<snapdata remixID="14831706"><project name="robot in a maze" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="robot in a maze"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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s="doSwitchToCostume"><l>purple</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>blue</l></list></block><script><block s="doSwitchToCostume"><l>blue</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>green</l></list></block><script><block s="doSwitchToCostume"><l>green</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>pink</l></list></block><script><block s="doSwitchToCostume"><l>pink</l></block></script><list></list></block></script><script x="226.00000000000006" y="393.9999999999998"><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportGet"><l><option>self</option></l></block><block s="reportTouchingObject"><l>Sprite(2)</l></block></list></block><script><block s="doChangeVar"><l></l><l>1</l></block></script><list></list></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="robot in a maze" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="246.5" center-y="189.5" 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" 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