<snapdata remixID="8827079"><project name="U2L3-Making Decisions(Page 4)" 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(2)" idx="1" x="172" y="-29" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="220,128,255,1" 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><script x="20" y="127"><block s="down"></block></script><script x="276" y="70"><block s="reportAnd"><l><bool>true</bool></l><l><bool>true</bool></l></block></script><script x="31" y="78"><custom-block s="%s ≥ %s"><block s="reportMouseX"></block><l>50</l></custom-block></script><script x="45" y="168"><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block s="xPosition"></block><l>0</l></block><block s="reportGreaterThan"><block s="reportRelationTo"><l><option>distance</option></l><l>Sprite</l></block><l>100</l></block></block><script><block s="setColor"><color>220,128,255,1</color></block></script><script><block s="setColor"><color>214,201,0,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script></scripts></sprite><sprite name="Sprite" idx="2" x="-17" y="-6.5" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="220,128,255,1" pen="tip" id="53"><costumes><list id="54"><item><costume name="apple" center-x="31" center-y="31.5" image="data:image/svg+xml;base64,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" id="55"/></item></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;8&apos; ≤ %&apos;9&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="%&apos;9&apos; ≥ %&apos;8&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="%&apos;8&apos; ≠ %&apos;9&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="make a point" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>5</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition></blocks><variables></variables></project><media name="U2L3-Making Decisions(Page 4)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>