Converting the Primary 130-Tun-Year Age of
Adam to 180-Tzolken-Sacred-Years
The Mayan Calendar increases by multi-layers of the 260-day-Tzolken-sacred-year. The 52-year Calendar Round is the model for the 260-year-Tzolken-sacred-cycle. A 52-year Calendar Round multiplies 52-Tun-years of 360-days per Tun year to arrive at 18,720-days. Five special feast days called the Wayeb finish the 365-day-solar-year. Haab-years are the Mayan name for 365-day-solar-years. Calendar Rounds conclude with a final 260-day-Tzolken-sacred-year. The terminal 5-day Wayeb period multiplies by 52-years to make the last 260-day-Tzolken-sacred-year. Each Calendar Round consists of 73-Tzolken-sacred-years or 18,980-days.
The Antediluvian Calendar extends the capacity of the Mayan 52-year Calendar Round five times. A 260-year-Tzolken-sacred-cycle results from multiplying the 52-year Calendar Round five times (Eqn. 21). Identical designs convey the 365-Tzolken-sacred-year-cycle (Eqn. 22). This calendar pattern isolates the last of 73-Tzolken-sacred-years in the Calendar Round five different times. All primary ages stem from the 52-year Calendar Round partitions.
Truly astronomical proportions take place when one applies identical calendar principles to the 365-day-solar-year. The Calendar Round includes 73-Tzolken-sacred-years, which are equal to the Calendar Round’s 52-Haab-solar-years. Cascaded time achieves zenith in deriving the 365-Tzolken-sacred-year-solar-cycle. The Egyptian 1460-year Sothic Cycle, 364-day-calendar-year and the Mayan Calendar are all present within the Antediluvian Calendar system. Tun-cycles with 360-years set apart a terminal 5-year period in the style akin to the last 5-day Wayeb of the 365-day-solar-year.
The 260-year-Tzolken-sacred-cycle multiplies by the 360-day-Tun-year for the greatest common 93,600-days (Eqn. 23). Adam’s primary age 130-years of 360-days each is evident after two successive 400-year-Baktun-cycles. Each 400-year-Baktun-cycle relates to 65-years in the primary age category. Four 65-year parts constitute one total 260-year-Tzolken-cycle. The primary 130-year age of Adam lasts for two 65-Tun-year portions. Exchanges between 260-day-Tzolken-years and 360-day-Tun-years occur throughout the genealogy of Antediluvian Patriarchs.
Lunar/solar separation times bisect time measurements for the 260-day-Tzolken-sacred-year and the 260-year-Tzolken-sacred-cycle in the later Antediluvian sequence. Mayan 260-day-Tzolken-sacred-years differentiate from 360-day-Tun-years by 100-days. The 100-days-and-years single term has a bearing upon this relationship. The 260-year-Tzolken-sacred-cycle and the 360-year-Tun-cycle are separate by 100-years. Shared resources differentiate two different major time cycles of the Antediluvian Calendar by 100-days and 100-years. Later calendar systems and essential religious texts recognized the 100-days-and-years single term significance in alternative ways.
All primary age situations were marked according to 400-year-Baktun-cycles. The first 400-year-Baktun-cycle determines the primary age. The halfway, midpoint position during every 800-year Generation Cycle is the end of the character’s primary age. The secondary age category continues by adding the second 400-year-Baktun-cycle to finish the 800-year Generation Cycle. One 800-year Generation Cycle adds for each character in the secondary age category. Thirteen 400-year-Baktun-cycles make up the entire 5200-year Great Cycle for the genealogy.
Primary 130-Tun-Year and 180-Tzolken-Sacred-Year Age of Adam Figure 3
130-Tun-Years of 360-Days Convert to: 180-Tzolken-Sacred-Years of 260-Days
260-Year-Tzolken-Sacred-Cycle
360-Year-Tun-Cycle
Figure 3 shows the conversion for the primary 130-year age of Adam. The primary 130-year age of Adam refers to 360-day-Tun-years. The left circle in figure 2 shows the green primary 130-year age of Adam in 360-day-Tun-years. Conversion of 130-Tun-years to 260-day-Tzolken-sacred-years incorporates finding the total days in the primary 130-Tun-year age and dividing by 260-day-Tzolken-sacred-years. Mayan terminology adapts equations 24 - 27 to solve for X number of 260-day-Tzolken-sacred-years. Adam’s primary 130-year age cross-multiplies by 360-day-Tun-years to produce 46,800-days (Eqn. 25). The conversion finishes by dividing 260-day-Tzolken-sacred-years into the primary 46,800-day age (Eqn. 26). The equivalent 180-Tzolken-sacred-years of 260-days each are the converted primary age answer for Adam (Eqn. 27). The green right half of figure 2 depicts the converted primary 180-Tzolken-sacred-year age of Adam.
