<snapdata remixID="11282295"><project name="square program Debugging_KeeganPoell" app="Snap! 7, 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_KeeganPoell"><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><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><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" id="25"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="1.1368683772161603e-13" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="32"><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></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="-202.43478260869574" y="123.86956521739131" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29.580000000000023,147.89999999999998,0,1" pen="tip" id="45"><costumes><list struct="atomic" id="46"></list></costumes><sounds><list struct="atomic" id="47"></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_KeeganPoell" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>