<snapdata remixID="14786360"><project name="SquareProgramDebugging_KelvinYang" app="Snap! 11.0.8, https://snap.berkeley.edu" 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</pentrails><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="5.684341886080802e-14" heading="120" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="33"><costumes><list struct="atomic" id="34"></list></costumes><sounds><list struct="atomic" id="35"></list></sounds><blocks></blocks><variables></variables><scripts><script x="132" y="96"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Square24"><comment w="294" collapsed="false">Look inside this custom-made block to see if it is coded correctly. .</comment></custom-block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-192" y="146" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29.580000000000023,147.89999999999998,0,1" pen="tip" id="46"><costumes><list struct="atomic" id="47"></list></costumes><sounds><list struct="atomic" id="48"></list></sounds><blocks></blocks><variables></variables><scripts><script x="34" y="33"><block s="receiveGo"></block><block s="doSayFor"><l>This program should draw a geometric pattern of 24 squares arranged around a center point. </l><l>15</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="SquareProgramDebugging_KelvinYang" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>