Let's do the math!
We have three values mentioned so far. 30A, 45A and 65Amps.
Exactly what does that mean? I suspect it is not having anything to do with the power output of the amp. Let's see if I am correct.
The power formula is P=Isquared x R. P is Power, I is current and R is the load of the speaker.
Let's assume that the speaker is one ohm, which it isn't in most cases, but one ohm means that the power is equal to the current squared; 30 amps is thus 900 watts, 45 is 2025 and 65 is 4225.
If the speaker is 4 ohms the power level becomes 2700 watts, 8100 and 16,900 watts respectively.
Do any of these amps make power like that into 4 ohms? No? (sorry to be a bit flippant, but this is an often misunderstood spec).
The actual spec is the amount of current measured when the power supply is shorted out for 10 milliseconds.
By that measure, our MA-2, a 220-watt tube amp, has as much current as the most powerful amp mentioned on the is list so far. But its really the amount of *power* that the amp can make into the speaker load that is important.
The current spec is really a measure of the size of the pool of electrons that feeds the amp. But the amp is a bottleneck for that pool. It has been shown that amps with more power supply reserve do sound better- this is often simply because you get less IM distortion.
One other bit of math. Let's say the speaker is being fed 400 watts. What is the current? If a 4-ohm speaker, the current is 400=Isquared x 4. Solving for current we get 100, taking the square root we get 10. Ten amps is all that is needed to drive a 4 ohm speaker with 400 watts. Note: it does not matter what kind of amp is used, if its 4 ohms and 400 watts the current will always be 10 amps.
Amplifier manufacturers like to use that current figure to inflate the idea that their amp is more 'brutal' or something, I hope this rather simple math allows you to see what is really going on.