<snapdata remixID="15022936"><project name="square program Debugging" app="Snap! 11.0.8, 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"><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="-2.2737367544323206e-13" y="1.7053025658242404e-13" heading="90" 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" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>