<snapdata remixID="9361144"><project name="Road (Starter)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Road" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="0" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Untitled" center-x="240" center-y="180" 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id="176"/></item><item><costume name="walk3" center-x="40.5" center-y="61" 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id="177"/></item><item><costume name="walk4" center-x="32.5" center-y="63" 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s="doWait"><l>0.1</l></block></script></block><block s="doIf"><block s="reportEquals"><block s="reportAnd"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><block s="reportKeyPressed"><l><option>right arrow</option></l></block></block><block s="reportBoolean"><l><bool>false</bool></l></block></block><script><block s="doSwitchToCostume"><l>idle</l></block><block s="setHeading"><l>90</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Road (Starter)" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>