365-quick-guide

For Humankind to ignore or dismiss these beautiful configurations is to be a species unworthy of the Cosmos into which we are born. 

EXAMPLE 1. During one Earth rotation period, The Moon revolves 0.0365 revolutions.

EXAMPLE 2. Earth’s (polar) diameter is equal to 3.6573 times The Moon’s (equatorial) diameter. 

EXAMPLE 3 The SUM of the rotation periods of The Sun, The Moon, and The Planets = 365.304 Earth sidereal days.

EXAMPLE 4. During the precise time period of HALF an Earth Year, The Four Inner Solar System Planets rotate altogether a total of 365.00 rotations.

EXAMPLE 5. During the precise time period of HALF an Earth Year, The Four Inner Solar System Planets revolve altogether a total of 3.6547 revolutions.

EXAMPLE 6. During the precise time period of A QUARTER of an Earth Year, The Four Inner Solar System NON-Planetary Bodies rotate altogether a total of 365.7078 rotations.

EXAMPLE 7. During ONE QUARTER of An Earth Day, The LARGE Satellites of The Solar System, together with their Parent Planets rotate altogether a total of 3.6597 rotations.

 EXAMPLE 8. A PRIMARY Satellite is the LARGEST Satellite for a particular planet. During the precise time period of One Earth Day, The PRIMARY Satellites of The Solar System revolve altogether a total of 3.6598 revolutions.

EXAMPLE 9. FOUR times the DIRECTED Number SUM (ie:- subtract for retrogrades) of The Orbital Periods of The LONG Period PRIMARY Satellites of The Solar System = 365.8097 Earth Days.

EXAMPLE 10.  The SUM of the orbital periods of The Moon and the Three Inferior Bodies = 365.65 Earth sidereal days.

EXAMPLE 11. TWICE The SUM of The Adjacent Orbit Pass Periods of The Nineteen LARGE Satellites of The Outer Solar System = 365.28 Earth sidereal days.

EXAMPLE 12. HALF The SUM of The Adjacent Orbit PASS PERIODS of Earth and The Superior Planets = 365.3208 Earth Years.

EXAMPLE 13. During the precise time period of TWO Moon orbital periods, The Naked-Eye-Visible Planets rotate and revolve altogether a total of 365.5254 times.

EXAMPLE 14. TWICE the DIRECTED Number SUM (ie:- subtract for retrogrades) of the rotation periods of The Four Inner Solar System Planets = MINUS 365.697 Earth sidereal days.

EXAMPLE 15. TWICE the DIRECTED Number SUM of the rotation periods of the Four Giant Planets and the orbital periods of their 18 LARGE satellites = 365.70196 Earth sidereal days.

EXAMPLE 16. TWICE The Directed Number SUM of the rotation periods (ie:- subtracting for retrogrades) of The Planets excluding Earth (and excluding Pluto, treating it as a Trans-Neptunian Object, rather than as a planet) = MINUS 365.072 Earth days.

EXAMPLE 17. Mars and Jupiter are neighbor planets. Mars and Earth are neighbor planets The Mars/Jupiter Pass Period exceeds The Mars/Earth Pass Period by 36.5 Earth days

EXAMPLE 18. Mercury and Venus are neighbor planets, and Venus and Earth are neighbor planets.

HALF The Mercury/Venus Pass Period PLUS HALF The Venus/Earth Pass Period = 365.22 Earth sidereal days.

EXAMPLE 19. Half the SUM of Venus synodic revolution period plus Venus synodic rotation period = 365.92 Earth sidereal days.

EXAMPLE 20. ONE QUARTER of Venus synodic rotation period = 36.5818 Earth sidereal days.

EXAMPLE 21. Mars and Jupiter are neighbor planets. Jupiter’s Orbital Period exceeds Mars’ Orbital Period by 3653.6 Earth sidereal days.

EXAMPLE 22. There are just Two Inferior Planets, ie:- Mercury and Venus. TWICE The SUM of The Five Periods of each of these two planets = 3655.19 Earth sidereal days.

