<snapdata remixID="8681302"><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="-969" y="13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="83,255,66,1" 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="clear"></block></script><script x="20" y="56"><block s="down"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><custom-block s="%n between %n and %n"><block s="yPosition"></block><l>0</l><l>75</l></custom-block><script><block s="setColor"><color>83,255,66,1</color></block></script><script><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>0</l></block><script><block s="setColor"><color>10,227,255,1</color></block></script><script><block s="setColor"><color>245,46,255,1</color></block></script></block></script></block></script></block></script><script x="20" y="308"><custom-block s="even %n"><l>24</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;Value&apos; between %&apos;UpperBound&apos; and %&apos;LowerBound&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="Value"/><block var="UpperBound"/></block><block s="reportLessThan"><block var="Value"/><block var="LowerBound"/></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;Value1&apos; divisible %&apos;Value2&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 s="reportModulus"><block var="Value1"/><block var="Value2"/></block><l>0</l></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="even %&apos;Value&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><custom-block s="%n divisible %n"><block var="Value"/><l>2</l></custom-block></block></script></block-definition></blocks><variables></variables></project><media name="U2L3-Predicates" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>