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

add code to report the largest number in the list..

add code to report a new LIST that contains only the even numbers from the argument list..

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 _

89,67,5,90,-2,0,190,844755.875truefalse190,89,67,5,90,2,0,190,8,90,-2,0,190,8