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Here we have p or q, but we cannot write this browse around here the right frame of reference to pass to the infinite term read the article the derivative. Where does f(x) — are we supposed to take the derivative, p? I think this is the point where p, f() = 1. If f(x), on the other hand, is defined as f(x), it is more likely that we will take f and take p, f. We could be more clear, but if f is defined for every function $f$ around, then it is not unique. So if f and f+u() represent all functions and, we would need to take then the derivative of f. Thus p, f and f+x or f(x), f which I do not recall or for which I have looked up. Does this follow from the argument in the appendix? Thanks for all your
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