Hey, this is Brett, and this 2021 Jeep Grand Cherokee Limited is stock number 21T241A. We're here at Summit Automotive in Fond du Lac, Wisconsin. You're new and used Jeep and SUV headquarters. This 2021 Jeep Grand Cherokee has the 3.6-liter Pentastar V6 engine. This vehicle has been fully-safetyed and inspected by our service shop per the state of Wisconsin inspection process. It has a fresh oil and filter change. All the fluids have been checked and topped off, and this Jeep is 100% ready to go. We're going to go inside under the hood, start it up in this video. Velvet red pearl coat is the color, and we shoot all of our videos in 1080p, 60 frames per second. So if you have HD capabilities on your computer, tablet, smartphone, or television, I highly recommend turning them on right now because it is your best way to check out the quality, condition, and options of the vehicle before seeing it in person. And if you like the video on how we do things here at Summit Auto in the upper right-hand part of the screen is a subscribe button to our YouTube channel. Click that, and then click the bell notifications, and you'll get updates every time we do videos here at Summit Automotive. This one comes with the 18-inch painted and polished aluminum rims. It has Michelin Premier LTX tires. These are 265, 60R 18s, and they have right around half the tread left on them. Front fender is in excellent condition. No dents or dings, and there it does come with the projector lamp headlamps. Projector lamp fog lamps, and the front bumper is in excellent condition. I didn't see any dents, dings or cracks on there. Looks really good. The hood is in really nice shape as well. I didn't see any dents or dings on that. And the passenger side front fender is in excellent shape as well. Passenger side front rim, no scuffs or scrapes. And as you go down this side of the vehicle, take a note of how clean the body is, how reflective and mirror-like that paint is. We take these HD videos so if you are far away, or even if you're close by and just cannot make the trip down but you're still interested in purchasing the vehicle, you can see the vehicle, hear the vehicle, and have confidence in the vehicle that you're looking at before you even get here. So when you do get here, there's absolutely no surprises, and you can make a smart and informed buying decision from wherever you're at. And if this video helps you make that decision, let your salesmen know that you saw the video, that it was helpful, and that Brett sent you. Back rims in excellent shape and the back tires have just as much tread as the front tires. And I always take this shot because I want to show that there are no dents or dings down the side. Sometimes it's hard to see them, but that's why we do that shot. Coming around to the back, rear bumpers in nice shape, no dents or dings or cracks on that. It does have the backup parking sensors towing package, receiver hitch, four pin and seven pin wiring. And this one's going to have the auto leveling rear suspension part of the towing package. Rear gate is in excellent shape, you get the LED tail lamps, has a factory all weather floor map back here. Storage area is very nice and clean, those seats do fold down four extra storage, and this one's going to come with the spare tire and jack tools back here. To get this gate down, press that button, it'll beep at you three times and then begin its descent. It beeps a total of four, but after three it comes on down. And going down the driver's side, just as clean as that passenger's side, no dents or dings on the rear quarter, looks really good and for full disclosure, no scuffs or scram scrapes on this back rim. Driver's side doors look really good, does have the heated power mirrors, they have built in blind spot monitoring, directional signals, entering ghost system.  Both of these front seats are heated, there are no rips, there are no tears. This vehicle's never been smoked in, it has driver's side power seat and lumbar. Factory floor mats throughout, auto headlamps, wood grain trim on the dash, and it goes nicely into the doors, power windows, power locks, power mirrors, and memory driver's seat. We'll hop inside, check out the miles, radio, and everything that this vehicle has to offer on the interior. You can see that this one has 10,459 miles, you do get the digital miles per hour there, as well as the compass display, and you can set up all those corners to read whatever you want. It comes with the heated leather wrapped steering wheel, cruise controls on the right, Bluetooth and information center controls on the left, does have audio controls on the back of the steering wheel. This one comes with the 8.44C radio, AMFM and Sirius XM radio capabilities, and it does have the factory navigation system on it. There's your Sirius, you can go to your heated seats and heated steering wheel controls, you can check out the backup camera right there, that works nicely. This one does have an aftermarket brake controller, which is a nice addition to that tow package that's on the vehicle. You have all your different apps here, your climate controls, and as far as the apps go, you can have a projection manager where you can project your cell phone via Android Auto or Apple CarPlay to the screen. We actually did a demo on Android Auto on an 8.4, if you want to check that out, it's in the upper right hand part of the screen, click that video. And then you have the off-road pages, so this takes just a second to load up, I'll say that it does have the 8-speed automatic transmission, you have snow, sand, auto, mud and rock controls there, this is the Active Drive 2 system, downhill assist control and four-wheel drive low, also has a neutral setting for flat towing. And then you get the off-road pages, it says it's the jeep thing, you won't understand, you get the steering angle right there, transfer case, latitude, longitude, altitude, pitch and roll, and then you can have your different accessory gauges there as well, and then your select terrain and that's for this terrain thing right here, so if you change that, it'll actually change it up there in the EVIC, so you got snow, sand, auto, mud and then a rock, you get to shift it to low, but so a lot of cool stuff that you can do with this radio. Anyways, passenger side, floor mat and seat are an excellent conditional rips or tears on there, like I said, smells very clean inside this vehicle, it's never been smoked in, headliners in great shape, power sunroof, homelink buttons for your garage door security systems and lighting systems and map lights up there. We'll take a quick look at the back seats and then we'll start it up and take a look under the hood. The back seats are just as clean as the front seats, no rips or tears back here, it does have the latch child safety system for any child car seats you may want to put back here, once again, no rips, no tears, carpeting and floor mats are in nice shape, does come with two USBs, 115 volt, 150 watt plug-in back here and these seats do fall down for extra flat storage and they go down nicely and back doors have the child safety locks and the bottoms of the doors are all really nice and clean, which honestly you'd expect on a 2021 but we want to make sure that you get the most accurate representation of vehicles possible, especially if you're coming from a far ways away, no check engine light starts right up and I would personally like to thank you for checking out the video today and hopefully from this HD video you will have been able to verify the quality and condition of this Jeep inside and out, I think it's in a really nice shape. Under the hood we have the 3.6 liter Pentastar V6 engine, engine bay is very clean, runs very smooth, once again this vehicle has been fully safe and inspected by our service shop as a fresh oil and filter change, all the fluids have been checked and topped off, there's your emissions sticker and I would highly recommend this Jeep from a quality and condition standpoint and to see more pictures of this Jeep or one of our other 450 new and used cars, trucks, SCVs, minivans, ringlers, grand Cherokees, Cherokees, you name it we got it go to that website right there www.SummitAuto.com full pictures and descriptions of every single vehicle from two locations all at Summit Auto.com and if you'd like to check out more HD videos you can go to youtube.com slash Summit Auto number two, like, subscribe and share on this vehicle and all the videos that you see there. In fact in a second you'll see a link to subscribe to our YouTube channel on the upper left, links more grand Cherokee videos like this one on the upper right, link to this vehicle on our website on the lower left and a link to one of our latest YouTube videos on the lower right, click those check us out, we're super excited to help you with this ultra clean 2021 Jeep Grand Cherokee limited in red velvet pro coat, thanks again for checking out the video remember to like, subscribe and share, thanks again.


