<snapdata remixID="9193517"><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="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="-747" y="-291" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="80,255,0,1" 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="177" y="196"><block s="receiveCondition"><l/></block></script><script x="785.000001" y="278.8333343333333"><block s="doIfElse"><l/><script></script><script></script></block></script><script x="745" y="552"><block s="reportEquals"><l></l><l></l></block></script><script x="466" y="244"><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="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportMouseY"></block><l>50</l></block><script><block s="setColor"><color>51,56,255,1</color></block></script><script><block s="doIfElse"><custom-block s="%n between? %n and %n"><block s="reportMouseY"></block><l>-50</l><l>51</l></custom-block><script><block s="setColor"><color>250,0,28,1</color></block></script><script><block s="setColor"><color>80,255,0,1</color></block></script></block></script></block></script></block></script><script x="306" y="612"><custom-block s="%n divisible by %n"><l>6</l><l>5</l></custom-block></script><script x="107" y="696"><custom-block s="even? %n"><l>1</l></custom-block></script><script x="110" y="726"><custom-block s="integer? %n"><l>1</l></custom-block></script><script x="218.000003" y="410.500003"><block s="setSize"><l>5</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;input&apos; between? %&apos;num1&apos; and %&apos;num2&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="doReport"><block s="reportAnd"><block s="reportGreaterThan"><block var="input"/><block var="num1"/></block><block s="reportLessThan"><block var="input"/><block var="num2"/></block></block></block></script></block-definition><block-definition s="%&apos;num&apos; divisible by %&apos;divider&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportModulus"><block var="num"/><block var="divider"/></block><l>0</l></block></block></script></block-definition><block-definition s="even? %&apos;num&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 by %n"><block var="num"/><l>2</l></custom-block></block></script></block-definition><block-definition s="integer? %&apos;num&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 by %n"><block var="num"/><l>1</l></custom-block></block></script></block-definition></blocks><variables></variables></project><media name="M6L3-Predicates" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>