EXAMPLE 23. During the precise time period of One Earth Year, The Eight Inner Solar System  Bodies revolve and rotate altogether a total of 3650 times (expressed to three significant figures). 

EXAMPLE 24. The Sun, The Moon, and Mercury are the only prograde bodies that can ever be inferior to The Earth (ie:- closer to the Sun than Earth is) (Venus has retrograde rotation, and is therefore not a prograde body.)

During the precise time period of TWO Earth days, The Sun, The Moon, and Mercury rotate and revolve altogether a total of 0.3654 times in all.

EXAMPLE 25. There are only three planets that (each) have only just one single LARGE satellite. These are Earth (whose one single LARGE satellite is The Moon), and Neptune (whose one single LARGE satellite is Triton), and Pluto (whose one single LARGE satellite is Charon). (All the other planets have either no satellites, or no LARGE satellites, or MULTIPLE LARGE satellites.).

During the precise time period of one Earth SIDEREAL Day, These three planets and their (single) LARGE satellites revolve altogether a total of 0.36509 revolutions.

EXAMPLE 26. THE NAKED-EYE-VISIBLE PLANETS.     The Naked-Eye-Visible Planets (arranged in ascending orbit order) are:- Mercury, Venus, Earth, Mars, Jupiter, and Saturn. Here are their orbital and rotation periods (expressed in Earth days):-

Mercury orbital period = 87.9694 and rotation period = 58.6462 and The SUM of its orbital and rotation periods = 146.6156

Venus orbital period = 224.695 and rotation period = 243.0187 and The SUM of its orbital and rotation periods = 467.714

Earth orbital period = 365.256 and rotation period = 0.9972697 and The SUM of its orbital and rotation periods = 366.253

Mars orbital period = 686.98 and rotation period = 1.02596 and The SUM of its orbital and rotation periods = 688.006

Jupiter orbital period = 4330.595 and rotation period = 0.41354 and The SUM of its orbital and rotation periods = 4331.009

Saturn orbital period = 10727.160 and rotation period = 0.44401 and The SUM of its orbital and rotation periods = 10727.60

With these SUMS of revolution + rotation periods in mind, look at the following graphic. (Note:- all ratios are Superior Body: Inferior Body)

 ONE QUARTER of the SUM of The Ratios = 3.656

EXAMPLE 27. The Earth Neighbors (arranged in ascending orbit order) are:- Venus, The Moon, and Mars.

The mass of each of these bodies and Earth (expressed in units of 1024 kilograms) are as follows:- Venus 4.8685 and Earth 5.9736 and The Moon 0.07349 and Mars 0.64185

With these figures in mind, look at the following graphic.

FOUR times The SUM of these three ratios = 364.98, which is 365 when expressed to three significant figures.

EXAMPLE 28. This example involves the masses of The Planets (excluding Pluto, treating it as a Trans-Neptunian Object). The masses are expressed in units of 1024 kilograms. The Inner Solar System (arranged in ascending orbit order) consists of Mercury, Venus, Earth, and Mars. Mercury mass = 0.3302 and Venus mass = 4.8685 and Earth mass = 5.9736 and Mars mass = 0.64185 The Outer Solar System (arranged in ascending orbit order) consists of Jupiter, Saturn, Uranus, and Neptune. Jupiter mass = 1898.6 and Saturn mass = 568.46 and Uranus mass = 86.625 and Neptune mass = 102.43

Now look at the following graphic. 

SUM of Ratios = 36.49217, ie:- 36.5 expressed to three significant figures. 

 EXAMPLE 29. Jupiter has Four Large Satellites (The Four “Galilean” Satellites). Inferior to them (ie:- closer to Jupiter) are Jupiter’s Four Small “Inner” Satellites. The names of these Four Small “Inner” Satellites, arranged in ascending orbit order are:- Metis, Adrastea, Amalthea, and Thebe. A Pass Period is the length of time between successive occasions when two planets (or satellites) pass one another. The Metis/Adrastea Pass Period = 25.26468 Earth days, and The Adrastea/Amalthea Pass Period = 0.743235 Earth days, and The Amalthea/Thebe Pass Period = 1.90545 Earth days.

