<snapdata remixID="14909386"><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="1.1368683772161603e-13" y="1.9895196601282805e-13" heading="210" 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="true">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>