<snapdata remixID="13491870"><project name="Lab 4.6_cruz" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes>Starter code written by Abhay B. Joshi (abjoshi@yahoo.com)&#xD;The remainder of the code is written by ADT (that&apos;s my initials btw) </notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 4.6_cruz"><notes>Starter code written by Abhay B. Joshi (abjoshi@yahoo.com)&#xD;The remainder of the code is written by ADT (that&apos;s my initials btw) </notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;lst&apos; contains recursive %&apos;thing&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"></input></inputs><script><block s="doForEach"><l>item</l><block var="lst"/><script><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="item"/><block var="thing"/></list></block><block s="reportVariadicAnd"><list><block s="reportIsA"><block var="item"/><l><option>list</option></l></block><custom-block s="%l contains recursive %s"><block var="item"/><block var="thing"/></custom-block></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></script></block><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition></blocks><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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="47"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="48"><item><ref mediaID="Stage_cst_backdrop1"></ref></item></list></costumes><sounds><list id="49"><item><ref mediaID="Stage_snd_pop"></ref></item></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="5"><sprite name="figure" idx="3" x="99.99999999999986" y="50.00000000000003" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="false" costume="7" color="0,0,255,1" pen="middle" id="54"><costumes><list id="55"><item><ref mediaID="figure_cst_costume1"></ref></item><item><ref mediaID="figure_cst_costume2"></ref></item><item><ref mediaID="figure_cst_costume3"></ref></item><item><ref mediaID="figure_cst_costume4"></ref></item><item><ref mediaID="figure_cst_costume5"></ref></item><item><ref mediaID="figure_cst_costume6"></ref></item><item><ref mediaID="figure_cst_costume7"></ref></item></list></costumes><sounds><list id="56"><item><ref mediaID="figure_snd_pop"></ref></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>you lose if it becomes 6</l><l>0</l></block><block s="setScale"><l>50</l></block><block s="gotoXY"><l>100</l><l>50</l></block><block s="hide"></block><block s="doForever"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="you lose if it becomes 6"/><l>0</l></list></block><script><block s="hide"></block><block s="doSwitchToCostume"><l>costume1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="you lose if it becomes 6"/><l>1</l></list></block><script><block s="show"></block><block s="doSwitchToCostume"><l>costume2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="you lose if it becomes 6"/><l>2</l></list></block><script><block s="doSwitchToCostume"><l>costume3</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="you lose if it becomes 6"/><l>3</l></list></block><script><block s="doSwitchToCostume"><l>costume4</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="you lose if it becomes 6"/><l>4</l></list></block><script><block s="doSwitchToCostume"><l>costume5</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="you lose if it becomes 6"/><l>5</l></list></block><script><block s="doSwitchToCostume"><l>costume6</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="you lose if it becomes 6"/><l>6</l></list></block><script><block s="doSwitchToCostume"><l>costume7</l></block><block s="doBroadcastAndWait"><l>show help message</l><list></list></block><block s="doWait"><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block></script></block></script></scripts></sprite><sprite name="new word" idx="4" x="150" y="124.99999999999997" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="0,0,255,1" pen="middle" id="174"><costumes><list id="175"><item><ref mediaID="new word_cst_button2-a"></ref></item><item><ref mediaID="new word_cst_button2-b"></ref></item></list></costumes><sounds><list id="176"><item><ref mediaID="new word_snd_pop"></ref></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="clear"></block><block s="doBroadcast"><l>new word</l><list></list></block></script><script x="31.666666666666657" y="122.5555555555556"><block s="receiveGo"></block><block s="gotoXY"><l>150</l><l>125</l></block></script><script x="301" y="94.33333333333334"><block s="receiveGo"></block><block s="doWait"><l>5</l></block><block s="doForever"><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="if this is at the right number you win"/><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block></list></block><script><block s="doBroadcast"><l>you win</l><list></list></block><block s="doStopThis"><l><option>this script</option></l></block></script><list></list></block></script></block></script></scripts></sprite><sprite