<snapdata remixID="10815563"><project name="square program Debugging Dylan Chappell" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="8.469669410260394e-12" heading="300" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></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="21"><costumes><list struct="atomic" id="22"></list></costumes><sounds><list struct="atomic" id="23"></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><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><variables></variables></project><media name="square program Debugging Dylan Chappell" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>