Well, the uniform, that was the first thing being fitted into a uniform, and then you were in. That was important. What about the training? Well, I started out taking office work, doing that, and it was so boring, so I got into driving. I forget how long that course was, it was quite a while. He taught us how to drive just about everything, and sent out to a place that needed a driver. Well, you were taught everything about driving a car from the tires and putting fuel in and so on, but never really had to do that, because those vehicles were in good shape. Part of your training was the marching, so you had to— Oh, yes. Can you talk about that? Well, it was fun to march, and I was—it came in very useful to me. A few years ago, I joined the Lower Mainland Color Party, and I was marching in all the parades. How about the training? Well, my training in the Army has served me well during my life, but you never got up without making your bid, never left it unmade, and consequently, some of the children picked that up, too, and you never left a mess. No, I loved it.


Live from Las Vegas, Nevada, it's theCUBE at IBM Edge 2014. Brought to you by IBM. Okay, welcome back everyone here live in Las Vegas for IBM Edge, this is theCUBE, our flagship program. We go out to the events, we extract the signal from the noise. I'm John Furrier, the founder of SiliconANGLE. We are here with the Analyst Roundup segment. We are here to discuss all the action at IBM Edge and the impact of the industry, infrastructure matters. That's the slogan, of course theCUBE matters. That's why we're here. This event is really, really key. And of course I'm here joining Stu Miniman, analyst at wikibond.org and David Floyer, co-founder of wikibond. Guys, analyst segment here. Talk about, let's drill down and analyze what we heard. Okay, let's dig in a little bit. IBM, David, you've been following them. Some of the stuff that you've written actually and some of the sizing has been significant. First question to David Floyer as an analyst covering the space in flash from day one. How do you give IBM a grade at this? I mean, obviously they got it at the market. They have now to go to market going on full throttle. What's your take on their progress? You give them a good letter grade A, B, C. What's your take? Well, I'd say they were late to the class. That they got started a little bit later than other people in that area. They have one advantage, tremendous advantage is that they cover both the storage and the server side of things so that they can take a more of a systems view. And I think that's been a great help to them. They went after the all flash array with the purchase of Texas memory systems, TMS. And that's enabled them to go after a certain segment of the marketplace, the very high performance segment. In particular, that is the people in Wall Street who really have to do things extremely quickly and also the high end of the performance area. The very high end DB2, the mainframe market where all flash has been a great asset in helping those extremely critical systems get way under one millisecond response time. So that's the area that they've been very strong in. The area that they've been weaker in is getting the lower price points. And that's something they're working on now is getting lower price points into the marketplace. I asked, my cue is specifically their differentiators. I want to get your take on this. He said things like we are the only ones who have a broader approach in terms of across the portfolio and systems level integration, meaning they've built it from the ground up. That's a differentiated, no one has that speed they said that no one else has. And the ability to do additional enhancements into the software on top of their enhancements on the bottoms up kind of in the hardware. Do you agree with that? Is that a differentiator? And are they positioned well for this battle and the flash? I think it's true there's a differentiator. They've done well in those high end market places with a very low latency. They've done well on the server side in integrating some of those solutions. That's been their strength. I think the battle ahead is bringing it down into the mid range to lower ends where price is going to be much more critical in that area. We're seeing a lot of people in that hybrid storage and all flash array storage who are coming in at much, much lower price points. And I think that's an area that they're going to need to tackle if they're going to maintain that momentum. So all flash, all hot right now. We've talked to SolidFire at the OpenStack. We saw pure storage and we're at the EMC world. They had a little gorilla activity going on there. It's up to the CEO and their staff there. We've talked to a lot of industry folks who want to get your take on this. Is there a silver bullet in flash? Can you deliver massive IOPS, great throughput and cost per gigabyte? Is there a one size fits all flash solution that could address all three of those things? Or has it become kind of you pick your market and go for it, whether it's transactional, IOPS specific. Can someone deliver those three things in one product? I think like everything else, it's very difficult to do that. And you will find differentiation for certain strategic fits.  And what you find is people will buy it for that particular type of application. So the TMS, for example, is at the very low latency, higher cost end of the marketplace. That's where they fit. You've got the all flash arrays, like the extreme IO and the pure, who have brought in more deduplication. That's more overhead, it's slightly slower, but it gives a lower cost per byte of storage. So that's another layer of the marketplace.  But coming in at very much lower costs there. So you're seeing a very strong differentiation in the market in different places. Some of the buzz here in the show is all talking about flash. And so this, how you slice and dice flash is interesting, I want to get to the specific question. Some are saying, honestly, the leaderboard will come out, IBM, Pure, Violin, EMC, and pretty much everyone else doesn't also ran. So do you want to agree with that approach? And there's a lot of names missing, you mentioned a few of them. And two, I want to get your take on pure storage, is if that's kind of the segmentation of the leaderboard, Pure has certainly risen from low in the top 10 to up in the top three. And number two, if that's the case, does Pure have legs or it's just the shiny new toy, the new kid on the block? Do they get that kind of attention? What's your take on pure storage? Well, pure storage has certainly accelerated dramatically over the last couple of years. Very, very dramatic. And they've gotten serious money from the angels out there to help them on their way. So they're going to be putting a lot of money. It's still not a lot of money in the storage landscape, less than a half a billion dollars in cash, still, I mean, still a lot of cash, but it's not like the big war chest. No, but it will fund a significant improvement in their marketing, which is the area that they need to get into. Because obviously it's much, much easier for EMC and IBM to get into marketplaces, they already have sales people in. And they have a worldwide distribution. So Pure's challenge is how to get marketplace, how to get feet on the street. Do they have a good product? Absolutely. Are they a flash in the pan? Well, time will tell. Time will tell. Most of these people get bought one way or another and then absorbed into a larger company. So we'll see what happens to them and whether they can break through. The odds are against them, but they have got a very aggressive schedule. I asked the CTO of Data Direct Networks, who you know, John Luke Chatelain, if they have any chance, Stu and I were asking him at the Opus Dectos, does Pure have any chance to be the next EMC? And he said, quote, not a chance. Do you agree? Do they have a chance? I mean, right now they're nippling away at the croissant at breakfast, nippling away soon as lunch and then it's dinner. That's how you win. Can they eat the dinner and lunch of EMC? Yeah, when that's happened is when the giants have been totally asleep. Those EMC has put a lot of effort into flash, understands it, has made, I think, a great acquisition with the DSSD. They understand that they need to be present in this marketplace. They are the sitting tenant. It's going to be very hard indeed for somebody to come in and make the same sort of play on a market in the same way as, for example, EMC did originally. When IBM was completely oblivious of this marketplace. So they're late to the party. Can they win back their presence in storage? Can IBM do that? Can IBM do that? Yes, I mean, IBM has sufficient funds, people on the street, services to cover that sort of area. And it is the time to do it. And I think the area, though, that the most interesting thing in the show so far for me from IBM was the announcement of elastic storage because that really is server sand, it's a global server sand. It's reaching for the trees or reaching for the stars in the breadth of it with both the ability to spread things over different localities, different geographies, the ability to include tape in it, the ability to have server sand, storage and servers together, closely in it. There's a very broad range of investment required to carry that off. That, to me, is the one area where they could bring their technologies into one place and actually make a difference.  