<snapdata remixID="11760376"><project name="Redundant_Joshua" 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="Redundant_Joshua"><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-108.42145433460132" y="-40.88215289661832" heading="315" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="780" y="23"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doForever"><script><block s="forward"><l>2</l></block><block s="bounceOffEdge"></block></script><comment w="90" collapsed="false">forever example</comment></block></script><script x="522" y="18"><block s="receiveKey"><l><option>left arrow</option></l><list></list></block><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><l>20</l></block><block s="up"></block><block s="forward"><l>-20</l></block><block s="changeYPosition"><l>-5</l></block></script><comment w="90" collapsed="false">repeat example</comment></block></script><script x="260" y="13"><block s="receiveKey"><l><option>right arrow</option></l><list></list></block><block s="doRepeat"><l>4</l><script><block s="down"><comment w="90" collapsed="false">larger redundancy example</comment></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="up"></block></script></block></script><script x="10" y="10"><block s="receiveKey"><l><option>up arrow</option></l><list></list></block><block s="down"><comment w="90" collapsed="false">simple redundancy example</comment></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="up"></block><block s="forward"><l>50</l></block></script><script x="511" y="281.6666666666667"><block s="forward"><l>50</l></block><block s="down"></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="down"></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="down"></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="up"></block><block s="forward"><l>50</l></block></script><script x="280" y="574.3333333333334"><block s="receiveGo"></block><block s="setXPosition"><l>0</l></block><block s="setYPosition"><l>0</l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Redundant_Joshua" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>