<snapdata remixID="12966908"><project name="Predicates R" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Predicates R"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;num1&apos; Between? %&apos;num2&apos; and %&apos;num3&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="num1"/><block var="num2"/></list></block><block s="reportVariadicLessThan"><list><block var="num1"/><block var="num3"/></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="36"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="37"></list></costumes><sounds><list struct="atomic" id="38"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="211" y="201" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="1,1,166,1" pen="tip" id="43"><costumes><list struct="atomic" id="44"></list></costumes><sounds><list struct="atomic" id="45"></list></sounds><blocks></blocks><variables></variables><scripts><script x="185" y="171.66666666666663"><block s="down"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>20,255,41,1</color></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>1,1,166,1</color></block></script><list></list></block></script></block></script><script x="190" y="436"><custom-block s="%s Between? %s and %s"><l>8</l><l>1</l><l>7</l></custom-block></script><script x="106" y="87.33333333333334"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Predicates R" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>