data:image/png;base64,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

Average

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Random2902I1itemThe amount of C's is 2I0item50,73,59,42,90,80,103,74,85,105371