Hello.
My name is Stefan.
In this lecture, you will learn about the G and E, which is jump if not equal.
On the flip side of G, jump If equal, we encounter G and E, This is a compelling command that translates
to jump if not equal.
So diametrically opposed to the G instruction G and M jump if not equal, rests on the zero flag as
well.
However, this time it recognizes whether z f is zero, indicating a departure from equality, whether
we are handling signed or unsigned values.
The G and E Directive empowers us to greet program execution along the virgin path when values are unequal.
So here again we will add another example as well.
Let's create a section here.
Election data.
And here we will create it.
We will define two values.
We will define a byte with a value ten, and we will define another byte with a value of 20.
So value one.
DB and ten value to DB.
20 here.
And we will also create a section text.
This is the global start here.
And after that we will.
Move.
So we will move the value of the move, the value of one into a register.
So move a byte.
And value one.
And we will move the bell register.
So we will move the value of value two into the bell register.
So bite and.
And value you.
Here.
And after that we will add the CMP.
We will compare the values in Al and BL cmp Al and B.
And here after that, we will use this jump, if not equal, here.
D and E is not equal.
So.
We will jump to not equal label if they are not equal.
So here we will develop our labels here equal.
So you will write your code here for an equal case.
And we also have not not equal here and in this label your code here for not equal case.
And after that we will done so your exit code here.
And after that we will need to Siskel for Siskel number for exit.
Move.
Tracks 60.
And XOR.
Are the eye?
Are the eye.
This is the exit status.
Zero and ksql here.
And that's it with our.
Here.
We done for jump if not equal example.
So if we run this, we might get an error here because this is not fully functional yet.
But this is the basic logic of the jump, if not equal.
Here.
So I'm waiting you in next lecture.