The following graphic shows the Pass Periods (expressed in Earth days) between adjacent orbit satellites.

The SUM of The Ratios = 36.5566

EXAMPLE 30. Uranus has Five Large Satellites. Arranged in ascending orbit order, these are:- Miranda, Ariel, Umbriel, Titania, and Oberon. Their orbital periods (expressed in Earth days) are – respectively – 1.4134840 and 2.52037932 and 4.1441765 and 8.7058703 and 13.4632423  In the graphic below the abbreviation DIFF stands for DIFFERENCE.

The SUM of The DIFFERENCES between The DIFFERENCES = 3.650477

EXAMPLE 31. Jupiter has Four Large Satellites (The Four “Galilean” Satellites). Arranged in ascending orbit order, their names are:- Io, Europa, Ganymede, and Callisto. Their orbital periods (expressed in Earth days) are – respectively – 1.769137786 and 3.551181041 and 7.15455296 and 16.6890184 With these periods in mind, look at the following graphic. DIFF stands for DIFFERENCE.

The DIFFERENCE between The DIFFERENCES = 1.821329 Earth days. TWICE this time period is 3.65263 Earth days.

EXAMPLE 32. During the precise time period of One Eclipse Year, Earth, Moon, and The Two Inferior Planets (Mercury and Venus) rotate synodically altogether a total of 365.6944 rotations.

EXAMPLE 33. The DIRECTED NUMBER SUM (ie:- subtract for retrogrades) of The LONG sidereal Periods of The Inner Solar System Planets, excluding Earth, is 365.88 Earth days. 

EXAMPLE 34. Saturn and Uranus are neighbor planets.

FOUR times the SUM of the orbital periods of The INNERMOST Satellites of Saturn, and Uranus (ie:- Saturn’s Pan, and Uranus’ Cordelia) = 3.6503 Earth sidereal days.

EXAMPLE 35. The OUTERMOST LARGE PROGRADE Satellites of The Four Giant Planets. The ARITHMETIC MEAN of their orbital periods is 36.59406 Earth sidereal days.

EXAMPLE 36. The SUM of the orbital periods of The Inner Solar System Planets, excluding Earth is 2.7368 Earth Years.                      The reciprocal of the number 2.7368 is 0.365

EXAMPLE 37. HALF the SUM of The Moon’s Orbital Period PLUS The Moon’s Orbital Oscillation Period = 0.27422 Earth Years.

The reciprocal of the number 0.27422 is 3.65 (when expressed to three significant figures.

EXAMPLE 38. HALF The SUM of The Orbital Periods of The LARGE Outer Solar System Satellites = 0.273345 Earth years. The reciprocal of the number 0.273345 is 3.6584

EXAMPLE 39. During HALF a Moon Orbital Period, The Four Inner Solar System Planets REVOLVE altogether a total of 0.27337 revolutions. The reciprocal of the number 0.27337 is 3.658

 EXAMPLE 40. During A QUARTER of The Moon’s Orbital Period, The Four Inner Solar System NON-Planetary Bodies rotate altogether a total of 27.3554 rotations.

The reciprocal of the number 27.3554 is 0.036556

EXAMPLE 41. The Moon’s orbital period is 27.321661 Earth days.

During ONE THIRD of this time period, The Four Inner Solar System NON-Planetary Bodies rotate altogether a total of 36.5 rotations.) (expressed to three significant figures).

 EXAMPLE 42. THE EARTH NEIGHBORS.

The Earth Neighbors are:- Venus, The Moon, Mars, and The Two Mars Satellites – Phobos and Deimos.

The SUM of the rotation periods of Earth and its neighbors  = 273.94494 Earth days.  The reciprocal of the number 273.94494 is 3.6504

EXAMPLE 43. During the precise time period of TWO Earth Days, Jupiter and its Eight Close “Regular” Satellites rotate altogether a total of 27.39929 rotations.

