<snapdata remixID="14736357"><project name="math predicates" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="math predicates"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Is %&apos;dividend&apos; divisible %&apos;divisor&apos; by ?" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block s="reportModulus"><block var="dividend"/><block var="divisor"/></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="reportModulus"><block var="dividend"/><block var="divisor"/></block><l>0</l></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="dividend"/><block var="divisor"/></block><l>0</l></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></script></block-definition><block-definition s="is %&apos;dividend&apos; divisible by %&apos;divisor&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block s="reportModulus"><block var="dividend"/><block var="divisor"/></block><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block s="reportModulus"><block var="dividend"/><block var="divisor"/></block><l>0</l></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="dividend"/><block var="divisor"/></block><l>0</l></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></script></block-definition><block-definition s="even? %&apos;number in question&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><custom-block s="is %s divisible by %s ?"><block var="number in question"/><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="odd? %&apos;number in question&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIfElse"><block s="reportNot"><custom-block s="even? %s"><block var="number in question"/></custom-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="integer?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="draw brick, length: %&apos;length&apos; width: %&apos;width&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="setSize"><block var="width"/></block><block s="forward"><block var="length"/></block></script></block-definition><block-definition s="make a point" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setSize"><l>5</l></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="ghost 100" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></block-definition></blocks><primitives></primitives><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" 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s="reportTouchingObject"><l>Sprite(2)(2)(2)(2)(2)(4)</l></block><block s="reportTouchingObject"><l>Sprite(2)(2)(2)(2)(2)(5)</l></block><block s="reportTouchingObject"><l>Sprite(2)(3)(2)</l></block><block s="reportTouchingObject"><l>Sprite(2)(3)(2)(2)</l></block><block s="reportTouchingObject"><l>Sprite(2)(2)(2)(2)(2)(3)(2)</l></block></list></block><script><block s="setColor"><color>137,117,255,1</color></block></script><script><block s="setColor"><color>255,185,31,1</color></block></script></block><custom-block s="make a point"></custom-block></script></block></script><script x="415.83333333333337" y="1089.9999999999993"><block s="yPosition"></block></script><script x="286.83333333333337" y="1107.1666666666654"><block s="xPosition"></block></script><script x="56" y="1443.5"><block s="receiveKey"><l><option>b</option></l><list></list></block><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="doGotoObject"><l><option>random 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" 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