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On a combination of the cyclic Nimhoff and subtraction games. (English) Zbl 1443.91078

Summary: In this paper, we study a combination (called the generalized cyclic Nimhoff) of the cyclic Nimhoff and subtraction games. We give the \(\mathscr{G} \)-value of the game when all the \(\mathscr{G} \)-value sequences of the component subtraction games have a common \(h\)-stair structure.

MSC:

91A46 Combinatorial games
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