A single term divided relationship exists for the 260-year-Tzolken-sacred-cycle in figure 2. The green right half of the left-hand circle represents the daytime, visible portion of 130-Tun-years within the 260-year-Tzolken-sacred-cycle. Contrasting the daytime was the nighttime shaded portion on the left semicircle. Lunar/solar calendars had to distinguish between day and night intervals of time. Similar to the 260-day-Tzolken-sacred-year, the 260-year-Tzolken-sacred-cycle specifies day and night halves of 130-Tun-years each. Equation 28 gives a summary for the conversion process.
Partitions of the 365-day-solar-year and the matched 365-year-solar-cycle elaborate regular ancient calendar divisions. The 260-day and-year, 360-day-and-year, plus four or 5-day-and-year single terms fulfill named Mayan segments. A phrase glossary is included to supplement the calendars tools list from Ages of Adam.
365-Day-Solar-Year Partitions
260-Day-Tzolken-Sacred-Year
100-Days
360-Day-Tun-Year
4-Days assigned to Day-Stars
1-Day reserved to numerical match Days, Years and Cycles
365-Year-Solar-Cycle Partitions
260-Year-Tzolken-Sacred-Cycle
100-Years
360-Year-Tun-Cycle
4-Years-assigned to Day-Stars
1-Year reserved to numerical match Days, Years and Cycles
Phrase Glossary
· 365-Day-Solar-Year has 365-Days per Year
· 100-Days-and-Years is a matched numerical term.
· 260-Day-Tzolken-Sacred-Year is Mayan base of 13 names x 20-kin-days
· 360-Day-Tun-Year is Mayan midpoint length of year between 354-Day-Lunar-Years and 365-Day-Solar-Years. The 360-Day-Tun-Year consists of 18 Uinals x 20-Days each.
· 260-Year-Tzolken-Sacred-Cycle has 260-Tun-Years of 360-Days each.
· 360-Year-Tun-Cycle is Mayan midpoint length of cycle between 354-Lunar-Years and 365-Solar-Years. Each year is a 260-Day-Tzolken-Sacred-Year.
The equivalent 180-Tzolken-sacred-years of 260-days each are the
converted primary age answer for Adam.
The green right half of the right-hand circle in figure 2 shows the
converted 180-Tzolken-sacred-years for the primary age of Adam. Some cases reverse the calculations to
convert from 360-day-Tun-years to 260-day-Tzolken-years. The special 5-day feast period tracks
separately.
Tun-years in the Mayan Calendar have 360-days that result from 18-Uinals of 20-days each. The Mayan Calendar treats the last 5-day Wayeb period with noteworthy holiday respect. The 5-day feast period came at the end of the year. The primary 105-days-and-year age of Seth includes a 100-days-and-years single term, plus the last 5-days-and-years single term. The secondary 807-year age of Seth repeats the 800-year Generation Cycle and adds 7-Tzolken-sacred-years or 1820-days. The complementary 5-days-and-years single term festival period arises to illuminate the 52-year Calendar Round and consistencies asserted in Egyptian mythology.
The Antediluvian
parent calendar branched into four major calendar systems. Egyptian and Mayan calendars group the last
5-days-and-years single term with chosen numerical matching philosophies. The traditional Jewish Calendar
eventually settled with the Metonic 19-year
lunar/solar cycle. The fourth system is
the comparable 364-day-calendar-year.
Characteristic roles generate the parallel use of a 364-year-cyle that
highlights a single day-and-year numerical identity. Documentation relating to an Enochian sect and mysterious
Several partitions in the year and different types of cycles existed simultaneously in a complex pattern of calendar eschatology. The 365-day-solar-year is divided according to a 260-day-Tzolken-sacred-year, and 100-days later, a 360-day-Tun-year. Five days at the end of the 365-day-solar-year had a 4-day component that imparts the presiding day-star notion for each 90-day quarter in the 364-day-calendar-year. One final day at the end of the year numerically matches multiples of years.
Fifty years in the ancient Jewish Jubilee and 52-years in the Mayan Calendar have similar religious and numerical connotations. Two 50-Jubilee Cycles make 100-years and two 52-year Calendar Rounds add to detail 104-years. A 364-day-calendar-year sections the 360-day-Tun-year and saved the remaining 4-days for later. The final capstone day proves the basis for numerically matching days to years. Quadra divisions of the matched 360-year-Tun-cycle draw almost universally from ancient theology. Nearly every civilization, old or new, recognizes the two equinoxes and two solstices with spiritual affinity.
The
100-days-and-years single term influences relevant Hebrew time reckoning. Variations for Seth’s primary age reside in
ancient texts. The Book of Jubilees
substitutes two Jubilee Cycles with 49-years each in place of 50-years. Continuous lunar-side reckoning counted
Sabbath-weeks and Sabbath-years. Sages
wrote Jubilee Cycles as 49-years rather than 50-years during this part of the
Apocryphal era. Later historians date
the Book of Jubilees between 153-105 B.C.E.
