data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==pThe results of your calculations are 2itemreport the results of the calculations4520444