<snapdata remixID="9204380"><project name="U5L1-Algorith Final" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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id="2"><item><costume name="Untitled" center-x="240" center-y="180" 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" id="4"/></item></list></costumes><sounds><list struct="atomic" id="5"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-173.1501617126146" y="131.8539190041199" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,0,0,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="36" y="199"><block s="doSetVar"><l>list in order</l><block s="reportNewList"><list><l>1</l><l>3</l><l>5</l><l>7</l><l>9</l><l>11</l><l>13</l><l>15</l><l>17</l><l>19</l><l>21</l></list></block></block><block s="doSetVar"><l>list out of order</l><block s="reportNewList"><list><l>92</l><l>8</l><l>15</l><l>1</l><l>40</l></list></block></block><custom-block s="Say position of number %n in sorted list %l"><l></l><block var="list in order"/></custom-block></script><script x="23" y="334.33333333333394"><custom-block s="position of %n in sorted list %l"><l>7</l><block var="list in order"/></custom-block></script><script x="16.66666666666663" y="307"><custom-block s="position of %n in unsorted list %l"><l>40</l><block var="list out of order"/></custom-block></script></scripts></sprite><watcher var="number of guesses" style="normal" x="3.381770833333235" y="3.3817708333333414" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="3.381770833333235" y="13.527084009687485" color="74,108,212" hidden="true"/><watcher var="clicked" style="normal" x="3.381770833333235" y="23.672397186041636" color="243,118,29" hidden="true"/><watcher var="x min val" style="normal" x="3.381770833333235" y="33.817710362395786" color="243,118,29" hidden="true"/><watcher var="x max val" style="normal" x="3.381770833333235" y="43.96302353874995" color="243,118,29" hidden="true"/><watcher var="x-stepsize" style="normal" x="3.381770833333235" y="54.10833671510417" color="243,118,29" hidden="true"/><watcher var="y min val" style="normal" x="3.381770833333235" y="64.25364989145828" color="243,118,29" hidden="true"/><watcher var="y max val" style="normal" x="3.381770833333235" y="74.39896306781246" color="243,118,29" hidden="true"/><watcher var="y-stepsize" style="normal" x="3.381770833333235" y="84.54427624416661" color="243,118,29" hidden="true"/><watcher var="z min val" style="normal" x="3.381770833333235" y="94.68958942052075" color="243,118,29" hidden="true"/><watcher var="z max val" style="normal" x="3.381770833333235" y="104.83490259687488" color="243,118,29" hidden="true"/><watcher var="z-stepsize" style="normal" x="3.381770833333235" y="111.59843682364573" color="243,118,29" hidden="true"/><watcher var="list out of order" style="normal" x="11" y="96" color="243,118,29" extX="80" extY="70"/><watcher var="list in order" style="normal" x="138" y="96.000002" color="243,118,29" extX="80" extY="70"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Computer guesses my number from %&apos;low&apos; to %&apos;high&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doForever"><script><block s="doIfElse"><block s="reportGreaterThan"><block var="low"/><block var="high"/><comment w="221.33333333333334" collapsed="false">Step 5: LOW can&apos;t get bigger than HIGH unless the user has given inconsistent feedback.</comment></block><script><block s="doSayFor"><l>Hey!  That&apos;s not possible.</l><l>3</l></block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doDeclareVariables"><list><l>guess</l></list></block><block s="doSetVar"><l>guess</l><block s="reportRound"><block s="reportQuotient"><block s="reportSum"><block var="low"/><block var="high"/></block><l>2</l></block><comment w="269.3333333333333" collapsed="true">Step 1: Guess the average of LOW and HIGH</comment></block></block><block s="doSetVar"><l>clicked</l><l>nobody</l><comment w="208" collapsed="false">CLICKED will be changed to a different value when one of the three buttons (other sprites) is clicked.</comment></block><block s="doSayFor"><custom-block s="join words %mult%txt"><list><l>I guess</l><block var="guess"/></list></custom-block><l>2</l></block><block s="doChangeVar"><l>number of guesses</l><l>1</l></block><block s="doWaitUntil"><block s="reportNot"><block s="reportEquals"><block var="clicked"/><l>nobody</l></block><comment w="194.66666666666666" collapsed="true">Wait for the user to push a button.</comment></block></block><block s="doIfElse"><block s="reportEquals"><block var="clicked"/><l>equal</l><comment w="212.66666666666666" collapsed="true">Step 2: If just right, say so and stop.</comment></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>I win in </l><block var="number of guesses"/><l> guesses!!!!</l></list></block><l>2</l></block><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="clicked"/><l>big</l></block><script><block s="doSetVar"><l>high</l><block s="reportDifference"><block var="guess"/><l>1</l></block><comment w="294.6666666666667" collapsed="true">Step 3: Guess is too big, so reduce HIGH to GUESS-1.