1997 lottery meeting
When voting on the 5th, the state formed is:
1 Get 0 gems and die.
Get 0 gems and die.
3 get 0 gems and die.
4 Get 0 gems and die.
5 get 100 gem, live, agree.
Reason:
Needless to say, it's already the fifth vote, of course he took it all.
But it will also go against the topic, because almost all pirates in the past were fools
When voting on the 4th, the state formed is:
1 Get 0 gems and die.
Get 0 gems and die.
3 get 0 gems and die.
Get 100 gem, live, agreed.
5 get 0 gems, live, disagree.
Reason:
At this time, there is only two to one. If you agree, you can reach half and vote. Your life is not in danger.
But number three is not an idiot.
When voting on the 3rd, the state formed is:
1 Get 0 gems and die.
Get 0 gems and die.
Get 99 gems and live. Agreed.
4 get 0 gems, live, disagree.
5 get 1 gem, live, agree.
When it comes to No.3, all he has to do is give No.5 1 gem.
Reason:
Because number five will realize that once it is number four's turn, he will get nothing. It's a pity to get 1 gem now.
But number two is also smart. Whether it's his turn or not is just an expectation. Let's take a look at the situation on the 2nd.
When voting on the 2nd, the state formed is:
1 Get 0 gems and die.
Get 99 gems and live. Agreed.
3 get 0 gems, live, disagree.
4 get 1 gem, live, agree.
5 get 0 gems, live, disagree.
If it is the pirate's turn, he will give 99 gems to No.4, 1!
Why? The reason is:
No.4 realized that if it was No.3' s turn to vote, he would get nothing, so he got something and of course agreed.
At this time also consider:
Don't curry favor with No.3, because if you only give it to No.3, he can always disagree and get the right to vote.
No.5 can curry favor with you, but it's not worthwhile to take two gems, because No.5 also knows that even in the next round, he will take one gem.
No. 1: This pirate is certainly smart.
As can be seen from the above, since it is No.2' s turn, he already knows what the pirates behind him are thinking.
In other words, they clearly realized that when it was No.2' s turn, No.3 and No.5 couldn't get the gems!
Then in this case, things will be much easier. Give each of them one, and it will be natural!
So 1 One Piece decided to give the gems to No.3 and No.5 1 respectively.
The state of the final outcome is:
1 Get 98 gems, broadcast live, agreed.
Get 0 gems, live, disagree.
Get 1 gem, broadcast live, agreed.
4 get 0 gems, live, disagree.
5 get 1 gem, live, agree.
Namely: 98,0, 1, 0, 1 (to maximize the return of 1).