<snapdata remixID="13382606"><project name="circle" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="circle"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="drawcircle %&apos;radius&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doWarp"><script><block s="doRepeat"><l>360</l><script><block s="forward"><block s="reportQuotient"><block var="radius"/><l>10</l></block></block><block s="turn"><l>1</l></block></script></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" id="23"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="24"></list></costumes><sounds><list struct="atomic" id="25"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="29.99999999999568" y="147.99999999999926" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="250,52,255,1" pen="tip" id="30"><costumes><list struct="atomic" id="31"></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><blocks></blocks><variables></variables><scripts><script x="174" y="121.33333333333331"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="down"></block><block s="setColor"><color>250,52,255,1</color></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>3</l></block><block s="turn"><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="circle" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>