akhare, on Feb 28 2010, 04:29 PM, said:
1♥: SP bal OR ♠+m GF OR ♠ GF
1N: S+♣
2D: SS ♠
2H+: S+♦ -> two suited module
1♠: SP majors OR bal GF
2♣: SP with major (and possibly 4441 GF)
2D+ -> Bal module
1N: GF Majors or SS ♣
2♣: SP (Single suited major?)
2D: GF SS ♥ -> Single suited module at 2S+
2H+ GF Minors -> Two suited module
Over 1♥, opener has the option of "predicting" the bal SP hand by bidding 1N. Responder can now resume relays with 2♣ following the bal module (possibly relay stayman).
I notice you don't list your unbalanced SP hands with minor(s) in the above structure. Are they in with 1C-1H, or somewhere else?
In general, I think it's hard to design good relay breaks that cater to SP hands while at the same time trying to get the benefits of relays. For example, in your suggestion
1C-1H SP bal / spade GF's
if you play that 1♠ relays and promises extras (GF values opposite SP bal), you'll be forced to break relay on all your minimum openers. Not all of them will be suited to bid a natural 1N instead; others will have to bid a suit, etc. This will disrupt your relays in other common cases like when responder has a GF and opener is minimum.
I suppose you could also play that 1C-1H-1S-1N reveals the SP balanced hand (so that 1S doesn't have to promise extras), which might work ok although you'll wrong-side NT sometimes. I guess if you break to 1N with opener's minimum balanced hands, but relay with unbalanced ones, you won't typically want to be in NT anyway so having the weaker responder bid it doesn't hurt too much.
I guess the big question is whether you're trying to save that extra step that shows the SP hand or not. If not, you can't fit in as many GF hands, but maybe that's an acceptable tradeoff. If you try to remove the SP response by relay breaking with minimums by opener instead, now you'll lose your relays whenever you've got (min vs GF) values which is a pretty common set of hands. Plus now you'll need to assign forcing bids over those relay breaks to cater to the GF responding hands, as well as trying to find the best partial with the SP ones. Not an easy set of goals to accomplish simultaneously.

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