Divine Fractal

My 216-digits matrix is ​​constructed from the Fibonacci sequence in module 9, starting from every natural number in module 9. It presents 9 periodic cycles of 24 elements, just like the number of hours over a terrestrial day.

216-digits matrix
Consider now the sequence constituted by the last digit in each element of the Fibonacci sequence, starting from each natural number in module 9.
The number of elements that make up one cycle is 60, which corresponds to the number of seconds in a minute and the number of minutes in an hour, but also to the number of binary images in the time code cycle. The corresponding matrix has 600 elements.

600 digits matrix

It is singular that the 216th element of the Fibonacci sequence is the number 619220451666590135228675387863297874269396512, because if we add all the individual digits in that number it gives the value 216.

From the Fibonacci sequence can also be derived φ, being equal to the limit as n approaches infinity of the division between the Fn + 1 element of the Fibonacci sequence and the element n.
From trigonometric considerations we know that π = 5 arcos (φ / 2). This means that the equality in a period of 2π is worth 10 times the 36° arc.
If we multiply 600 x 10 x 24 we get 144,000 which is the biblical references in the Torah that is in the Apocalypse of John. In particular, 144,000 corresponds both to 12,000 members for each of the 12 tribes of Israel, both the 144,000 elect angels marked with the divine seal the end of time.
If the divine seal was 666, then 666 divided by 144,000 would 216.216216216 … symbolizing the figures of the 216-digits matrix inside different scales, like in a fractal dynamic.
If the divine seal was 216, then 216 divided by 144,000 would 666.666666666 … symbolizing the mark of the Antichrist in the end times at different scales, once again as in a fractal dynamic.

fractal