The Genealogy of the Adam'ant

Article 3

Article 3

My ultimate goal is to prove the belief in a loving, forgiving god is a lie. That everyone who has existed, exists, or will exist, was damned to eternal torment before they were even born. Proving it may or may not require much effort before you die. It will be EFFORTLESS afterwards. Your opinion on the matter is of no consequence to me, don't feel obligated to agree. It doesn't change the validity of my findings.

There are some references in my articles to astronomy, mathematics and physics. I'm not doing this for the math and physics. I know only basic algebra and astronomy. I simply compare the numbers in the genealogy with known data.

'For  astronomy and  caledar studies, the Metonic cycle or Enneadecaeteris (from : ἐννεακαιδεκαετηρίς, "nineteen years") is a period of very close to 19 years that is nearly a  common multiple of the solar year and the  lunar month. The (fifth century BC) observed that a period of 19 years is almost exactly equal to 235 months and, rounded to full days, counts 6,940 days. The difference between the two periods (of 19 solar years and 235 synodic months) is only a few hours, depending on the definition of the year.'

'Nineteen tropical years are about two hours shorter than 235 synodic months. The Metonic cycle's error is, therefore, one full day every 219 years, or 12.4 parts per million.

19  tropical years= 6,939.602 days (12 × 354-day years + 7 × 384-day years + 3.6 days).

235  synodic months(lunar phases) = 6,939.688 days (Metonic period by definition).

254  sidereal months(lunar orbits) = 6,939.702 days (19 + 235 = 254).'

'The Metonic cycle is related to two less accurate subcycles:

· 8 years = 99 lunations  to within 1.5 days, i.e. an error of one day in 5 years; and

· 11 years = 136 lunations within 1.5 days, i.e. an error of one day in 7.3 years.

By combining appropriate numbers of 11-year and 19-year periods, it is possible to generate ever more accurate cycles. For example, simple arithmetic shows that:

· 687 tropical years = 250,921.39 days;

· 8,497 lunations = 250,921.41 days.

This gives an error of only about half an hour in 687 years (2.5 seconds a year), although this is subject to secular variation in the length of the tropical year and the lunation.'

                                                                    (Wikipedia, Metonic Cycle)

The first thing I noticed, after reading the above data, was the sum of the first group in column I. Exactly the amount of years in the 687 year / 8497 lunation cycle.

687;

I checked the bottom fourteen numbers in that column,

1068 + 351 = 1419;                        8497 ÷ 1419 = 5.988