<snapdata remixID="12960879"><project name="square program Debugged (with notes)" 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="square program Debugged (with notes)"><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>24</l><script><block s="down"></block><custom-block s="Square"></custom-block><block s="turn"><l>15</l></block></script></block></script><scripts><script x="166" y="37.80000000000001"><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"><comment w="90" collapsed="false">(square-turn 15- square) adds additional squares</comment></custom-block><block s="turn"><l>15</l></block><custom-block s="Square"></custom-block></script><comment w="90" collapsed="false">Only needs to be repeted 24 times.</comment></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="37"></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="1.4210854715202004e-13" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="43"><costumes><list struct="atomic" id="44"></list></costumes><sounds><list struct="atomic" id="45"></list></sounds><blocks></blocks><variables></variables><scripts><script x="182" y="36"><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="true">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="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 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 Debugged (with notes)" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>