data:image/png;base64,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

The range is

degrees.2

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==1restart

1weatherMonday,Tuesday,Wednesday,Thursday,Friday,Saturday,Sunday3-100-100-100-100-2000rain2yes