With his faithful Indian companion Tato, the mask rider of the planes led the fight for law and order in the early western United States. The stories of his strength and courage, his daring and his resourcefulness have come down to us to the generations, and nowhere in the pages of history can one find a greater champion of justice. Come in with us now to those thrilling days of yesteryear, from out of the past come the thundering hoofbeats of the Great Horse Silver, the lone ranger rides again. Come on, Silver, let's go, big hoe, I am Silver! The darkness was broken only by the vague light of a new moon. The small house on the Derrick Ranch was barely visible to the two men who left their horses at Ground Hitch while they made a stealthy advance. Now if we can just get by that dog, I don't know why Ross Derrick keeps such a murdering critter. You don't know? I'll tell you why he keeps it, Abe, he's on a kind of gents like us. Where do you reckon the dog's at? I don't know. He's a plenty smart dog, Jake. Yeah, I know. If it wasn't for that dog, we'd have a cinch. There he is, coming for us! Come on, get to the horse, young one-headed critter! Get him, boy! Get him, man! That's Derrick! Tryin' on us! Hit the saddle and travel! Spitty boy, help! Open that door! Open up, Steve! Who is it? Jake! Let us in, Steve. We've got to tell you what happened. Oh, come in. I'm waitin' here for ya. We're lucky to be here, Steve. Yeah? Did you get to Ross Derrick's place? We got there. And got out in a hurry. That dog, the ornery critter.  Well, let Jake tell me. Did you get the map from Ross Derrick? Well... Well, answer me. Did you get the map? No. What? You didn't get it. Why, yo... No, wait a minute, Steve. I ain't a man alive can get to Ross Derrick's house while that dog's on the job.  A total of 400 pounds of men backed by six guns. And you're shaped away by 100 pounds of dogs. Where's that dog?  Steve, did you ever try to shoot a bolt of lightning that was comin' towards ya? We fired twice, but then... Ah... When that dog's comin', it ain't healthy to waste the time for aimin'. We took time to fire again. We wouldn't have made our horses. I want Ross Derrick's map. What's so all-firing important about that map? I told Jake about it. And it shows us that dog's on the job. But set up so it'd be easy to find the gold once you got to the right town. Well, then why don't Ross Derrick get the gold? You sure need ya? The name of the town ain't mentioned on the map. You don't even know what county the town's in. He's holdin' the map till his half-brother comes back from the east. His brother knows how to read the map. But, Steve, what good's the map to you? I know the name of the town. Oh, I had the map. I'd get to that gold-stakin' and stake a claim. Well, no wonder you're willing to pay us to get the map for ya. Yeah, you'll have to make another one. Not me, no sir-ree, not for any amount. Not where that dog's on guard at Derrick's house. The same goes for me. Now, wait a minute, boys. The money you offer ain't enough anyhow. Why don't you go steal that map your own self? Because Derrick knows me. He knows I want that map, too. I've got to have an alibi to win the map to take him. You get that dog out of the way, and we'll get the map. That's right. Get rid of that dog. All right? I got an idea. You leave things till tomorrow. I'll get that dog out of the way. Tomorrow night, he can make another try. Dan Reed and Tato were camped in a small woods not far from Ross Derrick's ranch. They'd been aroused from sleep by gunfire, and they waited, listening, but heard no further disturbance. They were just dozing off again when the horses showed signs of restlessness. You awake? Huh? Something's been disturbing the horses. Yeah, me, no. Now, wait, Dan. Listen close. Maybe it's the people who fire those shots. Wait. Keep quiet. I heard something. Ah, it's animal.  Wait, sound like dog. A dog? But why would a dog... There dog? I see it. Oh, him hurt. Here, fella. Come here, boy. What's the trouble with your paw? Well, Tato, he sure is a fine-looking dog. Oh. He hurt his front paw. Look how he holds. Let me take a look. Maybe help him. He seems to know that you'll help him. See how he looks at you? Ah. He must belong to someone near here. He's had fine treatment. Furs like silk. Oh, here's trouble. Him step on horseshoe nail. Oh, golly, the poor fella. Let me take it out. No wonder he wouldn't put his foot down. I wonder if you want something to eat. Now, me wash foot, then put medicine on. I wish we could keep him with us. Him belong to someone, Dan. Maybe we could tie him here until the Lone Ranger comes with us. We tie him for tonight. In morning, maybe we see who owns the... Dan, you get water. Me wash paw. Ross Derrick was concerned when his big dog failed to return after taking off in pursuit of the prowlers. Though he called and whistled in the darkness, there was no response. When morning came, his daughter Anne shared in the worry about the missing dog. She sat sad and silent on the porch of the house. Presently, she heard a familiar bark. She looked up quickly and her face lighted. It's Sandy! Dad! Dad, come back! What do you say, Anne? Look! What? The dog! Oh, he's coming back. Those men didn't shoot him after all. Limping. Oh, it's called Bandit. There's an Indian and a boy riding back of him. They must have found him. Oh, Sandy! Sandy, where have you been? I'm there now, boy. We know you're glad to be home. Well, well, fair. We thought you'd been shot. What happened to your paw, Sandy? Maybe one of those horsemen can tell us. That's your dog? Yes, it is. His name is Sandy. Where did you find him? He came to our camp last night. He had a horseshoe nail in his paw. Oh, Sandy. Poor fella. He must have stepped on it when he went after those prowlers. Oh, prowlers come here? They were after them. They were sneaking around the house. We heard some gunshots. They fired at our dog before they hightailed. I blazed away with my rifle, but it was too dark to take aim. I'm mighty obliged to you two for taking care of the dog. Well, that's all right. We enjoyed his company. He sure is a fine dog. Best ever. He won't make friends with many people. I guess you two must be top-notch gents. Will you stay here for time? We've got a long way to go. Can't you come inside and have some breakfast or something? No, thanks, miss. We want to meet a friend of ours who's coming along the trail from the east. Suit yourself. Oh, my name is Ross Derrick. And this is my daughter, Anne. If you ever need friends, just call on me. Thanks, Mr. Derrick. This is Tano, and my name's Dan Reed. I'm glad to know you. Same here. Oh. Now, don't forget what I told you about calling on me. We won't. Thanks for taking care of Sandy. We were glad to. Goodbye. Come on. Get him up. Come. Aren't they nice people, Dad? First great, Anne. Nice-looking Indian. Nice-looking boy, too. Oh, here's Sandy. What are you snarling about? Oh, Dad. Look over that way. Oh, no wonder you're bristling, Sandy. We've got company that none of us has any use for. Steve Brennan. I better get the chain. Come here, boy. Come here. Stop ignoring me. Why's Steve Brennan coming here, Dad? I thought you told him to stay away. I did. Oh. Oh. Oh. What do you want here, Brennan? That dog came back? Yes. Yes. He better be. I'll shoot him if he makes a lunch at me. You'd better have business here, Brennan. You ain't welcome on my ranch. I've got business all right, Derek. It deals with the laws of the range. Guess you know the laws as well as I do. I sure do. What about it?  You can get that information from the sheriff. I did. I wondered if you knew the answer.  Don't you talk like that to Sandy. What about a dog that kills sheep? The law says he has to be shot. Ain't that right? That's the law. Here's an order from the sheriff. Call on you to enforce the law, Derek. What? An order.  That's a downright watch. I don't believe it.  The dog was seen not only by me, but by some friends of mine. We gave the sheriff our story in the issue of court order. Are you ordinary? Sandy wouldn't do that. There was a couple of men trying to sneak up to my house last night, Brennan. I wonder if this ain't a frame-up to get the dog out of the way, so that he'd be more successful next time. I ain't here to argue about it, Derek. Here's the order. You got the morning to carry it out. The dog ain't dead by tomorrow. The sheriff will come here and do the shooting himself. Oh, no. No, Mr. Brennan. Please don't make Dad shoot our dog. Sorry? But you can't do it. There's a mistake. I know there's a mistake.  I got eyewitnesses that say dead. They ain't telling the truth, or the sheriff was convinced.  You want to get rid of my dog, so your sneak and gun slingers can get here and shoot. Derek, I didn't come here to discuss the sheriff's order. I'll see you again.  No, you can't do that. He isn't a killer dog. He wouldn't hurt a sheep. I reckon he's got a bad name, Ann. The sheriff didn't take much convincing. But he didn't know this. Ann, here's what you've got to face. If I don't shoot Sandy, the sheriff will come and do it for you. I won't let him. I'm afraid you can't stop him, honey. It's the law. I don't care about the law. Maybe Sandy did go after Brennan, too. He hates Brennan. All it pertains to him. He was fired on last night. And that wouldn't help his good nature, nun. Do you think he really killed a sheep? All right. I don't know, Ann. I'm going to the house and take it over.  I know you are.  