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Fibonacci Sequence: 60 digit repeating pattern

 
alchemikey
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09/14/2014 11:43 PM
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Fibonacci Sequence: 60 digit repeating pattern
"The Fibonacci sequence is a sequence of numbers in which each number equals the sum of the two preceding numbers, as follows:

0, 1, 1, 2, 3, 5, 8, 13, 21, 34, …

The next number is found by adding up the two numbers before it. So the next number in the above example would be: 55.

Since Fibonacci’s discovery, this sequence of numbers have been found in many aspects of nature. It is a famous pattern in nature.

But there is something else that happens in this famous pattern of numbers. This pattern found in nature. If we look deep into the sequence (which computers have done) we find that this sequence of numbers forms a 60 digit repeat cycle. After every 60 numbers in the Fibonacci Sequence, the last digit in each number starts to repeat, it starts to recycle.

I have listed the first 72 numbers in the sequence and highlighted the last number in red. Notice that after the first 60 numbers (0-59) the last number starts to repeat. This 60 number pattern repeats all the way into infinity. You can research this online.

0 : 0
1 : 1
2 : 1
3 : 2
4 : 3
5 : 5
6 : 8
7 : 13
8 : 21
9 : 34
10 : 55
11 : 89
12 : 144
13 : 233
14 : 377
15 : 610
16 : 987
17 : 1597
18 : 2584
19 : 4181
20 : 6765
21 : 10946
22 : 17711
23 : 28657
24 : 46368
25 : 75025
26 : 121393
27 : 196418
28 : 317811
29 : 514229
30 : 832040
31 : 1346269
32 : 2178309
33 : 3524578
34 : 5702887
35 : 9227465
36 : 14930352
37 : 24157817
38 : 39088169
39 : 63245986
40 : 102334155
41 : 165580141
42 : 267914296
43 : 433494437
44 : 701408733
45 : 1134903170
46 : 1836311903
47 : 2971215073
48 : 4807526976
49 : 7778742049
50 : 12586269025
51 : 20365011074
52 : 32951280099
53 : 53316291173
54 : 86267571272
55 : 139583862445
56 : 225851433717
57 : 365435296162
58 : 591286729879
59 : 956722026041
60 : 1548008755920
61 : 2504730781961
62 : 4052739537881
63 : 6557470319842
64 : 10610209857723
65 : 17167680177565
66 : 27777890035288
67 : 44945570212853
68 : 72723460248141
69 : 117669030460994
70 : 190392490709135
71 : 308061521170129
72 : 498454011879264

So, here in the Fibonacci sequence, a famous sequence found in nature, we have a CYCLE of 60 digits that repeats to infinity. Exactly like the 60 seconds on our clocks. If you watch the second hand on a clock those 60 seconds will recycle over and over until the battery runs out. But when you using the Fibonacci Sequence these numbers can run into infinity and this 60 digits will recycle into infinity, it needs no external source of energy, it needs no battery or someone to wind the watch.

So in mathematics we have a reliable clock built into mathematics. We have 60 digits that repeat into infinity.

An important point to note is that this 60 digit repeat cycle only exists when you use base 10 mathematics as we do here on earth."

[link to www.ce5.be]

Last Edited by alchemikey on 09/14/2014 11:44 PM
Anonymous Coward
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09/14/2014 11:44 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
Yes
Slick.Vick

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09/15/2014 12:11 AM
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Re: Fibonacci Sequence: 60 digit repeating pattern
bump
Absolute Power Corrupts Absolutely
alchemikey  (OP)

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09/15/2014 12:53 AM
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Re: Fibonacci Sequence: 60 digit repeating pattern
A Muse

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09/15/2014 01:05 AM
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Re: Fibonacci Sequence: 60 digit repeating pattern
bump

Great thread and information!!

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Anonymous Coward
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09/15/2014 01:16 AM
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Re: Fibonacci Sequence: 60 digit repeating pattern
Couple things:

It's not a clock because the INTERVAL is not the same. The concept of the clock is to measure the DISTANCE of the "construct" of time. Your repeating pattern has an ever increasing interval. Plot it out on a graph and show me how well it can track anything (hint it will be a parabolic curve)

It's just a pattern. There is nothing alarming about this. Same with primes. Only the ability to recognize them is what is important. The patterns themselves are not mystical. You said this only works with base 10. I'm on my phone right now but It's not unreasonable to think that this same idea can happen with any number base.
alchemikey  (OP)

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09/15/2014 02:25 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
this is not my work...i was just sharing it here as it was something i had never seen before and it seems to be the blueprint of how creation is created
alchemikey  (OP)

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09/15/2014 02:33 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
another way to look at why we use base ten

[link to treeincarnation.com]
alchemikey  (OP)

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09/15/2014 02:33 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
another way to look at why we use base ten

[link to treeincarnation.com]
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09/15/2014 02:35 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
60 eh?

