<snapdata remixID="14771148"><project name="4,17BubbleSimulationTemplate" app="Snap! 11.0.8, 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="CreateBubble" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-240</l><l>0</l></block><block s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>3</l></block></block><block s="setScale"><block s="reportRandom"><l>5</l><l>100</l></block></block><block s="setEffect"><l><option>ghost</option></l><block s="reportRandom"><l>10</l><l>90</l></block></block><block s="show"></block></script></block-definition><block-definition s="SetLocationAndSpeed" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><block s="reportRandom"><l>-230</l><l>230</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><primitives></primitives><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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