<snapdata remixID="15045697"><project name="square program Debugging DELLA DIXON" 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="square program Debugging DELLA DIXON"><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="false">Look inside this custom-made block to see if it is coded correctly. .</comment></custom-block></script></block></script><scripts><script x="222" y="48.799999999999955"><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="1.7053025658242404e-13" heading="105" 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 DELLA DIXON" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>