So notice it got steeper.

And so his speed and you see this slope here is getting steeper and steeper and steeper and then maybe near the end he starts tiring off a little bit.

That is the age slope. Got steeper, negatively.

And, the active year slope got steeper, positively.

The higher we climbed, the steeper became the mountain.

If we go up here, it's going to be even steeper.

The steeper the line, the more it's sensitive to abundance of baryons.

Here we find out that they're proportional to a steeper power of halo mass.

And if I increase the slope more it gets steeper even more, and y equals twox.

And when we add in active years it's getting even steeper and stronger in the negative direction.

Notice also that on all of these graphs, the slope is steeper on in group, authority, purity.

Or you can also look back in time and realize that you've already conquered steeper mountains before.

So for an average amount of active years. And that's why it got a little steeper and shallower.

Recall that the radiation energy density, changes with the steeper power of, scale factor, four rather than three.

So maybe at the beginning, you have the slope relating publications to salary, maybe it's steeper at the beginning than

Over here we could fit a linear function, but it's very shallow, whereas those points over here have a much steeper situation.

And let's see I think the slope needs to be higher, because those two points, the line that goes through them is definitely steeper.

So if we look at this scatter plot, we see a positive slope, positive regression line, and it's a bit steeper than the previous function.

And this thing right over here is going to keep going down at an ever steeper rate and it's never going to quite touch the y axis.

If I did it to scale you would see these lines would look a lot steeper, and I would have to let this axis go a lot taller.

Take a look at these guys, they're growing in power, and by the way, this was done a while ago before the current economic crisis, and that's probably going to get steeper.

And I hope that also makes sense that if the rise for a given run becomes more, then the slope of the line is going to become steeper and it'll become a bigger number.

And these are all related to each other, it's kind of connected with the idea that more energy is hittig one hemisphere than the other, but also when you have a, I guess you could say a steeper angle from the rays of the Sun with the Earth, it's actually going to be dissipated less by the atmosphere.