That's what I'll do. I'll take you away from here. Later, at the same morning, Dan, Reed, and Tonto rained up in front of Derek's house. They found the rancher in a high-fitch of excitement. We've got no time to talk to you right now. We come from town. We heard about your dog. We'll save it, Dan. I've got the call in my men. My daughter's gone away. Ann? Where's she going? I don't know. She's gone and took the dog with her. Left a note for me. We heard about your dog. We came to tell you that we know he didn't kill sheep last night. You know it? Yes. He was with us all night. He tangled with sheep before he came to our camp. We'd have known it. The sheriff's ordered him shot on what I witnessed. Mr. Derek, why would anyone say they saw him kill sheep? It's not true. My girl went away and took him with her so he couldn't be shot. She's only 13. She don't know what dangers there are on the plane. I've got to get men out to follow her trail. Oh, this is a pretty bad country for trails. I can only ride myself. Tonto, you can follow trails that no one else can see. Is that true? You bet it is. The ground as hard as a doby house. Tonto will find track. Will you go meet Mass, ma'am, Dan? Yes. I'll ride each to meet him and you follow Ann's trail. If you will help me, I'll be everlastingly grateful. Me go. Get him out of town. I'll ride to meet the Mass, man. Come on, Victor. The curtain falls on the first act of our Lone Ranger story. Before the next exciting scene, please permit us to pause for just a few moments. Now to continue our story. The Lone Ranger had maintained a steady pace since breaking cap at dawn. It was nearly noon when he saw Dan Reed riding toward him. Oh, it's a little bit easy. Get him into the hole. Dan, are you traveling alone? Golly, I'm glad I met you. Where's Tonto? He's following a trail. What kind of a trail? Trying to find Dan Derek and a dog. Dan Derek? Ross Derek's daughter? Yes, you know. I know who he is. I have a message for him. What about the girl and the dog? Are you on the way to Derek's ranch? Yes. Oh. What happened to Ann and the dog? Well, when Tonto and I stopped in town, we heard a lot of talk about the dog. He was accused of killing some sheep that belonged to a man named Steve Brennan. Well, the law says that a dog that kills sheep must be shot. Yes, I know. Mr. Brennan had some men who swore they'd seen the dog killing sheep. The sheriff issued an order for the dog to be shot. But those witnesses weren't telling the truth. How do you know? When Derek's dog didn't kill any sheep last night, he was with Tonto and me. Oh, and then? We rode back to Derek's ranch to tell him, and he was mighty excited. His daughter had run away and taken the dog with her. She left a note saying she'd done it so the dog couldn't be shot. Are those trying to find her? Yes. Derek had already sent his ranch hands out to look for the girl. He was just about to go on the trail himself, but Tonto persuaded him to wait at the house while he followed the trail. Is Derek at the house now? He was when I left. And we'll go there. Come on, Tonto. Come on, Victor. The Lone Ranger and Dan Reed raced back to Derek's place. Within a short time, they arrived at the house. They found old Mr. Derek preparing to leave the ranch to help in the hunt for his daughter Anne. The Lone Ranger had already formed a plan in his mind, and it was part of this plan to have Derek stay at the ranch house and await development. But Derek was determined to leave in spite of all persuasion, especially since he distrusted the masked man before him. He glared at the Lone Ranger and said to him, why don't you go to the ranch house? He said to him, why don't you go to the ranch house? He glared at the Lone Ranger and spoke vehemently. I won't stand here and do nothing. Derek, listen to me. You can trust the masked man, Mr. Derek. What? My daughter? I don't know. I can follow the trail if anyone can. And I'm going to follow Tonto's trail. But how can you? I'll listen to me a moment. No, I can't trust anyone. For all I know, all of you are working with Brennan. Derek, your brother trusted me. What's that? What's that about my brother? He gave me a message for you. Hear the medium next week and stake your claim. Meet him? Where? He said you'd be able to find your goal if you started in Custerville. So that's the starting point. And there you can follow the map. Oh, you know about that? I told you that your brother trusted me. Now will you wait here at the house? You'll go help Tonto? At once. You bring back my daughter and you can have everything I've got. Wait here then. Right. Come on, Silver. The ground over which Amdaret got at her small horse was baked hard by the sun. While she traveled neither fast nor far, her trail was an almost impossible one to follow. Tonto lost it many times and precious minutes slipped by while he scrutinized the ground to find the barely perceptible hoof marks. It was late afternoon when a lone ranger joined his Indian fam. Then the two rode side by side to the trail of Amdaret. Oh, Tonto! Oh, Tonto! Oh, Tonto! Oh, Tonto! You! Oh, oh, oh. Why, Sandy? Me follow trail. But that masked man... Your father is worried, Amdaret. Who are you? I hope to be a friend. And him good friend. Sandy, you can help me. Help me get away. We can't travel fast because of Sandy's paw. It hurts when we run. They're going to help, Amdaret. But not by taking you away. We're going back to your home. Oh, no! Oh, Sandy will be shot. I think we can prevent that. But you can't. It's the Sheriff's order. If Dad doesn't kill Sandy, the Sheriff will. How if we can prove that Sandy is innocent or the charge against him? No one can prove that. Steve Brennan framed him. Steve Brennan has witnesses. He'll do anything to get Sandy out of the way. Why does he want to get your dog out of the way? So he can get it, Dad. Dad has a map and Brennan wants it. Oh, yeah, it's the map. Uh-huh, and he can't get it while Sandy's on guard. But Sandy isn't on guard now. And in taking Sandy away, you've played into Brennan's hands. But if he was at the ranch, he'd be shot. Your father knows that the dog is innocent. He won't shoot him. There's an order from the Sheriff. If Dad doesn't shoot him, the Sheriff will. Not if Sandy is proved innocent. If Brennan learns that you've taken the dog away, he'll move fast. But I... We've got to move just as fast. Hello. Bring the girl and her dog to the ranch. Stop on the way and get the Sheriff. Oh, no. All right, I'll head to the city to be cut off. Come on, build it! The Long Ranger raced ahead toward the Derrick Ranch, leaving Tonto to follow with Anne and the dog. Meanwhile, Steve Brennan, accompanied by his two henchmen, Jake and Abe, set out for the Derrick Ranch. Brennan had heard about Anne and Derrick running away with the dog. And he decided the time was ripe to get the map from Ross Derrick. But Jake and Abe had failed to get the map the night before. Soon the three men rained up in front of the Derrick Ranch house.    He's the forces right here, boys. Brennan, I sure hope you're right about that dog. You don't hear the dog barking, do you, Jake? No, but you didn't hear him last night either. Not till we got close to the house. Yeah, that dog's gone, Abe. He'll count on it. Yeah. Derrick's daughter ran away with the dog. I hope the one who told you that knew what he was talking about. Yeah, I reckon he did. Come on. This is even better than waiting for the Sheriff to shoot the dog. Why is it better? Well, the Derrick's men are out hunting for the girl. If you can talk to Derrick without interference. You sure he's there in the house? Yeah, pretty sure. And if he's not, we'll wait for him. Hey. Hey, Brennan. What? See, your horse tried back at the house. Someone is with Derrick. And that's tough luck for the critter, whoever he is.  We can case him to you? Yep. No sign of the dog yet. You needn't worry about that, Abe. So it was different than last night, Abe. Well, then he different. Look, we'll get inside the house. I'll handle things. You two stand ready to back my place. All right. Go in the bus right in there and wrap on the door. Wrap. Get ready. Is there any news you... Oh, you. Dig him up, Derrick. Hey, you can't... Come with that one. Get him up, kid, Brennan. You want to... Save it, save it. Abe, close that door. Listen, if you think you can come in here... Hey, dear breath. What do you want, Brennan?  A map, huh? Well, you guessed it.  Where is it, Derrick? You won't get away with it, Brennan. There's a witness who'll watch it. We'll get away with it.  Oop. No, that won't be necessary. Because neither you nor the boy will talk. I won't, eh? Well, that's what you're doing. Now, neither of your talkers won't hurt me because I can get men to swear that I wasn't near this place.  Your daughter will be the one to suffer. Savvy? Now, hand over the map and we'll clear out. Well, eh... What if I don't? You don't? You won't leave either you or that youngster alive. You can watch the boy go slow while you're waiting your turn. Don't let him block you, Mr. Derrick. No bluff, son. You'll find that out in just a couple of minutes. There's Uncle Ropey by the size of his hand, right? Wait, wait a minute. I'll give you the map. Don't do it on my account. Who you stand? They've got the top hand. You're showing sense, Derrick. Get it here in my wallet, I think. Yes. There you are. I'll take it and get out. Oh, there's no hurry about getting out. What? You promised you'd clear out. Put the rope on the boy. Why are you dirty- Can't take chances. Just hold your hands back of you. And I won't have to get rough. I won't. And I'll get rough. You give me the money. That'll do. Hey, man. I'll let Paul get rough. Hey, you. Get him, thing. Oh, you think. Good work. My shoulder. Do you want some of the same? No, no, no. Don't shoot. Don't shoot me. Drop the gun. Get over it against that wall. Who are you, anyway? I'll take that map. Good. Ape's coming, too. Fine. I'll hear what he has to say. Derrick, Ann is on the way and Otto's with her. You found her? Oh, thank goodness. Yeah. They'll be here in a few minutes. Let's see, Brennan. He's the one that charged the dog with the killing of the sheep. Hey, Paul can't have been trying to get this map away from me. My friend saw your dog killing sheep. You can't get away from that. Are these two your friends? They're probably the ones you sent here last night. And their work stands with the sheriff. That sounds like Donald Horne. Oh, look out the window. Hello. Is my daughter... Yeah. Ann is with him. What have we got on the prisoners, Derrick? I want to meet Tondo outside. Now guard the buzzards. Derrick, what do you want? I'm nothing. I still have cards to play.   You know those charges were false. Yes, but the sheriff believes my witnesses. You can't make much of a case against me, anyway. Oh, save your breath. Hold that dog. Yes, I'm holding him. Where's Ann? Outside, Derrick. Ask her to wait until we finish a little business. Act as if he wanted to get at you, doesn't he? Don't hold him. Don't let him go. I got a wounded shoulder. Sam, he knows that Ferris, Nate. He's fighting the leash to get at him. Let's have the truth. Did you see this dog killing sheep? Of course they did. Well, the dog has to be shot as a killer. He might as well be a real killer. Don't turn him loose. Hold him. Then tell the truth. The truth.  No, no. We didn't see anything. How about you? I didn't see him kill no sheep. You told the sheriff you saw the killing? He ran and made her say that. Then you lied to the sheriff? Yes, yes. That's all I need to know. Sheriff! You! I reckon that clears the dog of old charges, Derrick. Oh, Dad. Now you won't have to shoot, Sam. Oh, honey. Don't you ever run away again? What's the charge against these for you, Derrick? Well, they tried to steal a map from me. Jail them if you want, Sheriff. I don't care. You don't care? No. Ann and I are leaving here. We're going to meet my brother in Custerville and stake our gold mine. Sam, you'll go with us, Mooney. Oh, you bet. Now, where is that... Hey, that masked man's gone. Well, I wish he'd never come in the first place. Oh, I wanted to talk to him. Dad, who was he? Ann, when one man finds a runaway girl, saves the life of a dog, captures three crooks, and saves my gold claim. Well, right, but one man could do all that. I reckon that masked man was a Lone Ranger. The story you have just heard is a copyrighted feature of the Lone Ranger Incorporated.


