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</pentrails><costumes><list id="7"><item><ref mediaID="Lab 04 Walters_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-240" y="180" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,240,50,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="9.999999999999986"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-240</l><l>-180</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>255,240,50,1</color></block><block s="doRepeat"><l>18</l><script><block s="doRepeat"><l>24</l><script><block s="forward"><l>20</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>10</l></block><block s="setHeading"><l>270</l></block><block s="forward"><l>20</l></block><block s="setHeading"><l>180</l></block><block s="forward"><l>10</l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>20</l></block></script><comment w="94" collapsed="true">Makes the entire row of squares.</comment></block><block s="up"></block><block s="changeYPosition"><l>10</l><comment w="90" collapsed="false">this little middle section makes the second row offset from the first row.</comment></block><block s="setXPosition"><l>-230</l></block><block s="down"></block><block s="setColor"><color>255,240,50,1</color></block><block s="doRepeat"><l>23</l><script><block s="forward"><l>20</l></block><block s="setHeading"><l>0</l></block><block s="forward"><l>10</l></block><block s="setHeading"><l>270</l></block><block s="forward"><l>20</l></block><block s="setHeading"><l>180</l></block><block s="forward"><l>10</l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>20</l></block></script><comment w="90" collapsed="false">Makes the row of squares</comment></block><block s="changeYPosition"><l>10</l></block><block s="setXPosition"><l>-240</l></block></script><comment w="118" collapsed="true">Makes the entire piece of code repeat..</comment></block><block s="up"></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="6.694560669456109" y="6.694560669456067" color="74,108,212"/></sprites></stage><variables></variables></scene></scenes></project><media name="Lab 04 Walters" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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BAgQE2A8QIECAAIFAQIADdJMECBAgQECA/QABAgQIEAgEBDhAN0mAAAECBC5oYGgQUTbVPQAAAABJRU5ErkJggg==" mediaID="Lab 04 Walters_Stage_cst_Untitled"/></media></snapdata>