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00Welcome!2There are twenty sticks.3We will each take turns removing 1-3 sticks.5Last one to draw a stick loses!4Good luck!2computerSticks00My turn!2length3computerNumOfSticks1length0-202,141-123,114131,79172,-56-102,-8996,164-194,140203,-16133,42109,-77-34,0-147,70-183,-85170,-221,149106,-39196,11340,-63-92,13-2,-10000