<snapdata remixID="13936700"><project name="square program Debugging" app="Snap! 10.1-dev, 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="true">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="-25.881904510251616" y="238.01393886621588" heading="135" 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! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>