<snapdata remixID="10729532"><project name="modern art part 1" app="Snap! 6, https://snap.berkeley.edu" 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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" 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</pentrails><costumes><list 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s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script></block-definition><block-definition s="draw red hexagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>245,0,24,1</color></block><block s="setSize"><l>1</l></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block></script></block-definition><block-definition s="+50 repeat 8 ! asterisk" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>81,255,51,1</color></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>50</l></block><block s="forward"><l>-50</l></block><block s="turn"><l>-45</l></block></script></block></script></block-definition><block-definition s="+40 5 sides asterisk" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>255,248,106,1</color></block><block s="setSize"><l>6</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>40</l></block><block s="forward"><l>-40</l></block><block s="turn"><l>-72</l></block></script></block></script></block-definition><block-definition s="+30 3 sides asterisk" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>16,19,0,1</color></block><block s="setSize"><l>6</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="draw pentagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>174,255,167,1</color></block><block s="setSize"><l>3</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block></script></block-definition><block-definition s="draw square 100 steps" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>255,127,216,1</color></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="triangle 100 step" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,130,111,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="4 side pinwheel" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>147,0,75,1</color></block><block s="setSize"><l>9</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script></block-definition><block-definition s="5 side pinwheel" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>193,255,40,1</color></block><block s="setSize"><l>8</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script></block-definition><block-definition s="6 side pinwheel" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>0,142,64,1</color></block><block s="setSize"><l>6</l></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="modern art part 1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>