<snapdata remixID="14836661"><project name="DebuggedProgram_ABIGAILMCDONALD" 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="DebuggedProgram_ABIGAILMCDONALD"><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></script><scripts><script x="248" y="107.13333333333333"><block s="doForever"><script></script></block></script></scripts></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="315" 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="DebuggedProgram_ABIGAILMCDONALD" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>