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.

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add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value.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

n1false

89,67,5,90,-2,0,190,80000000