 The reciprocal of the number 27.39929 is 0.0365 (when expressed to three significant figures).

EXAMPLE 44. FOUR times The SUM of the synodic rotation periods of The Moon and The Planets (excluding Pluto, which is sometimes regarded as being a “Trans-Neptunian Object”, rather than a “proper” planet) = 2.73338 Earth Years.

The reciprocal of the number 27.3338 is 0.36585

EXAMPLE 45. There are Three Retrograde (rotation) Planets, ie:- Venus, Uranus, and Pluto. FOUR times The SUM of their rotation periods = 2.739164 Earth Years.

The reciprocal of the number 2.739164 is 0.36507

EXAMPLE 46. There are a number of sunspot cycles. One of these is the 250 day cycle. FOUR times this time period = 2.7378 Earth Years.

The reciprocal of this number = 0.365256

  EXAMPLE 47. THREE times The SUM of the rotation periods of The Moon and The Planets = 2.737175 Earth Years.

The reciprocal of the number 2.737175 is 0.36534

EXAMPLE 48. Deimos is one of Mars’ Two Satellites. The Deimosic Day (length of time between successive risings of Deimos on a fixed horizon on Mars) is 5.476952 Earth days.  Twice the reciprocal of the number 5.476952 is 0.36516

EXAMPLE 49.

There are Four Giant Planets. Arranged in ascending orbit order (ie:- in ascending order of distance from The Sun), they are:- Jupiter, Saturn, Uranus, and Neptune. Jupiter and Saturn are “The Two Gas Giants”. Uranus and Neptune are “The Two Ice Giants”.

The “day” of a satellite is the length of time between successive risings of the satellite on a fixed horizon of the parent planet.    

This example involves just “The Two Ice Giants”. These two planets have a total of Six LARGE Satellites. The SUM of The DAYS of these six satellites = 5.4781445 Earth days.

TWICE The RECIPROCAL OF THIS NUMBER = 0.365087  

EXAMPLE 50. There are just FOUR SLOW-ROTATING Bodies in The Inner Solar System, ie:- Mercury, Venus, The Sun, and The Moon. The SUM of their Synodic Revolution Periods and Synodic Rotation Periods = 2.7408 Earth Years.                                                                                               The reciprocal of this number is 0.365 (when expressed to three significant figures). 

EXAMPLE 51. There are just Four LARGE SLOW-ROTATING Bodies in The Planetary System, ie:- The Sun, Mercury, Venus, and Pluto. (All the other planets are fast-rotating.)                                                               THREE times The SUM of the rotation periods of these four bodies = 2.732719 Earth years. The reciprocal of this number = 0.36594

EXAMPLE 52. Earth’s Two Neighbor Planets are Venus and Mars.

THREE times The Venus/Mars Pass Period = 2.742635 Earth Years. The reciprocal of the number 2.742635 = 0.365 (when expressed to three significant figures.

EXAMPLE 53. The INNERMOST Satellites out as far as Jupiter are as follows:- The Sun’s INNERMOST Satellite is Mercury. Mercury and Venus have no satellites. Earth’s INNERMOST Satellite is The Moon. Mars’ INNERMOST Satellite is Phobos. Jupiter’s INNERMOST Satellite is Metis. The SUM of the synodic rotation periods of these four bodies = 0.273802 Earth Years. The reciprocal of the number 0.273802 is 3.6523

EXAMPLE 54. FOUR times the SUM of the Synodic Revolution Periods and Synodic Rotation Periods of The Sun and The Naked-Eye Visible Planets, excluding Earth = 27.387206 Earth Years.

The reciprocal of the number 27.387206 is 0.036513

EXAMPLE 55. A PRIMARY Satellite is the LARGEST Satellite for a particular planet.

During FOUR Moon orbital periods, The PRIMARY Satellites of The Superior Naked-Eye Visible Planets revolve altogether a total of 365 revolutions (expressed to three significant figures). 

EXAMPLE 56. A PRIMARY Satellite is the LARGEST Satellite for a particular planet.

