<snapdata remixID="11613889"><project name="3.22 Circles" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="3.22 Circles"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Circle 1" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setSize"><l>5</l></block><block s="setColor"><color>255,11,59,1</color></block><block s="doRepeat"><l>90</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="setColor"><color>67,255,62,1</color></block><block s="doRepeat"><l>270</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></block-definition><block-definition s="Circle 2" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,34,53,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="doRepeat"><l>180</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="setSize"><l>1</l></block><block s="doRepeat"><l>180</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></block-definition><block-definition s="Circle 3" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,24,87,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>270</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="setSize"><l>5</l></block><block s="doRepeat"><l>90</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script></block-definition><block-definition s="Circle 4" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block 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