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 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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jumping,houses,dangerous,happiness,computer,hangmanjumpinga,c,u,m00