I was looking at T Max 100 curves, Tmax developer @24°C, publication F32, 1988. They specify the normal developing time is 6.5 min.
The curves show lines at 5, 7, 9, and 11 min, so I interpolated a bit to read a 6.5min time. Doing basic rise over run on the graph, the best I can read it is over a difference of log exposure of 2 (reading from -2 to 0) I get a density rise in that range of 0.3 to 1.9. Doing the math, that gives (1.9-0.3)/(2) which gives a slope of 0.8. Roughly extrapolating the graph back to a 0.58 slope should give a "normal" devloping time of 5 min. I'm also extrapolating that the difference from 5 min to 6.5 min equates to approximately a 2/3 stop push. I realize there is a lot of estimates and approximation here, it's a back of the envelope exercise.