Except for the cycle Tzolkin in calendar of Maya there was the cycle Haab which consisted of eighteen 20-day periods or eighteen 20-day uinals, that in the sum is equal to duration of solar year 18x20=360 provided that in the end of year there was added an additional 5-day period and as a result year had duration of 365 days. The cycle Tzolkin and the cycle Haab made complex cyclic calendar of Maya according to which days correspond with symbols or hieroglyphs of kins which are shown on the previous page, and correspond with symbols or hieroglyphs of eighteen uinals which are shown in following figure:
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Hieroglyphs and names of eighteen uinals in the cycle Haab correspond with the 20-day periods and form the cycle having duration 360 days, and separately in figure there is a shown hieroglyph of the additional 5-day period which has the name Wayeb and is necessary for comparison to 365 days of solar year. |
In essence eighteen uinals in the cycle Haab correspond with nine numbers of
the decimal scale of notation and decimal numerology as number 18 is divisible
by number 9.
Pay attention that in the cycle Tzolkin there are thirteen uinals which have
no symbols (hieroglyphs), and in the cycle Haab there are eighteen uinals which
have hieroglyphs, namely it is necessary to distinguish different uinals
and to consider that the word UINAL means "twenty days", but uinals has
different metaphysical senses in a context of different cycles in calendar of
Maya. Namely uinals correspond with vowel letters of the Russian alphabet and
with gods of Vedic mythology in category Rudras in the cycle Tzolkin, and
correspond with numbers of decimal scale of notation and nine numerological
numbers in the cycle Haab.
In total according to cycles Tzolkin and Haab it is possible to compare days
with letters of the Russian alphabet and with numbers in decimal numerology. For
this purpose it is necessary to compare the cycle Haab as well as the cycle
Tzolkin with dates of the modern Gregorian calendar that can be made
differently. Namely different comparisons are known, some of which are shown
below:
| Pop 3 April - 22
April Wo 23 April - 12 May Sip 13 May - 1 June Sotz 2 June - 21 June Sek 22 June - 11 July Xul 12 July - 31 July Yaxkin 1 August - 20 August Mol 21 August - 9 September Chen 10 September - 29 September Yax 30 September - 19 October Sac 20 October - 8 November Keh 9 November - 28 November Mak 29 November - 18 December Kankin 19 December - 7 January Muwan 8 January - 27 January Pax 28 January - 16 February Kayab 17 February - 8 March Kumku 9 March - 28 March Wayeb 29 March - 2 April |
Pop 16 July - 4
August Wo 5 August - 24 August Sip 25 August - 13 September Sotz 14 September - 3 October Sek 4 October - 23 October Xul 24 October - 12 November Yaxkin 13 November - 2 December Mol 3 December -22 December Chen 23 December - 11 January Yax 12 January - 31 January Sac 1 February - 20 February Keh 21 February - 12 March Mak 13 March - 1 April Kankin 2 April - 21 April Muwan 22 April - 11 May Pax 12 May - 31 May Kayab 1 June - 20 June Kumku 21 June - 10 July ........................................... |
Yaxkin 23
December - 11 January Mol 12 January - 31 January Chen 1 February - 20 February Yax 21 February - 12 March Sac 13 March - 1 April Keh 2 April - 21 April Mak 22 April - 11 May Kankin 12 May - 31 May Muwan 1 June - 20 June Pax 21 June - 10 July Kayab 11 July - 30 July Kumku 31 July - 19 August Pop 20 August - 8 September Wo 9 September - 28 September Sip 29 September - 18 October Sotz 19 October - 7 November Sek 8 November - 27 November Xul 28 November - 17 December ................................................ |
The uinal with name Sek begins
on June 22nd that corresponds with day of a summer solstice in the first list at
the left, and the uinal with name Chen
begins on December 23rd that corresponds with day of a winter solstice in the
second list in the center, namely the cycle Haab corresponds with movement of
the sun. Though according to historical data the cycle Haab came to the end on
July 3rd and accordingly the beginning of a cycle was in the beginning of July,
that approximately corresponds with rising of Sirius (Sothis) above horizon in
the ancient Egypt and corresponds with the beginning of year in the ancient
Egyptian calendar, but nevertheless it is possible to correlate the beginning of
the cycle Haab to movement of the sun. For example, it is possible to apply the
third list on the right where the first uinal has name Yaxkin
and corresponds with December 23rd.
The sequence of uinals can vary concerning dates of the Gregorian calendar and
consequently it is impossible to give exact conformity with numbers of decimal
numerology, but if this or that uinal is the first then corresponds with
numerological number 1 and the following uinals correspond with other
numerological numbers.
Similar calendar and numerological system can be seen on the Ring from Mavro Spelaio
which is shown in figure:
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The ring from Mavro Spelaio is a gold ring which has
images of 19 symbols that is comparable to eighteen 20-day periods and
one 5-day period within 365 days of year in the cycle Haab, and also is
comparable to nine numbers of decimal numerology. Symbols of the Mavro Spelaio Ring are Scripts of Minoan and Mycenaean Crete and can mean any words, but can be calendar and numerological signs. |
And also in the Phaistos Disc it is possible to see similar calendar and numerological system which can be compared to the cycle Haab in calendar of Maya that is shown in following figure:
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The Phaistos Disc has images on both sides. Each side contains the external circle which is divided into 12 fields with symbols that is comparable to 12 signs of the zodiac, and also each side contains the internal spiral which is divided into 18 or 19 fields with symbols that is comparable to the cycle Haab and numbers of decimal numerology. |
Each field in spiral of the Phaistos Disk has some symbols which mean
characteristics of numerological numbers and in essence are mantic signs
according to which it is possible to predict events within 365 days of year.
If to compare images of the Phaistos Disk and the Mavro Spelaio Ring with images
of uinals in the cycle Haab in calendar of Maya then it is possible to draw a
conclusion that in the ancient world there was a numerical system which was
identical to different civilizations, and also was a source of the modern
decimal scale of notation and numerology.
The following page shows the decimal circular matrix of letters of the Greek alphabet which is similar to numerical system of the Phaistos Disk and numerical system of the cycle Haab in calendar of Maya, and also the following page compares letters of the modern Russian alphabet with the decimal circular matrix according to which it is possible to correlate letters with nine numerological numbers and with names of gods of the Ancient Greece.