<snapdata remixID="8708061"><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="218" y="200" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="77,114,255,1" 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="20"><block s="receiveKey"><l><option>space</option></l></block><block s="up"></block><block s="clear"></block><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block></script></block></script><script x="20" y="157"><block s="receiveKey"><l><option>space</option></l></block><block s="doForever"><script><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block><block s="doIf"><custom-block s="is %n between %n and %n ?"><block s="reportMouseY"></block><l>70</l><l>-70</l></custom-block><script><block s="setColor"><color>119,255,77,1</color></block></script></block><block s="doIf"><custom-block s="%n ≥ %n"><block s="reportMouseY"></block><l>70</l></custom-block><script><block s="setColor"><color>77,114,255,1</color></block></script></block><block s="doIf"><custom-block s="%n ≤ %n"><block s="reportMouseY"></block><l>-70</l></custom-block><script><block s="setColor"><color>255,86,26,1</color></block></script></block></script><script><block s="up"></block></script></block></script></block></script><script x="20" y="488"><custom-block s="%n ≥ %n"><l></l><l></l></custom-block></script><script x="20" y="521"><custom-block s="%n ≤ %n"><l></l><l></l></custom-block></script><script x="20" y="554"><custom-block s="is %n between %n and %n ?"><l></l><l></l><l></l></custom-block></script><script x="20" y="587"><custom-block s="%n ≠ %n"><l></l><l></l></custom-block></script></scripts></sprite><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="10" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="31.000001999999995" color="4,148,220" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;number 1&apos; ≥ %&apos;#2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="number 1"/><block var="#2"/></block><block s="reportGreaterThan"><block var="number 1"/><block var="#2"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;#1&apos; ≤ %&apos;#2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="#1"/><block var="#2"/></block><block s="reportLessThan"><block var="#1"/><block var="#2"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="%&apos;#1&apos; ≠ %&apos;#2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="#1"/><block var="#2"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block-definition><block-definition s="is %&apos;#1&apos; between %&apos;#2&apos; and %&apos;#3&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="#2"/><block var="#1"/></block><block s="reportLessThan"><block var="#3"/><block var="#1"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L3-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>