Cool result! I expected it would make you chose B more often, but thought it would also make you choose C more often and almost never A. I absolutely did not expect the symmetry between C and A, nor the magnitude of difference between B and the others.
In this game, the best strategy is to chose each of the moves A, B, and C with probability 1⁄3.
Not necessarily. If your opponent is easier for you to predict or manipulate than you are for them, you should psyche them out, and pick the move that beats their most likely move.
Which is similar to the reason that “improving” C makes it less attractive to play. It’s by far the most attractive move to make in a non-predictive environment, so the best one to attack.
Cool result! I expected it would make you chose B more often, but thought it would also make you choose C more often and almost never A. I absolutely did not expect the symmetry between C and A, nor the magnitude of difference between B and the others.
Not necessarily. If your opponent is easier for you to predict or manipulate than you are for them, you should psyche them out, and pick the move that beats their most likely move.
Which is similar to the reason that “improving” C makes it less attractive to play. It’s by far the most attractive move to make in a non-predictive environment, so the best one to attack.