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add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value.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