As example take the dynamics of Earths Electro Magnetic Toroidal Field that protects from Suns. AI..' The Earth's magnetic field (magnetosphere) protects us by deflecting harmful, high-energy charged particles from the Sun (solar wind, coronal mass ejections) and deep space (cosmic rays), preventing them from stripping away our atmosphere and exposing life to lethal radiation, which would otherwise erode our atmosphere and ozone layer, making Earth uninhabitable '..
How is the inward flow when it comes outward is attracted back to go inward again as repead cycle of inwardness as primary to outwardness?
Ex take to rectangle bar magnets. Face two of their same poles toward each other, and even pull them apart to some distance, if not impeeded by other enviromental effects, it is my belief, that the two bar magnets will seek out attraction of over replusion and create a magnetic toroidal field.
Muscles contract inward and result is baby is pushed out.
Mass-attractive Gravity creates Sun and the sun pushes out photons if not other stuff.
Electron and its diople moment AI..' Yes, an electron has a magnetic dipole moment due to its intrinsic spin, acting like a tiny magnet, but experiments have found it has no detectable electric dipole moment (EDM), meaning its charge is perfectly symmetrical, though the Standard Model predicts an extremely tiny, immeasurable one. A non-zero EDM would signal new physics beyond the current model, with ongoing experiments setting ever-tighter limits on its existence '..
Yes differrentation exists as many kinds of particles, so inward does not mean a single unified state/phase of all particles of Universe. Inward > toward another particle may help to diversify in hitting it away a higher frequencies the to hit others in chain reaction of events all of which are for most part pushing outward.
This above may relate in less collisional way due to the Pauli Exclusion Principle: AI..' The Pauli Exclusion Principle, proposed by Wolfgang Pauli in 1925, is a quantum rule stating that no two identical fermions (like electrons) can occupy the exact same quantum state in an atom; this means each electron has a unique set of four quantum numbers (n, l, ml, ms), limiting orbitals to two electrons with opposite spins and fundamentally explaining electron shell structure, the periodic table's order, and material propertie