Так и так произошло, что мы делали долгое время с Самсонами очень различные вещи. Так что он был mostly a kind of field theory, a real field theory man and I was doing integral models, but at some point it so happened that it got closer. And so there are certain things which are very similar now and so I will show them and this is one reason to talk about on this subject which is not very complicated. Another reason is that it is related to what we are talking about is related to Louisville and everybody likes Louisville. And so the third thing is that I will give some exact answers for some quantities but my formulae are just conjectures which I will check. And I really don't quite know how to prove them and probably somebody will be able to do it. And so this is a paper based on the joint work with Zoltan by Nock but also it goes back to our joint papers with Stefano Negro here. So, Siege Gordon model is the simplest integral model, so that's why I am talking about this model. It's the simplest integral model, so here is Lagrangian density. And so what I will be doing finally, I will compute the matrix elements in this geometry. There is some local operator here and so some eigenstates of Hamiltonian here and here, so in the finite volume. So I will use also, so the coupling constant is called B. I will also use this Q which is B, applies B minus 1 like in Louisville. Always we do and P which is like that. Just convenient notation. Sorry? I think Lagrangian, okay, so say Euclidean action. Okay, so, okay. So there is a duality like that. And then, so the dimensionless mass scale. So this combination is sort of dual. And then the mass of physical particle is given by this kind of awful formula. So, as usual, so all this kind of formula are due to allosomological. So, and they are actually very important if you want to have some, if you want to make some numerics. And so this is the simplest, as I said, this is the simplest integral model. So in a sense that, so if you think about it in Minkowski space as in terms of scattering theory, so there is only one scalar particle and the S-metrics is the simplest possible, so you can imagine. So that's why, so this is a good laboratory for checking things. And so I will use for, instead of, instead of this radius of my, so I will be on the cylinder, as I said. And instead of the radius of my cylinder, I will use this R-small, so dimensionless combination. And what I want, what I did not say, so here I draw this contour, so this will be, when I go to UV conformal limits, so this will be important. So now, how do you, how do you find a spectrum of this model? So there is something which is called Q-function. So normally, so once again, so already from here, so we start something which is not quite neat, I would say. Because, so say in, there are physically more understandable situations like, or mathematically I don't know, a sign Gordon, where this kind of relation, so even this kind of object Q operator can be really defined. And Sting Gordon, it cannot be really defined, as far as I understand. But so let me just say, but nobody doubts, nobody doubts, what I will say now. So there is some function Q, which is an entire function in the interplane. And so which satisfies this quadratic relation, and then different functions satisfying this relation, enumerates, enumerates the spectrum of the theorem. This Q behaves asymptotically, with some additional conditions. So it behaves asymptotically like that, yes? So then if theta k are zeroes of this Q, then it is easy to see, or it's a definition, if you wish, that Q is given by the following formula, if we define this second term here as e to epsilon, we just put it into the right-hand side, and then write something trivial. So end, end, end in this way. It's not sure not definition, it's relation, because the exponential of minus epsilon is Q squared. This is the definition, so this is the definition. That's the definition, but that's a relation. So this equals that, the formula above, right? Q equals that. Yes. And epsilon of theta is... You shift this guy by pi i over 2, and you shift it by minus pi i over 2 plus i0 minus i0 bar, you get this, right? So this is the topology. But so from this topology, you get, since you, we wrote this Q, we immediately get this equation for the function epsilon, yes, which characterizes spectrum, and with this kernel. And in addition, so I have this, so this is kind of, you can think about this epsilon as a density of continuous spectrum, and there is, there are these particles, which are kind of discrete spectrum. And so in addition to this relation, you have finite number of equations like that. And it is, we suppose that theta k are all real. And so if I require in addition that all theta k are real, then I get the spectrum of this theory in... And sub k, what is it? Some integers. So that, I, yeah, good question. So I am saying that the spectrum is parameterized by a set of integers. Okay? Yes. These are parameters, huh? No. No, no, no. Positive. Negative. Huh? I think so, yes. Yes. And usual, yes. So, and so I put here minus s under logarithmo arguments, because so s of zero is minus one, and it is more convenient, so not to have jump. Right. So this is an equation. This is a system of equations, which you can put on the computer and solve immediately with great precision. So then the eigenvalues of integrals of motion. So we have... Oops, no, no, no. We have infinite number of integrals of motion with two correlatives. Not correlatives, but so... Anyway, so e s and e s bar. So in conformal limits, this will be indeed two chiral sets of integrals of motion. And the eigenvalues on this... So from the fixed set n, you find epsilon and theta k, and the eigenvalues are like that. And so there are these funny constants somewhere, which are due to... So integrals of motion are normalized in such a way that they coincide in conformal limit with... So that's in conformal limit, they have some simplest possible forms. Some rational respect to k. It's not j. Sun. Okay. That's quite possible. Yes, I think so. But they are close in a jk. So, not very far. So... But if these guys are normalized in the best possible way in conformal limits, then there are some constants here, which are due to Barzhanov-Lukanov. The Molochik for particular energy resistance momentum is that. So now, of course, so with this TBA kind of equation, it's very easy to check that for large r, you will have Lusher corrections and so on, so forth. But it's more interesting to think what will happen in the ultraviolet limit when r is small. So everything essentially depends on this constant, yes? And when r is small, so the potential becomes like that. So it's long, long, long. So what happens is... So for zero mode, I'm talking about zero mode here. What happens is that you have reflections from these two boundaries, right? And so Barzhanov-Lukanov's conditions and the reflections are Liouville ones. Because here you have these walls are Liouville potentials. And the Liouville reflection amplitude is known very well. So this is the Barzhanov-Feldt quantization condition. So this is exactly so. This is the integrals of motion I expressed in terms of this P, like in CFT. So you see, this is for the first integral of motion. So this is P squared minus 1 over 24, central charge is 1. And plus m, m is for one kerality and m bar for another kerality. And so delta is used later. The central charge is like that, yes? So... And then we identify... So I will not go into detail how exactly this... In general, how these sets of integers are identified in ultraviolet limit. So with CFT states, but so with Liouville states, but so... For example, this one, minus 2, 0, 2, corresponds to the primary field. So here L, there are primary fields, which are counted by 1, 2, 3, and so on, yes? So this L is the primary field number 4. So the spectrum of primary field is quantized because of... Yes, like... So this is... The ground state can respond to L equals 1. But so now here this is rather high, so L equals 4. But still for R, small like that. And I don't remember what I took for B. So the ratio of integrals of motion, which I compute numerically, and exact values from CFT are rather reasonably good. So which means that with this zero-mode consideration, I arrive at rather good precision. So now here is the identification just of these sets of integers and conformal fields. So L are different primary fields. So then here are descendants. So this is simple. So here I have descendants on level 1, and so they are always unique. Here I have descendants on level 2. I will have to... And even 3, I will have to distinguish them somehow. And they are not distinguished, of course, by the first integral of motion. I have to go to third and so on. I probably will talk about this. So now what is my goal? My goal is to compute the diagonal matrix