<snapdata remixID="14331206"><project name="Lab 3.2_Starter" app="Snap! 10.7.1, 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="go right" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="doChangeVar"><l>xvel</l><l>1</l></block><block s="setHeading"><l>-90</l></block></script><list></list></block><block s="doSetVar"><l>xvel</l><block s="reportVariadicProduct"><list><block var="xvel"/><l>.8</l></list></block></block><block s="changeXPosition"><block var="xvel"/></block></script></block-definition><block-definition s="go left" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="doChangeVar"><l>xvel</l><l>-1</l></block><block s="setHeading"><l>90</l></block></script><list></list></block><block s="doSetVar"><l>xvel</l><block s="reportVariadicProduct"><list><block var="xvel"/><l>.8</l></list></block></block><block s="changeXPosition"><block var="xvel"/></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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