It is supposed that the binding energy B.E. explain the easy of formation; nucleosynthesis or nucleogenesis, and the degree of the stability of the nuclide, but it seems not. The well-known statement “the energy liberated in the formation of nucleus from its componence nucleon is a measure of stability of that nucleus” is incorrect. In other words, the higher the value of B.E, does not mean the higher the stable nuclide is. The B.E calculation gives higher energies values to unstable nuclides that belong to Z=1-99 rather than to stable nuclides. For example, both the 8Be and 218U nuclides have the highest B.E among Be and U isotopes respectively. Most of the unstable nuclides have the highest values of B.E.

Fermions Structure and Mass Quantization in Astrophysics
The structure of the fermion particles and their antiparticles grows hierarchically from these high gravity circular closed quantized packages rings of magnetic dipoles under drastic circumstances in stars. This process starts when a huge numbers of magnetons m-1 and antimagnetons m+1 compacting under strong self-nuclear forces SSNF (strong charged electromagnetic force SCEF and self-gravity force SGF) as circular closed quantized package ring. The superposition of these quantized circular rings causes the formation of the first quantized mass fermion, i.e. the electron of quantized mass with unitary elementary negative charge (outside the nucleus). These quantized mass circular rings then merge further into a
continuous hierarchy to form the larger unstable massive nuclear particles with partial quantized mass such as muon, pions, kaons and eta mesons then reaching the stable quantized mass fermion, such as the proton and the neutron (in stable isotopes only) then passing to heavier unstable particles like tau etc.

NMT proposed a standard energy of formation of nuclide, SEFN, (nucleosynthesis) in thestars as a new concept which is based on neutron mass quantization. As explained previously, the protons and the electrons are stable with fixed mass outside the nuclei and the atoms in the normal circumstances

Self-Nuclear Forces and Unified Field-

Gravitomagnetic Field: The high dense magneton m-1 and its antimagneton m+1 inside the fermion will create high gravity circular closed quantized packages rings of magnetic dipoles in the form of matrices. These two spinning-rotating magnetons create a Strong Charged Electromagnetic Force (SCEF) field of long range due to their own extraordinarily strong magnetic constant (μb=24.65μo)