Discussing the T.C. change on resistors like the 742A poses several problems:
First, the temperature measurement of the resistors can't be done very precisely, as it lacks a temperature sensor, which would be coupled directly to the resistor case.
There is hysteresis, you have to change the ambient temperature very slowly, and you can't really tell how FLUKE made the determination of alpha and beta. Maybe they used 3 or 5 fixed temperatures only, where they let the whole assembly soak for several hours per point.
When I made T.C. measurements on 120 Ohm ECONISTOR resistors, from G.R. = General Resistance, there was a very huge difference between the method of G.R. who made stationary measurements at 3 temperatures only, i.e. they got near zero T.C., and my continuous, relatively fast resistance measurement method, which gave about 10ppm/K, or so.
Second, Fluke always uses matched resistor sets with T.C.s of opposing sign, e.g. +0.25ppm/K and -0.25ppm/K, with linear or quadratic temperature characteristic. The sum of both will then give the residual T.C. characteristic, which is printed on the case.
If the individual resistors slightly change their resistance values, that might change the overall T.C., although the T.C. of each individual might stay constant.
This should be calculated, how big such an effect could be. This might also be an explanation for the SR104, as this standard has a proper thermometer, thermally coupled directly to the reference resistors by its oil bath, and therefore problem #1 does not apply.
Third, what about the OHM stability of the DMM used to measure these resistors over several days? Maybe I missed the explanation, how TiN compensates for T.C. and other drifts of the 3458A.
Therefore, I would assume that you can derive insight on the T.C. drift of resistors from single resistor elements only.
Frank