<snapdata remixID="12915680"><project name="bubble simulation" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="bubble simulation"><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></script></block-definition><block-definition s="setLocation&amp;Speed (2)" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="hide"></block><block s="doSetVar"><l>size</l><block s="reportRandom"><l>1</l><l>20</l></block></block><block s="setScale"><block var="size"/></block><block s="doSetVar"><l>speed</l><block s="reportRandom"><l>3</l><l>10</l></block></block><block s="show"></block><block s="doGlide"><block var="speed"/><block var="xValue"/><l>270</l></block></script></block-definition><block-definition s="floatToTop" type="command" 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mediaID="Bubble_cst_blue"/><costume name="snow" center-x="54" center-y="49" 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mediaID="Bubble_cst_snow"/><costume name="Untitled" center-x="25.5" center-y="40.5" 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mediaID="Bubble_cst_Untitled"/></media></snapdata>