data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==sumThe total value of the numbers in your list is 1089,8,3565,10000000,99990