Scientist: A number of errors can plague a data-collection process.
Background
Data-collection is plagued by erroneous data points and researchers examine collected data for errors so that they can correct them.
How Can We Explain
Most corrections result in the data point becoming closer to what Jones's theory would predict.
Evaluate
Let's say that Jones's theory predicts a value of 10 for each data point.
We get a bunch of data points: (10, 10, 7, 8, 13, 10, 10, 11, 15, 6, 10, 9)
Some of them turn out to be wrong, and when we fix them, they tend to move closer to Jones's predictions.
For example, we find out that the 7 is an incorrect data point. In reality it should be 8. We find out that the 13 is an incorrect data point. In reality it should be 12.
How come the corrections are shifting closer to Jones's prediction of 10? Shouldn't the errors be random? The 13 was actually lower than it should have been? Or the 7 was higher that it should have been?
What accounts for the fact that corrections usually bring us closer to Jones's estimate?
Goal
My first thought was
However, I know not to get too much anchor bias to my anticipated answer on Paradox questions, since the correct answer is frequently surprising.