On the up
It's not what you say, it's the way that you say it. And that applies just as much to the mainstream media announcing Oscars 2024's viewership, which increased to 19.5M over last year's 18.8M. CBS News chose to celebrate this achievement with the following headline: 2024 Oscars ratings reveal biggest viewership in 4 years
. Similarly, The Hollywood reporter went with TV Ratings: Oscars Score Post-Pandemic Highs
, while those excitable little monkeys at TheWrap stuck their necks out and proclaimed Oscars 2024 Hit 4-Year Viewership High With 19.5 Million
.
Not all outlets were as bullish, however. Variety led with 2024 Oscar Ratings: Academy Awards Audience Rises Slightly to 19.5 Million Viewers
, and The Guardian with a sombre Oscars 2024: ratings up just 4% despite blockbuster Oppenheimer victory
. Whichever way you look at it though, up is always up, even if it's only by 0.7M, or 3.7%.
Every silver lining has a cloud
On the downside, this year's viewing figure rather fucks with my model
, such as it is, which predicted 13.2M for this year and now predicts 13.0M for 2025. It's worth noting that, although the viewership is the highest in four years, the year-on-year increase has declined steadily since 2022. This may represent an overcorrection from the pandemic crash that's now calming down. Time will tell.
On the other hand, the continual decline in viewership from 2014 (43.7M) to 2017 (32.9M) is not unprecedented. A similar pattern was seen between 1983 (53.2M) and 1987 (37.2M), the difference being that it reversed in 1988, from which point viewing figures remained consistently above 40M for the next decade-and-a-half.
So, perhaps the true decline in recent years is from 2017, not 2014. A regression model based on this tenet would give less weight to the higher viewing figures before the fall (Oscars2017, below). It's less robust, because there are obviously fewer data, and it still underpredicts for the last two years, but a little less so.
The data were modelled in STATA as viewers
and year
, from 2014 onwards but omitting 2021, using the regress
and predict
functions. The next year is appended to the year
column beforehand.
Model: Oscars2014
regress viewers year
predict v
Model: Oscars2017
regress viewers year if year > 2016
predict v if year > 2016
The values for v
through to current year are the trend, and that for the next year is the prediction. Not too sophisticated, huh? The correlation coefficient and its probability value can be taken from the regression table, but also from pwcorr
:
Model: Oscars2014
pwcorr viewers year, sig
Model: Oscars2017
pwcorr viewers year if year > 2016, sig
Model: Oscars2014 | Model: Oscars2017 | ||||||||
---|---|---|---|---|---|---|---|---|---|
Year | Viewership | r | p | Predicted | Δ (%) | r | p | Predicted | Δ (%) |
2022 | 16.6 | -0.9507 | 0.0010 | 17.6 | +6.0 | -0.7997 | 0.2003 | 19.5 | +17.5 |
2023 | 18.8 | -0.9725 | 0.0001 | 14.0 | -25.5 | -0.9347 | 0.0198 | 14.4 | -23.4 |
2024 | 19.5 | -0.9670 | 0.0000 | 13.2 | -32.3 | -0.9241 | 0.0084 | 14.3 | -26.7 |
2025 | – | -0.9525 | 0.0000 | 13.0 | – | -0.8944 | 0.0066 | 14.6 | – |