Upcoming aspects in this 18 Year Cycle: Feb 04 (Sat) = 85.5 degrees, Mar 14 (Tue) = 90 degrees, Apr 13 (Thu), May 07 (Sun), May 26 (Fri), Jun 19 (Mon), Jul 16 (Sun), Aug 22 (Tue), Sep 25 (Mon), Oct 21 (Sat), Nov 12 (Sun), Dec 02 (Sat), Dec 26 (Tue), 2018 Jan 29 (Mon) = 144 degrees. See also HERE |
Monday, January 9, 2017
SPX vs 4.5 Degree Steps of Lunar Node to Lunar Apogee | 80th Harmonic
Labels:
18 Year Cycle,
18.6 Year Cycle,
19 Year Cycle,
56 Year Cycle,
Apogee,
AstroFin,
David McMinn,
Financial Astrology,
Lunar Node Cycle,
Metonic Cycle,
Moon,
Saros Cycle,
SPX,
True Lunar Node,
US-Stocks
Sunday, January 8, 2017
DJIA 2017 | Presidential Cycle + Seasonal Pattern + Decennial Cycle
Seasonal
Cycle (1900-2016) Jan 01 - Dec 31 =
+6.99%
1st
Year of the Presidential Cycle (2017) Jan 01 - Dec 31 = +5.48%
7th
Year of the Decennial Cycle (2017) Jan 01 - Dec 31 = +4.82%
|
"The Sun's position by itself in relation to the stock
market can show you trends that are more
or less active for each year, as the Sun degrees
are generally fixed. They fall on about the
same date every year. So this is why some periods
of the year would be more of a pattern."
Jack
Gillen (1979): The Key to Speculation on the New York Stock Exchange.
|
Labels:
Annual Cycle,
AstroFin,
Decennial Cycle,
DJIA,
Financial Astrology,
Jack Gillen,
NYSE Natal Chart,
Presidential Cycle,
Sun,
US-Stocks
Seasonality | DJIA | NDX | FTSE | DAX | HSI | NI225
Credits: Seasonal Charts |
SPX vs 15 Degree Steps of Lunar Node to Lunar Apogee | 24th Harmonic
Upcoming aspects in this 18 Year Cycle: Jan 12 (Thu) = 165 degrees, Mar 14 (Tue) = 180 degrees, Apr 28 (Fri), Jun 04 (Sun), Jul 16 (Sun), Sep 17 (Sun), Oct 28 (Sat), Dec 02 (Sat), Jan 15, 2018 (Mon). |
David McMinn (2016): 9/56 Year Cycle: Lunar North Node - Apogee Angles [5 p.] |
Labels:
18 Year Cycle,
18.6 Year Cycle,
19 Year Cycle,
56 Year Cycle,
Apogee,
AstroFin,
David McMinn,
Financial Astrology,
Lunar Node Cycle,
Metonic Cycle,
Moon,
Saros Cycle,
SPX,
True Lunar Node,
US-Stocks
Saturday, January 7, 2017
Harmony of the Spheres | Dance of the Planets
James Ferguson’s (1710-1776) representation of the apparent
motion of the Sun, Mercury, and Venus from the Earth, based on similar diagrams
by Giovanni Cassini (1625-1712) and Roger Long (1680-1770). Taken from the
"Astronomy" article in the first edition of the Encyclopædia
Britannica (1771; Volume 1, Fig. 2 of Plate XL facing page 449). This
geocentric diagram shows, from the location of the Earth, the Sun's apparent
annual orbit, the orbit of Mercury for 7 years, and the orbit of Venus for 8
years, after which Venus returns to almost the same apparent position in
relation to the Earth and Sun. In Arabic, Venus is called “El Zahra” - the flower. See HERE + HERE + HERE + HERE
Earth - Mercury Cycle. This and all following graphics by John Martineau. |
Earth - Venus Cycle: Earth = 8 years x 365.256 days/year = 2,922.05 days Venus = 13 years x 224.701 days/year = 2,921.11 days (ie. 99.9%) |
Earth - Mars Cycle. |
