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Interesting double dummy problem to work through

This hand was board 9 in the common game Friday October 26 (rotated)

West
QJ9
KJ65
Q54
K53
North
K8642
J7632
AQ9
East
A53
9743
K1098
64
South
107
AQ1082
A
J10872
D

A newer player asked me about the hand which she played in 3C. The hand record showed that double dummy the hand makes 9 tricks. There are a lot of ways the defense can help declarer, but against best defense it takes some thought to figure out how to take 9 tricks.

I find working through different variations and trying to work out the right plays and counter plays and so on is good practice for hand visualization. I thought this hand would be a good one for improving players to work on. It doesn't depend on any super obscure plays, but there are a number of variations depending on what the defense does. This one will take some persistence, but the solution is pretty cool.

It's hard to take less than 6 tricks. 7 tricks are clear with the club finesse on. A crossruff brings in 8 tricks. Guaranteeing the 9th is harder; it took me a while and the line I eventually found has 3 different packages of tricks to make the contract for different reasonable defenses.

Can you find this line? Is there a simpler line that I missed?

For the experts lurking, this is not a super hard problem but I expect the solution may not be obvious at first glance. Please avoid spoiling the challenge for advancing players by blurting out the answer before one of us mere mortals has the satisfaction of finding the solution but feel free to comment on solutions posted.

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