Mendelian Ratio and AT Math

In this brief paper, we show that genetics by Mendel is subject to AT Math like everything else. Mendel used green and yellow peas and developed the mathematics underlying the passage of genes from one generation to the next. This paper makes use of AT Math which has been around for over 9 years now to show why genes are passed as they are. It is assumed the reader is familiar with Astrotheology [1].

The Mendelian ratio refers to the 3:1 ratio of occurrence of various phenotypes in any cross-involving Mendelian characters12. This ratio is observed in monohybrid crosses, where the dominant phenotypes are AA and 2 Aa2 (Table 1).

Table 1:Source [1] Plate 61.

Life Began=1.75BYA
1.75/3=58333 /29.5 Y per Generation=1.977
Ln 197.7=1.21947
GMP: t²-t-1=E
1.21947²-1.21947-1=-0.73236
1-0.73236=267=SF
1-E=F
1-t=t
2t-1=0= dE/dt y=y’
t=3
dE/dt=E=M=0=Ln t
t=1
3:1
t²-t-1=0.267
t=√3 eigenvector for chaotic systems

So, we see that the constants from AT Math apply to genetics as well as Physics. This should be of use to genetic engineers in Bioengineering.

1. Griffin RD (2014) The biology coloring book. Collins Reference p. 256.