data:image/png;base64,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

Index12

The number of days above 75 degrees are 2

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==766,22,44,55,66,77,882288385011,11