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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-19.99999999999841" y="2.5579538487363607e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,77,46,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="512.000001" y="10"><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><script x="770.000001" y="15"><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="628.000001" y="27"><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="345" y="16.999999000000003"><block s="receiveKey"><l><option>2</option></l></block><block s="setColor"><color>76,255,41,1</color></block><block s="forward"><l>70</l></block><block s="down"></block><block s="setSize"><l>5</l></block><block s="show"></block><block s="doRepeat"><l>10</l><script><block s="bubble"><l>Decagon</l></block><block s="turn"><l>36</l></block><block s="forward"><l>30</l></block></script></block><block s="hide"></block><block s="up"></block></script><script x="164" y="20.999999000000003"><block s="receiveKey"><l><option>1</option></l></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="down"></block><block s="setColor"><color>56,61,255,1</color></block><block s="show"></block><block s="doRepeat"><l>4</l><script><block s="bubble"><l>Square</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block></script></block><block s="hide"></block><block s="up"></block></script><script x="30" y="25.999999000000003"><block s="receiveKey"><l><option>3</option></l></block><block s="forward"><l>110</l></block><block s="down"></block><block s="setColor"><color>255,77,46,1</color></block><block s="setSize"><l>10</l></block><block s="show"></block><block s="doRepeat"><l>360</l><script><block s="bubble"><l>Circle</l></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="hide"></block><block s="up"></block></script><script x="902.0000009999999" y="200"><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="287.000001" y="372"><block s="doSayFor"><l>circle</l><l>2</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="2.1 Shapes" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>