elements of this type for any local operators. Local operator. There is a one-to-one identification between local operators in ultraviolet conformal field theory, or Liouville in my case, and in my CFT. I will not explain much, but I will count these operators as I do in CFT. So there are primary fields. Primary fields are just exponents of phi, and so these exponents, so these primary fields, are normalized by Lukyanov, the Molochikov. One-point function. If you don't know what is this, forget about it, it will be later. But this is an important thing. And so now the main point, which I advocate for a long time, actually, is that when you are doing integrable model, and you compare it with the conformal field theory. So in conformal field theory, the fields are counted by Verasor algebra. But of course, when you make an integral perturbation, this is broken. So then you have to think how to count local operators in the integrable model. And in this integrable models, which are close to Liouville, okay, Sainte-Gordon, Siege-Gordon, this kind of guys, and more than that. So the operators are counted, so there are some primary fields, and on primary fields some fermions are acting, so there are two of them for each chirality. And so the... then so I don't know this multi-indices here like that, yes? So I take these guys with the only requirement, total number of biters is equal to total number of gammas, and I claim that this... give me a set of... give me... enumerate me... okay. All the descendants of this phi and Verasor descendants of this phi. So there is correspondence between these guys and the Verasor descendants of this phi and some shifted phi. And so which is... the relation is exact. And that for this... when I count operators like that, then this one-point functions or this matrix elements are easy to compute. So let's see. General rule is that I have... Let me see. I have this, yes? But if the number of elements in M is the same as number of elements in M, and consequently for another chirality, you have just conformal... UV limit, you have just conformal descendants of this field. If they are different, then you have conformal descendants of this shifted field. And so here to be precise, so this is... this is the conformal descendants of the shifted field. And it is defined like that. And there is some definition of... so how I understand the operators with negative indices. And they have, of course, under relation to operators and like that. So I will not need these formulas in generality. So let's skip them for the moment. So, and then the claim is that a matrix... that's the ratio of matrix element of this fermionic descendant by the matrix element of the primary field and then by determinant of... so these are sets of integers, yes? So determinant of some matrix omega mn with some simple addition. And this omega mn is... so the only physical input, so all the rest as you see, more or less combinatorics, which you need to compute the one point function in this model. And so now... and so here I must say that this case I cannot derive this formula. But so I just guess it's kind of a little bit out of the blue by analogy with other... my procedure is I guess this thing by analogy with other cases and then I check the limits like conformal limit and... What is it? Omega, what is it? Yes, it will be here. I guess it, yes, and I did not... I will... Yes, some formula. So, let me see. What is it? Yes, so this is exactly... this is exactly what... Why? I said that there are some... there is a similarity with what Samsung and Nikita were doing, that if for some... in some case alpha equals zero, this function omega... this omega mn is nothing like a Gaussian of the matrix of second derivative with respect to higher times of... more or less like that, yes, of this young... young, young action. Let me remind the scores of the better way function. Not exactly, because... you see, this is an interesting point. Because... Look, what is the action of young and young, yes? It depends on the better roots, yes? And so when you differentiate with respect to better roots, yes, and make the determinant, so you get your norm of the better function. But it can also depend. So this is out of shell, yes? Because you differentiate with respect, yes? But suppose now that you have external parameters, possibility, for example, in your spin chain, yes? And you compute on shell and then differentiate with respect to these guys. And this will be... It's not the best thing. Well, spiritually it is, because in some big space it is... those two things are different. In big space everything is the same, yes? Depends how big the space is. OK. So... You remember, I had this function, this function F, yes? When I characterized the... the discrete spectrum, equation for discrete spectrum. Now, using this, I derive... I derive the derivative with respect to the radius of this epsilon function. And it looks like that. And motivated by this formula I introduce the convolution, which is kind of normal from the... I don't know... There is some... So you have functions, which have a continuous spectrum and discrete spectrum. And you have a measure, which is a part of measure is continuous and a part of measure is discrete. So there is a convolution like that. It's a positive, the square of... G, G, G will be positive. Put J equal to H for the positive. Yes, I think so, yes. Yes. So, and then this omega is a simple thing. You take just a kernel like this, 2 by 2, not 2 by 2, but so discrete spectrum and continuous spectrum. Kernel like that, and this composed of these guys, which deform the kernels, which you have in TBA. And so then a vector like this, so these are for discrete spectrum and this is for continuous spectrum. And so you sandwich the resolvent for this kernel with this measure, yes, between these two guys M and M and you get my omega. This is a differential formula. Not so bad, yes. Okay. So, so now I started this work with Baynok, because these guys in Budapest they like very much this kind of matrix element. So, and the right for them formula of the type of Lecleron-Moussard, which are good for writing the series for large r, yes, but and so then this, of course the formula are complicated, but they can be compared with this simple formula which I explained with this omega and they give the same, of course. But, so, for me this is not so interesting. So, I want to see what will happen in the ultraviolet limit when the radius of cylinder is small and when I should be in touch with Louisville. So, now I can see the ultraviolet limit and so Louisville on a cylinder. So, of course for when I am a conformal limit so I would probably map this cylinder to a sphere but so I want to speak such a language which is well for conformal and deformed case. So, I will still stay on the cylinder so then you remember, so I had this picture so I have the energy momentum tensor and I take the coordinate on my cylinder so cylinder is my, what is the joke? So, so I take that which belongs to this and so either I define local one which is around z equals 0 where my local operator lives or global ones which are around the cylinder, yes? And so, this defines me l small and l capital and now I am interested in matrix elements of conformal fields between two fields between two states Psi and these Psi are descendants created by these guys and these all are Verasoro descendants of my primary field So, the dimension of the field is like that in my notation Normalization is the same Normalization is the same Normalization is the same for the for this thing for the primary field for the primary field, yes for the primary field, yes this is looking of the malochik of normalization, yes exactly In CFT you will limit it's CFT and now you say in CFT from CFT point of view it's a full correlation function or it's a three point function two full full no, no, no full, yes it's not so easy so, yes yes, yes so, and here I write this transparency you can check if you wish so so, for example here this is descendant L-2 descendant of primary field and so between between two primary fields so, delta plus one means the first descendant so the first descendant is unique so I allow myself to write this not very nice not very nice probably notation yes, and and so now what I promised to say and so there is a there is a we can see the UV limit of my of my local operators created by fermions and the claim is that they are so I write here in the simplest cases but I can compute as far as you wish so they are related and, yes, I did not say one important thing that of course I compute everything modular descendants of by local integrals of motion because so descendants of local integrals of motion they do not contribute to the one this one point function because right I have the same thing, yes so this means modular action of local integrals of motion so and then so the formula are like that for the simplest case so these are for one chirality so I create L minus two by these two fermions I create L minus two square and L minus four fermions and so you see there are two descendants modular local integrals of motion there are two descendants and I take descendants modular local integrals of motion as being created by even verasora generators and so you see so from here I can find L minus two square and L minus four if I wish and in the case one number of operators so we call chirality coincide yes yes yes yes yes it will be soon so this is as you say correctly so this is here I take the case when the number of operators coincide and so moreover only one chirality of course I could put here they don't interfere yes and so these are our favorite functions so we are very proud about these ones so and then so then I compute my function omega I don't know when and how they became capital I don't remember but so these are my functions omega and so what I am saying is that but in the limit of when r goes to zero they must be given according to everything all I said above they must be given by these expressions and so this thing we know so I mean was written and so on so everything is known here this can be checked so and then we come next question so if I take for the simplest case when I act by beta star and gamma gamma one bar so this is allowed yes