Sure. My point is that whatever the shape of the opamp's raw open loop response, negative feedback will flatten it. It so happens the shape of that response is -20 dB / decade, so it looks a lot like the RIAA curve. In fact, according to Wikipedia, the RIAA curve is "only" 40 dB from 20 Hz to 20 kHz. That's a lot, but the opamp's response is steeper, changing about 60 dB over the same range!
I realize the purpose of negative feedback is not equalization. EQ just happens due to the steep slope of the opamp's open loop response. It's interesting that it is so very far from flat. Most amps I've seen have distortion rising somewhat with frequency. I suppose this is a contributing factor to that. Due to the opamp's sloped response, negative feedback applies more correction to the bass, less to the treble.
EQ does not happen to the signal path unless you intentionally add components to the circuit to change the closed-loop frequency response. You are not "flattening" the open-loop response, you are defining a different transfer function. The open-loop curve does not change, you are changing the signal's transfer function from the open-loop response to something else using feedback. You are thinking "backwards" of what is actually happening.
The RIAA curve is not a simple one-pole response; there are three time constants (including zeros that "flatten" it in the middle and that is why it does not appear as "steep") defined for the basic curve, plus a fourth if you add LF roll-off. and many real-world RIAA functions add additional HF roll-off as well. Look up the RIAA curve and notice how it sort of "shelves" in the middle; that is where the zeros are added to cancel the first pole.