<snapdata remixID="15031681"><project name="CatMouseGame_leydi Morales" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="CatMouseGame_leydi Morales"><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>36</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="-2.2737367544323206e-13" y="2.8421709430404007e-13" heading="330" 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="132" y="87"><block s="receiveGo"></block><block s="clear"></block><block s="doRepeat"><l>3</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="-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="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></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="CatMouseGame_leydi Morales" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>