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add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value.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

newlisti1

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 _

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