The 1 spade bid was alerted and explained as showing 2 or 3 spades
Partner leads 6♥ to your Jack and declarers King, who plays a 6♣ to Ace, partner following with the 4.
Dummy plays 2♦ you Q to declarers Ace, who next plays the J♦ to your K. Partner follows with the 7 and 8 in turn. Your lead?
I woodenly returned a heart and declarer wrapped up 9 tricks. These were my thoughts later:
If partner had been leading from ♥KQx6x then a heart return will defeat the contract. Assuming partner has faithfully given me count signals in ♦ and ♣, this gives declarer ♠??, ♥Axx,♦AJx,♣KQ10xx, Her bid indicates about 19 points perhaps a good 18. So she has one stop in spades perhaps Ax or AJ at the most. If this were the case would she try and grab a diamond hoping that we didn’t cash our heart tricks or would she not hopefully cash her club winners first and hope that partner either mis-discards a heart under pressure or there is some end play?
Partner’s count signals give him 4 spades, so is it possible that you can take 4 spade tricks? Give partner ♠ AQxx, ♥ Q1086x, ♦ 87, ♣ 64 and that gives declarer ♠Jx ♥AKx,♦AJxx, KQ10xx.
Is this not a more likely scenario? Here declarer needs to get a second diamond trick (9 tricks) before we find the spade switch.
So there is clear evidence that I should switch to a spade.
We could play methods that would have made it easier in this instance.
Smith Peters Partner’s play in the ♦s then indicates the like or dislike of the heart continuation. Since we play reverse count it would be logical to agree reverse Smith Peter’s. So partner would play the 7 then 8 with ♥KQ, and 8 then 7 if leading from just the Q♥. This would have given me a clear signal for what suit to return.
Rosenkranz double Had we played that a raise in the suit denies a top honour, then partner might have led a spade without 2 top ♥ honours.
Double of 2 or 3 card spade shows 4 spades So I double to show 4 spades (and perhaps denying a top ♥) Then again partner is encouraged to lead a spade with better high cards in this suit.
Any comments on these thought?

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