Hi, I'm speaking to you through another body as I am alas in Brussels at the moment with several bodily impairments called infections ending in ITIS Nothing too dramatic. It will pass yet. I am quite sad to miss LGM. Hello everyone. I know that Hi LGM So this session is a report of a work session that happened in Spain in March 2016 in collaboration with Mediala Prado constant organized the work session objects in common as the final event in a series that started in 2015 with functional mentors objects in common and diverse bodies followed by interactivus material cultures in the digital age and Gregory pixel makers and energy in African cities the series Object those communists wants to explore other ways of doing such as Design for functional diversity Situated digital manufacturing in for example African cities It takes making ordinary common objects as a point of departure During the week of the 7th to 12th of March 2016 20 to 25 makers and thinkers have looked at the potential but also at the problems of sharing practices processes of manufacturing and the documentation of physical objects Taking both the permission to reproduce and the availability of source files as a given There are still many questions to ask about the actual commonness of digital objects and their potential physical life or afterlife We documented the session in several ways a first version of the raw archive of the event can be found on the website of Wendy I think capacitor dot constants Vzw.org I Can post a link actually well I'll post the link later And I lost the PDF there it is So who was there how what and why on The website there is a booklet with all the participants including a small questionnaire The biggest part of the participants were Belgians From fab labs Hacker spaces maker spaces and other who all are makers hackers thinkers themselves Another part came from Spain quite diverse from Madrid, Barcelona working around recycling and reuse or reappropriation of objects organizing documentation, etc One of the reasons we did the work session in media lab at the moment was the possibility to link up with totally different structures and ways of doing link to the gregory pixel project The two weeks before our work session Four people invited by media lab were there working on their own projects around cost energy and lighting built within a community Through specific funding and alas laborious visa procedures Which all luckily succeeded we had cocu and Lolo a mega Yibo from Lomé to go Mamadou in gum better known as Modou in gum from said Takar Senegal and Mamadou Cooley Bali from Bamako Mali and Zineb El Fasiki from Casa Casablanca, Morocco We had five work days and five themes so The first day Monday was talking about spaces and relations Space being a fab labs Hacker spaces making spaces and the relations that can happen inside those spaces The second days was about repositories sharing platforms and documentation whether manuals or videos. So what we did is we Did a round table to see how everyone in those spaces or practices were dealing with that the third day? We looked at resources materials and relations and especially there was a presentation on e-waste not actually What I found interesting is that and here I speak as Julian Is that it was not on but e-waste analysis in the context of Africa or not only Africa But also e-waste in in Spain actually there is a Problem locally there also Then the fourth day was about licenses and the relation they introduce and Then the final day was about digital to physical physical the file formats the vectors the limitations of transforming and Etc. So the raw written documentation of these themes is also available day by day We wrote on a local server with etherpad. Thank you Michael. Can you please give me the name of that project? did you Either dump that that's what it's called So it was a local etherpad on hosted on a raspberry pi on a local network, and that's what was used locally You can find an HTML version of the notes including the authorship colors and spelling chaos galore On top of that there was quite a linguistic soup in the making because some people who spoke English and Dutch Some only French some French and English some Spanish and English and some mostly Spanish As the group was quite large we worked with question and challenges You can see them reproduced in the pads a kind of collective brainstorm semi construct structured writing process Basically, I can go on describing what we did what we talked about, but I know do not feel ready to make a general conclusion This is not over and the information still needs to be and is being processed instead Is being processed? Instead two topics really struck out for me. I think Julian and Anne who were At this work session to can confirm this confirm this is Anne here I know she's gone So there's two topics That I would like to distill these two topics in a thinking moment with you and I don't know how much time Do we have five minutes? Okay? So she has I have prepared sorry It's hard to switch. I have prepared two ethopads and I would like you to answer them from your point of view No idea who's in the room, but here it goes Copy these questions and fill your version or do this out log with the person who's reading this and log it here so Why is it Okay, so those are those are the two ethopad links So there are pad.constant, you know that Slash public underscore pad or I see for objects in common underscore lgm underscore doc or underscore lgm underscore data But the questions and I think we can maybe talk about it out loud By the way, she is in the chat of the one of the pad so get on there to talk to her Yeah, there she is and for me I don't have text-to-speech, but So I'm gonna read out loud the questions and I guess we can maybe start interacting live around this and I have one that I'm Really would like a feet. I mean a feedback and even a solution if that's possible So the first one how can a community be stimulated to a document How do you experience this is in your own practice and Even die-hard fablab wiki fans are thinking about switching to something like instructables because there is a community and it's points And it points out incompleteness things not working etc Do