What are you doing? My teacher asked me to practice being a digital leader. A digital what? A digital leader. Oh. That means showing you care for yourself, others, and your device. I want to be a digital leader, Bean. Anyone can be a digital leader, including you, Rainbow Bear. I'll show you how. Yeah. The internet is a big but cool place. It helps us connect with people in our neighborhood and all around the world. Mm-hmm. And just like in our neighborhood, we need to be responsible leaders on our devices, too. That sounds cool. Right now, I'm on... Ooh, Seesaw. Oh, that reminds me. We always need to have permission from a grown-up to use our device. Ooh, I'll go ask, I'll go ask. Oh, don't worry. My grown-up already said Seesaw is safe to use. Ooh, great. Let's comment on our friend's post. Yeah. We need to make sure we use kind words and show care for others. Ooh, tell them their report is so interesting. Okay. Ooh, my body is telling me I've been on the computer for a while. Why don't we go play outside? Woo-hoo. I'm going to teach everybody how to be a digital leader. Remember, be a leader on your device. Be safe, responsible, and nice.


A list of jobs that pay up to $127 an hour. Do you wanna make $127 an hour? Or even more, would you like to make more? Well, in this video, you've come to the right place because I'm gonna tell you how to do it. And I will explain to you how, even if you don't have those skills, how you can get them. Make sure you watch to the very end because in the end, I'm gonna show you how to double, triple, or even quadruple that amount. And we're starting right now. Hey, I'm JR Fisher. Thanks for coming to my channel. I really appreciate it. Don't forget to hit that subscribe button down there. There's big old button. Make sure you hit it down there. Make sure you ring the bell. Turn on all bell notifications. Every single one of them. Matter of fact, it says all bell notifications. You gotta do that. If you do that, you'll become part of the Fisher family. The VIP group that gets notified every time I do a video. Save you a lot of time. You won't have to be running around trying to find videos. You won't be missing out on stuff.  Be the person with the notifications. Hey, I really appreciate you being here. I've sold millions of dollars of both digital and physical products online. And this is your channel. That's not mine, it's yours. This is your channel because I wanna hear what you wanna learn about. Anything that has to do with selling online, that's what I cover here. I share with you what my company's done, what I've done to make money online so that you can get results too and get that freedom. Fire your boss. Just fire him, okay? That's what you wanna do. All right, let's get going. And I wanna talk about how you can make money online through all these different methods because there's a lot of different ways out there. Don't forget to like, right? Or dislike, don't forget to do that, okay? Down at the bottom there too. And put your comments. You know, have you tried to make some money online? Did you get ripped off? Cause there's some ripoffs out there, okay? I wanna keep you away from those. There's some legitimate stuff too and I wanna show you those legitimate things. So let's get going.  I thought, wow, that's a pretty cool system. I think I'll take part of that system. And I did and I went through college and I got out and you know, prior to college I was bartending and doing different things. And when I got out, the jobs that were there were not very good. And I think it's a whole lot worse now, okay? I think almost everybody at my local Starbucks has a college degree and you know, you can get a job at Starbucks before college. So what's the point? Now, there are some legitimate reasons to go to college. Maybe you wanna be a lawyer. Maybe you wanna be a doctor.  And you need those credentials. But if you're just going in there like I did and say I wanna get a degree because I think I can get a job, I may not be the best way to go. So I wanna show you some ways you can make money. Now, how much should a job pay? You know, I get this all the time. I have people say, well, you know, they should pay me more. You know, I do a really good job and they should pay me more. And unfortunately, that's not how the world works. It's not a matter of they should pay you a certain amount. It's a matter of what your value is. Now, a brain surgeon gets paid a lot of money. And they get paid a lot of money because they have a lot of skills. They're not any better than the average person, but they do have certain skills. Somebody who cleans offices at night, they're equal. Those two human beings are equal, but their skills are such that everybody in the market can clean an office at night. So if there's a lot of people that can do a single thing that's gonna drive down the salary. If there's fewer people that can do a single thing, it's gonna drive up the salary. But I just want you to keep this in the back of your mind when you watch this video because there's reasons why these jobs pay certain amounts. Now, there's a lot of people that I know who are currently leaving the corporate world so that they can go spend more time with their family so they can own their time so they can maybe make more money and they're turning to online positions.  But if you don't have them, don't worry. I'm gonna show you how to get them. Different jobs, different careers require different skills and that's gonna determine what you get paid. Don't get in the mindset where you say, this company should pay me this. It's ridiculous. I remember years ago, I ran a sales force and one of my employees came to me and said he needed to make more money. And I said, why? He says, I have seven children and I have a wife and I need more money to pay for all this stuff. And I said, really? Does that make sense to you? He says, of course it does. I need more money. And he did need more money. And I asked him, I said, well, if I take somebody out here who's not married, doesn't have any kids, should we just pay them less because they don't have all the responsibilities? He says, well, no, that's ridiculous.   