<snapdata remixID="10585119"><project name="Lesson 2.1 Example" app="Snap! 6, https://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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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s="bounceOffEdge"></block></script><comment w="90" collapsed="false">forever example</comment></block></script><script x="27" y="17.6666666666666"><block s="receiveGo"></block><block s="down"><comment w="90" collapsed="false">simple redundancy example</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>50</l></block><block s="doBroadcastAndWait"><l>Next</l></block></script><script x="268" y="10"><block s="receiveMessage"><l>Next</l></block><block s="down"><comment w="90" collapsed="false">larger redundancy example</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>50</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>30</l></block><block 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