Welcome to the Knuckleheads of Liberty. Wikipedia actually did something very strange, and this has to do with the snow job that Leon was just starting to segue into, but Wikipedia had just changed the definition to, it had included two negative growth quarters, two negative quarters of GDP, and that was part of the standard definition, and then suddenly it got removed, and then they locked editing. So they are saying that that's what we're going with. And you know, this really disturbs me. I've heard, I think it's, Sanger was one of the co-founders of Wikipedia. Yes, and he's talked about this before too. I've seen an interview with him where he talked about how he thought this was going in a disturbing trend with Wikipedia, where they tended to be taking, you know, kind of left-wing narratives in some of their articles. And, you know, I have, I really think that what Wikipedia does is just an awesome thing that they put together this free encyclopedia, and I've been a donor to it before in the past, and I tell you, I really question doing that in the future if I know that this is just going to be some kind of propaganda mill now for, you know, the Democrat Party. Anyways, and not just this, and Leon mentioned too, you know, some of the other hacks in the media like Paul Krugman, I'll talk about him in a second, but what do you guys think about this? I mean, essentially the social media and some of these other information websites coming out and just going along with whatever, you know, benefits the Democrat Party, that suddenly the language just changes. And we've seen the same thing happen too, with I believe the definition of a woman has been changing on the fly too on a lot of these websites as well, and even dictionary type websites, just absolutely disturbing. So what do you guys think? It looks like we lost Tim. But you see, this is the problem, Jason. This is the big problem, is that we have the media and government getting together to provide the very disinformation they're trying to complain about, okay? Because since God knows how long we have always accepted the definition of what a recession is, but that's not good enough now because Biden is in the White House. Oh, we know that woman is all along. That's not good enough this because Biden is the White House. We've got to make sure that we have the right quote unquote the right definition to be so inclusive. But everything now is just left-wing politics infecting all of our lives. Whether we are talking about schools, whether we're talking about biology, science, economics, left-wing politics is all infecting it, and infecting it is a very bad way. And this is not good for our society in general because if science, which is really supposed to be the seeker of truth. Wait, Leon, when you talk about science in the sea, you're not talking about Tony Fauci, are you? Oh, not that science. You're just talking about science. Yes, because look at all the things that's going on that we've been talking about with COVID. And Fauci and them gave us all this damn nonsense, most of which now have turned out to be false. How many people died? I wonder how many people died because of the misinformation that came out because of COVID. Look at the use of hydroxychloroquine, which Trump endorsed. Well, Trump endorsed it, so everybody have to be against it. And they will, doctors will disqualify, they will try to take away people's license and all kind of stuff. And this is what's going on. The media and government is getting together to provide this information to the citizens of the United States. This is a bad, bad trend. This is not good for our republic. And we better be very, very careful where we go with this. Well, and quite frankly, I don't know whether or not something like hydroxychloroquine or anything else could have been a positive or negative, but the big issue is that should be open for discussion, especially among doctors. And they were literally suppressing anyone who did not go along with the who's narrative or whatever narrative that the Biden administration was given later on with the COVID issues. Well, just to run this up, Jason, it is now known that hydroxychloroquine and ivermectin are very effective treatment. When given early, a very effective treatment is a therapeutic, very effective for treating COVID. The research is there for this. Some of it came up when we were in Las Vegas in that presentation. I think you saw the presentation too. That those things are effective treatments, but Fauci and company were suppressing it because Trump in those times, he didn't endorse ivermectin, but he certainly endorsed hydroxychloroquine. But these people under this information thought that was a bad thing because they wanted to push the vaccines. Well, yeah, as far as echoes, and I don't think I saw that particular one, but I, you know, I certainly understand what you're talking about, but I don't want to digress too far though into COVID at this point, but I get your point is that this is infecting everything, you know, this redefining of the language and shutting down debate and saying that you are the science and nobody else can talk, which is the most unscientific thing you can say. Speaking of unscientific scientists, let's talk about. I just want to say one thing about Wikipedia if I could. Okay. Yeah, just it's right there next to go fund me every at the end of every year around December, Wikipedia puts it out to help contribute because they're they just depend on contributions, blah, blah, blah. And I've typically given them money at the end of the year. That ends as of now. Okay, Wikipedia, then it wasn't much. I'm sorry, but I hope you go under again. I hope every all these so called, you know, free information sites that that are only free by maybe direct cost, but they're they're not free to speak as they, you know, it's not a free platform. In other words, anymore, it's gone. No longer does it serve a purpose for me. So therefore, they can go pound sand.  I don't think though that Wikipedia is not that type of thing. They're not selling your information as far as I know or anything like that.  Yeah. Exactly. And they're steering the content, I guess. And that's one of the issues.  It's just really sad to see it go in this direction. Hopefully it can be fixed and not thrown out.   It's, you know, they're probably plenty of people that will give them the money I don't give them anymore. So they're not going to get it from me. That's all I have to say. All I can do, the only way I can control, I can't control what they do. I can just control whether or not I give them money. Exactly. And hopefully that signal gets through to them loud and clear. Right. Exactly. I hope, I hope and pray there's a market solution to this problem because too many, too many, too much of our high tech is ended up in, in, in left, in left-wing hands and it's causing some real problems in our society. But I hope there's a market solution to this problem. I really do. Yeah. Life, liberty and the pursuit of happiness always and forever.


