<snapdata remixID="10578216"><project name="DebuggedProgram_CONNORSTORK" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="2.2737367544323206e-13" y="1.7053025658242404e-13" heading="285" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></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="true">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="21"><costumes><list struct="atomic" id="22"></list></costumes><sounds><list struct="atomic" id="23"></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><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="true">Look inside this custom-made block to see if it is coded correctly. .</comment></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="DebuggedProgram_CONNORSTORK" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>