you have any experience with it or any other ideas? And the other question is in documentation Can can there be special attention for the sizes of files a lightweight version for example for PDFs? Local mirrors for software in Africa are often only in the South Africa Is it possible to provide local repositories for software in other countries or try to take this into account? Including support for other languages, and I'd like to come back to that point There are often informal documentation or software exchanges Copy sessions in togo between friends and of a specific network Are there ways to get information in inert USB hard drive? Stay to specific people in countries where the postal system isn't reliable That are on demand and shipped by a network of trusted people and the other ideas And I'd like to actually that's one of the topic that I was really touched by when I met these these people from Especially the guys from Mali to go So internet that is totally in reliable a really funny thing And I'm gonna ask it as a question is because they they made fun of us with this one And that was really funny is how many of you know about the snake game on YouTube? Raise your hand one two three Do you know why there is a snake game on YouTube? It's because in countries where the the internet is so slow that you have to go take a coffee To actually be able to watch a five minutes video on YouTube There's a snake game if you press the right arrow key while the video is loading which none of us can do Mostly then there's a snake game you can stop playing in in the window And so you have these three guys laughing at us because none of us knew that this existed So that was a very enjoyable moment And but I think it this gives me a I mean, yeah this gives like Clear example of what's going on the other thing that I found really sad is that one of them was chooses Provider internet service provider, which was not the cheapest or anything because that was the only one that was offering a repository of Software for Ubuntu, you know, so when you do your updates your system, you know We do this as a breeze it takes a couple minutes to download the security packages and all that But there might take they do this usually when they leave work and they hope that then when they come back in the morning it's done and He uses I mean he paid this ISP because the ISP runs on Ubuntu So they have the packages locally so he can benefit from that But I think as a free software community There's a big responsibility here because we think that we're doing freeze. I mean, I think sorry that we do free software because we can then transfer this knowledge to Develop in countries, but if they don't have any way to access it I mean this is going in in the clouds, you know and not in a in a real factual Situation so I'm be happy to hear if you have any Suggesting questions, so maybe we can take that up for our five minutes left to discuss But first an applause for when the Julian So any comments or responses to these questions that came up Hi, this is yeah, it's more a comment than a question I spent a while working in Tanzania with their schools and internet access and free software there and And the big yeah internet speed was obviously a huge problem But the the slow point wasn't within Tanzania. It was between Tanzania and the outside world The mobile phone companies could provide a huge amount of bandwidth within the country itself And they were perfectly willing to do that if they had a reason to So we there was one of the projects we're doing putting Linux computers in schools and they provided free bandwidth for Everything basically we were running virtual desktops over their network and they were perfectly happy with that and the network could support it Yeah, so it's the speed issue isn't within the country. It's between the country It's the outside line basically the internet Um, yeah No, but exactly it depends from one country to another because I understood that Mali for example is connected to the Senegal which then connects to Spain as with a Underwater cable so everything that all their communication goes from Mali and Senegal goes to Spain And that's where they get their Ubuntu server when they want to update it or Debian or whatever But it's true that inside the countries themselves. It's there is there is network. That's why I don't know if it It came up to me like shouldn't we as a free software community Find a solution to have servers running there which can be somehow hosting packages so that They have an easier way of updating updating their Their systems But that's my take on this. I mean, it's a when these presentations about a broader issue and it's about objects in common I'm just I was just being pointing this. I don't want to hijack her presentation or the subject here, but So it's not the question but Hint I haven't tested myself, but some people from Holland made supergroup this Kind of server that you plug into your electric plug In as I understood it is a promise to go back to host yourself your own website But we had having a huge computer making noise and heat in your literal space so maybe it's also a way to serve software packages and Everybody could have this little thing, but of course it's also material to buy to post name One example I can and can also give which was very I mean for me was really full of I mean very interesting is that so we ran around about these open source projects about like You know how I'm making like your own 3d printer and or your own knitting machine or The fact is there's a lot of artisan locally doing a lot of stuff So there was this questions. Why would we need something like this? But beyond that, let's say, okay, there's an interesting open source project using Arduino or something like this Finding an Arduino in Africa is mission impossible. I mean no Online store will accept a visa payment coming from Africa So that means they cannot order anything and get anything delivered so the way they do it is that they Find someone who's traveling abroad and then they ask them to order and then bring back the Arduino or the equipment They're needing for all the rest of the electronics finding capacitors or whatever Basic electronics and it's kind of easy in a sense that what they do is that they go up to the local guy that goes grapes Landfills and they go with a picture on the phone saying I need that equipment and then they pay up front And then they wait and they wait three weeks, maybe or two months until the guy during his Research in the landfills. He's not interested into electronics at all But then since he has an insistence in here Yeah, some something to find then he will come back with the piece at a certain point That's the reality of Africa and dealing with open-source Hardware with that story and when these usually ends presentation, you know where to find them So if you have ideas or comments, please leave them with them. Thank you very much. Thank you


