<snapdata remixID="13492295"><project name="1920 U8L1p1 Counting Trees" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="1920 U8L1p1 Counting Trees"><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></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><list></list></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><list></list></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="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; 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    report one&#xD;else&#xD;     report (one plus (2 times (recursive (level less one))</comment><comment x="16" y="208.2" w="477" collapsed="true">This is the formula from Unit 8 Lab 1: Recursive Reporters   Working with Recursive Reporters</comment></scripts></block-definition><block-definition s="iterative segments in tree %&apos;n&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>answer</l></list></block><block s="doSetVar"><l>answer</l><l>1</l></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><block var="n"/><script><block s="doSetVar"><l>answer</l><block s="reportVariadicProduct"><list><block var="answer"/><l>2</l></list></block></block></script></custom-block><block s="doReport"><block s="reportDifference"><block var="answer"/><l>1</l></block></block></script><scripts><comment x="11.200000000000045" y="202.56" w="347.6" collapsed="false">8.1.1.3 iterative solution.  This isn&apos;t *wrong*, but students who find this solution should be encouraged to think about it recursively also.</comment></scripts></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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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