<snapdata remixID="9149040"><project name="bounce2JL" 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="reportMonadic"><l><option>sin</option></l><block s="reportSum"><l>90</l><block s="reportProduct"><l></l><l>90</l></block></block></block></block><receiver></receiver><origin></origin></context></item></list></item><item><list id="1233"><item><l>sine-out</l></item><item><context id="1234"><inputs></inputs><variables></variables><block s="reportMonadic"><l><option>sin</option></l><block s="reportProduct"><l></l><l>90</l></block></block><receiver></receiver><origin></origin></context></item></list></item><item><list id="1243"><item><l>sine-in-out</l></item><item><context id="1244"><inputs></inputs><variables></variables><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>cos</option></l><block s="reportProduct"><l></l><l>90</l></block></block></block><receiver></receiver><origin></origin></context></item></list></item><item><list id="1256"><item><l>elastic</l></item><item><context id="1257"><inputs></inputs><variables></variables><script><block 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="bounce2JL" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>