data:image/png;base64,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data:image/png;base64,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

adding on each item as the list progresses

avgsame thing as adding but dividing w/ lenght of list

checking if item is less than 0falseindex

checking if first val is greater than 2nd valindex1true

using i as a temp var to check each val which number is greatest

if each number is /2 =0 then say even

123,1,4,1,5,9,22,7,1,8,2,8,11,1,2,3,5,8,13-27,-8,-1,0,1,8,27