<snapdata remixID="11036150"><project name="Bouncy Balls" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage 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s="receiveCondition"><block s="reportTouchingObject"><l><option>edge</option></l></block></block><block s="setHeading"><l><option>random</option></l></block></script><script x="188" y="234.16666666666677"><block s="receiveOnClone"></block><block s="doSetVar"><l>ballSpeed</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="show"></block><block s="setScale"><block s="reportRandom"><l>70</l><l>140</l></block></block><block s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>5</l></block></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l><option>random</option></l></block><block s="doForever"><script><block s="forward"><block var="ballSpeed"/></block><block s="bounceOffEdge"></block></script></block></script><script x="30" y="30"><block s="receiveGo"></block><block s="hide"></block></script><script x="99" y="129"><block s="receiveKey"><l><option>up arrow</option></l></block><block s="doGlide"><l>0.25</l><l>0</l><l>0</l></block></script></scripts></sprite><watcher scope="Sprite" var="ballSpeed" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Bouncy Balls" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>