The ancient Maya–a totally new twist

The ancient Maya called themselves the children of the Sun with the Moon being the mother and the Sun the father. They are widely acknowledged as gifted astronomers and were without equal when it came to calendar making. But, rather than using just one calendar, as we do today, the Maya used several calendars—simultaneously—which were all magically integrated into one grand timekeeping system.

Long-Count-Integration2

Their timekeeping system was mechanical in nature and consisted of four intermeshing gears (like what you would find in a pocket watch) and as their primary calendar recorded the passing of time, the other calendars updated themselves accordingly.

For each of the calendars they built a mathematical model in the form of a stone pyramid which is impervious to the passing of time and able to withstand the cataclysmic forces of nature… a commitment to the survival of their sacred technologies.

Most notable of their calendars are the 360-day “tun” and 260-day “tzolkin” who’s source and purpose have long been forgotten. But, the pyramids stand tall and their secrets are safe while the answers lie hidden in the intervals of a single day.

Calendar-Construction2

The author and great Mayan timekeeper Hunbatz Men disclosed in his book, The Eight Calendars of the Maya, the methodology of ancient Mesoamerican calendars–principally, the construction of a day. For some unexplained reason that bit of information has been totally ignored by Mayanists in favor of the great cycles of time. A day consisting of 1300-minutes was the revelation that set things in motion.

The secret to the 360-day and 260-day calendars are the numbers “4” and “5” which are the primary intervals (in minutes) of which the day is divided. Follow the simple arithmetic in the illustration below and watch closely as the sacred calendars begin to unfold.

Making of a day
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The ancient Maya also reckoned that the Earth’s orbit around the Sun, when measured at its farthest distance, would require 365.625-days which was referred to as a uinalhaab or one-year. And, they reckoned that the Moon’s orbited around the Sun (at its closes approach) is 354.375-days. This is very significant because the uinalhaab and lunar-year were combined to create the mean 360-day year (tun calendar).

The 360-day tun calendar is based on the supposition that the Earth and Moon are a binary pair that orbit each-other while also orbiting the Sun. The basic argument is presented in the following table.

Sol-Lunar Year

It’s worth noting that the present-day Islamic calendar is still based on the 354.375-day lunar year and the 365.625-day uinalhaab (first discovered by Arnald Enge) has now been verified by other qualified authorities.

Verification

To verify the validity of the binary supposition the ancient time-distance formula (table below) is used to calculate the orbital radius of the 354.375-day lunar cycle and the 365.625-day uinalhaab and confirm that the sum of the two are the equivalent to the cube of 360 X 4, which did turn-out to be the case.

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The table shows that the closest approach to the Sun is 91,854,000 miles and that the farthest approach is 94,770,000-miles. The sum of the two = 186,624,000-miles. Dividing that value by 360 is 518,400-minutes divided by 1440-minutes is exactly 360-days.

Synodic implications

Apsidal motion of the binary pair produces twelve 30-day mini-cycles or months attributable to the Earth and thirteen 27.69230769-day mini-cycles or lunar months attributable to the Moon. The mean apsidal motion, however, is 28.8-days (see table).

Earth-Synodic

How significant are these so-called mini-cycles or months? 

The following table list six calendars that form the harmonic structure of the Mayan measure of time; Tzekeb or Pleiades cycle, Long-Count cycle, Kaltun cycle, Katun cycle, Tun cycle and Solunar cycle.

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The table shows how all Mayan cycles are harmonically linked with the Tzekeb or Pleiades cycle of 26,000-tuns. Interestingly, 26,000-tuns is also the approximate period of the precession of the equinoxes. Therefore, if you were a Pleiadean standing on the surface of Alcyone (the central star of the Pleiades group) the Sun would appear to make one full revolution around Alcyone every 26,000-tuns or 9,360,000-days.

A bit of simple arithmetic shows how the Pleiades cycle is divided into 5-harmonic-sub-levels–the last being the (all important) 27.6923069-day cycle. The first step is to divide the 26,000-tun cycle by “5” which results in a sub-cycle of 5,200-tuns or 1,872,000-days. This period of time is, in essence, a Mayan “Creation Cycle”, and is the bases of their Long-Count calendar system. At the end of 1,872,000-days the count simply starts over and a new creation cycle begins.