The job is gonna pay you based on how many people can do that job and how difficult it is to do that job. Those are the two factors, okay? So keep that in mind as we go through this list. Now, we're gonna start at the basic, okay? If you can read, you can be a proofreader. That's number one, you can be a proofreader. You could earn $20, $30, maybe $40 an hour proofreading other people's copy. You'll find that a lot of this comes from foreign companies and their copy is written by somebody who, their first language is not English, they need somebody to proofread it. Number two, you can earn up to $80 an hour as a bookkeeper, just bookkeeping. Yes, you can actually go to these sites and offer your services as a bookkeeper. Now, you can go to sites like Elantz, you can go to sites like Fiverr, you can open up your own business in doing that, but if you've got skills as a bookkeeper, you can certainly sign businesses and make at least $80 or $100 an hour just doing that. Maybe your skill levels aren't as high. Number three is you can make anywhere from $20 to $30 an hour teaching English online. This is a big, big thing, guys. I mean, I've been traveling around the world for the past few years. What I found in almost every foreign country is most of the signs are also in English, along with their native tongue, because English is a world language now, and since it's a world language, there is a huge demand for people who can teach English to other people. Sites like VIP Kids or Magic Ears are sites that really, really need people who can speak English and teach people English. And I can say, if you go to these sites, all you really need is a Skype connection and some headphones or a good microphone or whatever, and they're gonna pay you about $20 to $30 an hour, and really, the only skill is that you know English. And we all know about this one. It's a big thing now. You could be a Lyft driver. You could be an Uber driver if you want. That's number four. You can earn probably $20 to $25 an hour doing that, and you know, let's face it, minimum wage is what, I don't know, less than $10 an hour. Some places it's over $10 an hour, so you could actually double that income by actually just driving a car around town. And number five is Chegg. Chegg is a site that is also a tutoring site. You can work from anywhere in the world.  If you're willing to do tutoring, Chegg is a great site to go to. And number six is Book in a Box. Book in a Box is a company that will pay you anywhere from $20 to $50 per hour, depending on the opportunity for editing. For editing, that's all you gotta do. If you can write and you understand proper English, go to Chegg.com and set up an account. Next one, number seven is Rev.com. I love Rev.com. I've used it for years, and I will tell you, I am using some more software to do this now, but if I want something really accurate, I'm gonna go to Rev.com. And what Rev.com is, it's a transcription service. So you're going to upload an audio or a video, and at Rev, somebody will listen to it and type out exactly what it says and send it back to you. So maybe you're doing videos, but you also want the written transcript below it, or maybe you're doing videos and you want to turn that into a blog. So the people at Rev will actually do that. Now, based on your skill level, you'll get paid more money. I think they've got four different levels right now. Anyhow, on Rev, you'll make anywhere from $25 to $45 an hour, not bad. Number eight is called Working Solutions. Working Solutions is a customer support company. And basically all they do is customer support. Now, obviously since this is not a high-skill job, you're not gonna make as much. But the application process takes you about 30 minutes, something like that, makes it really simple. You're gonna earn anywhere from $10 to $30 an hour. And if you don't have any skills you wanna fill in, maybe you're a single parent, staying at home, maybe you want to supplement your income, this is a really good site to go to. Another one that's good, this customer service is called NextRep.com. These are more outbound sales type positions. Not something I wanna do, but some people really enjoy doing that. They like talking on the phone, they don't mind doing those sales calls. And they have jobs that will pay you anywhere from $20 to $30 an hour also. Now, I wanna talk to you for a second. We've gone through a lot of different places you can make money, and there's more out there. I mean, I could list probably hundreds of them. But those are some that's vetted, they're good, you don't have to worry about being ripped off.  But I want you to think for a second, when you're thinking about earning money, what is your value? Okay, what is your value? And what I mean by that is if you're trying to go out there and make money, let's say building a website, okay? Building a website is not easy to do, but it's not that hard. You could actually go to something like YouTube, you could watch some videos on WordPress. I have videos on WordPress, you can watch those. I think I have one where it shows you how to build a website in 28 minutes. So that's something you could do. Now, if you take that base skill of building a website, you can actually improve your income by how? Do you remember in the beginning of the video, I said you could double, triple, or even quadruple your income? It's by getting more skills, that's it.  