data:image/png;base64,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

The highest temp is 2

757575757575The number of days above 75 degrees is 2

rangeThe range in temperatures is 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QKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==10310423257811106103,104,25,78,11,10645064041061195