THE TWO MOONS OF MARS ARE ARTIFICIAL SATELLITES.
Mars has two Moons – Phobos and Deimos. These two satellites have their orbital periods cleverly and ingeniously calibrated and configured so that they “align” with various mathematical and physical constants (ie:- pi, e, The Golden Section, and the Fine Structure Constant – and also with the rotation periods of The Sun and The Moon) so as to form an impressive series of THIRTY SEVEN (!!!) very close-to-perfect WHOLE NUMBERS. If the orbital periods of these two satellites were any different to what they actually are, then this series of very close-to-perfect WHOLE NUMBERS would evaporate and disappear.
For example, TWICE The SUM of (the reciprocal of) The Fine Structure Constant PLUS The Phobosic Day = 275.0000188
On average, only 1 randomly generated number in 26,595 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
There is a long series of (THIRTY SEVEN!!!) similar very close-to-perfect WHOLE NUMBERS. This profusion is so great as to nullify any possibility of a “chance occurrence” explanation. Clearly natural physical laws cannot provide an explanation.
Here is a listing of these very close-to-perfect WHOLE NUMBERS that relate The Two Mars Satellites with The Four above mentioned mathematical and physical constants and with the rotation periods of The Sun and Moon. To see FULL demonstrations, click on the following link:-
To see scientists' comments stating that Phobos and Deimos are "super-weird", and that "they just shouldn't exist", click on the following link:-
THE FINE STRUCTURE CONSTANT.
This is 7.29735308 x 10-3 and its reciprocal is 137.0359895
(1). Deimos’ orbital period = 1.2624407 Earth days.
137.0359895 x 1.2624407 = 172.9998105
On average, only 1 randomly generated number in 2638 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(2). The Phobosic “Day” = 0.4640199 Earth sidereal days.
2 x (137.0359895 + 0.4640199) = 275.0000188
On average, only 1 randomly generated number in 25,853 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(3). Phobos’ orbital period = 0.31891023 Earth days.
Deimos’ orbital period = 1.2624407 Earth days.
4 x [(137.0359895 ÷ 0.31891023) + (137.0359895 ÷ 1.2624407)] = 2152.997
On average, only 1 randomly generated number in 174 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
THE GOLDEN RATIO.
This is 1.618033989 and its reciprocal is 0.618033989
(4). Phobos’ orbital period = 0.31978333 Earth sidereal days.
Deimos’ orbital period = 1.265896979 Earth sidereal days.
4 x (0.618033989 x 0.31978333 x 1.265896979) = 1.000752
On average, only 1 randomly generated number in 665 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(5). Mars’ synodic rotation period = 1.030303 Earth sidereal days.
Phobos’ synodic rotation period = 0.31993185 Earth sidereal days.
Deimos’ synodic rotation period = 1.26822756 Earth sidereal days.
The SUM of the synodic rotation periods of Mars, Phobos and Deimos = 2.6184624 Earth sidereal days.
This number exceeds The Golden ratio by
2.6184624 MINUS 1.618033989 = 1.000428
On average, only 1 randomly generated number in 1167 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(6). The Phobosic Day = 0.46401993 Earth SIDEREAL Days.
4 x (1.6180339890.4640199) = 5.00074
On average, only 1 randomly generated number in 674 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
π (pi) 3.141592654
(This number relates the circumference of a circle to its radius, and is one of the mathematical constants.)
(7). Mars’ synodic rotation period = 1.02749 Earth days.
Phobos’ synodic rotation period = 0.319058343 Earth days.
3π ÷ (1.02749 + 0.319058343) = 6.9992
On average, only 1 randomly generated number in 625 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(8). Mars’ sidereal rotation period = 1.025957 Earth days.
Phobos’ sidereal rotation period = 0.31891023 Earth days.
Mars’ synodic rotation period = 1.02749 Earth days.
Phobos’ synodic rotation period = 0.319058343 Earth days.
3 x [π(1.025957 + 0.31891023) + π(1.02749 + 0.319058343)] = 28.0007655
On average, only 1 randomly generated number in 653 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(9). Mars’ sidereal rotation period = 1.025957 Earth days.
Phobos’ sidereal rotation period = 0.31891023 Earth days.
Deimos’ sidereal rotation period = 1.2624407 Earth days.
4 x (π + 1.025957 + 0.31891023 + 1.2624407) = 22.9956
On average, only 1 randomly generated number in 113 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(10). Phobos’ sidereal rotation period = 0.31891023 Earth days.
