<snapdata remixID="12137700"><project name="3.24BubbleSimulation" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="3.24BubbleSimulation"><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="gotoXY"><block s="reportRandom"><l>-220</l><l>220</l></block><block s="reportRandom"><l>-220</l><l>100</l></block></block><block s="doSetVar"><l>speed</l><block s="reportRandom"><l>0.5</l><l>5</l></block></block></script></block-definition><block-definition s="floatingToTheTop" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="floatingToTheTop (2)" type="command" category="motion" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><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>-3</l><l>3</l></block></block></script></block><block s="setEffect"><l><option>ghost</option></l><l>95</l></block><block s="doWait"><block s="reportRandom"><l>0.1</l><l>0.6</l></block></block><block s="hide"></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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" mediaID="Bubble_cst_Blue"/></media></snapdata>