<snapdata remixID="9010375"><project name="U2L3-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-1564" y="207" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,121,219,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="20" y="20" w="90" collapsed="false">Eliezer Noel 11/26/19</comment><script x="20" y="86"><block s="receiveGo"><comment w="90" collapsed="false">Code created for page 1 of Lab 3</comment></block><block s="clear"></block><block s="down"></block><block s="doUntil"><block s="reportMouseDown"></block><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>250,0,56,1</color></block></script><script><block s="setColor"><color>0,121,219,1</color></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="U2L3-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>