<snapdata remixID="9149079"><project name="bounce2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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s="doDeclareVariables"><list><l>p</l></list></block><block s="doSetVar"><l>p</l><l>0.3</l></block><block s="doReport"><block s="reportSum"><block s="reportProduct"><custom-block s="%n raised to %n"><l>2</l><block s="reportProduct"><l>-10</l><l></l></block></custom-block><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportProduct"><block s="reportDifference"><l></l><block s="reportQuotient"><block var="p"/><l>4</l></block></block><block s="reportQuotient"><block s="reportProduct"><l>2</l><custom-block s="PI"></custom-block></block><block var="p"/></block></block></custom-block></block></block><l>1</l></block></block></script><receiver></receiver><origin></origin></context></item></list></item></list></variable></variables></custom-block></custom-block><custom-block s="bounce %n in %n secs with bounciness %n"><block s="reportProduct"><block var="delta"/><block var="bounciness"/></block><block s="reportProduct"><block var="secs"/><block var="bounciness"/></block><block var="bounciness"/></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="bounce2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>