then it shifts it shifts the primary field so that's what happens and so then what I have to the ratio of this of the three-point function for this shifted primary field over three-point function shift one is given it can be read from Dorn Dorn Otto Dorn The Molochikov Of course I read from the Molochikov and so here is F which is the ratio of these two Molochikov functions a mass like that and we so this must be this must be the UV limit of this omega one minus one already it's more interesting because here I have here I have something fractional power and so on more exciting yes so now how do I do I check numerically so and I check numerically for r equal 10 to minus 3 a is for some reasons like that b is like that so I don't want them to be you know avoid all possible resonances so I don't want them to be similar and for simplicity here I start with I consider the case when no descendants with respect to other kerality and so here is numerics I don't know what to say something coincide with something yes this is CFT for example omega 11 so this is numerical which I give from my equation and this is CFT so here so this coincides but this is then the descendants are getting nastier so here for example even no descendants so this is the primary field number 4 and so here it is not so good but more or less alright so good so that's why it seems that my conjecture is correct and so then and then I want to consider just I have some time so I want to consider the simplest case why L-1 with degenerate L0 so on level 2 I have 2 operators 2 vectors so I L-2 L-1 and now the first integral of motion which is essentially L0 do not distinguish between them and I have to think about the next integral of motion which is I3 so I3 is like that so easy to compute because easy to compute from the fact that the density of I3 is T squared so now this guy acts on these 2 vectors it gives me some matrix with this with this eigen values and these eigenvectors and I must identify them with what I get from from my numerics and so I compute the integral of motion from this TBA and so I take this once again this and so this this is what I get in CFT I think and this is or vice versa and this is what I get in by TBA and so this is how I say that this guy corresponds to this one and this guy corresponds to this one and in natural notation so now I have these 2 vectors so L- I don't remember who is first, who is second L-2 is first and L-1 squared is second so I have this matrix of 4 yes and so then L-2 of this guy given by this one and so with this matrix elements so this is I believe me it is true and so now this thing omega 11 plus minus in this case is given by this formula where I use this vectors psi for eigenvalues of integral of motion of degenerate and so these are the eigenvalues in this case for the minus guy and for the plus guy for the descendant and for shifted primary field and you see that probably they are not as good as before, but so alright from safety point of view it is a generic situation right? you are not sure? yes, yes, yes, yes so oh yeah, yeah so and so this is the end of the talk almost so and to finish I want to say that with so for a long talk time with some song and then it it comes, it returns so we were discussing some very nice Georgian film which was after poems of some Georgian poet whose name was Vaja Psavela and so I do not know where the British translation exists and I cannot write or read in Georgian so that's why I am just I give you some some Russian translation by Tsvetayev Tsvetayev was a great poet another guy by the translator and the point is that there is another translation of the same poem by Mandelstam and this is complete so I looked at the same piece completely different even the Gregorias he is a more expert now can you translate? no, no do you recognize the original? I don't know spirit spirit this is when one guy was attacked by another one his wife tells him that we are poor because you have to rob somebody because otherwise he does not want and then he is attacked by somebody he confines him and then they drink together at some point these are very high mountains What do we get out of this for Lyubil, something interesting if you start going other way around for Lyubil I don't know so actually I would say why would you be interested in this diagonal matrix elements one question one answer is that if you want to make a one point function on a torus then you will start summing up these diagonal matrix elements but the question is whether it is possible using this technique to write this somehow to simplify the expression for the one point function on a torus because this is not easy even for a conformal case so this probably will help I don't know One point function also cause organization and kind of smell one point function why one point function because if you want to compute the general correlation functions using the OPE OPE is a perturbation you obtain OPE okay so not so easy but so more or less you obtain OPE from perturbation of conformal field series and then by OPE you reduce your multiple point function to one but then it's not enough to know one point function of one operator or two operator but you have to know for everybody yes so that's what I'm doing


Hi everyone, Shawn with jaskiescasebreaks.com here doing 2020 Bowman draft Asia edition 12 box case break random team number nine where very rare 12 box case Exclusive mojo refractors one autograph per box No paper ships except for cursed at vene Torkelson Hassel Dominguez. No other exceptions all paper donated to charity. There you go So here is The list of customers from Brett's missing down to Jacob in the spot He won an update 20 whether you one spots or you bought spots straight up to get into this break Thank you very much and good luck and list of teams from the Diamondbacks down to the nationals dice roll to randomize both lists and pair them up three to four seven times Seventh and final time from Jacob down to Matt Seven times on the randomizer seven times in the dice now seven times on the teams seventh and final time Phillies down to Rockies Seven times there seven times in the dice Jacob with the Phillies Matt Lieber with the Diamondbacks Cameron Sadler with the Marlins Mark Newvour with the Giants Brett Smithson with the Astros Kim Kyung Wong with the Angels Darryl Josh Conn in with the Royals Zachary Goldberg with the Pirates Jacob Texima with the Cardinals Jonathan Griffin with the White Sox Brian Crouch with the Mariners Jacob with the Reds Cody Kennedy with the Yankees Cameron Sadler with the Padres Matt Lieber with the Mets Tom Jones the Cubs Kevin Hull with the Tigers Steve Burch with the Rays Kevin Hull with the Blue Jays Jason Sieber with the Orioles Kevin Hull with the Brewers Zachary Goldberg with the Red Sox Kevin L. Bosry with the Braves Jacob with the Twins and the Indians Zachary Goldberg with the Nationals Bryce Toggerock with the A's AJ Anderson with the Rangers Mark Newvour with the Dodgers and Matt Lieber with the Rockies There you go trade window is open I won't keep it a long trade window.  You can see sealed case Bowman Draft Asia So I'm gonna pop this open while you guys are potentially talking about trades. You can see the Nickcams on Rangers any goodness? Rangers trying to remember Who their bigger prospect isn't this? The reason I'm drawing a blank Jake is trying to trade for either the Orioles the Yankees or the Tigers Orioles is Jason Sieber Yankees is Cody Kennedy and Tigers is Kevin Hull He says willing to trade way too much for any of them No, Lauren Acuna is not in this It's not Josh Jung either Why can't I think of who it is? Not Huff. Oh Justin Fosquay That's him. That's who you're looking for Okay, I'm gonna give it another 30 seconds or so guys on the trade window. That's who you're looking for with the Rangers Justin Fosquay. I want to say ninth overall pick AJ Swings a big bat. Okay going once going twice going three times Trade window closed There you go. It's print rip. Okay, so I'm gonna open up six boxes And then we'll open up the second six afterwards. I agree You just rip them you stash them and The revisit them. Hopefully I would welcome tops as a publicity stunt to lock me in a room with just cases of Bowman Whether it's Bowman or Bowman Draft Bowman Chrome Especially Bowman Draft and I have to open my open them all to get, you know to find a way out Boom publicity stunt we win. Good luck everybody That's for the other thing I think Alec is on delay So these Asian mojos are the exclusive parallels for this product Louise Gill for the Yankees Adley Rushman for the Orioles and Landon Knack for the Dodgers Jason Dominguez for the Yankees paper Matthew Dyer refractor for the Mets Brennan Davis for the Cubs Travis Swigarty for the Pirates in Holden Powell for the Nationals and Our auto is Caden Polkovich for the Mariners Brian Crouch Zach Vien Bowman first refractor for the Rockies Matt Lever Jesse Franklin for the Braves Hunter Green for the Reds and Blake Rutherford for the White Sox Zach Vien base for a base Bowman first for the Rockies Matt Lever and Spencer Torkelson for the Tigers Kevin Hall There's Justin Fosquay. That's the guy we're looking for in the Rangers 14th overall pick AJ Tyler Sodastrom for the A's and Case William for the Rockies Bryce Bonin for the Reds Joe Ryan for the Rays and Zach Daniels for the Astros Jake you've got Reds Indians twins Philly's and After this guys, we don't have any scheduled breaks, but we've got plenty we can do so get your spots in battle for the Cardinals Bryce Bonin for the Reds and Drew Romo for the Rockies Connor Phillips for the Mariners Brennan Davis for the Cubs Luis Gil for the Yankees and Zach Daniel for the Astros We got purple Ryan Jensen the 250 for the Cubs Tom Jones and Sammy and Fonte Refractor Bowman first auto to 499 for the Nationals and Zachary Goldberg No worries, buddy. No worries. I think I saw some orange down on the bottom of the stack. I should be out of 25 Teak hence for the Cardinals Landon Knack for the Dodgers JJ Bladet for the Marlins and Travis Swaggerty for the Pirates Robert Hassel for the Padres That is Cameron Sadler Zach Vian again for the Rockies gauge workman purple for the Tigers To Kevin Hall, that's numbered out of 250 Carson Tucker for the Indians