Technically its clear: A trump shortening. S has to ruff 2!D, eliminate the side, reach a 2 card ending and play a side suit from dummy and the trumps of E are catched. That is technically easy. In praxis E might come to the idea to ruff my side suits in which I try to reach the dummy. So I have the next question: what is the distribution of E? Can I read it? In books E has 4-3-3-3, so no problem, but the real life is not so nice. Although I cannot look trough the cards, there are 2 things, which can help me: 1. Its the tendency of the nature to flat everything, to find the middle of all. That means, if W has only a single in !S, there is - after my observation - the nature, God or the universe - will give W exact one more card in the other suits. That is not possible here, so the nature will find the next likely distribution, 1-4-5-3 or 1-3-5-4 with W; respectively 4-2-4-3 or 4-3-4-2 with E. 2. The first free discard of W might help. He discarded a !C and that means his !C are not shorter than his !H. He is more likely to have 5!C than 5!H. So it seems right to start with 4. !D ruff 5.!C to the 9 6.!Druff 7.!H to the Jack 8.!D with !H discard 9.!D with !C discard 10.!H with !C discard But woe to me, my last cards are 2 trumps and a high !C and dummy has two high !C but a !h loser and I might go down, if E originally had a single !C. The right play seems to be 5. to cash the !hQ 6.!C to 9 7.!D ruff 8. !C to dummy to execute the rest like above. This play will fail, if E has a singleton !C or a singleton !H. I could have made with a singleton !C and three hearts by E (or otherwise), reaching dummy with a third round in !h but a second !C, but I have no way seen to conclude this.