 The last talk is by Edun from the university right now and he will talk about two important issues. Also for the office, I think. Our techniques are finding the power of the book. Now, from now, I owe way to the class and it's going to play. Now I'm going to give them some information. The first is the official. The first was in 1916 and the last is the first book was after 1982. The first book was published in 2010. The first book was published in 1982. The first book was published in 2010. This class is better than the class of the library. This class is better than the class of the library. As we have found, we are interested in the class of Roshi Malak, the early art class at the latex. Roshi Malak was the first university official of AIN. The left-hand is on the right. This class is in terms of the number of graduates of AIN. This class is in terms of the multiplicity of possible ideas. The multiplicity of AIN and Roshi Malak is the first university official of AIN. This class is in terms of the number of graduates of AIN. From this, we have found that Roshi Malak was the first university official of AIN. This class is in terms of the multiplicity of possible ideas. Then my back is about the class at the latex. The first book was published in 1982. The last book was published at the latex. The first book was published at the latex. We can test the second position. And then the function is about one over eight. This is a possible idea. And I mean, we did it. From the results of the AI process, we can show us the second position of the possible idea. And then the function is about two over the multi-specific and over the power of three. From this, we make about 30% less. First, we get some transition. Here, not only a standard thing, but also a lot of other different things. And after this, we get some of our AI, which I think is more than possible to do. Let's give you a final example of how to do the same thing. It's possible for AI, and that last will perform a bit different after this, and then it's not that different. I want to talk about how to do the same thing, and how to do the same thing. And from this, we can do the same thing. From now on, I always support that. It's possible to do the same thing. And then we have the first function, let's say, the formula. It's possible to do the same thing. We have some questions for the project. Let's start with the second question about the universe series. First and foremost, about how we purify the bound in the power of AI we can even give out on the first function or any connection. This is not a look of AI. It's valid for only one. We cannot find an element that belongs to AI. Sometimes, in this, we can see most of the possible ideas that we can give out on the first function or any other bound on the second function. Let's then be called a plane of dimension D. Then we have the second function. Then from the DC plus, it's about 1 over 6 times BZ over 3. It's about 1. It's about a collision. If that's one of the collision, then B is 1. Now, this plane and this plane, using the power of power of time, we can give about, 1 over 8 times BZ over 3. This is about the reaction number of AI. We have some differences between reaction number of the first function. This is the reaction number of AI. The left plane is general magnitude. From this, we have known this formula. From this, we can give out on the second function. We just need to define it and it events out in the case and it events out in this formula. For other coefficients, if we... So this comes, we come to the close of this week long school. It is my duty to thank all the speakers of the courses, Professor Oliver Brenner, Professor Watanabe, and Professor Kevin Tucker and Ilyas.