<snapdata remixID="14767391"><project name="DebuggedProgram_CAROLINEFAIN" 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_CAROLINEFAIN"><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><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="31"></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="1.9895196601282805e-13" heading="120" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="37"><costumes><list struct="atomic" id="38"></list></costumes><sounds><list struct="atomic" id="39"></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="50"><costumes><list struct="atomic" id="51"></list></costumes><sounds><list struct="atomic" id="52"></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_CAROLINEFAIN" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>