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Integrate over Xi in (0, pi)

Mikhail Svechnikov requested to merge m.xi into main

Due to translation symmetry, integration range (0, pi) instead of (0, 2pi) is enough.

The speedup is 1.5-2 times.

Ideally, the ranges (0, pi/3) and (0, pi/2) can be used for hexagonal and square lattices, further reducing computation time.

But for some unclear reason, the result of such integration is slightly different.

Edited by Mikhail Svechnikov

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