The power looks like 3.7Kw (5 HP = 3.7 Kw) and 2.24Kw (3 HP = 2.21 Kw).
It looks like the speeds are 3,500 RPM and 2920 RPM.
P1/P2 = N1^3/N2^3
N2^3 = (N1^3)(P2)/P1
N2 = cuberoot((N1^3)(P2)/(P1))
P2 = (P1)(N2^3)/N1^3
Using the affinity law, the second speed comes out to about 2960 RPM, so that seems likely.
P1 = 3,700 watts.
P2 = 2,240 watts
N1 = 3,500 RPM
N2 = cube root((N1^3)(P2)/(P1))
N2 = cube root((3500^3)(2240)/(3700))
N2 = 2960.85
If the flow is 195 at 3,500 RPM, then the flow should be about 163 GPM at 2,920 RPM.
If we use 2920 as the starting RPM, the higher RPM should be about 3,450 RPM, which is typical of a single speed pump.
If the flow is 130 at 2920 RPM, then the flow should be about 156 GPM at 3,500 RPM.
I suspect that the motor is wired for the lower speed and that changes the performance curve to look more like a 3 HP pump.