And the reason is they have more skills, and nowadays it's so easy to get those skills. You can go to YouTube and if you're building websites, you could learn how to do SEO. That's another service you could add to your website building. You could learn how to do email marketing. That's another service you could add to your website building. You could learn how to do sales pages. You could learn how to write ad copy. And as you add those skills, guys, you are actually adding value to yourself and to the marketplace. And when you add value to the marketplace, guess what happens? You get paid more.  Which is the story I heard. That's not how you make more money. The way you make more money is adding value to yourself and to the market. And it's so easy to do because there's so much free training out there now. And I've actually got courses on this stuff too. And check out my courses if you want. But bottom line is the easiest way to improve your income is to have more value. It's really that simple. Life is kind of a game. If you make the right moves with your health, right?   There's certain rules in life that are gonna make you more successful. So adding those talents to the pool of talent you already have, or maybe you have no talents right now. You don't feel like you do. You can start building them. You can start building them right now. Today, you can make more money by adding to your value. I hope that gets through to some of you guys out there. I hope you understand it's not the company's fault for not paying you more. It may be because your value isn't there. And I don't wanna hurt your feelings, but that's a fact. You know, if you're worth a lot of money, people are gonna pay it to you. And I hear people say like, well, I'll work harder once they start paying me more. That's not how the equation works, okay? You need to be more value and work harder up front. And then the market will give you more money. That's how it works. I hope you understand that. Hope you liked this video. Give me a thumbs up, thumbs down if you didn't like it. Put your comments below. What have you done to make money online? What are you trying to do? Do you have questions about how to make money online? Maybe you wanna start your own business. I teach people how to do that. I've been doing this a long, long time since 2009. So millions of dollars of stuff online, digital, physical products, consulting. And this channel is your channel. So put in the comments below what you wanna hear. And I appreciate you listening. Don't forget to subscribe. Don't forget bell notifications. Turn on your bell notifications. Become part of the Fisher family. The VIP group that gets notified. Yeah, I actually go, hey, just did a new video. You wanna come watch it? Okay, and it'll save you from missing out on those videos too. Thank you for watching. I'll see you in the next video. Hey, thanks for watching my video. Don't forget to subscribe to my channel and click that little bell right there so you can be notified every time I do a new video. Also click on one of those videos there. Keep watching on my channel.


What is going on guys welcome back to the channel and I appreciate you being here today I am back with another Destiny 2 video and today we're going to cover a few certain leaks one which is possibly fake and the other which has much more credibility behind it but before we go any further guys if you do enjoy the video leave me a like seriously helps me and my channel out and I do appreciate that support okay so a few days ago a supposed GameStop leak dropped on a reddit where they always drop and you can see this on screen now let's read through it before I give you guys my thoughts on it. Destiny 2 expansion 2 war mine deploys your guardian and an urgent mission to Mars with an all new story campaign destination and new adventures following the events of expansion one curse of Osiris Charmaine has been mysteriously reactivated on IO and is assimilating XOR across the system in a new army of war machines trapped in a physical body by Charmaine. Rasputin has been rescued by Ana Bray the last Bray family work with the duo to breach into the XOR network and stop Charmaine before he marches upon the traveler explore site 8 on Mars and defend against an army of corrupted crypt XOR as you fight to confront Charmaine within the XOR subnet ascend the deep stone crypt as you fight against increasingly powerful bosses in a new cooperative activity new cinematic campaign and adventures new war mine theme weapons armor and gear to unlock new cooperative red layer activity new competitive multiplayer arenas and more so reading through it in my opinion this is fake but it's been done by somebody who knows their lore me personally I don't think there's too much info given here I mean what we read sounds super cool crypt XORs an army of XOR warriors we have to fight off I love the idea of this also ascend the deep stone crypt as you fight against increasingly powerful bosses in a new cooperative activity again a lore guy has done this but it sounds pretty cool and it sounds like some kind of horde mode don't think many of us have wanted from day one but what makes it seem fake to me is the wording of certain sentences it's like they've tried too hard to not make mistakes which has led to a few mistakes now what pretty much confirms this is fake to me is within the next image which was also leaked with this and if I didn't say these were supposedly leaked on game stuff by the way I've searched and I cannot find them so we see this right here we see its price 1999 and then we see its release date well shit I think we're all a bit late he has me dropping leaks when the drc is already out what were we thinking people as you see it states April 8th when it should state May 8th I think the dude behind this was either drunk or forgot to photoshop in May's date I mean we've seen many leaks like this we had a few last month which I will add although the name was slightly off calling expansion 2 the fallen warmind it predicted the release date correctly so there's definitely something more to these leaks if you ask me the same could be said for this one who knows come May 