He was really coveted over there. Certainly when Brian Gallagher took over, it was kind of some shifts in terms of the opportunity, a lot of stock to help turn around violin, certainly, really never bounced back from their IPO which kind of went sideways. Still a player. What's your take on violin right now? Well, violin has got a had early mojo and went very hard after the marketplace. My concern about violin is actually a business concern more than it is a technical concern. They've got good products. They work. They've put some good innovation into those products. They are still, in my view, two issues, one of which is they're still stuck in the way of doing things which is the traditional storage way. So they still talk about RAID. They've embedded RAID. They've kept the existing infrastructure of storage. And that's going to hold them back long-term. And the second is they've got a lot of debt. So it's going to be tough for them to get another round of funding. I'm bullish on violin. I think the stock price is very low. Good bargain. I'm advising all my friends. I don't own any stock. That would be against our disclosure policy here at SiliconANGLE. But I like where...  I like Herzog. He's a good guy. And I think you see some interesting action. Let's bring in Stu Miniman. Stu's the analyst. He's been on the ground here. Co-hosting guests. They cover for me while I had a personal day. Stu, great to see you. You're out hunting stories. You're out last night talking to all the people, getting all the whisper rumors and stats.  We talked to Steve Mills. That's very clear from IBM Impact and IBM Pulse. Obviously the technology tax from Intel, they're passing off and letting Lenovo run that. You had heard of rumor and obviously Pat Gelsinger at VMware and also John Chambers, kind of at a war with each other at this point. What's your report on this? Because this is really fascinating. Because this is an interesting dynamic in the landscape. So share what you've learned with the folks out there. Sure, John. Thanks, you actually got my voice rest a little bit. I think that's the longest I've gone without talking this week. Always busy in Vegas all day, all night, the cube covering the action. So yeah, interesting scoop, John. When David Floyer, Dave Vellante and I sat down and looked at the Lenovo IBM deal, there was concern about what does this mean to the whole system sale from an IBM side? But really the big opportunity here is while IBM has a broad portfolio, it does limit some of their partnership. So especially, you say IBM, great partnership with SAP, but with Microsoft, with VMware, and with Oracle, there are some limits as to how much IBM can really partner there. So John, the scoop that we got is five days ago, John Chambers kind of made an accusation about it. He declared war against VMware. He said VMware is enemy number one to Cisco. And what I hear from the IBM guys that are going to be moving to Lenovo is the phones ringing. So people that want infrastructure for VMware have been buying a lot of Cisco UCS, and now Lenovo doesn't have the, once the acquisition, the deal is done, will not be attached to IBM, will not be attached to the AIX and DB2 and all of those pieces. So they are unfettered and a good partner for VMware to go on the offensive to try to take back some of that share that they've lost over the last few years, especially at the higher end of the market. So it's really interesting from the Lenovo guys, when they go over there from an IBM standpoint, they've just been losing market share and said they never had a goal to be number one in server. Now that is their stated goal to win back leadership in the x86 market share and do what Lenovo did in the PCR, which was to take them from a kind of a number two, number three player back up to number one. So let's break this down because obviously we were talking on theCUBE, Dave and I and X2, you were talking about that we were talking about this open stack, a cold war going on in the cloud and certainly on-prem, it's been going on for a while. It's just a Berlin wall moment where you start to see the swim lanes, starting to develop, you start to see the horses on the track, as Dave would say develop. I mean, this is clearly an opportunity. VMware can now move with IBM in the commodity scale out open source communities where people are building large scale systems with server sands, detached storage, new architectures. This is an opportunity for VMware. What's your take on that? What does VMware need to do and why is it an opportunity for IBM? I suppose a great partnership with Microsoft and other vendors and VMware, they have VMware. We heard on theCUBE today, VMware and virtualization is a big part of a lot of the benefits that IBM partners have. What's the opportunity for IBM and VMware? Sure, and just to clarify, from the compute standpoint now, it's going to be Lenovo. So it's Lenovo's opportunity to become a major player in data center infrastructure. So, everybody has said for the last few years, compute is commoditizing and if you look at where the trends have been, there's been two big moves. One is Cisco has been eating the higher end of the market and Quanta has been eating the entire market. So those ODMs have been going out there and now Lenovo's a player that to kind of go in between there and be able to attack Cisco with lower price solutions and go to those customers that aren't the biggest five data centers in the world that aren't going to buy Quanta. So, big opportunity kind of in the fat middle market for Lenovo and the compute and absolutely it gives IBM a little bit more flexibility on things like storage to be able to have both what they do in-house in the partnership with Lenovo to attack the whole stack. David, what's your take on this? Because obviously this is a game changer. You're seeing the big whales and VMware is dominant, they're growing, Pat Gelsinger. You don't mess with Pat G as we saw the crowd father talking on CrowdChat. Pat's competitive. He's had really interesting opportunities in the past. Certainly at Intel and then EMC now at VMware we sat at the helm there. Is this an opportunity for VMware and how do you think IBM takes advantage of it? Is it the middlewares, the analytics? Is it all the above and Lenovo? IBM has the most amazing software portfolio, the best in the world. It owns big data, for example. It has all of the most, the biggest names in big data, the biggest revenue in big data is with IBM. It has a similarly very good set of products in the development area with WebSphere and the follow-ons to WebSphere. So IBM can partner with VMware and it can partner with Lenovo to produce some very, very effective systems, total systems. They have their own set of technologies and IP and they can partner as well with Lenovo and with VMware. So Lenovo is a dark horse in this whole deal. Yes. And if you look at IBM with the whole federation, the other partnership opportunity, of course, John, that you've talked about a lot, is Bluemix uses Cloud Foundry. So Bluemix is the follow-on to WebSphere, yeah. Yeah, well, it's early on Bluemix, certainly Cloud Foundry, doing a ton of biz dev, getting a lot of momentum. We're waiting to see the meat on the bone. Final take guys, quick around the horn here. Stu, we'll start with you. Your summary of this event, from an analyst perspective, what you're finding, what are the big top three things that folks should walk away with in terms of what they need to know about what's happening at IBM Edge? Yeah, so at Wikibon, we've been saying for the last, at least four years that I've been on board, that is the sleeping giant IBM going to awaken in storage? And they've got a lot of good pieces that are here. To be honest, I was shocked at how much x86 got a real discussion point here. The comment Dave Vlante and I were making is we've never seen IBM spend so much time on that. And I'm not sure if IBM is fully awoken in storage, but Lenovo is one to watch in this space. David, your take, top three things you've walked away with here at IBM Edge and shared with the audience. Yes, so the top three things. Well, the first thing is elastic storage. And I think that is going to be very big. If they execute on that. Why? Why do you think it's going to be big? Well, we've done a recent forecast on this. And over a 15 year period, we believe that the traditional sand and mass market will actually migrate into server sand over that period of time. So it's a very big change in the