Hi everyone, this is Chico. Welcome to my channel and welcome to another live stream which is actually sort of a little segment that we're doing that we're doing this as a restart in a math tutoring session drop in math during session number 70 that we're doing right now. And I'm just doing this little segment because we're going to need this information for videos that we're about to do regarding investing in personal finance specifically investing in personal finance and comic books in relation to calculating return on investment and annualized return on investment and extrapolating that into the future. Okay and just so you know if you want to follow this work I am on patreon patreon.com forward slash chico if you want to know what this work is about which is basically layered on mathematics almost everything that we've done over the last 15 years is being linked up through the realm of mathematics and this is one place we're taking the next step when it comes to the comic book videos that we've put out right so if you want to follow this work you can follow this work on patreon I don't put anything beyond paywalls everything's creative comments share and share like if you believe that this work deserves your support supporting this work through patreon is a fantastic way to make sure we continue to produce what it is that we are producing and for those of you that was supporting this work on patreon thank you very much for the support and that little zombie that just popped up we are live streaming on twitch twitch.tv forward slash chico live ch-y-c-h-o-l-i-v-e if you want to participate in these live streams in the chat that's going to pop up here twitch is where you want to be at and for those of you who've been participating in these live streams dropping in these live streams subscribing following sharing commenting mods for being here thank you very much for the support hi i'm chat there's dolphin mentioning where the chat shows up okay and aside from that we have a whole bunch of places platforms that we share information mines gap vk alo parlor gap twitter we do have a discord page we do upload audio to soundcloud which should be available as a podcast on spotify and itunes and we are uploading to censored to pitch you to rumble and if we have enough points we do upload to odyssey as well aside from now let's get to this little little teeny we need bit of segment that we're about to do in this drop in math tutoring session number 70 and this video is related to a couple of other videos that we put out in a few years ago one of them was a maximizing revenue question which is related to compound interest right and i'll provide the links in the description of this video and the other one was a return on investment sort of calculation video that we put out in asmr mathematics and they were both asmr math related and personal finance investing and economics related and that video regarding return on investment was basically us taking a look at the movement in relation to us dollars canadian dollar versus canadian dollars versus bitcoin because there was a lot of fluctuation happening during a cryptocurrency period at time and people were sort of freaking out regarding the drops in the movements up and down and stuff like this and we sort of did a little bit of calculation and showed that even in currencies of countries specifically canadian dollars versus us dollars there was a certain five-year period there where us dollars lost 40% of his value relative to canadian dollars and that was sort of in relation to how bitcoin was moving at that time right so return on investment is really relativistic depending on what time frame you're looking at right now let's do this little explanation of where return on investment is and return on investment is basically us trying to figure out how much money we've made regarding a certain type of investment that or bet we might have placed in certain markets right and the formula is really straightforward the formula is present price of something that you might have bought minus the price paid for whatever you might have invested in right price paid divided by price paid now this formula flips depending on you know what people are talking about what they refer to us to and we multiply this by 100 because we want to represent it as a percentage because we want to talk about this thing as percent growth right now what you could write this as price this shouldn't be on their price paid right there's no fraction there right some people say refer to this the price paid as original price future price right present price or remind us original price however way you want to look at it but the best way to understand how this formula works is just use it right so let's assume we have the following example question right or example number one let's assume you bought you bought bought an item an item at let's say 50 dollars okay present price price of item is now 125 dollars what is your rate of return right is 125 dollars present price of item is this much now right what is your rate of return rate of return ROI rate of return right rate of return rate of return our rate of investment well we call rate of return by rate of investment basically investment present price is 125 125 price paid was 50 dollars divided by price paid 50 dollars times 100 and I usually don't include the times 100 we get the decimal and we treat that as a percentage we convert it to a percentage which basically means moving over the decimal place to two places but you can put times 100 and you got to remember that you're in percentages right so this becomes 125 minus 50 75 75 over 50 times 100 right now we need to do this division now before we do this division we can simplify this right what number both goes into 75 and 50 right and we've talked a lot about simplifying fractions in series two of the language of mathematics right well 25 goes into 75 and it goes into 50 how many times is 25 going to 75 it goes three times how many times is 25 going to 50 twice right so this is really three over two times 100 right well three divided by two is 1.5 1.5 times 100 so when you multiply 1.5 five times when you multiply 1.5 times 100 how about that Tony 1.5 times 100 is 150 and remember we're talking percentages that's your percent right that's your rate of return 150 percent right what does that mean it means if you invested 50 dollars in something and sold it at 125 dollars you had 150 percent return on your original investment right you made 100 percent which is your 50 dollars plus 50 percent more 50 percent of 50 dollars is 25 dollars so 50 plus 25 is 75 dollars which is what we had 125 minus 50 75 so you made 150 percent return on your original investment rate of investment right ROI rate of return I guess I call it rate of return but they call rate of interest rate of investment right is that clear that what that's what ROI stands for return on investment so not rate of investment return on investment let's call this correctly right return on investment return on investment now keep this in mind so let's assume you bought an item at 50 dollars a year later your item was worth a hundred and five hundred and twenty five dollars right calisthenics hey chicho this isn't really related to the current stream but I wasn't able to catch one recently a while back in the stream about movies you talked about a history of I bought it on blu-ray but didn't get to watch it look oh dude you're gonna love it you're gonna love it beautiful movie so let's assume we change this question or add a second part to it right I'm gonna erase this part so the answer to the first part you bought an item at 50 dollars present price is this your return on investment question one would have been what's your return on investment question a so I'm going to erase the top as well by the way let's erase this as well I want to copy this up here and we already answered the first question right question is you bought an item at 50 dollars present price present price I'm going to add a little caveat in there present price a year later a year later is now 125 dollars okay let's modify the question a little bit that question a was a was what is your return on investment and we did the calculation we got 150 percent because this is what we did return on investment was present present value minus price paid divided by price paid times 100 which equals 150 percent that's what we got right here's question two part b what will your item be worth assuming you have the same rate of investment or return on investment rate of return return on investment right what would the price of your item be 10 years from now if you assume you're getting the same return on investment per year right what will your item be worth whoops worth if your roi's roi stays the same the same for 10 years okay and this is your compound interest formula compound interest formula says this a is equal to p one plus r over n and t right that's how much money you're gonna have this is how much money you started with or is your interest or return on investment this n is the compounding period that's an n that's an n and t is the time