CHEMISTRY: The laws of Quantic Spaces-Times followed by molecular systems.

Atoms form herds called molecules, joined by light and gravitational forces that distribute energy and information among them. Though we differentiate molecules in organic forms derived from carbon and inorganic forms, their Non-AE organic cycles and geometries are the same: In the image a feeding molecular cycle. The big ‘bubble atom’ from column I, Lithium, is victim of Fluorine, a VII column atom with higher atomic mass and max. electronegativity (body power). As they approach Lithium becomes denser and smaller, trying to become more efficient, as fishes do in front of sharks, but finally it is captured and swallowed by the electronic structure of the predator Fluorine.

 

Molecules follow all the laws of Quantic Spaces-Times:
- They enact the 5 cycles of all space-time fields.
- They go through the 3±1 ages of all systems, shown in the 3±1 states of matter.
- Molecules have in space 3 zonal structures with dominant atoms occupying the central foci or ‘informative Non-AE region’ of those molecules and slavish, smaller atoms that surround them as a relative body that absorbs temporal energy from the external world.
- Molecules show the 2 arrows of social evolution Vs Darwinian relationships between its atoms, which are caused by its relative equality or perpendicularity, which manifests on the geometric forms that derive from those relationships. For example, atoms that have a better spatial or informative brain, with a more harmonic orbital shape or a higher mass, have max. TE Force and become top predator atoms that dominate molecules, penetrating its territory perpendicularly: It is the case shown in the graph where an atom of the 7th column captures an atom from the 1st column to reach the perfect form of a noble atom.
- The social electronic clouds of molecules show also the 3 space-time ideal forms:
    - Max. T: P-orbitals join several electrons into a social, cyclical ring .
   - s-orbitals are lineal orbitals, more energetic than the pi orbitals.
   -Diatomic orbitals are energetic orbitals created between 2 equal atoms that share their electrons.
- Social orbitals require less energy and hence are more stable than the sum of the orbitals of its single atoms. Which means there is a strong arrow of social evolution among atoms, as in all other universal quanta. Also when we study the brain-nuclei of atoms, the same phenomenon happens: the most stable and common nuclei are those in which their informative neutrons and spatial protons form n-p couples. In both cases the biological, existential interpretation in organic terms is obvious: a quantic form prefers to be in a couple or a social group with equal forms than alone, because their quantic, simultaneous action make the group stronger. So most stars form dual or ternary groups as galaxies, atoms or h-quanta do in the 3 scales of the physical Universe .
Those laws of the existential game transform the atomic table into an organic table that explains the properties of atoms and social molecules in terms of vitalism. Let us consider them in more detail.

The 3±1 2 arrows of the universe existence in molecules.
We distinguish in all molecules the 5arrows of the universe that complete their existence: the energy, informative, reproductive, social and generational cycle. Molecules also possess organic constants for each of those cycles. Yet their cyclical rhythms are extremely fast as it corresponds to microcosms, according to the opposite properties of space and time: Min E = Max T.
So we distinguish those cycles as types of movements related to the 3±1 states of matter:
- The generational cycle and the 3±1 ages of molecules are the 3±1 states of matter: the gas, energetic state, the liquid, balanced state and the solid informative state .
- Max. E: The energy cycles of molecules produce lineal movement, which is maximum in energetic gases that move in continuous lineal trajectories at a speed of around 300 m/s. Accordingly, we measure the energy of a molecule with the parameter of temperature, the quantic unit of the actions of the atomic world.
- Max.T: Informative cycle. Molecules vibrate in a discontinuous back and forth movement, around 10 up to 13 times a second. And they transform lineal movement into cyclical vibration when they change their age or state. So when we lower the temperature of a gas, it becomes a liquid and the vibration of the molecules increases as their speed decreases. So the lineal simple, pure energetic movement of the gas becomes a complex vibrating, informative movement, forwards and backwards.
- Social cycle: Molecular liquids evolve socially, decreasing their energy and increasing their form during their 3rd age, becoming a solid in which the vibration acquires order and rhythm creating macromolecules, called rocks and crystals.
- Reproductive cycle: Finally molecules reproduce departing from their simpler chemical through chemical reactions. Let us study this cycle, which is the fundamental ‘will’ of all systems.