<snapdata remixID="9344846"><project name="Cloning Lab 5.3: Fewer Balls the end &#xD;" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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s="show"></block><block s="doSetVar"><l>s_Id</l><block var="g_NextId"/></block><block s="doChangeVar"><l>g_NextId</l><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><block s="reportRandom"><l>0</l><l>360</l></block></block><block s="setScale"><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setEffect"><l><option>color</option></l><block s="reportRandom"><l>1</l><l>255</l></block></block><block s="doSetVar"><l>s_Speed</l><block s="reportRandom"><l>100</l><l>200</l></block></block><block s="doForever"><script><block s="doIf"><block s="reportEquals"><block var="s_Id"/><block var="g_NextId"/></block><script><block s="removeClone"></block></script></block><block s="bubble"><block var="s_Id"/></block><block s="forward"><block var="s_Speed"/></block><block s="bounceOffEdge"></block></script></block></script><script x="430" y="262"><block s="receiveMessage"><l>delete</l></block><block s="doIf"><block s="reportGreaterThan"><block var="s_Id"/><block var="g-BallToDelete"/></block><script><block s="doChangeVar"><l>s_Id</l><l>-1</l></block></script></block></script></scripts></sprite><watcher scope="ball" var="s_Id" style="normal" x="9.9375" y="9.937499999999993" color="243,118,29" hidden="true"/><watcher var="g_NextId" style="normal" x="9.9375" y="30.80625198750002" color="243,118,29" hidden="true"/><watcher scope="ball" var="s_Speed" style="normal" x="9.9375" y="51.67500397499998" color="243,118,29" hidden="true"/><watcher var="g" style="normal" x="39.75" y="39.75000000000003" color="243,118,29" hidden="true"/><watcher var="g-BallToDelete" style="normal" x="0" y="123.22500795000002" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="g_NextId"><l>234</l></variable><variable name="g"><l>0</l></variable><variable name="g-BallToDelete"><l>0</l></variable></variables></project><media name="Cloning Lab 5.3: Fewer Balls the end 
" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>