<snapdata remixID="11735138"><project name="Four Circles" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Four Circles"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="circle1" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-90</l><l>-50</l></block><block s="setColor"><color>0,255,6,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="doRepeat"><l>270</l><script><block s="forward"><l>1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>360</l></block></block></script></block><block s="setColor"><color>245,9,0,1</color></block><block s="doRepeat"><l>90</l><script><block s="forward"><l>1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>360</l></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="circle2" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-90</l><l>150</l></block><block s="setColor"><color>245,0,0,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="doRepeat"><l>90</l><script><block s="forward"><l>1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>360</l></block></block></script></block><block s="setSize"><l>1</l></block><block s="doRepeat"><l>90</l><script><block s="forward"><l>1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>360</l></block></block></script></block><block s="doRepeat"><l>90</l><script><block s="forward"><l>1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>360</l></block></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"><block s="reportQuotient"><l>360</l><l>360</l></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="circle3" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>150</l><l>150</l></block><block s="setColor"><color>245,0,0,1</color></block><block s="setSize"><l>1</l></block><block s="down"></block><block s="doRepeat"><l>180</l><script><block s="forward"><l>1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>360</l></block></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"><block s="reportQuotient"><l>360</l><l>360</l></block></block></script></block><block s="setSize"><l>1</l></block><block s="doRepeat"><l>90</l><script><block s="forward"><l>1</l></block><block s="turn"><block 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s="reportQuotient"><l>360</l><l>360</l></block></block></script></block><block s="up"></block></script></block-definition></blocks><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" 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</pentrails><costumes><list 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