<snapdata remixID="15020203"><project name="Lab 3.2_Starter" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 3.2_Starter"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="gravity of %&apos;Ag&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doSetVar"><l>Y Velocity</l><l>0</l></block><block s="doForever"><script><block s="changeYPosition"><block var="Y Velocity"/></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportNot"><block s="reportTouchingColor"><color>0,213,59,1</color></block></block><block s="reportNot"><block s="reportTouchingObject"><l>Platform</l></block></block></list></block><script><block s="doChangeVar"><l>Y Velocity</l><block s="reportQuotient"><block var="Ag"/><l>-100</l></block></block></script><script><block s="doIfElse"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="doSetVar"><l>Y 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