<snapdata remixID="12041103"><project name="4,17BubbleSimulationTemplate" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="4,17BubbleSimulationTemplate"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="createBubbles" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>2</l></block></block><block s="setEffect"><l><option>ghost</option></l><block s="reportRandom"><l>0</l><l>95</l></block></block><block s="show"></block><block s="doDeclareVariables"><list><l>speed</l></list></block><block s="setScale"><block s="reportRandom"><l>10</l><l>90</l></block></block><block s="changeXPosition"><block s="reportRandom"><l>-220</l><l>200</l></block></block><block s="doSetVar"><l>speed</l><block s="reportRandom"><l>0.5</l><l>5</l></block></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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