During One LUNAR DAY, The Sun (which is The PRIMARY Body of The Solar System) and The PROGRADE PRIMARY Satellites (excluding Pluto satellites – treating Pluto as a Trans-Neptunian Object, rather than as a planet) rotate altogether a total of 3.6539 rotations.

EXAMPLE 57. A PRIMARY Satellite is the LARGEST Satellite for a particular planet.

During One Mars Solar Day, The Sun (which is The PRIMARY Body of The Solar System) and The PROGRADE PRIMARY Satellites of The Solar System rotate altogether a total of 3.654122 rotations.

EXAMPLE 58. A PRIMARY Satellite is the LARGEST Satellite for a particular planet.

During FOUR Sun rotation periods, The Sun (which is The PRIMARY Body of The Solar System) and The PRIMARY Satellites of The Solar System (excluding Pluto satellites – treating Pluto as a Trans-Neptunian Object, rather than as a planet) rotate altogether a total of 365.0345 rotations.

EXAMPLE 59. During the precise time period of One Mars orbital period, The Inner Solar System Revolving Bodies revolve altogether a total of 2737.2011 revolutions. The reciprocal of the number 2737.2011 = 0.0003653

EXAMPLE 60. This example involves Earth and The Two Inferior Planets (ie:- closer to The Sun than Earth is), Mercury and Venus, comparing them to The Sun. A Solar Day is the time period between two successive risings of The Sun on a fixed horizon of the planet in question. The Mercury Solar Day is 175.939 Earth days, and The Venus Solar Day is 116.7505 Earth days, and The Earth Solar Day is 1 Earth (solar) day. The Sun’s rotation period = 24.66225 Earth days. Now, with the above figures in mind, look at the following graphic.

 The SUM of the Ratios = 36.53

EXAMPLE 61. Mars has two satellites (Phobos and Deimos). The SUM of the SIDEREAL revolution (ie:- orbital) periods of Mars and its two satellites = 688.5596 Earth days. Mars SYNODIC revolution period = 779.9382 Earth days.

4 x (779.9382 minus 688.5596) = 365.51 Earth days.

EXAMPLE 62. Saturn and Uranus are neighbor planets. Uranus’ rotation period exceeds Saturn’s rotation period by 0.27432 Earth days.

The reciprocal of the number 0.27432 is 3.65 when expressed to three significant figures.

EXAMPLE 63. The Moon’s orbital plane oscillates in relation to Earth’s orbital plane with a period of 173 Earth days.                                                 During the time period of 173 Earth days, (neighbor planets) Mercury and Venus revolve altogether a total of 2.7365 revolutions.

The reciprocal of the number 2.7365 is 0.36543 

EXAMPLE 64. Jupiter has Four LARGE Satellites (The “Galilean” Satellites). Inferior to these (ie:- closer to the parent planet) are Jupiter’s Four SMALL “Inner” Satellites (sometimes known as The Four “Amalthean” Satellites).

The SUM of the orbital periods of Jupiter’s Four LARGE “Galilean” Satellites exceeds the SUM of the orbital periods of Jupiter’s Four SMALL “Inner” Satellites by 27.398135 Earth days.

The reciprocal of the number 27.398135 is 0.0365 when expressed to three significant figures.

EXAMPLE 65. The SUM of the orbital periods of The INNERMOST LARGE Satellites of The Four Giant Planets = 0.027383 Earth years.

The reciprocal of the number 0.027383 is 36.5187

EXAMPLE 66. In this example, we compare The Four Inner Solar System Planets with Jupiter’s Four Large (“Galilean”) Satellites.

The Four Inner Solar System Planets, arranged in ascending orbit order, are:- Mercury, Venus, Earth, and Mars

Jupiter’s Four LARGE “Galilean” Satellites, arranged in ascending orbit order, are:- Io, Europa, Ganymede, and Callisto. 

The masses of The Four Inner Solar System Planets (expressed in units of 1024 kilograms) are as follows:- Mercury 0.3302 and Venus 4.8685 and Earth and Moon together 6.04709 and Mars 0.64185

The masses of Jupiter’s Four Large (“Galilean”) Satellites (expressed in units of 1024 kilograms) are as follows:- Io 0.08918 and Europa 0.04791 and Ganymede 0.14817 and Callisto 0.10766 Now look at the following graphic. 