name="Sprite" idx="5" x="12.011718750000194" y="-119.99999999999999" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="0,84.15,74.05199999999999,1" pen="tip" id="217"><costumes><list id="218"><item><ref mediaID="Sprite_cst_guess-word-starter script pic"></ref></item></list></costumes><sounds><list struct="atomic" id="219"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="25.666666666666742"><block s="receiveGo"></block><block s="doBroadcastAndWait"><l>new word</l><list></list></block><block s="doSetVar"><l>if this is at the right number you win</l><l>0</l></block><block s="doDeclareVariables"><list><l>i</l></list></block><block s="hide"></block><block s="gotoXY"><l>-60</l><l>-150</l></block><block s="doWait"><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><script><block s="write"><l>-</l><l>60</l></block></script></block></script><script x="284.99999999999966" y="41"><block s="receiveMessage"><l>new word</l><list></list></block><block s="clear"></block><block s="doSetVar"><l>attempts</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>put the word there</l><block s="reportNewList"><list></list></block></block><block s="gotoXY"><l>-60</l><l>-150</l></block><block s="doWait"><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><script><block s="write"><l>-</l><l>60</l></block></script></block></script><comment x="420.9999999999998" y="354.66666666666697" w="90" collapsed="false">I attempted to use an I=1 to blank loop. it didn&apos;t work</comment><comment x="544.9999999999994" y="349.66666666666697" w="90" collapsed="false">sorry for this unoptimized mess</comment><script x="575.9999999999997" y="240.00000000000045"><block s="doWarp"><script></script></block></script><script x="242.4794921874999" y="675.8333333333342"><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block></script><script x="18" y="340.33333333333417"><block s="doForever"><script></script><comment w="90" collapsed="false">I almost optimized this code. I have an image of my failed attempt if you would like to see it is in costumes.</comment></block></script><script x="234" y="287.1666666666674"><block s="receiveMessage"><l>guessed</l><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="guess is occuring"/><l>1</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListContainsItem"><block var="put the word there"/><l>1</l></block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="gotoXY"><l>-60</l><l>-120</l></block><block s="doWarp"><script><block s="write"><block s="getLastAnswer"></block><l>60</l></block></script></block><block s="doChangeVar"><l>if this is at the right number you win</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListContainsItem"><block var="put the word there"/><l>2</l></block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="gotoXY"><l>-60</l><l>-120</l></block><block s="doWarp"><script><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><l>-1</l></list></block></block><script><block s="write"><l> </l><l>60</l></block></script></block><block s="write"><block s="getLastAnswer"></block><l>60</l></block></script></block><block s="doChangeVar"><l>if this is at the right number you win</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListContainsItem"><block var="put the word there"/><l>3</l></block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="gotoXY"><l>-60</l><l>-120</l></block><block s="doWarp"><script><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><l>-2</l></list></block></block><script><block s="write"><l> </l><l>60</l></block></script></block><block s="write"><block s="getLastAnswer"></block><l>60</l></block></script></block><block s="doChangeVar"><l>if this is at the right number you win</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListContainsItem"><block var="put the word there"/><l>4</l></block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="gotoXY"><l>-60</l><l>-120</l></block><block s="doWarp"><script><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><l>-3</l></list></block></block><script><block s="write"><l> </l><l>60</l></block></script></block><block s="write"><block s="getLastAnswer"></block><l>60</l></block></script></block><block s="doChangeVar"><l>if this is at the right number you win</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListContainsItem"><block var="put the word there"/><l>5</l></block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="gotoXY"><l>-60</l><l>-120</l></block><block s="doWarp"><script><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><l>-4</l></list></block></block><script><block s="write"><l> </l><l>60</l></block></script></block><block s="write"><block s="getLastAnswer"></block><l>60</l></block></script></block><block s="doChangeVar"><l>if this is at the right number you win</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListContainsItem"><block var="put the word there"/><l>6</l></block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="gotoXY"><l>-60</l><l>-120</l></block><block s="doWarp"><script><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><l>-5</l></list></block></block><script><block s="write"><l> </l><l>60</l></block></script></block><block s="write"><block s="getLastAnswer"></block><l>60</l></block></script></block><block s="doChangeVar"><l>if this is at the right number you win</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListContainsItem"><block var="put the word there"/><l>7</l></block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="gotoXY"><l>-60</l><l>-120</l></block><block s="doWarp"><script><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><l>-6</l></list></block></block><script><block s="write"><l> </l><l>60</l></block></script></block><block s="write"><block s="getLastAnswer"></block><l>60</l></block></script></block><block s="doChangeVar"><l>if this is at the right number you win</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListContainsItem"><block var="put the word there"/><l>8</l></block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="gotoXY"><l>-60</l><l>-120</l></block><block s="doWarp"><script><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><l>-7</l></list></block></block><script><block s="write"><l> </l><l>60</l></block></script></block><block s="write"><block s="getLastAnswer"></block><l>60</l></block></script></block><block s="doChangeVar"><l>if this is at the right number you win</l><l>1</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListContainsItem"><block var="put the word there"/><l>9</l></block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="gotoXY"><l>-60</l><l>-120</l></block><block s="doWarp"><script><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><l>-8</l></list></block></block><script><block s="write"><l> </l><l>60</l></block></script></block><block s="write"><block s="getLastAnswer"></block><l>60</l></block></script></block><block s="doChangeVar"><l>if this is at the right number you win</l><l>1</l></block></script><list></list></block><block s="doSetVar"><l>guess is occuring</l><l>0</l></block></script><list></list></block></script></scripts></sprite><sprite name="Logic" idx="1" x="-150.0000000000002" y="-50.00000000000003" heading="90" scale="0.75" volume="100" pan="0" 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x="563.666666666667" y="279.9999999999999"><custom-block s="%l contains recursive %s"><l/><l></l><comment w="90" collapsed="false">This is not my code. I found it on the snap forums while attempting to figure out how to make this work. source: https://tinyurl.com/Snap-recur-block</comment></custom-block></script><script x="612" y="173.99999999999977"><block s="receiveMessage"><l>you win</l><list></list></block><block s="doSayFor"><block s="reportJoinWords"><list><l>score was </l><block var="Score"/></list></block><l>2</l></block><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script><script x="621.666666666667" y="36.99999999999987"><block s="receiveGo"></block><block s="doSetVar"><l>put the word there</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>you lose if it becomes 6</l><l>0</l></block><block s="doSetVar"><l>attempts</l><block s="reportNewList"><list></list></block></block><block s="doSayFor"><l>click me to guess</l><l>4</l></block></script><script x="218.66666666666646" y="10"><block s="receiveMessage"><l>new word</l><list></list></block><block s="doSetVar"><l>Score</l><l>0</l></block><block s="doSetVar"><l>you lose if it becomes 6</l><l>0</l></block><block s="doSetVar"><l>guess</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>word</l><block s="reportTextSplit"><block s="reportListItem"><l><option>random</option></l><block var="dictionary"/></block><l><option>letter</option></l></block></block><block s="doIf"><block s="reportVariadicLessThan"><list><l>8</l><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block></list></block><script><block s="doSetVar"><l>word</l><block s="reportTextSplit"><block s="reportListItem"><l><option>random</option></l><block var="dictionary"/></block><l><option>letter</option></l></block></block></script><list></list></block><block s="doUntil"><block s="reportVariadicLessThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="word"/></block><l>10</l></list></block><script><block s="doSetVar"><l>word</l><block s="reportTextSplit"><block s="reportListItem"><l><option>random</option></l><block var="dictionary"/></block><l><option>letter</option></l></block></block></script></block><block s="doSetVar"><l>word but not split</l><block var="word"/></block></script><script x="411.9999999999998" y="285.5833333333328"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="doSayFor"><block var="word"/><l>2</l></block></script><script x="11.000000000000767" y="155.33333333333292"><block s="receiveGo"></block><block s="doSetVar"><l>guess is occuring</l><l>0</l></block><block s="clear"></block><block s="doSetVar"><l>Score</l><l>0</l></block><block s="gotoXY"><l>-150</l><l>-50</l></block><block s="doSetVar"><l>dictionary</l><block s="reportTextSplit"><block var="words"/><l><option>line</option></l></block></block><block s="doSetVar"><l>guess</l><block s="reportNewList"><list></list></block></block><block s="doWait"><l>2</l></block></script><script x="228.99999999999994" y="312.16666666666606"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doChangeVar"><l>Score</l><l>1</l></block><block s="doSetVar"><l>put the word there</l><block s="reportNewList"><list></list></block></block><block s="doAsk"><l>give me a letter</l></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportListContainsItem"><block var="guess"/><block s="getLastAnswer"></block></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>!