In the three following two-way end of round showdowns:
a) Bishop loses to the Princess.
b) Princess loses to Countess with two Counts in the discard pile.
c) Countess with two Counts in the discard pile loses to the Bishop if the total of the points in the Bishop’s discard pile is higher than the total of the points in the Countess’s discard pile (even with the two Counts there).
What happens according to the program in BGA if there is the following three-way end of round showdown?
d) The first player has the Princess, the second player has the Bishop and a lot of points in their discard pile, and the third player has the Countess with two Counts in their discard pile, but a lower total point count in their discard pile than the total point count in the second player’s discard pile.
a) Bishop loses to the Princess.
b) Princess loses to Countess with two Counts in the discard pile.
c) Countess with two Counts in the discard pile loses to the Bishop if the total of the points in the Bishop’s discard pile is higher than the total of the points in the Countess’s discard pile (even with the two Counts there).
What happens according to the program in BGA if there is the following three-way end of round showdown?
d) The first player has the Princess, the second player has the Bishop and a lot of points in their discard pile, and the third player has the Countess with two Counts in their discard pile, but a lower total point count in their discard pile than the total point count in the second player’s discard pile.
