Tuesday, 17 December 2019

{Historical Circles (1) [continued (3)]}[26th July 1989]


[Redbook6:166][19890726:1118]{Historical Circles (1) [continued (3)]}[26th July 1989]

19890726.1118

I speculate as to another* periodicity – started above** – for which I have absolutely no historical evidence (I haven’t looked for it); but it is based on the same mathematical progression,** which seems to show its patterns in nature[’]s; or reversed; [sic]


2Power
Year (Expansion steadying)
Approximately
dated events

Years back
(Accelerating deterioration)
Year
Cum[ulative]
[Year]
Non[-]
cum[ulative]
o

0
Birth
O
2048


c
0
1

C
1024
1
1024
r~
1
2

S~
512
1025
1536
g~
2
4

M~
256
1537
1792
j~
3
8

U~
128
1793
1920
a~
4
16

A~
64
1921
1984
u~
5
32
Mission
J~
32
1985
2016
m~
6
64
1st Gospels
G~
16
2017
2032
s~
7
128
Destruction of Temple.
Gnosticism.
R~
8
2033
2040
c
8
256
Bishop Stephen of Rome
claims Peter’s authority.
C
4
2041
2044
----
-------
-----------
312 Conversion of Constantine.
410 Sack of Rome.
-----
----------------
-------------
--------------
r~
1
512


2
2045
2046
g~
2
1024


1
2047
2047
j~
3
2048


0
2048

The next deceleration would
be back from 4096 to 2048,
just as this was from 2048 to 1024,
and the last was from 1024 to 512.
At the same time, circles may follow
excluding each other (ie equal periods).
#

It is not obvious why a decelerating series (expanding spiral?) should be inner circle, and an accelerating series (contracting spiral?) should be outer; but given that peaceful times are times of little change, and that revolutions do seem to accelerate, that is how it seems to be.


*[See last 2 previous entries]

**[[Redbook6:165][19890726:1118]{Historical Circles (1) [continued]}[22nd July 1989]] p165 [Last previous entry]

****[sic – presumably referring to the preceding colun, not the succeeding one]

#See [[Redbook6:257][19890913:0927#]{Historical Circles (4)}[13th September 1989],] 257,
[[Redbook6:152][19890713:1847i]{Pascal’s Church}[13th July 1989]&f,] 152
<901110>


[continues]

[PostedBlogger17for19122019]

No comments:

Post a Comment

Note: only a member of this blog may post a comment.