<snapdata remixID="13786491"><project name="square program Debugging" app="Snap! 10, 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>8</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><block s="turn"><l>15</l></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" 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</pentrails><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></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="285" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="39"><costumes><list struct="atomic" id="40"></list></costumes><sounds><list struct="atomic" id="41"></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="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! 10, https://snap.berkeley.edu" version="2"></media></snapdata>