<snapdata remixID="12696360"><project name="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="art"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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" id="5"><pentrails>data:image/png;base64,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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"><watcher scope="Sprite" s="xPosition" style="normal" x="10.000000000000071" y="10.000000000000005" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10.000000000000071" y="31.000001999999984" color="74,108,212"/><watcher var="numSides" style="normal" x="10.000000000000071" y="52.00000399999999" color="243,118,29"/><watcher var="angleMeasure" style="normal" x="10.000000000000071" y="73.00000599999998" color="243,118,29"/><watcher var="sideLength" style="normal" x="10.000000000000071" y="94.00000799999997" color="243,118,29"/><sprite name="Sprite" idx="1" x="24.000000000000085" y="-146" heading="60" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="46,46,46,1" pen="tip" id="17"><costumes><list struct="atomic" id="18"></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>60</l></block><block s="gotoXY"><l>-114</l><l>54</l></block><block s="setColor"><color>161,12,0,1</color></block><block s="doSetVar"><l>sideLength</l><l>150</l></block><block s="down"></block><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="doRepeat"><block var="numSides"/><script><block s="doSetVar"><l>angleMeasure</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="forward"><block var="sideLength"/></block><block s="turn"><block var="angleMeasure"/></block></script></block><block s="up"></block><block s="gotoXY"><l>-88</l><l>45</l></block><block s="floodFill"></block><block s="up"></block><block s="gotoXY"><l>-171</l><l>-101</l></block><block s="setHeading"><l>60</l></block><block s="setColor"><color>30,14,0,1</color></block><block s="doSetVar"><l>sideLength</l><l>125</l></block><block s="down"></block><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="doRepeat"><block var="numSides"/><script><block s="doSetVar"><l>angleMeasure</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="forward"><block var="sideLength"/></block><block s="turn"><block var="angleMeasure"/></block></script></block><block s="up"></block><block s="gotoXY"><l>-112</l><l>-90</l></block><block s="floodFill"></block><block s="up"></block><block s="gotoXY"><l>30</l><l>-37</l></block><block s="setHeading"><l>60</l></block><block s="setColor"><color>0,17,229,1</color></block><block s="doSetVar"><l>sideLength</l><l>150</l></block><block s="down"></block><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="doRepeat"><block var="numSides"/><script><block s="doSetVar"><l>angleMeasure</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="forward"><block var="sideLength"/></block><block s="turn"><block var="angleMeasure"/></block></script></block><block s="up"></block><block s="gotoXY"><l>53</l><l>-47</l></block><block s="floodFill"></block><block s="up"></block><block s="gotoXY"><l>-171</l><l>111</l></block><block s="setHeading"><l>60</l></block><block s="setColor"><color>254,252,75,1</color></block><block s="doSetVar"><l>sideLength</l><l>78</l></block><block s="down"></block><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="doRepeat"><block var="numSides"/><script><block s="doSetVar"><l>angleMeasure</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="forward"><block var="sideLength"/></block><block s="turn"><block var="angleMeasure"/></block></script></block><block s="up"></block><block s="gotoXY"><l>-129</l><l>120</l></block><block s="floodFill"></block><block s="up"></block><block s="gotoXY"><l>-4</l><l>-146</l></block><block s="up"></block><block s="setHeading"><l>60</l></block><block s="setColor"><color>46,46,46,1</color></block><block s="doSetVar"><l>sideLength</l><l>85</l></block><block s="down"></block><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="doRepeat"><block var="numSides"/><script><block s="doSetVar"><l>angleMeasure</l><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="forward"><block var="sideLength"/></block><block s="turn"><block var="angleMeasure"/></block></script></block><block s="up"></block><block s="gotoXY"><l>24</l><l>-146</l></block><block s="floodFill"></block></script></scripts></sprite></sprites></stage><variables><variable name="numSides"><l>4</l></variable><variable name="angleMeasure"><l>90</l></variable><variable name="sideLength"><l>85</l></variable></variables></scene></scenes></project><media name="art" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>