The equations that you use have (small) error margins.
The strength of a beam of iron is only known with a (small) margin of error.
The strength of concrete, is also based on (lab)experiments and equations that are deduced (in labs).
My point is: equations and models are very useful in everyday practice.
What is so different about GW equations/ models ... so what if their error margins are higher. As long as you have a grip on the reliability of the models, then the results can still be useful.
You cannot simply say "there's is 0.1 degree celcius error therefore the results are crap"
That's like saying "there's a 1% (just a guess mind you) uncertainty in the calculation of strength of a wall... so let's not build a house"
And before you say that this comparison is BS too, then consider this: the warming by CO2 alone can reach about 2 degrees celcius for a doubling of CO2. The hiatus in warming we witness is about 0.1 degree celcius. The "error" that the El Nino mechanism introduces on top of the "insulation" mechanism, is about 5%. That's not much. If we're talking about a quadrupling and a temperature rise of about 5 degrees celcius, the El Nino mechanism will still be 0.1 degree celcius, for such a prediction the error is about 2%.
And the unpredictability also has an everyday equivalent: if you travel by train, or bus, you never know how long a trip will last. You only know how much it'll last "on average". It's a chaotic process, it depends on weather, traffic, breakdowns. Still, it's useful. And you can also make statements like the following:
"If there are no traffic lights, then the trip will last 2 hours at a steady pace of 30 mph"
That's similar to saying: "If there is no El Nino or El Nina", then the global warming will increase steadily by 0.1 degree/ decade. Or something like that.
Are you really going to ban me for this?