marketplace. The leaders at the moment are very small in that marketplace. EMC has got scale IO, there's Nutanix and a lot of other players in the marketplace. But if a systems vendor can pull that together, then that's what's required. Either HP or IBM are in the best position. So that's the first most important thing I thought was announced today. The second is the release of the server division. If Lenovo can do what they did with the PCs and get the economies of scale from their excellent supply chain management that they have put in place and get hold of memory costs in particular and get solutions for flash and for storage, that's the second very interesting thing that CIOs should be looking at very hard. I think the third thing is that there are some very specific areas that CIOs should be focusing on. One of those is private cloud. And I just released some work on that which shows that the most important thing you need to do if you're going to have a low cost private cloud to compete with the Amazons of this world is to take out all, literally nearly all of the people cost. And the XIV actually fits into that category very well. It's designed in a way that really does fit into that cloud service provider marketplace and private cloud marketplace. So I think that's the third interesting thing that for people who really do need to get down to low cost, eliminate people, that's a great opportunity. Dude, do you want to make a comment? Yeah, I did. So the two pieces I'd be remiss if I didn't cover is from a pure system standpoint, we've been tracking at Wikibon, the convergence is just growing very rapidly. The pure flex on the X86 actually goes to Lenovo. And that could be interesting to drive that forward. I know we've been watching what the convergent infrastructure just can be X86, what goes on power. IBM maintains the pure application and the pure data. And David Floyd has written a lot about how the further up the stack we go, the more value that's there. And IBM and Oracle really own those complete stacks. So big weapons that IBM could wield. And the other piece that of course permeates all the shows is from a cloud standpoint, IBM's got the software acquisition and they've got their hybrid offering to try to really make it similar for customers to be able to create that on-prem or off-prem solution and provide that flexibility. Soft layer is a very important asset. Guys, the cold war is still going on. We've got some skirmishes. We have Pat Gelsinger and John Chambers. This could be very interesting to see. Obviously great for the industry. I think at the end of the day we learned open stack was, even though the Kool-Aid injection is happening on the open standard sides, emerging technology bridged in with open source and extending out the old technologies into the new market is really the key. I think you guys nailed it. Thanks for your analyst summary. This is theCUBE on the ground live in Las Vegas for IBM Edge. I'm John Furrier. This is theCUBE right back with our wrap up after the short break.


Good morning. It's gonna be a cool day today. I'm working up in Bellingham today. I'm gonna try to meet up with my students Gonna get a burrito at that burrito place. It's the most amazing burrito place. Oh, yeah Hopefully getting a picture from 94 million miles away It's gonna be cool. I Hate the point in my drive when I run out of coffee. All right. We're in Bellingham Let's go get it. Hey, long time no see man. Yeah, so talking about this this plot in particular, so I Don't know how to feel about that. It's it's a it's a bit out there. It definitely breaks our narrative a little bit Yeah, like more data made situation worse.  You might be It is rather cool how it is the blend of these four different catalogs together and we've got a picture that extends 40 years and like what's cool is we thought we had an idea and now we have no idea Burrito cost five dollars that is a killer deal That was a really good burrito just got done with a meeting with one of my students who just graduated recently He published his first paper About a month or two ago. I'm really proud of him Let's go in here One of the cool things about the campus at Western Washington University is there's sculpture everywhere that you can walk inside of So this is a cool one as a giant triangle. It's really cool It's really neat.  I'm hoping that the image from outer space Has arrived in my inbox That's it That's it right there That is the earth as seen from 94 million miles away All right, make a version of this There are so many cool things about this image. So this image was actually taken December 10th of 2017 so just recently a colleague of mine Aaron Ryan and I wrote this proposal a year before that I had the idea for this almost a year before that. So I've been waiting to see this image since mid 2015 Two and a half years. I've been waiting. Totally honestly I woke up at 5 a.m. This morning and checked my email over and over and over waiting to see if this File had been had been downloaded waiting to see if this file was ready. That's so cool Look at this How cool that is? That is earth. That's you Come on. How cool is that? There's so much going on. I mean I'm looking at it here The reason that you see some of that the reason that you see this giant vertical band that looks like a lightsaber or something Is the earth is incredibly bright? It's way way too bright millions of times brighter than we are hoping to find for stars So this is considered a nuisance, but it's so bright that the actual electrons that gather We'll go to whiteboard. All right. So if you think about a Camera as having pixels in a grid and each pixel is actually like a little bucket Then as the light comes in and the photons strike the bucket you get these little electrons each bucket has finite size It's my picture of a bucket and when you overfill the bucket it spills And you get a puddle around your bucket And that's what happens here This pixel gets too full it has as much light as it can possibly hold charge actually bleeds over and floods the neighboring pixels and it usually Spills over in the direct in the vertical direction, which is the direction that the buckets are Passed when they get read out at the very end. There you go. There's your technology lesson for the day that's how Charge couple devices work in a nutshell and that's why you see this giant lightsaber like feature It's really impressive. This is what happens when you take an incredibly sensitive camera and you point at something That's way way too bright. You got to share it with the world This is an interplanetary selfie That's pretty cool All right, time to go home try to play around with that wave of Kepler image a little bit more too That's really cool. It's a good day when I get to spend a couple hours with my students. They're really talented they're really smart and Honestly, it sounds cheesy, but they really inspire me a lot of the reason that I continue doing the projects that I'm working on the projects They don't being really cool is because these students push me to do it they make me into a better researcher every day and Thank you to them for being awesome You


Okay, so I start from a real quadratic field. So I have our rational numbers and I have f that is q square root of b or something, b is a positive and then I have a parallel representation so I take no bar that is an induced representation from the Galangal 4 bar s to Galangal 4 bar q of a character 5 bar having values in our b field to define an extension of f close, but actually for simplicity I assume that f is just equal to fp so this is fp cross and then I have a parallel lift zp cross into it and that I write just 5 and so I have a splitting field of this f root bar so often I just write this induced representation, the ultimate representation corresponding to this 5 as rho so that the same splitting field it has and then I take fp of rho bar that is max p-profinite ramified only at p extension and I write the Galangal root from the top as g so the index 2 sub root here is h so I will do the deformation over this group g and h and I suppose actually I fix so the p is supposed to I'm a very ordinary mathematician so I love to be ordinary and therefore p is splitting into two pieces so the sigma is a Galangal element here but sigma acts non-trivial in this quadratic field and so there's no so I fix this guy and also I fix 1,000,000 of f into real number this is also fixed I just write conductor of this character 5 to be the gothic c and infinity and I suppose it is made of split plans so o is an integer ring and also I want to suppose that it is prime to p gothic p conjugate under this kind of circumstances I also it is about almost all plans splitting in this field f so I just assume that p doesn't divide the class number of f cross number of splitting field of phi minus phi minus is the antipsychotic projection so phi minus is phi, phi, sigma inverse phi, sigma tau phi, sigma tau, sigma inverse something like that so this is