<snapdata remixID="11287744"><project name="square program Debugging" app="Snap! 7, 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="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" id="29"><pentrails>data:image/png;base64,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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="0" y="2.2737367544323206e-13" heading="30" 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! 7, https://snap.berkeley.edu" version="2"></media></snapdata>