<snapdata remixID="9374636"><project name="U7L2: Recursion Week 2 Project" 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="1" 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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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Title" center-x="240" center-y="180" 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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts><script x="20" y="20"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Title</l></block></script><script x="20" y="95"><block s="receiveMessage"><l>Not on title screen anymore</l></block><block s="doSwitchToCostume"><l><option>Empty</option></l></block></script></scripts><sprites><watcher var="#ofLevels" style="normal" x="15.507552083332484" y="15.507552083333351" color="243,118,29" hidden="true"/><watcher var="#ofSides" style="normal" x="15.507552083332484" y="48.0734145598438" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="0.49723756906077343" y="-0.6077348066298343" heading="45" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="0" color="145,126.80000000000003,25.999999999999986,1" pen="tip" id="18"><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="hide"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="10" y="120"><block s="receiveKey"><l><option>1</option></l></block><block s="doBroadcast"><l>Not on title screen anymore</l></block><block s="gotoXY"><l>-75</l><l>10</l></block><block s="setHeading"><l>45</l></block><block s="show"></block><block s="doAsk"><l>How many levels do you want? (1-10)</l></block><block s="doSetVar"><l>#ofLevels</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How large do you want your fractal to be?</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="triangle fractal level: %n size: %n"><block var="#ofLevels"/><block s="getLastAnswer"></block></custom-block><block s="up"></block></script><script x="10" y="397"><block s="receiveKey"><l><option>2</option></l></block><block s="doBroadcast"><l>Not on title screen anymore</l></block><block s="gotoXY"><l>-75</l><l>10</l></block><block s="setHeading"><l>45</l></block><block s="show"></block><block s="doAsk"><l>How many sides is the base shape of the fractal? (4-10)</l></block><block s="doSetVar"><l>#ofSides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many levels do you want? (1-10)</l></block><block s="doSetVar"><l>#ofLevels</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How large do you want your fractal to be?</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="fractal other sides: %s levels: %s size: %s"><block var="#ofSides"/><block var="#ofLevels"/><block s="getLastAnswer"></block></custom-block><block s="up"></block></script><script x="10" y="716.9999999999999"><block s="receiveKey"><l><option>3</option></l></block><block s="doBroadcast"><l>Not on title screen anymore</l></block><block s="gotoXY"><l>-50</l><l>-50</l></block><block s="show"></block><block s="doAsk"><l>Type "1" to translate a word, and type "2" to translate a sentence.</l></block><block s="doUntil"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>2</l></block></block><script><block s="doSayFor"><l>Sorry, that is not a valid input. Please try again.</l><l>2</l></block><block s="doAsk"><l>Type "1" to translate a word, and type "2" to translate a sentence.</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><block s="doAsk"><l>Enter in your word: </l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>"</l><block s="getLastAnswer"></block><l>"</l><l> in Pig Latin is </l><l>"</l><custom-block s="pig word %s"><block s="getLastAnswer"></block></custom-block><l>".</l></list></block><l>5</l></block></script><script><block s="doAsk"><l>Enter in your sentence:</l></block><block s="doSayFor"><custom-block s="list $arrowRight sentence %l"><custom-block s="pig latin %s"><custom-block s="sentence $arrowRight list %txt"><block s="getLastAnswer"></block></custom-block></custom-block></custom-block><l>5</l></block></script></block></script><script x="10" y="1100.9999999999998"><block s="receiveKey"><l><option>4</option></l></block><block s="doBroadcast"><l>Not on title screen anymore</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block><block s="doAsk"><l>What term of the Fibonacci sequence do you wish to find?</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Term </l><block s="getLastAnswer"></block><l> of the Fibonacci Sequence is </l><custom-block s="fibonacci %s"><block s="getLastAnswer"></block></custom-block><l>.</l></list></block><l>5</l></block></script><script x="16" y="1278.999999999999"><block s="receiveKey"><l><option>5</option></l></block><block s="doBroadcast"><l>Not on title screen anymore</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doDeclareVariables"><list><l>row</l></list></block><block s="show"></block><block s="doAsk"><l>Enter the row:</l></block><block s="doSetVar"><l>row</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter the column:</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The term in the </l><block var="row"/><l> row and </l><block s="getLastAnswer"></block><l> column of Pascal&apos;s Triangle is </l><custom-block s="pascal %n %n"><block var="row"/><block s="getLastAnswer"></block><comment w="196" collapsed="false">For this code, I referenced Unit 7 Lab 3: Recursion Projects, Page 2. However, the code provided there and my code are not completely identical, as I didn&apos;t want to just copy the answer.</comment></custom-block></list></block><l>5</l></block></script></scripts></sprite><watcher var="pigLatinWordList" style="normal" x="13.574999999999363" y="13.57500000000001" 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="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="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="fibonacci %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportLessThan"><block var="num"/><l>1</l></block><script><block s="doReport"><l>0</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="num"/><l>1</l></block><script><block s="doReport"><l>1</l></block></script><script><block s="doReport"><block s="reportSum"><custom-block s="fibonacci %s"><block s="reportDifference"><block var="num"/><l>1</l></block></custom-block><custom-block s="fibonacci %s"><block s="reportDifference"><block var="num"/><l>2</l></block></custom-block></block></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="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><block s="reportNewList"><list></list></block></block><block s="doAddToList"><custom-block s="pig word %s"><block s="reportListItem"><l>1</l><block var="list"/></block></custom-block><block var="a"/></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><block s="reportListLength"><block var="list"/></block><script><block s="doIf"><block s="reportNot"><block s="reportEquals"><block var="i"/><block s="reportListLength"><block var="list"/></block></block></block><script><block s="doAddToList"><custom-block s="pig word %s"><block s="reportListItem"><block s="reportSum"><block var="i"/><l>1</l></block><block var="list"/></block></custom-block><block var="a"/></block></script></block></script></custom-block><block s="doReport"><block var="a"/></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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