<snapdata remixID="9595982"><project name="Circle Square Problem Solving" 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="99.26803628434345" y="43.588676435818115" heading="188" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,19,3,1" 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="202" y="147.3333333333334"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>54,77,255,1</color></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="gotoXY"><l>50</l><l>0</l></block><block s="setColor"><color>255,19,3,1</color></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>.875</l></block><block s="turn"><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Circle Square Problem Solving" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>