</comment></block></script><script><block s="doSetVar"><l>low</l><block s="reportSum"><block var="guess"/><l>1</l><comment w="294.6666666666667" collapsed="true">Step 4: Guess is too small, so increase LOW to GUESS+1.</comment></block></block></script></block></script></block></script></block></script></block></script><scripts><comment x="8" y="545.4666666666667" w="528" collapsed="false">Like many games, this is coded as a FOREVER loop, with a STOP THIS BLOCK to escape when we win or detect an inconsistency.  It uses two global variables, one to count the number of guesses and the other for the buttons to tell us when they are pressed.  There are more elegant ways to accomplish the latter, but they&apos;d result in multiple WHEN I RECEIVE scripts, and we&apos;d have to make LOW and HIGH global for those scripts to use.  Also, we change the values of our input variables, which some people would consider bad style.  But since those variables are local to this procedure, it really doesn&apos;t hurt anyone outside this script.&#xD;&#xD;Students will organize their code in many different ways.  It might be useful to have them flag with comments where each of the five steps (or however many steps /their/ algorithm has) is carried out.</comment></scripts></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></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></translations><inputs><input type="%upvar"></input><input 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s="setSize"><l>3</l></block><block s="down"></block><block s="forward"><l>360</l></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="doReport"><block s="xPosition"></block></block></script><script><block s="up"></block><block s="gotoXY"><l>0</l><l>-180</l></block><block s="setSize"><l>1</l></block><custom-block s="dashed line %n"><l>360</l></custom-block><block s="doReport"><block s="xPosition"></block></block></script></block></script></block-definition><block-definition s="x-axis" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l></l></block><block s="setHeading"><l>90</l></block><block s="doIfElse"><custom-block s="%n ≤ %n ≤ %n"><block var="y min val"/><l>0</l><block var="y max val"/></custom-block><script><block s="up"></block><block s="gotoXY"><l>-240</l><custom-block s="stage coord for y= %n"><l>0</l></custom-block></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="forward"><l>480</l></block><block s="setSize"><l>1</l></block><block s="up"></block><block s="doReport"><block s="yPosition"></block></block></script><script><block s="up"></block><block s="gotoXY"><l>-240</l><l>0</l></block><block s="setSize"><l>1</l></block><custom-block s="dashed line %n"><l>480</l></custom-block><block s="doReport"><block s="yPosition"></block></block></script></block></script></block-definition><block-definition s="dashed line %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doWarp"><script><block s="doRepeat"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="length"/><l>10</l></block></block><script><block s="down"></block><block s="forward"><l>5</l></block><block s="up"></block><block s="forward"><l>5</l></block></script></block><block s="down"></block><block s="forward"><block s="reportModulus"><block var="length"/><l>10</l></block></block><block s="up"></block></script></block></script></block-definition><block-definition s="stage coord for y= %&apos;actual y value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><l>-180</l><block s="reportProduct"><block s="reportDifference"><block var="actual y value"/><block var="y min val"/></block><block var="y-stepsize"/></block></block></block></script></block-definition><block-definition s="stage coord for x= %&apos;actual x value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><l>-240</l><block s="reportProduct"><block s="reportDifference"><block var="actual x value"/><block var="x min val"/></block><block var="x-stepsize"/></block></block></block></script></block-definition><block-definition s="x-value at stage coord %&apos;stage-x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><block var="x min val"/><block s="reportQuotient"><block s="reportSum"><block var="stage-x"/><l>240</l></block><block var="x-stepsize"/></block></block></block></script></block-definition><block-definition s="y-value at stage coord %&apos;stage-y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><block var="y min val"/><block s="reportQuotient"><block s="reportSum"><block var="stage-y"/><l>180</l></block><block var="y-stepsize"/></block></block></block></script></block-definition><block-definition s="%&apos;x&apos; ≤ %&apos;y&apos; ≤ %&apos;z&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="reportNot"><block s="reportGreaterThan"><block var="x"/><block var="y"/></block></block><block s="reportNot"><block s="reportGreaterThan"><block var="y"/><block var="z"/></block></block></block></block></script></block-definition><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></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="map %&apos;function&apos; over %&apos;lists&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%mult%l"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>mapone</l><l>mapmany</l></list></block><block s="doSetVar"><l>mapone</l><block s="reifyScript"><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></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="evaluate"><block var="mapone"/><list><block s="reportCDR"><block var="data"/></block></list></block></block></block></script><list><l>data</l></list></block></block><block s="doSetVar"><l>mapmany</l><block s="reifyScript"><script><block s="doIf"><custom-block s="empty? %l"><block s="reportListItem"><l>1</l><block var="data lists"/></block></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="function"/><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>1</l><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></block><block s="evaluate"><block var="mapmany"/><list><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportCDR"><l/></block></autolambda><list></list></block><list><block var="data lists"/></list></custom-block></list></block></block></block></script><list><l>data lists</l></list></block></block><block s="doIfElse"><custom-block s="empty? %l"><block s="reportCDR"><block var="lists"/></block></custom-block><script><block s="doReport"><block s="evaluate"><block var="mapone"/><list><block s="reportListItem"><l>1</l><block var="lists"/></block></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="mapmany"/><list><block var="lists"/></list></block></block></script></block></script></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></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></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><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></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></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></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doWarp"><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></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></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></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="DerekData1927to2015" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>1928</l><l>0.00</l></list></block><block s="reportNewList"><list><l>1930</l><l>0.00</l></list></block><block s="reportNewList"><list><l>1935</l><l>0.01</l></list></block><block s="reportNewList"><list><l>1940</l><l>0.01</l></list></block><block s="reportNewList"><list><l>1945</l><l>0.01</l></list></block><block s="reportNewList"><list><l>1950</l><l>0.01</l></list></block><block s="reportNewList"><list><l>1955</l><l>0.03</l></list></block><block s="reportNewList"><list><l>1960</l><l>0.05</l></list></block><block s="reportNewList"><list><l>1962</l><l>0.08</l></list></block><block s="reportNewList"><list><l>1963</l><l>0.08</l></list></block><block s="reportNewList"><list><l>1965</l><l>0.1</l></list></block><block s="reportNewList"><list><l>1970</l><l>0.2</l></list></block><block s="reportNewList"><list><l>1971</l><l>0.26</l></list></block><block s="reportNewList"><list><l>1972</l><l>0.25</l></list></block><block s="reportNewList"><list><l>1975</l><l>0.2</l></list></block><block s="reportNewList"><list><l>1978</l><l>0.24</l></list></block><block s="reportNewList"><list><l>1980</l><l>0.4</l></list></block><block s="reportNewList"><list><l>1981</l><l>0.36</l></list></block><block s="reportNewList"><list><l>1982</l><l>0.38</l></list></block><block s="reportNewList"><list><l>1983</l><l>0.38</l></list></block><block s="reportNewList"><list><l>1985</l><l>0.36</l></list></block><block s="reportNewList"><list><l>1987</l><l>0.43</l></list></block><block s="reportNewList"><list><l>1990</l><l>0.37</l></list></block><block s="reportNewList"><list><l>1995</l><l>0.23</l></list></block><block s="reportNewList"><list><l>2000</l><l>0.17</l></list></block><block s="reportNewList"><list><l>2004</l><l>0.12</l></list></block><block s="reportNewList"><list><l>2006</l><l>0.14</l></list></block><block s="reportNewList"><list><l>2010</l><l>0.12</l></list></block></list></block></block></script></block-definition><block-definition s="graph datapoints %&apos;data&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="data"/><script><block s="up"></block><custom-block s="plot point x: %n y: %n"><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>2</l><l/></block></custom-block></script></custom-block></script><scripts><comment x="7.333333333333333" y="138.79999999999998" w="348" collapsed="false">Each item of DATA is a list of two numbers, the x and y coordinates of a point. The ITEM blocks extract the two numbers.  An item from DATA is substituted into the empty list slots.  (If you prefer you could drag the ITEM orange block from the FOR EACH into those slots -- the meaning is the same.)