# On a Combination of the Cyclic Nimhoff and Subtraction Games

## TL;DR

This paper introduces the generalized cyclic Nimhoff, a new game combining cyclic Nimhoff and subtraction games, and derives its $\

## Contribution

It provides the $\

## Key findings

- Determines the $\
- Identifies the $\
- Analyzes the $\

## Abstract

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