<snapdata remixID="13995173"><project name="square program Debugging_LizzieBullard" app="Snap! 10.1-dev, 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_LizzieBullard"><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>24</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></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="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="-2.2737367544323206e-13" y="1.1368683772161603e-13" heading="165" 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="132" y="97.78333333333336"><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="402" y="24.116666666666703"><block s="clear"></block></script><script x="623.244140625" y="10"><block s="doForever"><script></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-191.99999999999977" y="146.00000000000003" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29.580000000000023,147.89999999999998,0,1" pen="tip" id="53"><costumes><list struct="atomic" id="54"></list></costumes><sounds><list struct="atomic" id="55"></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_LizzieBullard" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>