data:image/png;base64,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data:image/png;base64,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
The highest temperature this week is
2The average temperature this week is
2987654321,098765432,09876543,098765432,98765432,876543,8765432123456789876543
887654321234567898765431.2522045890654406e+21787654387654321234567898765438.765432123456788e+21