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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="-93.64545423579193" y="-9.673664307558681" heading="53" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="46,46,46,1" 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="382" y="111.33333333333337"><block s="clear"></block></script><script x="58" y="45.16666666666799"><block s="doRepeat"><l>60</l><script><block s="setColor"><color>46,46,46,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,255,255,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="90" collapsed="false">this code works by drawing a line, waiting, covering it with a white lne, and rotating 6 degrees.&#xD;&#xD;repeats 60 times&#xD;&#xD;the pens size change helps to cover the previously drawn line</comment></block></script><script x="48" y="330"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l><comment w="90" collapsed="false">Another Square</comment></block><block s="turn"><l>90</l></block></script></block></script><script x="304" y="346.1666666666679"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><l>120</l></block></script></block></script><script x="470" y="342.166666666668"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="470" y="207.16666666666765"><block s="doRepeat"><l>8</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><l>45</l></block></script></block></script><script x="464" y="104"><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l><comment w="90" collapsed="false">Makes a triangle</comment></block></script></block></script><script x="417" y="19.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="410.33333333333326" y="63.666666666666686"><block s="setHeading"><l>90</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Lab1 *" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>