<snapdata remixID="9319485"><project name="Maze 2" 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="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</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="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="maze1" center-x="240" center-y="180" 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s="changeYPosition"><l>4</l></block><block s="doIf"><block s="reportTouchingColor"><color>63,103,178,0.7294117647058823</color></block><script><block s="changeYPosition"><l>-4</l></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>down arrow</option></l></block><script><block s="changeYPosition"><l>-4</l></block><block s="doIf"><block s="reportTouchingColor"><color>63,103,178,0.5058823529411764</color></block><script><block s="changeYPosition"><l>-4</l></block></script></block></script></block><block s="doIf"><block s="reportTouchingObject"><l>Sprite(3)</l></block><script><block s="doSayFor"><l>I won</l><l>2</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Maze 2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>