<snapdata remixID="13069656"><project name="Hangman Project-6" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="Hangman Project-6"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;ca:etiqueta _ de mida _&#xD;es:etiqueta _ de tamaño _&#xD;fr:étiquette _ d&apos;une taille de _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations>de:ist _ leer?&#xD;ca:_ buida?&#xD;es:_ vacía?&#xD;fr:_ vide?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;ca:manté els elements on _ de _&#xD;es:mantener los elementos donde _ de _&#xD;fr:garder les items tels que _ de _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;ca:combina amb _ els elements de _&#xD;es:combinar con _ los elementos de _&#xD;fr:combine avec _ les items de _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script><list></list></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;ca:si _ llavors _ si no _&#xD;es:si _ entonces _ sino _&#xD;fr:si _ alors _ sinon _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="start"/><block var="end"/></list></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;ca:per cada _ de _ _&#xD;es:para cada _ de _ _&#xD;fr:pour chaque _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script><list></list></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;ca:nombres des de _ a _&#xD;es:números de _ a _&#xD;fr:nombres de _ à _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="from"/><block var="to"/></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportVariadicSum"><list><block var="from"/><l>1</l></list></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;ca:mapeja _ sobre _&#xD;es:mapear _ sobre _&#xD;fr:appliquer _ à _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition><block-definition s="wordList" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>wordList</l></list></block><block s="doSetVar"><l>wordList</l><block s="reportTextSplit"><l>downcast&#xD;test denim&#xD;surmise&#xD;wharf&#xD;parasite&#xD;knitted&#xD;smudge snake&#xD;participate&#xD;cushy&#xD;subtle&#xD;detox&#xD;flinch&#xD;crisis&#xD;edit&#xD;jester&#xD;crumble&#xD;crystal&#xD;typing&#xD;monstrous&#xD;dreamt&#xD;warlock&#xD;prelude&#xD;angel&#xD;thumb&#xD;rusty&#xD;jury&#xD;sleeveless&#xD;smoke&#xD;blizzard&#xD;bazaar&#xD;sweetly&#xD;choice&#xD;tyranny&#xD;respire&#xD;overflow&#xD;exist&#xD;undone&#xD;grammar&#xD;vacuum&#xD;ether&#xD;nudge&#xD;stoic dimmer&#xD;strength acorn&#xD;kite&#xD;dais&#xD;dacron&#xD;prince&#xD;queen&#xD;pharaoh&#xD;death&#xD;contorted&#xD;chromosome&#xD;psychic&#xD;phobia&#xD;foliage&#xD;retired&#xD;plumb&#xD;pectoral&#xD;revert&#xD;drunk&#xD;revere&#xD;layer&#xD;pout&#xD;oust&#xD;fleece&#xD;raptor&#xD;product&#xD;cancel&#xD;blase