His stated point is about telling things that everybody is supposed to know.
If you have an SD of 35 for an average of 1362 you have no idea about whether the last digit should be a 2. That means either you do state an error interval or you round to 1360.
Human height changed quite a bit over the last century. http://www.voxeu.org/article/reaching-new-heights-how-have-europeans-grown-so-tall . Taking data about human brainsize with 4 digit accuracy and assuming that it hasn't changed over the last 30 years is wrong.
European gained a lot of bodymass over the last 100 years due to better nutrition. The claim that it's static at 4 digit in a way where you could use 30 year old data to describes todays situation, gives the impression that human brainsize is something with is relatively fixed.
The difference in brain size between Africans and European in brainsize in that study is roughly the difference in height between todays Europeans and Europeans 100 years ago.
Given that background taking a three decades old average from one sample population and claiming that it's with 4 digits accuracy the average that exist today is wrong.
If you have an SD of 35 for an average of 1362 you have no idea about whether the last digit should be a 2. That means either you do state an error interval or you round to 1360.
If individual datapoints have an SD of 35, and you have 20000 datapoints, then the SD of studies like this is 35/sqrt(20000)≈0.24. So giving a one's digit for the average is perfectly reasonable.
Another month has passed and here is a new rationality quotes thread. The usual rules are: