type numbers 1,2,3,4,5,6,7,8. 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D7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC 2 Biggest number in the list is, 2 true 2,-18,56,-89,14,-76,32,99,-8,24 186 true false 10 2,18,56,89,14,76,32,99,8,24 2,-18,56,14,-76,32,-8,24