data:image/png;base64,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

index:1the min temp is 2

index:1the max temp is 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QKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==87678,80,81,92,76,83,8892