data:image/png;base64,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
Index1The highest temperature of the week is4
Average TemperatureThe average temperature of the week is4
Index1The number of days with a temperature over 75 degrees 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AAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==-480-18-1,-2,-3,-4,-5,-6,-7