8th we might look back and think hey that leak from the middle of April was right but yeah just think there's just too many things here which to me makes me believe it's fake but who knows people who knows let me know what you think about this down below in that comments section okay so we're going to move on and do you destiny one veterans remember this image now this is an image which was leaked a while back and I mean a while back never confirmed to be legit I don't believe but it was said to have been leaked from inside bungee and it showed the roadmap for destiny one at the center of the image was an upcoming dlc called comet plague of darkness this was never actually a thing but some recent info put together by bungee takes us back to this comet expansion so this year marks the fifth anniversary of the gauntlet tabletop fundraiser which you guys can read more about on the screen now link to this will be in the video description if you want to check it out basically you are rewarded for donating and helping a great cause indeed you see the things here you get for indeed donating what's interesting here though is that $50 donation reward receive an unannounced new exclusive emblem in the fall for our next destiny comet release very interesting indeed comet release now it is important to state that this is indeed worded by bungee so bungee wrote this let's just get that straight so what's comet well if you ask me I wouldn't say it's actually referring to the leak dlc image we saw from best in one a while back as such what come it is in my opinion is a placeholder word for a major expansion here referring to the fall expansion comet being big comet being major comet being something about to hit tilted towers but yeah in my opinion guys it's just a placeholder word for sure i've only covered this because i've seen numerous people go crazy over these points i mean i could be wrong and a full dlc could be called comet i just don't think that's going to be the case at all but what do you guys think let me know down below in that comment section and that not guys i am out if any more news drops destiny wise i will have you covered here on my channel so subscribe if you're new out here but guys if you enjoyed the video leaving a like really does help me out and hopefully guys i will see you on that next one always


The last time we looked at the notion of unitary equivalence, we completed that discussion and then we presented or discussed this very important theorem which is Schur's unitary triangularization theorem which basically says that given any matrix there is no restrictions on A, it can be any complex valued matrix of size n cross n and it has eigenvalues lambda 1 to lambda n and n cross n matrix will always have n eigenvalues. Then there exists a unitary matrix U such that A is unitary equivalent to a matrix T which is upper triangular with diagonal entries equal to these n eigenvalues lambda 1 to lambda n. Of course, if this if A and all its eigenvalues are real you can show can be chosen to be a real orthogonal matrix which will also be real orthonormal matrix. So that is the I mean the generality of the theorem is what makes it very important. It is applicable under no restrictions on the matrix A. One application of this triangularization theorem that we saw was the Cayley Hamilton theorem which basically says that any matrix A satisfies its own characteristic polynomial and we saw the proof of this theorem and that is where we stopped the previous time. The next thing to today what I want to discuss is some uses of the Cayley Hamilton theorem and then some points about diagonalizability of matrices and then I will maybe start the discussion on normal matrices. Okay so we will begin with the first point that is uses of Cayley Hamilton theorem. So the Cayley Hamilton theorem can be used to express A power k for k greater than or equal to n as a linear combination of lower powers of A. So this is an application that I suppose most of you have seen in your undergraduate program. So we can write A power k greater than or equal to n as a linear combination of I A A power n minus 1. So we will just illustrate this with an example. So suppose A was the matrix 3, 1 minus 2 and 0. Then its characteristic polynomial B A of t will be t minus 3 times t plus 2. So that is going to be equal to t squared minus 3t plus 2 and since the matrix A satisfies its characteristic polynomial we have A squared minus 3A plus 2I equals the all 0 2 cross 2 matrix which in turn implies A squared equals 3A minus 2I. So I can write A squared in terms of A and the identity matrix. Now A cube I just have to multiply this by A I get 3A squared minus 2A and I can substitute for A squared from this. So that becomes I just do it 3 times 3A minus 2I minus 2A which is equal to 9A minus 6I minus 2A which is equal to 7A minus 6I.  So we can write all the higher powers of A as a linear combination of lower powers of A. Again this is a very interesting observation and to me it is not obvious why if you take higher and higher powers of A you should always be able to write it as a linear combination of the first n powers including 0 of A. Specifically if you take an n cross n matrix it is an object that is living in n squared dimensional space and so I can always write an n squared dimensional vector as a linear combination of n squared linearly independent vectors all sitting in the n squared dimensional space. So the fact that you can I mean so if I had said that I can write A power n as a linear combination of n squared matrices IAA squared up to A to the n squared minus 1 that would not have been surprising but what is surprising here is that you can write A power k as a linear combination of IAA squared up to A power n minus 1 only. So you only need n of these matrices and all other powers of A can be written as linear combination of these n matrices that's what is surprising here. Now so