An intelligence problem, so difficult to solve an intelligence problem?

I know that a question is very similar to yours, there is a little difference, it is the same type, you can refer to it.

Guess the card problem. Mr. S, Mr. P, Mr. Q They know that there are 16 playing cards in the drawer of the table: ace of hearts, q, 4 of spades, j of spades, king of grass, q of diamonds, ace, 5.

Professor John picked one of the 16 cards and told Mr. P the value of the card and Mr. Q the suit of the card. At this point, Professor John asked Mr. P and Mr. Q: Can you tell what card this card is from the known number of points or suits?

So, Mr. S heard the following conversation:

Mr. P: I don't know about this card.

Mr. Q: I know you don't know about this card.

Mr. P: Now I know the card.

Mr. Q: I know, too.

After listening to the above dialogue, Mr. S thought about it for a while, and then correctly introduced what kind of card this card was.

Excuse me: What kind of card is this?

Solution: From the first sentence "Mr. P: I don't know this card. It can be seen that this card must have two or more suits, that is, it may be A, Q. If the card has only one suit, Mr. P knows the value of the card, and Mr. P must know the card.

By the second sentence "Mr. Q: I know you don't know this card. It can be seen that the value of this suit card can only include aces and queens, and only hearts and diamonds meet this condition.

Mr. Q knows the suit of this card, and Mr. Q can only make this assertion if the hearts and diamond suits include aces and qs.

By the third sentence "Mr. P: Now I know this card." "It can be seen that Mr. P passed "Mr. Q:

I know you don't know this card. "The suit is determined to be hearts and diamonds, and Mr. P knows the value of the card, and Mr. P knows the card. According to this, excluding A, this card may be Q.

If the card is an ace, Mr. P still can't tell.

By the fourth sentence "Mr. Q: I know too." "As you know, the suit can only be a square. If it is a heart, after Mr. Q excludes A, he still can't tell if it's a Q or a 4.

To sum up, this card is a 5 of diamonds.

You don't offer a reward, and even if you knew, of course you wouldn't tell you!

I don't understand. The above reasoning is also very far-fetched.

Confused.

Haha, I won't, I won't.

From the inscription, I personally feel that we should choose "Ren", because from the structure of the text, the first word is semi-surrounded, the second word is left and right, the third word is up and down, and the fourth word is also up and down, then the fifth word should be left and right structure, choose from the options, only any word is left and right structure, so choose any word.

1 cm. For example, the paper is 11 centimeters long.

The first fold is 1 cm long at the front and 1 cm shorter at the back, a difference of 1 cm, that is, the front is 6 cm, and the back is 5 cm.

The second fold is reversed, 6 cm in the back and 5 cm in the front.

The back changes from 5 cm to 6 cm, and the crease has only shifted by 6-5=1 cm.