Blue Eyes Logic Puzzle Math
He looks around and sees no one else and knows he should leave.
Blue eyes logic puzzle math. Theorem 1 if there is one blue eyed person he leaves the first night. The above reasoning zzz stated that if there was just one blue eyed person on the island they would logically leave on the first night. As the first night passes i would realise that i must be the 2nd blue eyed person and therefore i would leave on the second night. Varphi 2 if one of you has green eyes the other has blue eyes and if one of you has grey eyes the other has brown eyes and if neither of you have green or grey eyes then varphi 1 suppose i m one of the islanders and i can see blue eyes then i know that i have either green or brown eyes.
They will each realize that if i don t have blue eyes hypothesis 1 then that guy is the only blue eyed. One more fucking day. The hardest logic puzzle in the world a group of people with assorted eye colors live on an island. This reasoning is the same for each number of blue eyed people on the island.
Said blue eyes every night prior when she could have spotted a brown eye unless it is presumed that this is part of her logic solving genius plan. And if that were the case all the blue eyes could all leave on the 1st night because they would have figured out that the guru would be using the. If there are 6 blue eyed people the same logic applies and they will all leave on the 6th night. It turns out that 100 of them have blue eyes and 900 of them have brown eyes although the islanders are not initially.
They are all perfect logicians if a conclusion can be logically deduced they will do it instantly. If you have blue eyes you see 99 people with blue eyes and when day 99 comes and nobody leaves you know that you have blue eyes as well. If you don t have blue eyes you see 100 people and they all leave 100 days after the announcement.