Mention
verse for 360-days and men error, etc.
Septuagint writings, through all stages, suffered the same
sort of tinkering with regard to Jubilee Cycles and Antediluvian times. Seth’s 105-year primary age is 205-years in
the Septuagint. The secondary age is
707-years instead of the Biblical 807-years.
In fact, most Antediluvian ages are corrupt by 100-years with regard to
the Biblical ages. Consistent numerical
variants add 100-years to the character’s primary age and subtract 100-years
from the secondary ages. Confusion
resulted when original meanings were lost or ignored.
Primary ages for Adam and Seth are reported in 360-day-Tun-years. The third and fourth characters, Enos and Cainan, list their primary ages in 260-day-Tzolken-years. Mahalaleel and Jared form the next pair of primary ages. Mahalaleel and Jared are the fifth and sixth characters in a pair together. The primary ages for Mahalaleel and Jared switch back to 360-day-Tun-years.
The 365-year-solar-cycle had similar divisions influencing the Antediluvian Calendar. A 260-year-Tzolken-sacred-cycle was followed 100-years later by the 360-year-Tun-cycle. The last 5-years of the 365-year-solar-cycle had both 4-year and single year elements attached. Numerical matching X-number of days to X-number of years was the recurrent theme of the Antediluvian Calendar.
Building the Antediluvian series required marvelous command of astronomy and mathematics. Accepted Mayan Calendar practices overlay the oldest and most prestigious calendar scale in human history. Character primary and secondary ages seem like chambers attached to a grand hallway. Indeed, halls and corridors grace the realms occupied by spirits. Genesis is the great cathedral to God under heavenly canopy and the refuge accessible only through dreams and visions, birth and death.
Equations
21. 52 Haab-Years of 365-Day-Solar-Years
x 5 Calendar Rounds
= 260 Year-Tzolken-Sacred-Cycle
22. 73 Tzolken-Sacred-Years of
260-Day-Tzolken-Sacred-Years
x 5 Calendar Rounds
= 365 Tzolken-Sacred-Year-Solar-Cycle
23. 260
Year-Tzolken-Sacred-Cycle
x
360-Day-Tun-year
= 93,600 Days in 260-Year-Tzolken-Cycle
24. 130-Tun-Years =
X Tzolken Years
260-Tzolken Sacred-Years 360-Day-Tun-Year
25. X = 130-Tun-Years x 360-Day-Tun-Year 260-Day-Tzolken-Sacred-Years
26. X = 46,800 Days Primary Age of Adam 260-Day-Tzolken-Sacred-Year
27. X = 180-Tzolken-Sacred-Years Converted Primary Age of Adam
28. a. Primary 130-Tun-Year Age of Adam of 360-Day-Tun-Years
= 1/2 of 260-Year-Tzolken-Sacred-Cycle of 360-Day-Tun-Years
b. Primary 180-Tzolken-Sacred-Year Age of 260-Day-Tzolken-Sacred-Years
= 1/2 of 360-Year-Tun-Cycle of 260-Day-Tzolken-Sacred-Years
Judaic and Mayan Calendar Trees Figure 4
Judaic Calendar Tree
364-Day-Calendar-Year
364-Year-Calendar-Cycle
Adam to Seth
800-Year Generation Cycle
Secondary Age 800-Year Generation Cycle 1
400-Year-Baktun-Cycles
400-y-Baktun Cycle 1 400-y-Baktun
Cycle 2
50-Year Jubilee Cycles
50-y JC 50-y JC 50-y JC 50-y JC
1 2 3 4
105-Year
Solar-Side Time
105-Year
Venus Round
Primary Age of Seth
105-Year Venus Round
Mayan Calendar Tree
Adam to Seth
364-Day-Calendar-Year
364-Year-Calendar-Cycle
800-Year Generation Cycle
Secondary Age 800-Year Generation Cycle 1
400-Year-Baktun-Cycles
400-y-Baktun Cycle 1 400-y-Baktun Cycle
2
52-Year Calendar Rounds
52-y CR 52-y CR 52-y CR 52-y CR
1 2 3 4
104-Year Solar-Side Time
104-Year
Venus Round
Primary Age of Seth
104-Year Venus Round
Are you a pastor, educator or a student of the Holy Bible? Timeemits.com seeks anointed people to review and contribute to the Ages of Adam ministry. Ancient lunar/solar calendars like the Jewish and Mayan calendars provide the background to understanding early time. Ancient calendars of the Holy Bible use differences between the moon and sun, numerical matching and a 364-day calendar year to describe X-number of days that match with X-number of years. Ages of Adam is a free read at http://www.timeemits.com.
Clark Nelson is webmaster for www.timeemits.com and author of Ages of Adam and sequel, Holy of Holies.
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