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.

false

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

lasttrue

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

counter1

add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value.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

089,67,5,90,-2,0,190,844755.87589190989,67,5,90,2,0,190,8