data:image/png;base64,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data:image/png;base64,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

add code here to report the sum of all the numbers in the list.

add code to report the average of all the numbers in the list.

add to report true if the list contains at least one negative number, and false if all numbers are non-negative.

Not implemented

add code to report true if each value in the list is greater than or equal to the one before it..

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

add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value. .

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,-2,0,190,8000