Take one set and second set, then from summing this two sets we give one set.

Then

1 U 1 = 1

1 U 1 U 1 = 1

In nature this phaenomen is observable in case of drops of water, when we connect one drop with second drop then we got one drop. This axiom could not be function to elements of sets, just for sets and relations between them.

In case of distributive set summing of sets give us one set who is not homogenous.

In case of collective set summing of sets give use one set who is homogenous.

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