<snapdata remixID="15111455"><project name="4,17BubbleSimulationTemplate" 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="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="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>-215</l><l>215</l></block></block><block s="doDeclareVariables"><list><l>speed</l></list></block><block s="doSetVar"><l>speed</l><block s="reportRandom"><l>0.5</l><l>5</l></block></block><block s="doUntil"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="changeYPosition"><block var="speed"/></block><block s="changeXPosition"><block s="reportRandom"><l>-2</l><l>2</l></block></block></script></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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