BqUzw0vjH28wu08pjo5ABwbcGLVOykB2DekDFgyI4ScyFmwGBribrlQt4zNJqtZhHyIt0KeD8dqElJ5HNsA8Ofef2Te0CqmT7GermbqeJLvq4tHrsGtEbSf9BMHtLTajkw2DX9dOa2NrY9uLnGaFZSnMkYm9NttA8ALfMKZjh5WeCtYqgXr+Zo4kt24WcKNUS+ncjoylWl8xJ/Ja3mEzOxa1mQE8gmtzoUndDZScHDbAFDm5mX+jS3D36L62twAJ7N5mYzGAtbPh0UL3tq7jT2D7/BYrv+8V5bmKWSwiNIUhEX8PtlWABxmiN/wY7bxY6rbIc0FnbkfUkoFaaT7pBaND1Ac0MspU8vw0rZt9A1Dd77/3NchIMQHhLYCoIhEjshyyVfnsy198Gb/Gzw1w0+rkj4f1GFpUBhF+jE71DHbO/yarLqnldO6f+Z+Sl3lVCmmTKVa1p02sRKwHQBFHK/wU9ZSSTvNlHEXsuSmu2FxriasD+tgk4VFq4vyKO9ShpZlaz9/YtDzsGLCfFQP7sIdePFym4ErOLFTkNqj2xKA5zhGAzUUsECd40qr6YTuQVgxC6UZZxmYMOYpFg0nrhdpcj7c4rldAVBOQ3ILnPPfeP5J2BKAIqC3+RVTyaKSrwbI661LKFpVQVZoMRqtW6FnNV1brZzWA8Pg6YISk5UdzwlJtWfZFoAyUT104OGcMib0JicashQPewly10gfCSxqoZ4ilqlbmqilv6uIomxthFPNsDo/1WCQuO+1NQBFbHKaMZsiZqIxCSQORCeWHrwKq/Ih2+C8Fs15L9/0SbyfXlzD08gYPTU51wYluZDm2B9xQaXtAShSEmfyBh5SApNIuJlaoJxqFztgxKANxWltZENLn9qeQYqy/Cg9cBUqnAxwDgDHIoHTfEwpt3HoGqwzHcP1D4OQE4Qh/S6/4R6+ETD04cYByudoWV2lHWmAWx1q1ljEP+6+SaEB5esvUMUIQ3g8N/uCi8xS2d3+KcWuZSzL9YNN+piZMIMjcLkjOj7huCXv3KgkkDQAlI+R040p7WUsCWHFylK9su8hLnXCzXP8CLCiYjnGSHz+QpIKgFd74POsP3AHX7GUnjETQnWbZmiIxbyndphKU7pgcW4vyoUpjjEyoUhMKgBKIFJZUTu1nA9wzegSPMleXzC6/CY+v84BqOcCW2aVBAnaaj85obORgoMnFQD1UEzNNVPMTPzr7Ie8xiYetZziP3a9xSb3/cw1Oa+jYVWnIGZi+slJBcDWfsgbdcHIGa8x/jdUiGXPEOxLf5EVHduUu8Z4CiLO7AvtsCyK4KaYzkoKDZZUADzTAisNOYp014zM5zsW7hf5XWhd52a8yH1sU9N+6CqUGpzXnzZrzmynTYwEkgqAZmtWWNSShmMWhbhwqSxZ5ibLdud8PwDlutF5LQBdkI3vpGRipiF1R00qAB5vDHSvaK6ZIyofjPH4zTjdAtq+4kAAynUhJogRsrFQO96LJsYkdWE0/i9PGgAKFUtcJvqZrlEkL/JDtvEvllISAHqLQyefFA0oQU6PO/Vxxo+yMHcmDQCFeLA+xPmtEBAkYMnImtFlIns+9zwtO0KoJvzC92vgMY1A47QYSiBpABgqsPwEexR7+hzHFYF1BoGJy2u6oDv7cMTQSzFGMtO1OBSdeR3DeUjZoeICwEsdmsNXJnCiXBpydisnF+Z2nN3cPJojej+vs5HA2iKy12tKq2Y+S8OCQNwxkr5N8g62D0BpcEbglAXR9Xx4XACov6BEnh2o1xJHyoF/LJMB1XVrAJEmkW5CuRfSqdkfeIYDdNLqy3bQ0AvTprWQQ2REGRMYVTVDwTSCnNfXMxmpeG9cAWgWsBydCVm0dyg4meRYJ2OvB+4YTbG7e+hNvOkdKtm4lFdYjD/g/FM+oobPfX6/k42was4g6YRIuWB4ETNPUDR7KOb1WN8/VfsnFIBGocvkZri1pVoH0lgmRSLaNhRqd5zv7Ccrx8Pr/Iy/wV99Xa5JPIjsBb8wmm5D9