Earlier quoted context omitted.
In the face of accelerating change, every moment feels like an inflection point, and the past always looks stagnant in comparison. Measured from the baseline of where things are now, the past was so different. Measured from the baseline of how quickly things change now, the past was so slow. The catch is that it’s true no matter when you say it from, so long as change is accelerating. Exponential growth is my favorit…
Sure if you look at it from a purely mathematical point of view, but we can anchor ourselves to something which is (relatively) constant - the human lifespan. We're one of the first generations to feel the effects of the exponential curve within our lifetimes.
Let's make a variable for `years from now:` dt = t-T. If we look at the last 60 years, this is just plotting b^dt from dt=-60 to dt=0. It doesn't matter when you look at it from. The last sixty years of exponential growth always looks the same. It's just b^dt from dt=-60 to dt=0, which (being the exact same function) looks equally dramatic from any point.
tl;dr let's make it concrete and plot 1.1^t from 1960 to 2020, and then plot 1.1^t 1060 to 1120. They look exactly the same, even though each just spans a human life time:
https://www.wolframalpha.com/input/?i=plot+1.1%5Et+from+t%3D...
https://www.wolframalpha.com/input/?i=plot+1.1%5Et+from+t%3D...