<snapdata remixID="12305146"><project name="square program Debugging" app="Snap! 8.1, 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="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><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="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="1.0516032489249483e-12" heading="60" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="35"><costumes><list struct="atomic" id="36"></list></costumes><sounds><list struct="atomic" id="37"></list></sounds><blocks></blocks><variables></variables><scripts><script x="132" y="96"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>12</l><script><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><block s="up"></block></script></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="52"><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></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! 8.1, https://snap.berkeley.edu" version="2"></media></snapdata>