<snapdata remixID="14728240"><project name="DebuggedProgram_JamesChancey" app="Snap! 11.0.6, https://snap.berkeley.edu" 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</pentrails><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><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="35"><costumes><list struct="atomic" id="36"></list></costumes><sounds><list struct="atomic" id="37"></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><sprite name="Sprite" idx="1" x="0" y="2.1316282072803006e-12" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="45"><costumes><list struct="atomic" id="46"></list></costumes><sounds><list struct="atomic" id="47"></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></sprites></stage><variables></variables></scene></scenes></project><media name="DebuggedProgram_JamesChancey" app="Snap! 11.0.6, https://snap.berkeley.edu" version="2"></media></snapdata>