period in years now we're not going to be compounding per year if you want to know what the compounding means reference the video that we're going to link up in the in the description here so we're just going to simplify this equation to r and t if that's the case then this is what we do we start off with 50 dollars right and we're going to assume cumulative 10 years from the time we bought at 50 not from 125 right so our original investment is 50 dollars one plus our rate of return or return on investment is 150 percent now percentages you really don't use in equations as percentages you need to write those as decimals right you got to get rid of the percent and if you get rid of the percent 150 percent is 1.5 right okay let me make the decimal bigger so this becomes one plus 1.5 1.5 to the power of and this is exponents right we've done a lot of work on exponents before 10 because we're going to look 10 years into the future to the power of 10 so this is going to be 50 2.5 to the power of 10 right let's see what our 50 dollars is going to be now it's going to be huge now i'm just going to bring up my calculator on my 2.5 to the power of 10 wow times 50 wow that's a lot of good hard-earned money at 150 return you're going to have four seven six eight three seven thousand dollars right that's crazy that's a lot that seems a little too high for me is that true is that true wow we can do a check right we can do a check just straight up right we started off with 50 we're looking 10 years down the road so all we got to do is multiply this by 1.5 10 times right so manually you can check it you could go 50 times 1.5 oh wait a second 75 75 oh yeah and then we're gonna add it right because your original investment is there so it's times 1.5 plus your original investment which was 50 which kicks it up to 125 right so it's not just multiplying by 1.5 it's multiplied by 1.5 plus add the previous amount so the next one is going to be so plus it becomes a pain in the ass to do it manually by the way right so plus 50 that's 125 times 1.5 you get 187.5 plus 125 because that's what you started off with so now your money here would be 212.5 right now you got to multiply by 1.5 again times 1.5 which is 31875 plus what was it 212 212.5 now you're at 531 25 531 do this 10 times you get this right nice nice if only you could find a place where you can invest your money that has grown to 150 per year that's pretty sweet that's pretty sweet right now that's the other calculation that we're going to be doing when we're looking at personal finance investing and return or yeah return on investment in comic books or collectibles how you do those calculations right now there's another calculation that you can do right what if this return wasn't over a one-year period what if this return was over an extended period and you want to figure out what your annualized rate of return was so you could actually do this calculation and look into the future right let me explain to you what I mean here okay take a look at this thing I'm going to take this guy down watch this I'm going to take this whole thing down now what if instead of using words lots of words I'm just going to draw little arrows and stuff there are loan sharks who charge these kinds of rates yeah indeed they're credit card companies take a look at this thing what if what if you invested 50 dollars right and the matter of and the matter of six years now the reason I'm using six years is because our first comic book haul that we did was in 2015 the video that we put out in February 2015 and we're in February 2021 right now so six years have gone by and I've put the put the spreadsheet together and it was a six-year calculation where we had to figure out what the annualized rate of return was right that's the formula this is the process that we're using in the spreadsheet so just imagine you invested 50 dollars into something and that 50 dollars turned into 125 dollars in six years six years now what we have here now is I should write these a little nicer right in six years so six years later six years you get 125 it's still not bad right you consider yourself getting good returns if you're doubling your money every seven years in six years we've gone up 150 percent but what we want to do because this if this was 2025 this is 2021 what if you want to figure out how much money you're going to have in 2030 how much will you have how much will you have in 2030 right this is sort of projecting right if you're doing your personal finance if you're putting your money somewhere you're getting a certain rate of return right or return on investment what you want to do is you want to do the calculus extrapolate that out into the future so you know how much money you might have banked or how much money you owe someone if you're not banking it you're paying it ouch right but to do this calculation we need that yearly return rate we need to know the rate of return yearly rate of return right annualized rate of return because this is over a six year period so we want to know what the percent the rate percent here is into 2016 right on average over a six year period so this percent the r is going to be the same for 2017 18 19 20 and 21 okay clear this is the way we do it we use the compound formula again wow wow wow right real world math elder god how are you doing check this out our compound formula was this the amount of money you're going to have is going to be your principal p what you started with in our case is $50 times one plus r to the power of t t is your time r is your rate of return right or return on investment p is what you start with is what you have or what you're going to end up with now in mathematics if you have one equation you can solve for one unknown if you have two unknowns you need two equations three unknowns you need three equations four unknowns you need four equations now for us take a look at this thing we want to figure out what the rate of return or return on investment is going to be on a yearly basis based on this growth right that happened over six year period so what we're going to do is we're going to put 50 for p because that's what we started off with we have the data for six year period we know in six years our $50 turned into 150 so this is our hundred sorry 125 the time frame is six and r is what we want to calculate right so if we do this calculation we can figure out what our rate of return is or return on investment is or the interest that we're getting paid back is let's do this it's just straight up algebra and this this is about how to move around an equal sign and we've put a lot of videos out on this stuff right so what you end up doing is divide by 50 divide by 50 that gets rid of your 50 here in your first trouble spot basically to solve for an unknown you undo what's being done to it right and if you do anything on one side of the equation you got to do to the other side of the equation that's the definition of an equation right so we do this on this side now we got one plus r to the power of six this we already did well what does this happen what number goes into 125 and what number goes into 50 well 25 goes into both 25 goes into 50 twice 25 goes into 125 five times right okay make sense so this is just 2.5 five divided by two is 2.5 is equal to one plus r to the power of six we still need to undo what's being done to the r well if you follow bed mass brackets, exponents, addition, multiplication and all your stuff you do that backwards when you're solving your equation so you got to take care of the exponent first you can't take care of the one you want to get r by itself that's the point of solving the equation so what you do you take the sixth root of this right the sixth root of this kills off the power to the sixth right so this becomes one plus r now and this is the sixth root of two oops two point five and then what you can do is grab the one and bring it over so this becomes r i'm just going to write r here because it's easier i like my variables to be on the left side r is equal to the sixth root of 2.5 minus one that's your rate of return that's your return on investment that's the r we're looking for that's that r once we calculate that we can calculate what our return is going to be in 2030 so all you got to do is punch the scent and by the way this the sixth root of 2.5 is 2.5 to the power of one over six minus one that's what it is right because let me write this so you see it better six right we've talked a lot about exponents and radicals in previous videos right so 2.5 to the power of a bracket one oops divided by six close my bracket equals that minus one we get 16 we got 0.16499 so you get let me write this down 0.16499 right now we're not going to go that many decimal places we're just going to go 16.6 point point 165 we're going to round this up right so this is 0.165 which is equal to 16.5 percent annualized annualized return on investment or rate of return okay hello fan james bond right so your return on investment would be 16.5 percent per year which is pretty good very good very very good right so this is annualized annualized return on investment would be this guy right