<snapdata remixID="12995131"><project name="AriAzradsquare 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="AriAzradsquare 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="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><scripts><script x="241" y="18.80000000000001"><block s="doForever"><script></script></block></script></scripts></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" 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</pentrails><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="8.526512829121202e-14" heading="120" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="38"><costumes><list struct="atomic" id="39"></list></costumes><sounds><list struct="atomic" id="40"></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></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="AriAzradsquare program Debugging" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>