data:image/png;base64,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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==AveragelengthDetermines if score is over 90 then if statment is true adds 5 to each score.say the scores in the list put in as an inputScoreBetween70-79itemthe amount of scores between 70 and 79 are 2length2iii1itemiii1new0ii197,83,73,91,74,100,95,94,95,898451184.511070,77,7911