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add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value.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

newlisti1

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 _

66,69,10,8,0,150,80,837546.875truefalse150"66, ","69, ","10, ","8, ","0, ","150, ","80, ","8, "