Earth - Jupiter Cycle. |
Saturn - Uranus Cycle. |
Jupiter - Saturn Cycle. |
Venus - Mars Cycle. |
The radius of the Moon compared to the Earth's is 3:11 |
Radius of Moon = 1,080 miles = 3 x 360
Radius of Earth = 3,960 miles = 11 x 360 = 33 x 1 x 2 x 3 x 4 x 5
Radius of Earth plus Radius of Moon = 5,040 miles = 1 x 2 x 3 x 4 x 5 x 6 x 7 = 7 x 8 x 9 x 10
The ratio 3:11 is 27.3%, and the orbit of the Moon takes 27.3 days, which is also the average rotation period of a sunspot. The closest to farthest distance ratio that Venus and Mars each experiences in the Mars-Venus dance is also 3:11. The Earth orbits between them. The sizes of the Moon and the Earth is drawn to scale in the last illustration above, where the perimeters of the dotted square and the dotted circle are of the same length: The perimeter of the dotted red square is 4 x Earth’s diameter = 4 x 7,920 miles = 31,680 miles. The circumference of the dotted blue circle is 2 pi x radius = 2 x 3.142 x 5040 miles = 31,667 miles (ie. 99.9%).
Radius of Earth = 3,960 miles = 11 x 360 = 33 x 1 x 2 x 3 x 4 x 5
Radius of Earth plus Radius of Moon = 5,040 miles = 1 x 2 x 3 x 4 x 5 x 6 x 7 = 7 x 8 x 9 x 10
The ratio 3:11 is 27.3%, and the orbit of the Moon takes 27.3 days, which is also the average rotation period of a sunspot. The closest to farthest distance ratio that Venus and Mars each experiences in the Mars-Venus dance is also 3:11. The Earth orbits between them. The sizes of the Moon and the Earth is drawn to scale in the last illustration above, where the perimeters of the dotted square and the dotted circle are of the same length: The perimeter of the dotted red square is 4 x Earth’s diameter = 4 x 7,920 miles = 31,680 miles. The circumference of the dotted blue circle is 2 pi x radius = 2 x 3.142 x 5040 miles = 31,667 miles (ie. 99.9%).
Labels:
Astronomy,
Earth,
Giovanni Cassini,
Harmonics,
James Ferguson,
Johannes Kepler,
John Martineau,
Mercury,
Orbits,
Pythagoras,
Roger Long,
Sun,
Venus
Thursday, January 5, 2017
The Measure of the Circle | Math for Mystics
Pi (π) is the ratio of the circumference of a circle to its diameter. As a fraction, its closest approximations are 22/7, 333/106 and 355/113. |
Projection on the plane of the ecliptic of the parabolic orbits of 72 comets, 1802. Engraving by Wilson Lowry after Johann Elert Bode. |
Circle of Fifths, and relationship of relative minor keys to major key signatures. |
"The
circle is one of the noblest representations of Deity, in his noble
works of human nature. It bounds, determines, governs, and dictates
space, bounds latitude and longitude, refers to the Sun, Moon, and all
the planets, in direction, brings to the mind thoughts of eternity, and
concentrates the mind to imagine for itself the distance and space it
comprehends. It rectifies all boundaries; it is the key to information
of the knowledge of God; it points to each and every part of God's noble
work."
John Davis (1845): The Measure of the Circle [p. 12].
John Davis (1845): The Measure of the Circle [p. 12].
