Goddess of Time in the Sky

Explores the relationship between ancient astronomical practices and megalithic cultures, highlighting how early societies understood time through celestial cycles. It contrasts matrilineal hunter-gatherer societies with later patriarchal agricultural ones, suggesting that megalithic structures reflect deep, sacred knowledge of the cosmos and have influenced subsequent architectural designs across civilizations.

Above: (center) The form of the Minoan “horns of consecration”, on the island of Crete, followed (outside) the form of the manifestations of Venus in her synodic period.

Time appears to march on at what seems a constant rate. In this way time has two opposite directions, the somewhat known past and the largely unknown future. However, events in the sky repeat and so they can be predicted as seasons within a year or lunar phases within a month. Even before modern calendars, stone age humans counted the days in a month to understand recurrence of the menstrual period and know when moonlight would be strong again at night.

Figure 1 (above) L’Abri Blanchard Tally Bone 30,000 BP with (below) Alexander Marshack’s interpretation, showing marks as days shaped to express the moon’s phase, over 59 whole days or two lunar months.

Two months happen to equal 59 whole days: a lunar month is 29.53 days long, just over twenty-nine and a half, which is half of 59. In the artifact shown on the top of figure 1, each day was carved upon a flat bone, each mark appearing varied in shape and depth to show the moon’s changed phase on a given day. The flat bone enabled a cyclic shape to be used, of 59 marks, which “ate its own tail”: showing there were always the same number of days in two “moons”. This sameness emerges from dividing the recurring time of the solar day into the time of the month’s phases over two months, to give the recurring whole number of 59, then forever useful as a knowledge object.

The solar day is clearly the same duration every day and two lunar months clearly repeat twice after 59 days. But our modern life is the extended straight line of day numbers belonging to unequal months of the sun so that the loops that recur are lost in the framework of man-made time. The stone age “lesson from nature” was, that events in the sky largely run according to a definite schedule along cyclic paths, most of these being along the path of the sun, along which the sun, moon, and planets follow their own cyclicities, seen from the earth. This reliable cyclicity shaped our notion of an unchanging realm of Eternity, different to Life upon the Earth as our ever-developing present moments within Existence. In this way, knowledge from the sky came to be considered sacred, and interconnected through numbers when counted as days and months, especially through counting the often identically sized discs of the Sun and Moon and their respective years.

While astronomy started as a stone age hobby it later became a tribal science quite unlike our own astrophysics. Only latterly could farmers support city specialists that would assimilate this prehistoric science, by forming religious sciences and cosmologies in the East, of Egypt, Babylonia, India, China and so on. But millennia later, the 16th century altogether discarded this geocentric view-from-the-Earth and adopted a new heliocentric view of a solar system:  this enabled the planetary orbits of the sun to be clearly seen as mathematical ellipses by Kepler, a system soon seen to be held together by Newton’s newly intuited force called gravity, of the central sun’s large mass.

If counting the moon had synchronised both female fertility and male hunting then this shaped the format we call the hunter-gatherer, who foraged for food before there was farming. Their women formed a naturally less-mobile core for the tribe and its children, the men hunting over extensive ranges. All adults were used to working together for the greater good and, since they were in-common descended from the women, so a matrilineal society was an effective format for problems requiring larger groups.

Stone age art of the goddess seems to have been very varied and geometrical (see Language of the Goddess by Marija Gimbutas). In Sacred Geometry in Ancient Goddess Cultures, myexperience in analysing megalithic sites had caused me to question whether the megalithic monuments were the work of Neolithic or New Stone Age farming revolution moving west from the Middle East where it started. Because the farming revolution was only slowly advancing through central Europe towards the Atlantic coast (see figure 2) it was pretty much avoiding the Mediterranean. For a start, the megalithic revolution was largely taking place within the islands and hinterlands of the Mediterranean and Atlantic Coast of Europe, between 5000BC and 2500BC. It was therefore much more likely to have have been carried out by the late middle stone age (Mesolithic) people, before the farming way-of-life arrived. And the indigenous culture of old Europe was mesolithic, well established and centred around women, foraging, and matrilineage (using your mother’s name) rather than the neolithic norm, led by men, farming and patrilineage (using your father’s name).