π x 0.31891023 = 1.00189
On average, only 1 randomly generated number in 264 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(11). The reciprocal of pi = 1 ÷ 3.141592654 = 0.318309886
Phobos’ sidereal rotation period = 0.31891023 Earth days.
0.31891023 ÷ 0.318309886 = 1.001886
On average, only 1 randomly generated number in 265 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
e (Euler’s Number – the base of natural logarithms) = 2.718281828
(12). Phobos’ orbital period = 0.31891023 Earth days.
The Phobosic “day” = 0.462753 Earth days.
2 x (2.718281828 + 0.462753 + 0.31891023) = 6.999890
On average, only 1 randomly generated number in 4550 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
A better, but more complex version of the above is as follows:-
Phobos’ orbital (ie:- sidereal revolution) period = 0.31891023 Earth days.
Phobos’ synodic revolution) period = 0.319058343 Earth days.
The Phobosic “day” = 0.462753 Earth days.
(2 x 2.718281828) + (2 x 0.462753) + (0.31891023 + 0.319058343) = 7.00003823
On average, only 1 randomly generated number in 13,078 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(13). 24 x [2.718281828(1.025957 + 0.31891023 + 1.2624407) = 216.9998478
On average, only 1 randomly generated number in 3285 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
RELATIONSHIPS INVOLVING THE TWO MARS SATELLITES AND THE SUN AND MOON.
We will look at relationships that involve only The Sun, The Moon, and The Two Mars Satellites (Phobos and Deimos). Here are the (sidereal) rotation periods (expressed in Earth days) of these four bodies.
The Sun 24.66225 and The Moon 27.321661 and Phobos 0.31891023 and Deimos 1.2624407
Also, The Sun’s Oscillation Period = 0.111111111111 Earth days (ie:- EXACTLY One Ninth of an Earth day!)
(14). 27.321661 x 0.31891023 x 1.2624407 = 10.99984
On average, only 1 randomly generated number in 3125 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(15). 24.66225 x (0.31891023 + 1.2624407) = 38.99967
On average, only 1 randomly generated number in 1515 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(16). (2√24.66225) x 0.31891023 x 1.2624407 = 1.99938
On average, only 1 randomly generated number in 806 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(17). 3 x (2√27.321661 x 0.31891023) = 5.00084
On average, only 1 randomly generated number in 595 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(18). [27.321661(1.2624407 minus 0.31891023)] x 2 = 68.00008764
On average, only 1 randomly generated number in 5705 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(19). [(2√24.66225)0.31891023] x 3 = 5.00136
On average, only 1 randomly generated number in 367 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(20). (27.321661 + 0.31891023)2 = 764.0011779
On average, only 1 randomly generated number in 424 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(21). [(2√24.66225 + 2√27.321661) x 0.31891023] x 4 = 13.00276
On average, only 1 randomly generated number in 181 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(22). 3 x 24.66225 x 0.111111111111 x (0.31891023 + 1.2624407) = 12.99989
On average, only 1 randomly generated number in 4545 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(23). (24.66225 x 3) ÷ 0.31891023 = 231.99867
On average, only 1 randomly generated number in 376 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(24). [(0.31891023 + 1.2624407)2] x 2 = 5.00134
On average, only 1 randomly generated number in 373 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
Now, while still confining examples to only these four bodies, we will introduce some other (synodic) periods that pertain to these bodies.
Phobos’ SYNODIC Revolution Period = 0.319058343 Earth days.
Deimos’ SYNODIC Revolution Period = 1.264764923 Earth days.
The Sun’s SYNODIC Rotation Period = 26.44803 Earth days.
The Moon’s SYNODIC Revolution Period = 29.5305882 Earth days.
(25). This involves the orbital periods of Phobos and Deimos (0.31891023 and 1.2624407) and The Synodic Revolution Period of Deimos (1.2647649).
(0.31891023 + 1.2624407) x 1.2647649 = 2.000037
On average, only 1 randomly generated number in 13,513 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(26). This involves The Sun’s synodic rotation period (26.44803), and the orbital periods of Phobos and Deimos (0.31891023 and 1.2624407), and The Sun’s Oscillation Period (0.11111111).
(26.44803 + 0.11111111111) x (0.31891023 + 1.2624407) = 41.99932
On average, only 1 randomly generated number in 735 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(27). This involves The Sun’s (sidereal) rotation period (24.66225) and Phobos’ synodic revolution period (1.2647649).
