<snapdata remixID="14735204"><project name="4,17BubbleSimulationTemplate" app="Snap! 11.0.6, 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="show"></block><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="changeEffect"><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="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><block s="reportRandom"><l>-235</l><l>235</l></block></block><block s="doSetVar"><l>Speed</l><block s="reportRandom"><l>0.5</l><l>5</l></block></block><block s="setYPosition"><l>-180</l></block></script></block-definition><block-definition s="Float" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doUntil"><block s="reportVariadicEquals"><list><block s="yPosition"></block><l>180</l></list></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="doIf"><block s="reportVariadicEquals"><list><block s="yPosition"></block><l>180</l></list></block><script><block s="hide"></block></script><list></list></block></script></block-definition><block-definition s="createRaindrop" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="show"></block><block s="setScale"><block s="reportRandom"><l>5</l><l>100</l></block></block><block s="show"></block></script></block-definition><block-definition s="setLocationAndSpeedDrop" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><block s="reportRandom"><l>-235</l><l>235</l></block></block><block s="doSetVar"><l>Speed</l><block s="reportRandom"><l>0.5</l><l>5</l></block></block><block s="setYPosition"><l>180</l></block></script></block-definition><block-definition s="Drop" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doUntil"><block s="reportVariadicEquals"><list><block s="yPosition"></block><l>-180</l></list></block><script><block s="changeYPosition"><block s="reportVariadicProduct"><list><block var="Speed"/><l>-1</l></list></block></block><block s="changeXPosition"><block s="reportRandom"><l>-2</l><l>2</l></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block 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