Labels:
Circle,
Harmonics,
John Davis,
Math for Mystics,
OT,
Phi,
Pi,
Pythagoras
Tuesday, January 3, 2017
Lunar and Solar Eclipses 2017 | August 21 — The Great American Eclipse
2017 Feb 11 (Sat) = Penumbral Lunar Eclipse @ 24° LEO 59' This eclipse may turn out to be of immediate importance to Canada and the USA. The UK, Spain, Algeria, Morocco and Mali are likely to be affected at a later date. With the Sun being eclipse ruler, countries falling under the Sun’s rulership will have to be taken into consideration. |
2017 Feb 26 (Sun) = Annular Solar Eclipse @ 02° PIS 34' This eclipse may be of immediate importance to Canada and the USA. With Jupiter being eclipse ruler, countries falling under Jupiter’s rulership will have to be taken into consideration. |
2017 Aug 07 (Mon) = Partial Lunar Eclipse @ 08° AQU 04' This eclipse may turn out to be of immediate importance to Poland, Austria and Italy. Russia, China and India may be affected at a later date. With Saturn being eclipse ruler, countries falling under Saturn’s rulership will have to be taken into consideration. |
2017 Aug 21 (Mon) = Total Solar Eclipse @ 20° LEO 21' This is truly a great American eclipse sweeping the U.S. from the Pacific to the Atlantic. However, this eclipse may be of immediate importance to Russia. Canada and the USA are likely to be affected at a later date. With the Sun being eclipse ruler, countries falling under the Sun’s rulership will have to be taken into consideration. Sources: NASA. + Peter Stockinger. See also HERE + HERE |
Asa Smith’s Illustrated Astronomy was the most popular American pictorial astronomy guide of the 19th century, with numerous diagrams demonstrating or showing principles of planetary motion and features, other astronomical phenomena, the moon, and the constellations. Originally copyrighted in 1848, numerous editions followed. |
DJIA vs Eclipses 2014 - 2016 (HERE) |
FTSE vs Eclipses 2004 - 2013 (HERE) |
More about Stock Markets vs Lunar Node's Speed and the Eclipse Crash Window HERE |
Labels:
Asa Smith,
Astronomy,
Eclipses,
Fred Espenak,
Lunar Eclipse,
Moon,
Mundane Astrology,
NASA,
Peter Stockinger,
Solar Eclipse,
Sun,
True Lunar Node
Monday, January 2, 2017
DAX vs Iris Treppner's Astro Forecast 2012 - 2021 | Review 2016
Labels:
AstroFin,
DAX,
Financial Astrology,
Iris Treppner,
Natal Chart,
US-Stocks
SPX vs Mercury Speed | January 2017
Labels:
AstroFin,
Financial Astrology,
heliocentric,
Mercury,
Speed,
SPX,
US-Stocks
SPX vs Declination of Mercury + Venus | January 2017
Labels:
AstroFin,
Astrometric Indicator,
Financial Astrology,
geocentric,
heliocentric,
SPX,
US-Stocks
SPX vs Cosmic Cluster Days | January 2017
Upcoming Cosmic Cluster Days (CCDs) are: Jan 09 (Mon), Jan 11 (Wed), Jan 12 (Thu), Jan 25 (Wed), Feb 08 (Wed). |
Labels:
AstroFin,
Astronomy,
Cosmic Cluster Days,
declinations,
geocentric,
heliocentric,
Planetary Composite Index,
SPX,
US-Stocks
SPX vs Mercury – Venus Cycle | January 2017
Upcoming Turn-Days: Dec 28 (Wed), Jan 01 (Sun), Jan 06 (Fri), Jan 15 (Sun), Jan 18 (Wed), Jan 28 (Sat). |
Labels:
AstroFin,
Financial Astrology,
Mercury,
Mercury - Venus Cycle,
SPX,
US-Stocks,
Venus
SPX vs Jupiter – Saturn Cycle | January 2017
Upcoming Turn-Days: Dec 30 (Fri), Jan 05 (Thu), Jan 15 (Sun), Jan 26 (Thu), Feb 01 (Wed), Feb 09 (Thu). |
Labels:
AstroFin,
Financial Astrology,
Jupiter - Saturn Cycle,
SPX,
US-Stocks
SPX vs AstroMetric Indicator | January 2017
Upcoming turn-days: Jan 02 (Mon), Jan 03 (Tue), Jan 04 (Wed), Jan 05 (Thu), Jan 06 (Fri), Jan 11 (Wed), Jan 13 (Fri), Jan 19 (Thu), Jan 22 (Sun), Jan 25 (Wed), Feb 01 (Wed). |
Labels:
AstroFin,
Astrometric Indicator,
Financial Astrology,
geocentric,
heliocentric,
SPX,
US-Stocks
SPX vs True Node Speed = Mean Node Speed + Extremes | January 2017
Upcoming signal-days: Jan 02 (Mon), Jan 05 (Thu), Jan 08 (Sun), Jan 11 (Wed), Jan 14 (Sat), Jan 18 (Wed), Jan 23 (Mon), Jan 25 (Wed), Jan 28 (Sat). |
Labels:
AstroFin,
