John,
Assuming that the statistics given by DAN are accurate, it's reasonable to assume that they include various places, at various depths and included various experience levels. The ONLY constant given is that they ALL were using dive computers.
I fail to understand the point you're trying to make... If not 1 in 2200 dives, perhaps you might enlighten me on the math you are using... Given these figures what would you say the statistics are? 52,168 recreational air dives, 23 DCS incidents.
I am going to greatly simply this process to show the point--I am aware that the statistics are more complex than I will present.
Let's start with your assumption that
all divers will reach 2,200 dives in their lifetime. I don't believe that is anywhere close to reality. Where I live, divers are almost exclusively vacation divers, meaning that they will dive during one vacation a year or maybe every other year. A 22 dive year would be a good year for most of them, and they would have to put together 100 of those years to reach 2,200. I myself started diving in late middle age, which recent statistics indicates is very common. I am chalking up a lot of dives these days, but I doubt I will hit 2,200 in my lifetime. As has been noted many times in ScubaBoard, many--perhaps most--divers get certified on a whim and leave the sport before too long. If the average diver accumulates 100 dives in a lifetime, I will be surprised.
But, just to make the math easier, let's assume the every diver hits 220 lifetime dives. Let's assume that we have a representative sample of 10,000 divers. That will give us 2,200,000 total dives, and 1,000 total DCS cases. We will also assume that no one has more than one DCS case in a lifetime.
Let's also assume that we do have a normal distribution of divers in our sample. This means their diving habits should fall into a normal bell shaped curve. As I said earlier, a relatively small percentage (let's assume 20%, which is not far off from a normal distribution) will aggressively push NDLs frequently, and a relatively small percentage will never push NDLs. The largest group will be in the middle.
Given that distribution, we can expect that the 2,000 divers in the aggressive group will have most of the hits. Normal distribution would predict that they would in fact have about 80%, or 800 DCS hits. That leaves 200 hits to be distributed among the 6,000 divers in the middle group (who would get most of them) and the 2,000 divers in the cautious group (who would get very few).
Of course, that makes some assumptions that have not been proven, such as the assumption that divers who aggressively push NDLs are more likely to get DCS. I think that is a very safe assumption.
To put it most simply, it is not statistically valid to take a probability associated with one portion of a population and distribute it across the population as a whole. Over the past 7 years, a large number of Americans have been killed by enemy action in Iraq. That does not mean that every American has an equal chance of being killed by enemy action in Iraq. I feel pretty safe myself.