Confirmation 1.019113
Similar to a Nash Torus Embedding
https://goo.gl/photos/2ZSwt4ohspUyRFba6
https://goo.gl/photos/QD2zUdMTa3sqe8uP9
https://en.wikipedia.org/wiki/Nash_embedding_theorem
http://www.science4all.org/wp-content/uploads/2014/03/longueur_tore_taille_reduite.jpg
(2 * 7 * 73* 293339) = 299792458
(2^5 * 5^3 * 7^(-2) * 59^(-1) * 216674999 ) = 299792457.973
((2^5) * (5^3) * 216674999) / ((7^2) * 59) = 299792457.973
2^4 * 5^3 * 7^(-3) * 59^(-1) * 73^(-1) * 293339^(-1) * 216674999 = 0.99999999991
(866699996000/2891) = ((2^5×5^3×216674999)/(7^2×59))
866699996000 / 433494437 = 1999.33360621 ..... 433494437 is 43rd fibonacci Prime
1 / (1999.33360621 - 1999) = 2.99754611882
(1999 + (Euler Constant)^2) * 433494437 = 866699810339.501
Euler Constant = 0.5772156649
866699810339.501 / 866699996000 = 0.99999978578
((1999.33360621 * 3) / 2) + 1 = 3000.00040932
((3000 - 1) / 3) * 2 = 1999.33333333
Hello Malcolm
Malcolm McLeod correct 1.019113 ...Confirmed with two sources
http://vixra.org/pdf/1102.0032v8.pdf
Michael A. Sherbon
http://ssrn.com/abstract=1766049
Page 3, equations 3 & 4 ( 18 × 37 = 666 & 27 * 37 = 999 )
Q ≃ 377 / 370 ≃ 12π / 37 ≃ 1.019
Page 4 Equation 6 = 1 . 0191134319
My Page
https://sites.google.com/site/lordkronosprime/fibonacci-c-433494437
Euler constant / (1000 -999.666803196 )^0.5 = 0.9999716677
Euler constant /(1000-999.66680772)^0.5 = 0.99997845636
And it looks like it confirms Malcolm Macleod's Planck Momentum Theory
Q ≃ 377 / 370 ≃ 12π / 37 ≃ 1.019