Wanted to say first that I think the Scace Device is really a cool idea and I'm happy that he came up with it. Being able to consistently measure the temperature across machines and adjustments (even if there appears to be a lot of debate on what it might
mean) is awesome.
I did have a couple of questions about the accuracy that is being discussed though. Pardon me while I work through this.
I don't have any idea what thermocouple probe Greg is using other than Type T, so used the assumption that he's using high-tolerance T thermocouples with a tolerance of +/-.4%
Assume that you would plug that into something like a Fluke 50 Series which for temperatures <100C has an accuracy of +/- [.5% +.3C]. (Which I think most people would. Decent price for pretty decent accuracy.)
If we assume that water at 96C is being felt by the probe in the device, that would mean that the measured temperature would be 96 +/- 1.18C (.004*96 + 0.3 + 0.5) or 94.82-97.18C (202.7-206.9F).
So the numbers may not mean what people want them to. (For instance, if I got a Scace Device, went home and was desperately trying to get Schomer's '203.5F' I might succeed at that at the expense of having a nice temperature, but lousy espresso.) In fact, the original 203.5 really only means that Schomer's original rig read that when he got great espresso.
The point being, that me getting 96C on my device and you getting 96C on yours doesn't mean anything more distinct that we know that we are within 2.36C of each other. (And don't get me wrong, 2.36C is pretty darn good.) But people seem to be assuming a much tighter margin of error.
Which I think means I'm really missing something.

Help?
-Jesse