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At that time, according to estimates from temperature-sensitive beetle species found at the site, mean winter temperatures in this forested region hovered between 0 and –3˚C (at least 3˚C lower than today).
A rise of 1°C in mean summer temperatures killed 1% more people, whereas that same rise in mean winter temperatures saved a mere 0.6%, according to an analysis of death records for nearly 3 million people 65 years and older living in New England from 2000 to 2008.
Its distribution is generally limited to areas with mean winter temperatures over 12 °C (54 °F), mean annual temperatures over 18 °C (64 °F), annual rainfall over 1,100 mm (43 in), and a long rainy season averaging over 200 days.
Monthly mean winter temperatures range between −0 and 3.5°C [32].
Thus, we restricted them to mountainous regions by excluding areas with an altitude lower than 400 m, given that G. pyrenaicus populations very rarely occur below this altitude [33] and to regions with mean winter temperatures not lower than those found within the species' current distribution.
An increase in mean winter temperatures in Europe is known to drive moth expansion northward and to higher altitudes, in regions where hosts are available, by providing suitable conditions in places were larvae could not previously have survived [ 18].
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Over the same period in Japan, glaciers advanced, the mean winter temperature dropped 3.5 °C (6.3 °F), and summers were marked by excessive rains and bad harvests.
The mean winter temperature in the rooms varied from 9.7 °C to 25.7 °C.
The locational quality was determined using the population, GDP per capita, and mean winter temperature of all NHL cities and potential expansion cities.
The temperatures as moderated by the sea with a mean winter temperature of 26.62 °C while summer temperature averages 31.08 °C with an approximate evapotranspiration rate of 617 mm year−1 (IMD 2014).
The strongest correlation was found between ice-off and January February mean temperatures (r = 0.81, p < 0.05), and between the total number of icy days and the mean winter temperature (r = 0.88, p < 0.05).
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