There is a `long' history of transfer (up to homotopy!) of algebraic structure from a dg _ algebra A to its homology H(A) (e.g. Kadeishvili for the associative case and Heubschmann for the Lie case). Schlessinger and I computed a variety of examples of rational homotopy types using this result. There have been several uses of such transfer for theoretical results. Have there been any further computational examples?