<snapdata remixID="11988415"><project name="square program Debugging" 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"><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><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="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="2.2737367544323206e-13" heading="150" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="36"><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><blocks></blocks><variables></variables><scripts><script x="59" y="92"><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="49"><costumes><list struct="atomic" id="50"></list></costumes><sounds><list struct="atomic" id="51"></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! 7, https://snap.berkeley.edu" version="2"></media></snapdata>