@richardbrand
I found an explanation for, or at least support for, the idea that Class A watts halve as speaker impedance halves. It’s from the December 2023 Stereophile review of the Accuphase A-300 amp. Her’s the link and the relevant quote:
Accuphase A-300 monoblock power amplifier | Stereophile.com
I also wrote to Duffey, who relayed the question to Inokuma and forwarded his response. "Here are our thoughts and technical approach to the question. For a push-pull output stage using a bipolar transistor as the output device, it operates as class-A up to twice the idling current flowing to the output device when the output is zero. If more than this amount of current flows through the speaker, one of the output devices, operating as a +/– pair, will turn off. Of course, current can be supplied to the outputs without any problem, and this is called class-AB amplification.
"In the case of the A-300, the idling current is applied so that the class-A range into 8 ohms is 125W. The amplifier operates as class-A up to 62.5W into 4 ohms and 31.25W into 2 ohms."
This inverse relationship between class-A power and load impedance is easily understood when you consider that current—idle current—determines an amplifier’s class-A range and that power equals current squared times load impedance: Cut the impedance in half and the power is halved as well. "So, the A-300 does in fact provide 125W of class A power into 8 ohms," Duffey wrote. "Into 4 ohms, though, the amplifier’s fixed amount of ’idle current’ can support just 62.5W of class-A power." Inokuma’s response included a table relating impedance, rated power, class-A range, and maximum power at clipping rated at 1% THD. The table showed that the clipping power easily surpasses the rated maximum output power at each load impedance, reaching 1100W into 1 ohm. How much power does a person need?