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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..

index1

add code to report a new LIST that is the same as the argument, except all negative numbers have been replaced by their absolute value.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

1908,90,-2,0,190,8,89,67,5