Hey, everyone, let's talk some more about this sigma notation, because in the not too distant future, we're going to be expected to have to compute and simplify some quantities involved this sigma notation. So it's important we're familiar with some properties available to us for this sigma notation.  And the justification of this is actually pretty simple, because if you have the sum of c times a i, well, what this means is you take c times a m plus c times a m plus one plus c a m plus two, and you proceed all the way down to the last term c a n. And you'll notice that every term in this sum has a factor of c, right, c a, c a, c a, c a, just a bunch of C's and A's, right, the A's are all different based upon the sequence, but the C is constant throughout everything. And as a mathematician, when I see a constant factor, I cannot help myself, but I have to factor it out, as you can see illustrated right here.  And recognizing that this sum, the a m, the a m plus one, this is just our original sigma, we get c times, whoops, that looks poorly, c times sigma a i, like so. And so this idea of factoring a constant out of the sum is really just a distributor property. That is just factoring. You really is just factoring right here. And so feel free to use that justification when you work with these type of calculations. Also, if you take the sum of a sum, that's equal to a sum of sums. That's, that's a nice little tongue twister. It's also true if you take a sum of a difference, then it's a, it's a difference of sums. But let's see if we're sums right here.   And then you keep on doing this until you get to the end of the sum here, you'll end up with an a n plus a b n. And so this is a sum. So it's commutative, it's associative, we can move things around, we can ignore parenthesis here. And what's case, if we try to gather all of the a's together, we gather all the a's, this is sort of like the proverbial sifting the wheat from the tears, right? So if we gather all the a's together, we're gonna get an a m plus an a m plus one, all the way down to a n.  And this will continue all the way down to b n, like so. Well, this first group, all the a's together, that's none other than just the sum of all the a's. And if you'd add up all the b's together, that's just gonna be the sum of all the b's, right? And that's, and that kind of proves that that property right there. It works very similar for differences that if you add all of those a minus b's together, you can add all the a's together all the b's. And it'll it'll add up to the original thing. I want to point out that if you put these properties together, this is something we talked about before. This is known as the linearity property. So we see this a lot in calculus that limits are linear. That is, if you add limits or you scale limits, these type of properties happen, you can factor the constants out, you can break a sum on the inside as a sum on the outside. Derivatives have this linearity property indefinite integrals, aka antiderivatives we've seen have that property. And the sigma sum also has this linearity properties thing shows up in calculus all the time. This is sort of like a peak towards a deeper subject of mathematics called linear algebra, which you should take a look into it sometime. If you're interested, it turns out there's a ton of linear algebra and calculus. So the other thing is I want to talk about is not just the linearity property, but what are some specific formulas you can use for these sigmas here. So this is sort of like the sigma version of the power rule. Because when it came to derivatives, if we knew what to do to power functions, that is take the derivative and we know how to add and scale them, then we're able to take the derivative of any polynomial or algebraic expression that kind of resembles a polynomial. And the previous lectures, as we talked about antiderivatives, we did a similar thing. We developed a linearity rule. We also were able to take antiderivatives of power functions. And this allows us to take the the the antiderivative of any polynomial. We did the same thing for limits. So we're kind of going through the circle over and over and over again, that we develop the linearity property for the calculus operation. We're talking about sigmas today. And so now if we can talk about powers, then we're in a position where we can start computing the sums in this situation, the sigma operation of polynomials. And that's kind of going to be our goal right now. So what do you do if you take a constant? So if you just add up together number one, one, one, one, one, one, one, one, you do that in times that adds up to be in. And the idea is if you add up together one, you end up with a one plus a one plus a one plus a one until the very end. And if you do this to a total of n times, well, then what's that going to be one plus one plus one plus one, that's going to add up to be in. Alright, that's not that's not too crazy there, but it's important. No, that's how one deals with sigma of a constant. What about the next one? Well, before we talk about the next one here, so the sigma, well, you take the sum of one to n, you take the sum of I here. So what this thing would look like, you're taking one plus two plus three plus four plus five, all the way up to the number n, you're in considering right here. I want to kind of mention before we explain the formula, the fun little historical story that goes along with it. And so this one is often attributed to the very famous