chord&#xD;retina&#xD;syntax&#xD;annoint&#xD;unibrow&#xD;write&#xD;right&#xD;jazzy&#xD;tactile&#xD;imaginary&#xD;stethoscope&#xD;churro&#xD;apothem&#xD;sulphur&#xD;meiosis&#xD;install&#xD;porch&#xD;dryer&#xD;incredulous&#xD;flair&#xD;wheeze&#xD;sprawl&#xD;faze&#xD;dairiy&#xD;agree&#xD;ground&#xD;trauma&#xD;proud</l><l><option>whitespace</option></l></block></block><block s="doReport"><block var="wordList"/></block></script></block-definition><block-definition s="1000 words" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block var="1,000 words "><comment w="90" collapsed="false">For less chance of repeats, this list has 1000 words!</comment></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="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="reportVariadicEquals"><list><custom-block s="is %n divisible by %n ?"><block var="number"/><l>2</l></custom-block><block s="reportBoolean"><l><bool>false</bool></l></block></list></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="14.666666666666666" 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="%&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="sum from %&apos;num1&apos; to %&apos;num2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doSetVar"><l>sum</l><l>0</l></block><block s="doFor"><l>i</l><block var="num1"/><block var="num2"/><script><block s="doChangeVar"><l>sum</l><block var="i"/></block></script></block><block s="doReport"><block var="sum"/></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="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="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="15" 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="15.333333333333334" 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="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="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="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="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="246.66666666666666" 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="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="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="square roots of %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>positive root</l></list></block><block s="doSetVar"><l>positive root</l><block s="reportMonadic"><l><option>sqrt</option></l><block var="number"/></block></block><block s="doReport"><block s="reportNewList"><list><block var="positive root"/><block s="reportVariadicProduct"><list><l>-1</l><block var="positive root"/></list></block></list></block></block></script></block-definition><block-definition