</comment></scripts></block-definition><block-definition s="go to scaled point x: %&apos;x&apos; y: %&apos;y&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="gotoXY"><custom-block s="stage coord for x= %n"><block var="x"/></custom-block><custom-block s="stage coord for y= %n"><block var="y"/></custom-block></block></script></block-definition><block-definition s="plot point x: %&apos;x&apos; y: %&apos;y&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="go to scaled point x: %n y: %n"><block var="x"/><block var="y"/></custom-block><block s="down"></block><block s="forward"><l>1</l></block><block s="up"></block><block s="forward"><l>-1</l></block></script></block-definition><block-definition s="graph datapoints %&apos;data&apos; pen down: %&apos;pendown&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%b"></input></inputs><script><block s="up"></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="data"/><script><custom-block s="plot point x: %n y: %n"><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>2</l><l/></block></custom-block><block s="doIf"><block var="pendown"/><script><block s="down"></block></script></block></script></custom-block></script><scripts><comment x="8.666666666666666" y="190.13333333333333" w="346.6666666666667" collapsed="false">We go to the first point with the pen up, so we won&apos;t see an extra line from wherever the sprite happened to be.  After that, we put the pen down for each point if the value of PENDOWN is TRUE.</comment></scripts></block-definition><block-definition s="age %&apos;person&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="person"/></block></block></script></block-definition><block-definition s="height %&apos;person&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="person"/></block></block></script></block-definition><block-definition s="weight %&apos;person&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>3</l><block var="person"/></block></block></script></block-definition><block-definition s="gender %&apos;person&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>4</l><block var="person"/></block></block></script></block-definition><block-definition s="ages %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><custom-block s="age %l"><l/></custom-block></autolambda><list></list></block><list><block var="data"/></list></custom-block></block></script></block-definition><block-definition s="heights %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><custom-block s="height %l"><l/></custom-block></autolambda><list></list></block><list><block var="data"/></list></custom-block></block></script></block-definition><block-definition s="weights %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><custom-block s="weight %l"><l/></custom-block></autolambda><list></list></block><list><block var="data"/></list></custom-block></block></script></block-definition><block-definition s="genders %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><custom-block s="gender %l"><l/></custom-block></autolambda><list></list></block><list><block var="data"/></list></custom-block></block></script></block-definition><block-definition s="average %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportQuotient"><custom-block s="combine with %repRing items of %l"><block s="reifyReporter"><autolambda><block s="reportSum"><l></l><l></l></block></autolambda><list></list></block><block var="data"/></custom-block><block s="reportListLength"><block var="data"/></block></block></block></script></block-definition><block-definition s="female data %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="gender %l"><l/></custom-block><l>F</l></block></autolambda><list></list></block><block var="data"/></custom-block></block></script></block-definition><block-definition s="male data %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="gender %l"><l/></custom-block><l>M</l></block></autolambda><list></list></block><block var="data"/></custom-block></block></script></block-definition><block-definition s="say position %&apos;x&apos; %&apos;y&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSayFor"><custom-block s="coordinate pair x %n y %n"><custom-block s="round %n to %n decimal places"><custom-block s="x-value at stage coord %n"><block var="x"/></custom-block><l>2</l></custom-block><custom-block s="round %n to %n decimal places"><custom-block s="y-value at stage coord %n"><block var="y"/></custom-block><l>2</l></custom-block></custom-block><l>2</l></block></script><scripts><comment x="7.333333333333333" y="141.79999999999998" w="436.6666666666667" collapsed="false">The block ANNOUNCE AXES POSITION does /almost/ what we want, except that it leaves the coordinates on the stage permanently, instead of having the sprite say them.  So I opened its definition and copied all the green stuff above from it to here.