<snapdata remixID="14963412"><project name="The Mod Operator" 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="The Mod Operator"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="is %&apos;big&apos; divisible by %&apos;small&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="reportVariadicEquals"><list><block s="reportModulus"><block var="big"/><block var="small"/></block><l>0</l></list></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="%n"></input></inputs><script><block s="doReport"><custom-block s="is %n divisible by %n ?"><block var="number"/><l>2</l></custom-block></block></script></block-definition><block-definition s="integer? %&apos;number&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block var="number"/><block s="reportRound"><block var="number"/></block></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; ≤ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block var="a"/><block var="b"/></list></block><block s="reportVariadicEquals"><list><block var="a"/><block var="b"/></list></block></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; ≥ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThan"><list><block var="a"/><block var="b"/></list></block><block s="reportVariadicEquals"><list><block var="a"/><block var="b"/></list></block></list></block></block></script></block-definition><block-definition s="%&apos;a&apos; ≠ %&apos;b&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="a"/><block var="b"/></list></block></block></block></script></block-definition><block-definition s="is %&apos;mid&apos; between %&apos;low&apos; and %&apos;high&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="reportVariadicAnd"><list><custom-block s="%s ≥ %s"><block var="mid"/><block var="low"/></custom-block><custom-block s="%s ≤ %s"><block var="mid"/><block var="high"/></custom-block></list></block></block></script><scripts><comment x="14.666666666666664" y="88.8" w="304.6666666666667" collapsed="false">As the lab says, it&apos;s okay to use &quot;&gt;&quot; and &quot;&lt;&quot; instead of &quot;≥&quot; and &quot;≤.&quot;</comment></scripts></block-definition><block-definition s="odd? %&apos;number&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNot"><custom-block s="is %n divisible by %n ?"><block var="number"/><l>2</l></custom-block></block></block></script></block-definition><block-definition s="divisors of %&apos;number&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><custom-block s="is %n divisible by %n ?"><block var="number"/><l></l></custom-block></autolambda><list></list></block><block s="reportNumbers"><l>1</l><block var="number"/></block></block></block></script></block-definition><block-definition s="number of divisors %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportListAttribute"><l><option>length</option></l><custom-block s="divisors of %n"><block var="number"/></custom-block></block></block></script></block-definition><block-definition s="maximum of %&apos;a&apos; and %&apos;b&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block var="a"/><block var="b"/></list></block><block var="a"/><block var="b"/></block></block></script><scripts><comment x="16" y="87.46666666666665" w="246.66666666666669" collapsed="false">The &quot;reporter IF&quot; used here is the simplest and most elegant solution, and you should show it to students when you debrief this lab, but you&apos;re more likely to get commands, e.g. this:</comment><script x="23" y="172.46666666666667"><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="a"/><block var="b"/></list></block><script><block s="doReport"><block var="a"/></block></script><script><block s="doReport"><block var="b"/></block></script></block></script></scripts></block-definition><block-definition s="minimum of %&apos;a&apos; and %&apos;b&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="a"/><block var="b"/></list></block><block var="a"/><block var="b"/></block></block></script></block-definition><block-definition s="maximum of list %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportCombine"><block var="data"/><block s="reifyReporter"><autolambda><custom-block s="maximum of %n and %n"><l></l><l></l></custom-block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="minimum of list %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportCombine"><block var="data"/><block s="reifyReporter"><autolambda><custom-block s="minimum of %n and %n"><l></l><l></l></custom-block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="sum of list %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportCombine"><block var="data"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="average of list %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportQuotient"><custom-block s="sum of list %l"><block var="data"/></custom-block><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block></script><scripts><comment x="14" y="88.8" w="289.3333333333333" collapsed="false">Important note:  It does NOT work to make a block that takes the average of two numbers and then do</comment><script x="19" y="151.13333333333333"><block s="doReport"><block s="reportCombine"><block var="data"/><block s="reifyReporter"><autolambda><custom-block s="average of %n and %n"><l></l><l></l></custom-block></autolambda><list></list></block></block></block></script><script x="14.999999999999998" y="273.8"><block s="reportCombine"><block s="reportNewList"><list><l>5</l><l>100</l><l>200</l></list></block><block s="reifyReporter"><autolambda><custom-block s="average of %n and %n"><l></l><l></l></custom-block></autolambda><list></list></block></block></script><script x="15.333333333333332" y="306.46666666666664"><block s="reportCombine"><block s="reportNewList"><list><l>200</l><l>100</l><l>5</l></list></block><block s="reifyReporter"><autolambda><custom-block s="average of %n and %n"><l></l><l></l></custom-block></autolambda><list></list></block></block></script><comment x="18.333333333333332" y="190.80000399999997" w="303.3333333333333" collapsed="false">This will tempt students because it follows the pattern of the other exercises so far on this page.  But COMBINE can be used only with associative operators, which AVERAGE isn&apos;t.  The last number to be averaged in will have too much influence.  Try these:</comment></scripts></block-definition><block-definition s="average of %&apos;a&apos; and %&apos;b&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicSum"><list><block var="a"/><block var="b"/></list></block><l>2</l></block></block></script></block-definition><block-definition s="greatest common divisor of %&apos;a&apos; and %&apos;b&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><custom-block s="intersection %l %l"><custom-block s="divisors of %n"><block var="a"/></custom-block><custom-block s="divisors of %n"><block var="b"/></custom-block></custom-block></block></block></script><scripts><comment x="12" y="88.8" w="410" collapsed="false">The expected, and perfectly correct, solution would be</comment><script x="8" y="136.13333333333333"><block s="doReport"><custom-block s="maximum of list %l"><custom-block s="intersection %l %l"><custom-block s="divisors of %n"><block var="a"/></custom-block><custom-block s="divisors of %n"><block var="b"/></custom-block></custom-block></custom-block></block></script><comment x="12" y="173.73333333333338" w="411.3333333333333" collapsed="false">But DIVISORS OF reports a list of the divisors /in order/, and INTERSECTION doesn&apos;t change that, so we already know that the biggest value is at the end of the list.</comment></scripts></block-definition><block-definition s="intersection %&apos;lista&apos; %&apos;listb&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block var="listb"/><l></l></block></autolambda><list></list></block><block var="lista"/></block></block></script><scripts><comment x="10.666666666666666" y="92.8" w="314.6666666666667" collapsed="false">This solution is a little counterintuitive, because it treats the two lists asymmetrically.  We start with LISTA and keep items from it that are also in LISTB.  So, expect students to have trouble thinking of this solution.</comment></scripts></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></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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