<snapdata remixID="8930395"><project name="U2L3 Making Decisions" 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><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="31.000001999999995" color="4,148,220"/><sprite name="Sprite" idx="1" x="-1011" y="131" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="255,38,20,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="237" y="239"><block s="clear"></block></script><script x="396" y="229"><block s="doIf"><l/><script></script></block></script><script x="258" y="32"><block s="receiveInteraction"><l><option>clicked</option></l></block></script><script x="63" y="488"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="238" y="125"><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="44" y="119"><block s="receiveGo"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportMouseY"></block><l>0</l></block><script><block s="setColor"><color>255,38,20,1</color></block></script><script><block s="setColor"><color>20,0,224,1</color></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="true" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><variables></variables></project><media name="U2L3 Making Decisions" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>