<snapdata remixID="13825347"><project name="4,17BubbleSimulationTemplate" app="Snap! 10.1-dev, 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="control"><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="SpeedandLocation" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="setYPosition"><l>-120</l></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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s="receiveOnClone"></block><custom-block s="createBubble"></custom-block><custom-block s="SpeedandLocation"></custom-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><block s="doWait"><l>0.1</l></block><block s="hide"></block><block s="removeClone"></block></script></scripts></sprite><watcher var="speed" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="speed"><l>1.2057095298748102</l></variable></variables></scene></scenes></project><media name="4,17BubbleSimulationTemplate" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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