<snapdata remixID="13347917"><project name="square program Debugging" app="Snap! 9.0, 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="down"></block><block s="doRepeat"><l>24</l><script><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><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" id="29"><pentrails>data:image/png;base64,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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" idx="1" x="0" y="2.5579538487363607e-13" heading="165" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="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><script x="77.744140625" y="360.55"><block s="doForever"><script></script></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="51"><costumes><list struct="atomic" id="52"></list></costumes><sounds><list struct="atomic" id="53"></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! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>