<snapdata remixID="9366152"><project name="Recursion Week 1" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="-8.723563541081148" y="80.67434025828175" 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="true">ex. (factorial 4) = 24</comment></custom-block></block></script></scripts></sprite><sprite name="Blastoff" idx="2" x="-11" y="-131.00000000000006" 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" 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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="-4.547473508864641e-13" y="-199.99999999999966" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="17,114,0,1" pen="tip" id="92"><costumes><list id="93"><item><costume name="tree" center-x="154.5" center-y="33" 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id="94"/></item></list></costumes><sounds><list struct="atomic" id="95"></list></sounds><blocks></blocks><variables></variables><scripts><script x="455.3333323333334" y="10"><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><script x="455.3333323333334" y="164"><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="60.333332333333374" y="12.333333333333343"><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>Blastoff</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="up"></block><block s="clear"></block><block s="doAsk"><l>How many layers should the tree have?(5-10)</l></block><block s="doSetVar"><l>layer</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many branches should the tree have?(25-90)</l></block><block s="doSetVar"><l>size</l><block s="getLastAnswer"></block></block><block s="gotoXY"><l>0</l><l>-200</l></block><block s="down"></block><block s="setHeading"><l>0</l></block><custom-block s="tree level %s size %s"><block var="layer"/><block var="size"/></custom-block></script></scripts></sprite><watcher var="size" style="normal" x="10" y="10" color="243,118,29"/><watcher var="layer" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></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="reportGreaterThan"><block var="num"/><l>0</l></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><l> </l></list></block></block></script><script><block s="doReport"><l>BLASTOFF</l></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="reportGreaterThan"><l>2</l><block var="num"/></block><script><block s="doReport"><l>1</l></block></script><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></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. 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%&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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