<snapdata remixID="9369031"><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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</th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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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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="doSetVar"><l>answer</l><block s="getLastAnswer"></block></block><block s="bubble"><custom-block s="factorial %n"><block var="answer"/><comment w="114.6268656716418" collapsed="true">ex. (factorial 4) = 24</comment></custom-block></block></script><script x="23.00000000000034" y="234.7999999999999"><block s="doRepeat"><block var="num"/><script><block s="doInsertInList"><block var="num"/><l>1</l><block var="list"/></block><block s="doSetVar"><l>answer</l><block s="reportDifference"><block var="num"/><l>1</l></block></block></script></block><block s="doSetVar"><l>answer</l><block s="reportCombine"><block var="list"/><block s="reifyReporter"><autolambda><block s="reportProduct"><l></l><l></l></block></autolambda><list></list></block></block></block><block s="doReport"><block var="num"/></block></script></scripts></sprite><sprite name="Blastoff" idx="2" x="-11" y="-131.0000000000001" 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="83"><costumes><list id="84"><item><costume name="blastoff" center-x="95.5" center-y="33" 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id="85"/></item></list></costumes><sounds><list struct="atomic" id="86"></list></sounds><blocks></blocks><variables></variables><scripts><script x="198.66666666666663" y="79.2000000000001"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="show"></block></script><script x="10" y="93.53333333333347"><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="doSetVar"><l>answer</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>list</l><block s="reportNewList"><list></list></block></block><block s="bubble"><block s="reportJoinWords"><list><l></l><custom-block s="Blastoff %n"><block var="answer"/><comment w="204.17910447761196" collapsed="true">ex. (blastoff 3) = 3 2 1 BLASTOFF!</comment></custom-block><l> Blastoff!</l></list></block></block></script><script x="27.66666666666663" y="367.0000000000001"><block s="doRepeat"><block var="answer"/><script><block s="doInsertInList"><block var="answer"/><l><option>last</option></l><block var="list"/></block><block s="doInsertInList"><l> </l><l><option>last</option></l><block var="list"/></block><block s="doSetVar"><l>answer</l><block s="reportDifference"><block var="answer"/><l>1</l></block></block></script></block><block s="doReport"><block var="list"/></block></script></scripts></sprite><sprite name="Tree" idx="3" x="-126.03923213903374" y="-1.972366896666415" heading="240" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="17,114,0,1" pen="tip" id="160"><costumes><list id="161"><item><costume name="tree" center-x="154.5" center-y="33" 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id="162"/></item></list></costumes><sounds><list struct="atomic" id="163"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="20.333333333333343"><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="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="344" y="35"><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><watcher var="list" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="answer" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/></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>1</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></list></block></block></script><script><block s="doReport"><l>1</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"><block var="num"/><l>0</l></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. 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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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