Pythagoras Square - Compatibility

Pythagoras believed that with the help of numbers you can display everything in the world, but a person who knows how to work with numbers is much stronger than the gods. This was the opinion of a mathematician of all times and peoples, enveloped in exact science by mysticism and divinity. A well-known tool for counting all the individual characteristics of a person is the Pythagoras square. The essence of the method is elementary - from the figures obtained in the calculations, make up a square that will tell you everything about everyone.

Alas, to determine the compatibility of the square of Pythagoras, one must be able to conduct arithmetic calculations with 100% accuracy. Miss out just one figure, and the result will be false from start to finish.

We believe!

So, let's begin to calculate the compatibility by the square of Pythagoras. To start, write on your sheet of paper your date of birth. For example, 30.01.1989.

We write down in a row 30011989

All the numbers add up 3 + 1 + 1 + 9 + 8 + 9 = 31

And the amount is also added 3 + 1 = 4

We get two rows:

30011989

314

The next operation in calculating compatibility for Pythagoras - from 31 we take the first digit of the upper row multiplied by two:

31-3x2 = 25

And the last figure for our compatibility table is Pythagoras 2 + 5 = 7

So, all the numbers that we got:

30011989

31 4 25 7

In order to put our numbers in the table, we need to get rid of all the zeros. We get:

311989

31 4 25 7

And proceed to the table. Draw yourself nine cells and put the numbers of one "suit" in one cell:

All the above calculations, carry out with the date of birth of the partner, for the relationship with which you determine compatibility with the Pythagorean matrix. Then, having studied all the subtleties of your character and soul, you will be able to determine how compatible they are with your partner.

Explanation

First, determine the value of the cells in our table:

The absence of numbers in the cell does not mean that we should not take them into account.

Edinichki:

Two:

Threes:

Four:

Fives:

Sixes:

Seven:

Eight:

Nines: