The 1:1 threshold tells you about the temp that everyone needs to start thinking about alternative heat sources. If you system is undersized and/or your house is poorly insulated, that threshold may be higher, but those numbers are per installation and don't answer the broad question about if heat pumps can "work" in cold climates.
I'm deeply sorry if this offended you for some reason, but I still don't see how you're disagreeing with anything I wrote.
I did not read it that way at all. To me they are clearly talking about the point at which your heat pump no longer provides a efficiency gain over a purely resistive heater.
I think where you went wrong is reading "gain" as "heat gain" rather than "efficiency gain". While the usage of "gain" is sort of ambiguous there, the rest of the comment thread makes it clear that the term 1:1 is not discussing the point at which your heat pump stops producing any heat but the point at which it becomes inefficient.
> that's not the threshold you use to size a heat pump as is doesn't reflect a steady state
I don't think anyone except you was talking about sizing the system, but about selecting the system type given the climate.
If you had come into this just saying "here's my relevant experience with sizing heat pumps", that would have been productive. However you strongly asserted that the OP was using the wrong metric, which they weren't.
> I'm deeply sorry if this offended you for some reason,
I'm not sure why you think I am offended.
Relative and Absolute temps can generally mess people up too.
From the book Humble Pi by Matt Parker:
"In September 2016 the BBC news reported that both the US and China had signed up to the Paris Agreement on climate change, summarizing the agreement like this: "countries agreed to cut emissions enough to keep the global average rise in temperatures below 2°C (36°F)." The mistake here is not just that the BBC is still giving temperatures in Fahrenheit but that a change of 2°C is not the same as a change of 36°F, even though a temperature of 2°C is the same as 36°F. If you were outside on a day when the temperature was 2°C and you looked at a Fahrenheit thermometer, it would indeed read 36°F. But if the temperature then increased by 2°C, it would go up only by 3.6°F. The crazy thing is, the BBC initially got it correct. Thanks to the amazing website newssniffer.co.uk, which automatically tracks all changes in online news articles, we can see the chaos in the BBC newsroom as a series of numerical edits. To be fair, the article was part of the live coverage of breaking news and was designed to be regularly updated. The first version of the article that mentioned temperature gave the change as 2°C."
(https://books.google.ca/books?id=2IeVDwAAQBAJ&lpg=PT223&ots=...)