<snapdata remixID="13139431"><project name="lab5.2_cruz" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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var="done"/><l>2</l></list></block><script><block s="doForever"><script><block s="forward"><l>9</l></block><block s="doIf"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="turn"><l>180</l></block></script><list></list></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="done"/><l>1</l></list></block><script><block s="changeScale"><l>-40</l></block></script><list></list></block><block s="doForever"><script><block s="forward"><l>5</l></block><block s="doIf"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="turn"><l>180</l></block></script><list></list></block></script></block></script><script x="276" y="64.00000000000017"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="30" y="10"><block s="receiveGo"></block><block s="doAsk"><l>input how many balls you 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