<snapdata remixID="11898254"><project name="square program Debugging_NoahNolin" 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_NoahNolin"><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>12</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><block s="doStopThis"><l><option>all</option></l></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="31"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="8.526512829121202e-14" heading="120" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="38"><costumes><list struct="atomic" id="39"></list></costumes><sounds><list struct="atomic" id="40"></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="51"><costumes><list struct="atomic" id="52"></list></costumes><sounds><list struct="atomic" id="53"></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_NoahNolin" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>