<snapdata remixID="13774262"><project name="square program DebuggingJACKSON_SELLERS" app="Snap! 10, 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 DebuggingJACKSON_SELLERS"><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. 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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="-2.2737367544323206e-13" y="1.7053025658242404e-13" heading="135" 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 DebuggingJACKSON_SELLERS" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>