I’ll take the Jag and you get the ‘Vette. We’ll test them and us on Dead Man’s Curve (YouTube).

The headline: Watching NASCAR racing causes more aggressive driving and accidents in West Virginia!
Scientific science proves it.
Now, of course, to be truly scientifically scientific, we must acknowledge nuance. It’s not exactly Watch NASCAR and Crash. But almost. It’s pretty much the same thing. Just some nuance. But in the main, watch NASCAR and Die! Let’s go with that. Here’s the science.
Get a database from the State Police of all the aggressive driving accidents in West Virginia from 2003 to 2006. Add in the dates on which a televised NASCAR event ran. Now, correlate the number of aggressive driving accidents with days of the week, looking to find more accidents following NASCAR events. And what do you discover?
Well, you don’t find any relationship between accidents and days after NASCAR events. None. The headline relationship (Watch NASCAR then Drive Aggressively) is not there. That simple correlation does not exist although the headline says it does. And the author carefully leaves that out. Instead, he goes for nuance.
See, you need to adjust yourself and your data. In public, of course, the way polite people do. Then you can say with a straight face that watching NASCAR causes accidents. Here’s how that goes.
First, covary out the effect of many variables already proven to causes accidents. Bad weather. Night time. Season. This has one great benefit. All that explained variance attributed to factors that have nothing to do with NASCAR, seriously reduces the error term. You begin with 100% error variance, then you pull out known variance (weather, lighting, season), and now you have, say, 70% error variance. When you start testing the NASCAR effect, it’s against that much smaller error term which makes even little effects seem much bigger. Without this adjustment, NASCAR viewing by its little, loud self apparently has no effect.
Second, look for the NASCAR effect on the day of the event and each of the five days following the event. Now, you don’t have to use any science to explain why you look on six days and not, say ten or thirty or just one. And, you don’t even have to guess whether the effect will happen on Day 1 or 2 or 3 or 4 or 5 (and if it doesn’t happen on any one of those Days, then we can always create different combinations of those 6 Days). What looks like precision and detail and nuance is actually ignorance. We have no idea when or how viewing NASCAR on TV causes accidents, we just know it does. Sometime.
Now, what does this get you?
At Step 1, the control variables significantly predicted aggressive-driving accidents (R = .60, R2 = .34), F(14, 1432) = 51.62, p < .001. The addition of the NASCAR events at Step 2 resulted in a significant increase in the predicted variance of accidents (R2change = .06), Fchange(7, 1425) = 20.72, p < .001. The entire equation of both control and NASCAR variables predicting aggressive-driving accidents was significant, F(21, 1425) = 44.63, p < .001.
What this means is that all those nonNASCAR variables have a very Large Windowpane effect (20/80) with that R2 value of 34%. That Large effect massively reduces the error term in the statistical testing so that now at Step 2 when we test all our sniper shots (Day 1, 2, 3, etc.), and obtain a Small Windowpane effect (40/60) on highly partialled correlations, it is statistically significant.
The researcher also inspects each sniper shot and finds statistically significant effects for . . . what do you think? Hey, you’re smart enough to read this, so you’re smart enough to think about it. We code 6 days (day of, plus 5 following) and investigate each day’s accident rate. What’s the outcome?
All of them? Yeah, but in a descending linear decline with stronger effects Day Of and weakest on the last day. That’d be pretty good theory, at least with that epi dose-response mantra.
No, get clever here. All those NASCAR crazies know about the risk of watching NASCAR then driving, so they are super careful the Day Of, and the effect actually starts the next day and we get that linear decline. Yeah. That’s it.
No, the effect is alternating with every other day showing the effect. No, the effect alternates with whether the date is even or odd numbered. No, the effect is . . .
You won’t guess the results because they are impossible. They are the one iron shot in golf. Not even God hits the one iron, as the legend goes, and these results are a one iron shot. No one would predict the particular pattern of results and there’s no psychological theory of persuasion that would predict this finding.
You do get a NASCAR effect, but it varies with whether you look at accidents or injuries or whether alcohol was involved. Sometimes it happens on the Day Of, sometimes at Day 5. Nuance.
This is scientific science. Shrink the error term at Step 1 by running everything that actually does influence accidents. Then, with a smaller and more “sensitive” error term, run your 6 sniper shot as one large bet and voila, as a group they come back significant, and you can even find two that hold all the juice in this bad apple (Day Of and Last Day. Of course. You knew that. Everyone knew that. Hand me the one iron, willya?)
And, of course, there is more nuance. You get a different pattern of results depending upon whether you look at just accidents or just injuries, for example. And, there’s no NASCAR effect if the accident involved alcohol. Exactly what theory would predict . . . if you could hit the one iron. Stated more obviously, the results are all over the place, based on highly partialled correlations, and without any theoretical precision. Yet another Inconvenient Truth, you might say.
Thus armed we can go on an extended reflection of the known and now expanded list of perils on the Media Violence Chorus. Real media violence kills and really kills real people in real time. Now, the fact that more people are more exposed to more mediated violence in more forms than any time in human history and especially compared to the notorious and dangerous 1960s, then how come the murder rate is at historically low levels? All forms of violent crime have collapsed in the past 30 years despite all that mediated violence (and sex, too). But you can easily find scientists who will tell you media violence kills with data like this.
Observational research can mislead one into thinking you know more than you do. While I often criticize epidemiology and environmental research, we see the same bad science here with media effects. The headline claim that X Causes Death is never quite true. It is X (plus a lot of Y, Z, A, B, C, and D I don’t headline) Correlates with Death in this Database I Assembled. The proof always requires a variable pattern of adjustment with no consistency across studies; hey, baby, whatever gets the p < .05 ssd and it’s all good.
All Bad Science Is Persuasive.
Guy D. Vitaglione. (2011). Driving Under the Influence (of Mass Media): A Four-Year Examination of NASCAR and West Virginia Aggressive-Driving Accidents and Injuries. Journal of Applied Social Psychology.
Article first published online: 18 JUL 2011
DOI: 10.1111/j.1559-1816.2011.00783.x