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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="160.00000000000023" y="-1.4210854715202004e-13" heading="89.99999999999989" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="217.20000000000002,240,0,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="318" y="91.16666666666663"><block s="receiveGo"></block><block s="gotoXY"><l>-240</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>240,18,0,1</color></block><block s="clear"></block><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="doSetVar"><l>Size</l><l>30</l></block><block s="doRepeat"><block var="numShapes"/><script><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="down"></block><block s="doRepeat"><block var="numSides"/><script><block s="forward"><block var="Size"/></block><block s="turnLeft"><block var="angle"/></block></script></block><block s="up"></block><block s="doChangeVar"><l>numSides</l><l>1</l></block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>30</l><l>50</l></block></block><block s="forward"><l>50</l></block></script></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="31.000001999999995" color="4,148,220" hidden="true"/><watcher var="numSides" style="normal" x="0" y="17.00000399999999" color="243,118,29"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="-2" y="42.000005999999985" color="4,148,220" hidden="true"/><watcher var="angle" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="Size" style="normal" x="10" y="73.00000599999998" color="243,118,29"/><watcher var="numShapes" style="normal" x="10" y="94.00000799999998" color="243,118,29"/></sprites></stage><variables><variable name="numSides"><l>11</l></variable><variable name="angle"><l>36</l></variable><variable name="Size"><l>30</l></variable><variable name="numShapes"><l>8</l></variable></variables></scene></scenes></project><media name="polygon" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>