Financial Astrology,
Mean Lunar Node,
Moon,
Moon Wobbles,
Speed,
SPX,
Sun,
True Lunar Node,
US-Stocks
Friday, December 23, 2016
Mithra | The Pagan Christ
Double-faced Mithraic relief. Rome, 2nd to 3rd century CE (Louvre Museum) |
The first written mention of the Vedic Mitra dates to 1400 bc. His worship spread to Persia and, after the defeat of the Persians by Alexander the Great, throughout the Hellenic world. In the 3rd and 4th centuries ad, the cult of Mithra, carried and supported by the soldiers of the Roman Empire, was the chief rival to the newly developing religion of Christianity. The Roman emperors Commodus and Julian were initiates of Mithraism, and in 307 Diocletian consecrated a temple on the Danube River to Mithra, “Protector of the Empire.”
Over the centuries—in fact, from the earliest Christian times — Mithraism has been compared to Christianity, revealing numerous similarities between the two faiths' doctrines and traditions, including as concerns stories of their respective godmen. In developing this analysis, it should be kept in mind that elements from Roman, Armenian and Persian Mithraism are utilized, not as a whole ideology but as separate items that may have affected the creation of Christianity, whether directly through the mechanism of Mithraism or through another Pagan source within the Roman Empire and beyond. The evidence points to these motifs and elements being adopted into Christianity not as a whole from one source but singularly from many sources, including Mithraism. Thus, D.M. Murdock points out, the following list represents not a solidified mythos or narrative of one particular Mithra or form of the god as developed in one particular culture and era but, rather, a combination of them all for ease of reference as to any possible influences upon Christianity under the name of Mitra/Mithra/Mithras. Mithra has the following in common with the Jesus character:
Mithra was born on December 25th of the virgin Anahita.
The babe was wrapped in swaddling clothes, placed in a manger and attended by shepherds.
He was considered a great traveling teacher and master.
He had 12 companions or "disciples."
He performed miracles.
As the "great bull of the Sun," Mithra sacrificed himself for world peace.
Mithra ascending to heaven in his solar cart, with sun symbolHe ascended to heaven.
Mithra was viewed as the Good Shepherd, the "Way, the Truth and the Light," the
Redeemer, the Savior, the Messiah.
Mithra is omniscient, as he "hears all, sees all, knows all: none can deceive him."
He was identified with both the Lion and the Lamb.
His sacred day was Sunday, "the Lord's Day," hundreds of years before the appearance
of Christ.
His religion had a eucharist or "Lord's Supper."
Mithra "sets his marks on the foreheads of his soldiers."
Mithraism emphasized baptism.
The similarities between Mithraism and Christianity have included their chapels, the term "father" for priest, celibacy and, it is notoriously claimed, the December 25th birthdate. Over the centuries, apologists contending that Mithraism copied Christianity nevertheless have asserted that the December 25th birthdate was taken from Mithraism. As Sir Arthur Weigall says: "December 25th was really the date, not of the birth of Jesus, but of the sun-god Mithra. Horus, son of Isis, however, was in very early times identified with Ra, the Egyptian sun-god, and hence with Mithra."
"Both Mithras and Christ were described variously as 'the Way,' 'the Truth,' 'the Light,' 'the Life,' 'the Word,' 'the Son of God,' 'the Good Shepherd.' The Christian litany to Jesus could easily be an allegorical litany to the sun-god. Mithras is often represented as carrying a lamb on his shoulders, just as Jesus is. Midnight services were found in both religions. The virgin mother [...] was easily merged with the virgin mother Mary. Petra, the sacred rock of Mithraism, became Peter, the foundation of the Christian Church."
