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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.

average

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add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value.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

89,67,5,90,2,0,190,845155.875190,90,2,0,190,8