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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="101.87180324248584" y="73.99999999999994" heading="135" 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="true">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="28" y="278"><block s="down"><comment w="90" collapsed="true">Square</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></script><script x="306" y="11.166666666666686"><block s="setHeading"><l>90</l><comment w="90" collapsed="false">Diamond</comment></block><block s="down"></block><block s="turn"><l>45</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>70</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>1</l></block></script></block><block s="up"></block></script><script x="27" y="436.5"><block s="clear"></block><block s="setHeading"><l>90</l></block></script><script x="336" y="271.1666666666667"><block s="down"><comment w="90" collapsed="true">Equilateral Triangle</comment></block><block s="turn"><l>60</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>2</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab2.1_Loops " app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>