When we started compounding, at first you owed me 2, just when

So let's say that this is a 10 year loan.

It'll have some interest rate, let me make something up, maybe it's a 7 loan.

Remember, this is the annual interest rate but this is an overnight loan.

Traditionally, when the fed is more focused on short term interest rates, on overnight borrowing rates between banks, it will use these to buy shorter term debt that increases the amount of currency out there the amount of dollars out there, and so it will

Now it might make a little bit more sense if we go to the next period.

Our profit here, if we just take the number that we have here,

let's say, let's do the yield curve for treasuries, maybe it looks something like this.

Let me draw this yield curve right over here, so this is maturity on the horizontal axis, and this is yield, and I'm gonna draw the yield curve for treasuries.

And the whole point of the doing this Ponzi scheme, if you're a stylish criminal, isn't just to keep the cash there, you know, the 10,000 from one period to the next.

Let's get an open ticket.

We're going to go through each hexamester.

Now remember, the cash flow statement is really a way of reconciling the profit with the starting and the ending cash.

Money lenders are enjoying a profitable period.

Then after the next period, after six months, you'll owe me this p, 50.00, plus the interest rate divided by the number of periods in the year.

It has many benefits.

If I modify the grid to insert an obstacle over here, then I get a value function like this.

And we raise that to the n power.

In the last video, I hopefully showed you that if I borrowed P dollars, and I borrow it for a year, and you were to charge me an interest rate of r, or you could say 10r , then at the end and we were to compound continuously.

And if you started with no cash your cash at the end of period,

I also want 100 of that.

The first thing I'm doing is creating the output dictionary.

How many days?

So I'm going to pay a little over 4,000 a year in interest.

It has 1 billion of loans outstanding.

We borrowed money at high interest.

This is actually the power of compounding interest.

So for each year of the 10 years, I'm going to pay 100,000 in interest. 100,000 per year, right?

And this open source version means that it could be if we did a brilliant job of it it could be used around the world very quickly.

lower the interest rate for people buying and selling dollars, or I should say borrowing and lending dollars, not buying and selling.

Or what you think the real interest will be after you take into account people pre paying their mortgage, people defaulting on their mortgage, and other things

Duration

Direction

Period

So how do you do that?

That's 100 , right?

It takes 30 years to chip away at the whole thing.

Im in too new things, cutting edge Hip hop. Experimental stuff Big still into the Golden Age.

From all time

large dairy farm.

A long time.

Well the first thing that you would do is that you would lower the

We all have heard of it.

45,000 times 0.09.

So EBlT, I kind of view that it goes backwards.