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Transfer Responses to a Sweedish Club


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Alright, I am going to take one more shot at improving this structure, then set it aside for a while if it still dosn't satisfy. Most of the concerns are about the responder having 0-7 points and no 4 card major with no long minor to run to (perhaps skipping a 3-4 major fit to play in a minor at a level higher).

So... how about:

 

1 = 0-7 with 3+ hearts OR 13+ with 4+ hearts

1 = 0-7 with 3+ spades OR 13+ with 4+ spades

1 = 0-7 with a 5+ minor OR 8-12 balanced or 4441

1N = 13+, no 4 card major

2 = 8-12, 5+

2 = 8-12, 5+

2 = 8-12, 5+

2 = 8-12, 5+

 

After 1-1-1N (confirming 11-13 balanced) the structure might look like:

Pass = 8-10 points, balanced or 4441

2 = 0-7, 5+ clubs

2 = 0-7, 5+ diamonds

2 = 11-12, 4 hearts (or 5332 with hearts)

2 = 11-12, 4 spades (or 5332 with spades)

2N = 12 (or a very good 11) points, balanced, no 4 card major

 

The big problem now would probably be in figuring out what to do after responder transfers into a major and passes (showing 0-7) and the opponents double. Figuring out when to scramble and when to play 1Mx could be tricky at times. Is this weakness preferable to the other structure, or am I simply trading one unplayable system for another?

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Whatever you do, I'm still not comfortable with the way opener has to show 17-19 (or some similar range) after 1-1. :)

Ok, so I was fixing the wrong problem... in that case, if I were to use an opening notrump structure like:

1 = 11-13 balanced or 17+ (20+ balanced)

1 = 11-16 natural unbalanced or 17-19 balanced

1N = 14-16 balanced

which of the two response structures would work better, or should I ditch the idea of transfer responses?

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Ok, so I was fixing the wrong problem... in that case, if I were to use an opening notrump structure like:

1 = 11-13 balanced or 17+ (20+ balanced)

1 = 11-16 natural unbalanced or 17-19 balanced

1N = 14-16 balanced

which of the two response structures would work better, or should I ditch the idea of transfer responses?

That definitely solves the NT-range problems, but... :) ...you lose the big advantage of the natural 1. At this moment I think the disadvantages outweigh the advantages.

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