<snapdata remixID="14732446"><project name="U2L3-WordPuzzleSolver" app="Snap! 11.0.6, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U2L3-WordPuzzleSolver"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportCDR"><block var="words"/></block></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></list></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><list></list></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></script><scripts><script x="229.00000299999996" y="196.77778077777774"><block s="reportJoinWords"><list><l></l><l></l></list></block></script></scripts></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>word</option></l></block></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block></script></block-definition><block-definition s="last letters of %&apos;word&apos; are %&apos;letters&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>last letters</l><l>number of last letters</l><l>number of first letters</l></list></block><block s="doSetVar"><l>last letters</l><l></l></block><block s="doSetVar"><l>number of last letters</l><block s="reportTextAttribute"><l></l><block var="letters"/></block></block><block s="doSetVar"><l>number of first letters</l><block s="reportDifference"><block s="reportTextAttribute"><l></l><block var="word"/></block><block var="number of last letters"/></block></block><block s="doFor"><l>current letter</l><l>1</l><block var="number of last letters"/><script><block s="doSetVar"><l>last letters</l><block s="reportJoinWords"><list><block var="last letters"/><block s="reportLetter"><block s="reportVariadicSum"><list><block var="number of first letters"/><block var="current letter"/></list></block><block var="word"/></block></list></block></block></script></block><block s="doReport"><block s="reportVariadicIsIdentical"><list><block var="last letters"/><block var="letters"/></list></block></block></script></block-definition><block-definition s="Does %&apos;word&apos; Have %&apos;#&apos; letters" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><block var="#"/></list></block></block></script></block-definition><block-definition s="Is letter %&apos;#&apos; of %&apos;Word&apos; the letter %&apos;letter&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block s="reportLetter"><block var="#"/><block var="Word"/></block><block var="letter"/></list></block></block></script></block-definition></blocks><primitives></primitives><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="false" sublistIDs="false" 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s="reportLetter"><l>1</l><l></l></block><l>w</l></list></block></script><script x="1136.6666666666665" y="253.83333333333348"><block s="reportVariadicAnd"><list><l/><l/></list></block></script><script x="1162.4436858958334" y="325.3333373333337"><block s="reportVariadicEquals"><list><l></l><block s="reportTextAttribute"><l></l><l></l></block></list></block></script><script x="86" y="60"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doDeclareVariables"><list><l>First letter</l></list></block><block s="doDeclareVariables"><list><l>First letter positon</l></list></block><block s="doDeclareVariables"><list><l>Second letter positon</l></list></block><block s="doDeclareVariables"><list><l>second letter</l></list></block><block s="doDeclareVariables"><list><l># of letters</l></list></block><block s="doAsk"><l>How many letters are in the word</l></block><block s="doSetVar"><l># of letters</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what postion is the first blank in the word</l></block><block s="doSetVar"><l>First letter positon</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the first letter</l></block><block s="doSetVar"><l>First letter</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what postion is the second blank in the word</l></block><block s="doSetVar"><l>Second letter positon</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the second letter</l></block><block s="doSetVar"><l>second letter</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicAnd"><list><custom-block s="Does %s Have %s letters"><l></l><block var="# of letters"/></custom-block><block s="reportVariadicAnd"><list><custom-block s="Is letter %s of %s the letter %s"><block var="First letter positon"/><l></l><block var="First letter"/></custom-block><custom-block s="Is letter %s of %s the letter 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s="reportVariadicEquals"><list><block var="answer"/><l>variable</l></list></block><script><block s="doTellTo"><l>variable</l><block s="reifyScript"><script><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script><list></list></block><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="answer"/><l>condition</l></list></block><script><block s="doTellTo"><l>condition</l><block s="reifyScript"><script><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script><list></list></block><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="answer"/><l>debug</l></list></block><script><block s="doTellTo"><l>debug</l><block s="reifyScript"><script><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script><list></list></block><list></list></block></script><list></list></block><block s="doIf"><block 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" 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" 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mediaID="U2L3-WordPuzzleSolver_input_cst_input"/><costume name="abstraction" center-x="114" center-y="14" 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" mediaID="U2L3-WordPuzzleSolver_abstraction_cst_abstraction"/><costume name="iteration" center-x="101" center-y="14" 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" mediaID="U2L3-WordPuzzleSolver_iteration_cst_iteration"/><costume name="procedure" center-x="101" center-y="14" 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" mediaID="U2L3-WordPuzzleSolver_procedure_cst_procedure"/><costume name="sequencing" center-x="14.5" center-y="96" 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