P=NP?

Based on the http://www.win.tue.nl/~gwoegi/P-versus-NP.htm I would like to take a new approach on deciding P=NP. Indeed, after sketching through the list, it seems that P=NP does not have a definite answer and its validity depends on some random variable.
Thus, the P=NP holds approximately 50% of the time.

Want to re-check my findings?

> wget 'http://www.win.tue.nl/~gwoegi/P-versus-NP.htm'
> NO=`cat P-versus-NP.htm | grep '\[Not equal\]' | wc -l`
> YES=`cat P-versus-NP.htm | grep '\[Equal\]' | wc -l`
> echo "100*$YES/($YES+$NO)" | bc -l

The result is that P=NP for approximately 51.7% of the papers, therefore under the assumption of uniform distribution we may conclude that P=NP holds roughly half of the times you try to solve it :-)