<snapdata remixID="13353392"><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="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><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="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="7.901235221652314e-12" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="35"><costumes><list struct="atomic" id="36"></list></costumes><sounds><list struct="atomic" id="37"></list></sounds><blocks></blocks><variables></variables><scripts><script x="132" y="96"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>12</l><script><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></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="52"><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></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>