Hi everyone
I have been around the Internet looking for Lauria-Versace's scheme of responses after 1NT opening, but wasn't able to find it.
Is there anybody here who can help...?
Thx in advance.
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Lauria-Versace 1NT scheme
#2
Posted 2008-May-13, 10:03
Just directly from their CC (old copy but do not believe it has changed)
2♣ = relay
2♦♥♠NT = xfers
3♣ = 5+♥s, 4♠s, INV
3♦ = 5+♠s, 4♥s, INV
3♥ = both minors (5+-4+), INV
3♠ = both minors (5+-4+), GF
4m = SA Texas
After 1NT - 2♣,
2♦ = min without majors or 4♠s
2♥ = max without majors or 4♥s
2♠ = min with 4-4 majors
2N = max with 4-4 majors
2♣ = relay
2♦♥♠NT = xfers
3♣ = 5+♥s, 4♠s, INV
3♦ = 5+♠s, 4♥s, INV
3♥ = both minors (5+-4+), INV
3♠ = both minors (5+-4+), GF
4m = SA Texas
After 1NT - 2♣,
2♦ = min without majors or 4♠s
2♥ = max without majors or 4♥s
2♠ = min with 4-4 majors
2N = max with 4-4 majors
(-: Zel :-)
#3
Posted 2008-May-13, 11:37
Zelandakh, on May 13 2008, 11:03 AM, said:
Just directly from their CC (old copy but do not believe it has changed)
2♣ = relay
2♦♥♠NT = xfers
3♣ = 5+♥s, 4♠s, INV
3♦ = 5+♠s, 4♥s, INV
3♥ = both minors (5+-4+), INV
3♠ = both minors (5+-4+), GF
4m = SA Texas
After 1NT - 2♣,
2♦ = min without majors or 4♠s
2♥ = max without majors or 4♥s
2♠ = min with 4-4 majors
2N = max with 4-4 majors
2♣ = relay
2♦♥♠NT = xfers
3♣ = 5+♥s, 4♠s, INV
3♦ = 5+♠s, 4♥s, INV
3♥ = both minors (5+-4+), INV
3♠ = both minors (5+-4+), GF
4m = SA Texas
After 1NT - 2♣,
2♦ = min without majors or 4♠s
2♥ = max without majors or 4♥s
2♠ = min with 4-4 majors
2N = max with 4-4 majors
How do you decline the invite of 3♥? Seems 4 of a minor is pretty high.
#4
Posted 2008-May-13, 11:59
Latest official copy from Shanghai (same as above) can be found here:
http://www.ecatsbridge.com/documents/docde...Cbermuda%2Dbowl
http://www.ecatsbridge.com/documents/docde...Cbermuda%2Dbowl
"When I'm working on a problem, I never think about beauty. I think only how to solve the problem. But when I have finished, if the solution is not beautiful, I know it is wrong."
- R. Buckminster Fuller
- R. Buckminster Fuller
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