Question: Please help me with this discrete math question Tri-Nim The following game is called Tri-Nim. How to play: to begin, place a marker in each

Please help me with this discrete math question

Tri-Nim The following game is called Tri-Nim. How to play: to begin, place a marker in each circle. Players take turns removing as many markers (from the circles) on any one side of the triangle as they wish. The player that removes the last marker(s) wins. 90000 Which player can always win: the first player or the second player? Please note: you don't have to submit your work for this question page. 1" player 2"d player If the 1st player can always win, what starting move can they make to follow a winning strategy? Fill in the circles below to describe the starting move. If the 2"d player can always win ignore this question. good0 If the 2" player can always win and the 1" player's starting move is to take the two bottom corners, what first move can the 2"d player make to follow a winning strategy? Fill in the correct circles below to describe your answer. If the I" player can always win ignore this question. 000 OOO

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