<snapdata remixID="13048690"><project name="square program Debugging" app="Snap! 9.0, 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>10</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" 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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="-2.2737367544323206e-13" y="5.684341886080802e-14" heading="90" 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! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>