data:image/png;base64,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data:image/png;base64,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 list

2output list

2If you pres the flag the program should start asking if you would like to encode or decode.Nicole Yator 4/30/2020

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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