Card pair fortune telling

one

For people who don't have boyfriends (girlfriends).

A popular fortune-telling method in university dormitories:) It's fun and can count many things.

There are three steps. Wash three cards before each start, and the following will not be repeated:

Example: You want to get married at the age of 25.

65438+ Open the last page of each line. Turn to the top card at the bottom of the remaining cards, find the adjacent card (if it is 3, find 2, 4, 8, find 7, 9), if not, turn from the bottom of that Rory. If all 25 cards are turned over, the remaining three cards are three years of marriage, that is, 22 years of understanding.

2. (Shuffle three times) Find the hearts K and Q, and look in the middle. The number of two cards next to K and Q is added up. Man's height 1.60, woman's height 1.50. (If the sequence is: 2Q3...JK8, it is 3+11(j)+1.60 =1.74m). Then turn the found Q and K in reverse and put four rows of cards (all others are tails, only Q and K are heads). The row with Q is a woman, and the row with K is a man. Hearts are looks, diamonds are education, spades are money, and flowers are money. Which more represents which stands out, which less represents a bad face. -Use a row of everyone's leftovers, find someone to assume that it is him (her), and you two fight (it's okay). The loser will have only a few people in charge for decades.

3 (Shuffle three times) Put ten cards, four for each card. (Put ten cards and ten cards, that is, put them layer by layer, which is different from the first step.) Open them at the top, and then find the right one. If you open them, do it. If you don't open them, don't do it.

two

Draw J, Q, K and two trump cards from a card.

Then fold the cards in your hand in half, draw them out above or below, and spread them on the table in the same direction.

For example:

three

3 5

3 5 1

3 5 1 6

In this way, carefully observe the two cards on the left and the two cards on the right. If there are cards on both sides that add up to a multiple of 10, draw them out. The added number can only be 2~3, that is, only 2~3 cards can be drawn at a time.

As in the above example

3+6=9 is not equal to 10.

3+5+6= 14 is not equal to 10.

3+ 1+6= 10

So we can take 3, 1 and 6 away.

Then the cards on the table became

five

Keep playing cards

5 8

5 8 5

Remove 5, 5

Go on like this until the cards in your hand are finished.

Finally, if the cards on the table are drawn regularly, it means "pass", that is, what you want to calculate will come true; On the other hand, no.