<snapdata remixID="15033994"><project name="4,17BubbleSimulationTemplate" app="Snap! 11.0.8, https://snap.berkeley.edu" 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s="doSwitchToCostume"><l>bubble</l></block><block s="doRepeat"><block s="reportRandom"><l>40</l><l>60</l></block><script><block s="createClone"><l><option>myself</option></l></block></script></block></script><script x="248" y="63"><block s="receiveOnClone"></block><block s="show"></block><block s="doForever"><script><block s="setScale"><block s="reportRandom"><l>5</l><l>90</l></block></block><block s="setEffect"><l><option>ghost</option></l><block s="reportRandom"><l>5</l><l>100</l></block></block><block s="setYPosition"><l>-125</l></block><block s="setXPosition"><block s="reportRandom"><l>-240</l><l>240</l></block></block><block s="doGlide"><block s="reportRandom"><l>3</l><l>5</l></block><block s="reportRandom"><l>-240</l><l>240</l></block><l>150</l></block><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doWait"><l>.5</l></block><block s="hide"></block><block s="createClone"><l>Sprite(2)</l></block><block 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mediaID="4,17BubbleSimulationTemplate_Stage_cst_Untitled"/><costume name="Untitled(2)" center-x="240" center-y="180" 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mediaID="4,17BubbleSimulationTemplate_Stage_cst_Untitled(2)"/><costume name="Untitled(3)" center-x="240" center-y="180" 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mediaID="4,17BubbleSimulationTemplate_Stage_cst_Untitled(3)"/><costume name="Untitled" center-x="73" center-y="76" 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