Figure 2 The journey of the Neolithic from the Middle East (see colored circles), via central Europe, was in stark contrast to the dating (dark circles) of megalithic sites on the Mediterranean and Atlantic coasts: And the neolithic were patriarchal farmers using the seasonal year while the late middle stone age were matriarchal foragers, truly interested in the sacred time world of the celestial objects, and hence building and using the megalithic observatories. [Globe by Google Earth, data from Barry Cunliffe and Bettina Schulz Paulsson]. Figure 1.1 in Sacred Geometry in Ancient Goddess Cultures.

The Clash of the Titans

Being indigenous, the matrilineal tribes were far more likely and able to innovate the megalithic astronomy which effectively inherited from the long tradition of day counting seen on the stone age tallies like the Blanchard plaque. But this continuity of interest in the sky conflicts with the today’s model of history and our foundation myth for modern science, as grandchild of ancient Near Eastern civilizations and exact sciences, fuelled by farming on fertile soils using irrigation.

Through comparing day counts, sky time could be given geometrical forms such as the circle, square and rectangle/triangle, these rightfully considered sacred by the coherent megalithic culture on Europe’s shores. The civilization was numerate, intelligent, but not stone age in the vernacular sense, of having no ability to reason. Having an extended family of adults and no urgent need to seasonally grow crops, conserve seeds or tend their animals, nature already provided food through foraging There was a natural collaborative workforce and this perhaps explains the dearth of neolithic settlement noted alongside the earliest megalithic monuments.

Having overcome this misnomer that megaliths were automatically neolithic, a further work is required to see why our own science cannot understand the sky phenomena in the way the stone age must have. We do not today study the synodic periods of the planets because they are seen as a merely incidental composite of the planetary orbits and our solar year. But, and quite unexpectedly, the view from the Earth is supremely important since the structure of time on earth is a phenomenon reflecting the form and structure of the numerical world. This would suggest that the earth was, in some way, influenced by the abstract world of numbers to have formed  this type of time environment. This might also suggest that the evolution of Life was an intended outcome for the third planet.

Having discarded the earth-centred model of the universe and having rid ourselves of the religions and gods proposed to explain this phenomenon, modern humans are free to live in an accidental universe where one is just alive  on an existential line-of-time with no end except for death, and without any appreciation of the deeper structural recurrences, implicate within the sky. Instead there is a hotch potch Roman calendar whose roots were literally man-made.

Figure 3 Fibonacci Golden Mean. 1.618 is found in the Fibonacci approximation of 8/5 = 1.6 of the practical year of 365 days to the Venus Synod 584 days. Venus was seen as the youthful goddess, Earth as the mother of all that lives and the Moon as the wise older goddess, these together forming the ancient Triple Goddess. [photo by C. Messier for Wikipedia] see section Statues representing Knowledge in Sacred Geometry in Ancient Goddess Cultures, pages 106 to 111.

The Greek myths referred to women, but in ways designed to put matrilineage norms in a bad light. The patriarchal farmers of Jupiter-Zeus had defeated the religion of the Goddess, whose representatives had snakes (perhaps the dreadlocks of the Medusa or knowledge of the snake shaped ecliptic, see figure 3) or had kept men sexually enslaved on an island (as in the Odyssey) or sacrificed a sacred king after “a year …” (of 364 days) “… and a day” (making 365 in all). Our 7-day week derived from this Saturnian year of 364 days (52 weeks), named because the synod of Saturn is exactly 378 days (54 weeks) while the synod of Jupiter is 57 weeks. In this one is seeing through a series of invisible filters, that the ancient Greeks were against the tribal age that had preceded farming and cities, when women rather than men were most important to that way-of-life. And the western Enlightenment adopted the heliocentric planets as a binary removing the foundations of a vast past cultural corpus of religious and pre-scientific thought that had quite reasonably shown something special about the world that modern science would never choose to see. If we can fathom megalithic astronomy, its uniquely powerful discoveries will reveal what the religious texts were about: that the environment of the earth is no accident within in the universe, but that it is that of a planet for the evolution of Life.

