<snapdata remixID="9204945"><project name="M6L3-Predicates" app="Snap! 5.4, 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" penlog="false" volume="100" pan="0" lines="round" ternary="true" 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="-388" y="130" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="48,0,240,1" 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="30" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportEquals"><block s="reportMouseDown"></block><block s="reportBoolean"><l><bool>false</bool></l></block></block><script><block s="up"></block></script><script><block s="down"></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block s="yPosition"></block><l>50</l></block><script><block s="setColor"><color>48,0,240,1</color></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="yPosition"></block><l>-50</l></block><script><block s="setColor"><color>145,26,68,1</color></block></script><script><block s="doIf"><custom-block s="%n between? %n and %n"><block s="yPosition"></block><l>50</l><l>-50</l></custom-block><script><block s="setColor"><color>209,188,0,1</color></block></script></block></script></block></script></block></script></block></script><script x="30" y="444"><custom-block s="%n between? %n and %n"><l></l><l></l><l></l></custom-block></script><script x="30" y="477"><custom-block s="%n divisible by %n ?"><l>22</l><l>4</l></custom-block></script><script x="30" y="510"><custom-block s="even? %n"><l></l></custom-block></script><script x="30" y="543"><custom-block s="integer? %n"><l>2.111</l></custom-block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="10" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="31.000001999999995" color="4,148,220" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="73.000006" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;number&apos; between? %&apos;small&apos; and %&apos;big&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="small"/><block var="number"/></block><block s="reportGreaterThan"><block var="number"/><block var="big"/></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="even? %&apos;answer&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><custom-block s="%n divisible by %n ?"><block var="answer"/><l>2</l></custom-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;number&apos; divisible by %&apos;dividend&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="number"/><block var="dividend"/></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="integer? %&apos;integer&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="integer"/><block s="reportRound"><block var="integer"/></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="M6L3-Predicates" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>