now all we got to do is go back to this formula and punch in 50 year for a principle and stir all that elegans that's nice we put in 50 year we put in 0.165 here what's the time frame from 2015 to 2030 15 15 years here and we'll know how much money our investment will be in 2030 so let's do it let's kill all these guys down here now we're coming back to this be oh he is not that the first part by the way if you're doing this if you're doing this on uh exam at school or anything like this you wouldn't be racing anything you just continue your work right but we're at our space we need to erase so your money that you're going to have at 2030 how much money you're going to have in 2030 let's write this out how much money you're going to have in 2030 is going to be how much you started off with which is 50 dollars one plus what was our r value it was 16.5 but you can't 16.5 percent but you're going to punch that in as 0.165 right 0.165 and we're doing the calculation up to 2030 which is 15 years from 2015 right so to the power of 15 let's figure out how much money we're going to have with a 15 50 dollar investment at a rate of return annualized rate of return of 16 point actually let's do this in red so we know 16.5 percent right there let's do this yes annualized annualized and rate of return or return on investment is 16.5 percent right that's what we're going to punch in that's the number we're going to use so it's going to be oh i was just going to use the calculator so this is really just 50 1.165 to the power of 50 Let's see what comic book we bought that's going to be worth how much. So 1.165, oops that didn't work, 1.165 to the power of 15 is equal to 9.883 times 50 which is 494.15 cents, 494.15 cents, that's how much your investment would be worth in whatever item you bought at 50 dollars if you're getting an annual annualized rate of return or return on investment of 16.5% it's like saying that's how much interest you're being paid per year over a 15 year period if you had your investment for 15 years so you almost made 10 times your money okay cool i must say the interest sucked no the interest is really good 16.5 percent waste is appreciation indeed appreciation now if you had borrowed 50 50 dollars and you were paying 16.5 interest that's how much you owe them in 15 years depending on what you're buying the borrowing the money for right i just wanted to cover that because this is going to be the formulas the process we're using for the comic book videos that we're doing okay that the tables that we've created that we're going to talk about in four days and this is what we're going to be referencing generating tables for for for some if not all of the comic book haul videos that we've made because we're going to generate all the data and take a look at because i've already started creating a table and it's really cool how some of the you know what's going on with the return on investment regarding some of the comic books even for the same runs so i found that interesting so it'd be really cool to share that okay gang there's chat coming up if only savings account had that rate indeed ramy the nosaurus hey so my friend gave me gave me a problem you start with five hundred dollars on on a row you put spending on that okay i'm going to read these things sorry i just hope okay we'll take a look at it but let me erase this let me do my little quick quick quick quick outro of this because this segment we're going to be pulling out of this live stream so gang if you're watching this as a standalone for return on investment and rate of rate of investment return on investment rate of return and stuff like this compound interest which is going to be this is going to be the video that we're referencing with comic book stuff which again there's two main videos that we had that would be in the description of this video i hope you found it useful we're going to be adding more formulas to the spreadsheets and doing more calculations but for now this is pretty cool because at some point we're going to start graphing the data and see what's going to happen over time regarding some of the comic books that we've bought and previous comic book calls and if you want to follow this work if you want to support this work we are on patreon and if you want to be here live during these live streams participating in discussion twitch is where you want to be at we do announce these live streams 30 minutes before we go live on mines the alovk gap parlor now it's back online and twitter we do have a discord page you can find that multiple links all over the place audios we sound upload to soundcloud and this video will be uploaded to censored to pitchu rumble and if you have enough dough we'll upload it to odyssey as well aside from that i'm going to go back to the chat thanks for watching this little short segment


Hey everyone, welcome to today's day trading recap, Tuesday, December 29th. Beautiful morning of trading today. Got back a little what we botched up yesterday, so it's amazing what happens when you follow your rules and you do what you're supposed to do. Plus 15.11 today, $1,511 just took five mighty 90 trades. Just a small scratch basically and Apple for minus 39.  Microsoft plus 220, Netflix plus 860, my biggest winner.  So good stuff. Didn't take any pairs trades, didn't take any runners. We were done after the first hour of trading after the market opened. Didn't really see any other opportunities, didn't really feel like forcing it or staying in front of our screens any longer. So a nice $1,500 day in just the first hour. So that is it my friends. We'll be streaming live Wednesday tomorrow and then off Thursday and Friday. So look forward to seeing you then, cheers.


A fiery horse with a speed of light, a cloud of dust, and a haughty high old silver, the lowl ranger. With his faithful Indian companion, Tato, the daring and resourceful masked rider of the planes led the fight for law and order in the early western United States. Nowhere in the pages of history can one find a greater champion of justice. Return with us now to those thrilling days of yesteryear, from out of the past of the thundering hoof feet of the great horse Silver, the lone ranger rides again. The westbound stage rattled and swayed crazily along the trail toward the town of Copper Butte. The wounded driver found it almost impossible to stay on the swaying seat. He gripped the seat desperately. He'd lost the reins and the horses running wild were wild-eyed and panic-stricken. They could do nothing to stop the runaway, nothing but shout. People in town saw the stage approaching. They knew that something had gone wrong. They watched the oncoming stage and cried out as they watched. That stage was running wild. Hey, look, life's been wounded. Get clear. Get out of the way.  Someone's got to stop those horses. Everyone cried out as the stage grew near, but there was just one individual who took action. It was an Indian who raced toward the side of a building and followed to the back of a paint horse that stood waiting. It was Tato, the Indian companion of the lone ranger. He dashed in from aside, then swung parallel to the runaway team. Without regard for his own safety, Tato leaned far out to the side and flushed the bridle of a lead horse. Hold there! Hold! Hold! That's the engine! Pull it down! Hold! Hold! Hold! They're stopping. Keep at it, engine! They're stopping. You've done it. I expected the stage to spill over almost any minute. Hey, what happened? They're wounded, they. Tell us about it. Hey, what's it all about? What made the horses run wild like that, Dave? What happened to you? As the townspeople crowded around the stage, they're interested in the driver and the wound in his shoulder overshadowed the interest in Tato, who welcomed the chance to draw back and mingle with the crowd. What happened to you? Now, hold on, folks. You saved your questions for a time. I got nothing to say until I've talked to the sheriff. Where's the sheriff? Hey, Sheriff, Leap wants it. Yes, sir. Come here. Let me through there. All right, sir. Good heaven, Leap. How'd you get shot? Who did it? Sheriff, that's something I want to know. The critter wore a hood over his face. A hood? He had the drop on me. I went for my gun and he fired. Robbed the stage? No. Well, if this hood of critter didn't want to rob the stage, why'd he step here? If these people back in, I'll show you. You heard him go on, move back. Keep his room. All right, boys, come on. Help me down from here. This room's downright inconvenient. Yes, give me your hand, Leap. Rest until we get back. Back some more. Yeah, come to the door. Open her up and you'll see why the stage was stopped. Thank her. Yep. Yes, indeed. I reckon so. That's why the hood of critter stopped us. I'll tell you just what happens, Sheriff, and you can figure it out for yourself. He's giving you two fags. Well, you see, I was just on the other side of the flats when this horseman rode out from behind cover and made me pull up. Waiting for you, eh? Must have been. I rained up thinking it was a hole up there. Yeah. But it wasn't. The hood and man didn't even try to find out what was