Megalithic discoveries had been transmitted, only subconsciously, into the cultural subconscious of the later civilizations, and it was and is still informing and infecting our arts and the classical form of numeracy called mathematics. This diffusion had benefited from the clash of the Titans, namely between the matriarchal and patriarchal ways-of-life in the Eastern Mediterranean and Levant. It would be recorded in the intellectual life of the Greeks and Hebrews, thus informing Islamic then Christian world view, as a code of numbers and stories often agreeing with those of the East.

Continuity in Sacred Building

If you know how to look, one finds the units of measure and geometries of the megalithic repeated in later sacred buildings, built under disparate religions as if the design of sacred buildings had some sort of megalithic origin. The Chinese, Indian, Buddhist, Minoan, Classical Greek, Romanesque, Islamic, South Asian, Amerindian, Gothic, Sufi, and Renaissance buildings draw upon common geometric and metrological blueprints relating, for example, to the relative size of the Earth and  Moon, and the sophisticated celestial time cycles such as the eclipse phenomena, as if to celebrate the cosmic environment even though many religions had conceptualized the heavens as if not found in the sky.

For this reason, my books can explore buildings of the historical period in the same way as megalithic buildings, to demonstrate this continuity of an invisible language, as if there were people with megalithic knowledge behind the construction of buildings without the outer religion officially acknowledging this fact. And in some strange way, I and others are recapitulating ancient works as to their meaning, by employing skills belonging to the past. For example,

  • In Cappadocia, Turkey, stone cut churches inexplicably contain high levels of meaning in their dimensions and definition of circular apse and rectangular naos occupied by hermit monks.
  • Angkor Wat is shown to be a massive statement of astronomical cyclicities alongside an outer meaning of Vedic mythological carving and Indian temple design.
  • St Peter’s Basilica was a renaissance rebuilding involving many great architects, including Michaelangelo who displayed sacred geometrical skill in translating a Greek square-cross basilica design into a Latin cross cathedral design, through the golden mean relationship of a square to such a rectangle (see figure 4). St Peter’s tomb is then in the centre of a model of the Earth and Moon.

Figure 4: St Peter’s Basilica: Sacred buildings followed geometrical and numerical rules that reflect both the cycles of the sky and the geometrical methods and numerical results of the megalithic. [plan courtesy The New York Metropolitan Museum]

Chapter 11 demonstrates that the equal perimeter model of the earth and moon had been related to the now-abandoned geocentric model. The Earth is at the centre (of course) and a system of growing square areas, for each planet’s synod, grows to embrace the whole figure to show it was the archetypal form taken as the norm for Buddhist Mandalas. And mandalas have recently been used by Jungian therapists and others to enable interaction with the subconscious mind. This suggests that our very being, as micro-cosmos, is part of the Earth and its planetary Sky environment of time. Celestial time appears to be a carrier wave for reality and not just a straight line.

Figure 4 The geometry of Equal Perimeter circle and square, with moon circles, showing the influence of the time world of the earth and moon, as the true basis for far-eastern designs called mandalas.
[photo: Cesar Ojeda 17th century Tibetan -Five Deity Mandala from Sacred Number: Language of the Angels. Fig 7.20]

References

Cunliffe, Barry. Europe Between the Oceans: 9000 BC to AD 1000. Yale 2008.

Gimbutas,Marija. The Language of the Goddess. Thames & Hudson 1989.

Heath, Richard.

______Sacred Geometry in Ancient Goddess Cultures. Inner Traditions 2024.

______Sacred Geometry: Language of the Angels. Inner Traditions 2021.

______website: sacred.numbersciences.org

______Tragic Loss of the Geocentric Arts and Sciences: When Poetry was the Language of Cosmology, NewDawnMagazine.com #185***

Marshack, Alexander. The Roots of Civilization: The Cognitive Beginnings of Man’s first Art, Symbol and Notation. Weidenfeld and Nicolson 1972.

Paulsson, Bettina Schulz. Time and Stone. The Emergence and Development of Megaliths and Megalithic Societies in Europe. Archaeopress 2017.

Is Sacred Geometry A Message From God?

Just after Summer Solstice, Michael Quu and I recorded a conversation for his “Learn Something New” podcast and this is available, as below.

The conversation was balanced between ancient and modern, numbers and metaphysics in a way that seems necessary to make sacred geometry more relevant to the modern situation while revealing what the ancients discovered in the world of astronomical time.

Modularity of Seven

Sacred Geometry is metrical, it is based upon the interactive properties of “natural” (that is, whole) numbers and cosmic constants.

We live in a civilization where everything is thought to be functionally due to forces and laws, these all calculated using numbers and algebra. For this reason, it is hard to see the influence of numbers acting directly in situations to reveal that, geometrical forms are only possible due to numbers. One such form is the equal perimeter circle and square: this figuring heavily in my later books, as an ancient model, and in postings on this website (opens in new tab).

Continue reading “Modularity of Seven”

The Martian Moon Resonance

As with the other outer planets, Mars has a resonant relationship with the Lunar Year. UPDATED.

When I wrote Matrix of Creation in 2001, many planetary resonances were revealed and most of these involved small whole-number relationships between both sidereal and synodic periods in the solar system. At that time, only the Jupiter and Saturn synods (of the two visible outer planets) had been identified, as 9/8 and 16/15 of the lunar year (see chapter 9). The implied units of these ratios were 1.5 and 0.8 lunar months (respectively).

Mars is closer to the Earth and Moon than these giant planets and, since all the giants have numerical ratios to the lunar year, what of Mars whose synodic period is effectively 780 days: This is over 2 solar years (2.14) and 2.2 lunar years, a fractional relationship of 11/5 lunar years. That the moon has such a simple fractional relationship with all of the outer planets implies a previously unknown (at least in recent times) principle, in which the moon is gravitationally affected by the “loops of proximity”, seen when such planets approach, at a frequency defined by their synodic period. In the case of Mars this is very long, proximity happening every 780 days.

Continue reading “The Martian Moon Resonance”

The Cellular World of Twelve

The foot has twelve inches just as the British shilling had twelve pence. A good case can be made for twelve as a base like 10, since there are 12 months within the year and many ancient monuments can be seen to have employed duodecimal alongside decimal number, to good effect.

Until 1971 the currency in the United Kingdom of Britain was duodecimal, called pounds, shillings and pence.

This old system of currency, known as pounds, shillings and pence or lsd, dated back to Roman times when a pound of silver was divided into 240 pence, or denarius, which is where the ‘d’ in ‘lsd’ comes from. (lsd: librum, solidus, denarius). see historic-uk.com

There were 12 pence in a shilling and 20 shillings in a pound, that is 240 pennies. The change to a decimal (100) pence in a pound caused a lot of inflation during the changeover due to price opportunism, then part lasting recession. In British heads the skill of giving and taking change in a duodecimal arithmetic was soon lost. In the late 70’s my mother, when visiting the US, was amusingly referencing “old money”, alongside the exchange rate between a decimal pound and the decimal dollar, just as Greeks had problems with the Euro.

History of Decimal Measures

Napoleon sought to “rationalize” all the ancient weights and measures of France culminating in the decimal units within modern science, firstly CGS (Centimeter-Gram-Seconds) and then MKS (Meters-Kilogram-Seconds).

The Meter exemplifies the situation: it contains 100 centimeters and 1000 millimeters whereas the root foot for the worldwide and only ancient metrology is that called English which has 12 inches (each a “thumb” in French) and each inch halves, quarters, eighths and sixteenths of an inch, but also 10ths etc., that is a duodecimal system and decimal notation as with 12 = 10 +2.

The metrology of the ancient world had no need for decimalization since it had been formed to employ all the integer numbers, using fractions of a foot – fractions being a combined multiplication (numerator) and division (denominator) operation. That is, there was no base-10 decimal notation when metrology was developed and one can suggest that decimalization was created in the wake of treasuries, mints and central banks.