</comment></scripts></block-definition><block-definition s="graph with average %&apos;xfunc&apos; %&apos;yfunc&apos; for gender = %&apos;gender&apos; in %&apos;data&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%repRing"></input><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>subset</l></list></block><block s="doSetVar"><l>subset</l><custom-block s="keep items such that %predRing from %l"><block s="reifyPredicate"><autolambda><block s="reportEquals"><custom-block s="gender %l"><l/></custom-block><block var="gender"/></block></autolambda><list></list></block><block var="data"/></custom-block></block><block s="setSize"><l>3</l></block><custom-block s="graph datapoints %l"><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="evaluate"><block var="xfunc"/><list><l></l></list></block><block s="evaluate"><block var="yfunc"/><list><l></l></list></block></list></block></autolambda><list></list></block><list><block var="subset"/></list></custom-block></custom-block><block s="setSize"><l>7</l></block><custom-block s="graph datapoints %l"><block s="reportNewList"><list><block s="reportNewList"><list><custom-block s="average %l"><custom-block s="map %repRing over %mult%l"><block var="xfunc"/><list><block var="subset"/></list></custom-block></custom-block><custom-block s="average %l"><custom-block s="map %repRing over %mult%l"><block var="yfunc"/><list><block var="subset"/></list></custom-block></custom-block></list></block></list></block></custom-block></script></block-definition><block-definition s="max %&apos;a&apos; %&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"><custom-block s="if %b then %anyUE else %anyUE"><block s="reportLessThan"><block var="a"/><block var="b"/></block><block var="b"/><block var="a"/></custom-block></block></script></block-definition><block-definition s="min %&apos;a&apos; %&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"><custom-block s="if %b then %anyUE else %anyUE"><block s="reportLessThan"><block var="a"/><block var="b"/></block><block var="a"/><block var="b"/></custom-block></block></script></block-definition><block-definition s="min %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="combine with %repRing items of %l"><block s="reifyReporter"><autolambda><custom-block s="min %n %n"><l></l><l></l></custom-block></autolambda><list></list></block><block var="data"/></custom-block></block></script></block-definition><block-definition s="max %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="combine with %repRing items of %l"><block s="reifyReporter"><autolambda><custom-block s="max %n %n"><l></l><l></l></custom-block></autolambda><list></list></block><block var="data"/></custom-block></block></script></block-definition><block-definition s="set window scale xmin %&apos;xmin&apos; xmax %&apos;xmax&apos; ymin %&apos;ymin&apos; ymax %&apos;ymax&apos; zmin %&apos;zmin&apos; zmax %&apos;zmax&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="clear"></block><block s="doSetVar"><l>x min val</l><block var="xmin"/></block><block s="doSetVar"><l>x max val</l><block var="xmax"/></block><block s="doSetVar"><l>y min val</l><block var="ymin"/></block><block s="doSetVar"><l>y max val</l><block var="ymax"/></block><block s="doSetVar"><l>z min val</l><block var="zmin"/></block><block s="doSetVar"><l>z max val</l><block var="zmax"/></block><block s="doSetVar"><l>x-stepsize</l><block s="reportQuotient"><l>480</l><block s="reportDifference"><block var="xmax"/><block var="xmin"/></block></block></block><block s="doSetVar"><l>y-stepsize</l><block s="reportQuotient"><l>360</l><block s="reportDifference"><block var="ymax"/><block var="ymin"/></block></block></block><block s="doSetVar"><l>z-stepsize</l><block s="reportQuotient"><l>7</l><block s="reportDifference"><block var="zmax"/><block var="zmin"/></block></block></block><custom-block s="announce axes position %n %n"><custom-block s="y-axis"></custom-block><custom-block s="x-axis"></custom-block></custom-block></script></block-definition><block-definition s="plot point x: %&apos;x&apos; y: %&apos;y&apos; z: %&apos;z&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="setSize"><l>1</l></block><custom-block s="go to scaled point x: %n y: %n"><block var="x"/><block var="y"/></custom-block><block s="down"></block><block s="setSize"><custom-block s="pen size for z= %n"><block var="z"/></custom-block></block><block s="forward"><l>1</l></block><block s="up"></block><block s="forward"><l>-1</l></block></script></block-definition><block-definition s="pen size for z= %&apos;actual z value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportSum"><l>3</l><block s="reportProduct"><block s="reportDifference"><block var="actual z value"/><block var="z min val"/></block><block var="z-stepsize"/></block></block></block></script></block-definition><block-definition s="graph 3D datapoints %&apos;data&apos; pen down %&apos;pendown&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%b"></input></inputs><script><block s="up"></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="data"/><script><custom-block s="plot point x: %n y: %n z: %n"><block s="reportListItem"><l>1</l><l/></block><block s="reportListItem"><l>2</l><l/></block><block s="reportListItem"><l>3</l><l/></block></custom-block><block s="doIf"><block var="pendown"/><script><block s="down"></block></script></block></script></custom-block></script></block-definition><block-definition