<snapdata remixID="14999784"><project name="debuggedprogram_JPLuck" 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_JPLuck"><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>24</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="true">Look inside this custom-made block to see if it is coded correctly. .</comment></custom-block></script></block></script><scripts><script x="277" y="69.79999999999998"><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="-1.1368683772161603e-12" y="1.7053025658242404e-13" heading="270" 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_JPLuck" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>