There was less of a correlation than you'd think, almost none. But we also operate in states where it's illegal to discriminate on the basis of gender so it mak

There was less of a correlation than you'd think, almost none. But we also operate in states where it's illegal to discriminate on the basis of gender so it makes sense that this plays out in the data. So, important to note that we are gathering premium prices, which may not accurately reflect risk for particular subgroups due to regulation. So whether or not teenage boys are riskier than teenage girls would require a different set of data.