Pauli's exclusion principle and strange idea that could the dark matter be the third group of elementary particles?

Above this text is the Standard model.

Pauli's exclusion principle and strange idea that could the dark matter be the third group of elementary particles?

Pauli's exclusion principle denies the possibility that there are two similar or identical fermions in the same quantum position. So if we are thinking that principle very accurately, there is one interesting detail. Pauli's exclusion principle goes like this: two identical fermions cannot be exactly in the same quantum space. And if we are thinking very accurately every electron in the universe has a unique quantum state.

That means there are no two absolute identical electrons in our universe if we are thinking that the universe is one giant quantum space. The universe is full of wave movement. And that means every each electron is a little bit different point in the energy levels. The energy level of each electron is different because every single electron in the universe is in a different position to the energy source.

And because there are no two absolute identical fermions in the same quantum space. That means that some philosophers are created an idea of "Union" or unique particle, which can be only its kind and only one individual in the universe. That particle could open the gate to the fourth or fifth dimension. There would be only one of those particles in the universe, and that thing can exist at the point, where the Big Bang happened.

Mathematically the form of the spin of the fermion is n/2 because the spin of the fermion is 1/2, 3/2, 5/2, etc. Or accurately saying the spin of fermions is sometimes -1/2. And all particles that have spin -1/2 are fermions.

Mathematically the form of the spin of the boson is (n) because the spin of the boson is an integer (0,1,2,3,4).

Is dark matter the third group of fundamental or elementary particles? (Hadrons are not elementary particles)

At this point, I must say that there is a third group of particles called Hadrons. Those particles are formed by two or more quarks that are connected to one entirety. Protons and neutrons are hadrons, which means they are not elementary particles.

(So, could the hypothetical dark matter particle spin be something like 5/3?. Could that thing be the answer for the question, why we cannot see the dark matter?)

We don't know other elementary particles than fermions and bosons. But could the hypothetical particle group whose spin is not the form (n/2)or n be the answer for dark matter? Could the spin of the dark matter be something like 5/3? And is that the reason, why we cannot see the dark matter?

The difference between fermions and bosons is that the spin of fermions is half spin (1/2). The Bosons spin is an integer. So the possible spin of a fermion is 1/2, 3/2, 5/2, etc. So the spin of a fermion is always mathematically introduced n/2. But is there the particle which spin is something else than n/2 or integer n (0,1,2 etc.)?

We haven't thought about the possibility of the existence of a third family of particles. That third part is not fermions or boson. The reason for that is that we know only two types of particles that I just mentioned.

But is it possible that some particle is not boson or fermion? Could there be the particle, which spin is something else than a half number? Could the spin of some particles have numbers like 8,7? This is a very interesting question. Could there be some third group of particles that spin is not the half number or odd integer?

()https://en.wikipedia.org/wiki/Boson

()https://en.wikipedia.org/wiki/Elementary_particle

()https://en.wikipedia.org/wiki/Fermion

()https://en.wikipedia.org/wiki/Hadron

()https://en.wikipedia.org/wiki/Pauli_exclusion_principle

()https://en.wikipedia.org/wiki/Spin-%C2%BD

()https://en.wikipedia.org/wiki/Standard_Model

Image()https://upload.wikimedia.org/wikipedia/commons/thumb/2/2b/Standard_Model_of_Elementary_Particles_dark.svg/1200px-Standard_Model_of_Elementary_Particles_dark.svg.png

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