St. Bridget of Sweden 1373 AD; St. Apollinaris of Ravenna 1st century AD; St. Liborius 4th century AD
There will be seven articles in this series. Calculation of the g-factors of electron, proton, neutron, and muon, and g-2 factors of electron, muon, and tau particles. All calculations will involve transcendental constants and integers, such as 10 and powers of 10 to shift the decimal point of a constant to the left or right and some other integers and fractions. The fractions will have, in denominators 2, 3, 4, etc., values resembling values used in quantum physics.
This is the last table for now. It is sufficient to obtain all three g-2 magnetic moments (electron, muon and tau) and four g-factors (electron, muon, proton and neutron) from the posted complete 2.5 tables. Once I have written the FORTRAN codes, I will provide a complete list of all the tables. Each table is a separate set generated by multiplication/division, and summation/subtraction of its elements, i.e., transcendental constants.
Each set of singles, pairs and triplets is contained in three element sets (P, F, S, and variations of it). Singles will give 3 different outputs, pairs, and triplets – six different values for each of them. Altogether we have 3+ 6 + 6 = 15. If reciprocals are taken under consideration, we will have 2 x 15 sets = 30 different sets, plus one more, i.e. three singles together, that is, the Trinity. The final number is 31 sets in that configuration or just 15 + 1 = 16 if reciprocals are not counted.