on the stage. They just rode up to the door beside the banker and shot point blank. I reached for my gun. He snapped a shot my way and emptied the rest of his bullets in the banker whipple. Just gun him for whippin'. Right. Hey, uh, is Lemmeck with us around? Right here, Sheriff. Where's Mike Samuels? I'm here. You want to see me? Yeah, both of you go to my office right away. I'll meet you there. I want you too, Bart. Me, Sheriff? Yes, you. I aimed a question all three of you. Total watched as the Sheriff took the three men into his office. Then the Indian moved to a side window where he could see and hear what went on. Now, boys, I don't intend to waste no time. Bank of Whipple's been shot dead by a hooded man. Well, if you think that I did it, why... You might have been sheriff instead of me if Bank of Whipple hadn't pulled against you in the last election. Isn't that so? Yes. You vowed you'd make him sorry for beating you. I vowed that, but I didn't mean I'd kill him. That is for you, boy. You can't accuse me of murder. You've had a grudge against the banker because he wouldn't let you and his daughter get married. But that's no cause for me to kill him. I didn't... Let's take Mike there. If you think I killed him just because he foreclosed the mortgage on me, you better think again. Hence, all I know is that the banker is dead. You three are the only ones I know that had any grudge against him. Now, how do you stand for alibis? You first, Lim. Where were you during the past hour? Well, I... Let me see. I guess I must have been near my south line. I went there to check up the line fence. Then you proved that? I was riding alone. How about you, Mike? You got an alibi? I was in the cafe most all morning, Sheriff. I left about an hour ago to visit Wolf Larson, but he wasn't home. So I came back to town just as a stage commander. Can you prove where you were during the past hour? No, but that... Your turn, but... Where were you? I've been home, and I've been alone. I can't prove I was there, but by thunder I was. Then not one of you got an alibi. Any one of you might have killed the banker. Well, I didn't. No, I... Don't look at me. I didn't do it. You all had a grudge. That's a motive. Hey, Thunder, I think Whipple's killer is right here in this room. Today I'm going to find a way to pick him out. The Sheriff spent the rest of the day visiting the scene of the murder and studying what meager clues there were, but he found nothing of importance. He went to his office early the next morning. As he was about to unlock the door, he heard his name. Sheriff Conroy. Hey, what? Mashed. Open your door and go right in. There's he here, Mr. We'll talk inside. Sheriff, I came here to talk about yesterday's murder. You, uh, knew something about it? We found the place where the murder was committed. What about it? You saw that, didn't you? Yes. And there were a few tracks of a horse, but they were soon lost on the lava bed. Tonto and I found some other tracks. Tonto. That's the name of the Indian who stopped the runaway stage team. You, uh, knew Tonto? Yes. He's my friend. Yeah. Oh, mister, tell me some more, um, what other tracks did you find? They were the tracks of a horse and some small animals. They showed that the horsemen stopped for some time a short distance from the scene of the shooting. Sheriff, I think that man saw the murder. Yeah. Furthermore, I think he followed the murderer and found out who he was. How could he follow the killer's tracks if I couldn't do it? Because, uh, he had dogs. Dogs? My gully. Dogs, you see? We saw where he and the dogs moved up to the scene of the murder, then followed the murderer's trail. To the lava bed? Yes. We couldn't follow tracks on the lava because it was too hard to show any trail. But dogs could follow the scent. What you've told me is important. But I'm right importantly. I thought it might be. Um, there's, uh, just one man who has a dog, Peg. Yes? That's Wolf Larsen. He's got six dogs that are trained to hunt wolves. Larsen lives on bounty. He might be able to name the murderer. Wait, let me think this out. I was wondering about Larsen. He never had any cash to spend on drinks for his friends, but last night in the cafe, he was spending money like it was water. He was? I wondered where he got that cash. I better know what you've told me if it's right in. Good. Yes, siri. Wolf saw the murder. Then he used the dogs to track down the killer. He got paid to keep his mouth shut. That's just about the size of it. Where does Wolf Larsen live? Well, he's got a shack in the woods about a mile north of town. When are you going to call him? Right now. And I'll go with you. Yeah.  Oh, that's unimportant. Why, you must. Because I don't care to show my face. Don't you think it would be wise if we called on Wolf as soon as possible? Well, yes, I guess you may as well come on. When the sheriff and the Lone Ranger entered the woods, they had to slow their horses to a walk. This made it possible to carry on a conversation. And Sheriff Conroy looked as though he wanted to ask questions, but for some time he kept quiet. For several minutes, the only sounds came from the horses hoops and the dogs at Larsen's cabin. Finally, the lawman turned toward the masked man. Hey, look here, Miss. Yes. I've been doing some thinking during this ride. Have you? I've heard about an Indian named Tando and a horse called Sylvie. The man that rides that horse. Hey, tell me one more thing. Are those bullets in your belt made out of Sylvie? Yes, they are. I see. Now I understand things a little better. I couldn't figure out why a masked man would help me solve a murder. But now... Those dogs always make that much noise. Yeah. Wolf figures they work better if they're a little hungry. So we don't feed them much. Oh. There's a shack where they'll be on. Well, if you can persuade him to talk, he may solve yesterday's murder. He'll talk all right. I'll see to that. If Larsen knows anything, I'll get it out of him. Dogs are quieting down some. Yes, they're watching this damn right curious rain up here. Right. Oh, Silver, oh boy. Don't worry about those dogs, they're pinned up tight. Anything caught up? Oh, I wasn't worried about them. I'm surprised that Wolf hasn't come out to see rooms here. Maybe he's still sleeping. Hey, Larsen, open the door. Maybe he's not home. Open that, Wolf. It's me, Conroy. It's not. Come on in. Right. Yes, he has old blankets over the window. These bunks open this corner. I can see better if we un-come with one of the windows. Yeah. Pull down the coming on that one. Let's move like it. Hey, look, the bunks empty. Maybe Larsen got up and left the house earlier than you thought. I don't know what I've seen. The bed's not warm. He hasn't been in it recently. He might have stayed in the cafe all night. Maybe he slept there, but he's been mighty unusual. What's that dog? He goes to a sort of lean-to that Wolf uses for a kitchen. Whatever, look in there. See if he's built up a fire this one. A bit of old things. Look at him sleeping on the floor. He sure did have a time, Larsen. Come on, Larsen. Larsen, shine. New day's coming. It's near half. Go on. Wake up, Larsen. Just a minute, Sheriff.  He looks like he's sleeping. He's not. He'll be. That Wolf Larsen is dead. And it looks like the second murder. The curtain falls on the first act of our Lone Ranger story. Before the next exciting scenes, please permit us to pause for just a few moments. Now to continue our story. After finding Wolf Larsen murdered, the Lone Ranger left Sheriff Conroy and hurried to a small camp where Tato had been waiting. They took the masked man but a few minutes to tell his Indian friend about the latest development. Then after the Sheriff and I compared notes, we came to the conclusion that Wolf Larsen knew the murderer and demanded money for silence. The killer gave him some money, which he spent last night in the cafe. That's right. And the killer realized that he'd probably have to go on paying Wolf Larsen.  That's probably it. Seems like a good explanation. That's right.  No, Tato. He was careful to hide his tracks. And he's smart. The Sheriff told me about three men. Oh, we tell you about three fellow, too. Yes, Tato. The Sheriff named the same men that you did. Len Winter, Bart Baker, and Mike Samuels. He gave me a few facts about each one. Len's a small rancher. Bart's a cowhound and Mike lives in town. He had a ranch but lost it to the bank. All three had grunge against Whipple. As far as the Sheriff knows, they're the only ones with a motive for murder. Can you hear it? A wolf. Ah, plenty wolf around here. Yes. That's why Larsen was able to make a living. The cattleman lose a lot of stock to wolves. They're glad to pay a bounty. Tato, I have an idea. If one of the three suspects is a murderer, we might be able to trap him. Ah, trap him like wolf, huh? Yes, Tato, just like a wolf. I wonder if it could be done. While the Lone Ranger and Tato proceeded with their plans, Sheriff Conroy carried on his investigation of a second murder. As in the case of the first, his suspects were restricted to just three men, Mike, Lem, and Bart. That predator, one of you three, is lying. We're going to stay right here in my office till I find out which one it is.  