Earlier quoted context omitted.
No. P-values don't work that way and don't mean what you think they mean. Read OP or heck, any of the classics like "Why most published research findings are false" http://dx.plos.org/10.1371/journal.pmed.0020124 (36% may or may not be bad, but you can't know without additional stuff like power or prior probability of hypotheses being true; p-values have no intuitive meaning and aren't an answer to any question that…
A proper rebuttal would show what a p-value actually is and how it differs from what I claimed. Now, since a p-value is exactly what I previously claimed, you obviously can't do that. I'm not even sure what you are arguing against me here.
In a world where there are only false positives and true negatives, and people publish all positive and negative results, then reproduction of a paper should be 95%.
But the reproduction rate when there actually is an effect is not 95%. Depending on sample size, I might get a true positive 20% of the time and a false negative 80% of the time, or I might get a true positive 99.8% of the time and a false negative .2% of the time.
So the average reproduction rate, where an effect actually exists, can be almost any number between 5 and 100. There is no reason to assume it will be 95%.
So the average reproduction rate, where some effects are real and some are imaginary, will almost certainly not be exactly 95%, and that is not a problem in and of itself.
(And when you talk about an average p-value of .05, that sounds like only publishing positive results, which is blatantly going to fail reproduction. 100 false hypotheses -> 5 publications, all false positives -> 5% reproduction rate)