<snapdata remixID="11648089"><project name="Polygons Boiiii" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAE1lJREFUeF7tnQl4TUcbx3/Enti3UD7U1tq6aGNta6u1VUppaa2t1hatltYSrVqiVftaFF+Lr7RKQmxFtCWEUktUUUVpgwRBkCDJ98xJ7sm9uTc559x7kvbEzPN4PPfe933nnf/8M3PmnXfm5EhKSkpCFonAP4RADhsBb9++zbFjxyhSpIgpruTJnRsS73El6mKG9hKTkvApWoKcOb2IiIigffv2ptQvjVgDAZWAe/bsMY18oully/iSY2IdcujAIdewMM5ExyqSYWFh9OnTR4eWFMkOCKgEPHTokK72nD9/nuHDh7N27Vpu3bqFn58fe/fuddL1LV0S72n11e/zv7mKOzvmkbthT+KW9HKUHxLKqahkAoryyCOP6PJFClkfAZWAP//8s9qa8uXLs2DBAkaNGsX8+fPp0KEDUVFRyr9q1apRoUIFRVbIXbp0iYSEBMqWLctjjz1G0aJFGThwIOUfKIP39AaqzXyvzidu2Vvk673UiYBJ/ts4HnlNlX3iiSesj6xsgS4EVALu2rVLVWjUqBHx8fHcuXOHvHnzkidPHvU3QUIfHx/OnDnD9evXFRKePXuWunXrcvToUWrWrMm+ffuoXKkCPjMa6nIicfBWjpyNUmSvXLnC888/r0tPClkfAZWAixYtonLlyqa1yNu7ADVWv6TL3jX/3Zw4cUKdfosVK6ZLTwpZHwGVgKIpFy9eVKbec+fOZXnLHn30UQYMGJDl9coK/1kEHAgoXAkJCaFGjRrkyKFn/eqZ86IOEYY8fvw4zZo1I7cI3chyXyHgQEAxDQpC2Ijh7v/ThvXh4yp/agIpOH57yC7i4uKUeqtXr66pIwWyFwIqAYOCgjSfAWvXrs2RI0ecELh69aqy+rWV5WP7MerB85ArL/le+5z4FYMoMHQrNz9ppPx/67OmquzVQbu4di15Bbxu3TpGjBiRvRCWrckQAZWAI0eOpFOnTorwqlWreOaZZyhZsiRNmjRh4cKFdOnSBS8vL2X1u3nzZm7evEmbNm0IDQ2la9euyufY2FhlNPsmcDCjK59XbNnCLj6Bp7m793/cO7CahLP7VacuvbkDQWBRxE5Iz549ZZfdRwioBFy5cqUS3xNT4b179+jcuTNNmzalefPmVKpUiRkzZhAYGEi/fv0IDg5mzpw5zJw5k4kTJyrEFc+NIjgtpu2gKUMZXfkvvB5sQP5+X3PvcDC56rQndkRFCryzhVtTn1Uh/rvvViX0Iupdv349EyZMuI/gl011eAb84YcfDCEidizEyPf777876IV9+zmDC+zUZev3V4LVKViMurLcXwg4rYLnzp1LlSpVlJHMtgixQWL2ZzGli12U06dP06tXL4eA9/3VDfdvax0IOH36dOXZz35BkVXQyJBMViH976pHJeDixYtp3LixKWEY+/DN1Pd66w7JxL0dpiQ4CH2x5yxL9kdAJaBYgaYtYnEgtsXEqlisgkW5cOECvr6+GSJjH5ZRQzJAjvyFyD8wiFtTWziFY4RBGZLJ/oRL20KVgPv3p4ZGxChUsWJF8uXLp2TA7Nixg7Zt2yphlsKFCysZMMWLF1c+//TTTw4hmRYtWiihGWFDhHDsQzI5fIqTt2MgSbHRTuEY4ZgMydzHBNy9e7e66BDpV2Kki46O5uGHH2bMmDGMHz9eCbOIaVp8J4gpPletWlUJycyaNUsJyYwePVrJrJ49ezatW7dm7WfvKCEZpeTKQ4H+q7k1u71TOEb8HPn6NqVOMQWLoLQMyWR/Qqoj4KRJk2jQIDV/z2jTZUjGKGJSXiDgsAoePHgwTz31lPLcZ39Wyezwiyt74rvExEQZkrnPeOkUB/zll1+UZz5bUoINj6z+XL9+fY9G5PusHy3bXAcCbtq0SQlCZ0a5e+MyOwPaklMjzSufTxHqjdukrrjFM6cs2RcBlYDh4eEULFjQ9DigbeRcOrovY6qmLEY08IwZHKZsz4lpWRx4ErsksmRPBFQCBgQEqNkw27ZtU1a+4vSbOKe7fft2ZXUrCDFt2jQlS0aEZcTCRTwzihih0Jk3b55io3fv3kpiq0hkEN+LsnLCgOQUrZTiVckPr6pPc2fLZ07IRvf/kZiYGOX7w4cP06NHj+yJvmxV6iJEbMPZVsEiticyYURsUASjS5QoQYECBZQA9MaNG5X4npiqRSxQhGD8/f3x9vZWfhPPj4Ks4vONGzeIjIxEHHpfM1mEY1IJmLteN5JuX+fe4fVO3SDCMaJeUQT5ZY5g9mWqOgKK4LKnGdEiPihigK4yqTfMG8vIcsd1ISlGQHEuxWZHjLKyZE8EHBYh4kCSmSfj7CETV37UffxxTRSvxlzhwIGDipzYUREBcFmyLwJOYRjR1H/DfUVZcSgq+3ardVrmkoDWcV96anUEJAGt3oMW918S0OIdaHX3JQGt3oMW918S0OIdaHX3JQGt3oMW918S0OIdaHX3JQGt3oMW918S0OIdaHX3JQGt3oMW918S0OIdaHX3JQGt3oMW918S0OIdaHX3JQGt3oMW918S0OIdaHX3JQGt3oMW918S0OIdaHX3JQGt3oMW918S0OIdaIb7vxJFDUpymVsMYRPdqE1bqpphOl0b/WNgXpE0d8Nkao3S+L8Sgb4E8wWp72g+wWWqUowc5GADJ5lMGG9Ql27UMsX/F6/Ad3ZvYpMjoCmwWtPIDMIZQj3V+X6sYwHpvyhyDvtYzTEm0oz6lNPd6NP3YHUcvOfjrCIJqBvGrBHcwjr2spMIDlKIwtTnaV6hL/nJb5oDR4miJiUd7E1lD0NJfb+znspGsZ0DRPI1nShMPieVFbehQk5olDd9a5KAepDOIplfOUwN6ii1hbKJprR2WfMG1ii/n+UUXuSiKg/RihdoROobqNJzOe2Ue5zLVKe4KS18g3XEEEfpmJeYWQRy6rDqOQFHD4Lxs3VUlUkiEQOgRMqLb3w7ZlIlyWbvcYNzLOEKu4jnErkoTFH8KMer5Oc/7OZZGvC9Wz705UW+4Du3dPUqzSQcf7sp903W8znP6VXXlGt/GYJTuLyGY3TkYU0dzwjYvTUs3wQj+kPgPM3KTBXY2xL8tqSaFESsNde0Ks4wj2I0phC1ucgGStPWNNtpDW3gO9ryovr1chbRndfdru99+vMJqf0RwSVqUSrNlLubobh/I25a5y4mQGmv1G8HEMJc2mm2wX0CHv4ZipWEchVgSzC0TF1JadbqiUD4s1DPvVFGf7VJ4vJY/eJ2kntoSX3s/jAMWnmPN/iMhQa1HMU3sZbWdFC+7EMQi3lBFfiNaB6ihEf20yqfS4DyduQzYtx9Al67CoVT35DJr4egxiNG6tYvG/srRIdCxYFweTsUb+ZaN+2oqL8GB8mTBFKVrHlr5xpW0JFuSv1/c46ylHfTa0e1EL7jD8oxGD/1B61VrrsVD4qB2UWctVuyjC28mqFZ9wj44dswdrqj4eULoHs/d9ugX+/CavBNfqtnZpWjvEtNpijmxVRckf6GqjrMm9Thc02dgXRnDstVuWvEUBgXPalpyVFArHK/4kMmkfpIMo09vGNwlWuwWrfE3SNg345Qphz4NU7+5/uAW5XrVgpvDvWSL7pUSmIc5HRe9iu/mTBFx3ORvJRWzB2kD4+yWLerQvAC6/DNIJ4mZE5xgsqkvg1qDG/zMWn+qA3VmizcmyCW2E25x4jmYZOnXHu3Zt4Ef+/0HX2Wr/ie19IVcI+AbgBjqsqv70KN5BHKoZwcD+X7QL6yplUXy3F8MP4m90i+pQyd0/XjDvHkITlAtpDpvMHbHvs8i70OU+7LtOQaPdlId49tp2dgWzw0zyDOp1WxdQh4fARUD3Tdnn3t4MmQ1N/OzEl+XnSj3OQk3ibsgx5hELVxHZ6ayEhGMtEN79JXmcROPsD5Qvd2rCAk5RnT1AoNGMso3GMdAt67DrkKpTZ7b2vwrg41ZzhDIRYtPjUMQJQqeojXeYRFyhd3iCJPmh0Dt4zaKc0kEH+7BY7Y9fBzQRyj9bzPVj6hhZNaC2azlUFGzemSbxYN23UsqEM4Sbt0/qitQ0ABycVgKK0R7rkbA39MhuruvXn9NHOoRPLoeZT3qInzJeq6eockDtI3w+fHcQwngE/1mdOQSm+FO5iNzKKNKXV4YmQVR+lCTScT1iJg1GYo2co1Dpc2iLtdoZR28FMvkCeZQFVG6RVX5W4QQUEX2SNHOEBttK8pNlwh0JlVfEvyG03tyxh2cJPlTPEwtpjWrtFnv0FsYLaLYL61CKjMi9GQx27cPxEAld6B3HY5Pu70YDo64bShHht1W/ybbyjLS6r8AbrxOCvowfN8yTonO114llVubt/ZG2vBV2x1sdqczh7qcJVmJo+Cs27C4AxWv3oBsx4BT3wI1cZCeAuot1VvO3XJXWITpdJJALCfmtMzdpyPqM5HDj/bYoJpn/10OWRA6AW+JoiXnTSWcpC2lOYCf1OHugYsmi/aimVsThOYth4BzcdFtRhGUxoSmm4N0YRSgAcpQAUnmf10oS6rHL7/gxk8yBBNj8fzPqP5RFMuI4FeBLHULv5nkw3iOE9RnM0E8wp9PKrDpjzoGswubIopx7dlmmPSulb20ZEnWaPZgAiGUoupqtx+ulKXlQ56UWylZJpVaU/a81+CnezfJBZvXGRranqSKjCUzUzF+fn4LcYwn48NWNIWPZ8A5dzc+7V/VPhohUzJd0I7kTtEspoHeEWzJ37hNbypQjU+dJCNJ5K8lNHUtxfYyFrapCQQGFJMER7HjwTwtIPqYmbhR1c1E2Y7Gz1+FryQAL5ukk84F8hORqSEnQbNlwRMt68FCUvRCi8DI9NdrpGbjOem0fgznplO9f7I9zxNSl6jGwyczT4G8aST5l/c4AEK0p22LEdECjwrb12D+R5Ov7a8xBajJAE1e+MXevEYSzXlrrKbojry6xJIwAvXQ0g0lyiRJm9Ps+IUgeUcpntKNrX4KowdNKQJt7jLbxzgcbtEVL02zZZ7ly1MoSXi4FM1itNvliSgbowjGEItXOy6AH+yiP8YSCBdy9d0cLFincJY3k0znet1UJxgsx2l7EwzvmW7XlXdcnNjYYBnj6oOdU1ZIwmoG3whGMdfxHKMEnaLi6MMpabdgkSPwXB+oh7mvoBxN+dpQDl2EepwNmQukxnAMD1uacqsjYMO6SQhaSn3Yi1LU55xm/Ml2+hByD5JQC3cXP5+hvlU5C1204oGbHbLxjnOUJ6KTrrdaMMKA4FvmwFXmc4fM4wxTHbLP1dKI65DoN12vKeGT0VKAnqKodv6c/mUAQx3qT+HT5UEhSdpqNv+JW4SwlJ6p+xjmxHa0V25huBzrGB9SkbOS3zDN3Y7RTIQbRbKWWDnIPsIZ6dybrgUvgpJ69FYSeP/gIFMYo7qxVn+oAIPcoorVMa8bcrm0bBNRwaMXjgkAfUilQlyvenIEh2Bb6NVD6EXM+xW7gvYT79/aBuuNcvYlLL91p8Q5qU5KScJaLR3/+Xyq/gvXejp5GVXvmVlBhnaRpo16jpMMOlZUBLQCPKZIPsBAxwOD2VCFapJs3IDY5KgiI5Tq6/yHctSzjuPZjvjcT7NKAmYmT2exbbFvTItNQ5DreU3OvCQx56FxEE7nSGZOySQJ53guySgx11hnoE/Oa0sMPayixiuKLFCsdCozWOalbRjHCEEaMoJgevEUyjlQJQuBRdCG+KgbQYEFPcMzkhJbRM5iW+ncyRUEtDdHviH9BJJVEkqyFqFhyhHBV7Hnz2cN3Rt2g7O0sRFapnepl1NhKIaNxBFEkuZDPbTJQH1om0hORETLIW+dOUAQhmn41YtV80PuAHjCjr/Yp+Z8xWHec1ujzqttCSghYhlxNWvieBlnbea2odKjNRhk/2BM4jLLp+jGn3sHhdcXYokCegOwhbVEff1LdRYlNiaJq7iHaZj52UzpxSyiVHtFWqRUWB6I7/ThioZoidHQIuSS6/b9kkAWjo/8zdPkHqrhEjnFwsIcadgR4Mr5x2coYmLvW45Amr1Qjb8/UsO0YNMurkMcJWksJe/8EP7ziA5AmZDwrlqki0zOjOaez0RCtmthsVF5p103I4qfJEEzIwe+Rfb3E8kdQ2eV9HTnKA4eCElLmgkAUISUA+62UzmU8IYrmPBobfZa/iNmfHRDMlbwvAuiySgXpSzmZy7oZf/EYGI7fnjR+s0K9yoRCip52p8OywlAbMZsYw0RysIvYSDrOOE8jKbZ3TumMyMhZq59d8ZKAlopMeyoawtXDKXfezkT4ZQn3o6Vq96oGgaDaEayauSgHqQlDIeISBu0jp6F/zlq7o8wlEqm4CAuFfmfZ/U1zrIEdAEUKUJ4whcTISA6zIOaBw5qWEqAnIENBVOacwoApKARhGT8qYiIAloKpzSmFEEJAGNIiblTUVAEtBUOKUxowhIAhpFTMqbioAkoKlwSmNGEZAENIqYlDcVAUlAU+GUxowiIAloFDEpbyoCkoCmwimNGUVAEtAoYlLeVAQkAU2FUxozioAkoFHEpLypCEgCmgqnNGYUAUlAo4hJeVMRkAQ0FU5pzCgCkoBGEZPypiIgCWgqnNKYUQQkAY0iJuVNRUAS0FQ4pTGjCEgCGkVMypuKgCSgqXBKY0YR+D8q4/S6owvqHAAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="Polygons Boiiii"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setPolygon" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many shapes?</l></block><block s="doSetVar"><l>numShapes</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many sides to start</l></block><block s="doSetVar"><l>numSides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What side length for first shape</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>extAngle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block-definition><block-definition s="drawPolygon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="setPen" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,84,64,1</color></block><block s="setSize"><l>1</l></block></script></block-definition></blocks><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" 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