the kind of assumptions I make then I have a deformation ring so t and rho t is the universal guy so universal, ordinary garrot deformation ring with universal representation of rho t of this robot and the deformation I make over this loop g so it's fairly small okay so this is actually a HEC algebra and it's a local ring of the HEC algebra so it is algebra free of finite rank over the sub-argebra, weight in the sub-argebra so it's a variable t and I suppose that this is rank p over lambda okay the as you know, robot is induced representation so you pick a quadratic residue symbol then you tensor chi with rho, robot then it is isomorphic to robot as you know that characterizes induced representation and therefore if you make a t tensor product with universal guy it still remains to be a deformation of the robot so you have a bioniversality you have an automorphism iota of ring, universal ring t so the iota is active on it it's an involution, obviously, chi square is 1 and I usually write t plus for the sub-ring fixed by this iota okay so this is still for your finite rank half of e so e is an even number okay so what my goal of this talk my goal of this talk is just to prove prime fact the t is aomorphic to lambda square root of bracket epsilon minus 1 the epsilon is a fundamental unit so the plus minus e to the v is just all closed and I just write rho a case t 1 plus t the unit in lambda and the bracket epsilon is p to the rho of epsilon over rho p 1 plus p oh I forgot to say that p is bigger than or equals to 5 there's one more condition to have to have this kind of deformation ring I suppose that phi minus restricted to the decomposition group has all that bigger than 2 and globally phi bar has all that bigger than 3 this condition is technical in the sense that if it is 2 and if it is 1 you don't have a it's a reducible case and if it is 2 you could have write down this rho bar the reducible representation from other quadratic field and it makes things quite bad so I just assume this under this kind of assumption I try to show this and one application is that for example you take a serban group of a q of a joint representation of rho t this is for example green bar the serban group and you take this font trail in dual then this is isomorphic to lambda I call epsilon that is lambda modulo epsilon minus 1 something like that this is out of by a theorem of omega this is just a omega t over lambda and you know what it is you can compute this this is sort of major theorem so you get this so one remark is that so if you write gosic p order of epsilon to the p minus 1 minus 1 to be summated by m that is bigger than 1 then this idea of epsilon minus 1 is p to the p to the m minus 1 minus 1 this is divisible by capital p so it's all the time on trivial and another point is that this is psychotomy polynomial root is people so it's square free I think this is a unique case we know that the serban group characterization polynomial not just cyclic but it's semisimple so to speak no multiple root and this is another point is that this highly depends on the real quadratic field but it's not independent of this fiber character what weight is that corresponding weight what that that this inducer law you get okay so then I recall something I did quite ago that sort of the paper cyclicity of a joint serban group and fundamental rate I wrote a paper a couple years ago this is posted on the web on my home page so you can take a look and what I did in this paper is that the following things I have shown okay so it's I call presentation serban so DDT has a presentation of lambda one variable power 3 one more so it's a entirely two variable modular power series S and you can lift can lift the involution iota of T to an involution iota double block at X and the iota infinity at some X by minus iota infinity at some S by plus okay so actually S is a power series of T square X square alright so this is what I proved in that paper and this result would actually tell you that this is also the Selma group of Q of induced representation F so a joint of induced representation F over Q of universal character 5 5 is a chapter 5 universal character deforming the phi bar into Zp so the gamma group of this kind of thing is a low p cross you need to take a p part or p cross you model epsilon to the Z cross minus but I will anyway take Zp portion and that that is obviously lambda epsilon cross this is the universal character only lamified at half this gothic phi and half gothic phi also possibly and that's something like that and this theorem tells you that this is isomorphic to omega T over T plus tensor T over I what I is T over I is the maximal portion on phi I ought to act trivially so this is T modulo T I ought to minus 1P so that's the definition of I and on phi actually this is the universal induced representation so it has to be come from the universal character so this portion is lambda epsilon and the low T modulo this I is induced representation of capital phi okay so low T mod I is induced FQ capital phi okay so this is the setting I found normal not normal but normal okay so now I'm going back to good old days of German mathematics I just applied biostress preparation theorem because this is free of finite rank E over lambda so you can write down SX as a product of distinguished polynomial and a unit power series so this is biostress okay but on the other hand on the other hand by this presentation by this presentation X goes down to I think theta I call it and X square goes down down to theta square so I call it low ACA theta theta square so this comes from X square and obviously T is lambda generated by capital theta because of this presentation and this theta is the root of this distinguished polynomial okay so D has a degree E and T plus is there for lambda or low ACA theta something like that so I just like to say like this collapse into lambda alright then so the I is there for generated by capital theta right because theta is the element on which I have the arcs of minus one and therefore lambda double bracket X modulo X and S is low of the shadow oh there's a shadow oh okay fine okay so I'm quite in the shadow okay so this is lambda modulo S0 and this is on the other hand this is P over theta so this is lambda epsilon lambda epsilon minus one like that so S0 as you can assume just by adjusting by unit is just epsilon minus one as I remarked this is square free I plug in zero here P0 U0 is S0 so that is epsilon minus one therefore again adjusting S by unit this is the limit I can assume that V0 is epsilon minus one okay I can do this by preparation business over lambda P I think a prime capital P dividing this V0 so epsilon minus one height one prime so prime divisor I can make a localization and a completion and do the wire stress preparation theorem again under these circumstances I get at the composition of Sx into Dpx and UPx now this guy is a unit in lambda p hat double black attacks but as you know this is the morning distinguished it's unique for any way you make a wire stress preparation theorem so the D is equal to Dp for any capital P dividing epsilon minus one so it's a nice Eisenstein polynomial because this bracket epsilon minus one is square free okay so I get a following theorem so I get a following in the USVT theorem P is integral domain normal integral domain ramified every capital P dividing epsilon minus one and if P is two you get T is lambda essentially square root of epsilon minus one so I need to show this okay so that's something I try okay by the way as I said when this order I haven't erased anything I just wrote the order of this the epsilon to the P minus one order of basic P to the M and this kind of prime so M if M is kind of bigger than two this kind of prime is called all sansan polynomial it is something analytic number of theories sansan is a twin Chinese plus and they wanted to show counter example of Fermat's raciolum and if Fermat's raciolum fails they do it over a cure to square root of five Fermat's raciolum fails then it has to be also and so for analytic number of theories this is something slightly interesting and as you know as I said this epsilon bracket minus one is just capital P when M is one therefore under this setting P is regular factorial if one leave M is one otherwise we have ambiguous process and that is not more sansan prime ok and they they computed people computed this more sansan primes and yeah no more sansan primes but let me know the Fermat's raciolum is two so no more sansan left down because it's not a final leaf thing so even though Fermat's raciolum fails it could you could have a more sansan plan for example if you do this for cure square root of ten then that example P is 191 693 and then 60 something like that these analytic number is conjecture that there's perhaps density zero but infinitely many such points so this factorial property regularity comes from vanishing of certain H2 right so H2 vanishes most of the times that's kind of natural okay so that's kind of