Vortex-based mathematics: mod 9 system and core doubling sequences. Vortex-based mathematics was developed by Marco Rodin in the 1970s. The system uses only the nine single-digit numbers 1 through 9, with zero functioning as a multiplier of any of those digits. Digital root summing reduces any number to a single digit by adding its digits together repeatedly.
Marco Rodin developed vortex-based mathematics in the 1970s, a system built on single digits 1–9 where zero acts as a multiplier. Digital root summing reduces any number to one digit, and applying this to the mitosis doubling sequence (1,2,4,8,16,32,64…) yields the 124875 doubling circuit. The number 9 sits at the center, since any number times 9 root-sums back to 9. Other polar pair sequences include 246813579 and 483726159. Researchers also note these sequences correspond to solutions for the Klein-Gordon and Dirac equations in quantum mechanics — a fascinating bridge between number theory and physics.
Key Facts
- Vortex-based mathematics was developed by Marco Rodin in the 1970s.
- The system uses only the nine single-digit numbers 1 through 9, with zero functioning as a multiplier of any of those digits.
- Digital root summing reduces any number to a single digit by adding its digits together repeatedly.
- The 124875 doubling circuit is derived by applying digital root sums to the mitosis doubling sequence (1, 2, 4, 8, 16, 32, 64...).
- The 396 flux field is identified as the second core sequence within the Rodin symbol.
- The number 9 is considered central to the system; any number multiplied by 9 always equals 9 when root-summed.
- Additional polar pair sequences include 246813579 and 483726159.
- These sequences correspond to solutions for Klein-Gordon and Dirac equations in quantum mechanics.
Source: Tesla's 3, 6, 9: A Key to the Universe? by The Cosmic Summit