<snapdata remixID="14197724"><project name="square program Debugging" app="Snap! 10.4.5, 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>24</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>12</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="5.684341886080802e-14" heading="330" 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! 10.4.5, https://snap.berkeley.edu" version="2"></media></snapdata>