<snapdata remixID="14728287"><project name="square program Debugging" app="Snap! 11.0.6, 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"><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="doForever"><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="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="5.684341886080802e-14" heading="75" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="36"><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></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><script x="293.301212310791" y="88.26672871907553"><block s="receiveGo"></block><block s="doWait"><l>2.9</l></block><block s="doPauseAll"></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="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" app="Snap! 11.0.6, https://snap.berkeley.edu" version="2"></media></snapdata>