<snapdata remixID="9764237"><project name="Lab 2.2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="-240.00000000000065" y="180.00000000001313" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="65.66666666666663" y="10"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>-240</l><l>-180</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doAsk"><l>How many sets of 2 rows do you want?</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="doRepeat"><l>24</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>20</l></block></script></block><block s="changeYPosition"><l>10</l></block><block s="changeXPosition"><l>-10</l></block><block s="doRepeat"><l>23</l><script><block s="changeYPosition"><l>10</l></block><block s="changeXPosition"><l>-20</l></block><block s="changeYPosition"><l>-10</l></block><block s="changeXPosition"><l>20</l></block><block s="changeXPosition"><l>-20</l></block></script></block><block s="changeYPosition"><l>10</l></block><block s="changeXPosition"><l>-10</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>