Which of the following claim can be made under this setting?

a.

If a game is better than the other games, eventually it would at least have non-zeroplayer base.

b.

Even if a game is better than the other games, the equilibrium outcomestill depends on current distribution of players.

c.

If a game is better than the other games, i.e. it derives a higher level of utility fromthe same number of player base, everyone would eventually choose to play it.

d.

Even if a game is better than the other games, the equilibrium outcome will neverbe one-sided (i.e. everyone chooses the better game).