ahydra, on 2018-May-13, 13:54, said:
sfi, on 2018-May-15, 03:37, said:
steve2005, on 2018-May-15, 03:43, said:
There's strictly no need to free up the 2N rebid in order to solve this problem. I used to play something close to
1♣ = NAT or 12-14 BAL (w/ transfer responses)
1♦ = NAT, never 12-14 BAL
with (1-under) transfer rebids by Opener over 1♣-1R(transfer), 1♦-1M and 1♥-1♠, e.g.
1♦-1♠; ?:
1N = (3)4+ C. 3 S possible only if good-MIN or GF
...2♣ = same as Pass over 1♦-1♠; 2♣ in standard except that it may contain a standard "courtesy raise" (now superfluous)
......P = MIN, 2- S
......(...)
......2♠ = good-MIN, 3 S
......(...)
...(...)
2♣ = (5)6+ D. 3 S possible only if good-MIN or GF
...2♦ = same as Pass over 1♦-1♠; 2♦ in standard
......P = MIN, 2- S
......(...)
......2♠ = good-MIN, 3 S
......(...)
...(...)
2♦ = H reverse,
2♥ = 3c S raise, either with bad-MIN or INV
...2♠ = to play opposite bad-MIN
......P = bad-MIN
......2N = 18-19 BAL, 3 S
......3♣+ = INV, 4+ C
......3♦ = INV, 6+ D
......(...)
2♠ = bad MIN, 4+ S
2N = 18-19 BAL, usually 2 S only
(...)
and, similarly,
1♣-1♥(=4+ S); ?:
1♠ = 5+ C. 3 S possible only if good-MIN or GF.
...1N/2♣ = replacing Pass over 1♣-1♠; 2♣ in standard
......P/2♣ = MIN, 2- S
......(...)
......2♠ = good-MIN, 3 S
......(...)
...(...)
1N = 12-14 BAL, 2-3 S
2♣ = D reverse
2♦ = H reverse
2♥ = 3c S raise, either with bad-MIN or INV
...2♠ = to play opposite bad-MIN
......P = bad-MIN
......2N = 18-19 BAL, 3 S
......3♣ = INV, 6+ C
......(...)
2♠ = bad-MIN, 4+ S
2N = 18-19 BAL, usually 2 S only
(...).
So the auction could go either
1♦-1♠
2♣-2♦
2♠ (good-MIN, 3 S)
or
1♦-1♠
2♥-2♠
3♦ (INV, 3S6+D),
depending on how much Opener thinks his ♠KTx ♥KQx ♦AKT9xx ♣x is worth after 1♦-1♠.
Super simple!