<snapdata remixID="9932093"><project name="Row of poly" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-145" y="-120" heading="150" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="38,22,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="953" y="126.00000000000003"><block s="receiveMessage"><l>3</l></block><block s="doSetVar"><l>#sides</l><l>6</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="#sides"/></block></block><block s="gotoXY"><l>-145</l><l>-120</l></block><block s="setColor"><color>38,22,0,1</color></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="forward"><l>55</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>55</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>55</l></block><block s="setHeading"><l>270</l></block><block s="forward"><l>55</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>55</l></block><block s="turnLeft"><l>60</l></block><block s="forward"><l>55</l></block><block s="up"></block><block s="doSetVar"><l>#ploygons</l><l>4</l></block></script><script x="543" y="42.00000000000003"><block s="clear"></block></script><script x="371" y="217.00000000000003"><block s="receiveMessage"><l>1</l></block><block s="doSetVar"><l>#sides</l><l>4</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="#sides"/></block></block><block s="gotoXY"><l>125</l><l>120</l></block><block s="setColor"><color>241,45,0,1</color></block><block s="down"></block><block s="setHeading"><l>90</l></block><block s="forward"><l>95</l></block><block s="setHeading"><l>180</l></block><block s="forward"><l>95</l></block><block s="setHeading"><l>270</l></block><block s="forward"><l>95</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>95</l></block><block s="up"></block><block s="doBroadcast"><l>2</l></block></script><script x="657" y="170.00000000000003"><block s="receiveMessage"><l>2</l></block><block s="doSetVar"><l>#sides</l><l>5</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="#sides"/></block></block><block s="gotoXY"><l>145</l><l>-120</l></block><block s="setColor"><color>0,205,13,1</color></block><block s="down"></block><block s="setHeading"><l>270</l></block><block s="forward"><l>55</l></block><block s="turn"><l>72</l></block><block s="forward"><l>55</l></block><block s="turn"><l>72</l></block><block s="forward"><l>55</l></block><block s="turn"><l>72</l></block><block s="forward"><l>55</l></block><block s="turn"><l>72</l></block><block s="forward"><l>55</l></block><block s="up"></block><block s="doBroadcast"><l>3</l></block></script><script x="81" y="111.00000000000003"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>#sides</l><l>3</l></block><block s="doSetVar"><l>angle</l><block s="reportQuotient"><l>360</l><block var="#sides"/></block></block><block s="gotoXY"><l>-145</l><l>75</l></block><block s="setColor"><color>0,32,230,1</color></block><block s="down"></block><block s="setHeading"><l>270</l></block><block s="forward"><l>75</l></block><block s="turn"><l>120</l></block><block s="forward"><l>75</l></block><block s="turn"><l>120</l></block><block s="forward"><l>75</l></block><block s="up"></block><block s="doBroadcast"><l>1</l></block></script></scripts></sprite><watcher var="#sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="angle" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="#ploygons" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="#sides"><l>6</l></variable><variable name="angle"><l>60</l></variable><variable name="#ploygons"><l>4</l></variable></variables></project><media name="Row of poly" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>