<snapdata remixID="14721884"><project name="BubbleSimulation" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="BubbleSimulation"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setlocationandspeed" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><block s="reportRandom"><l>-200</l><l>220</l></block></block><block s="setYPosition"><l>-140</l></block><block s="doSetVar"><l>speed</l><block s="reportRandom"><l>0.5</l><l>5</l></block></block><block s="show"></block></script></block-definition><block-definition s="Create Bubble" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="setScale"><block s="reportRandom"><l>1</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="Move to top" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeXPosition"><block s="reportRandom"><l>-2</l><l>2</l></block></block><block s="changeYPosition"><block var="speed"/></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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