s="show buttons" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doBroadcast"><l>show</l></block></script></block-definition><block-definition s="hide buttons" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doBroadcast"><l>hide</l></block></script></block-definition><block-definition s="graph function %&apos;function&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input></inputs><script><block s="up"></block><block s="doWaitUntil"><block s="reportMouseDown"></block></block><block s="doUntil"><block s="reportNot"><block s="reportMouseDown"></block></block><script><custom-block s="plot point x: %n y: %n"><custom-block s="x-value at stage coord %n"><block s="reportMouseX"></block></custom-block><block s="evaluate"><block var="function"/><list><custom-block s="x-value at stage coord %n"><block s="reportMouseX"></block></custom-block></list></block></custom-block><block s="down"></block></script></block><block s="up"></block></script><scripts><comment x="8" y="226.1333333333333" w="399.3333333333333" collapsed="false">This is straightforward apart from the two points brought out on the lab page:&#xD;1.  How to declare an input of type Reporter.&#xD;2.  How to call that function and give it an input.&#xD;Otherwise it&apos;s just figuring out the WAIT UNTIL / REPEAT UNTIL structure, and remembering from two pages back to put the PEN DOWN /after/ moving to the first point.</comment></scripts></block-definition><block-definition s="list from %&apos;from&apos; through %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><block var="from"/><block var="to"/><script><block s="doAddToList"><block var="i"/><block var="result"/></block></script></custom-block><block s="doReport"><block var="result"/></block></script><scripts><comment x="8" y="178.13333333333333" w="371.3333333333333" collapsed="false">The above is probably how most students will write this.  It can also be done recursively:</comment><script x="9.666666666666666" y="236.80000000000004"><block s="doIfElse"><block s="reportGreaterThan"><block var="from"/><block var="to"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><script><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="list from %n through %n"><block s="reportSum"><block var="from"/><l>1</l></block><block var="to"/></custom-block></block></block></script></block></script></scripts></block-definition><block-definition s="alphie way %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><custom-block s="combine with %repRing items of %l"><block s="reifyReporter"><autolambda><block s="reportSum"><l></l><l></l></block></autolambda><list></list></block><custom-block s="list from %n through %n"><l>1</l><block var="num"/></custom-block></custom-block></block></script></block-definition><block-definition s="betsy way %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportProduct"><block var="num"/><block s="reportSum"><block var="num"/><l>1</l></block></block><l>2</l></block></block></script></block-definition><block-definition s="are the numbers of %&apos;data&apos; distinct?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIfElse"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportCDR"><block var="data"/></block><block s="reportListItem"><l>1</l><block var="data"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doReport"><custom-block s="are the numbers of %l distinct?"><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block></script><scripts><script x="15" y="366.4666666666667"><block s="doIf"><block s="reportLessThan"><block s="reportListLength"><block var="data"/></block><l>2</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><block s="reportDifference"><block s="reportListLength"><block var="data"/></block><l>1</l></block><script><custom-block s="for %upvar = %n to %n %cs"><l>j</l><block s="reportSum"><block var="i"/><l>1</l></block><block s="reportListLength"><block var="data"/></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><block var="i"/><block var="data"/></block><block s="reportListItem"><block var="j"/><block var="data"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></custom-block></script></custom-block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="14.666666666666666" y="615.3333333333334"><block s="doRepeat"><block s="reportListLength"><block var="data"/></block><script><block s="doIf"><block s="reportListContainsItem"><block s="reportCDR"><block var="data"/></block><block s="reportListItem"><l>1</l><block var="data"/></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><comment x="10.333334333333369" y="238.66667266666673" w="454.6666666666667" collapsed="false">This so much calls out for a recursive solution that I couldn&apos;t help putting that first.&#xD;&#xD;CONTAINS is a primitive block.  Students who remember that will have a much easier time writing this procedure than those who don&apos;t remember it.  The other thing that will complicate the solution is if the students have programmed before in one of those other languages and therefore insist on using index variables to find their way through the list instead of ALL BUT FIRST OF.  