<snapdata remixID="10895745"><project name="4,17BubbleSimulationTemplate" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABoAAAAaCAYAAACpSkzOAAAAAXNSR0IArs4c6QAAARtJREFUSEtjZCAA2m7//09IDUi+SpWREZ86nJLEWoBuOC4LsVpEriUwS7FZhmERpZbgsgzFIlyWEAp/YvTBLcKmmJAF6PGDzwyIRfuOqLfJWt9A1kiqJTC96JZVPT6qweBkcxNsEYYkgaRKKLljM49+FlHbN7iCkHHUIkIJYTToiA0hnOrQExlmqlvayMzQ0PCPIpsaGpjaouv/IptBvwyLtQh6eEqEwcX8LVm+2nNSuE3e7A16uQkpVPfvZ2mTcfhNk0L1yQFWBkfHP/iriWenlBjsze8T5bODJxXbpMzu4araiav47u3iYXB3/4rVwp07uduU3L5gk0OuagamKsdVfBAVdEiKiGqcIBtKakMFX62Mt9FHrA+JqfYBHT69E42o9K8AAAAASUVORK5CYII=" id="13"/></item><item><costume name="Untitled(4)" center-x="14" center-y="14" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAcCAYAAAByDd+UAAAAAXNSR0IArs4c6QAAAKhJREFUSEvt1mEOgCAIBlC5TrfqZN2q69RqsxUJHxTlVvYbfaJoUDJ8wzhNhrDUd0QoTg2wQhzRYBG8imVcQovgXUxDT2AUJqEHMBoroRuIMFSB1vEQRBCvUAnO86wgCkJ3y4O+D0Znl7OV5qUGegumbekPiub7Lw0q40ceb21bUcuAFszH1/sBW1fqfXn4kdRvoqIydbWJ+21DvYqnCV5iYWtuzdh6fWb1gau1YZ6J2gAAAABJRU5ErkJggg==" id="14"/></item></list></costumes><sounds><list struct="atomic" 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s="doSwitchToCostume"><block s="reportRandom"><l>1</l><l>4</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>-230</l><l>230</l></block></block><block s="doSetVar"><l>speed</l><block s="reportRandom"><l>.5</l><l>5</l></block></block></script></block-definition><block-definition s="Float to the top" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doUntil"><block s="reportTouchingObject"><l><option>edge</option></l></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></blocks><variables><variable name="speed"><l>3.0801045361064565</l></variable></variables></project><media name="4,17BubbleSimulationTemplate" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>