data:image/png;base64,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data: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 _