<snapdata remixID="10674177"><project name="DebuggedProgram_JacksonManderson" 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="0" y="1.7053025658242404e-13" heading="225" 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="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="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>12</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"></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="DebuggedProgram_JacksonManderson" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>