<snapdata remixID="11865897"><project name="Bubble Simulation" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Bubble Simulation"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="oscillation wave length %&apos;wave length&apos; wave height %&apos;wave height&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doUntil"><block s="reportLessThan"><l>165</l><block s="yPosition"></block></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></script></block-definition><block-definition s="Bubbles" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setScale"><block s="reportRandom"><l>15</l><l>75</l></block></block><block s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>3</l></block></block><block s="show"></block></script></block-definition><block-definition s="and speed" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list 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