It's Scientific American, yes. I mean, sure, they could have used Rankine but...
Plus we can be more precise in our language due to the expanded scale. e.g. We can say 62 degrees F, rather than 16.6667 degrees C.
Literally the entire rest of the world disagrees with you
I've never needed a less than 1 degree unit for describing temperature, except in scientific contexts, where using 2 decimal places is fine
I don't see why "100 ~= body temperature (with fever)" is a useful scale point. Or why 32F = freezing is useful in daily life
† Yes everyone's baseline temperature is slightly different, but that just makes the decimal on the Fahrenheit scale look even sillier. And fever definitions are also keyed off of Celsius: 37º to 38º is "low grade". Sure, it's an arbitrary convention but it's the one adopted around the world, including in the US (98.6 to 100.4).
But why is 100 ~= body temperature more useful than 100 = boiling water?
Why is 50 being kind of cold more useful than 10?
I don't get this "Fahrenheit numbers are more useful/convenient/understandable" argument
Anyways, in Titan's atmosphere water boils at ~110 C, so much for "100 = boiling water".
0 being the freezing point of a mix of water, ice and ammonium chloride and 100 being almost the average human body temperature - or to put it another way, "a random number fixed to a variable". Neither of these are things I can instinctively understand as a human.
Celcius on the other hand uses extremely hard to grasp concepts for a human, like the freezing point of water and at the upper end of the scale (is it a random number? no, it's) the boiling point of water - both things a person is likely to encounter in their lifetime, possibly even more than once.
The freezing point of water is an important temperature, but it's not a temperature that should be treated as being "off the scale" or even at the edge of the scale, which is what the number 0 implies. Being able to represent most survivable air temperatures with unsigned 2-digit numbers is more convenient than not having to remember the freezing point of water, as is the heuristic of any exception to that rule representing an exceptional weather condition.