<snapdata remixID="15048418"><project name="4,17BubbleSimulationTemplate" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="4,17BubbleSimulationTemplate"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Create Bubble" 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="Set Location and Speed" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setYPosition"><l>-150</l></block><block s="setXPosition"><block s="reportRandom"><l>-200</l><l>200</l></block></block><block s="show"></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="2" 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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</pentrails><costumes><list id="36"><item><ref mediaID="4,17BubbleSimulationTemplate_Stage_cst_Untitled"></ref></item><item><ref mediaID="4,17BubbleSimulationTemplate_Stage_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="37"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Bubble" idx="1" x="0" y="-150.54094292803995" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="5" color="80,80,80,1" pen="tip" id="42"><costumes><list id="43"><item><ref mediaID="4,17BubbleSimulationTemplate_Bubble_cst_black"></ref></item><item><ref mediaID="4,17BubbleSimulationTemplate_Bubble_cst_white"></ref></item><item><ref mediaID="4,17BubbleSimulationTemplate_Bubble_cst_Untitled"></ref></item><item><ref mediaID="4,17BubbleSimulationTemplate_Bubble_cst_Untitled(2)"></ref></item><item><ref mediaID="4,17BubbleSimulationTemplate_Bubble_cst_Untitled(3)"></ref></item></list></costumes><sounds><list 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hidden="true"/></sprites></stage><variables><variable name="speed"><l>1.873429163821221</l></variable></variables></scene></scenes></project><media name="4,17BubbleSimulationTemplate" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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" mediaID="4,17BubbleSimulationTemplate_Stage_cst_Untitled"/><costume name="Untitled(2)" center-x="240" center-y="180" 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