<snapdata remixID="15024232"><project name="square program Debugging Braxton" app="Snap! 11.0.8, 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 Braxton"><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>3</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><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" id="30"><pentrails>data:image/png;base64,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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="-2.2737367544323206e-13" y="5.684341886080802e-14" heading="75" 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="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="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 Braxton" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>