<snapdata remixID="11647993"><project name="rowpoly assignment" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAD5ZJREFUeF7tXXdcFGcafpa2uyCCWNAoudjiGbvGqFgimsRIsBsb6sV+SazEeiqeHSvWmIBpl0OjMbZE4fip2M8SBazRGEsUsSDSt8Cy9/smB9mVsjPzze4su9/8o7v71ud9mNnvnXe+VRiNRiPYwRCQCQEFI6BMyDO3HAKMgIwIsiJQKgETExNx9OhRkKuzQqEoDtCar9u3b48OHTrICgZzbnsEShAwLi4ODRo0oI4kP/sZTs4PhosJgUszqqrki3aL47iPHj16hE6dOlH7ZgYqDgJmBDx79iy8vb2Lz3xFZzwx/34zfyzCG6bwQuL5xFPIzs7m/J4/fx4ffPABLz0mVPERMCPg/PnzMWDAAC6rw4cPIzw8HDNnzkTv3r1x5MgRzJs3j7skR0ZGonr16ggODgYhbZ8+fbB8+XIsWbIEBw4c4PR3LP0Ic+s9MENI2WsBdD8uLIFa2ofHkZGRwb1/6dIljBw5suIjyzLghYAZAdetW1f8PezEiRMICgrChQsXkJ6ejmrVqsHT0xM1a9ZEbGwsunbtyl2qq1atiszMTMTHx2PQoEHw8vJCcnIy9qyahnn1/ySge9shUFT2h/7w+hKBpY49zPkgByH6nDlzeAXPhCo+AmYEfPLkCW7evCnJJTj2s0X4R50bvBB6+vdjSElJ4fySo3Pnzrz0mFDFR6DEIiQqKgr169enzszX1xdtWre2aOd5RjouXkzi5BISErjLODucBwG7acMQyIsWO5UrV0a3bt1Qt25d56mEk2ZqtTbMi3iu+agvXlc+sghzUNgWFAa04uT279+PsLAwizpMoOIiYLU2DFktm7ZvfKN7wEfpwgupeyNjudU20W/SpAkvHSZUMREosw2TlpaG4cOHcyvSNm3aYOPGjVi2bBm3Mp48eTJ69uyJ3NxcDBw4EFOnTgVp4ZCV8Pr165GUlIQRI0YgIiICp06d4pCp8XUIKpsQ0Cs8EQoPT+jiViL/5Bdm6N0aur/4tZubG5o2bVox0WVRW0SgzDbMtWvXoFKpuNVpamoqXnvtNe7/pC+4adMmjhSkV7h48WJER0ejY8eO2LdvHwICAuDv74979+4hMDAQNWrU4PQCtg8oJmClFb8jLyIQ6g9/gMLLDzlzG5oFerX/98Wv69Wrx/Uc2eGYCEjahiG9vNGjR3P3kUlj2fQSXP+HoWZnwPLgTAyJKb4Es5aMYxKvKCurtWFehK1Zs2aoweNMdufuXdy+fZsjLzl7Nm/e3LEr4OTZ2WUbpqgmbELG8dlpszYMgZJNyDg+oYRmaLM2DGmrfD1vDO8JmYxJp7l7zETv3LlzbEJGaGUriDz1NAxptZCFAhlEIKviLVu2cBM1o0aN4iZjunfvzr1PjtImZNSj/wXNlyWnX9iETAVhEGWYkkzDbN68mesNkkkYMilDVsFkdIu8JnN+pI2j0WhKTMgoe/0T7p1GI2fWyyXSYBMylJWtIOqStmHIyrVx48a4fv16cRvF9I7IwS0LeU/IkDPg/fv3WTumghBJbJg2a8OQANmEjNgyOa6erG0YMvVCbu2VNfVi+kCU45bAuTOTvA3TM2wZ7vhZvnf7zYT30K66K4c+m3pxXhJK3oZpGasH1JV5IZrUVcumXngh5bhCZbZhyDDB+PHjueED8nASGTQg0zFkoZGVlYWQkBBuZUueDZk1axb37Ag52h4CoPbmhdj5jtnFcmzqhRdkDidUZhuGtFHI0aNHD+57Gmml5OTkwM/PD4WFhdwIFnnv8ePHUKvVOHPmDCff6YSSNwFPvp5WDCibenE4bvFKSPI2TLez3rwJeKT5Q9Zm4VUmxxWSvA1Dpl6q16hhEbG7d+6wqReLKDm+QJmbE9lq1zbWanF8kpWXIdsdy7nrL3v2jICyl8C5A2AEdO76y549I6DsJXDuABgBnbv+smfPCCh7CZw7AEZA566/7NkzAspeAucOgBHQuesve/aMgLKXwLkDYAR07vrLnj0joOwlcO4AGAGdu/6yZ88IKHsJnDsARkDnrr/s2TMCyl4C5w6AEdC56y979oyAspfAuQNgBHTu+suePSOg7CVw7gAYAZ27/rJnzwgoewlsE0DzwFa4dDrRNs4EeGEEFABWRRYlj9m6ZATDWCXWrtJgBLSrclg3GMXznpwDeyIhI6B1a25X1osISII6/Ut48Y+TyxkkI6Cc6NvA95UrV9BePQu5foUlvK356m3Zf42UEdAGJJDbxcOHD9Fn9WjcG+aOp/ULzMJ5d4EXYjfski1ERkDZoJfXcVxcHAbHz0D+zFegWnYP6RsuyRKQ5AS8uS8BHpU88Ur3dqISih/VGQadBj23/SxKvzylzMsKeAZsB1y94e79nuT2XzRY5510PIj3Q9DYTCRs9bG6P6EOHhSm4dWsMXjuswt6FOB4wWW85/6GUDNU8pITsCiaKzEHUaV+AGq3byY6wP19GqH3vhui9U0VCfl8mhmL39KnR8NF2QhuXl0ksW9q5NffDUh7XogOLdzNbPeekoX96/ltXyx5UP83eMlwB8HZ8/HA99+luojWxaKRax10cRNfNyGxW42ARUEkRu1CncCWqN60gcW4EiYGI2jTwRJyu996Cf0PPbSoX5bAi+QzldOlrYWbVxBc1a1E2zdVVLZNg+58tXJthc7JRsxyftsYSxHU0YJLmJL3GZIrf8rb3FrtbgS5t0Ar1/q8dcQISk5AfU4edwk2PU4v/wKBc8aIic9MZ0egNwaf/nNfaT4GyyOfqb728UJ4+IbCRWn5D6U0v/H/1aN5QzfUrObCJyzkaoz4ZE0uPptXiZe8UKEf9CexSfcjErxXCFU1k1+oiUGoMggNXF6islOWsuQEfJx0A/4tG3H+9obOQd+Y5bwCPzlzMDqt3MFLdm/PV9A39q5FWb7kMzWkSZ0OZfUZcHHzt2i/SKBxvwxc3+PLW95U8FFaIdZ8q8GqaV6i9E2Vkgy3sUS7Hbu85lLbetHA9LxozFANhL9LFUltS07AX3Ydwl8HvoWrMQfRJDSYV7AGvQ6uHkpesnyFxJDPjIgpE6CqFQmFi/nZ3FTm811aTBio4htSuXLke+P2WB3CJ5Ttz5KjtbrdCFP2tyRG9fmEvA2IVE+Ap0KaeklOwKgm/TH+6m5BSZ5ZOBbtF2zlpRMX+gbejTlXriwt+YqMGw1PoXCtXqqv4IlZOLhJ+gXFxesFOHYhH9OGq3nhUSR0ouAKOrtZ/oEgQUbLER6WuwLbvGZRm5OcgEIj0mWkQelb/pd2ITalIh/xqU39BKpaa8zcz16fh4gp4s9SfHL56bgeIV08+IgWy0Tr4zDO411BOrTC3bJn44h3BJUZ2Ql4YdU0tJkRySuJH/s1Rq8918uUlZJ8xEnWFSUqN9UV+0u6YUDLRn/8vJg1j1v3DWgQwN/PwfzzCHZva82QrGZbdgKSzI5OCkHXjT9RJan5/X2oX/6eysaLytrH4VD5Lyp+W6sHVMJOTJLGU5ax7fqjGOrR1Sa+XnSSUJCMILcWon3bBQGLoj85eyg6RWwvNZk979RBv/gHohMVpViYB5SzCBFlU2KlHfrjGOwhfTOdb5gtsz9GkvdmvuIl5OyKgCQ6chvu5xVT0C48SnBSefeHwDPgO8F6FVnhp/yzCHEXd9vTHvK2OwIWgaJNf4JrX61A60/WYGdHHww6lckPL6MOkKhFwM+hfFJbdXEYq7TtwqO0bJMNt9HCtZ4oIOyWgEXZZN//Dd4B/G8HaVLGQV07WhQYpkr69M/h4TeB2o41DRzLv4w33W1zz7a8PAIyR+C+z7eiUrV7AorJymhIg8KVrrWTfaMuvBvdEePeJjqRuj2YpuxnE1/WdOKQBNSmhkFVay0Vbnn3h/4xumWnx8WCW2jtJu6+tTVSIqNddVyE/9E7JAEJwIX6O3DxqCsaa4MmCa7qliX00zON8PNRiLbLV/FeqgF/qVV6L3CRdhvCVcP4mrKJnFdGX+T67hXsy2EJqHu8AEr/hYIBsaRwOrkAgS3cLIlRf/6f03r0CCy96firIQUNXWtT+5DSgMaoh1ohvEnqsAQk4Bq0l+Cqai4lzvhyrw6j+0pzI768wNbHaDAlVNj9YEkTFWEsz6gTPKTg0ATUpa2Gstp0XlAW5MRD9yQCMObBo9osuPuU/gV/ZmQuVkowOmUpqA+X5mDL3NJnBbvlzMaRSnT3YC35F/O5+nkfaKrsE6Tq0ATkzoJ5p+Dq2bEYFN2zTdA/XQFXr65Q1ZgNF2UTQYDZaqy+vOdIyLDpAI9OguK2hXCK8RlqK6oKcuXwBCzQJMJV1QQKEd9PSkPy1d7PcXO/tEOZpfmp9VY6Ug/5CSqm3MLH8y+ji8C+pMMTUOqiuLd5hvwLwv7KhcbQ4v3nSP6+fJIPzF1qlclnobGaykfr4jBO4J0ZRkCBiBcWAqMXZOPrxdI/VLRhmwaTh/FbeMgx/1ceVAfyz4l6pJMRUCABi8Qzc4yYtykPG2fTP8tBbPadmoW966SfsBaZnmC17/THMMTjTcF6jICCITNXePC4EJ/u1GLZJHFT0tNW5SJyhjgSj89bjyjPKZQZ0KuLJR/xzAhIjz9n4fodA/Ye0WPOGH6XUKITtjoXa6eLIx/Rj9DuxGzVIIkyEG9G7OWXEVA85mVqnr2cj/NXDZg4pOyn5Sr65dY0+a36OIyleBaFnQGtQEJi8tAZPVKeGvG3XuZ3TTZu12LSUGke5SR+5mi+wnL1KCtlYdns8YIr6ELxNB4joGWMqST2JuhhMBixKEqD5J3iHl4vL4CZmi+wUk2/64SYJMn2HWEquueQGQHFIM90OAQSDb9R7x3DCOgAZFql3cVtm2HLg+wZs0AdSu2SEZAaQvkNkFVotlEjqg8nNvpbhQ8l2bCIEVBsBexQj/TjvBVqUXckhKRDNipa7TlOiEqZsoyAksBoX0bIPdlGrrWtsskkWXVPVfWDv0KaBRUjoH1xR9JoyG5ZZNcC2k0myY5YdV1qWqXpzQgoacnt09hCbQxCPYRtMvl+7lK87dYa45V//LiNtQ5GQGsha4d2p2u2YoZyQJmbTJLdrj5W9cIA9z8HeK2dBiOgtRG2Q/umm0y2zPoYkZ7jqTYYokmREZAGPaZLjQAjIDWEzAANAoyANOgxXWoEGAGpIWQGaBBgBKRBj+lSI8AISA0hM0CDACMgDXpMlxoBRkBqCJkBGgQYAWnQY7rUCDACUkPIDNAgwAhIgx7TpUaAEZAaQmaABgFGQBr0mC41AoyA1BAyAzQIMALSoMd0qRFgBKSGkBmgQYARkAY9pkuNACMgNYTMAA0CjIA06DFdagQYAakhZAZoEGAEpEGP6VIj8D+1KdMCwgoFHwAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="rowpoly assignment"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Triangle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>-180</l><l>0</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>20</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Square" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>-130</l><l>0</l></block><block