<snapdata remixID="9363253"><project name="Recursion Week 1" app="Snap! 5.4, http://snap.berkeley.edu" 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</thumbnail><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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Factorial" idx="1" x="-8.723563541082608" y="80.30166945082834" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="factorial" center-x="100" center-y="33" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="210.33333333333337" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="show"></block></script><script x="10" y="12"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doTellTo"><l>Tree</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doTellTo"><l>Blastoff</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doAsk"><l>factorial of what number? (larger than 0)</l></block><block s="bubble"><custom-block s="factorial %n"><block s="getLastAnswer"></block><comment w="114.6268656716418" collapsed="false">ex. (factorial 4) = 24</comment></custom-block></block></script></scripts></sprite><sprite name="Blastoff" idx="2" x="-10.999999999998554" y="-131.37267080745355" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="113.22,153,0,1" pen="tip" id="50"><costumes><list id="51"><item><costume name="blastoff" center-x="95.5" center-y="33" image="data:image/png;base64,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" id="52"/></item></list></costumes><sounds><list struct="atomic" id="53"></list></sounds><blocks></blocks><variables></variables><scripts><script x="198.66666666666663" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="show"></block></script><script x="10" y="24.333333333333343"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doTellTo"><l>Factorial</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doTellTo"><l>Tree</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doAsk"><l>Countdown from what positive integer?</l></block><block s="bubble"><custom-block s="Blastoff %n"><block s="getLastAnswer"></block><comment w="204.17910447761196" collapsed="true">ex. (blastoff 3) = 3 2 1 BLASTOFF!</comment></custom-block></block></script></scripts></sprite><sprite name="Tree" idx="3" x="45.787350950508966" y="103.04305284677581" heading="15" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="233,163,255,1" pen="tip" id="92"><costumes><list id="93"><item><costume name="tree" center-x="154.5" center-y="33" image="data:image/png;base64,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id="94"/></item></list></costumes><sounds><list struct="atomic" id="95"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doTellTo"><l>Factorial</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doTellTo"><l>Blastoff</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doAsk"><l>How many layers should the tree have?</l></block><block s="gotoXY"><l>0</l><l>-200</l></block><block s="setHeading"><l>0</l></block><custom-block s="Tree %s %s"><block s="getLastAnswer"></block><l>50</l><comment w="204.33333333333334" collapsed="false">Unit 7 Lab1, Page 2 is VERY useful if stuck</comment></custom-block></script><script x="501" y="82.33333333333331"><block s="receiveGo"></block><block s="gotoXY"><l>-10</l><l>-23</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="up"></block><block s="show"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="initials %&apos;sentence&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><l/><script><block s="doReport"><l></l></block></script></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="Blastoff %&apos;num&apos;" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><l>1</l><block var="num"/></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="num"/><l> </l><custom-block s="Blastoff %n"><block s="reportDifference"><block var="num"/><l>1</l></block></custom-block></list></block></block></script><script><block s="doReport"><block s="reportJoinWords"><list><block var="num"/><l> BLASTOFF!</l></list></block></block></script></block></script></block-definition><block-definition s="copies %&apos;num&apos; %&apos;word&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%txt"></input></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="factorial %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><l>0</l><block var="num"/></block><script><block s="doReport"><block s="reportProduct"><block var="num"/><custom-block s="factorial %n"><block s="reportDifference"><block var="num"/><l>1</l></block></custom-block></block></block></script><script><block s="doReport"><l>1</l></block></script></block></script></block-definition><block-definition s="spell number" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="fib %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="pig latin %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><custom-block s="empty? %l"><block var="list"/></custom-block><script><block s="doReport"><l> </l></block></script><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></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>de:drucke _ in Größe _&#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;</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>de:behalte Elemente, die _ aus _&#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></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;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? 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%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></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></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></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;</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;</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;</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;</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;</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;</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;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? 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