Continuously compounded variance

Suppose we have 3 records of a stock price:

T=0 S=12

T=1 S=14

T=2 S=20

The continuously compounded rate of return between each of these holdings is Ln(St-1/st) i.e.

Ln(14/12) = 0.1542

Ln(20/14) = 0.3567

My question is, what is the formula for calculating the variance? Can someone show me how to do it?

The same as for any other returns:

[Σ(riμr)²] / n.

Yeah, I think I just messed up the calculation, hence why I thought there might be another way to do it! Thanks S200

You’re welcome.

(Though I don’t know why you discounted me by 90%.)