<snapdata remixID="14720794"><project name="square program Debugging" app="Snap! 11.0.5, 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>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></script></block></script><scripts><script x="470" y="106.4666666666667"><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></scripts></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="0" y="1.1368683772161603e-13" heading="60" 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! 11.0.5, https://snap.berkeley.edu" version="2"></media></snapdata>