Harmonic dynamics of comet Halley(2)

ALGORITHM

Period: From 25 January 66 AD to 9 February 1986

66, 141, 218, 295, 374, 451, 530, 607, 684, 760, 837, 912, 989, 1066,

1145, 1222, 1301, 1378, 1456, 1531, 1607, 1682, 1759, 1835, 1910 and 1986.

Progression 1 (Dates from 66 to 1986)

D1 = 66; D2 = 141; D3 = 218;... D26 = 1986;

[D1 + (D1+ D2) + (D1+ D2+ D3)..., + (D1+ D2+ D3..., + D26)] = APa1,2,3,n;

D1 = APa1 = 66;

(D1+ D2) = (66+141) = APa2 = 207;

(D1+ D2+ D3) = (66+141+218) = APa3 = 425;

(D1+ D2+ D3..., + D26) = APa26 = 26742;

APa1,2,3,n = Progression of the date 1,2,3,n

[APa1+APa2+APa3)..., + APa26)] = (66+207+425…, + 26742);

Progression 2 (Dates from 1986 to 66)

D26 = 1986; D25 = 1910; D24 = 1835;... D1 = 66;

[D26 + (D26+ D25) + (D26+ D25+ D24)..., + (D26+ D25+ D24..., + D1)] = APb1,2,3,n;

D26 = APb26 = 1986;

(D26+ D25) = (1986+1910) = APb25 = 3896;

(D26+ D25+ D24) = (1986+1910+1835) = APb3 = 5731;

(D26+ D25+ D24..., + D1) = APb1 = 26742;

APb3,2,1,n = Progression of the date 3,2,1,n

[APb26+APb25+APb24)..., + APb1)] = (1986+1910+1835…, + 66) = 26742;

Digital model of halley's comet

Date	66	141	218	295	374	451
Rank	1	2	3	4	5	6
APa	66	207	425	720	1094	1545
APb	26742	26676	26535	26317	26022	25648

530	607	684	760	837	912	989
7	8	9	10	11	12	13
2075	2682	3366	4126	4963	5875	6864
25197	24667	24060	23376	22616	21779	20867

1066	1145	1222	1301	1378	1456	1531
14	15	16	17	18	19	20
7930	9075	10297	11598	12976	14432	15963
19878	18812	17667	16445	15144	13766	12310

1607	1682	1759	1835	1910	1986
21	22	23	24	25	26
17570	19252	21011	22846	24756	26742
10779	9172	7490	5731	3896	1986

(66+141) = 207; (66+141+218) = 425;

(66+141+218+295) = 720; etc.

(1986+1910) = 3896; (1986+1910+1835) = 5731;

(1986+1910+1835+1759) = 7490; etc.

Notes: By using digital-information procedures, we calculated the arithmetic progression for the dates content in digital model of halley's comet.

Arrival date of halley's comet(1)

			1986
	26742		26		26742
		\	|	/
		APa	26742
			|
			0
			|
		APb	26742
		/	|	\
	26742	<	66	>	26742
			1
			|
			27

(APb – APa) = (26742 – 26742) = 0; (26+1) = 27;

This table contains information on getting of halley's comet in our solar system in the following years 66 and 1986nd.

Arrival date of halley's comet(2)

			66	1910
	26742		1	25		26742
		\	|	|	/
		APa	66	24756
			|	|
			1920	1920
			|	|
		APb	1986	26676
		/	|	|	\
	26742		1986	141		26742
			26	2
			|	|
			27	27

(1986-66) = 1920; (26676-24756) = 1920; (1+26)=27; (25+2) = 27;

(1986 + 24756) = 26742; (26676 + 66) = 26742;

This table contains information on getting of halley's comet in our solar system in the following years: 66, 141, 1910 and 1986nd.

Arrival date of halley's comet(3)

			141	1835
	26742		2	24		26742
		\	|	|	/
		APa	207	22846
			|	|
			3689	3689
			|	|
		APb	3896	26535
		/	|	|	\
	26742		1910	218		26742
			25	3
			|	|
			27	27

This table contains information on getting of halley's comet in our solar system in the following years: 141, 218, 1835 and 1910nd.