<snapdata remixID="11380327"><project name=" 5.2-Lots of Balls" 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=" 5.2-Lots of Balls"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Size" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setScale"><block s="reportRandom"><l>50</l><l>200</l></block></block></script></block-definition><block-definition s="Steps" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>steps</l><block s="reportRandom"><l>1</l><l>20</l></block></block><block s="doForever"><script><block s="forward"><block var="steps"/></block><block s="bounceOffEdge"></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" 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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