Yah, the point is if we draw a set of hills with bumps and stable equilibria for a ball to roll down-- there is resistance to perturbation near an initial point, and then a sufficient "nudge" to get over a hill and roll somewhere else... but the ball always ends up in a stable region at the bottom of a hill.
How different a place that new equilibrium is ... is open to debate and not really known. What climate scientists have shown is that it can be, and likely is, pretty bad.
How different a place that new equilibrium is ... is open to debate and not really known. What climate scientists have shown is that it can be, and likely is, pretty bad.