Interesting property about 2019( the current year)

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kaliprasad
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2019 is the smallest number that can be expressed as sum of 3 squares of prime number in 6 different ways

2019 = $7^2+11^2+43^2$
= $7^2 + 17^2 + 41^2$
= $13^2+13^2 + 41^2$
= $11^2+23^2+37^2$
= $17^2 + 19^2 + 37^2$
=$ 23^2+23^2+31^2$
 
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I tried to find another interesting mathematical property of 2019... and failed to find one.
If anything, it seems to be special in how uninteresting it is.

Oh, and Happy New Year! (Handshake)
 
2019, 4038 (2019*2) and 6057 (2019*3) together
contain all the 10 digits...