Was going to ask whether this proportion of the number of divisors of these prime tweens, to the number of other divisors of other composites, might yield a kno

Was going to ask whether this proportion of the number of divisors of these prime tweens, to the number of other divisors of other composites, might yield a known constant, or even converge on 2.718.. or a related function of it asymtotically as the n increased.