s="Sum_Double, a: %&apos;num1&apos; b: %&apos;num2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><custom-block s="%s ≠ %s"><block var="num1"/><block var="num2"/></custom-block><script><block s="doReport"><block s="reportVariadicSum"><list><block var="num1"/><block var="num2"/></list></block></block></script><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block var="num1"/><block var="num2"/></list></block><l>2</l></list></block></block></script></block></script></block-definition><block-definition s="pick word" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><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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" mediaID="Hangman_cst_none"/><costume name="head" center-x="180" center-y="180" 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" 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" mediaID="Hangman_cst_body"/><costume name="1 arm" center-x="180" center-y="180" 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" mediaID="Hangman_cst_1 arm"/><costume name="2 arm" center-x="180" center-y="180" 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" mediaID="Hangman_cst_2 arm"/><costume name="1 leg" center-x="180" center-y="180" 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" mediaID="Hangman_cst_1 leg"/><costume name="full" center-x="180" center-y="180" 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" mediaID="Hangman_cst_full"/><costume name="cat3" center-x="79" center-y="90" image="data:image/png;base64,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" mediaID="Host_cst_cat3"/><costume name="cat4" center-x="88.5" center-y="90" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALEAAAC0CAYAAADb5M12AAAAAXNSR0IArs4c6QAAEc1JREFUeF7tnT2yJbcNhT2B16Nk5Kly5sAr8Aa8A8dKHDhR7B14A1qBA2euGkuJVjSuvvX4xMtHAAcgwCZ5oUxz2d0g+PHw8Kf7ffpd0H9/+Pz5m/bW//vll0/aa7J8ZsANGgu0UvoTailD+fuVgWGII+DtNU0CncBSGTBDPArv1x9+fY/py4/fwS2UMMOpepmCaog18NagWjLKwZ0wWzJ65jUqiCWAR6HlUtwDOkE+E0ptrWCIOYAj4e1VqAU6YdY2+1nlIYgpgGfD26a+wJwQnwWltjYixKsCXCpaq3LCrG3+M8qzEPcAvlt9JXuRIJ8BpqYWJMQeAGuWzkY7RyqyptnPKgtDjEKmAbeXSvQ5qchngThSmy7EVhUeBbiuiBXmXLkYwWHPaz9AbAHYE95RkBPiPUEciVqEWFJECWBkouW9iZIgjyCx37VPEHuqMAJvmy7PDZUEeT8YrRGzEFtV2AJwXQFLZ6I2Qup/H43LmuS8LjYD7xBrwYk+y6CNR1qtuH5PiGNhuuvuJMQWFfaGJEG+C4u9nmuCOFqFOWshdS7JVnh3tL2a+8xoHxBrFW/mpKmNTQvxVb+Z8Z6Jydq16kLMgTJThUvqapAT4rWBuiO6YYhnDM8J8R1o7PPMl4A4LcU+QFoi/aTxnHd5y1ElTogtaOxzzfIQazoZl/a7OuA+KOwbaUK8b9tl5G8ZeBmI01Kcy3xCfG7bvkzNzBDPXlorLWJZJy7Xpi8+k+uE+Mx2falaPUEsqdzslzG9ViZSic9mOiE+u31fonZmiK/sRPtiTyW+48zHSxC0QCXNnjghXqD1MoRHBraC+ApY8u1Uu6YSn0v8S0CcAJ8L8JZKbFHjhPhwiK/qoafE7oBB+9ZJ21zUdzGiJ6VnY7NW7T6cJ5Y85+xdr5FPyybAa8EWFc12h+LbRPQ6ncdXiaISnvf1z8AwxDOW2lrLM5KGtBEj2VvzWjXEVzVmW4qSOumbbVKKE2ApQ3v+3v3uhNYXz1LjEUVOgPcEFIna9PGUO9VYq8oJL4LB3mXcIJ6pxnunPKP3zoD7VzFT+bybKO8nZWAI4hVshVTB/P38DLhDnLbifGhWq+HwnzvoqXGCvFoznx2PC8QJ8tmQ1OvzK855RIiv5pHWjUsT3nFA6G582g2YFRvZmqPe5tKK9XP9O3aUIp9qL6QdxBUbHAGaq9eKdXKHOBpkCRyukbwbAI3F+7kIiNYyUp1WrAv8Z3E1toIDWavKUlKtjaWNo30O9RIrd4JuRQBKvdA8r1iHMIglkCWI0KSOQFxfq22cHsTSEdDyPO2zvOpI3Uc6sz37eyPa+pIQXzcafauCm/BRAM2Gt00YCtgIxFIH1jbiSHkJ4FaM0PyMxKS9loV4JsjawKPLc43FfQ8DVeMVVBkB+FiItf64Bk7byPW1X//zyxO7X/70+f3/22XA+jnXdXVZTQfowSx91MVSx9kKhwJ8BMSeaozaixayFt5HYiuAe52qhbi9pwbqFjAJ4rbh0U4zC2TOsiGve82KE82baCfKjbz88QeYfvzu6Z9KErUQSkrMJQQBum44BGIO5CvWu1YxtAD36nEUxCO2QuplpZEtKtwmvneP3vNRmFGIJZC536NA0dgIauSMik1igvodVmLKVkSArFFhaktcuocV4t510rY8pbq9Uae9vycwFoCPUmLOVniDzAEoeeFe0hEl7t0XnaBJECOKHK3KFhtxpBLPAnkE4hY8K8BUA1qUWLpX3QmsH3zxWF9H/xyy5+hgtRD1dSo7IUHspchWiL0BluArvyNKzN2Lm5TWjSWtkngAUd+D61wrgWyCmPPHHiBzMHJ2QgtxbyKHeOwWFg3ElG3QgOyhuqPAHwFxJMgWiD0A7nVAxBdHQMx55FEAPa4/BuIokKMhppbSEG864onraz/U8Ydfu2whnchj9NN2mqMgjgAZhZiDjprQWQGu74eskEhqh0JMeWmt+kvx9H5HOtAKMJs9ca/Snrt61OSOOi8h2QluI0Pyo9yZDc3kToICXR3wGg1QsKW4r/vcCbMrxD1VtipGD2L0wM9jeGUOC1Ez8N6QiuwYUsM50vhcJ9Bcr+lMKLxWde5dFwm5O8RXBb799PtvI4lqYSogWSEeWYVAbQlycIbLiTQaaPNpFQ/kOZbOVe4bAbM7xLWlGElkq8SSD6XshAZgVIkf5YRTdOhECYX/688/i3x9+f77pzIj+Rcf1vnEL3JNBMyuEGsOxkgVlnq7pFw99UaGXMlbl3ugnWN0AvewKgDA73FNAvlDvYQY2w7mqchhEI+qAAcxCjCqmHWHWg1iDcBP9ahgHm2LVnC0AFMdzAtkN4g9VVgailGIUbV8T3Jztvmhgs0E8QkUwlJoRxG2EzEKd6kbB3mtfp4gl/pZOlgd01IQewPMQfUAq9oYQNeU2+skddECXO4vASxZmqe5AAFwOzRTliMCYi4+qVM9xKkaIRLiNxo8JnQUeOjKhOTv29/R9WBK6VCIW2g81JhS4Q+TSmEEuWJbFmKPRLHDa7M924NYYyN6AGsshASwNh+SEvcAliZ/5RptLNxo1XawrSGOshIUyJIfpqBCT6d5AixZmF6s0qSJgpgD2ctWSFairg8yiiyjxDMgltRO8qGzAb6e99TgxOEeql4aWN49NjB8WzoVKSbN81AlXs4TrwDww/d1VhWkCVTvOnSL+UlxOm8ul07z7h8HIO4prMYTe/pitHMhKlxy6KHGQ0tsq0MseUBpTVh6+7mFtYW7dBQpDq2tWBFicbRsNmHq8hLILWdteTeILQ0lVVzze3eCJiigZnmuB2j5N+nZFmvRvadi5+7JBrwB5NFGkmfvdkgGYEmReycj3SBeRYVRkCC1e9vYQM4ct/ejtpetVoeySdoNBq9JHeWNNULDjVzo+4M91TYr8e4QU0trmuU5rmG5BuNUXeocT9eCk7nRCR0FqjShpupJXVcARdS3vvcxELfKJQ2dHpskFMTaZUApVkqVURVE7o/ey6ucpgNIntkF4lWShK4GcBscyBFLSS3RHbn2PlIeNQ1f7i3d0wtKy32k+kjwlmeaIF7NSmgTqJnQIRBQfliKS5oQctePeG0prlm/c3VAAb5iTYirk2oWP2wF2DIhlZQL6XDIBBeB2PosaRS7ftcAnBC/ZZQ6QI801CjElN9FJ4YUcFLsUodAQEYtC5cjaZLHxVEcwbASS8nSJGNWWXRSJ9VtxA4giuSRD+0kc+SZox2vfjalxr2Vi4T4zU5ET+hQOBCF1G6Pt2c52lj++se/oeE9lfvXf/9pug65qIZY+myXGuLdJ3XU8F0nVlJgys+i11GNyE7WmDdMuj63eevEC1wq9h7Q6GcTEKipMhfsLwmxBDICo6eVkOJ5955KkN872xvQVsVFISsgIy8TeP4xoKUgppQIgQpNNKWi6CQFUWHEEkjxdr+1MQjx9cxIkC+IpfPYVnXmViyWgFjT6F5Ajyqp5ayEBO6TpTECS1qVYDWWVNhiedClttsh1gBs8a0