I did not. In my previous runs (e.g. frequency analysis of certain Dutch Doubleton, Precision and IMPrecision auctions) I included interference clauses - i.e. gave a definition of certain second and fourth seat overcalls and excluded those deals. I also previously included second, third and fourth hand analysis by conditioning on relevant other hands not having a preemptive or natural opening bid. At some point I plan to include this in all my questions, but for now I've stuck with the easiest example.
Also some new fun simulation results. Enthusiasts of statistical analysis, Type 1 versus Type 2 errors and conditional expectations might recognise this. I've written some scripts that check the HCP of North+South, conditional on them being able to make a slam. The results are (un)surprisingly low.
- 6 of a trump suit makes (double dummy) but 6NT and higher fail. 2500 examples produced (69554 deals generated and solved double dummy, runtime 5049s). Average HCP: 25.86.
- 6NT makes but 7C and higher fail. 1500 examples produced (90207 deals generated and solved double dummy, runtime 6419s). Average HCP: 29.30.
- 7 of a trump suit makes (double dummy) but 7NT fails. 2500 examples produced (315361 deals generated and solved double dummy, runtime 22411s). Average HCP: 27.60.
- 7NT makes. 1500 examples produced (204954 deals generated and solved double dummy, runtime 15407s). Average HCP: 30.81
Of course the reason that the averages are so low is that we are so far in the tail of the combined HCP distribution that 'freak' slams making double dummy on low combined strength are actually more frequent than sound slams. For example, in the 2500 trump suit grand slams the highest combined HCP was 35 - apparently all the 36+ HCP deals that made 7X also made 7NT. I plan to do some further analysis on this (e.g. split the frequency of the HCP by the base rate of getting that HCP). I doubt this is useful, but it's fun and easy to program.
I've also ran a bunch of simulations on aggressive 2-level preempts, but I'll tinker with them some more before drawing significant conclusions from them. It seems to suggest that, when not vulnerable, opening frequently on 5-card suits is not aggressive enough.