data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==itemitemThe number of letter C test grades are...2length293,87,78,100,100,62,70,99,73,73835083.593,92,83,100,100,67,75,99,78,787875,78,78