Lem, listen to me a minute. One of you three is guilty. That's a dead sure thing. One of you is guilty. That means that the other two are innocent. Now, I don't want to make a lot of trouble for a couple of innocent men. Why don't the two of you that are innocent try to help me instead of holding back and being antagonistic? Hey, what the? An arrow. It comes through that window. Just missed me. I felt the wind of her. Can't do that and get away with it. Wait, hold on. There he is. That Redskin all the way on. You're getting his horse. Now, so am I. Mike, hold your fire. Like fun, I will. Fire again, Mike. No, no. Fire at me. You missed him. Hold it, Mike. Stop it. Ah, gone at the murder, and Redskin got away.  That idiot's name is Tondo. I don't care what his name is. That arrow just missed me. He wasn't fired at you, Mike. Well, he's... That's the Indian that stopped the runaway team yesterday. What? He fired that antler and threw the window to send me a message. I'm going back inside. See the message, fasten the arrow. I'm gonna see what it says. I thought the arrow was fired at me. What is the message, Sheriff? What's it saying? Is anything important? Maybe it is important. Maybe it's mighty important. You three stay here in my office for a minute. Where are you going? I've got to go to the back room. I want to see about something back there. I don't know. You go away. How long have you been here, mister? Just a few minutes, Sheriff. Sorry that Tonto's arrow made such a disturbance, but I had to get word to you to come to this room. Yes, you were right. I didn't want those three men to know that I was here. Sheriff, are you still convinced that one of them is a killer? Yes, you, um, put him hanged if I can tell which one it is.  Sheriff, do you remember Larson's kitchen? What about it? The door was standing open. Yeah. There were six eyewitnesses to his death. Six. They don't serve you? The dogs. Larson's dogs? I'm sure they must have seen the murderer, but it really doesn't matter whether they did or not. They'll find the killer for you. Oh, now, wait a minute. They was bloodhounds or something like that. There might be a chance, but there was an honor in no account that critters can't do nothing but trail wolves. They don't know nothing else. They might start on the trail of a killer, but they'll leave it as soon as the wolf trail crosses it. I think you're wrong. Well, I'm sure willing to be shown I'm wrong. I'd like to clean up those two murders. Will you do what I say? I'm ready to try anything. Where are the dogs now? My deputy's taking Cabin. Then tell them I can get them from your deputy? Yeah. Halfway between here and Larson's shake. All right. Well, you take those three suspects to Larson's cabin, leave their horses there, and go by foot to the top of the ridge. Is that clear? I can do that all right. Don't let them know why you're doing it until you reach the ridge. Well, you know, at least we'll flush this place. We're going to leave our horses here and take a walk to the top of the ridge. And me with my bum feet. At the deputy's house, Tonto and the Lone Ranger stood inside a small enclosure with the six lean dogs milling restlessly about them. Just beyond the pen, the masked man's horse stood ready and waiting for a fast trip to the top of the ridge. It'll be funny whenever we are, Tonto. Uh, it looked like dogs can be ready to go. Yes, they look pretty fierce. I think they'll do all that's necessary. Well, that's about time we get started. The sheriff and his three suspects should have reached the ridge by now. Ah, you sure to keep ahead of dogs? That's up to Silver. Give me about a 200 yard start, then you can release them. And Tonto, do it. You can follow the dogs. He said it. Don't step over the fence and get going. Dogs don't like to see you leave. Do it again. Take it easy, boys. Maybe you'll get fed pretty soon. I don't forget your part, Tonto. Huh? You know? Steady there, Silver. We're traveling now, old fella. What's the matter?  It's all right, fella. Don't worry about it. Easy now. Come on, Silver. As the masked man raced away, the six big dogs barked and leaned at the gate as if desperate to take up the pursuit. Tonto waited, watching until the Lone Ranger traveled about 200 yards. Then he threw the gate wide open. Now, you fellas, go! And now, Tonto, go! Get him up, scoundrel! Despite the complaints of his three companions, Sheriff Conroy didn't pause on the uphill walk until he reached the ridge designated by the Lone Ranger. There he called a welcome halt. There you boys can rest. It sure was a walk from a man that ain't used to using his legs. Oh, my feet are killing me. Sheriff, you'd better have a mighty good reason for all this. I'm surprised that you can't guess a reason. I'm out to find the one who killed Whipple and Larson.  I gotta hide since the truth had come out before long. You see, I'm pretty sure the same hombre killed both men. He might have been safe if he'd quit after the Whipple job, but he had witnesses when he dealt with Larson. Witnesses? That's right, Mac. Larson's dogs. All six of them. Dogs? That's... Ah! Dogs. You can scoff about the dogs. If they can do things the best man in the world can't do, they can follow a trail a human can't see. If you're countin' on those good-for-nothing muts that Wolf Larson kept to help you out... I admit they wouldn't take no prizes for good looks, bud. I hear hoofs. Someone comin' this way fast. Just beyond the ridge. Let me see. Yeah, there he is. Ridin' over the same trail we used. Hey, speak to him. Hey, he's masked. Yep. Look at him travelin'. Look at that cloud of dust he's kickin' up. Great. Day with a horse. A pheal, too. Who is he? Why's he comin' here? He's standin' with you, I had chance. He'll save you the whole thing in a couple of minutes. Who's there with all our pearls? Hey, everybody! Hey, who are you? What's that mask mean? It's a big fella. They're coming this way, Sheriff. What's he mean? You sure? They picked up the trail right away. I saw them start off. Yeah, I can hear them. The dogs? Sounds like they're chasing a wolf. I've heard them do that before. This time you're on a different kind of a trail.  They're on the trail of the man who killed their mass here. No, listen, this ain't legal. You can't stick dogs on all three of us. The dogs won't go after all three of you. Conroy, who is this stranger? What business is it his? Take it easy, boys. The only man who's got cause to worry is Wolf Larson's murder. The rest of us don't have to be afraid. Those dogs won't make a mistake. Wolf Larson may not have amounted to much, but he meant everything to his dogs. They'll deal with this killer just as they've been trained to deal with wolves killing sheep. They know only one rule. They have only one punishment. That punishment is death. They might get the wrong man. They might go for all of us. This ain't justice. The dogs won't make a mistake. Here they won't let the murderer spend his life in jail or get free on some legal angle the way a court of law is like me to do. Sheriff, you lose your job for this. I won't stand for it. When I get back to town and tell about this. Save your breath. The dogs are coming fast. They're mighty hungry. Get me out of here. Now, fix those doors. Get your guns, boys. Oh, not that. Same goes for anyone else who tried to shoot those dogs. They won't attack anyone but the killer. Oh, they'll tear him apart. The killer can have a jury trial if you confess. I'll get him away from here on my horse. He's got a screen by the creek. I hope he don't squeal. I'd like to see the dogs go to work on the pole can. Not much time left. No. No, save me. I confess. Take me away from here. Where the fuck?  I gotta write you a jury trial. Get me away. Save me. Don't let those dogs get me.  Yes. Yes, I admitted he tried to blackmail me.  Yes. Take me away from here in the name of mercy. Save me from those dogs. Is that what you want?  It sure is. Why aren't you under arrest for murder? Madman Michael witnesses it. Yes, yes, but save me, but haven't saved you. The dogs won't come any nearer. You needn't be afraid. What? Hey, look. They stopped down yonder. Pawn over something on the ground. It's the pell of a wolf that I dragged there behind my saddle. That's what the dogs followed. That's all those dogs know. You tricked me. You sure put yourself right in the class with a murder wolf when you figured Larson's dogs was coming after you? But you warn me, skunk. You figured to get rid of Whipple and make another try to marry his daughter and her money. Why in tarnation didn't you squeal down in town and save me this walk with my feet at killing me? Silly big fella. I'll send your deputy up here for the dogs, Sheriff. I ought to put deputy badges on them dogs. Very friendly, mister. I ought to put a gold deputy badge on you. Hold still there. Sheriff, if that mask man worked out this trick, you sure ought to sign him up as a lawman. Mike, ain't no one concerned of the Lone Ranger. The story you have just heard is a copyrighted feature of the Lone Ranger Incorporated.


