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A.C.Robin, A poisoned chocolate problem, Problem corner, The Mathematical Gazette Vol. 73, No. 466 (Dec., 1989), pp. 341-343. An Answer for the above problem is in Vol. 74, No. 468, June 1990, pp. 171-173.

M. H. Albert, R. J. Nowakowski and D. Wolfe, Lessons In Play, A K Peters, p-139.

R. Miyadera and M. Naito, Combinatorial Games and Beautiful Graph produced by them,Visual Mathematics, Volume 11, No. 3, 2009.

T. Yamauchi, T. Inoue and Y. Tomari,Variants of the Game of Nim that have Inequalities as Conditions,Rose-Hulman Institute of Technology, Undergraduate Math Journal, Vol.10. Issue 2, 2009.

M.Naito, T.Inoue, R.Miyadera, Discrete Mathematics and Computer Algebra System, The Joint Conference of ASCM 2009 and MACIS 2009, COE Lecture Note Vol.22,Kyushu University. A PDF file of the article is available at

R.Miyadera, T.Inoue, W.Ogasa and S.Nakamura, Chocolate Games that are variants of the Game of Nim, Journal of Information Processing, Information Processing Society of Japan, 53(6) pp. 1582-1591 (in Japanese).

R. Miyadera, S. Nakamura and R. Hanafusa, New Chocolate Games -Variants of the Game of Nim-, Proceeding of Annual International Conference on Computational Mathematics, Computational Geometry Statistics,pp.122-pp.128, 2012.