a lot and so I just really try to prove this equal to two I don't try to prove the length of T plus is one but I rather like to try to prove the ramification index is two at that induced point okay so I use see all you belay shenivier everybody knows I put them into the shadow as I told you that belay shenivier everybody know so I put it in the shadow alright and so you now out of the shadow you have you have a two character of dimension two deforming so I have I have five plus five inner conjugate sigma is absolute character residual alright so you have a deformation of this and I assume that the dimension two and two you have of course the trace and you have T three I don't like to write it down but it is a six term identity you have all possibility of this kind of product processing and I add one more thing is that that T I consider this kind of function T from your group of what so it from A is the ring and H into A is a commutative ring whose residue local whose residue field is Fp and that T is half of T of outside square inside square and this I suppose this is multiplicative and they sort of studied the strategy in general so this kind of should character may not lift to the real two dimension representation into gf2 of A but it would lift to sort of gma generalized matrix and geoblasso and generalized matrix geoblasso is something like A here B and C B C A modules and you you have a product B tensor AC into A and C tensor AB into A so that use your matrix products made to this A so that is called a generalized matrix algebra of course this product has to satisfy certain axiom to guarantee that is associativity and so on but that then recently so again the press on wake and our one Edison considered nearly sort of this kind of KD Hamilton representation KD Hamilton representation means that it's just a representation of say A h into this gma I call it E E cross such that it satisfies characteristic polynomial so R square minus T R R plus that T of R is zero something then we call it KD Hamilton okay and they studied so I put their names in the shadow the wake and then the universal pair are ordinary and E ordinary this is R ordinary B ordinary C ordinary R ordinary something like that and then you have a universal representation R ordinary h into this E ordinary cross which satisfies obvious universal property here ordinary is that only the composition rule you have two things I mean these guys consider the one case and over Q but you can do it of course over any field and it has to be upper triangular for D Gossik P and lower triangular for D Gossik P Sigma and upper mirabolic over in Asia lower mirabolic this is my ordinary condition okay if you make it all upper triangular it's a different problem because it's a reducible case and I need to choose this way okay then so you have a universal guide and now by the right you have an idea of reducibility means that it is a minimal sort of idea and you take modular this J this becomes reducible in the sense that these two guys or diagonal guys becomes character okay and then obviously the product of this has to be zero right so therefore J is the actually the image of B or tensor C or over R in R then you get a universal reducible people R X that is R over J E old E lead that is E old over J and low red that is low old modular J and this is the universal among reducible guys okay then you know the character so this E old I just write down as a diagonal R red R red B red tensor product B red C red with the product map is a zero map but these guys could survive okay and the character I mean this character having this is the universal among among the character performing fine so therefore this character low one one red has to be fine low two two red has to be fine conjugate inside okay so and pass maybe up then if you have therefore this reducible universal guy and five five sigma and something here something there but this guy will govern the extension of five five sigma right therefore it is governed by from a girl group into this guy and that girl group here is something like you have F you have F five minus because this guy divided by that is five minus and then then you have a Gothic P only Gothic P only five and P sigma totally split okay that kind of girl group and this girl group I just want Y and then I just like Y five minus the five minus branch of this Y then it's kind of obvious you get a Y five minus here it's conjugate so sigma Y five minus sigma inverse is there so you get an explicit form of this reducible guy and one more thing is that as I said sigma group of a joint induce a joint induce of capital five is again lambda epsilon so this is this is like morphic to lambda epsilon so this is a result of my own paper I quoted okay so this is cyclic over lambda and cyclic therefore over alright okay so this is the same so it looks like two by two matrix of lambda epsilon but product is zero back so be careful about that then so I determine now the reducible quotient so I try now understand the original ordinary guy universal ordinary K Hamilton and so it goes something like that it's very easy to prove so you know you have this odd and you have a T like you have a deformation here you restrict it to H and take say trace right this you have therefore your mark because this is a universal object okay actually you can easily show that this factor through T plus and also easy to show that this is onto this I use this presentation that's important for me to show on to this but once you get a presentation it's trivial okay then as you know that's my claim is that this this map is a nice move okay so I just drew the picture I drew the dialogue but the point here is that our old tensor no be old be old you model out be old you get that be red and that is a cyclic so be old is cyclic over R old same C old is cyclic over R old therefore be old tensor C old over R old it's a depth down J but these two are the cyclic modules so this is cyclic okay so this is a principal idea okay so I draw the picture a diagram R old module this principal idea so this is a red as I told you this is lambda epsilon I have this map t plus you remember lambda t plus t t so I have ideal i generated by capital theta so it's intersection with t plus i plus it is generated by theta and this is fully labified and therefore t plus module i plus generated by theta is also lambda epsilon and it's all two so it is a nice morphism okay then because theta this lower theta by I know that is non-zero divisor therefore you multiply by theta to the n I get i plus n over i plus n plus lambda here you can do the same thing j or n j n plus 1 yeta to the n and by such activity this is subjective this is subjective this side because it's a non-zero divisor all isomorphism this upper corner so this bottom corner is also isomorphism I get jn over jn plus 1 it's isomorphic to i plus n i plus n plus 1 and therefore I get t plus it's isomorphic to r or this actually I conjectured in a very different form as in terms of L-parries during the L-parries long ago in a paper of Doe and Rishi in Benzionis so I sort of proved as rightfully this kind of time alright so the ordinary guy as I told you that it is r t r b r the modulo j is cyclic then by Nakayama this is cyclic so r r modulo some idea so this is same way here r r on the other hand I have this r t originally having values in g r to t but you restrict it in h then by conversion so the cositre calculation you do you can make it having values in t plus t minus that is theta times t plus t minus t plus it has values in so h goes into goes into this one this is of course obviously KB Hamilton representation alright and so this guy covers this by universality subjective and theta is non-zero device of real and quantity plus but I have proved that this is old so this map is isomorphic h0 so this is the universal graph so this is that's what I get to the end one more thing I need to show is that low t you restrict it in inertia group at p inside the galore group of f low t splitting field of this f low bar so this is a p-propinant graph and you can easily show actually my paper in Compositional 2015 I have basically shown that this has a form t to the zp 01 and some idea here non-zero non-zero come from the result of Joven so it's intercomposability local and the point here is that if this guy modulo maximum idea of t vanishes then this guy of course factors through y of 5 minus so it is un-lambified outside p right and it vanishes modulo maximum idea it's un-lambified everywhere but it's not trivial because factors look at one group so p divides hf 5 minus obviously but this is I suppose that p doesn't divide by 5 minus so what I'm saying is that this square is actually ck times y of 3 this is rank 1 y of 3 is a local y of 3 y of 3 is a prove in his famous paper of zx so it is rank 1 and I realized that for any cast form of weight 2 would be r and if it's galore representation is induced representation of a maximum idea then this guy modulo or the prime corresponding