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add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value.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

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