Rank-cap Enots--Wolley + arxiv endorsement

[Nathan Nichols]

> The Enots–Wolley sequence was introduced by Shannon and Sloane [OEIS A336957]. Sloane conjectured that every positive integer with at least two distinct prime factors occurs in the sequence.

I have managed to prove this for a variation of the Enots--Wolley sequence: the rank cap Enots-Wolley sequence EW[2,...,K].

This is the variation of the Enots-Wolley sequence which is restricted to positive integers such that  2 ≤ ω(a_n) ≤ K. 

I have a nice paper that I'd post on Arxiv but I don't have an edu email anymore so I'd need an endorsement to do so. (P.s., is  anyone interested in endorsing me?)