data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==averageaveragelength90If average below 90 add 5 to all and set those numbers into "lowScoreList"itemCounts number of # between 69 and 80 an dsays as "c's". is the number of C's in scores list2aa1lengtha1set all 100+ to 100's63,98,98,60,97,62,62,100,98,7080.880868,100,100,65,100,67,67,100,100,752