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>They run at 30-35% efficiency with a humongous amount of machinery to support them.

Oh wow, I didn't know that, yikes. Can link me a source to find out more?



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> affordable, but efficiency is so-so. 70-80% according to Wikipedia

Say what? So-so? 70-80% efficiency sounds pretty damn amazing!


> saw that they are highly inefficient.

source?


> It is 60-70% efficient

Funny - in a lot of other technology sectors, that would count as pretty good efficiency.


>This drives the efficiency wonks absolutely bonkers.

what do you mean by that?


> It’s just so wildly more efficient in operation.

Can you elaborate?


> many pockets of inefficiency with respect to engineering headcount,

This is assumed. The hard part is finding them.


> Especially if nobody can actually quantitatively measure the loss of efficiency.

Yet ironically they care and tout about their ability to measuring efficiency.

An easy way to boost efficiency: hide inefficiency out from view!


But how efficient is it? I don't see that info in the article.

Kind of an asinine comment then. Presumably anyone reading that article would know about efficiency.

The article clearly states a claimed 92% efficiency.

> actually significantly less efficient

It's less energy efficient. It's significantly more time efficient and ergonomic.


If that's the case, then why did the sentence I quoted specifically say "energy efficiency"?

That's interesting. It demonstrates my point that a large machine is not to be disregarded just because of its inefficiencies.

> How can you be neutral on the topic of efficiency? Efficiency is better full stop.

Efficiency in doing what, exactly?

Efficiency might measure output of X as a function of input Y. Is having more X actually helpful or harmful?

How will the overall system respond if it suddenly becomes possible to more efficiently transform Y into X? (This can lead to higher rate of consumption of Y)

Does a strategy for increasing X / Y happen to damage some other valuable things A, B, C that aren't captured in the definition of the subsystem of X and Y we're trying to optimise?


> economies of scale

So what you're saying is that it's actually more efficient?

> subsidies from small profitable corners

The inefficient parts subsidize already efficient parts making both parts more efficient in the process.


30% more efficient according to the article.

>I think they're demonstrably more efficient even on paper.

Can you demonstrate this for me now because I'm honestly not sure what you mean.


> ... in ways that are several orders of magnitude more efficient and more capable.

Another thing that gets bandied about, emphasis mine.


Oh thanks. I hadn't actually plugged in the numbers, shame on me :P

It seems the maximum efficiency in this case is ~94.8%, so the claim does seem plausible at least.

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