</l></list></block></list></block><script><block s="doSayFor"><l>letter has already been guessed / error</l><l>2</l></block></script><script><block s="doAddToList"><block s="getLastAnswer"></block><block var="guess"/></block><block s="doIfElse"><block s="reportVariadicEquals"><list><custom-block s="%l contains recursive %s"><block var="word"/><block s="getLastAnswer"></block></custom-block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doForEach"><l>item</l><block var="word"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="item"/><block s="getLastAnswer"></block></list></block><script><block s="doAddToList"><block s="reportListIndex"><block var="item"/><block var="word"/></block><block var="put the word there"/></block><block s="doReplaceInList"><block s="reportListIndex"><block var="item"/><block var="word"/></block><block var="word"/><l>!</l><comment w="90" collapsed="false">to make words with repeated letters work I had to replace the letter with a character</comment></block></script><list></list></block></script></block><block s="doSetVar"><l>guess is occuring</l><l>1</l></block></script><script><block s="doChangeVar"><l>you lose if it becomes 6</l><l>1</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="attempts"/></block></script></block><block s="doBroadcast"><l>guessed</l><list></list></block></script></block></script><comment x="828.4351562500001" y="282.66666666666674" w="90" collapsed="false">this block is also only used once</comment></scripts></sprite><watcher scope="Logic" var="words" style="normal" x="0" y="0" color="243,118,29" hidden="true"/><watcher var="dictionary" style="normal" x="9.999999999999382" y="98.50000600000014" color="243,118,29" hidden="true"/><watcher scope="figure" s="xPosition" style="normal" x="9.999999999999382" y="128.00000800000007" color="74,108,212" hidden="true"/><watcher scope="figure" s="yPosition" style="normal" x="9.999999999999382" y="157.5000100000001" color="74,108,212" hidden="true"/><watcher scope="Logic" s="xPosition" style="normal" x="9.999999999999382" y="187.00001200000014" color="74,108,212" hidden="true"/><watcher scope="Logic" s="yPosition" style="normal" x="9.999999999999382" y="216.50001400000008" color="74,108,212" hidden="true"/><watcher s="getScale" style="normal" x="9.999999999999382" y="246.0000159999997" color="143,86,227" hidden="true"/><watcher s="xPosition" style="normal" x="9.999999999999382" y="275.50001799999995" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="9.999999999999382" y="305.00002000000023" color="74,108,212" hidden="true"/><watcher s="xPosition" style="normal" x="9.999999999999382" y="330.4999980000002" color="74,108,212" hidden="true"/><watcher s="yPosition" style="normal" x="18.000000000000195" y="293.49999800000023" color="74,108,212" hidden="true"/><watcher scope="new word" s="xPosition" style="normal" x="9.999999999999382" y="330.4999980000002" color="74,108,212" hidden="true"/><watcher scope="new word" s="yPosition" style="normal" x="9.999999999999382" y="291.4999979999998" color="74,108,212" hidden="true"/><watcher scope="Logic" var="lettersGuessed" style="normal" x="9.999999999999382" y="222.99999799999995" color="243,118,29" hidden="true"/><watcher scope="Logic" var="secretWord" style="normal" x="9.999999999999382" y="222.99999799999995" color="243,118,29" hidden="true"/><watcher scope="Logic" var="chances" style="normal" x="9.999999999999382" y="330.4999980000002" color="243,118,29" hidden="true"/><watcher scope="figure" s="getScale" style="normal" x="9.999999999999382" y="338.9999979999998" color="143,86,227" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="9.999999999999382" y="338.9999979999998" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="9.999999999999382" y="338.9999979999998" color="74,108,212" hidden="true"/><watcher var="if this is at the right number you win" style="normal" x="210" y="337.6496652771617" color="243,118,29"/><watcher var="you lose if it becomes 6" style="normal" x="-3.99999999999987" y="306.9999979999998" color="243,118,29" hidden="true"/><watcher var="is close to being correct" style="normal" x="0" y="278.9999979999997" color="243,118,29" hidden="true"/><watcher 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