o5lxdFpQK8XJO+0BD4Zm7hrVuZBTiDLayyvn7J9Jw0AjTNwolHlFkKO1tbNgyx/zLnlRJ33VnF88Cg5GV51vbs3l7ZpR1WGoiJuUL/JSYcx28EH/JHNbFVcwOXFkfeA+oNDnYw42nB8f0OTEoDGTznbCl2D0Dmobfytsp5+0jzEufyfsbnnWU63oPiAb3lfVKGZCzPm0E0HX+SJgOz3sg8UFkx9bRlziyJbwfo7CdCEtPDv7iepcN8VJHW5vjAHWl3+ZEnjm5rUuGvSA9A4DRL7KxSqEWBhNizI0a6KFnMV/0EZHVLfQ/Zlh107WMOd7Bz6PdkdG8nK9TBwrZIlOW6fG0Xii7tbShmatTesH9AMhZ83vs5C91JK80eC4kuk77vtJ0l3ubkzV0uW5LTQErAVAI2focinrdryLKB8dCn8jn9nPfeT338Th6b+lrt5SpVbkFBMY7YDWeIHRmBRDuy61sjUwl1szYyuDJeM9UL9AR7NuYvabOvcgZIsaXn//YpJE0tLPxmBbFsAGidDACgM5qsZR8jJ6lKO55eytylmtCQgD0XFkkSW4pt83nOUvy72xxaHm2jdl3iyCVbPHuI0B3xZFuQ+ybpgTJakJ1FynNfWUk0KABrdIzuHt3PMk4e38E8s7H6Qp/L8FZHMIhANJfw/WcKLi49HrIR5lUt00ar6VTXBjbO1ZEnGPDLmf8sza7sc53WoP+qkAKDxGE58fH9oqKKg4DO28ixH6rKVe0d8jZuLtKM0vemuG7l/XnFkQ+Q9XuIunlS3f9KkZV6QjK16sqOjvKeSJYVq4rwWI2pemLQhybjMhvumpACgGCe6QSIf+8O6X3H//Fmq5NYmw9GbEBaE9SxxwpILRij3kpRIB3C4jKhC85cCNwtZqeQp5FfZR66ZDWLMSJ6afnp8yZJCCd1x1wRKxvYAlP1f8WheF/3Tdo68xH3uJ/kZf8+DfIdFo6AxfrqcgJxo0gwROd/degN0qqwxFy1ZM+Zz5P31II5pPQ2cOeVHJE0m4F/hOK/tHxdsZsG008TRpn62zC5Smgm8LDMkLzICQ9877rwM09O1Y7XhGUdZl7Mk4GxYSrsuYEUAk0Z/7vVQ9h1tmASB6ebzWWPpVdkPyqGb/KbHfBgBeKVTcxobQXy5E3YOvsrK3i+rFG+ipaxYND4AtsCqyDyGkApRSBkf12tn4cb9aSQNmizXbb8Em5MRicvF41mr9nZG4AkJwVx2VahYwqC24hJ+xmHyesr5U+/rLO99RCU8WmuRTUG02OxpgRm4xgOOVHXX2B6AYo3eZOCY7uUVvJ7HNOOC7VTyuMLDVS6qyujiQtFbU68GHgGR/Gdu1ZzAlV1NSddW1swB2TfKafO0dC1mRK/GqbtkxgM84z3yxyRA1NPLXe94drjf9gA0ai9dy+n0fDEqMpnOFLRgYbFkp5HjIyiYwWuesLf5NffydNA8iktnx0UtBllyU4tlvWVB7KY7lbSh7QFoTCKkl1YwGgaH2Mk6/M7ozzikagZLC1cfro8exPiQaklWGRX0/aOAT5Kiy7GgsL1Fe8WCllXXpbGBkj0m2dYAFO6gLIeihaTptX/FkBD3ijQrA0T/LRwAdcOjg2aucTnIvyfPNgJNB70YRR0DGrdRwBNNzeJwulP+wIRBnqy1jG0NQLEebxsloQrZQGKAhWgqfj2ZNGlVfMCNbA6aY9GE12rXcYepqrp0FMDJ8q3vFyXtWyEl5BBYTG5oxA9+0YhiqBhTD0qcckMPqhK7nAWP9zw4md01tgagUYO9z+/YwtcV0OSkQyZdml7OwYxAyaB1uXkmG/IDo+Sk3/u8zBaeCLhFJ7AafzRXZAqXU1B4ip5OrYpn0fTxLa0Sn7w8LxDksdt5JmYkWwOwtlubTGmShqOEm1SwkzGnn14Tzkq8h/qOszAzj3ks9l0WQ0WMFqsacZ9z2EfllxuELCuA0Fs0FZqkrxgZel0TWVrHQtlKNm1oawDqhoBxr9faB3mGIjWhAKhryU/5mFXc