and Trent Palmer for the Blue Jays Alec Burleson for the Cardinals Jesse Franklin for the Braves and Jeremiah Jackson for the Angels Jason Dominguez for the Yankees Cory Lee for the Astros Jared Schuster for the Braves and Quinn Priester for the Pirates Robert Hassel for the Padres Jordan Walker to 499 Centering not so great for the Cardinals Jacob Tejma Drew Romo for the Rockies Spencer Strider for the Braves Tyler Freeman for the Indians and CJ Venek for the Blue Jays Tristan Lutz Blue to 150 for the Brewers Kevin Hall and Jeff Criswell for the A's Bowman First Auto and Bryce Tagarook Trevor Hauver for the Yankees Christian Robinson for the Diamondback Zach Britton for the Blue Jays and Sam Weillily for the Rockies Freddy Zamora for the Brewers Evan Carter for the Rangers Julio Rodriguez for the Mariners and Jack Blomgren for the Rockies Spencer Torkelson for the Tigers Chrome Kevin Hall. There's our first three boxes Spencer Torkelson for the Tigers Kevin Hall Mitchell Parker for the Nationals Joe Boyle for the Reds Ian Bettle for the Cardinals Justin Lange for the Padres Hudson Haskin for the Orioles Drew Romo for the Rockies Ryan Rollison for the Rockies and Louis Gill for the Yankees Nick Swinney Sparkle for the Giants Mark Neubauer and Otto Ryan Murphy to 4.99 Bowman First for Fracture for the Giants and Mark Neubauer Jason Dominguez for the Yankees Nick Bitzko for the Rays to 4.99 That's for Steve Birch Trent Palmer for the Blue Jays Christian Chamberlain for the Royals Tyler Brown for the Astros Land and Nack for the Dodgers and Adley Rushman for the Orioles Heston Kirstad for the Orioles Jordan Westberg for the Orioles Sam Weatherly for the Rockleys Travis Swagarty for the Pirates Holden Power for the Nationals and Jesse Franklin for the Braves Yeah We still got a whole lot more to go. I think wasn't that the kind of the same story last time to Jake the last case I did I Feel like it was like a really good Rockies break to that point So I think we had the Zach mean auto all the different parallels of photo variation a bunch of different stuff Austin Hendrick to 150 for the Reds Jacob Cade Cavalli refractor for the Nationals Jason Dominguez Mojo for the Yankees JJ Bledet for the Marlins Liam Norris for the Diamondbacks Heston Kirstad for the Orioles Will Klein for the Royals Alex Hulaire for the Twins Alec Burleson for the Cardinals Aaron Ashby for the Brewers and Jeremiah Jackson for the Angels we got a gold does not look like it's an auto Gerard and Karnasian to 50 for the Marlins Cameron Sadler and case Williams refractor 499 Bowman first auto for the Rockies Matt Lever Yeah, that's what I thought. I thought the Rockies last time like just I Remember if I remember correctly the Rockies last time in the first two boxes We'd already hit like the base beam the auto the refractor and like a mojo in like the first box in a half And then we went on to like hit like a photo variation and everything else as well Zach vina again for the Rockies Zach McCambley for the Marlins Ian Seymour for the Rays and Thomas a geese for the Rangers That's another one for you. I think second round pick fifth round pick hundred forty fifth overall for the Rangers on that one AJ Heston Kirstad for the Orioles Spencer Torkelson for the Tigers JJ Goss for the Rays Ben Hernandez for the Royals and Kyle Nikolas for the Marlins in box number six Jason Dominguez for the Yankees Carter Bommler for the Orioles Ben Hernandez for the Royals Joey Candio for the Indians case Williams for the Rockies and Hunter Barnhart for the Rays Case Williams for the Rockies read that most of the Angels Tyler Sadler from for the A's Ronald Hernandez for the Rays and Michael Bush for the Dodgers Daniel Cabrera to 99 for the Tigers Kevin Hall and Hayden Cantrell bowman first blue auto to 150 for the Brewers Kevin Hall. Yeah Told you That's a that's a different one RJ Dovovich purple to 250 for the Giants. It's like pepperoni cups It's not like actual pepperoni. It's like aged. It's super good. Yeah, Mark Dubauer on that one Dylan Dingler for the Tigers Clayton Beater for the Dodgers Keoni Kovako for the Twins and Aaron Shortridge for the Pirates Heston Kirstad for the Orioles Heston Kirstad refractor for the Orioles Jason Siebert Matthew Dyer for the Mets Aisa Lacey for the Royals and Alaric Sulaire for the Twins There you go first six boxes in the books. I've just been repeating this show for better part of three hours now Let's go adult let's put on some cartoon network cool six boxes in the books Let's see if it continues for the second six boxes or switches up. I don't feel like we've seen any crazy big names in the The Asia mojo other than that the Mingas But no big like huge Bowman first names, huh? No Pete Croy Armstrong Tyler Sotterstrom, I think we said to saw a couple of his He's big But no Nick Gonzalez No ace. Do we see ace? Trying to find some red in here for you guys. I mean, I'll take a super fractor as well But I feel like red is a realistic ask. All right, Joe Adele is not in this set. No He's rookie he'll be in he'll be in Bowman as a rookie and Bowman Chrome he'll probably he'll have rookie autos I'm assuming but So he'll have rookie autos in Bowman and Bowman Chrome, but not Bowman draft Bowman draft is strictly prospects and Like brand new draft picks no rookies. No vets Bowman will have Bowman will have veterans and also rookies and Then Bowman Chrome will be rookies and Prospects are really nice. I'm an angel fan. So I was very jealous of it in top's tribute last night We had a really nice to Joe Adele redemption There was a top like the tops tribute through the years or whatever purple parallel out of 50 Who I hit that for whoever it is if you don't happen to be an angel fan, let me know Angels in this read that Merz is our number one our First overall pick in the draft. So he's the big one in this. There's David Calabrese I'm not sure Yeah, yeah, I know we had the we had the picture of what that card would look like on our on our site as like the sales sheet for it But like the purple parallel would look even nicer. I Think it's numbered out of 50 Last half of the case. Good luck guys David Calabrese for the Angels CJ Venek for the Blue Jays Christian Robinson for the Diamondbacks and Evan Carter for the Rangers Ian Seymour for the Rays Sam Weatherly for the Rockies Jack Blomgren for the Rockies and who deal Rodriguez for the Mariners. Oh How about a red like I was saying Nick York class of 2024 out of five Red auto for the Red Sox Zachary Goldberg spot. He won in an update filler. Congrats that I'm not sure what you mean. Are you talking about rookies or prospects? Because like if you're talking about this prospect, this isn't for this year. This is like futures, you know Garrett crochet for the White Sox Shane draw and for the Red Sox Michael toglia for the Rockies and Owen Kais for the Padres Heston Kirstad for the Orioles Jason Siebert Robert Hassel for the Padres Zach Veen for the Rockies Patrick Bailey blue paper to $4.99 for the Giants Mark Neubauer Alec Burleson for the Cardinals Paul Merr for the Blue Jays Freddy Zamora for the Brewers and Tink Hents for the Cardinals Zach Veen again for the Rockies Matt Lever rookies I mean, there's a lot actually coming on. I don't know if there's one that you should collect I think there's I think diversify it. There's a lot of them Steve, I'll have to look and see what the orders have come in But last before I started this break or last I looked at orders There was three spots straight up in the random number block that needed to sell and that stature filled If those straight spots have gone straight up, so I don't know what has been updated on the site Thomas Seguise for the Rangers Zach McCambley for the Marlins Mitchell Parker for the Nationals Hayden Cantrell for the Brewers and Connor Phillips for the Mariners Teddy, can I see that when you get a chance? Robert Hassel for the Padres Cameron Sadler Teddy just hit a one-on-one trout over on our Instagram Zach Veen for the Rockies Matt Lever Pete Crow Armstrong blue paper to $4.99 for the Mets Matt Lever Heston Kirstad Refractor for the Orioles Jason Siebert Daniel Cabrera for the Tigers Kevin Hull Kyle Isbell for the Rockies or Royals and Daniel Lynch for the Royals Heston Kirstad again for the Orioles Kaden Pogovic for the Mariners Brian Crouch 2012 A.L. Rookie of the Year Milvril Meteor 101 Who hit that bomb is a good target for rookies. I like Joe Adele because I'm an Angels fan, but that's home cooking for me You know, it's funny Eric was in the chat Eric was in the chat. Is it Eric H? Ha he was in the chat over here saying God, I love luminaries, but it's so hit-and-miss Then he hits a Mike Trout one-on-one so funny He was literally over here talking about luminaries, and I was like some of the best stuff you can get Spencer Torkelson for the Tigers Luke Little for the Cubs Daxon Fulton for the Marlins Sammy and Fonte for the Nationals Heston Kirstad Mojo Orioles Jason Siebert Josh Jung for the Rangers Daniel Cabrera for the Tigers Hayden Cantrell for the Brewers DL Hall for the Orioles Cody hosts for the Dodgers and Reed Dettmers for the Angels Those are both his So funny. He's hit a Griffey out of ten also. I think he likes luminaries again Zach Veen for the Rockies Green Paper to 99 Nick Swinney for the Giants Mark Neubauer Mark O'Reia for the Twins Ian Betel for the Cardinals Nick Bitzko for the Rays Jordan Walker for the Cardinals and Carson Ragsdale for the Phillies Austin Hendrick photo variation for you Reds Jacob Spencer Torkelson for the Tigers Kevin Hall Heston Kirstad again for the Orioles Spencer Torkelson for the Tigers Bobby Miller for the Dodgers Francisco Alvarez for the Mets Carmen Wozenski for the Pirates and Emerson Hancock for the Mariners PB Halpen for the Indians Jacob yeah photo variation and an auto for you Jake not too bad I wish even though it's a photo variation. I wish it would still say Bowman first on there That's my only Like rookie photo rookie photo variation still say rookie photo like still say RC on them. I Feel like it's still say, you know Shane draw in for the Red Sox Dane Acker for the A's Jordan Groscian's for the Blue Jays and Alika Williams for the Rays Robert Hassel for the Padres Cameron Sadler Owen Keiss for the Padres Isaiah Green for the Mets