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 0

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 01 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 _ 0

pt:a última palavra de _ index01 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 0

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 index10

Like JOIN, takes any number of words (text strings) and reports a sentence with its inputs concatenated, but inserts a blank space between the inputs. Consider using SENTENCE (Lists palette) instead.

de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ pt:uma frase com as palavras _ 1121

Takes a sentence in list form and reports the sentence as a text string.

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

Takes a sentence in text string form and reports the sentence as a list of its words.

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 _

SENTENCE is the main constructor for sentences, represented as lists of words. It takes zero or more inputs, each of which can be either a list or a text string. If a list, the input is assumed to be a list of words. If a text string, it is converted to a list of words using SENTENCE→LIST. Then all the lists of words are appended to form a new list of words. If the inputs are lists of lists rather than lists of words, SENTENCE, like APPEND, does only one level of flattening, reporting a list of all the items of all the input lists.

pt:lança o erro _

Takes a (possibly deep) list as input, and reports a human-readable text form of the list (namely, Lisp notation).

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