Francis Tiarfo vs. Andre Rubelev is the fourth quarterfinal for the men's US Open for 2022, and both players have had to fight to get to this stage. Tiarfo enter the tournament as the 22nd seed and will take on Countryman Giron in the first round. After a tight first set, he'd eventually prevail in straight 7-6-6-4-6-3. In the second round, he'd take on Koopla, and after a couple of tight sets, Tiarfo eventually prevailed in straights 7-6-7-5-7-6. In the third round, he'd take on the 14th seed Diego Schwarzman, who had played well at the US Open prior. And after a very close first set, Tiarfo got through in straights 7-6-6-4-6-4. In the fourth round, he'd take on the second seed Rafa Nadal, who had been a little patchy up to this stage. And after splitting the first two sets, it was Tiarfo who got the win in the fourth, taking out Rafa in his biggest win of his career. 6-4-4-6-6-4-6-3 to advance to his first US Open quarterfinal. Rublev started the tournament off as the number 9 seed and would take Jarrah to Serbian in the first round. And after winning the first two sets, Rublev had to fight in 5, getting through in 5-7-6-6-3-3-6-4-6-6-4. In the second round, he'd take on the unseeded Kwon, and this was a much easier matchup with Rublev winning in straights sets 6-3-6-love-6-4. In the third round, he'd take on Shapoval of the 19th seed, who had found some form to start this tournament. And after going down two sets of 1, Rublev would add a 5 to the death, eventually winning in 5-6-4-2-6-6-7-6-4-7-6 in the fifth. In the fourth round, he'd take on the number 7 seed Nori. It would have been very impressive in the first few rounds, but this was no problem for Rublev as he won in straights sets 6-4-6-4-6-4 to advance to the quarterfinals. These two have played twice before with the head-to-head split right down the middle 1-1 and having played an epic match in 5 sets at last year's US Open. So it looks like we might be getting a replay of that in this quarterfinal. If Tiafo is going to win, he needs to be aggressive like he was against Rafa. He didn't hold back, and every time he went for a big shot, he kept making it. So let's see if he can do that again against Rublev because we know Rublev likes to hit big. If Rublev's going to win, he needs to keep his cool. He knows the crowd's going to be against him throughout this whole match. They're massive big foe fans, and of course, being American, they're going to go for the American. But this is going to be interesting to see how Rublev can keep his cool in a match that he is expected to win. This is a very tough match for me to pick because big foe has been on fire, but did he play his final against Rafa? That is the question. Can he back it up against Rublev in a quarterfinal? I'm going to go with Rublev. I think he's the safer bet, and he has got a nice road ahead of him. Avoiding Rafa, he could make it really far in this tournament, maybe even his first Grand Slam Final. I've got Rublev in 5. Let me know down in the comments below who do you think is going to win this quarterfinal.


We're developing technologies that would allow us to keep carbon dioxide out of the atmosphere by injecting it underground into geologic formations that could store the carbon dioxide. Most of this work eventually would apply to refineries, power plants, steel mills. The idea with geologic sequestrations is that we could take that carbon dioxide and transport it to locations where we could inject it deep into the subsurface into rock formations where that CO2 would be free to move but would be trapped by overline geologic strata. So what we're looking at here are a couple of rock samples that we used to test out how fluid flows through the rocks. This is a sandstone rock and it's been cut in the shape of a cylinder. And what we do is we wrap up these rocks and we put the entire setup inside a high pressure reactor that allows us to flow fluids through the rocks at the high temperatures and pressures that we see in the subsurface. And we set the whole thing up in an X-ray CT scanner so we can take these images while we're flowing carbon dioxide through the rocks and we image the fluids moving through the rocks. Those kinds of details are very important for us to know to be able to understand where carbon dioxide will go once we inject it into the subsurface. Carbon dioxide sequestration is one of the few technologies that has the potential to mitigate greenhouse gas emissions on a large scale and we just want to make sure that we know how to do this in the proper way.


