The cyclicality of “Fibonacci numbers” has been known for a long time. In the following, the presence of 24 numbers in each cycle of the “Fibonacci number sequence” is presented from a different angle.
The last numbers of each cycle divided by 24 give the results:
1932 (46368:24), 200313624. (4807526976:24) and
20768917161636 (498454011879264:24)
The digital values of these three results are 6,3,9 - The main key in the world of numbers.
Let's go a little deeper. In one cycle of the table above, we look at the number of repeating digits from the column with the digital values and multiply the number of repetitions by 3 (see table no.1).
In table no.1, the last column shows the sums: 15-12-18-24-30-36-42-120-54 (the digital values of these sums: 6-3-9-6-3-9- 6-3-9). If we increase these sums by one, we get table no. 2.
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If we convert the numbers of the table no. 2 into their digital values, we again see a complete cycle of nine horizontal rows.
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