<snapdata remixID="14825469"><project name="square program Debugging 25" 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 25"><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>23</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></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" id="30"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="31"></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.7284841053187847e-12" y="2.2737367544323206e-13" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="37"><costumes><list struct="atomic" id="38"></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><blocks></blocks><variables></variables><scripts><script x="116" y="95"><block s="receiveGo"></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="48"><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></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 25" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>