Here are a few examples of possible correct solutions:</comment><script x="13.333333333333334" y="796.8000000000001"><block s="doRepeat"><block s="reportListLength"><block var="data"/></block><script><custom-block s="for each %upvar of %l %cs"><l>item</l><block s="reportCDR"><block var="data"/></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="data"/></block><block var="item"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></custom-block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></scripts></block-definition><block-definition s="duplicates in %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIfElse"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportCDR"><block var="data"/></block><block s="reportListItem"><l>1</l><block var="data"/></block></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="duplicates in %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="duplicates in %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block></script><scripts><comment x="9.333333333333334" y="261.4666666666667" w="448" collapsed="false">This has the same structure as ARE THERE ANY DUPLICATES (5.3.2.1), but with lists as the reported values instead of Booleans.  Similarly, the alternate solutions to 5.3.2.1 work here too:</comment><script x="14" y="326.46666666666664"><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doIf"><block s="reportLessThan"><block s="reportListLength"><block var="data"/></block><l>2</l></block><script><block s="doReport"><block var="result"/></block></script></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><block s="reportDifference"><block s="reportListLength"><block var="data"/></block><l>1</l></block><script><custom-block s="for %upvar = %n to %n %cs"><l>j</l><block s="reportSum"><block var="i"/><l>1</l></block><block s="reportListLength"><block var="data"/></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><block var="i"/><block var="data"/></block><block s="reportListItem"><block var="j"/><block var="data"/></block></block><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="data"/></block><block var="result"/></block></script></block></script></custom-block></script></custom-block><block s="doReport"><block var="result"/></block></script><script x="12" y="618.6000010000001"><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block s="reportListLength"><block var="data"/></block><script><block s="doIf"><block s="reportListContainsItem"><block s="reportCDR"><block var="data"/></block><block s="reportListItem"><l>1</l><block var="data"/></block></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="data"/></block><block var="result"/></block></script></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block><block s="doReport"><block var="result"/></block></script><script x="12.666666666666666" y="848.4000010000003"><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block s="reportListLength"><block var="data"/></block><script><custom-block s="for each %upvar of %l %cs"><l>item</l><block s="reportCDR"><block var="data"/></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="data"/></block><block var="item"/></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="data"/></block><block var="result"/></block></script></block></script></custom-block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block><block s="doReport"><block var="result"/></block></script><comment x="9.333333333333334" y="1098.866667666667" w="433.3333333333333" collapsed="false">The timing experiment in the previous problem would be easier with this procedure because it has to examine every pair of items even if a duplicate is found early on.</comment></scripts></block-definition><block-definition s="remdup %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIfElse"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><script><block s="doIfElse"><block s="reportNot"><block s="reportListContainsItem"><block s="reportCDR"><block var="data"/></block><block s="reportListItem"><l>1</l><block var="data"/></block></block></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="remdup %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="remdup %l"><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block></script><scripts><comment x="6.666666666666667" y="484.1333333333325" w="398.6666666666667" collapsed="false">The versions of DUPLICATES IN that use CONTAINS are easy to turn into a remove-duplicates (REMDUP) function: Just put a NOT around the CONTAINS in the script.  (The recursive version could be written without NOT by swapping the then part and else part of the IF/ELSE block, but I did it this way to make the relationship clearer.)&#xD;&#xD;The versions of DUPLICATES IN that essentially reimplement CONTAINS with a FOR loop are harder, because you don&apos;t want to keep an item in the result just because /one/ other item is different from it.  You have to test /all/ the items.  