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Hemisferio Norte
Representación de la serie temporal de las temperaturas a nivel de 10-hPa sobre el Polo Norte
La línea negra muestra las temperaturas diarias y la línea gris indica la media del periodo de 1991 a 2020.
Hemisferio Sur 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)
Representación de la serie temporal de las temperaturas a nivel de 10-hPa sobre el Polo Sur
La línea negra muestra las temperaturas diarias y la línea gris indica la media del periodo 1991-2020.
Fuente: ![](data:image/png;base64,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)