Ok, first I must preface this with I AM NOT OCD. I swear.
Moving on...
The carpet in our office is made up of square carpet "tiles". Each as a quarter circle design:
The circle is subtle, and beneath the design on the carpet itself. But, you can see it.
Now, the tiles are placed with random (seemingly) orientation. Therefore, one can expect in any group of 4 tiles, there is a small chance that a circle is formed, an equal chance that a curvy "+" sign is formed, and a great chance that some other dismissible pattern is formed.
So first, when walking around the office, I immediately notice when there's a circle. So much so that I have thus far found 5 circles and I remember where they are. So there's that.
Secondly, I find myself wanting to calculate the odds of a circle, and thereby extrapolate to predict how many circles are in the building. However, it's not as easy as you might thing. While you could quickly calculate how often an isolated group of 4 tiles would make a circle, the building is not made up of isolated groups of 4 tiles. Each tile that fails to contribute to a specific group of 4's circle is
necessarily contributing to another group.
This is solvable, but I refuse to pick up a pencil and a calculator, because, well, that would be OCD - and as I said I'm not OCD. Instead, I am left to try and figure this out in my head as I walk around the office (this is the non-OCD alternative), which I have not devoted enough energy to being able to do.
So, instead, it's just distracting and annoying.