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id="7"><item><ref mediaID="Row Of Polygons_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="1,20,255,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="166.33333333333337"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="doSetVar"><l>numSides</l><l>3</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="gotoXY"><l>-180</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,148,77,1</color></block><block s="doRepeat"><block var="numSides"/><script><block s="down"></block><block s="turnLeft"><block var="angle"/></block><block s="forward"><block var="sideLength"/></block></script></block><block s="up"></block><block s="turnLeft"><l>135</l></block><block s="forward"><l>30</l></block><block s="floodFill"></block></script><script x="238" y="10.333333333333343"><block s="receiveKey"><l><option>r</option></l><list></list></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="doSetVar"><l>sideLength</l><l>50</l></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="190" y="420.33333333333337"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="doSetVar"><l>numSides</l><l>6</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="gotoXY"><l>-80</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>98,255,88,1</color></block><block s="doRepeat"><block var="numSides"/><script><block s="down"></block><block s="turnLeft"><block var="angle"/></block><block s="forward"><block s="reportDifference"><block var="sideLength"/><l>10</l></block></block></script></block><block s="up"></block><block s="turnLeft"><l>135</l></block><block s="forward"><l>10</l></block><block s="floodFill"></block></script><script x="431" y="110.33333333333337"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="doSetVar"><l>numSides</l><l>9</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="gotoXY"><l>50</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>186,0,225,1</color></block><block s="doRepeat"><block var="numSides"/><script><block s="down"></block><block s="turnLeft"><block var="angle"/></block><block s="forward"><block s="reportDifference"><block var="sideLength"/><l>5</l></block></block></script></block><block s="up"></block><block s="turnLeft"><l>135</l></block><block s="forward"><l>10</l></block><block s="floodFill"></block></script><script x="687" y="406.33333333333337"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="doSetVar"><l>numSides</l><l>12</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="gotoXY"><l>195</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>159,57,0,1</color></block><block s="doRepeat"><block var="numSides"/><script><block s="down"></block><block s="turnLeft"><block var="angle"/></block><block s="forward"><block s="reportDifference"><block var="sideLength"/><l>20</l></block></block></script></block><block s="up"></block><block s="turnLeft"><l>135</l></block><block s="forward"><l>10</l></block><block s="floodFill"></block></script><script x="977" y="200.33333333333337"><block s="receiveMessage"><l>yup</l><list></list></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="doSetVar"><l>numSides</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>1,20,255,1</color></block><block s="doRepeat"><block var="numSides"/><script><block s="down"></block><block s="turnLeft"><block var="angle"/></block><block s="forward"><l>30</l></block></script></block><block s="up"></block><block s="turnLeft"><l>135</l></block><block s="forward"><l>10</l></block><block s="floodFill"></block></script><script x="780" y="53.33333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doAsk"><l>How many sides? Needs to be less than 12.</l></block><block s="doSetVar"><l>numSides</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><l>13</l></list></block><script><block s="doSetVar"><l>numSides</l><l>12</l></block></script><list></list></block><block s="doBroadcast"><l>yup</l><list></list></block></script></scripts></sprite><watcher var="numSides" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="angle" style="normal" x="10" y="31.000001999999988" color="243,118,29" hidden="true"/><watcher var="sideLength" style="normal" x="10" y="52.000003999999976" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="numSides"><l>88</l></variable><variable name="angle"><l>4.090909090909091</l></variable><variable name="sideLength"><l>50</l></variable></variables></scene></scenes></project><media name="Row Of Polygons" app="Snap! 11.0.8, https://snap.berkeley.edu" 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" 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