One way is with a flag variable:</comment><script x="8.666666666666666" y="627.799999999998"><block s="doDeclareVariables"><list><l>result</l><l>keep flag</l></list></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doIf"><block s="reportLessThan"><block s="reportListLength"><block var="data"/></block><l>2</l></block><script><block s="doReport"><block var="result"/></block></script></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><block s="reportDifference"><block s="reportListLength"><block var="data"/></block><l>1</l></block><script><block s="doSetVar"><l>keep flag</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="for %upvar = %n to %n %cs"><l>j</l><block s="reportSum"><block var="i"/><l>1</l></block><block s="reportListLength"><block var="data"/></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><block var="i"/><block var="data"/></block><block s="reportListItem"><block var="j"/><block var="data"/></block></block><script><block s="doSetVar"><l>keep flag</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></custom-block><block s="doIf"><block var="keep flag"/><script><block s="doAddToList"><block s="reportListItem"><block var="i"/><block var="data"/></block><block var="result"/></block></script></block></script></custom-block><block s="doAddToList"><block s="reportListItem"><block s="reportListLength"><block var="data"/></block><block var="data"/></block><block var="result"/></block><block s="doReport"><block var="result"/></block></script><script x="12" y="268.00000000000017"><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block s="reportListLength"><block var="data"/></block><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportCDR"><block var="data"/></block><block s="reportListItem"><l>1</l><block var="data"/></block></block></block><script><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="data"/></block><block var="result"/></block></script></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block><block s="doReport"><block var="result"/></block></script><script x="10.666666666666666" y="1117.799999999998"><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block s="reportListLength"><block var="data"/></block><script><custom-block s="catch %upvar %cs"><l>tag</l><script><custom-block s="for each %upvar of %l %cs"><l>item</l><block s="reportCDR"><block var="data"/></block><script><block s="doIf"><block s="reportEquals"><block s="reportListItem"><l>1</l><block var="data"/></block><block var="item"/></block><script><custom-block s="throw %s"><block var="tag"/></custom-block></script></block></script></custom-block><block s="doAddToList"><block s="reportListItem"><l>1</l><block var="data"/></block><block var="result"/></block></script></custom-block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block><block s="doReport"><block var="result"/></block></script><comment x="10" y="1032.1333333333334" w="392.6666666666667" collapsed="false">Another solution uses a feature we haven&apos;t taught yet: nonlocal exit, like BREAK in some other languages.  The CATCH and THROW blocks are in the Tools library.  Don&apos;t teach this to the class; it&apos;ll be a distraction.  But if a student asks &quot;is there something like BREAK?&quot; you can show it to them:</comment><comment x="8" y="1414.9333333333313" w="392" collapsed="false">But neither of these last two solutions is exactly elegant.  If I had to do this problem and I&apos;d forgotten about CONTAINS, I&apos;d start by writing my own CONTAINS as a helper procedure for REMDUP.</comment></scripts></block-definition><block-definition s="function timer %&apos;function&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>time</l></list></block><block s="doSetVar"><l>time</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="doReport"><block s="reportNewList"><list><block s="evaluate"><block var="function"/><list><l></l></list></block><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="time"/></block></list></block></block></script></block-definition><block-definition s="time function %&apos;function&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="function timer %repRing"><block var="function"/></custom-block></block></block></script></block-definition><block-definition s="average time %&apos;expression&apos; %&apos;times&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%n"></input></inputs><script><block s="doReport"><custom-block s="average %l"><custom-block s="map %repRing over %mult%l"><block s="reifyReporter"><autolambda><custom-block s="time function %repRing"><block var="expression"/></custom-block></autolambda><list></list></block><list><custom-block s="list from %n through %n"><l>1</l><block var="times"/></custom-block></list></custom-block></custom-block></block></script><scripts><comment x="6.666666666666667" y="118.13333333333333" w="408.6666666666667" collapsed="false">This isn&apos;t the most efficient solution, because it makes that list of numbers, only to have a list of length TIMES so that we can run EXPRESSION that many times!  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