Moon-sun cycle 33 years?

If someone had the goodness, 1st question: in connection with the lunar calendar and solar calendar, these should be synchronized every 33 years, correct? Or is it exactly 33 years? Or 32, anything, or 34, anything?

2. Question I quote from a post that was marked as "correct answer":

"In any year, find the moment the sun entered Aries (the beginning of spring). Take the year 1900, for example, and you will see that that year the sun will enter at 1:39 am on March 21st Aries entered. And a year later? Spring began at 7:24 am. Another year later at 1:17 pm and so on. But what about 33 years later? In 1933 the sun came out again at almost the same time like 1900 in the Aries, namely at 1:44 am. Another 33 years (1966) later it is again almost the same time: 1:54 am. "

So "Take the year 1900, for example" is this just taking any year? Or is there a fixed point and is the fixed point in 1900 and what is the evidence for that? Of course I'm not looking for the proof that the sun entered Aries, but why one takes 1900, see:

So to which year can you fix the beginning of a 33 year cycle, so to speak, was it 1900, 1933, 1966, 1999, 2022? Because in the series "Dark" (Netflix) it is 1953, 1986, 2019.

Or is there, so to speak, no fixed point at all, and one date is as good as the other and will be repeated in 33 years, so to give an example: In 1900 the sun came on March 21st. At 1:40 a.m. In Aries, the sun stepped on March 21, 1933. At 1:40 in the Aries.

And now I'll just take something as an example: In 1901 the sun did this and that at 1 p.m., following: In 1934 the sun at 1 p.m. Did the same thing as in 1901.

I'm wondering the whole thing because of the series "Dark", which you can watch on Netflix, it takes 1953, 1986, 2019 and I want to know why it is these dates, but in general I would be interested in the whole thing.

Any value can only be as constant as the basis on which it is calculated.

And the basis is, among other things, that we have a leap year every 4 years (the orbit of the sun takes about 365.25 days) and, if necessary, leap seconds are inserted again and again in order to obtain the most precise cycle possible.

So one can assume that the starry sky is almost identical every 4 years at the latest.

As far as the moon is concerned, the only question that remains is how many years it will take for a particular moon phase to fall on the same date.

With the free Stellarium program, you can look at the starry sky and the planets at any time you want. This is how you can find out whether the information in the film is fictitious or not.

The whole thing has nothing to do with the moon. Rather, it is a geo-solar cycle:

Every 33 years, the same point in the zodiac is almost reached by the sun (or in reality by the earth) at the same time.

Which one you take here is up to you. 0 ° Aries works well.

In astrology this cycle is noticeable when calculating solar horoscopes, where there's the same ascendant every 33 years as at birth, provided you don't live too far from your place of birth.

Greetings, thank you, but the 33 year cycle would hardly exist if it could simply be replaced with the 4 year cycle.

Greetings, thank you "I wonder about the series" Dark ", which you can watch on Netflix, it is 1953, 1986, 2019 and I want to know why it is these dates, but in general the whole thing would be me also interested. " could you have used any other dates here, since it doesn't matter from what date, 33 years from now, it will be the same again?

You got that wrong. A three-person constellation lasts longer than a two-person constellation.

Yes, exactly, one could in principle have taken any starting date for this 33-year cycle.

Why the years 1953, 1986 and 1999 were used is not written in the stars.

In astrology, this cycle is noticeable when calculating solar horoscopes, where there's the same ascendant every 33 years as at birth. That's what it's about, that's not the case after 4 years.

At Stellarium I have just compared a key date (my birth) with my 33rd birthday (same time, CET / CEST taken into account). The result:
Different moon position, different moon phase, all planets (except Mercury) elsewhere. Only the stars Capelle and Vega are approximately in the same position.

This refutes the 33-year theory for me!