basically one other small thing is that this constant term here is actually determinant of A and that is not equal to 0 so A is non-singular so A is non-singular. So this allows us actually to write or find A inverse like this. So basically what I do is I take this equation and write 2I is equal to 3A minus A squared or I is equal to 3 over 2 or I'll write it this way. I'll take 1A common out between these two and write it as A times 3I minus A over 2. Now I multiply both sides by A inverse and that gives me A inverse is equal to 3I minus A over 2. So which I can write as 3I is 3 over 2 0 0 3 over 2 minus A over 2 is 3 over 2 1 over 2 minus 1 0. So then that gives me A inverse is equal to 0 minus half 1 and 3 over 2. So basically Cayley-Hamilton theorem allows you to also compute A inverse when A is non-singular and in fact you can find expressions for A to the minus 2, A to the minus 3 and so on also. So you can try this. So all you have to do is to multiply this by A inverse and then substitute for A inverse from this. So you'll get 3 over 2 times A inverse minus 1 half the identity matrix but you already have an expression for A inverse. You substitute for that you will get an expression for A to the minus 2 and so on. And this observation is true for any non-singular matrix and so we can say that for any non-singular A in C to the n cross n there exists a polynomial q of t of degree at most n minus 1 such that A inverse equals q of A. Okay so now we move on to the next point which is that we know that not all matrices are diagonalizable but how close can we get? Can we get a matrix that is, can we take a matrix that is not diagonalizable and express it through a similarity transform or a unitary equivalence to a matrix which is almost diagonal. So there are two ways to answer this. So the first way is to consider that is we can say that can we find or so okay I'll just write the answer. So there exists a diagonalizable matrix that is arbitrarily close to the given matrix and I'll make the sense in which I'm saying arbitrarily close clear in a minute. Any given matrix is similar and upper triangular matrix with arbitrarily small of diagonal entries that is it's almost diagonalized. So basically these are two theorems that it basically make this assertion. So the first one is like this. So we're given a matrix A in c to the n cross n. Given any small number epsilon greater than 0 there exists an A of epsilon which is a matrix which is going to be close to A in c to the n cross n that has n distinct eigenvalues and therefore diagonalizable is such that sigma ij equal to 1 to n aij minus aij of epsilon. This is the difference between corresponding entries of A and A of epsilon and added up squared values added up over all the entries is less than epsilon. So here aij of epsilon is the ijth element of A of epsilon. So this is the result. So basically it doesn't matter if a matrix is not diagonalizable you can find a matrix that is arbitrarily close to it and is also diagonalizable. So proof is actually quite straightforward. So since A is n cross n there is a U such that U Hermitian Au is equal to T which is upper triangular that is Schur's theorem. Let E be a matrix a diagonal matrix with E i in magnitude being less than square root of epsilon over n. So E i's each of them none of them is bigger than square root of epsilon over n in magnitude and we choose these E i's such that T 11 plus E 1, T 22 plus E 2, T nn plus E n are distinct. So can this be done? Can you always find E 1, E 2 up to E n with magnitudes less than square root of n such that T 11 plus E 1, T 22 plus E 2 etc up to T nn plus E n are distinct numbers? Of course you can because there are infinitely many numbers between 0 and square root of epsilon over n. You just have to pick some numbers such that and you also can choose the phase angles of these numbers to make them all distinct. So it's really very easy to choose n numbers such that T 11 plus E 1 up to T nn plus E n are all distinct numbers. Then the matrix T plus E has distinct eigenvalues which means that it is diagonalizable. So we've already seen that before that a matrix that has distinct eigenvalues is always diagonalizable and so basically we then have that if I consider U times T plus E times U Hermitian. So I am undoing this operation here. This will be equal to A plus U E U Hermitian. This matrix, this is similarity transform, it preserves the eigenvalues. So this matrix has distinct eigenvalues which implies it is diagonalizable. So it is similar to T plus E. So that tells us what we should choose as A of epsilon.  So and we have already seen that A of epsilon is diagonalizable. We just need to show that the Frobenius norm of A minus A of epsilon, the Frobenius norm squared of this is going to be less than epsilon that will satisfy this last requirement of the theorem. So then we have that summation ij equal to 1 to n mod aij minus aij of epsilon squared. This is the Frobenius norm and this is invariant under unitary equivalence and so or in fact it is invariant under similarity transforms and so this is equal to sigma i equal to 1 to n. I just need to consider the Frobenius norm of this quantity E which is diagonal. So I just need to add up over the diagonal entries mod ei square but each of these ei says at most square root of epsilon over n in magnitude. So ei squared is at most epsilon over n and so if I add up n of these I get that this is less than n times epsilon over n which is equal to epsilon. So basically A of epsilon satisfies the requirements of the theorem. The other theorem is goes like this. So again A is an n cross n matrix then for every epsilon greater than 0 there exists a non-singular S epsilon belonging to C to the n cross n such that S epsilon inverse A S epsilon is equal to T epsilon which is upper triangular and mod of tij of epsilon is less than epsilon for 1 less than or equal to i less than j less