Me too, because other two is already dead

151Upvotes

3Reminds

https://odysee.com/@exittoeden:7/Great-pyramid-432-golden-ratio:3
My (Istruththelight) video is based on the decryption of 432 by decrypting 108, the exact quarter, and one of the equal sides of the pyramid itself. The 108 contains as equal of a quarter from the 432, the insight in regard to workings as a foundation of symbiotic cycles and by looking at one. By calculation, a repeating sequence of numbers can be found that can be extracted as a formula.
This ongoing sequence of numbers, as a result of dividing it with the value of the same “x”, can not only be transferred on 216, 432, and 864 – but is also found in the current 32, 64 (Bit, GB), 128, and 256 standard we use in computer technology – as well as the 720p, 1080p standards used for screens resolutions. By using the same values of circumstances, as input of the same “x”, while applying the same formula found in the 108, 216, 432 system. Yes, exactly the same sequence of the same numbers in order are popping up. I then applied it on Fibonacci’s 233 and 144, and having the same ongoing sequence containing exact the same numbers, in the same ongoing cycle as found before.
The foundation of the sequence is the number 23, morphing into other results of the 23 system within the sequence until a point, starting a reversal running the same numbers in backward order, until the next point, running the sequence forwards again, theoretically until eternity.

https://odysee.com/@exittoeden:7/Great-pyramid-432-golden-ratio:3
My (Istruththelight) video is based on the decryption of 432 by decrypting 108, the exact quarter, and one of the equal sides of the pyramid itself. The 108 contains as equal of a quarter from the 432, the insight in regard to workings as a foundation of symbiotic cycles and by looking at one. By calculation, a repeating sequence of numbers can be found that can be extracted as a formula.
This ongoing sequence of numbers, as a result of dividing it with the value of the same “x”, can not only be transferred on 216, 432, and 864 – but is also found in the current 32, 64 (Bit, GB), 128, and 256 standard we use in computer technology – as well as the 720p, 1080p standards used for screens resolutions. By using the same values of circumstances, as input of the same “x”, while applying the same formula found in the 108, 216, 432 system. Yes, exactly the same sequence of the same numbers in order are popping up. I then applied it on Fibonacci’s 233 and 144, and having the same ongoing sequence containing exact the same numbers, in the same ongoing cycle as found before.
The foundation of the sequence is the number 23, morphing into other results of the 23 system within the sequence until a point, starting a reversal running the same numbers in backward order, until the next point, running the sequence forwards again, theoretically until eternity.

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