Yes, I see what you mean, Colin. It's not right but I can see that there would be some sort of pragmatic applicability of this approximation if the distribution of occupants' individual pre-movement times was symmetrical. But, as you have already pointed out, these times are not symmetrical about a mean and, indeed, Figures C1 and C2 immediately above Table C1 show a number of distributions, all of which are skewed.
Of course, the distributions approach the x-axis asymptotically which means, in practice, that we can never be sure how long it will take to get that last centile moving.
But there are solutions to the problems that can be used to achieve useful predictions and they depend upon the type of premises under investigation. In densely populated spaces where queues can be expected we're only interested in the first few centiles and in sparsely populated spaces we cannot predict the last centiles so we have to impose management regimes to control pre-movement times.
All parts of 7974 tend to over-theorise their respective subject matter, often with errors.
As for the general quality of fire engineering in the commercial world...well...I don't know where to begin...