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: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add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value.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,-2,0,190,855.87555.8751190119045190 ,-2 ,0 ,190 ,8