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data:image/png;base64,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 OverDON'T FORGET TO CONNECT ALL OF YOUR CODE WHEN YOU ARE DONE!

index1completedfalseINCOMPLETE! Fill in the blankd using the blocks below or numbers necessary for the assistant to give the status of the secret word based on the user's guess

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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