When two dodecahedrons collide under pressure, they form a pair.
All electrons within a single dodecahedron oscillate in sync. The oscillation mode is related to the chirality status of the neutrino as a constituent of the electron, whether left-handed or right-handed.
For illustrations, the dodecahedrons having outward pointing vectors will be colored red, and dodecahedrons with inward pointing vectors will be green.
The neutron is produced when two green or two red dodecahedrons collide.
According to the illustration:
Two dodecahedrons cannot have a merging face with two neutrinos with the same chirality. The Pauli Exclusion Principle defines this exclusion behavior as a fundamental principle.
The Dutch Paradigm explains the logic of this Pauli Exclusion Principle in a separate chapter.
One of the two neutrinos must be forcibly ejected through compression to merge two faces.
With one neutrino less, the neutron has ½ spin.
The outward expression of the asymmetrical free electric energy of the neutron, modeled as a double dodecahedron, is zero. On the binding face, the vectors representing this expression point and rotate in opposite directions. The single neutrino on the binding face interacts with two gamma photons.
The Dutch Paradigm identifies this as the neutron bond.