<snapdata remixID="14567242"><project name="Mordern polygon art" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts><script x="873" y="427.33333333333337"><block s="doBroadcast"><l></l><list></list></block></script><script x="47" y="156.33333333333337"><block s="receiveMessage"><l>change background</l><list></list></block><block s="setBackgroundColor"><color>255,109,130,1</color></block><block s="changeBackgroundColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>10</l><l>45</l></block></block></script></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="163" y="-168" heading="89.99999999999886" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,227.8199999999999,251,1" pen="tip" id="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><blocks></blocks><variables></variables><scripts><script x="45" y="148.33333333333334"><block s="receiveGo"></block><block s="doAsk"><l>How many times do you want the program to go?</l></block><block s="setColor"><color>255,180,155,1</color></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="doBroadcast"><l>change background</l><list></list></block><block s="down"></block><block s="doSetVar"><l>polyShape</l><block s="reportRandom"><l>2</l><l>8</l></block></block><block s="doSetVar"><l>numSides</l><block s="reportQuotient"><l>360</l><block var="polyShape"/></block></block><block s="doRepeat"><block var="polyShape"/><script><block s="forward"><l>50</l></block><block s="turnLeft"><block var="numSides"/></block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>10</l><l>45</l></block></block><block s="floodFill"></block></script></block><block s="setSize"><block s="reportRandom"><l>1</l><l>5</l></block></block><block s="up"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="down"></block><block s="setColor"><color>251,0,22,1</color></block><block s="doRepeat"><block var="polyShape"/><script><block s="forward"><l>50</l></block><block s="turnLeft"><block var="numSides"/></block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>10</l><l>45</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>5</l></block></block><block s="floodFill"></block></script></block><block s="up"></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script><script x="425" y="173.33333333333337"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block></script><script x="20" y="10"><block s="doBroadcast"><l></l><list></list></block></script></scripts></sprite><watcher var="numSides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="polyShape" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="numSides"><l>180</l></variable><variable name="polyShape"><l>2</l></variable></variables></scene></scenes></project><media name="Mordern polygon art" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>