[well]

I am familiair with the [0,1]-games, did some research on it as well as you can find out by digging up the old posts about it.
The plan was to convert some of these games to hold'em hands, and see whether the [0,1]-results can in any way be applied to hold'em.
Also am I aware of the existence of equilibria, but it was more about the algoritm that worked for b=2, but failed for other values.
And things like the upper x part of the hands do no longer apply, as they depend on the set of hands your opponent plays.

So my question was about finding those equilibria rather than pondering about their existence.

I'll post when I found something new,

Regards.