<snapdata remixID="13889742"><project name="square program Debugging_LanieMadden" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="square program Debugging_LanieMadden"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Square" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="Square24" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>24</l><script><block s="down"></block><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block></script></block></script></block-definition></blocks><primitives></primitives><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" 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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="0" y="1.4210854715202004e-13" heading="180" 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="square program Debugging_LanieMadden" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>