<snapdata remixID="11700694"><project name="row of shapes" app="Snap! 7, https://snap.berkeley.edu" 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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="120.00000000000159" y="8.526512829121202e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="28.800000000000008,80,15.999999999999996,1" 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="560" y="10"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block></script><script x="204" y="66.99999999999997"><block s="doAsk"><l>how many shapes?</l></block><block s="doSetVar"><l>#ofshapes</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>how many sides for the first shape</l></block><block s="doSetVar"><l>#ofsides</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="#ofsides"/></block></block><block s="doAsk"><l>how big?</l></block><block s="doSetVar"><l>sidelength</l><block s="getLastAnswer"></block></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="doRepeat"><block var="#ofshapes"/><script><block s="down"></block><block s="doRepeat"><block var="#ofsides"/><script><block s="forward"><block var="sidelength"/></block><block s="turnLeft"><block var="angle"/></block></script></block><block s="up"></block><block s="setHeading"><l>60</l></block><block s="forward"><l>3</l></block><block s="down"></block><block s="floodFill"></block><block s="up"></block><block s="setHeading"><l>240</l></block><block s="forward"><l>3</l></block><block s="setHeading"><l>90</l></block><block s="doChangeVar"><l>#ofsides</l><l>2</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="#ofsides"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>25</l></block><block s="up"></block><block s="forward"><block s="reportVariadicProduct"><list><block var="sidelength"/><l>2</l></list></block></block></script></block></script></scripts></sprite><watcher var="angle" style="normal" x="10" y="10" color="243,118,29"/><watcher var="#ofsides" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="sidelength" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="#ofshapes" style="normal" x="10" y="73.00000599999998" color="243,118,29"/></sprites></stage><variables><variable name="angle"><l>18.94736842105263</l></variable><variable name="#ofsides"><l>19</l></variable><variable name="sidelength"><l>20</l></variable><variable name="#ofshapes"><l>8</l></variable></variables></scene></scenes></project><media name="row of shapes" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>