Gerald Berry: Religions of the World
"Mithra or Mitra is [...] worshipped as Itu (Mitra-Mitu-Itu) in every house of the Hindus in India. Itu (derivative of Mitu or Mitra) is considered as the Vegetation-deity. This Mithra or Mitra (Sun-God) is believed to be a Mediator between God and man, between the Sky and the Earth. It is said that Mithra or [the] Sun took birth in the Cave on December 25th. It is also the belief of the Christian world that Mithra or the Sun-God was born of [a] Virgin. He travelled far and wide. He has twelve satellites, which are taken as the Sun's disciples [...] [The Sun's] great festivals are observed in the Winter Solstice and the Vernal Equinox—Christmas and Easter. His symbol is the Lamb [...] "
Swami Prajnanananda: Christ the Saviour and Christ Myth.
D.M. Murdock concludes, that ""Christmas" is the birth not of the "son of God" but of the sun. Indeed, there is much evidence—including many ancient monumental alignments — to demonstrate that this highly noticeable and cherished event of the winter solstice was celebrated beginning hundreds to thousands of years before the common era in numerous parts of the world. The observation was thus provably taken over by Christianity, not as biblical doctrine but as a later tradition in order to compete with the Pagan cults, a move we contend occurred with numerous other "Christian" motifs, including many that are in the New Testament."
For three days, on December 22nd , 23rd, and 24th, the Sun rises on the
exact same declinational degree. This is the only time in the year
that the Sun actually stops its movement in the sky. On
the morning of December 25th the Sun moves northward again, beginning its
annual journey back into the Northern Hemisphere, ultimately bringing the
spring. By the ancients, anything steadily moving all year long that suddenly stops moving for
three days was considered to have died. Therefore, God’s Sun who was dead
for three days, moves one angular minute northward on December 25th and is symbolically
born again (see also HERE + HERE).
Even the darkest night will end, And the sun will rise again. Jalāl ad-Dīn Muhammad Rūmī (1207-1273) |
Labels:
Acharya S,
Apollo,
Arthur Weigall,
Astronomy,
Astrotheology,
Christianity,
D.M. Murdock,
Declination,
Dionysius,
Gerald Berry,
Jacob Bar-Salibi,
Jesus,
Mithra,
OT,
Sol Invictus,
Sun,
Winter Solstice
Tuesday, December 20, 2016
No Shortcut to Knowledge | Euclid's Elements
"Ptolemy I. asked Euclid whether there was any shorter way to a knowledge of geometry than by study of The Elements, whereupon Euclid answered that there was no royal road to geometry." Commentary on The Elements. Proclus Diadochus (410-485). |
Euclidean geometry is the mathematical system
attributed to the Alexandrian Greek mathematician Euclid (365-275 BC), which he described in his textbook
The Elements,
referred to as the most successful and influential textbook ever written.
The word element in the Greek language is the same as letter, and was used to describe a theorem that is all-pervading and helps furnishing proofs of many other theorems. Euclid's method consists in assuming a small set of intuitively appealing axioms, and deducing many other propositions from these. Although many of Euclid's results had been stated by earlier mathematicians, Euclid was the first to show how these propositions could fit into a comprehensive deductive and logical system.
The Elements begins with plane geometry, and goes on to the solid geometry of three dimensions. Much of the Elements states results of what are now called algebra and arithmetic, explained in geometrical language. For more than two thousand years, the adjective "Euclidean" was unnecessary because no other sort of geometry had been conceived. Euclid's axioms seemed so intuitively obvious that any theorem proved from them was deemed true in an absolute, often metaphysical, sense.
Being first set in type in Venice in 1482, it is one of the very earliest mathematical works to be printed after the invention of the printing press and was estimated to be second only to the Bible in the number of editions published. For centuries, when the Quadrivium was included in the curriculum of all university students, knowledge of at least part of Euclid's Elements was required of all students. Not until the 20th century, by which time its content was universally taught through other school textbooks, did it cease to be considered something all educated people had read.