to this f doesn't vanish because this is concentrated at the weight 1 okay so this f is locally decomposed you can do also imaginary quadratic version and one Eriksson and Francesca Tia told me that they also did that and so this kind of result is not so hard anyway it's basically independent of what I said but this one I need for my book okay so this tells you this is almost that a year earlier a couple of years earlier Bettina Adam found a criterion so you consider now iron the weight space of rigid analytic weight space you have an iron curve of form of measure and you have a point say of this induced representation of phi after representation and the day this guy studied the Lamecation Index and he had a criterion to show the Lamecation Index is 2 but his criterion is very hard to verify criterion is a nice criterion but I don't think he verified in any case but anyway I'll tell you what it is so you take you take phi minus and then you take the maximal Lamecation and Lamefied outside and P Vax Pnil and Lamefied outside P and the same thing P sigma you make a composite and then you have inside the Zp multiple Zp it's coming out here Zp to the sum power s so I have this phi minus and infinity then he considered infinity everywhere and Lamefied P extension so you have a big Galois group X and you have Q so you can make a portion so to speak tile orientation portion that gives rise to some field paths here and he wanted to have this line to be to be a V over essentially L5 minus then he is two he uses the not pseudo-character but pseudo-representation but pseudo-character of T1 to T4 unique T4 is equivalent to virus pseudo-representation and I know that this raw T restricted H is universal Kay Lee Hamilton so every virus pseudo-character also factors through trace of this guy therefore I he his staff just a computation of tangent vector at this weight space its weight one space and you over this and he competes tangent space of this and why pseudo-representation theory space collapse so that is the localization if it takes my localization is just a W localized that's what is proved under his criteria but I could change everything here to something inside of so I have an infinity and an infinity kind of since I can basically intercepted with every raw T because all the pseudo-representation factors through this guy and the gamma group of raw T over gamma group of a flow bar same as in the L2 of T and up to a very young factor you forget about it you can intercept it in a certain two T so I take this is G prime and I just take the intersection this one and that is I call it G then there's a theory by Richard Pink he classified all this is p-provider it is O by flow bar he classified all p-provider crosses some group of this one and I know in Asia basically have unipotent guy really big so I apply so I don't actually take really an intersection but I need to modify Bettina's argument quite but anyway I got idea from him so what I do I have five minutes left so what I do is to consider this everything I do it over M over T and inside I have M infinity and say phi minus this is max multiple zp extension inside and corresponding to infinity the max every phi of the alien extension and I can determine the Galois group very explicitly all of them and then I do his business I get he is true and that's the end of the story I might not in case it's more technical and because it has a very big C.M. quotient and it's not the epsilon kind of small so it's more technical but it's also you can do basically this type of argument I have a corresponding result but anyway if I have some opportunity I'll explain it wasn't in case but the real case is easier but some is almost consumed one now that's perhaps sufficient thank you


I'm Lizzie Smith with the American Heart Association and I'm here with Travis who is with Pullapart, one of our wonderful sponsors of our meter parking meter project benefiting the American Heart Association this month, this April and in addition to the parking meters and sponsoring a meter, they are also collecting loose change and donations for the month of April to support the mission of the American Heart Association, which is to improve the lives and build healthier longer lives for our community in the Midlands. Here at Pullapart, we just wanted to take a chance, we saw what City of Columbia was doing to join in and try to make a difference in the community and give back to the American Heart Association, help out where we can. I'm the general manager of the Hilton Columbia Center. I also oversee the Hampton Inn and downtown historic Columbia. We had a great opportunity this month to partner with the City of Columbia Parking Services to do something that we've always wanted to do and that's always get back to the community and we're excited about it and you know we're looking forward to a lot of new opportunities for us with the American Heart Association to to provide and see what we can do to in order to make a difference and that's what we're all about here. We here at the Alumni Association with the University of South Carolina and the Pessie's Alumni Center are excited to be partnering with the City of Columbia and the Midlands Heart Association for Heart Awareness Initiative. We are excited about our Park Meter up on Main Street and the change receptacle here at the Alumni Association and Alumni Center and also looking forward to more partnerships moving forward.


Stevenson falls to Hood tonight, 76-64, Glenn Clark with head coach Gary Stewart. Coach, you guys got off to a pretty good start. You had the lead, 24-20. What went wrong late in that first half that you guys just never really recovered from? Well, Glenn, I thought it was always a struggle. We didn't take care of the ball real well. And so we gave into that a little bit and had some frustrations with not being able to make some shots and then all of a sudden intensity lapsed in credit hood. I mean, they took advantage of that. Is there something about the matchup with Hood that, you know, it's a team that you guys obviously have had some struggles with over the years. Is there something about them that's just giving you guys a particular fit, something like that? No, it's Gary Stewart against Mom and Ali. I mean, they're better.  And until you take care of the ball better, make better decisions, the outcome is going to be the same. So we're fully aware of what we need to do. Obviously, we can play better and we're going to have to play better to beat them. We saw at one point the second half you went with a bigger lineup. You had both Bo and Nate on the floor together at the same time. Was there something that you saw there? Is it something that you maybe would like to do a little bit more often as the season goes on? Yeah, we talk about that every day. It seems like you're trying to get our guys in the game that are playing really well in practice. And we're really, really high on Ryan and Zach. And obviously, Bo has been a really good player here for a long time. So we like the depth at that position. And unfortunately, we can't get all those guys out on the floor at the same time. But we're constantly trying to figure out ways to stretch our lineup a little bit. I know tonight was an important night in your partnership with coaches versus cancer and it being Suits and Sneakers night. Can just tell us a little bit about how that came about and why it is that you want to be involved with and kind of what your message is to everybody about the fight against cancer. Yeah, well, you hit it on the head. Glenn, it's everybody's problem. Whether you're six degrees separation, it hasn't really affected you or your family or friends. But you know someone. And sometimes it hits a little bit closer to home with a person that's going through it or our family member. And if we all are able to do a little bit, you know, our small part to try to make inroads, we can get on top of this.  But we're committed to as a basketball community to eradicating this terrible, terrible disease. And we wanted to bring awareness to it. And there's a monetary aspect to what we're trying to do as well. But I'm glad that you were able to mention that, Glenn, because it's critically important not only to the nation, but to Stevenson and to our basketball program. I know that you all were passing along the message. It's time to get your screenings. And certainly some of us of a certain age that maybe are denying our age need to recognize that and make sure that we're going and taking serious care of ourselves when it comes to that. Yeah, I think for all of us, the Care Belt is moving pretty quickly. And so we've got to all pause and make sure that we're taking care of ourselves and early screening, early detection is the best opportunity to get on top of this. Coach appreciate it. Thank you for what you're doing with Coaches vs. Cancer. And best of luck as you head back out on the road this weekend. Thank you, Glenn. It's Gary Stewart. I'm Glenn Clark. Go MustangSports.tv.