5gNRuDRuAk4Xbh8J1SoYPpJlbf5DkGg+nfUtDG49riWcPpKlX4gUyeC8tjUA9SVYaFLZzFT/GUEpkyh1QPKZr5ITGZtoEn1Pphsl4saRGBK95IMVCCSscyUV6pKVEXM9R3OydxWfop5mrqIwfNHtZHDX2BqAugbaw+99FZPMKdoEKFKO6yZuD8CTMYpOLmjlv64EBa5bgVC3kK0AKJkWcqfADEOpiPHsriTXjWTrV87yTJQj3Fh+Qh+zvR/O29h5bVsAyl5PTiOEjyesZGEhS7NKq2vlijGD511+y2JWRaRTyTOE8CDGTW2IjPzXowWtwCpLrvga9Rp4EhZq5hTaVRvaFoAS16GfzRoLVu+tJci1cpidlBuc0VbL5z7+yHxKmMEc5jAa4R5GdYlrpt5TZhnDrKcKHo/mi+YeGV8yOizJDTyflv2k7IHt5Ly2LQB1DWYGl9Wy2Ew9+Yw6DEdn2OhDNBoeofyGVsB4ueEwTxSUW2LG+AcSDajG20dyF8rSLPtHvUCPnZzXtgWg+NUkTtiYhjeUYWAkJegTrRshA/Rykn2UG9KzhaJvmUEimVQHc4+wnFuD8KO/33iBNZ77BHgSJai7p4Q4IWEDk7nZFoC6pbib7dw5yngJBUArQOlULCuun4wTKpLOOJnCXmmaehw3acoHaWwSiCTl5/Sk6fEGgRRdFMb2x1fhgcUa62cyNtsCUCjxNxd20EFLgCPZagmWkq7Fo+VZ9UmQJWs4s4Y2Giwp+Jc5zSD9YSPl9KM4sxbWn5EILWgFsnBn3qH+aOMFVtsCUIyN3qJgprOVESLCFKPBmCFVlqvG/NCpeTUteFzVGpGaI1bNWJndnAZO+hv3mfGaUAeAcZJ0fTd0Tz+hUnEYW6jiMuZl+AXPcbYUT2GJIXWb1atLZoU1VFp+lbg+9D1WG4004QnSmFaJ0+MkIt9jHA0YY4nrBoSRgKA/wsoRLdfMGup3ngt8vTi4PJfVq4YySsxlXUXLyknKdPw7/1DvE2ORhB3OAWCMpS0CLSo+rrSXObGkOUZYf7QEXEq9EGniuG7wVIQs62r1ukLPX2rStlYTu5fAYomiqYWZI+e8iWoOAGMseclsPzLvTSp4IGhkY7ku40Vj0LlYvrnNj3DjGCogXaSKYYYClthQE2veb34mSS0DqYQxlkj44RwAxljcKnhn6ruUcXfQyGY6lt5BX0Yld4skLGrpTRuza0IzSgqYjcZiDTWx0s9NOiVo6dnMoaMxFkfE4RwARhTR2DpIsvD0gmCCgYwiidAzR8moxlEFFMJwliO3iuGtTEnTsrCOtRlrDoebWLNrRk4sEhXt5gBwrLMcof+PPa/wz8WPWfZq6tPYI1btJX7Ck3yfUCUdon1NXZtGqicsFdo38JAaNpHLsAAwUpMw1kQ0W/oB32k9wz15WpIgczPy/IzXxKm8i5dVhoRYLIlyUuJtWxu27ok4uYWPKJpXEmqmuybviUQiwCfPtB0AZf93IOPX3OcKjteVDwoVlyGGxxCDKmllpCUpmskQq7ix10vFNH+gu9V9YpDIKUwWuQnVgtF8UyL62A6AwotbPb8xoBq6UXBW2q0RDy1cVTSrWcyLCQDlmdUjp6mpKw07b8K6vpSrEWbD1bNLxORPhmfaDoCR9jMSE/y0aXXWGdMHeZP1PKDiKaKJvYjFBOnaVnfNSGSbU/rVL1lbAjDchtm8vMpezY1bsVV040FoVELmjEfT30es8DSm0N+6OqE+wXh881iekfQA3Mcr3I5mMZ9iP6vZiJ6cfCyCGm9fc+6aOT0bcLmuP2PCeN9nst2X1AA8w0EKWOhjQ0v2BNkPpvctiNvRmFkjiyM8r/VBRwuO/iUkNQCtyKYSfDS/+am4xU2YAdjKNd66VscTc8Nbz5NNU03U+yQdAKUCp+TtO8CbimafRmChOfEFptc+YZkTZiKEbOXyEYOk7VqZL4ZjIp5rlzGTDoD6kZccud3O1qB5EMfwKU/RmJgw1zOZoXyOe1ouQY8/JYjVMxJ1OnE93zvWe5MOgGelYtJMa/CJcIRg2uqpTDwAPVqJiFRvSQfAK90D1E9/TzFerJq4Ygqbtqn6HolssTiNSeT7x+rZtgNgpA/fOfAG92U8GLKbZFFd1HvPdSeOjPQeka47ANQklHQAfKGmiqWu0GVSi3MH8HRELm0+0cujA8AkBWAsNE88wBGPZ0SSxWS4nnQaMJJQo5n4aPpEek6k6/F4RqR3mAzXHQBazEI8wBGPZ0wGgEV6BweADgAjYWRCrzsATBAAJ3RWbTS4A0AHgAmFqwNAB4AOAOMpgUiMav1dJtoPGM9vnszPSjkNOJknIxXfzQFgKs76JPpmB4CTaDJS8VUcAKbirE+ib3YAOIkmIxVf5f8BzpxELyZxdQQAAAAASUVORK5CYII=</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="false" 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="-73" y="131" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="111,255,61,1" 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="380" y="69.00000000000003"><block s="receiveGo"></block><block s="doAsk"><l>how many shapes would you like to draw?</l></block><block s="doSetVar"><l>numPolygons</l><block s="getLastAnswer"></block></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"><block var="numPolygons"/><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="down"></block><block s="gotoXY"><block s="reportRandom"><l>0</l><l>-180</l></block><block s="reportRandom"><l>0</l><l>180</l></block></block><block s="setColor"><color>111,255,61,1</color></block><custom-block s="drawAPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script><script><block s="down"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>0</l></block></block><block s="setColor"><color>128,200,255,1</color></block><custom-block s="drawAPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block></script></block></script></scripts></sprite><watcher var="numPolygons" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawAPolygon %&apos;numberSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numberSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberSides"/></block></block></script></block></script></block-definition></blocks><variables><variable name="numPolygons"><l>15</l></variable></variables></project><media name="debugAssignment3.27" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>