文件名称:game
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说明 生命游戏 （ game of life ） 为 1970 年由英国数学家 J. H. Conway 所提出，某一细胞的邻居 包
括上、下、左、右、左上、左下、右上与右下相邻之细胞，游戏规则如下：
孤单死亡：如果细胞的邻居小于一个，则该细胞在下一次状态将死亡。
拥挤死亡：如果细胞的邻居在四个以上，则该细胞在下一次状态将死亡。
稳定：如果细胞的邻居为二个或三个，则下一次状态为稳定存活。
复活：如果某位置原无细胞存活，而该位置的邻居为三个，则该位置将复活一细胞。-Game of Life (game of life) for 1970 by the British mathematician JH Conway, a cell' s neighbors, including the up, down, left, right, upper left, lower left, upper right and lower right cells adjacent to the rules of the game are as follows : lonely death: If the neighbors of the cell is less than one, then the cell next time a state of death. Crowded death: cell neighbors in more than four, the next state of the cell death. Stable: if the cell neighbors for two or three, the next state is stable survival. Resurrection: If a position formerly cell survival, and the location of the neighbors three, the position will be resurrected cells.
括上、下、左、右、左上、左下、右上与右下相邻之细胞，游戏规则如下：
孤单死亡：如果细胞的邻居小于一个，则该细胞在下一次状态将死亡。
拥挤死亡：如果细胞的邻居在四个以上，则该细胞在下一次状态将死亡。
稳定：如果细胞的邻居为二个或三个，则下一次状态为稳定存活。
复活：如果某位置原无细胞存活，而该位置的邻居为三个，则该位置将复活一细胞。-Game of Life (game of life) for 1970 by the British mathematician JH Conway, a cell' s neighbors, including the up, down, left, right, upper left, lower left, upper right and lower right cells adjacent to the rules of the game are as follows : lonely death: If the neighbors of the cell is less than one, then the cell next time a state of death. Crowded death: cell neighbors in more than four, the next state of the cell death. Stable: if the cell neighbors for two or three, the next state is stable survival. Resurrection: If a position formerly cell survival, and the location of the neighbors three, the position will be resurrected cells.
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game.txt