than or equal to epsilon. Of course tii you cannot restrict it to be small because tii's are the eigenvalues of A and so those may not be small but the off diagonal terms can be made arbitrarily small. So the difference between the two theorems is that in this case what we are doing is instead of trying to diagonalize A we are trying to diagonalize a nearby matrix A epsilon and we say that and there is a nearby matrix A epsilon that is diagonalizable and in this theorem what we are trying to do is we're instead of bringing A to a diagonal form we're bringing it to an upper triangular form with arbitrarily small off diagonal entries. We're getting it closer and closer to being so I won't go over the proof of this theorem it's some detail which will take me a long time to complete but you can see the text and in order to just there's the last point in this particular discussion there's one more theorem which is actually another extension of Schur's theorem and is useful for the Jordan canonical form which we'll discuss a bit later. So this is so again A is an n cross n matrix then and it has distinct eigenvalues lambda 1 through lambda k it has k distinct eigenvalues which and k could be less than n k can at most be equal to n with algebraic multiplicities so algebraic multiplicity is the number of times it occurs as a zero of the characteristic polynomial n 1 through n k respectively then A is similar to the matrix T 1 T k zero everywhere else where this matrix is T i is upper triangular n i cross n i upper triangular with diagonal entries lambda i so this theorem again I won't show the proof here but the proof it basically first involves using Schur's theorem to get an upper triangular form and then using a series of carefully chosen non-unitary similarity transforms that produce the this kind of an upper block upper triangular form um and uh and especially the zeros in the off diagonal terms without changing the diagonal or the upper triangular structure of the matrix T but this is good we'll use this later when we discuss the Jordan canonical form okay so next we'll discuss about normal matrices so this matrix is a diagonal right which matrix T 1 to T k this matrix similar matrix to A this would be diagonal right because this is upper triangular it's upper triangular so again keep in mind that this is a result which applies to any A which is of size n cross n so A need not be diagonalizable for this result to hold if I mean it is possible that you can you will end up with T i's all being diagonal which is possible if A is diagonalizable but if A is not diagonalizable but it has these distinct eigenvalues lambda 1 to lambda k then A is similar to an upper triangle this kind of a block upper triangular matrix uh the concatenation of upper triangular matrices along the diagonal where each T i is upper triangular with diagonal entries equal to the corresponding eigenvalue lambda i


Hi everybody, Joe for jaspyscasebreaks.com here with 2020 Bowman's Best Baseball 8 box pick your team number 17 all card ship No twins though no twins hits and all all twins cards even if they're numbered cards will be will be donated somewhere All right There's the case right there a very big. Thank you to all of these wonderful people right here Now if you have a little rooftop next to your name that means you won those teams in that filler blaster box We did Just a few moments ago if you're watching live, so thanks for hanging with me on a Thursday. Appreciate everybody getting into the action I'll tell you what if there's a there's a train whistle hit for the for the twins, then I'll I'll randomize it to someone in the group. We get out of five like twins base card We won't donate that we'll donate to someone in the break. All right here. We go boys and girls two autographs per mini box for 432 autographs in this break so a lot of hit opportunities the checklist is small Smaller compared to a lot of chrome break. So I think there's a tendency to see a lot of repeats I think so don't stress too much about that just the nature of the bowman's best beast I Kind of like the smaller checklist though because there's less of variance if you're chasing a particular player You can be like, oh, I'll just buy this team X times in a row and eventually Knock on wood, but eventually you would hope that you would be able to get that get that player Maybe stumble into a nice Low-numbered card to some color Baseball is in the air folks Yeah, I can start to feel it Was a kind of a warm day warm afternoon in In Southern, California in Hermosa Beach, so Kind of start to feel like a little spring a little summer That got me thinking baseball. I had a lot of sapphire breaks we did today We're gonna do more of those two Got me thinking baseball Hopefully we'll have a nice full season with few issues There's our first autograph rookie auto Trent Grisham. That'll be for Dean and the Padres Got rocket spurs on in the background, too Blake Snell the 250 for the rays. We got a Joe Adele die cut And a Spencer Torkelson nice Tiger is that's gonna be for Derek and Carlos with the rays gets the rays edition of Blake Snell Another autograph Nico Horner rookie autograph for the Cubs Patrick Cologne with that one Cubs starting their rebuild Nico Horner Probably gonna be a big part of that Emerson Hancock Seattle mark the set with the M's Ramon Laureano die cut for the A's There's a rookie Louie strong. It's just an insert though. And there it is. Whoa nice Josh Philo with the Washington Nationals gets the power producers Juan Soto autograph Nice. He's pretty good. I've heard of him Hang on a second next to box So good start so far so good Now TJ is saying in the first 16 cases that you were watching. We're on break 17 here He's saying he only saw one plate Was it auto? He's like we need to see another one. Yeah, I'd like to see a plate or a one-of-one some kind of one-of-one. Oh That's a nice plate a one-of-one