a/6npILtCHKHGtR+2fJmf87tIxx+CWNPo3Z7YOcyumZWOPH90fXf0esnWXL8jQCCN3HpjT5C1AD/8f/1HNJk/lDlFiT0huiqnWRscVeURCEeubaGr7+UN7YdnNSsWo/7YAjBqK1CAr/vdpsQtCEjQI38BSBoJNB3SC2LuDIdGYTVl2/VwK8jtkpq1A1JntxEeSr23grgEbf17bKwKKt6Di4DYshohvT71vuLSmSTW12pB9gK4tRZ1+ywPsUWFWwC9QNaoGOVjNSpeP6+1EiiUlph7Hrv3PApoanfOqsBeAN9mJzwgvoK/C+QoJY6GmFJmy3NH4OUA5uZGVOdV2QmvLWcviDl7YVVHROWiIJYaF4lNU8a68bASwGolXhViSpWjQI6AuAz3tSpa3zmrQZYOz/RshqYjaMpKiq/xwfVzj1Di2Yo8C2IJEE2jSzCPqisXqwSvxULcDvFj2Kw2OjSNITWs519wop4VCbHFUmjyNxNmBN5RgG+zE5EQz7IWESBzf6JB6rzU79YNJIvNQKEtsWo6H1f/W+xEQvxbk6Bvmfz7L39/asc///QPmOsRkOGHKAp6wVseqYK4VbmRiVOUnZjljyOUuFa/nqq1IF/lEZglaCSLoeCTLSrFYX3OsRD3bMVIp2sTPHqUs76fVY2pRm/B1sDjDbTm2QlxJwPRk7y71BhR3zodIyBpoB55jhVg9cTO005E+2LKVuyuxtrGvgssbZwj5YfsxMPDKQ7OcENyVLJ3V+NHZxde+qQA8JzQRbXPCLwuE7sdID7RG7cNLwGmsQQSVNKzpOsjfl9Gia/KRSVothpbOzd3vtiqxhHQRLaVJd5bIZ7li6PVuK1HaQiL1doB5CixsQA8PLGzKk4dbPR6MTXB84idqkf976uCjJ6V6I0A20PsrWrexzKp3hxtKSg1tnSW7hp083aG1l6g0Pby1z4rIe5k6S6QLSopDXk9AC32AgH50XGYlYsRcJ9GmeoZqwFsshPeSswpmPcEYoYaS/XRdBwUZKljjfy+ugovA7HU8J693+tgPwKGhyrfCfIOftgNYovvoyCgGt4L5JkQS50TsRlUPrysAtcZd1BhM8RaS/H0Vm+zw0edP+g1ngfIsyxFCwenytJqxh0g76LCrhBzaiwdlOFOhEVM+marsRXoOqczQd4J4GkQ94ZV6TP81KfzI9RYM9lCvDBaBlVn5H4e9sLjazxIrN5l1Dt2dQAaRZPUmAPde0NEE7d3wrVzgZ7ViFDlXQEeUuKeL5YmeFaQvS3FXb5Y0yGkQ/eSiiPKLG2YeIx6mjpbyw4psRbkVSDWTkytyY2+TgJ55Pm7ADysxBEQ92xF3RheyV3RUlih84TZK7/WuliuG1ZiFGRpeKyD5xrFK8kJ8TMuXnm1QDh6jQvEFMhccNSKwAyAS1yvDvLO4NZsuUGsBbkH8UyAT/HF3Ah2CqSSUrtCrAVZCi66EbyV+OqEd605l1x6r+RIbbTC7+4Qe4K8I8QWC+UJQtR2vWeM3vcKgZgLEnlpMRreOr46nlEV9VwlaHOoie3VQJ4OMafUM+HtTe40oPQ6aiTE1/M08b0SyLdA7D2cjNzP0xevBPGVk1cBOSH+/Plb3Qk0atd2nvaMB2KdtB1QG98rgJwQB0F8wen5BZ4CuxbiV1DkhPgGiLXq6zH5pKzOHfMQbf2l8i8PcTvRtCgdteHgBYiXbz8V5IS4+Xt4J0NMWQvO+kgquMLvCXEgxF5wRJx/PmnClxBvAHFvbX10xDhJlRPiTSHWbn5Qw/4JPjkhdoa4p3CrTfC49e32tzp2at3bq35Wf50QbwyxlxoXeEZ3HO+COSFuIPYAI/I4pNdym9ZeICqZECNZCizjsaFAKZpn40asVPTSirxOtsoKRyrxWwt6Qhzpi3srFR6jh1UfIkcdNKaEOCFmWeF88rXMlxCjXW1CuZ2UeKYaayd7ntYJbfZU4klK7LV7VzfsLH+sWb1IiNGuF1DOW4mjfXFJgTfIyFeaenUr8STEAXCitzwJ4pGJnuSB63yu4IeveNJOBNmJWUpM+WMryJIH5j7Je4cKJ8SVrEQo8a4gSx64Brl9JQsd+TzLpRIHKvFMiL0VmQM5Ifbsgo73itrOne0buZdTrcc3qcne7LpRzZ1KHGwp7tiald6y1sIs+eQ7VybSEzdde5YvbhUlYkIkgayZ+CEQR9QBHWhTiYOVmFtT7TWSNwyjMCMAX/XwjhsFOJV4khLvAHJJBTVp46C6E+CEmIFYM9xqVONuZUOUGa3P3fCWONNOEHZCC3GBE/kCvvQ3/GYMzxaYV4G27WQJsQPEyHkDqcydy1UI0KsCnHZCsBMaNZYg7flizn+uDA1qN2aVSyV28sUWiOtOcqcSz4It6jkJcZAaI964QHzHhkgUUHfcNyGeDDGy3JZWQtcVEuJOvqiJjrRdWysqV5ZbZkuAdQDnxI7Il+UQDeKJy+MoiBNgPcAJMZMzadlJ2tlCPfGMNWEbGvtclXbCoMZo80qgJ8BoJvlyCfGAGns0QVqI8SwmxEIOJVsx0gQJ8Ej2frs2IQbyqAH5AhMpnwADiQeL/B+bB35P1hFJEwAAAABJRU5ErkJggg==" mediaID="Host_cst_cat4"/></media></snapdata>