<snapdata remixID="10967232"><project name="Snap Project 02-The amazing maze " app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Snap Project 02-The amazing maze "><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><wear><ref 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Easy,Meduim,Hard</l></block></script><script x="12" y="702"><block s="receiveKey"><l><option>up arrow</option></l><list></list></block><block s="setHeading"><l>0</l></block><block s="forward"><l>3</l></block><block s="down"></block><block s="setColor"><color>13,0,31,1</color></block></script><script x="221" y="707"><block s="receiveKey"><l><option>right arrow</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="forward"><l>3</l></block><block s="down"></block><block s="setColor"><color>13,0,31,1</color></block></script><script x="425" y="710"><block s="receiveKey"><l><option>left arrow</option></l><list></list></block><block s="setHeading"><l>270</l></block><block s="forward"><l>3</l></block><block s="down"></block><block s="setColor"><color>13,0,31,1</color></block></script><script x="617" y="711"><block s="receiveKey"><l><option>down arrow</option></l><list></list></block><block s="setHeading"><l>180</l></block><block s="forward"><l>3</l></block><block 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" 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