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

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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