<snapdata remixID="11757501"><project name="Redundant_Solomon B" 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_Solomon B"><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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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="64.2020765593279" y="-55.26350584782165" heading="246" 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="10" y="10"><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="15" y="273.33333333333337"><block s="receiveKey"><l><option>w</option></l><list></list><comment w="90" collapsed="false">redundacy fixed</comment></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block></script></block><block s="up"></block></script><script x="291" y="12"><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><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="21" y="457.33333333333337"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="459" y="81"><block s="receiveKey"><l><option>a</option></l><list></list><comment w="90" collapsed="false">larger redundency fixed</comment></block><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block></script></block><block s="up"></block><block s="forward"><l>20</l></block></script></block></script><script x="782" y="65"><block s="receiveKey"><l><option>s</option></l><list></list></block><block s="setHeading"><block s="reportRandom"><l>1</l><l>100</l></block></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="778" y="268.6666666666667"><block s="receiveKey"><l><option>d</option></l><list></list></block><block s="doRepeat"><l>10</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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Redundant_Solomon B" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>