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Has anyone tried putting this piece in a Hexagonal variant? I notice that it is also bound to a quarter of that kind of board, despite there being no piece bound to half of it. This is surprising given that a Dabbaba's share of the board is half a Bishop's on a square board, while on a cubic board it is half a Unicorn's and a quarter of a Bishop's (it is in fact the intersection of the two). On the other hand a piece leaping three spaces orthogonally would be bound to a subset of a normal hex cell colour.