<snapdata remixID="14708925"><project name="bubbles" app="Snap! 11.0.5, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="bubbles"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="bubbles" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setScale"><block s="reportRandom"><l>25</l><l>125</l></block></block><block s="gotoXY"><block s="reportRandom"><l>-250</l><l>250</l></block><l>-250</l></block><block s="doRepeat"><l>4</l><script><block s="doGlide"><l>0.5</l><block s="reportVariadicSum"><list><block s="xPosition"></block><block s="reportRandom"><l>-100</l><l>100</l></block></list></block><block s="reportVariadicSum"><list><block s="yPosition"></block><l>100</l></list></block></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" 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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