This happened to me a while back (and I posted a picture, too) – so I’ve wondered about the odds, too. So here goes:
I’ve seen estimates of between 5,000-8,000 TourX models sold in the US during its lifespan of being imported here. Let’s use the 8,000 number since I think it’s based on the most believable reporting (
2019 Buick Regal TourX sells better than expected, has brand's wealthiest buyers and
https://gmauthority.com/blog/gm/buick/regal/buick-regal-sales-numbers/).
So, based on 8,000 vehicles, you saw 2/8,000 = that’s .025% of all TourXs every imported in one spot at one time. This isn't needed for the calculation, but this is the number whenever we see another TourX in the wild.
Your town has a population of 6,000. The US population is about 330 million. So your town represents 6,000/330,000,000 = .002% of the US population.
Based on this, you should expect to see .002% of all TourXs in your town or .15 of a vehicle (8,000 * .002%). This means you’d need to be in a city of 45,000 to expect to see 1 TourX, and a city of 90,000 to expect to see 2 TourXs. (This of course is just based on the simple math and ignores towns/places more likely to favor station wagons.)
Assuming my math was correct (ha!), I fed all this into Bard (like ChatGPT) and it calculated this answer:
The odds of seeing 2 TourXs in your town of 6,000 is approximately 52.48 to 1, or a probability of only 1.87%.
(Please, smart people, chime in here. This was just 10 minutes with Excel and AI)