… UNA PROGRESIÓN GEOMÉTRICA DIAPASONAL
1 – 2 – 4 – 8 – 16 – 32 – 64 128 – [256] – 512 – 1024 – 2048 – 4096 – 8192 – 16384 → progresión Sauveur
2 ^ (9/12) * 1 = 1.68179283051 [Hz⇆PIL] A4
2 ^ (9/12) * 2 = 3.36358566101 [Hz⇆PIL] A3
2 ^ (9/12) * 4 = 6.72717132203 [Hz⇆PIL] A2
2 ^ (9/12) * 8 = 13.4543426441[Hz⇆PIL] A1
2 ^ (9/12) *16 = 26.9086852881 [Hz⇆PIL] A0
2 ^ (9/12) * 32 = 53.8173705762 [Hz⇆PIL]A1
2 ^ (9/12) * 64 = 107.634741152 [Hz⇆PIL]A2
2 ^ (9/12) * 128 = 215.269482305 [Hz⇆PIL] A3
2 ^ (9/12) * 256 = 430.53896461 [Hz⇆PIL] A4
2 ^ (9/12) * 512 = 861.07792922 [Hz⇆PIL] A5
2 ^ (9/12) *1024 = 1722.15585844 [Hz⇆PIL] A6
2 ^ (9/12) * 2048 = 3444.31171688 [Hz⇆PIL] A7
2 ^ (9/12) * 4096 = 6888.62343376 [Hz⇆PIL] A8
2 ^ (9/12) * 8192 = 13777.2468675 [Hz⇆PIL] A9
2^ (9/12) * 16384 = 27554.493735 [Hz⇆PIL] A10
⇓
Dialógica Maquínica ⊕
Despliegue simétrico radial
Κ Dp Sauveur 2 ^ (9/12) | Recursividad (2 ^ ((-9) / 12)) * 430.53896461 Dp = 256 [C4] Sauveur
Progresiones geométricas