The empirical data is the readings on the scales. As you had gone to the trouble of finding the definition and printing it out for me to read, you really didnt need to ask me that.
The use of the ball park figures was just to show that the empirical data that the scales gave was not inconsistent with the theory.
So I get a result from my scales which is consistent with theory. You sitting miles away with no knowledge of my cycling style, weight or terrain covered have decided it is incorrect.
All I did was read the scales before I left and after I got back and they have been consistently (months prior and almost two weeks after) of the order of 5 Kg less after than before, now you can imagine all sorts of strange reasons why that may be the case but any reasonable person would reach the conclusion that the scales were just showing that 5 Kgs had been lost in my weight and a fortnight of strenuous cycling being a prime candidate as the cause.
I didnt really have any reason to expect it to be five kilogrammes that is just what happened, I am obviously happy that it was five kilogrammes but would accept whatever the scales said within reason. As you cast doubts on the figure, I did some sums
and the figure is within reason.
I have little respect for scientists who feel obliged to fiddle the empirical data to suit their theories.
Scales have their inaccuracies but it is the same scales before and after and their history of readings they have never shown leaps of that magnitude. There is no good reason to doubt the scales are correct in showing a reduction of five Kg even if the actual weights it gives are not accurate to that amount.
Sure enough the weight will come back onto me at the same old rate that it always does, unless I get more cycling done.
Any suggestions such as freak scale readings are rather like the clutching at straws that you get from people who have
failed to lose weight during a half hearted diet.