<snapdata remixID="14731339"><project name="square program Debugging brody delee" 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="square program Debugging brody delee"><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="2.2737367544323206e-13" heading="45" 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="square program Debugging brody delee" app="Snap! 11.0.6, https://snap.berkeley.edu" version="2"></media></snapdata>