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 ca:_ sense la primera lletra

All but first of empty word.

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 ca:_ sense la primera paraula

All but first of empty sentence.

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 ca:_ sense la darrera lletra

All but first of empty word.

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 ca:_ sense la darrera paraula

All but last of empty sentence.

pt:a primeira palavra de _ ca:primera paraula de _

Takes a text string as input, and reports the last character in the string.

pt:o último caractere de _ ca:primera lletra de _ 0

pt:a última palavra de _ ca:darrera paraula de _

Last of empty sentence.

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 ca:paraula buida? _ 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 ca:frase buida? _

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 _ firstbffirst1

1bf

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.

ca:frase _

pt:lança o erro _

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

ca:notació textual de _ (

)

Helper function for word/sentence library. Reports its first input, unless that input is empty, in which case it gives its second input as an error message.

Takes a text string as input, and reports the first character in the string.

pt:a primeira palavra de _ ca:primera lletra de _

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==