Hi everyone, I'm Joe for Jaspy's casewrakes.com with a quick random number block randomizer for the following teams here for 5-star baseball, pick your team number 14 There is a shot there is a chance or maybe some non numbered autographs in here But we'll randomize them to to people in the in this number block. So if we pull Two non numbered autos or something like that for this group of teams right here Like the first one we pull will go to the first name randomized and then the second one will go to the second one So on and so forth All right, big thanks to this group for making it happen. I appreciate it. They're in the numbers right there Let's roll. Let's rando two and a two for the hard way one two three and four Got Alan down to Martin Two and a two four times for the hard way for the numbers one two three and four We got zero down to six members zero gets any and all redemptions for that group of teams Including one of one redemptions and one still gets live one of ones though All right, Alan with zero Martin with eight Jonathan with seven Martin with two and three Jeremy with five Martin with nine Luke with one Dan with four and Martin with six. Let's order these numerically And coming up in a separate video will be the break itself. We'll see you for that a little bit later. Jasper's case breaks.com


Well, Litz, you wanna move on to Rain? I think so. Again, as we were talking about Sandell, what, who does Rain, who plays Rain? Who's, what player to play them? I think Rain's always been kind of a flashy character that appeals to people that like to hit buttons. Yeah. Rain's though quite a bit different in this game. Rain has traditionally been a ninja. In this game, in Luke King's new era, he's been completely reimagined as a mage. He's the high mage in Sandell's court and his moveset has substantially changed. There will be little hints and fun nons to the previous versions of Rain, like you'd expect, but he's gonna be one of them more radically altered characters. I think it's an interesting new take. And like we've done in the new era, like all the characters will have, they're still somewhat who you know. There's still stuff that's gonna bring you back to them that you loved using when you were younger, but they've definitely changed. Yeah, he probably has like mostly new moves to go with his new role, like his new power set. It's pretty neat, so let's check it out. Let's do it. So you'll notice right off the bat, he has a new weapon, which is his wizard staff. And he uses it in most of his normal attacks. And he is definitely now much less of a physical fighter than he ever has been before. He's a very powerful mage, and he uses it in most of his attacks. It's a couple of normals I really wanted to talk about. Like you can see even his swing. So that using his foot, he literally uses his water staff. This is definitely a good thing to do. I love the kick up, the kick up. It's so good. And you'll notice the water leaves the top, gets in there and then comes back to the top. Right, I absolutely love it. So let's start off with a couple normals I really wanted to show. He's forward two, forward two, one, three. Is this like really good range, mid, quick. He's also got forward three, which is an overhead, and then a double overhead, and he gets a pop up. That'll be one of his most important items. And then one other normal I really wanted to show was the standing four, which even though he's no longer a ninja, he still has tremendous leg strength. So strongly, he can actually kick you across the world. Now this is an interesting one, because if you hold it, he gets a combo. And he can also cancel out of the hold to fake you out. Okay. There you go. See, I'm good. And let's check out his throw, which is a nice nod to the classic water bubble. He goes in with you and then you burst out. So you can see his normal attacks are very fresh and different. And I think the water effects are awesome. So you wanna go into his special moves? I think so. So he has some really interesting zoning tools.  Let's start with his straight projectile, which takes up a ton of real estate, is fairly quick and has some interesting ways that you can change it. If you EX it, he gets a full knockdown. He can actually hold it down and get a stagger. And you can actually cancel out of this hold down. So you can mix up doing the move, timing, yeah, doing different timings, doing EX or canceling out of it. Keep the opponent guessing. When you have a projectile like that that takes up a ton of space, what's the one thing no, the opponent's gonna try to do to beat it? Jump? Jump. And that's not gonna be super effective because he has an anti-air version. And this has a very neat EX. It actually allows him to pop up for combos. So I think it's pretty cool. Again, it makes a full, you know, full spring projectile become kind of an offensive tool up close. Now, one thing would be, well, what happens if they're using projectiles against him? And he has the water bubble where he surrounds himself in water and any projectile is gonna be negated. It'll actually just be destroyed when it's the water bubble. And this is something that he can set up, go behind, go in the middle of. Works as a shield. Exactly. But if you EX it, it surrounds him and travels with him. Gotta walk him down. Exactly. So then you can go in, do his lows, do his overhead, all that good stuff when he has the water shield on. Gotcha. Now, there's other ways you can get in. You can set these water portals and he can set them anywhere he wants. And then he can actually warp through them. So you could do cool stuff, like set one here, go in when you wanna get out, warp back to where you were. Or when you're in, you can set one, do some fun zoning, and then use this to get back in. And then you can go straight into combos, fun stuff like that. Now, once you've established that you're willing to teleport or throw out some of these fireballs and the opponent's scared to move, you can start using the whirlpool. And he has close, even far. These will go in the ground. And if the opponent walks into it, they get popped up for combos. Unless I just grab the top of his staff and throw it at them. Yes, it is so cool, okay. Another move he has is Geyser. This is a pretty good advancing special he does do in one of these here. And if he EX it, it has armor. So it's a good wake-up attack, a good way to be pressure. And then they're gonna be one of his best combos in this. And then lastly, one more awesome full range move that kind of shows the full extent of his power. So cool. And this is a move that he can actually hold or cancel and just drop down. So you can do stuff like you're doing your water ball and what's called a fireball. And it's literally the opposite of that.  You can actually drop down. You can set up, you can do all kind of stuff. Set up portals, be doing that Thunder God move, cancel it, go through the portal. Just all kind of options on the screen. I think he's gonna be a really interesting character to kind of freeze them up full screen and get in and start doing his mix ups. And speaking of the mix ups, let's kind of show how he can use his cameo and go with that. I assigned him Striker because I think a cop teaming with a wizard is the exact kind of thing you'd see in Mortal Kombat, right? So the first thing I'll show with Striker is he has his grenade toss straight out of MK3, comes in, throws the double grenades. They can either go low or high. And you can imagine, these are ambush moves, which means they can come out while Rain is doing his attacks. So you can do stuff like you're doing your straight water beam while he's doing his grenades. You can also aid you in combos. So you can do stuff like, Striker also has a set of baton moves. He's got KotBop, where he comes in and does an overhead, and the classic baton sweep from MK3. So these are lows and overheads. So, great easy. They're access to both of them. Yes.  What am I supposed to do? Sweep them. You can also do this in a string. So in overhead, overhead, you can do overhead, low. Then they get used to the timing. They're like, oh, I'm one of these like ninja killer or sonic people with good reflexes. I can, you know, I can fuzzy that. Then you start doing stuff like, KotBop, mix it up. So just from this 50-50, he can use Striker to have more 50-50s. That's how you beat Sonic Fox. That's the key, that's all you have to do. Like a famous football player once said, it's more than a 50-50. Got it. Lastly, Striker has one more move, which I think is probably my favorite. My favorite thing is he used a sports reference. Well, sort of, Striker comes from behind and he handcuffs you, and this gives you a reset.  So you get into your combos with a handcuff move, then go in and continue your offense. So like you could start a combo with your overhead, go into the handcuffs, and then make them guess low. Got it. It's super fun. That's really cool. Yeah. So I think that's rain and Striker, and I maybe go into his fatal blow. Let's take a look. And I'll just say Striker is my favorite fatal blow. Okay. Right, that was rain. Yep. Very exciting. People get their hands on rain soon. That'll be awesome. He's definitely not washed up. Nope. Nope, some fresh moves to make your opponent salty. Nice.