When this node fails, it will just go to the next one.

It's the same thing as ten over ten, right? ten over ten is one.

I'll call it 2s.

So that becomes a 6.

3 (5).

Right.

We do that because this is the 0th position, the 1th, and the 2nd, and 10 to the 0, 10 to the 1, and 10 to the 2.

So if I have 1 times 10 is clearly just equal to 10 1 times 10 to the negative 1

And so my share is still worth 1 million.

Well you know what 1 9 is.

If you divide that by a thousand, a picometer, so a picometer is one thousand billionth of a meter, or you could say a trillionth of a meter.

You can do it for any number.

Write the 4 down here, carry the 1.

And then, the probability of the two sided coin we know already is 1 out of 10.

Between 1MiB 10MiB

We have 2 types of NUMs.

Well, we can write the 5 in the ones place, and carry the one. But what did we just do? What does this 1 represent?

So this is 1 times to the first 1 times to the 0 is equal to 1 times 1 which is equal to 1 1 times 10 to the negative 1 is equal to 1 10 which is equal to 0.1

And then of course, you're guaranteed to get all heads.

The final thing is the motion.

11, 12, 13 is just dek unu , dek du , dek tri

Or at least, in order to subtract using the most traditional technique.

Let me give you an example here

What's ten times one?

Now, here's I write a for loop for I equals 1 to 10.

So this is syntax for I equals one colon 10 that makes I loop through the values one through 10.

So this we rewrite as (let me use that same green color) 373 plus... we want to write the ones under the ones place, and the tens place under the tens place, so that we're adding the appropriate values.

So we could subtract that ten hundredths minus nine hundredths is one hundredth.

And then we could take 1 of those 10's from the 10's place and turn it into 10 1's.

And just like these three numbers became the ones, tens, and hundreds place of the answer, these do to.

Let me throw you a curve ball.

So, we can take 10 from the 10s place (And this becomes a 90.) and give that 10 to the 1s place.

It takes about a tenth of a second for your perception to be created.

So let's take a tenth from the 2, so it's only one tenth now, and give it to the hundredths.

I'll be grateful to Almighty God.

It's equal to 1.2 times well, we only have 1 digit between the 1 and the decimal spot, or the decimal point.

10 percent. 10 percent.

So, for example, you could say, well, I got a 10

I say that I have six 1 bills and I have one 10 bill.

Thirty eight plus seventeen is fifty five.

Well, let's take a 10 from the tens place. We're going to regroup. So we're going to get rid of one of these tens, so we're only going to have 6 tens left in the tens place.

9 plus 8 is 17.

And now we're going into the tenths place.

Notice, we're including it, because we have an equal sign,

Write the 8, carry the 1.