<snapdata remixID="14204294"><project name="DebuggedProgram_ArieJeana" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="DebuggedProgram_ArieJeana"><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>12</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="3.410605131648481e-13" y="5.684341886080802e-14" heading="240" 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="47" y="30"><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="50"><costumes><list struct="atomic" id="51"></list></costumes><sounds><list struct="atomic" id="52"></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_ArieJeana" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"></media></snapdata>