<snapdata remixID="14791314"><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>90</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="doForever"><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="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="-63.639610306789336" y="63.63961030678928" heading="45" 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="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="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! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>