233 years ago, this month, General George Washington introduced the Badge of Military Merit. Today, we know it as the Purple Heart. The Purple Heart has undergone many changes since it first appeared. Following the American Revolution, the honor badge was all but forgotten, and over the span of 150 years, only three soldiers were identified as recipients of the original badge. On February 22, 1932, the badge was reintroduced as the Purple Heart Award. Originally meant to be an Army Award, it wasn't until December 1942 that President Franklin D. Roosevelt authorized the Navy to award the Purple Heart to sailors, Marines, and Coast Guardsmen. It's the nation's oldest military award and one of the most recognized and respected medals awarded to members of the U.S. Armed Forces. Since 1917, nearly 1.8 million Purple Hearts have been awarded to service members who have been wounded or killed in defense of our nation.


Why choose IATTT? Many of our popular in-class Teflon T-SOL course locations also include a range of extra services such as free airport pickups, a welcome dinner where you can get to know your trainers and fellow students, and even group excursions to local attractions. What are you waiting for?  Thanks so much for watching. We are IATTT, the leading provider for Teflon T-SOL training courses. If you like this video, please subscribe by clicking the button down here and click on any of the videos here on the left for more interesting teaching tips for getting certified to teach English abroad and online.


Tito! Tito! Tito, are you ready to risk it all? Tito, are you ready to risk everything we've built on this channel? For some NFL memes? Cause you better believe that I am. I'm just gonna be the first to admit, I do not know ball. I think I know ball every year, and then Tom Brady loses to the Panthers. And all of a sudden I don't know ball. One thing remains true though, the Lions are still a poverty franchise. So, at least we know something. I'm gonna be going through Ghetto Gronk. The greatest meme page that exists. I used to have you guys submit memes, but all you guys were doing was stealing from Ghetto Gronk and sending him to me, so I'm going direct to the source. Show this guy some love. Baker may feel that they're getting another Star Player trade. It's not Baker's fault that the Panthers are poverty. He's just part of it. Although PJ Walker looked pretty good. I'm definitely excited to have a white running back. I was getting a... Nice! That's how a white man runs a football.  Chris McCaffrey on his flight to San Francisco. Bro, McCaffrey? Okay, McCaffrey gets injured a few times. Everybody freaks out. The guy was bulletproof for a while. He's played 85% of his snaps this year. Whatever. Robbie and CMC getting traded. DJ Moore. Bro, it's gotta be tough for DJ Moore. DJ Moore is a stud. His production has fallen off a cliff. CMC leaving Carolina. Bro, did you guys see this? That's Boswell. Supposedly was saying to the Steelers offensive coordinator that the win wasn't because of him. That shit's crazy. Those big ticket items go up front. That's what draws people in. You really think people are going to buy these? Of course. These are my shoulder pads? They could be. Make me an offer. Yo, that edit's so good. Oh no. Tom Brady, you might be the goat, but you're not. Safe from catching a couple strays, all right? It's been a tough year for Brady in the Bucks. Is that what A.B.'s house wants? He really is. Dude, dude, dude, dude. Listen, though. I literally watched Mike Evans. Mike Evans. Drop a wide open pass. Literally no. Dude, it feels like the NFL is very rigged this year. It's always felt rigged to me. But this year more than any, I feel like the gambling companies really got their mits right up Goodell's ass, bro. Tom Brady's kids playing Madness. He's not even that good at Madden either, so. Hey, hey, Monty. What's up, baby?  You didn't win. Woo! That bullshit's becoming head coach of the Buccaneers. Bishop Sycamore, baby. Byron, we're losing 21-3 to the Panthers. Let's go. We got a two-yard run. Dude, I've been saying that all season, the Panthers are the worst team in the league. But once again, I just don't know ball, I guess. He's going to need to earn that McDonald's paycheck. I don't know if I can even hire him there. They're like, what is it? Why does Tom Brady look so bad this year? I guess it's just hard to figure it out. Tables and Byron left which brains. Dude, this was so crazy. The Browns got called for a false start. Nobody moved. We were at this game, too. Me and Chase were at this game.  Five-yard penalty Ravens wins. Tafanski to the refs after the Browns-Ravens game. Go get him. Dude, that ref got out of there.  Lamar isn't a running back. Literally pitched the ball to him. That's stiff arm. Oh, my God. Nick Chubb on the Browns. Bro, both the running backs. Nick Chubb and Karim Hunt on the Browns, bro. Shana Watson in the locker room on the Browns are losing 23 to 20, bro. I'm going to get taken down, bro. You guys wonder why my last, like, 10 videos all had a sponsor on them, bro.  I'm keeping it in the video. Zach Wilson during the Jets 5 and 2 start. Hold up. Yeah, they have been so good. And I love Zach Wilson. You know, it's Cougar season, but he really hasn't done much of it. Oh, by the way, one of the huge reasons I'm making this video, I love doing the NFL meme stuff. I think it's so much fun. But I post so much on this channel all the time. And I'd love to do more of this style of content. I know you guys like it, which is why I made a brand new channel just for content like this video. It's going to be me, Chase, Elle, literally any of my friends or YouTubers that come over. And we're just going to react to crazy stuff like this and anything else you guys like. That channel is called Meigs. I plan to post through four days a week on it. It should be a blast. So if you love this video, check that channel out. It'll be pinned in the description. Maybe just go there, subscribe right now, come right back to this video. And you can be one of the first 1,000 subscribers to what I hope will become a legendary channel. Elijah Moore. Should have played Elijah Moore today and thrown in 15 targets. Zach Wilson barely beat the Broncos backup QB. Bro, apparently Elijah Moore had a burner account and was basically doing what Durant was doing.  I think he has it posted here.  Might be worth listening to a guy who's been in this business, but what do I know? His account is called David Steini. It's Michael Jordan. Literally, every single tweet and reply is just about Elijah Moore. So if it's not Elijah Moore, it better be his brother or something. Elijah Moore is pouting. He's trying to overturn the ship in hopes that he gets his point across. Crazy how when players want their worth to be recognized, they get talked about like this.  The implication is whoever's running this Twitter account does know the real story. You'd kind of have to be Elijah Moore to know the real story.  Elijah Moore watching Breeze Hall and Corey Davis get hurt knowing it means he'll get more targets. Me offering my ACL to Breeze Hall. Jesus. Let's ride. Let's ride. Let's ride. Let's ride. Let's ride. Jesus. Brett Ruachian really played exactly like Russa Wilson but for 244 million less, it's true. It's true. Zach Wilson getting ready to go to Elijah Moore's mother's house to smooth out this situation. Kenny Pickett in the clutch. Tough. Kenny, dude, Kenny Picketts a rookie. Give him some credit and all those interceptions he threw because I was at that game. He had the throw with it. It's like fourth and 18.