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Hurwitz integers represented as sums of two squares of Hurwitz integers

I wonder if there exists a characterisation of Hurwitz integers which are represented as sums of two squares of Hurwitz integers, up to multiplication by a unit. And if so, could you please point to a reference?

It can be proved that we only need to concentrate on Hurwitz integers with integer components.

Thanks, and regards, Guillermo