<snapdata remixID="14222762"><project name="DebuggedProgram_ANNET" 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_ANNET"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Square %&apos;Square24&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></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="doForever"><script><block s="down"></block><custom-block s="Square %s"><l></l></custom-block><block s="turn"><l>15</l></block><custom-block s="Square %s"><l></l></custom-block><block s="turn"><l>15</l></block><custom-block s="Square %s"><l></l><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="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="-100.00000000000007" y="1.0068207030696623e-13" heading="0" 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="doRepeat"><l>12</l><script><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></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-191.99999999999736" y="146.00000000000006" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="29.580000000000023,147.89999999999998,0,1" pen="tip" id="56"><costumes><list struct="atomic" id="57"></list></costumes><sounds><list struct="atomic" id="58"></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 12 squares arranged around a center point. </l><l>3</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="DebuggedProgram_ANNET" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"></media></snapdata>