What do those other 54 or so studies show, and what protocols were used?Radin says there are 88 experiments in that timeframe, but that doesn't alter the fact that there are about 142. The "hit/miss" reason for leaving experiments out does not make any sense if you read the original papers.
I believe the Stouffer Z has been misused by parapsychologists who are trying to discredit the Ganzfeld results. For example, Richard Wiseman and Julie Milton state in "Does Psi Exist? Lack of Replication of an Anomalous Process of Information Transfer" (available at http://74.125.47.132/search?q=cache...a.pdf+Does+Psi+Exist&hl=en&ct=clnk&cd=5&gl=us): "In this article, the authors present a meta-analysis of 30 ganzfeld ESP studies from 7 independent laboratories adhering to the same stringent methodological guidelines that C. Honorton followed. The studies failed to confirm his main effect of participants scoring above chance on the ESP task, Stouffer z = 0.70, p = .24, one-tailed."I used the stouffer z because that was the measure used most often by parapsychologists. Of course if the statisician decides a different measure is more apt, I'd bow to their knowledge.
However, Wiseman's and Milton's analysis is flawed. First, all of their negative Z values appear erroneous. For example, the "Kanthamani & Broughton 1994 Series B" Z score is given as -2.06 for only 10 trials. That is simply not possible with an expected 25% hit rate. The probability of zero hits in 10 trials with a 25% hit rate is 5.63%; however, a Z score of -2.06 corresponds not to that probability, but rather to a probability of only about 2%. Second, 26 of the 30 studies that Wiseman and Milton analyze appear to use a hit or miss protocol. In those 26 studies, there were 295 hits in 1,050 trials, which is a hit rate of 28.1% and -- using the binomial distribution -- is statistically significant at the 1.2% level. Further, I believe that, even if the other four non-standard studies are included, but weighted properly, there would be an effective 35 hits in 148 trials (under the usual outcome measure of comparing the number of hits obtained to the number expected by chance with an expected 25% hit rate). When those effective 35 hits in 148 trials are added to the 295 hits in 1,050 trials in the other 26 studies, there would effectively be 330 hits in 1,198 trials, which is a hit rate of 27.5% and, using the binomial distribution, that result would be statistically significant at the 2.4% level.
So, I see no justification for the conclusions of the Milton/Wiseman article that "the ganzfeld technique does not at present offer a replicable method for producing ESP in the laboratory."