The term hat-trick was first used in cricket in 1858 when H H Stephenson took three wickets with three consecutive deliveries. Since then it has spread to other sports and is used generally for three victories in a short space of time. Such was achieved by one of our members John Pemberton who won the Teltscher Trophy, Garden Cities Trophy and Woodberry Pairs Championship in a couple of months. The picture opposite is from the Teltscher Trophy, also with a Woodberry member, Richard Creamer.
I recall John's name cropping up in a quiz in a North London pub, as the inventor of Coca Cola was also a John Pemberton, who created the drink in 1886. I presume no relation. He and Martin Lerner were comfortable winners on just over 60%. There is always some luck when you win an event, and this could have been different:
The auction was reasonable. It was uncontested: 1S - 2H - 3H - 3S - 4D - 4NT - 5H - 5NT - 6H - Pass. It was unclear whether 4NT was key card for hearts or spades, both having been bid and agreed and keen players will want to have a rule for this. One can play it as "six-ace" Blackwood where the kings of both suits are treated as aces, but that requires a special agreement.
The focus now turns to East and there is strong argument for the "winning" club lead. South cued 4D, not 4C, so he does not have a club control. North does, of course, but there is a good chance that he only has the ace or king. After the passive trump lead, Declarer drew only two rounds of trumps before playing three rounds of spades, and there was no spade ruff. I say "winning" club lead, as Deep Finesse has no difficulty making an overtrick with a first round spade finesse. I think the best line on the trump lead is to draw three rounds of trumps and then finesse on the first round of spades. Some care is needed. If East is Zia and plays the queen, you cannot afford to win, return to North and finesse the second spade, in case Zia has played the queen from Qx of spades. But ducking is fine.
You don't mind if the first round finesse loses as you have 12 tricks; here you get an unexpected overtrick. NS were the only pair to reach slam, so a lost overtrick was unlikely to cost them much.