Cagey said:
I think you may be misunderstanding what he's demonstrating. What he's trying to show is that there's a lot of movement through the nut (and under string trees if you have them) that will leave you out of tune if the reciprocal movement isn't identical. That is, if the string "hangs up" at some friction point because you pulled it to one length, but it didn't go back to its original length. Changes the tension, and thus the frequency of the string. Goes out of tune, in other words. By locking the string, you eliminate that problem. Floyd Rose already sold that idea back in the early '80s, so I don't know what this guy's trying to accomplish. He's doing it slightly differently, but it's the same thing, really. Keep the string from moving, and you eliminate the tuning issue.
The other thing you can do is keep the string from hanging up anywhere through the use of locking tuners, well-cut nuts made of slippery material, and no string trees.
okay, this plus your post above about how he undercuts the necessity of his product by using a well-lubricated nut makes this much clearer to me. however, i'm still curious about how much that actually affects whether you're in tune - seeing how much the string visibly moves if you tune up or down even 1/4 or 1/8-step, if you move it .003" via a string bend, and then it gets hung up moving back so there's a total of .0015" movement - will you be noticeably out of tune? and even if you kept bending the same note, it's never going to pull the string more than .003" through the nut (assuming you're sticking to full-step bends, of course). i could be totally wrong about how much the string moves through the nut when you tune up or down - just because i see the string wrapping around the tuning machine doesn't necessarily mean it's moving any more than .003" per whole step thought the nut.
and i'm glad i don't need to run out and buy his $200 solution, primarily because fine tuners on any guitar that doesn't have a floyd rose looks mighty bizarre to me.