<snapdata remixID="10871309"><project name="U2L3-Predicates- Pedjumar" app="Snap! 6, https://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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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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="194" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="217,0,207,1" 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="10" y="286"><block s="reportAnd"><l/><l/></block></script><script x="11" y="320"><block s="reportOr"><l/><l/></block></script><script x="29" y="409"><block s="reportNot"><l/></block></script><script x="13.5537109375" y="360.83333333333337"><custom-block s="%s between %s and %s"><l></l><l></l><l></l><comment w="90" collapsed="false">This predicate ask if a number is in between number 1 and number 2, if it is it says its true, if its not then its false</comment></custom-block></script><script x="31" y="458.83333333333337"><custom-block s="even? %s"><l>4</l><comment w="90" collapsed="false">this predicate is just reporting if a number is even or not.</comment></custom-block></script><script x="23" y="547.6666666666667"><custom-block s="%s divisible by %s"><l></l><l></l><comment w="90" collapsed="false">this predicate block ask if a number can be divide by another number.</comment></custom-block></script><script x="23.5537109375" y="10"><block s="receiveGo"></block><block s="down"></block><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="doIf"><block s="reportLessThan"><l>2</l><block s="yPosition"></block></block><script><block s="setColor"><color>0,180,240,1</color></block></script></block><block s="doIf"><block s="reportLessThan"><l>44</l><block s="yPosition"></block></block><script><block s="setColor"><color>217,0,207,1</color></block></script></block><block s="doIf"><block s="reportLessThan"><block s="yPosition"></block><l>-44</l></block><script><block s="setColor"><color>24,247,0,1</color></block></script></block></script></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;number&apos; between %&apos;number 1&apos; and %&apos;number 2&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="doReport"><block s="reportAnd"><block s="reportLessThan"><block var="number"/><block var="number 2"/></block><block s="reportLessThan"><block var="number 1"/><block var="number"/></block></block></block></script></block-definition><block-definition s="even? %&apos;number&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="%s divisible by %s"><block var="number"/><l>2</l></custom-block></block></script></block-definition><block-definition s="%&apos;number&apos; divisible by %&apos;number&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><l>0</l><block s="reportModulus"><block var="number"/><block var="number"/></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- Pedjumar" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>