<snapdata remixID="9624619"><project name="modern art" 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="-151.96152422706626" y="130" heading="240" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="20,255,190,1" 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="282" y="1028.999999999999"><block s="clear"></block></script><script x="325" y="1643.1666666666665"><block s="clear"></block></script><script x="279" y="1936.333333333334"><block s="clear"></block></script><script x="186" y="10"><block s="receiveGo"></block><block s="up"></block><block s="gotoXY"><l>50</l><l>-170</l></block><block s="down"></block><block s="setColor"><color>46,169,255,1</color></block><block s="setSize"><l>20</l></block><block s="gotoXY"><l>0</l><l>170</l></block><block s="setHeading"><l>270</l></block><block s="forward"><l>50</l></block><block s="setHeading"><l>170</l></block><block s="gotoXY"><l>0</l><l>-170</l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>50</l></block><block s="up"></block><block s="setHeading"><l>330</l></block><block s="forward"><l>100</l></block><block s="floodFill"></block><block s="up"></block><block s="setColor"><color>30,0,128,1</color></block><block s="changeSize"><l>-5</l></block><block s="gotoXY"><l>-100</l><l>-150</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><custom-block s="skinny blue rectangle"></custom-block><block s="up"></block><block s="forward"><l>-50</l></block><block s="floodFill"></block><block s="up"></block><block s="forward"><l>150</l></block><block s="floodFill"></block><block s="gotoXY"><l>-230</l><l>-50</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>300</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="turnLeft"><l>50</l></block><block s="forward"><l>50</l></block><block s="floodFill"></block><block s="setHeading"><l>90</l></block><block s="forward"><l>10</l></block><block s="forward"><l>200</l></block><block s="floodFill"></block><block s="forward"><l>30</l></block><block s="floodFill"></block><block s="gotoXY"><l>-30</l><l>150</l></block><block s="down"></block><custom-block s="skinny blue rectangle"></custom-block><block s="up"></block><block s="forward"><l>-80</l></block><block s="changeYPosition"><l>10</l></block><block s="floodFill"></block><block s="gotoXY"><l>100</l><l>50</l></block><block s="down"></block><block s="setColor"><color>199,247,255,1</color></block><block s="setSize"><l>3</l></block><block s="doSetVar"><l>side length</l><l>50</l></block><block s="doSetVar"><l>number of sides</l><l>3</l></block><block s="doSetVar"><l>exterior angle</l><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="side length"/></block><block s="turnLeft"><block var="exterior angle"/></block></script></block><block s="up"></block><block s="turnLeft"><l>15</l></block><block s="forward"><l>30</l></block><block s="floodFill"></block><block s="setHeading"><l>180</l></block><block s="forward"><l>75</l></block><block s="down"></block><block s="setColor"><color>91,109,255,1</color></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="turnLeft"><l>15</l></block><block s="forward"><l>30</l></block><block s="floodFill"></block><block s="gotoXY"><l>50</l><l>-80</l></block><block s="down"></block><block s="setColor"><color>36,123,255,1</color></block><block s="setSize"><l>10</l></block><block s="doSetVar"><l>side length</l><l>80</l></block><block s="doSetVar"><l>number of sides</l><l>3</l></block><block s="doSetVar"><l>exterior angle</l><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="side length"/></block><block s="turnLeft"><block var="exterior angle"/></block></script></block><block s="up"></block><block s="turnLeft"><l>15</l></block><block s="forward"><l>40</l></block><block s="floodFill"></block><block s="gotoXY"><l>-150</l><l>50</l></block><block s="down"></block><block s="setColor"><color>0,250,175,1</color></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>200</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>3</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-200</l><l>-100</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="turnLeft"><l>15</l></block><block s="forward"><l>30</l></block><block s="floodFill"></block><block s="gotoXY"><l>-100</l><l>160</l></block><block s="setHeading"><l>210</l></block><block s="down"></block><block s="setColor"><color>20,255,190,1</color></block><block s="setSize"><l>15</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="turn"><l>30</l></block><block s="forward"><l>60</l></block><block s="floodFill"></block></script></scripts></sprite><watcher var="side length" style="normal" x="444" y="46" color="243,118,29"/><watcher var="exterior angle" style="normal" x="444" y="70.000002" color="243,118,29"/><watcher var="number of sides" style="normal" x="444" y="98.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="skinny rectangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="skinny blue rectangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>300</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="turnLeft"><l>10</l></block><block s="forward"><l>100</l></block><block s="floodFill"></block></script></block-definition></blocks><variables><variable name="side length"><l>80</l></variable><variable name="exterior angle"><l>120</l></variable><variable name="number of sides"><l>3</l></variable></variables></project><media name="modern art" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>