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

avgScorelength

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AQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==the average of the scores is 2i19022i1lengthi12100,100,100,100,100,100,100,100,100,1001173,77,71,732