<snapdata remixID="13755367"><project name="4,17BubbleSimulationTemplate" app="Snap! 10, 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="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="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><block s="reportRandom"><l>-210</l><l>250</l></block></block><block s="show"></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="setLocationAndSpeed (2)" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><block s="reportRandom"><l>-210</l><l>210</l></block></block><block s="setYPosition"><l>-180</l></block><block s="show"></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="setLocationAndSpeedRain" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><block s="reportRandom"><l>-200</l><l>200</l></block></block><block s="setYPosition"><l>170</l></block><block s="show"></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="createRain" type="command" 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