'Hummingbird' Luo Wei explained: "Because each Foolish Player has 3 Fool cards in hand, while each Wise Player only has one.
"This means that even if we combine all the Fool cards held by the Wise Players, it will still not significantly affect the final number.
"On the other hand, as long as the Foolish Players gather ten people, they will have 30 Fool cards, which is enough to cause a significant deviation in the result.
"They can choose to hoard these cards, or destroy them collectively through battles in the final moments.
"The initiative is completely in their hands."
The standard answer for the previous round was 68, meaning there were 68 Fool cards left at the end of the last game.
This number clearly doesn't seem right.
Judging from the first stage, players would at least consume 2 to 3 cards in battles, and most likely one of them would be a 'Fool card (Stone)'.
Battles between Foolish Players are even more likely to result in a tie with two Stone cards.
