Odds of game positions have been found out. I graphed up 52 Games.
Although by this point the patterns I was looking for are already appearing. I'll explain.
The odds are thus:
1/7 = 0.143 (14%)
2/7 = 0.286 (28%)
3/7 = 0.329 (32%)
4/7 = 0.572 (57%)
It turns out that blue is the best determinant for non-blue positions, it works like this:
Blue is biased to land farther from the centre than the total non-blue players(!) As 3/7, is less than 4/7!
The more likely things are to be even (4/7 > 3/7) the more that the even weights end up bound to the centre, overall!
So we'd see a bigger pile of non-blues in the centre overall, but we have an upper limit, we cannot have more players in slot 4, than we have played games. Because only one person may occupy position 4, and it is more likely to be non-blue.
Therefore, we squish it, basically. Blues are forced into the average positions of 2 & 6 (We see this reflected in the statistics), however even if we have determined the average positions for 6 Players, we still have that extra 1. This extra 1, is more likely to be non-blue!
Therefore, it is more likely that a non-blue player will occupy the slots 1, 4 & 7.
Secondary areas for PR are 3 & 5 (Adjacent to centre).