What's interesting is that that's an exponential curve, and a straight line represents exponential growth. And that's an absolute straight line for 80 years. The very first point, this is the speed of computers. It was zero, 0.007 calculations per second per constant dollar. The last point is 35 billion calculations per second. So there's a 20 quadrillion fold increase in those 80 years. But the speed with which it gained is actually the same throughout the entire 80 years. Because if it was sometimes better and sometimes worse, this curve would bend, it would bend up, bend down. It's really very much a straight line. So the speed with which we increased, it was the same regardless of the technology used. And the technology was radically different at the beginning versus the end, and yet it increased the speed exactly the same for 80 years. In fact, the first 40 years, nobody even knew this was happening. So it's not like somebody was in charge and saying, okay, next year we have to get to here. And people would try to match that. We didn't even know this was happening for 40 years. 40 years later, I noticed this for various reasons. I predicted it would stay the same, the same speed increase each year, which it has. In fact, we just put the last stop like two weeks ago, and it's exactly where it should be. So technology and computation is certainly a prime form of technology, increases at the same speed. And this goes through war and peace, you might say, well, maybe it's greater during war. No, it's exactly the same. You can't tell when there's war, peace, or anything else on here. It just matches from one type of technology to the next. And it's also true of other things, like, for example, getting energy from the sun that's also exponential. It's also just like this. It's increased. We now are getting about 1000 times as much energy from the sun that we did 20 years ago, because the.