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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==3,13,2,8,16Celsius to fahrenheitFahrenheit to celsius37.4,55.400000000000006,35.6,46.4,60.8