data:image/png;base64,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

Averagelength

4true

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==the average is12length2got C's282,104,73,91,94,102,81,84,67,7680.473,76