<snapdata remixID="13366720"><project name="Lab2.2_Cruz" app="Snap! 9.0, https://snap.berkeley.edu" 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s="changeYPosition"><l>10</l></block><block s="forward"><l>-20</l></block><block s="changeYPosition"><l>-10</l></block></script></block></script><comment w="90" collapsed="false">Full Brick</comment></block><block s="forward"><l>20</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>1</l></block></script><comment w="90" collapsed="false">1 row.</comment></block><block s="up"></block><block s="forward"><block s="reportDifference"><block s="reportVariadicProduct"><list><l>23</l><l>-20</l></list></block><l>10</l></block></block><block s="changeYPosition"><l>10</l></block><block s="down"></block></script><comment w="90" collapsed="false">Two row</comment></block><block s="setXPosition"><l>-230</l></block></script><comment w="90" collapsed="false">Rest of Rows</comment></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" 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