data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==The sum of the numbers is2.519876543215,-5,-10,-6,3,6,-4,-7,-3,-7-28-2.8