<snapdata remixID="13895703"><project name="4,17BubbleSimulationTemplate" app="Snap! 10.1-dev, 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></script></block-definition><block-definition s="creatingBubbles" type="command" category="motion"><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></script></block-definition><block-definition s="SetLocationAndSpeed" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="setLocationAndSpeed" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><block s="reportRandom"><l>-220</l><l>220</l></block></block><block s="setYPosition"><l>-135</l></block><block s="doSetVar"><l>speed</l><block s="reportRandom"><l>0.5</l><l>5</l></block></block></script></block-definition></blocks><primitives></primitives><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list 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