<snapdata remixID="14747093"><project name="DebuggedProgram_CADYLYNN" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="DebuggedProgram_CADYLYNN"><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>90</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" 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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="32.94228634059937" y="-122.94228634059948" heading="300" 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"><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="49"><costumes><list struct="atomic" id="50"></list></costumes><sounds><list struct="atomic" id="51"></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_CADYLYNN" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>