<snapdata remixID="10253756"><project name="bouncing ball" app="Snap! 6, https://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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list 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image="data:image/svg+xml;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="115.5419921875" y="16"><block s="receiveGo"></block><block s="doSetVar"><l>x-velocity</l><l>5</l></block><block s="doSetVar"><l>y-velocity</l><l>20</l></block><block s="doSetVar"><l>floor</l><l>-170</l></block><block s="doSetVar"><l>ceiling</l><l>170</l></block><block s="doSetVar"><l>left wall</l><l>-230</l></block><block s="doSetVar"><l>right wall</l><l>230</l></block><block s="doSetVar"><l>gravity</l><l>1</l></block><block s="doSetVar"><l>bounce energy</l><l>.95</l></block><block s="doSwitchToCostume"><l>ball a</l></block><block s="setScale"><l>20</l></block><custom-block s="draw room"></custom-block><block s="setXPosition"><block var="left wall"/></block><block s="setYPosition"><block var="floor"/></block><block s="doForever"><script><block s="changeXPosition"><block var="x-velocity"/></block><block s="changeYPosition"><block var="y-velocity"/></block><custom-block s="bounce floor"></custom-block><custom-block s="bounce ceiling"></custom-block><custom-block s="bounce left wall"></custom-block><custom-block s="bounce right wall"></custom-block><block s="doWait"><l>0.01</l></block><block s="doSetVar"><l>y-velocity</l><block s="reportDifference"><block var="y-velocity"/><block var="gravity"/></block></block></script></block></script></scripts></sprite><watcher var="x-velocity" style="normal" x="10" y="10" color="243,118,29"/><watcher var="y-velocity" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="gravity" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher scope="ball" s="xPosition" style="normal" x="10" y="73.000006" color="74,108,212" hidden="true"/><watcher var="bounce energy" style="normal" x="10" y="136.00001199999997" color="243,118,29" hidden="true"/><watcher var="left wall" style="normal" x="10" y="157.00001399999996" color="243,118,29" hidden="true"/><watcher var="right wall" style="normal" x="10" y="178.00001599999996" color="243,118,29" hidden="true"/><watcher var="ceiling" style="normal" x="10" y="199.00001799999998" color="243,118,29" hidden="true"/><watcher scope="ball" s="yPosition" style="normal" x="9" y="53.00000799999998" color="74,108,212"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw room" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><block var="left wall"/><block var="floor"/></block><block s="down"></block><block s="doGlide"><l>0.1</l><block var="right wall"/><block var="floor"/></block><block s="doGlide"><l>0.1</l><block var="right wall"/><block var="ceiling"/></block><block s="doGlide"><l>0.1</l><block var="left wall"/><block var="ceiling"/></block><block s="doGlide"><l>0.1</l><block var="left wall"/><block var="floor"/></block></script></block-definition><block-definition s="bounce floor" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportLessThan"><block s="yPosition"></block><block var="floor"/></block><script><block s="doSetVar"><l>y-velocity</l><block s="reportProduct"><block s="reportDifference"><l>0</l><block var="y-velocity"/></block><block var="bounce energy"/></block></block><block s="doIf"><block s="reportLessThan"><block s="reportSum"><block s="yPosition"></block><block var="y-velocity"/></block><block var="floor"/></block><script><block s="setYPosition"><block var="floor"/></block></script></block><block s="doSetVar"><l>y-velocity</l><block s="reportSum"><block var="y-velocity"/><block var="gravity"/></block></block></script></block></script></block-definition><block-definition s="bounce ceiling" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportGreaterThan"><block s="yPosition"></block><block var="ceiling"/></block><script><block s="doSetVar"><l>y-velocity</l><block s="reportProduct"><block s="reportDifference"><l>0</l><block var="y-velocity"/></block><block var="bounce energy"/></block></block></script></block></script><scripts><script x="20.6416015625" y="143.8"><block s="reportOr"><l/><l/></block></script></scripts></block-definition><block-definition s="bounce left wall" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportLessThan"><block s="xPosition"></block><block var="left wall"/></block><script><block s="doSetVar"><l>x-velocity</l><block s="reportProduct"><block s="reportDifference"><l>0</l><block var="x-velocity"/></block><block var="bounce energy"/></block></block><block s="doIf"><block s="reportLessThan"><block s="reportSum"><block s="xPosition"></block><block var="x-velocity"/></block><block var="left wall"/></block><script><block s="setXPosition"><block var="left wall"/></block></script></block></script></block></script></block-definition><block-definition s="bounce right wall" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><block var="right wall"/></block><script><block s="doSetVar"><l>x-velocity</l><block s="reportProduct"><block s="reportDifference"><l>0</l><block var="x-velocity"/></block><block var="bounce energy"/></block></block><block s="setXPosition"><block var="right wall"/></block></script></block></script></block-definition></blocks><variables><variable name="x-velocity"><l>3.317102156445312</l></variable><variable name="y-velocity"><l>2.460916462265999</l></variable><variable name="gravity"><l>1</l></variable><variable name="bounce energy"><l>.95</l></variable><variable name="floor"><l>-170</l></variable><variable name="left wall"><l>-230</l></variable><variable name="right wall"><l>230</l></variable><variable name="ceiling"><l>170</l></variable></variables></project><media name="bouncing ball" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>