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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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id="1166"><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="1216"><item><l>sine-in</l></item><item><context id="1217"><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="1232"><item><l>sine-out</l></item><item><context id="1233"><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="1242"><item><l>sine-in-out</l></item><item><context id="1243"><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="1255"><item><l>elastic</l></item><item><context id="1256"><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="frantzsesca01/8" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>