Pleiades-Cycle
27.69230769 X 260 X 260 = 1,872,000-days

The next step is to divide the 5,200-tun cycle by 20 which results in a cycle of 260-tuns or 93,600-days (1-Long-Count Calendar Round). The Mayan name for this cycle is “Kaltun”.

  • 5 X 260 X 260 X 360 /1300-minutes = 93,600-days
  • 4 X 360 X 360 X 260 / 1440-minutes = 93,600-days

Next, divide the 260-tun cycle by 13 which results in a cycle of 20-tuns or 7,200-days. The Mayan name for this cycle is “Katun” which was of primary importance to the ancient Maya. When the orbital periods of Jupiter and Saturn are converted to the tun-format, 20-tunes is the synodic period of the two orbits. They also account for most of the mass in the solar system as well as a significant percentage of the angular momentum. There are 260-katuns in a creation cycle and 1300 katuns in a Pleiades cycle.

  • 27.6923076923 X 260 = 7,200-days or 20-tun
  • 30.0000000000 X 240 = 7,200-days or 20-tun
  • 360.000000000 X   20 = 7,200-days or 20-tun

The next step is to divide the 7,200-days by 20 which results in a cycle of 360-days or 1-tun–the so called tun calendar–which is constructed from the mean motion of the Earth and Moon.

  • 13 X 27.6923076923 = 360-days or 1-tun
  • 12 X 30.0000000000 = 360-days or 1-tun
  • 12.5 X 28.8.0000000 = 360-days or 1-tun

Finally, it may help to visualize the Pleiades cycle as an energy-chain consisting of, latterly, thousands of vibrating frequency envelopes all harmoniously producing alternating patterns of high and low pressure waves–the source of space weather.

Energy-chain

The real takeaway here is the realization that the Earth-Moon system is at the core of virtually everything. But, its the 27.69230769-day beat that is harmonious throughout the entire solar system–even the Sun itself. For instance, one 27.69230769-day rotation of the Sun has a rotational circumference of 2,990,769.230769 km, which is the prime harmonic of the speed-of-light.

 


©Copyright, 2018, by Ronald G. Messick (all rights reserved)

 

 

Younger-Dryas Period–Mystery Solved?

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Starting in about 13,000 (BCE) the Earth experienced three major climatic catastrophes–one after another; i.e. (Bölling-Allerød, Younger-Dryas and Pre-boreal warming periods). They are described here as catastrophic because that 1-2-3 punch is said to have annihilated a significant percentage of life on Earth.

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  • The Bölling-Allerød interstadial was a sudden, intense, climatic warming (~12° C; ~21° F) period which caused dramatic melting of large Ice Age ice sheets that covered Canada and the northern U.S., all of Scandinavia, and much of northern Europe and Russia. Sea level that had been 120 m (~400 ft) lower than present rose quickly and submerged large areas that had been dry land during the Ice Age. This warming occurred abruptly in only a few years (Steffensen et al., 2008). This warm period ran from c. 12,800 to c. 10,900 (BCE). It ended abruptly with the onset of the Younger Dryas.
  • The Younger-Dryas was a cold period that reduced temperatures back to near-glacial levels within a decade. It began about 10,900 (BCE) when global temperatures plunged sharply (~8°C; ~14° F), sparking a 1200-year period of glacial re-advance. Its end came abruptly with the onset of Pre-boreal warming about 9,700 (BCE).
  • Pre-boreal warming began about 9,700 (BCE) when, almost overnight, global temperatures rose parabolically (~12° C; ~21° F), marking the end of the Younger Dryas cold period and the end of the Pleistocene Ice Age. The peak rise in temperatures was reached about 9,500 (BCE) 
    

There has been an abundance of speculation as to the cause of these events (even a book or two) but no one has offered an explanation that ties all three events together. This article argues that all three events may have a physical cause and, if so, their timing may be predictable. The supposition is presented in a logical, well laid-out, manner and is supplemented with ample charts and diagrams. The analysis begins by identifying the underlying motion that is believed to cause the precession of the equinoxes and then introduces a series of harmonic structures that may provide an answer for the abrupt shifts in temperatures occurring between 13,000- and 9,500 BCE (video).