Patrick Bailey for the Giants Mark Vientel for the Mets and Shane McClanahan for the Rays Yeah, exactly the same Walmart one card encased auto patch Patch auto stuff like that But yeah, exactly the same situation No, Jake. I'm good with it Trust me people know when you ask for a card some that's kind of seems like sometimes when it hits 60% of time it works every time a J. Vukovic for the Diamondbacks Matt Lever Xavier Edwards for the Rays will climb for the Royals and Garrett crochet for the White Sox That was a Hendrick insert there for you Jake Tyler Sadler from for the A's Logan Allen for the Indians RJ Dobbage for the Giants and Joe Boyle for the Reds And Zach Daniels refractor bowman first to 499 for the Astros Brett Smithen Zach vene for the Rockies again Matt Lever Zach vene again for the Rockies Nick York Red Sox Bobby Miller for the Dodgers Justin Lang for the Padres and Ian Betel for the Cardinals Robert Hassel for the Padres Spencer Torkelson for the Tigers Bryce Jarvis for the Diamondbacks to 499 Reed Detmer's Dimebacks is Matt Lever Reed Detmer for the Angels Ryan Roleson for the Rockies Drew Romo for the Rockies and Tyler Brown for the Astros Miguel Amaya to 250 for the Cubs Tom Jones Let's hope you're wrong Trent Palmer for the Blue Jays own kites for the Padres and Michael Toblia for the Rockies Zach vene for the Rockies Landon Knack for the Dodgers Shane Draw and for the Red Sox teak hence for the Cardinals and Freddy Zamora for the Brewers and Xavier Warren bowman first auto 499 for the Brewers Kevin Hall Jason Dominguez lips of greatness for the Yankees Cody Kennedy Yeah, Jakes Jakes closer um Luminaries is also like one or one and one where there's multiple different parallels. You know what I mean? So like there's multiple one-of-ones in there For that trout, but it is a very cool card and I am very jealous Spencer Torkelson for the Tigers Carson Ragsdale 250 for the Phillies Jacob Xavier Warren for the Brewers Alexander Canario for the Giants Robert Poisson for the A's and Max Meyer for the Marlins Heston Kirstad for the Orioles PD Halpin for the Indians Trevor, however for the Yankees PD Halpin for the Indians again Tristan Casas for the Red Sox and out Thomas for the Diamondbacks Heston Kirstad purple to 250 very nice Orioles Jason Siebert purple such a nice looking card Torkelson or Howard No, no monsters are either one of those. It's been more of a Rockies and Orioles break again And we're on our last box Dominguez for the Yankees Patrick Bailey to 150 for the Giants and Mark Neumauer Liam Norris for the Diamondbacks Owen Miller for the Indians Bobby with Junior for the Royals and Ronnie Mauricio for the Mets Heston Kirstad for the Orioles Daniel Cabrera for the Tigers Xavier Warren for the Brewers Nico Holscher for the Rays and Grayson Rodriguez for the Orioles And Crispic Mann purple Otto the 250 for the Rockies Matt Lieber Not only was that not our last numbered Otto. We have two more after that. Okay? Yeah, the Nick York was a really nice one the Red Otto out of five Not a first, but still very nice The Red Otto Colt Keith for the Tigers Mason Wynn for the Cardinals Casey Martin for the Phillies Nick Garcia for the Pirates Ryan Murphy for the Giants Let's get one more nice mojo to close out the break at least Alex Santos for the Astros Shaling Lears for the Braves Hudson Haskin For the Orioles and Alex Santos for the Astros We got a sparkle to finish it Milan Tolentino for the Indians and Jacob to close it out And there you go guys. That was the break nice case That was 2020 Bowman draft Asia edition 12 box case break random team number nine from Jaspy's case breaks calm I'm Sean Jaspy's case breaks calm. Thanks for hanging out. We'll see you next time


Okay, we're back, this is Dave Vellante of Wikibon.org and we're live here at VMworld 2012. This is theCUBE, SiliconANGLE.tv's continuous coverage of VMworld. We're down here in the hang space in Hall E at the Moscone so if you're out there, please stop by and see us. We got a great action going on this week. This is our third day and we're hearing a lot about so-called software-defined data center. We just had Steve Herod on and really we're seeing the expansion of the ecosystem. Steve Herod actually gave VMware and A, VMware and Ecosystem and A on the level of quality, I'll call it, that they've delivered for servers and compute and memory, a B or a B plus for storage and a C, C plus for networking. Now, so a key aspect of this vision of software-defined networking or software-defined data center is the ecosystem itself and a key part of that is services. So we're here with Ted Newman who's a senior director at EMC Global Services. One of the services companies that was involved in the CloudOps forum. Now the CloudOps forum is the elite services companies that are going to market with VMware to really expand the ecosystem. These services companies realize that VMware is really the transformational platform and they are there to participate in that transformation as a business opportunity. So first of all, Ted, welcome to theCUBE. Thanks very much for having me. I really appreciate it, I've been looking forward to it. theCUBE alum, Ted's been on before and it's good to have you back. So this CloudOps forum, you guys must have been pleased to be in that. A lot of great names up there, you know Accenture, Deloitte, all the blue chips and EMC, three important letters that you love to see. So tell us about CloudOps forum and what your role is there. So the CloudOps forum is a pretty exciting opportunity really for VMware and their partners to help customers understand what does it take to run a cloud. And what we've seen is as customers are adopting and choosing these new technologies and implementing them, that's really only a part of the story. And to get the full value out of their investments and to really deliver the agility that the end users are looking for, they need to transform more than just the infrastructure. They really need to address process, operations, training, et cetera. And that's what the operations forum is about is to come together and work out some best practices that can be shared with the entire community about what does it take to operate these new environments and how do you really drive up customer satisfaction and customer adoption? So what's your take, we had Steve Herron earlier, I was saying, and he talked about it. He said virtually every customer I go see is going through a portfolio exercise. He didn't call it portfolio rationalization, I do. I think familiar with that term, but basically they got a chunk of applications that they're not going to touch. A chunk that they want to modernize and a chunk that they want to invest in and probably another chunk that they want to throw away and rationalize. So my question is, as they do that and as you have this huge disruption coming in the industry, big data, cloud, virtualization, business processes are going to change. And that increases the complexity from your standpoint of the knowledge transfer that you're providing to customers. How are you working through all that? Or is that not really an issue that's on the mind? Are those organizational tensions something that you guys pay attention to in your consulting engagements? So that's a great analysis, really, of what we see happening. And I think the important thing that we're seeing is that the concept of business processes being over here and IT processes being over here is really going away. And we're seeing some incredible initiatives like DevOps collapsing process within the IT side of the house. We're seeing new technologies that allow you to really address business process and IT process, automation, and integration in the same tool. And we're seeing that as the rise of service management continues, the concept of what is the service is expanded off of just the IT stack. And really, you need to design services the same way, regardless of if it's a business service or an IT service, because eventually, the goal is going to be that those services are enabled by IT. And it could be provided by internal IT, a cloud provider, a virtual private cloud, et cetera, right? But part of that application rationalization needs to continue to extend further up and address services and how do we begin to think more in terms of services than apps? That's really interesting, Ted. You're basically familiar with, I'm sure, the notion that, okay, I've got this application and it supports this business process and you sort of, people would go through a mapping what you're saying is those two are becoming intrinsically linked. That obviously puts changes on your knowledge base and your expertise. You're doing a lot more business-oriented consulting and planning than just straight IT, is that right? It's definitely right. And what we're seeing is the CIO and his entire organization needs to think more in terms of outcomes than apps and infrastructure and that sort of thing. What's the business outcome that we're looking for here, right? Faster time to market, new features and functionality in the hands of an end user. One of my favorite things that I saw yesterday in Steve's keynote was the fact that we've stopped referring to that top level of the three levels that we talk about as end user compute and we're talking about it as access. That's huge, right? Because that's exactly what we're looking for. The users aren't even thinking in terms of compute. They're thinking in terms of devices and access and how do I get what I need? And the consumerization of IT has driven that and now we're seeing the IT-ification of consumers, right? Everybody's savvy and smart and able to use technology to their advantage. Business and IT are merging, in my opinion. So I know platform as a service is a topic that is near dear to you. What's going on with platform as a service? What are customers telling you? What changes is it driving in the environment? Well, certainly platform as a service is really about rethinking how you develop, package, deliver, maintain applications and really enable the developers and the business to focus on outcomes. And we're seeing right now a lot of customers are intrigued and interested. Certainly there are some platforms out there in the public realm, the public