trout says Jack I'm at Sean Paul's room magenta printing plate with an autograph. Wow. That'd be more plates in here somewhere All right, and after this We still have a little ways to go in this break But after this we're gonna go through looks like it's gonna be 50 plus orders and we'll keep adding to the schedule There is a late night tonight, so So keep filling up the breaks because We'll eventually do all of them There's Robert Hassel for the Padres Dean and his teammate or maybe future teammate for now It's teased junior right here to 150 Henry's doing a lot of work in the offseason There's Nico Horner franchise favorites autograph 35 out of 50 another one for Patrick There you go Pat Hubs rebuilding there's JJ Blede and there's Nico Horner again. I like that design there and there's a Brendan McKay rookie auto for the Rays Carlos with the Rays We should see him in action more often this year. I think he's ready to be a regular contributor There's Max Meyer For Miami Max Meyer for the Miami Marlins great alliteration there David Chan Wait, did I slide by a Luis Robert atomic back here somewhere? Oh, there he is Yeah, that's pretty that one's pretty good Alex with the white socks The whore Hale Faro to 250 die-cut Luis Robert and Patrick Bailey was there a Heston Kirkstad in there somewhere and we got a Heston Kirkstad in there as well For the Orioles Frank with that one Whore Hale Faro goes to Miami David with that one Nick York and the rest Patrick Bailey goes to the Giants that'll be for Mark Nation and next box Good luck another four autographs basketball fans Kelton Johnson 25 points That's off your Kelton Johnson rookies next group right here. There's Bobby Bradley to 50 That is for Cleveland Carlos Another Luis Robert on top for Alex just a regular base rookie There's Cade Cavalli For Josh and the Nationals There's a Jared Schuster for the Braves Mark Nation who won that team Got a nice atomic trout franchise favorites insert Nick Gonzalez Spencer Torkelson looks like that's a silver Torkelson by the way refractor You can tell the difference right there. That's just the base one and a Luis Robert autograph 108 out of 150 Rookie auto for Alex and the Chicago white socks nice Got that atomic parallel back there too a couple rookie cards not too shabby Tigers Derek Riley. We'll get both the all the Torkelsons There's Nick Gonzalez to 250 Pirates that's gonna be for Henry There's a Luis Robert power producers to 50 two out of 50 and Robert Hassel autograph for Dean and the Friars box form of eight here in figure team 17 probably have another 20 or so minutes left in this break I'll do a recap at the end too But another 20 minutes or so in this break and then we'll go through we'll go through a bunch of orders and see I know there's stuff sold out and we'll add to the schedule and see when your break is gonna happen Stay tuned for that out for the night. Yeah a nice Robert break so far Next box. We got a Tyler solders from For the A's that'll be for Joshua B. There's a Zach gallon Looks like a negative refractor. They're Logan Webb Giants Mark Nation Spencer Torkelson Bryce Harper And a Zach vene. He's pretty good too Rocky that's gonna be oh, that's gonna be for TJ. There you go. Teach. Maybe we'll find some ink for him later Another Torkelson there for the Tigers Derek Riley We got Jordan Yamamoto rookie autograph for Miami David. There's another Louise Robert this time to 99 it's another one for Alex V and the Chicago White Sox and a Brendan McKay autograph on that USA flag. That's pretty cool Carlos with Tampa Bay 79 out of 99 on that one. It's pretty cool. Next box halfway through the break raising gents There's been to any other big baseball moves Feel like the hot stove is percolating a little bit So obviously the big news was recently was Francisco Lindore Getting traded to the Mets Mets are crafting a pretty good team Looks like the Giants signs signed Alex Wood to a one-year deal I think Farhan Zaidi is up there. He's had some familiarity with Alex Wood Phillies to sign Archie Bradley MLB names Theo Epstein a consultant to the commissioner's office at the job Theo's hunting for next Commissioner Astro sign Pedro Baez It's interesting. I think they're working on extension with the tees jr But no offer made yet says the Padres GM White Sox to sign Liam Hendricks National sign Kyle Schorber. I think I heard that. Oh, and there's a Keston Heston Kirkstad Not Keston here, but Heston Kirkstad 52 out of 99 nice on-card auto for Frank and the Orioles He won the Orioles in that team random in that filler break And gets rewarded with the Kirkstad nice That national Schorber news happened a little while ago Rockies Michael Givens avoids arbitration Phillies interested in Archie or a Freddie Galvez that is met sign Jose Martinez Dodgers and Corey Kineville avoid arbitration Pirates trade Nick Turley to the A's for what that's worth Because that's about it for now and there's Nick York for Boston that goes to Jeremy Harder Yeah, Frank's happy about that Kirkstad one Soto to 150. There's to T speaking up to T's jr on Soto for Josh and There's Andres Munoz 26 out of 50 for the friars that goes to Dean Yeah, well Pedro Baez was pretty Was a little frustrating sometimes he works pretty slow when he's in When he's just You know has a has a bit of a lead and is just kind of working comfortably He seems to be unstoppable at times, but in higher leverage situations. I feel like I feel like he You know, he doesn't really Do well in those situations. There's Garrett Mitchell for the brew crew for Patrick. I feel like the numbers always look good At the end of the season you're like, oh, those are some pretty good numbers But there'll be just some some really frustrating moments where you're like, why is why is that guy out there? especially the playoffs I think I Think this year they just didn't really use him a lot in high leverage playoff situations because of