The precession of the equinoxes is the observable phenomena of the rotation of the heavens around the Earth–a cycle that is said to span a period of (approximately) 25,920 years (Platonic year).

The cause of the precession of the equinoxes remains a hotly debated topic. At the heart of the debate is the source of the underlying motion that cause the equinoxes to precess. I believe that motion is a cycle of 80-years and that apsidal precession is the phenomena that produces the 25,920-year precession cycle.

Apsidal or orbital precession is the gradual rotation of the line joining the apsides of an elliptic orbit which are the points of its closest and farthest approach. For the 80-year cycle, the closest point to its center of rotation is “A” (79.753846153-years). The farthest point is “B” (80.24767802-years). Therefore, a mean orbital period of 80-years.

Apsidal Motion

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Apsidal motion is like the winding of a clock; the spring is wound by synodic interaction of its two components. Therefore, the spring winds 162.5 turns in one direction (high-potential) and then, unwinds for another 161.5 turns in the other direction (low-potential). The combined synodic motion of 324 turns or orbits is the foot print of the Platonic-year; i.e. (25,920-years), a period commonly associated with precession.

Ancient Mayan Creation Cycles–The Connection

The ancient Maya called themselves the children of the Sun with the Moon being the mother and the Sun the father. They are widely acknowledged as gifted astronomers and were without equal when it came to calendar making. But, rather than using just one calendar, as we do today, the Maya used several calendars—simultaneously—which were all magically integrated into one grand timekeeping system.

Long-Count-Integration2

Ancient Mayan Integrated Timekeeping System

Their timekeeping system was mechanical in nature and consisted of four intermeshing gears (like what you would find in a pocket watch) and, as the primary calendar is advanced by one day, the others updated themselves proportionately. They were not so much interested in time–their primary focus was timing.

For each of the calendars they built a mathematical model in the form of a stone pyramid which was impervious to the passing of time and able to withstand the cataclysmic forces of nature… the only way of insuring the long-term survival of their sacred technologies.

Mayan cycles are all harmonic derivative’s of the Pleiades cycle which consists of 26,000-tuns (360-day years). Interestingly, the 26,000-tun cycle is also the approximate period of the precession of the equinoxes. Therefore, from the Pleiadean perspective, the Sun would appear to make one full revolution around Alcyone (the central star of the Pleiades group) every 26,000-tuns or 9,360,000-days.

The following illustration shows the two primary intervals of time that makeup the Pleiades cycle. 1. 26,000 /4 = 6,500 Mayan years and 2. 26,000 /5 = 5,200 Mayan years or the 4th and 5th harmonics. The 6,500 year periods define the galactic alignment. The 5,200 year periods are said to be cycles of creation. Naturally, creation implies an ending.

Pleiades-Cycle.PNG

On close inspection of the 26,000 year cycle you’ll see that the cycle oscillates back and forth between 26,000 and 25,840 years with a mean of 25,920 Mayan years (below).

Mayan-Harmonics

Therefore, the simulation values used in our mathematical model are 6,480 and 5,184 instead of 6,500 and 5,200. Before a simulation of the interactions between the two cycles can be run, however, a start date or end date for the cycles is required. And, there’s only one date that Mayan scholars generally agree on and that is -3112 or -3113 BCE. So, the date chosen for the model was -3/21/3112 BCE. By simply adding 5,184 the calculated end date is 2,072 AD.

The chart below shows the simulated interactions of vibrational frequency  patterns created by the two cycles over a period of 16,000-years–ending in 2072 AD. For context, the results of the calculations are overlaid with Ice-Core temperature data for the same period of time. The apparent correlations between the two cycles and abrupt changes in temperature, such as occurred during the Bölling-Allerød, Younger-Dryas and Pre-boreal periods are striking.

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As you can see in the close-up below, the chart leaves little room for doubt that the two cycles are somehow linked to abrupt climate shifts (red dotted lines).

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Apparent Correlations

Temperature turning-points appear to correlate with wave amplitudes of +100% or -100% or 0% and, when the waves cross each other’s path. The data has not been manipulated in any way. The cycle components are simply responding to a common ending date of 2072 AD. The sinewave calculations simply work backwards from that point.

How did they know?