God forbid that in a pinch the damn thing ever gets used by the keyboard player or the bass player has a fever dream, slips the his collar, and starts pounding B3 instead of F1 or his foot slips and he steps on a swollenwoolymoogalfuzzulator.
Basically B3 stores way less power (average power RMS) versus F1
Interestingly the loudness level may be perceived quite similar for both notes on the instrument but power wise I'd derate about -6..10 dB for B3.
Conservative consideration.
-6dB equals 1/4 of power
1200 watt / 4 = 300 watts
The power rating for the 8" mid driver equals 200 watts (thermal)
The total signal (bass guitar signal) shall not distort in an audible way so I assume about 9dB crest factor for the signal in real practice.
200 watts RMS thermal power handling of the driver
Signal crest equals ~9dB
Necessary amp power (RMS) to amplify 200 watts RMS with a signal crest of ~9db
~1200 watts (RMS) amp power
edit
we have to consider mechanical power handling, we have to consider thermal power handling, we have to consider power density at distinct bandwidth of interest, we have to consider crest factor of the signal to be amplified, we have to consider provided amp power, we have to consider different sound settings and pedal board effects, we have to consider different power coming along with different notes played on the instrument, we have to consider different music genres, we have to consider that player Jeff does push different amount of power with just the same gear and settings versus Player Jack.
And last but not least we have to consider that Fourier analytics does not tell the whole story cause there is almost always lots of transient noise involved that contributes to sound and feel and power handling demands.
IMO its such a fascinating interaction of very many variables that makes this science unique and, every time very interesting and very fascinating.