<snapdata remixID="12104768"><project name="DebuggedProgramming_EIGHMEYSTEWART" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="DebuggedProgramming_EIGHMEYSTEWART"><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><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block><custom-block s="Square"><comment w="292" collapsed="false">Look inside this custom-made block to see if it is coded correctly. .</comment></custom-block></script></block></script></block-definition></blocks><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="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-1.5916157281026244e-12" y="-4.831690603168681e-13" heading="120" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="36"><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></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"></custom-block><block s="up"></block><block s="doStopThis"><l><option>all</option></l></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="52"><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></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="DebuggedProgramming_EIGHMEYSTEWART" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>