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Bridge Winners Profile for Kieran Dyke

Kieran Dyke
Kieran Dyke
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Basic Information

Member Since
Aug. 25, 2015
Last Seen
37 seconds ago
Member Type
Bridge Pro
about me

Professional based in London.


Numerous national wins in Australia and now a few in England, most recently the Brighton Swiss Pairs.

Bronze medal, 2015 European teams.


I play on BBO as Woozle.

United Kingdom

Bridge Information

Favorite Bridge Memory
Beating Monaco in the Round of 16, 2015 European Teams, Tromso.
Bridge Accomplishments
Bronze medal, 2015 European teams. Numerous national events in Australia and England.
Regular Bridge Partners
Fiona Brown, Justin Howard, Michael Byrne. Partners back in Australia included Ron Klinger, Peter Gill and Ishmael Delmonte.
BBO Username
ACBL Ranking
Sorry, this user has no cards yet.
What hand type is 2!d?
1NT won't often be bid with a singleton - especially in a minor.
What hand type is 2!d?
Isn't "1NT isn't making but 2D makes" a good reason?
Leonard Hall's bidding problem: AT43 73 943 AQJ4
Many of us aren't bidding 1S with that hand either.
What hand type is 2!d?
2D would be, frankly, a very poor choice. But make the example hand 4054 if it makes you happy.
What hand type is 2!d?
I think that pulling 1NT or 2NT to a minor should be regressive. Maybe not so much your 4153 example - picture instead AJTx,-,KT8xxx,Qxx which would be ludicrous in 1NT.
Sasha Cooper's bidding problem: AKJxxx Ax QT9x x
With slam excellent opposite AKxxxx and out, directly into RKC for me - small slam opposite two keys, grand opposite three.
Would you call for the director?
The director would inform you that if you want an adjustment you should see a chiropractor.
Simon Weinberger's bidding problem: AQJT5 KQJT6 6 AJ
I've shown my shape, now I can double to show my high cards.
Pete Marvin's bidding problem: 8652 K94 QT8 JT9
Hands suitable for a scrambling Stayman would be: (1) 5/4 majors, planning to bid the five card major over 2D. (Some hands might be able to raise a major) (2) 4441, short clubs. Planning to pass the Stayman rebid. While there's a non-zero chance of ending in a ...
Andrew Yeckel's bidding problem: --- A752 9542 AQ852
Isn't this the hand that the redouble was designed for?

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