data:image/png;base64,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:image/png;base64,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 NumberNumber1calculating......3Your Number Is 220calculating......3Your Number Is 6

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 _

pt:lança o erro _

0,1,0,1,0,0,1,1,0,1,0000