cloud realm that are getting some traction. Certainly VMware has Cloud Foundry, which I think is just doing Yeoman's work out there in the marketplace and getting people inspired and understanding what it is that platform as a service can do for an organization. Customers are trying to figure out how to do that internally as well, right? So one of the things that we're seeing is how do we enable the CIO to maintain control as a service broker with access to platforms internal and external and really drive the same level of policy enforcement, security, without getting in the way of that agility. So that obviously brings us to the topic of hybrid cloud. We've seen a lot more interest in hybrid cloud lately. At the same time, it's a challenge. So many have observed that the Googles and the Amazons of the world have high degrees of homogeneity, a limited number of applications. It's the exact opposite of IT. It's heterogeneous in hundreds if not thousands of applications. So clearly companies like VMware are trying to drive as much homogeneity at the same time preserving open standards. So it's a balancing act. What are you seeing as far as the hybrid cloud? What's working? So we're seeing some pretty exciting things where customers are actually able to deploy to many clouds, right? And I think the whole multi-cloud approach is one that VMware is embraced and that CIOs and CFOs are certainly embracing. Yeah, the open stack announcements for people this week. Exactly, and the fact that Cloud Foundry you can deploy to multiple different clouds right through there. So from that point of view, we really believe that hybrid cloud and EMC is one of the first organizations to really talk about the transition from private cloud as the be-all and the end-all to the hybrid cloud model. That's my personal opinion, but I think we've been out in front of that for a while and certainly within our consulting organization and the work we're doing with our customers is about how do you enable an organization to take advantage of those services that are compelling to them, regardless of who that service provider is, without for-fitting security and compliance. You know, Ted, I'd say EMC was one of the first. I would agree with that. In fact, Chuck Hollis was one of the first guys that blogged about it. He'll tell you, he wasn't the first, but he was one of the first and he laid out what at the time he called private cloud, which is what people today think of as hybrid cloud. So private, and then what happened is the industry just morphed the term into private cloud, meaning internal cloud and then all IT, where it says, that's just the IT. And then remember, we had that two years of what really is it, but essentially that original definition was being able to control and govern your data, your security, and have that common platform. So you're saying that you have real examples of customers that are actually doing that today. Can you talk about that a little bit, either, you know, don't name the customers if you can't, but just give us the examples in the use cases. So, you know, what we're seeing, and we have a customer that we worked with here in the Bay Area, where they went about it in a two-pronged approach, right? One was consuming publicly available cloud services in order to be able to rapidly build some new capability and do it in a very agile way for one of their business units. And then the other was deploying some new features and functionality targeted at their partner organization so that their partners would be able to consume and offer some new services. And they did that as a public cloud, right? So we're seeing many organizations latch onto this concept of a hybrid cloud, not just consuming internal and external cloud resources in a private way, my personal opinion, right? Private cloud does extend outside of the data set. I liked the definition, actually. Yeah. I thought it had a lot of meat to it. Well, and that's what we need to deliver, right? Regardless of what we call it, you know, that's what we need to deliver. But many customers are really taking advantage of the fact that they can not only consume services, but also offer services both internal and external, and that opens up new lines of revenue, you know, all kinds of new agility, et cetera. Well, and there's some clear examples of that. We had NYSE on Fergalo Sullivan. I love that example. There's a couple others too that we've covered at Wikibon. Cerner is another one that gets the Cerner Cloud, Healthcare Cloud, and USC has an archive cloud. NYSE is very interesting. They essentially did, you know, sort of Amazon for the capital markets with a better SLA. And actually Fergalo said you guys were involved in helping them think that through. I don't know if you're familiar with that situation. It's a great example of an organization turning IT, which is always thought of as a cost center into a profit center. Exactly, and I believe that they had Nancy Turbey from our organization up with them on Monday, I think, talking about that. And I believe she's also presenting tomorrow on some of the successes that we had with them. But, you know, they came to us at least 18 months ago to say, we have this idea, right? And NYSE is certainly a place that is recognized that all of their business agility, 100% depends on IT agility, right? There is nothing that they do that is not dependent on IT. And then they realize that they have developed over the course of the last 30 years some incredible technology, some incredible processes. And to make that available to their partners and customers would add a lot of value, right? And open up some new revenue streams. We're seeing that not just in financial services, but also in pharma and healthcare. And, you know, we've seen that in a number of different markets where you can really have an impact on the business's bottom line, not just by reducing costs, but by adding new lines of revenue. Yeah, so now, so those are examples of three I gave USC, Cerner, and NYSE, are examples of companies actually becoming cloud service providers. I'm inferring from your comments that even if an organization doesn't become a cloud service provider here, swipe the credit card and that's not what NYSE's model is, but metaphorically swipe the credit card, here's some services. You're saying that organizations are offering different types of services, maybe not direct cloud services that are being enabled by that hybrid cloud or what we call the private cloud capability, the business capability. Exactly. So, not just a direct cloud service provider. Can you give me an example? Sure, there was a healthcare organization that had a lot of expertise around, you know, being able to take a look at radiology exams and provide, you know, some remote v-expert type service that's been enabled via cloud technologies, right? There's also another doctor's organization in the west, right, where they synced up a number of long-term healthcare facilities and have, you know, virtual doctor's visits, right? Where they use some of the Cisco telepresence technology to have a doctor in the room with the patient, even though they're, you know, three or four states away. And, you know, that is one that increases, you know, customer intimacy. It addresses some needs and allows them to extend their reach, right? And, you know, it's built on top of a lot of these cloud services and it's very exciting. It expands that market by allowing them to offer new products and services. So, that's an example where they're not selling IT as a service, they're selling a service that's enabled by IT. Exactly. That's the perfect example of tying back to our earlier conversation of how the business process and the IT processes are just slammed together. Right. Interesting. Now, you mentioned DevOps before, Ted. That's something that we've covered here on SiliconANGLE pretty extensively and essentially it's the intersection of application development and operations and that cross-training of those disciplines and really getting rid of some of the back and forth and speeding up time to delivery, time to deployment. What are you seeing there in DevOps? Well, we're seeing a couple of things, right? One notable thing, and I'm sure you've seen it as well, is that DevOps is quickly becoming the new cloud, right? In terms of a term that everybody's using and not necessarily everybody understands, right? So, there's not necessarily a definitive body of knowledge out there about DevOps yet, unfortunately, and certainly we're trying to help with that. But we are definitely seeing many customers adopting the spirit and some of the tenets of DevOps as a way to bring their IT organization together, right? Nobody wants silos anymore. Cloud has been great about breaking down the silos from an infrastructure perspective. DevOps is doing the same thing from the, you know, higher up the stack, right? The application development, the operations, the maintenance, et cetera. And it's a powerful tool by any name, right? You know, I think it is a key tenet of overall IT transformation. Yeah, we had a, on Wikibon, we had a great peer insight with Munder Capital. Go to Wikibon and check out, if you just search on Munder Capital, there was a peer insight that we did that was really effective, achieving hyper-productivity through DevOps, a new methodology for business technology management. This is actually a real example of DevOps, not just because we're a coldly transformed organization. Check that out, look into that. Ted Newman, we're out of time. We could go on forever. I mean, every time I talk to somebody from EMC Consulting, it's like this treasure trove of knowledge and information. You guys are doing a great job. Very interesting business, kind of the tip of the spear, I call it, for a lot of great activities that are going on. So, enjoy the rest of VMworld. Thanks for coming on theCUBE and sharing your insights and perspectives with our audience. Oh, thanks very much for the opportunity. Great to see you. All right, keep it right there. We'll be right back with our next guest from AppFrog. James Waters is coming on. John Furrier's going to be back and keep it right there. This is theCUBE live from VMworld 2012.


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