data:image/png;base64,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data:image/png;base64,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! Your assistant should say what the secret word is when the game is over

index1INCOMPLETE Fill in the blanks so the code works correctly! (this block should report the status of the word after each player guess)word guessed?

i1true

INCOMPLETE! FInish the code so that it reports: TRUE - if the letter is i the secret word FALSE - if it isn't

false

Takes a text string as input, and reports a new text string containing all but the first character of the input.

pt:_ sem o primeiro caractere resulti2

Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the first word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)

pt:_ sem a primeira palavra

Takes a text string as input, and reports a new text string containing all but the last letter of the input.

pt:_ sem o último caractere resulti1

Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the last word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)

pt:_ sem a última palavra 1 1 11 1

pt:a primeira palavra de _

Takes a text string as input, and reports the last character in the string.

pt:o último caractere de _

pt:a última palavra de _ 1 1

Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.

pt:a palavra _ está vazia

Takes a text string as input, and reports TRUE if the input contains no characters other than spaces (therefore, no words when the string is considered as a sentence), otherwise FALSE.

pt:a frase _ está vazia

de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ pt:uma frase com as palavras _ 121

de:Liste $arrowRight Satz _ ca:llista $arrowRight frase _ es:lista $arrowRight frase _ fr:liste $arrowRight phrase _ pt:uma frase com as palavras em _

de:Satz $arrowRight Liste _ ca:frase $arrowRight llista _ es:frase $arrowRight lista _ fr:phrase $arrowRight liste _ pt:uma lista com as palavras da frase _

report a list in which each item is one letter from the input word

de:Wort $arrowRight Liste _ ca:paraula $arrowRight llista _ es:palabra $arrowRight lista _ fr:mot $arrowRight liste _ pt:uma lista com os caracteres da palavra _

join all the items of the input list into a single word, and report it

de:Liste $arrowRight Wort _ ca:llista $arrowRight paraula _ es:lista $arrowRight palabra _ fr:liste $arrowRight mot _ pt:uma palavra com os caracteres em _

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