Like 60 hertz in alternating current.


------
Anonymous Coward
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09/15/2014 02:35 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
Sorry Europe! chuckle


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alchemikey  (OP)

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09/15/2014 04:12 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
[link to scontent-a-ord.xx.fbcdn.net (secure)]

using the image above...


if you make pentagons by connecting every 12th number starting from 0 you end up with these 12 sequences:

04826
13579
17395
20864
37159
57913
84062
31975
15937
46802
51739
97531

notice the even odd odd pattern...

these numbers could represent the 12 faces of a dodecahedron
alchemikey  (OP)

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09/15/2014 10:00 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
the ancient knowledge is returning :)

alchemikey  (OP)

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09/16/2014 11:50 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
the first 30 digits in the sequence are mirrored by the second 30 digits so that when you connect a straight line from any number they add up to 10
alchemikey  (OP)

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09/17/2014 05:37 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
0 1 1 2 3 5 8 3 1 4 5 9 4 3 7 0 7 7 4 1 5 6 1 7 8 5 3 8 1 9
0 9 9 8 7 5 2 7 9 6 5 1 6 7 3 0 3 3 6 9 5 4 9 3 2 5 7 2 9 1
Anonymous Cowherder
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09/18/2014 09:24 PM

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Re: Fibonacci Sequence: 60 digit repeating pattern
the sumerians used sexagesimal (base-60).

[link to en.wikipedia.org]
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alchemikey  (OP)

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09/19/2014 08:49 AM
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Re: Fibonacci Sequence: 60 digit repeating pattern
the sumerians used sexagesimal (base-60).

[link to en.wikipedia.org]
 Quoting: Anonymous Cowherder


interesting...thanks for that
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Re: Fibonacci Sequence: 60 digit repeating pattern
You are wrong about the base number systems.

Try to think of each base as a dimension.

So imagine the base ten pattern stays the same, as shown here.

There will be intersection points for base 9,12,13.

It's all in Metatron's Cube.
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09/19/2014 10:18 AM
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Re: Fibonacci Sequence: 60 digit repeating pattern
"The Fibonacci sequence is a sequence of numbers in which each number equals the sum of the two preceding numbers, as follows:

0, 1, 1, 2, 3, 5, 8, 13, 21, 34, …

The next number is found by adding up the two numbers before it. So the next number in the above example would be: 55.

Since Fibonacci’s discovery, this sequence of numbers have been found in many aspects of nature. It is a famous pattern in nature.

But there is something else that happens in this famous pattern of numbers. This pattern found in nature. If we look deep into the sequence (which computers have done) we find that this sequence of numbers forms a 60 digit repeat cycle. After every 60 numbers in the Fibonacci Sequence, the last digit in each number starts to repeat, it starts to recycle.

I have listed the first 72 numbers in the sequence and highlighted the last number in red. Notice that after the first 60 numbers (0-59) the last number starts to repeat. This 60 number pattern repeats all the way into infinity. You can research this online.
 Quoting: alchemikey


This is interesting, but not really magical if you think about it.

The right digit of any fib number is determined by the right digits of the two preceding numbers in the sequence. As soon as the same two-right-digit pair appears, the sequence repeats. So, there are 100 possibilities for two consecutive right digits (0..9),(0..9). As the sequence progresses, you will use up those pairs, i.e., you can check them off from the list of 100 possibilities as they appear. Sometime before 100 numbers have been generated, you will have the first repeat use of a pair, and at that point, the sequence will repeat indefinitely. Why this happens at 60 I don't know; don't suppose there is anything special about 60...after all, it's a function of using base 10.
alchemikey  (OP)

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09/23/2014 10:42 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
[link to polarizedfractalmaththeory.wordpress.com (secure)]
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09/23/2014 11:23 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
Sorry Europe! chuckle


------
 Quoting: halman


europe, and just about everywhere is still 50-60hz. its the voltage that varies



from link:
"But only here on earth will the Fibonacci sequence create a clock that so perfectly matches our human clocks."

erm, no. the only thing different on other planets is the amount of planck time, or what have u, between cycles.

the maths stays the same
alaskanillusion

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09/23/2014 11:38 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
The Bible is always giving us numbers- the 3, the 7, the 12, the 144 and etc. I have always felt that we were being given a code...

Fibonacci Sequence- it takes 12 steps to get to 144

0
1
1
2
3
5
8
13
21
34
55
89
144
alaskanillusion
alaskanillusion

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09/23/2014 11:38 PM
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Re: Fibonacci Sequence: 60 digit repeating pattern
The Bible is always giving us numbers- the 3, the 7, the 12, the 144 and etc. I have always felt that we were being given a code...

Fibonacci Sequence- it takes 12 steps to get to 144

0
1
1
2
3
5
8
13
21
34
55
89
144
alaskanillusion





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