Nearing the end of a long sectional weekend, I was convinced to play two rounds of the Sunday Swiss on a team with Zach Brescoll, Jean Davis, Brad McKeown, and Dave Cantor. The team had played very well all day, and I came in for the last two rounds, given that I had two of the best volunteers I could ask for at the helm in the kitchen.
Usually at least once per session, there is just no good bid for a hand I hold. Whether it is an opening hand, a responding hand, a competitive auction, an invitational hand, or one of many other types of bidding problems, sometimes you just have to fib. In situations like this, I like to approach the menu of options (possible bids) and use process of elimination to determine the best lie. I try to figure out my partner’s worst- and best-case scenario bids, and go from there.
One such hand came up in the final round. I hadn’t kept a close eye on the scores, but I was pretty sure this match would decide our fate in, perhaps, the top five finishers of the day. It was the second or third board of the round, and I pick up the following:
It was a decent enough 15-count, albeit with a singleton honor. I always like to plan ahead to my next bid, so I started envisioning the possible auctions. The toughest situation to accommodate would be opening 1♣, and hearing 1♠ from my partner. The hand is not strong enough to bid 2♥ as that’d be a reverse. I don’t want to rebid 2♠ with only three of them, nor do I want to rebid 2♣ with only 5 of them, and not great ones at that.
With that in mind, expand your menu and think about what you might open this hand, with the notion of the “best lie” in mind.