PARCELATORIES OF SECOND ORDER
don't exist in fact. What exists are counting processes, a human ability that consist in to quantify, measure, compare and enumerate objects. Any object!
Because they exist only in our imagination, numbers are only abstract objects we use to calculate our usual counts.
As any abstract object, it was necessary to create symbolic properties to represent them. But substantially, they don't exist! They are therefore, fundamental cognitive concepts.
However the counting is a more fundamental concept yet! So fundamental that we don't perceive it.