This puzzle is derived from a real game of bridge I played on Bridge Base Online.
I was sitting North on board 9 (N dealer, E-W vulnerable) and the bidding turned out like this:
West | North | East | South |
---|---|---|---|
P | 2♣ | P | |
2♢ | P | 5♣ | P |
6♣ | X | XX | P |
P | P |
East as declarer won the first seven tricks and reached this position with the lead in his hand (obviously he would not know about NS's exact holdings in-game):
♠ AT
♡ K643
♢ -
♣ -
♠ J9 N
♡ Q7 ♠ K
♢ AJ W E ♡ AT8
♣ - ♢ 6
S ♣ 7
♠ Q85
♡ J95
♢ -
♣ -
He ended up down one and my side bagged 400 points. However, given that I last played the ♠4, there was a justifiable line of play that would allow him to make the contract against best defence.
How can East make his redoubled 6♣?
There is no one set of exact card plays that works for all situations. What the defenders play has to be taken into account!