<snapdata remixID="14728744"><project name="DebuggedProgram_letacobb" app="Snap! 11.0.6, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="DebuggedProgram_letacobb"><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="doForever"><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><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" id="29"><pentrails>data:image/png;base64,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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="-86.6025403784439" y="50.00000000000156" 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="27" y="75"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>24</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Square24"></custom-block></script></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="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></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="DebuggedProgram_letacobb" app="Snap! 11.0.6, https://snap.berkeley.edu" version="2"></media></snapdata>