To clarify:- Sum of ratios plus ratio between the sums = 182.3485 and TWICE this number = 364.697 which is 365 when expressed to 3 significant figures.

EXAMPLE 67. There are just three Naked-Eye Visible Planets that have LARGE Satellites. These are:- Earth, Jupiter, and Saturn, which have between them altogether Thirteen LARGE Satellites.

TWICE The SUM of the orbital periods of these Thirteen LARGE Satellites exceeds TWICE The SUM of the rotation periods of their parent planets (Earth, Jupiter, and Saturn) by 365.2756 Earth days. 

EXAMPLE 68. Earth and Mars are neighbor planets.

TWICE The SUM of the Synodic Rotation Periods of Earth and Mars is equal to 36.4948 Sun oscillations, which is 36.5 Sun oscillations, when expressed to three significant figures. 

EXAMPLE 69. The SUM of the rotation periods of The Four Inner Solar System Planets is equal to 2733.19 Sun oscillations. The reciprocal of the number 2733.19 is 0.0003659

EXAMPLE 70. ONE THIRD of The SUM of the orbital periods of Pluto’s Five Satellites is equal to 365.3183 Sun oscillations.

EXAMPLE 71. The Solar System is full of apparently “meaningful” coincidences, ie:- coincidences that are apparently deliberately configured for OUR attention, so as to act as “deliberate clues” to the fact that The Solar System is artificially created, rather than naturally formed. Here is just one of these numerical coincidences – but the coincidence is even “better” than at first appears.

(A). The Sun’s diameter is 109.237 Earth diameters.

(B). Earth aphelion distance to The Sun is 109.27 Sun diameters.

This, in itself is remarkable, and appears to be a deliberately configured “coincidence”. However, there is a third related fact.

(C). The Mean Earth/Moon distance (ie:- The Moon’s semi-major axis) is 110.64 Moon diameters.

A remarkable series of numerical coincidences. However, it is even better than first appearances would suggest.

The arithmetic mean of these three numbers is 109.71567

ONE THIRD of The Number 109.71567 is 36.572  

EXAMPLE 72. Earth and Mars are neighbor planets.

There are 1339.1945 Mars sidereal days in Two Mars Years. There are 366.256 Earth sidereal days in One Earth Year.

1339.1949 ÷ 366.256 = 3.6564

EXAMPLE 73. The SUM of The Moon’s Nodal Revolution Period + The Moon’s Perigeal Revolution Period exceeds The Moon’s revolution period (orbital period) by 27.3862 Earth Years.

The reciprocal of the number 27.3862 is 0.036515 

EXAMPLE 74.  The SUM of The Moon’s Perigeal revolution period (3231.492 Earth days) and The Moon’s Nodal revolution period (6798.375 Earth days) = 10029.87 Earth days. During this time period, the number of revolutions of The Moon exceeds the number of revolutions of The Moon’s Node by 365.6 revolutions.                                                  (Moon revolution period = 27.32166 Earth days.) 

EXAMPLE 75. Mercury and Mars are, respectively, The INNERMOST and The OUTERMOST of The Inner Solar System Planets.

Mercury synodic revolution period, as viewed from Mars, exceeds Mars synodic rotation period, as viewed from Mercury by 0.2734 Earth Years.

The reciprocal of the number 0.2734 is 3.6577 

EXAMPLE 76. The LARGE PROGRADE Revolving Inner Solar System Bodies (apart from Earth itself) are:- Mercury (NOT Venus, because Venus has retrograde rotation), The Moon, and Mars (NOT The Two Mars Satellites, which are very small)

Mercury synodic revolution period = 115.8774 Earth days.  

The Moon synodic revolution period = 29.5305882 Earth days.  

Mars synodic revolution period = 779.9382 Earth days.  

The Earth (sidereal) year = 365.25636 Earth days.

