Within the reality of A, there are uncountably infinite realities that exceed each and every one uncountably. In B, there are both A and an uncountable infinite number of realities that exceed it uncountably infinite times. For B: There is also the statement that you cannot reach B no matter how many more realities you put in than the realities that exceed A and it. In C, likewise, there are B and an uncountable infinite number of realities that exceed it innumerable times, but C is also said to be inaccessible to B and an uncountable infinite reality that exceeds it. continues until. To which cardinality would such a hierarchical structure be best suited?