(24.66225 x 2) ÷ 1.2647649 = 38.99895
On average, only 1 randomly generated number in 476 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(28). This involves the (sidereal) orbital periods of Phobos and Deimos (0.31891023 and 1.2624407) and the synodic revolution period of Deimos (1.2647649).
[4 x (0.31891023 + 1.2624407)] ÷ 1.2647649 = 5.0012
On average, only 1 randomly generated number in 416 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(29). This involves the synodic rotation periods of The Moon (29.5305882) and The Sun (26.44803) and the synodic rotation periods of Phobos (0.319058343) and Deimos (1.2647649).
(29.5305882 MINUS 26.44803 MINUS 0.319058343 MINUS 1.264764923) x 4 = 2.99747
On average, only 1 randomly generated number in 197 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(30). This involves The Moon’s synodic rotation period (29.5305882) and The Moon’s (sidereal) rotation period (27.321661) and The Sun’s sidereal rotation period (24.66225) and The Sun’s synodic rotation period (26.44803) and Phobos’ sidereal rotation period (0.31891023) and Phopbos’ synodic rotation period (0.319058343).
[(29.5305882 + 27.321661) MINUS (24.66225 + 26.44803)] ÷ (0.31891023 + 0.319058343) = 9.000395
On average, only 1 randomly generated number in 1265 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(31). This involves The Moon’s synodic revolution period (29.5305882) and Phobos’ synodic revolution period (0.319058343).
(29.5305882 + 0.319058343)2 = 891.001399
On average, only 1 randomly generated number in 357 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(32). This involves the sidereal and synodic rotation periods of Phobos (0.31891023 and 0.319058343 – respectively); and the sidereal and synodic rotation periods of Deimos (1.2624407 and 1.2647649 – respectively); and the sidereal and synodic rotation periods of The Moon (27.321661 and 29.5305882 – respectively); and the sidereal and synodic rotation periods of The Sun (24.66225 and 26.44803 – respectively).
(1 ÷ 0.31891023) + (1 ÷ 0.319058343) + (1 ÷ 1.2624407) + (1 ÷ 1.2647649) + (1 ÷ 27.321661) + (1 ÷ 29.5305882) + (1 ÷ 24.66225) + (1 ÷ 26.44803) = 8.001494
On average, only 1 randomly generated number in 334 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
In the next several examples, we are still involving only these same four bodies, Sun, Moon, Phobos, and Deimos, but with different periods that pertain to these bodies.
(33). The Lunar Day = 1.0350501 Earth solar days, or 1.03788387 Earth SIDEREAL DAYS.
The Phobosic Day = 0.462753 Earth solar days, or 0.46401993 Earth SIDEREAL DAYS.
The SUM of these four numbers = 2.9997069
On average, only 1 randomly generated number in 1705 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(34). The Phobosic Day = 0.462753 Earth solar days. The Deimosic Day = 5.476951998 Earth solar days. The Moon’s orbital period = 27.321661 Earth days.
27.321661 x (5.476951998 MINUS 0.462753) = 136.996245
On average, only 1 randomly generated number in 133 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(35). The Phobosic Day = 0.462753 Earth solar days. The Deimosic Day = 5.476951998 Earth solar days. Phobos’ orbital period = 0.31891023 Earth days.
[23 x (0.462753 + 5.476951998)] ÷ 0.31891023 = 149.0000493
On average, only 1 randomly generated number in 10,142 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(36). The synodic rotation period of The Moon = 29.5305882 Earth days, and the synodic rotation period of The Sun = 26.44803 Earth days, and Phobos’ orbital period = 0.31891023 Earth days.
THREE times the difference between The SYNODIC Rotation Periods of The Moon and The Sun = 28.9977 Phobos orbital periods.
[3 x (29.5305882 MINUS 26.44803)] ÷ 0.31891023 = 28.9977 Phobos orbital periods.
On average, only 1 randomly generated number in 220 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.
(37). The Phobosic Day = 0.462753 Earth solar days. The Deimosic Day = 5.476951998 Earth solar days. The SUM of these two periods = 5.939704998 Earth days. Phobos’ rotation period = 0.31891023 Earth days. Deimos’ rotation period = 1.2624407 Earth days. Mars’ rotation period = 1.025957 Earth days.
(5.939704998 MINUS 1.02596 MINUS 0.31891023 MINUS 1.2624407) x 3 = 9.99718 Earth days.
On average, only 1 randomly generated number in 177 randomly generated numbers will be this close to a PERFECT WHOLE NUMBER.