The Earth year exceeds Mercury synodic revolution period by 249.3790 Earth days. 

The Earth year exceeds The Moon’s synodic revolution period by 335.7258 Earth days. 

Mars synodic revolution period exceeds The Earth year by 414.6818 Earth days.

The SUM of these three periods = 999.7866 Earth days, which is equal to (999.7866 ÷ 365.25636) = 2.73722 Earth years. The reciprocal of this number = 1 ÷ 2.73722 = 0.36533

EXAMPLE 77. Each planet has four periods, ie:- orbital period, rotation period, synodic revolution period, and synodic rotation period.

The Inner Solar System has three planets, apart from Earth. These are:- Mercury, Venus, and Mars.

The SUM of the four periods of each of these planets = 2998.8937 Earth days, ie:- an average of 999.6312 Earth days for each planet, which is 2.73679 Earth years. The reciprocal of the number 2.73679 is 0.36539 

EXAMPLE 78. Earth and Mars are neighbor planets.

During One Lunar Node Revolution Period, Mars and its two satellites rotate altogether a total of 33328.98 rotations. TWICE The SQUARE ROOT of this number = 365.1245

EXAMPLE 79. Venus and Mars are Earth’s Two Neighbor Planets.                                                Mars synodic revolution period, as viewed from Venus is 333.91 Earth days. TWICE The SQUARE ROOT of this number = 36.5470

EXAMPLE 80. There are Four inner Solar System Planets:- Mercury, Venus, Earth, and Mars.

Mars synodic revolution period, as viewed from Mercury is 100.8882 Earth days; and Mars synodic revolution period, as viewed from Venus is 333.9216 Earth days; and Mars synodic revolution period, as viewed from Earth is 779.9382 Earth days.

The SUM of these three periods = 1214.748 Earth days, which is equal to 3.32574 Earth years.

TWICE The SQUARE ROOT of this number = 3.65 when expressed to three significant figures.

EXAMPLE 81. The SUM of the orbital periods of The Four LARGE RETROGRAXDE Bodies = 333.333 Earth years.

TWICE The SQUARE ROOT of this number = 36.5148

EXAMPLE 82. The Four Giant planets are divided into two portions, ie:- Jupiter and Saturn, The Two Gas Giants – and Uranus and Neptune, The Two Ice Giants.

Here are the semi-major axes (ie:- the distance to The Sun of each planet) of these four planets (expressed in units of 106 kilometers):-

TWICE The SQUARE ROOT of the number 3.3368 = 3.65338

and

TWICE The SQUARE ROOT of the number 3.3313 = 3.6504

 EXAMPLE 83. Jupiter and Saturn are neighbor planets.

Jupiter’s mass is 3.3399 times Saturn’s mass. TWICE The SQUARE ROOT of the number 3.3399 = 3.65508

EXAMPLE 84. The SUM of Mercury’s Four Periods = 333.2663 Earth sidereal days. TWICE The SQUARE ROOT of the number 333.2663 = 36.511

EXAMPLE 85. Uranus has Five LARGE Satellites, but one of these satellites – Miranda – is only (approximately) one twentieth the mass of any of the other four satellites, and it can therefore be considered as only an intermediate sized satellite.

Here are the names and orbital periods of Uranus’ Four (really) LARGE Satellites, expressed in Earth days:- Ariel 2.52037932 and Umbriel 4.1441765 and Titania 8.7058703 and Oberon 13.4632423

With these periods in mind, now look at the following graphic:-

TWICE The SQUARE ROOT of the number 3.32642 = 3.64769

Which is 3.65 when expressed to three significant figures.

and also:-

The SUM of these two ratios = 3.6472, ie:- 3.65 when expressed to three significant figures.

EXAMPLE 86. The orbital periods of The Three Inner Solar System Planets (apart from Earth itself), expressed in Earth days are:- Mercury 87.9694 and Venus 224.695 and Mars 686.98

The arithmetic mean of these three periods = 333.2148 Earth days.

TWICE The SQUARE ROOT of the number 333.2148 = 36.508