Moke Spider,
Very interesting! I have bookmarked that link for future reference. And just imagine the cost of all the tooling they are recommending. See how much crimping force they are recommending!
I think the article is suggesting that part of the difference is caused by the "lay" of the wires, i.e. whether they are just one straight, parallel or very mildly twisted bunch, or stranded in groups, which are then stranded together. For example, 7 strands is common, because 6 fit around 1 central wire neatly, and if you add another layer at twice the radius you get an extra 12, giving 19, so 19 strand wire is also very common. Another layer will add 18, giving 37 total, etc, But a large cable might be made from 7 or 19 groups of 7 or 19, so you might have 49, 133 or 361 strands. The air space within will differ, and is affected by how tightly the inner stranding is twisted. Then we get metric cables with 16 strands. I don't know how the 16 are supposed to be arranged, as that number doues not fit neatly around a central wire.
If you want to understand wire stranding, get lots of identical coins, say 1p, and arrange them on the table. Washers, or buttons, face down, will also do as long as they are all the same diameter. You will soon see what works.