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| Date: | Wed, November 23, 2016 |
| Time: | 11:15 |
| Place: | Research I Seminar Room |
Abstract: I will recall the theory of impartial games and octal games and introduce one interesting example of an impartial game: "Dynamite Kayles". I will present an effective winning strategy for it using dynamic programming, prove a general periodicity result for a family of variations of the octal game "0.337" and apply this result to "Dynamite Kayles".