This is really a slow burn idea for anyone interested.
I have for some time been a fan of the idea behind the 1970's shortage-showing Polish methods. It has been a source of both amusement and bewilderment to me that the most successful of the Polish methods of this era, Regres, was at the other end of this spectrum - it in essence had five mini-NT style openings

Delta, on the other hand, epitomised the shortness showing idea, but was somewhere between rarely and never used for openings due to its low "mean* opening" (of 1.66). However, we've had 40 years or so to improve things since then, so I have been slowly constructing a method based on this idea: Delta Heart Pass (DHP).
The openings are as follows (with shortage defined as 0-1 length in a suit)
Pass: ART, 14+ hcp, 15+ hcp if BAL
1♣: 9-14 hcp, BAL or semi-BAL (the latter defined as 5422 or 6m322)
1♦: 9-13 hcp, short in one or both m's
1♥: ART, 0-8 hcp, unsuitable for a PRE
1♠: 9-13 hcp, short ♥
1NT: 9-13 hcp, short ♠, <5♥ unless 0=5=4=4
2♣: 9-13 hcp, short ♠, 5+♥
2♦: 9-13 hcp, 6♥322 or 7♥222
2♥: 9-13 hcp, 6♠322 or 7♠222
2♠: 9-13 hcp, any 2 or 3 shortages (e.g. 6-5-1-1 through to 10-1-1-1 or similar)
2NT: 9-13 hcp, 7m222
3♣+: PRE's to taste
If nothing else, I hope it opens the mind to consider the possibility of primary shortness showing - it tends to be immensely valuable in taking a broad (fitting rather than fit) based view of a deal. It also addresses some of Delta's weaker points, by giving a (long) major suit focus to the shortage showing openings as well as both raising the mean opening significantly and addressing competitive concerns (by taking the 6M322's/7222's out of 1♣ and raising the Fert from 1♦ to 1♥).
Speaking of 40 years extra advancement, I have a symmetric-style structure to underpin the relay responses, rather than the Polish methods of old.
Happy to field any interest.
Regards, Newroad
* As an aside, I think most historic mean opening calculations have been flawed, as Pass is counted as 0 and 1♣ as 1, whereas they are in fact pretty much equal from a pre-emptive perspective: Pass allows 1♣ whereas 1♣ allows DBL.I would count them both as 1 (or 0).