However, decimal notation emerged much earlier with the alphabetic form of writing languages down. Cuneiform had used compound sounds (called syllables such as “no”) but the new Phoenician alphabets notated the consonants and vowels of specific languages, now called phonemes of sound (for exampple, the phonemes “n” and “o”). This reduces the number of symbols needed to notate speech, and in turn these symbols could then have a decimal function and words could also be numbers, in a code called Gematria:

Gematria is the practice of assigning a numerical value to a name, word or phrase by reading it as a number, or sometimes by using an alphanumerical cipher. Wikipedia on Gematria.

As the name implies, Alpha equals 1, Beta =2, D = 4, J = 10, etc.. Words could then encode a number, as in the Bible where Adam equals the three letters A.D.M whose numerical values in Hebrew/ Aramaic (1.4.40): when added up they “mean” 45. The later letters were values in tens and hundreds so that decimalization probably goes back to the 1st millennium BCE.

Figure 1 Numeric equivalence of Hebrew Alphabet

We are therefore needing to go earlier than the decimal base-10 system or indeed the use of any base at all, to see into the world of the megalithic astronomer and different relationships to numbers.

This previous world which gave birth to a type of math that is not arithmetical but instead used the factors within integers and rational fractions, initially through measured geometrical proportionality but then through sets of measures all rational fractions of the common foot.

Prehistory: Non-Decimal Measures

The earliest number encountered by early astronomers would have been (when they counted) the twelve lunar months within a year. The properties of the number twelve are generally taken to come from its factors (such as 4 x 3), it Platonic solid (the duodecahedron) – see next section. There were no twelve hours in half a day. We will the take a deeper approach, of visualizing the set of numbers within twelve, as {1,2,3,4,5,6,7,8,9,10,11,12}

Factors within Twelve

Twelve does not contain is the prime number 5 nor any higher prime factor. However, in counting to 12, there are two factors containing 5, namely 5 and 10. And there are, of course, the prime numbers and their ennumerated multiples, such as, for 7, {14, 21, 28, 35, 42, 49, 56, …}. This means the number field is made up of empty slots into which the number one greater than the preceding number must then be a prime number. And any prime number can then be doubled, tripled, etc., to become enumerated itself. That is, which we call prime numbers are those that happen to have no preceding number of which it is a multiple of any (previously arisen) number.

Numbers Within Twelve

Twelve does not contain is the prime number 5 nor any higher prime factor. However, in counting to 12, there are two factors containing 5, namely 5 and 10. And there are, of course, the prime numbers and their ennumerated multiples, such as, for 7, {14, 21, 28, 35, 42, 49, 56, …}. This means the number field is made up of empty slots into which the number one greater than the preceding number must then be a prime number. And any prime number can then be doubled, tripled, etc., to become enumerated itself. That is, which we call prime numbers are those that happen to have no preceding number of which it is a multiple of any (previously arisen) number.

Figure 2 The inner structure of Twelve

Figure of (top) the first twelve numbers, four of which divide by three, making the even numbers (orange) alternate with the odd numbers in serpentine fashion. Numbers dividing by 5 then alternate down then up, every two threes.  (bottom) the color keys used. (One could show primes with italics)

In a following post, the consequences of this inner structure reveal Twelve’s cellular structure within the number field.

Eleven Questions on Sacred Numbers

In 2011, Sacred Number and the Origins of the Universe was nicely re-published in Portuguese by Publisher Pensamento in Brazil. Their press agent contacted my publisher for an email interview from a journalist who posed eleven questions about sacred number.

Interview:

1) Is the universe a mathematical equation? 

If the universe is a creation then it needs to have organizing principles governing its structure. I believe that this structure is governed by what we call sacred numbers. Numbers relative to each other form proportions that in sound are perceived as musical intervals. The universe is more like a set of musical possibilities, making it more dramatic and open-ended than an equation.

Continue reading “Eleven Questions on Sacred Numbers”