I'd certainly love to see a plane sole with a regular curve, convex or concave. It would be my first time for sure.
I would also love to know how you make the distinction, bump(s) vs. a regular convexity or concavity, through a section of the sole.
Grinding to a regular curve would seem a more miraculous manufacturing feat than grinding them dead flat. I've found no evidence that they ever did either on a consistent basis. Obviously, the goal was a flat sole. How that morphed into ones with regular curves is interesting, to say the least. Do you have any theories on how this could have happened, regular curve that is? And how a disproportionate number of them have apparently come your way?
I would also love to know how you make the distinction, bump(s) vs. a regular convexity or concavity, through a section of the sole.
Grinding to a regular curve would seem a more miraculous manufacturing feat than grinding them dead flat. I've found no evidence that they ever did either on a consistent basis. Obviously, the goal was a flat sole. How that morphed into ones with regular curves is interesting, to say the least. Do you have any theories on how this could have happened, regular curve that is? And how a disproportionate number of them have apparently come your way?