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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..

maximum1i2

add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value.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

100,200,300300