s="setColor"><color>164,47,0,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="pentagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="setColor"><color>240,210,0,1</color></block><block s="gotoXY"><l>-60</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>40</l></block><block s="turn"><l>72</l></block></script></block></script></block-definition><block-definition s="Hexagon" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="setColor"><color>0,47,235,1</color></block><block s="gotoXY"><l>25</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>45</l></block><block s="turn"><l>60</l></block></script></block></script></block-definition><block-definition s="octagon" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="setColor"><color>0,238,72,1</color></block><block s="gotoXY"><l>150</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>45</l></block><block s="turn"><l>45</l></block></script></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" id="91"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="92"></list></costumes><sounds><list struct="atomic" id="93"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="150" y="5.684341886080802e-14" heading="117" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,238,72,1" pen="tip" id="98"><costumes><list struct="atomic" id="99"></list></costumes><sounds><list struct="atomic" id="100"></list></sounds><blocks></blocks><variables></variables><scripts><script x="154" y="92.33333333333334"><block s="receiveGo"></block><block s="clear"></block><custom-block s="Triangle"></custom-block><custom-block s="Square"></custom-block><custom-block s="pentagon"></custom-block><custom-block s="Hexagon"></custom-block><custom-block s="octagon"></custom-block></script><script x="378" y="34.33333333333337"><block s="clear"></block><block s="doAsk"><l>how many sides</l></block><block s="doSetVar"><l>numSide</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long is each side?</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How any more shapes do you want to see?</l></block><block s="doSetVar"><l>numShapes</l><block s="reportDifference"><block s="getLastAnswer"></block><l>1</l></block></block></script><script x="421" y="352.33333333333337"><block s="receiveGo"></block></script></scripts></sprite><watcher var="numSide" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sideLength" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="numShapes" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="73.00000599999998" color="4,148,220"/></sprites></stage><variables><variable name="numSide"><l>3</l></variable><variable name="sideLength"><l>25</l></variable><variable name="numShapes"><l>4</l></variable></variables></scene></scenes></project><media name="rowpoly assignment" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>