Birthday without fortune telling

The sun rules, and the moon rules. Because the Gregorian calendar has a big moon and a small moon, the Gregorian calendar date and the actual date of birth are wrong every year. For example, the solar calendar19765438+people born at 7: 00 am on February 8th are1October 2nd1day, but the lunar calendar 1972 becomes1month 5th. It is obviously not allowed to calculate the date of birth according to the solar calendar. In addition, there is something wrong with paragraph 12. In ancient times, fate was decided by festivals. The so-called bad luck is the truth. Still the above example. 197 1 year 65438+February 8 belongs to the snow festival, and the time is 2: 36 in the morning. Obviously, the above people were born after the snow festival. So it should be counted as 1 1 month of the lunar calendar. Instead of being born in 10 month. This is very important when you push your life. Because the ancients divided 12 into five lines. 1 1 is the sub-moon, 10 is the sea moon, both of which are Ding Huo, but the sub-moon and the sea moon are completely different. There is also a question of birthplace. If you were born around 2 o'clock, because of the place of birth, there will be two situations: the first month or the second month. This is the so-called apparent solar time. The time when the sun rises is different in every region. If the birthplace is where the sun rises early, it is born on the moon, and vice versa. Therefore, a real messenger is not like a street vendor, he will take all factors into account. Because a certain month is a leap month every year, anyone born in a leap month should refer to the Gregorian calendar to determine whether he was born in a real leap month. It can be concluded that fate is calculated by the year, month, day, hour and place of birth of the lunar calendar. With the above five elements, you can decide your destiny, destiny, and then luck and fleeting time. Universiade, fleeting time, is just the fulfillment of fate. Life is like chess, the game is decided, but the number of ways is different.