<snapdata remixID="13823514"><project name="square program Debugging_Tyrese Hatchett" 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_Tyrese Hatchett"><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><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="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite(2)" idx="1" x="70.71067811865608" y="70.71067811865476" heading="225" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29.580000000000023,147.89999999999998,0,1" 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="44" y="166"><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="true">Look inside this custom-made block to see if it is coded correctly. .</comment></custom-block></script><script x="30" y="30"><block s="receiveGo"></block></script><script x="316" y="98"><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_Tyrese Hatchett" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>