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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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id="1167"><inputs></inputs><variables></variables><custom-block s="if %b then %anyUE else %anyUE"><block s="reportLessThan"><l></l><l>.5</l></block><block s="reportProduct"><l>8</l><block s="reportProduct"><l></l><block s="reportProduct"><l></l><block s="reportProduct"><l></l><l></l></block></block></block></block><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportProduct"><l>8</l><block s="reportProduct"><custom-block s="-- %anyUE"><block var="t"/></custom-block><block s="reportProduct"><block var="t"/><block s="reportProduct"><block var="t"/><block var="t"/></block></block></block></block></block></autolambda><list><l>t</l></list></block><list><l></l></list></block></custom-block><receiver></receiver><origin></origin></context></item></list></item><item><list id="1217"><item><l>sine-in</l></item><item><context id="1218"><inputs></inputs><variables></variables><block s="reportDifference"><l>1</l><block 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="TrinityBounce1/07" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>