data:image/png;base64,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
index1
The highest temperature is
2
index1
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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==
820,30,40,50,80,90,100
20304050809010010058.571428571428570