propensity to maybe blow up Give up a lot of runs all at once untimely hits But as far as the regular season goes solid solid arm out of the bullpen I can't imagine that he got paid very very much Yeah, it's a short deal right? Yeah, two years option for a third escalators a buyout blah blah blah maybe around Bias is promised a total of twelve point five million over the course of the deal. That's not bad at all For a solid relief picture who's been around for a while That's about what it will cost What are the nationals pay Kyle shore? Sure, we're got one-year deal with a mutual option. Oh, maybe about 10 10 million. Oh Mute there's a mutual buy. That's not bad 7 10 million. All right next box It's ace a Lacey supposed to be a big big name for the Royal that's for Jeffrey An all-card ship of course, so you're gonna get everything ladies and gents There's Nico Horner again 004 out of 150 tubs hat It's no no no other big big baseball news after those big Lindor deals There's Justin Lang For the Padres Dean. I guess no ward on where Trevor Bowers going, right? We got a what about three three four weeks until pictures catchers report nice Spencer Torkelson purple to Tigers Derrick What anyone know the latest what what are the latest Trevor Bauer rumors? Chris Brian gonna get traded if I mean if they're They're break deconstructing the entire Cubs team There's Pete Crow Armstrong nice who has the Mets Richard with the Metropolitan's People people New York seem to really like this kid Mets fans Mets fans new ownership. I think that's gonna be huge It's me a huge turning point people might look at this season as the season that thing where things turned it turned around for the mess And there's max Muncie There you go Richard just what he was looking for Pick your team 17 has delivered Scott Blackwell With max Muncie world champion Dodgers. All right two boxes to go almost there Angels could use a Trevor Bauer I get any any team could use a Trevor Bauer really I'm trying to think of like teams with with good offenses that that could really twins could the twins use a Trevor Bauer Now they could use a Trevor Bauer Definitely use a Trevor Bauer Chris Brian on the Phillies maybe Jack's thinking. Yeah, I can't imagine I think Chris Bryant's on an expiring deal on on the last year of his contract this year. I can't imagine that They want to keep and they just want to try to trade and maybe and maybe maybe mid-season Trevor Bauer on the Astros. That'd be huge Verlander's not getting any younger. There's Zach Veen franchise favorites Where's George Springer gonna sign everyone seems to seems to point to? The Mets actually landing George Springer. What if the Mets got Springer and Bauer? They just said he said effort. There's Rangers. That's gonna go to Patrick Davis Imagine if they had a If they put Springer in the outfield, they've got DeGrom. They've got DeGrom Cindergarde. I Guess Bauer Carlos Carrasco Then wouldn't matter who the fifth pitcher would be That would be wild and there's Nick Gonzalez for the Pirates. That's gonna be for Henry Henry Benson Well, they got Strowman to right Marcus Strowman Yeah, I mean new ownership. You never know. I feel like the new ownership wants to make a big splash You know, maybe the first few years you just kind of have to Kind of say F finances, you know There's Nick York 89 out of 150 Red Sox, that'll be for Jeremy Jeremy Harder There's Kibrian Hayes, and we got a Mauritio Dubon Mark Nation and the Giants Pat thinks Toronto or Mets for George Springer Yeah, Blue Jays want to spend all this money looks not seeming seemingly one of the few teams that want to spend money during the pandemic You know that they're gonna want to land somebody Wait is are the Blue Jays even gonna play in? Toronto Yeah, Spiro is pointing out listen Steve Cohen made more last year than it cost to buy the Mets So yeah, he thinks he's willing to spend just throw money at George Springer and Trevor Bauer Richard said he read something where if he spent six billion on payroll He would stop six billion more than any other team. I mean, I think Mets fans are happy that they got to be happy that They've got some new ownership out there All right last box final four autographs We got Albert Alzolay is another franchise favorite Zach Veen Albert Alzolay autograph Pat with another cub Right, and he's an actual Mets fan too, right? I think he was like a He had a big Mets memorabilia collection is what I heard. There's Garrett Crochet a 150 There's cool with Maryfield Jeff with the Royals Yeah, that's that's good. That's good for for uh, for long suffering Mets fans under that ownership Now I wonder if people in New York are also thinking man if only Only the NYX ownership would sell It was Joey Votto to 10 4 out of 10 That's for David and the Red Legs nice Maybe a couple more a couple more to go We got Casey Schmidt For the Giants Mark Nation Another Luis Robert, that's right Another Luis Robert, that's a refractor And what else do we have? Justin Dunn Jared Kalanek. Oh, maybe I found all the autos already. Oh, no, there's the last auto Jared Duran Duran for Jeremy Harder and the Boston Red Sox. There you go, Jeremy I know Jeremy's been waiting a while for this break to happen Not too bad of a break. I think Got a few a couple autos a few autos maybe all right, and There you go boys and girls. That was eight box figure team 17 of 2020 bowman's best baseball Thanks everyone for getting in on the action Not that purple torkelson non-auto some nice autographs and brennan mckays A nice louise robert We had an atomic robert in there. We got a silver a refractor heston kirkstad So a lot of nice stuff the nicohorner franchise favorites auto Juan soto at the beat and early on So a lot of fun stuff and a lot of numbered cards and other things that are going to be top loaded as well Thank you. I'm joe for jazviescasebreaks.com. I'll see you next time for the next break. Bye. Bye