Umm, I don't think they are all that different on the original scale. Try this: lsmean scale01*year/ilink cl; This should up the display to include the mean on the original (untransformed) scale. Now, so far as selecting the proper distribution. That is art, as much as science. Plots of data, examination of residuals, consideration of the physical processes that generate the data and interpretability all enter in. The usual things, like comparing various information criteria, are not so useful, as they depend on the form of the data, and once things are "transformed" as in a generalized linear model, it is like comparing apples to watermelons. One thing that might tell you how well things are fitting is the length of the confidence bounds, on the original scale. Shorter means a more precise estimate--but again that is "art" and not rigorous, and tells you little about the accuracy of the estimation. And be sure, changing the distribution will have drastic effects on the location estimate. Steve Denham
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