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

true

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==The sum of your numbers is 2The average is 222The maximum number in your list is 2224,6,5,5,828falseFalse(Numbers are NOT in ascending order3684,6,84,6,5,5,8