<snapdata remixID="10265625"><project name="Circles 3/26/21" 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" 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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="-2.2737367544323206e-13" y="8.526512829121202e-14" heading="299" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="126" y="121.49999999999991"><block s="doRepeat"><l>5</l><script><block s="doGotoObject"><l><option>center</option></l></block><block s="doSetVar"><l>Steps</l><block s="reportRandom"><l>.5</l><l>3</l></block></block><block s="down"></block><block s="doRepeat"><l>180</l><script><block s="turn"><l>1</l></block><block s="forward"><block var="Steps"/></block></script></block><block s="doSetVar"><l>Distance</l><block s="reportRelationTo"><l><option>distance</option></l><l><option>center</option></l></block></block><block s="doRepeat"><l>180</l><script><block s="turn"><l>1</l></block><block s="forward"><block var="Steps"/></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The diameter is </l><block var="Distance"/></list></block><l>2</l></block></script></block></script><script x="134" y="64"><block s="clear"></block></script></scripts></sprite><watcher var="Steps" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Start" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="Distance" style="normal" x="10" y="52.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="Steps"><l>1.9773175849188114</l></variable><variable name="Start"><l>0</l></variable><variable name="Distance"><l>226.58678066309997</l></variable></variables></project><media name="Circles 3/26/21" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>