<snapdata remixID="9149031"><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 struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="239.97777478873058" y="-159.5192636000309" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="26.00000000000003" y="25"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="gotoXY"><l>-220</l><l>160</l></block><block s="down"></block><block s="doBroadcast"><l>go</l></block></script><script x="169" y="232"><block s="receiveMessage"><l>go</l></block><block s="doForever"><script><block s="forward"><l>1</l></block><block s="bounceOffEdge"></block></script></block></script><script x="288" y="77"><block s="receiveMessage"><l>go</l></block><custom-block s="bounce %n in %n secs with bounciness %n"><l>320</l><l>0.4</l><l>0.85</l></custom-block><block s="doWait"><l>1</l></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="id %&apos;arg&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block var="arg"/></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIf"><block var="test"/><script><block s="doReport"><block 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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>