<snapdata remixID="15024584"><project name="Row of Polygons" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Row of Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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="6"><pentrails>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></scripts><sprites select="1"><watcher var="numSides" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="angle" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="sideLength" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="142.2836282905962" y="2.0186667064307073" heading="140" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="197,0,239,1" pen="tip" id="16"><costumes><list struct="atomic" id="17"></list></costumes><sounds><list struct="atomic" id="18"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28.568359375" y="29.333333333333343"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>numSides</l><l>3</l></block><block s="doSetVar"><l>sideLength</l><l>50</l></block><block s="gotoXY"><l>-188</l><l>25</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="doWait"><l>1</l></block></script></block><block s="turn"><l>50</l></block><block s="up"></block><block s="forward"><l>30</l></block><block s="floodFill"></block><block s="doBroadcast"><l>1</l><list></list></block></script><script x="284" y="30.33333333333337"><block s="receiveMessage"><l>1</l><list></list></block><block s="doSetVar"><l>numSides</l><l>4</l></block><block s="doSetVar"><l>sideLength</l><l>50</l></block><block s="gotoXY"><l>-108</l><l>25</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>0,37,248,1</color></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="doWait"><l>1</l></block></script></block><block s="turn"><l>50</l></block><block s="up"></block><block s="forward"><l>30</l></block><block s="floodFill"></block><block s="doBroadcast"><l>2</l><list></list></block></script><script x="541" y="30"><block s="receiveMessage"><l>2</l><list></list></block><block s="doSetVar"><l>numSides</l><l>5</l></block><block s="doSetVar"><l>sideLength</l><l>60</l></block><block s="gotoXY"><l>-21</l><l>25</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>116,255,25,1</color></block><block s="doRepeat"><l>5</l><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="doWait"><l>1</l></block></script></block><block s="turn"><l>50</l></block><block s="up"></block><block s="forward"><l>30</l></block><block s="floodFill"></block><block s="doBroadcast"><l>3</l><list></list></block></script><script x="839" y="36"><block s="receiveMessage"><l>3</l><list></list></block><block s="doSetVar"><l>numSides</l><l>6</l></block><block s="doSetVar"><l>sideLength</l><l>70</l></block><block s="gotoXY"><l>123</l><l>25</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>197,0,239,1</color></block><block s="doRepeat"><l>6</l><script><block s="forward"><block var="sideLength"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block><block s="doWait"><l>1</l></block></script></block><block s="turn"><l>50</l></block><block s="up"></block><block s="forward"><l>30</l></block><block s="floodFill"></block></script></scripts></sprite></sprites></stage><variables><variable name="numSides"><l>6</l></variable><variable name="angle"><l>0</l></variable><variable name="sideLength"><l>70</l></variable></variables></scene></scenes></project><media name="Row of Polygons" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>