<snapdata remixID="10081412"><project name="fractal art" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="fractal art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Fractal Art %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>47,0,91,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>57,0,219,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>19,169,255,1</color></block><block s="forward"><l>25</l></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>164,246,255,1</color></block><block s="forward"><l>12.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></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" 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</pentrails><costumes><list struct="atomic" id="60"></list></costumes><sounds><list struct="atomic" id="61"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="sides" style="normal" x="10" y="10" color="243,118,29"/><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="-1.7053025658242404e-13" heading="156.42857142864557" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="164,246,255,1" pen="tip" id="67"><costumes><list struct="atomic" id="68"></list></costumes><sounds><list struct="atomic" id="69"></list></sounds><blocks></blocks><variables></variables><scripts><script x="27.333333333333343" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setSize"><l>2</l></block><block s="doAsk"><l>How many sides do you want?</l></block><block s="doSetVar"><l>sides</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>47,0,91,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>57,0,219,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><block var="sides"><comment w="90" collapsed="false">creating smaller shape at the corner of that 2nd largest</comment></block><script><block s="setColor"><color>19,169,255,1</color></block><block s="forward"><l>25</l></block><block s="doRepeat"><block var="sides"/><script><block s="setColor"><color>164,246,255,1</color></block><block s="forward"><l>12.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script><comment w="90" collapsed="false">creating smaller shape at the corner of the 3rd largest</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script><comment w="90" collapsed="false">creating smaller shape at corner of largest</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></scripts></sprite></sprites></stage><variables><variable name="sides"><l>3</l></variable></variables></scene></scenes></project><media name="fractal art" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>