I think the answer is yes, and it is mentioned in Feynman's NZ lectures. I don't think this is what you were thinking of, but it goes like this:
Time is up, space is horizontal, ignore the dots:
A . . B
| . . |
| . . |
| . . |
| . . |
a . . b
The probability that you will get photons at A and B a short time after them being at a and b is calculated using the two events shown. But there is also the possibility of this:
A . . B
. \. /
.. \/
.. /\
. /. \
a . . b
Which is less likely as it involves a larger distance for one thing.
But taking the two together, it comes out that the most likely configuration for A and B is slightly closer together than a and b.