In 1847 Oliver Byrne (1810–1880), an Irish civil engineer, surveyor, mathematician and teacher, published a notable edition of Euclid’s Elements (HERE). He was an expansive thinker and his aim was to reduce the sheer quantity of text, and to give a visual form to the information. The result is a surprisingly modern layout: a combination of bright blue, red, and yellow woodblock-printed shapes, thoroughly integrated with the black type and rules throughout the book. Byrne's edition has become the subject of renewed interest in recent years for its innovative graphic conception and its style which prefigures the modernist experiments of the Bauhaus and De Stijl movements.
The word element in the Greek language is the same as letter, and was used to describe a theorem that is all-pervading and helps furnishing proofs of many other theorems. Euclid's method consists in assuming a small set of intuitively appealing axioms, and deducing many other propositions from these. Although many of Euclid's results had been stated by earlier mathematicians, Euclid was the first to show how these propositions could fit into a comprehensive deductive and logical system.
The Elements begins with plane geometry, and goes on to the solid geometry of three dimensions. Much of the Elements states results of what are now called algebra and arithmetic, explained in geometrical language. For more than two thousand years, the adjective "Euclidean" was unnecessary because no other sort of geometry had been conceived. Euclid's axioms seemed so intuitively obvious that any theorem proved from them was deemed true in an absolute, often metaphysical, sense.
Being first set in type in Venice in 1482, it is one of the very earliest mathematical works to be printed after the invention of the printing press and was estimated to be second only to the Bible in the number of editions published. For centuries, when the Quadrivium was included in the curriculum of all university students, knowledge of at least part of Euclid's Elements was required of all students. Not until the 20th century, by which time its content was universally taught through other school textbooks, did it cease to be considered something all educated people had read.
In 1847 Oliver Byrne (1810–1880), an Irish civil engineer, surveyor, mathematician and teacher, published a notable edition of Euclid’s Elements (HERE). He was an expansive thinker and his aim was to reduce the sheer quantity of text, and to give a visual form to the information. The result is a surprisingly modern layout: a combination of bright blue, red, and yellow woodblock-printed shapes, thoroughly integrated with the black type and rules throughout the book. Byrne's edition has become the subject of renewed interest in recent years for its innovative graphic conception and its style which prefigures the modernist experiments of the Bauhaus and De Stijl movements.
Labels:
Algebra,
Bauhaus,
De Stijl,
Elements,
Euclid,
Euclidean Geometry,
Number Theory,
Oliver Byrne,
OT,
Proclus Diadochus,
Ptolemy,
Quadrivium
Monday, December 19, 2016
Sun — Earth — Man | In Tune With Cosmic Rhythms
To look at the solar system and its constituent parts as a whole that embraces a complex web of holistic interrelations, is a premise of traditional astrology, which seemed antiquated, but turns out to be trend-setting. Thus, it appears promising to subject the astrological thesis of an influence of celestial bodies on the Earth and life on its surface to a new test. The quality of the astrological body of theses matches the holistic results of modern research, as it represents the archetype of an integrating science. Astrology of this brand was a historical reality in the era of Kepler, Galileo and Newton. It is well known that Kepler was both an astrologer and one of the creative founders of modern science. Book IV of his principle work Harmonices Mundi (1619) with the heading "Book on Metaphysics, Psychology, and Astrology" is evidence of this, as well as his papers De fundamentis astrologiae certioribus (1602) and De stella nova (1604). Those who pretend that Kepler was not really engaged in astrology should read these writings."
Theodor Landscheidt - German jurist, mathematician, astronomer, astrologist, and climatologist, in Sun - Earth - Man: A Mesh of Cosmic Oscillations (1988).
Theodor Landscheidt (1989): Mini-Crash in Tune With Cosmic Rhythms. Solar system instability events and the stock market. In: Cycles Magazine - Volume 40, Number 6 Nov-Dec, pp. 317-319. |
Labels:
AstroFin,
Astronomy,
Cycles Magazine,
Financial Astrology,
Johannes Kepler,
Market and Solar Activity,
SPX,
Theodor Landscheidt
Subscribe to:
Posts (Atom)