mathematician, Carl Frederick Gauss. And in fact, this legend goes to when he was just a boy, maybe like 10 years old, he was Gauss is supposedly in his classroom. And this teacher gave all of the students in the school, the mission, the assignment where they had to add up together the numbers one plus two plus three plus four plus five, all the way up to 100. Right? That's a lot of arithmetic there. And that certainly would keep a 10 year old busy on his homework for a while, maybe so that the teacher could go take a break or something, run some photocopies, whatever. Clearly, they didn't do photocopies. Gauss lived a couple hundred years ago. But but nonetheless, how does how does one compute this? Well, most of the students in the class went about in the sort of the obvious way. One plus one is sorry, one plus two is three, three plus three is six, six plus four is 10, 10 plus five is 15 plus six is 21. You just kind of do this over and over and over again. And you're going to get 100. I should say 99 different sums you have to do along the way. And even when someone's really good at arithmetic, if you do this many time, this many sums, I mean, it's really time consuming. And also, you're bound to make a mistake eventually, right? And so no one was able to get the correct sum, except for little a little Carl here, get Mr. Gauss, do you call a 10 year old Mr. I don't know what but Gauss here, he took a different strategy in mind. And so this kind of shows you sort of the the the the prodigy that he that he was at the time. So if you take the sequence one up to 100, if you listed backwards 100 plus 99 plus 98 plus 97 plus 96, and you proceed all the way down to one. Gauss made the following observation. If you put them in pairs, so he took, he took the sum one through 100, then he took it and wrote backwards. And if you sit with these next to each other and put them in pairs, you get one plus 100, which is 101. You get two plus 99, which is also 101, one. And then you take 396, sorry, 398, that adds up to be 101. And you keep on doing this for 97, five and 96. Each of these and every time gives us a 101, 101, 101, it's like we're counting Dalmatians right now. In the end, you end up with 100 plus one, which also adds up to be 101. And so Gauss always knows we got this pattern, the pair, the pairs always add up to be 101. And so then he makes the observation, well, how many 100 ones do we have? Well, we're going to have 100 different pairs, because we have one for one, two, three, four, up to 100. There's going to be 100 different pairs, which each add up to be 101 themselves. So we can take 100 times 101. I'm sorry, we can get we can get 100 times 101, that gives the total sum here. But you'll notice that we took the sum we were looking for, and we counted it twice, we got it forward and backwards. So that's exactly double the amount we want. So we'll divide this by two. And so then you know, two goes into 150 times, you get 50 times 101, which is equal to 5050, which is, of course, the correct sum of the numbers from one to 100. And as the legend goes, little Gauss there was the only one who was able to get it correctly. And that's because instead of taking the obvious approach, he took somewhat of the less obvious approach, a mathematical approach to this problem. And so let me kind of talk about how this works in general.  And the same thing is going to happen when you put these things in pairs, you're going to get in plus one, in plus one, in plus one, in plus one. So you end up so you twice the sum is going to equal in plus one, you get it once plus in plus one, you get it twice. And then this keeps on happening over and over and over, you can just keep on getting in plus one each and every time. And if you sit down and count them, you're going to get n times in plus one. Well, if you solve for s and divide by two, you're gonna get that the sum equals n times in plus one over two, which is the same basic idea that little 10 year old Gauss had in this formula, or to get this formula, erase that here. So you see you see this formula right here in times in plus one over two. Now this this next one, if we want to add up together, sigma of I squared, this one's a little bit more involved. And I do want to kind of talk about the details behind it, because it presents a really interesting technique on how how one could compute this thing. And so what we're going to do is we're going to count this sum, the sum of I squared, in two different ways. And if we count in two different ways, we're going to get two different formulas, then those two formulas have to equal each other. And we can work from there. And so we're not actually going to use sigma of I squared, we're actually going to look something a little bit different, we're going to look at sigma of I plus one plus I cubed minus I cubed, as I ranges from one to n. Now this might look like an interesting place to be, but what I want to do is show you what we get here. So we're going to do two different attempts. So if we look at this the first time, let's just expand it out, right?  The next term you look, you'll get four cubed minus three cubed. And this pattern will continue on continue on until you end up with a very last term, you're going to get n plus one cubed minus n cubed, like so. So what's going on here? So each of the terms in this sum have two pieces to them. So this is our first term, this is our second term, this is our third term, and this will continue on until our nth term right here. And so that's how these things are going to break up. But then the observation that we make next is if you compare terms side by side, this one has a two cubed in it. This one has a negative two cubed in it as well. If we were to combine those together, they're going to cancel out two cubed minus two cubed. And if you look at the next group, right, one of them, the first one has a three cubed, the next one has a negative three cubed. If we put those together, those are going to cancel out as well. And if we keep on doing this side by side by side, the next term, which I didn't mention, it would have a four cubed in it, it would cancel out. The next two are going to have a five cubed that cancel out the next ones are going to have a six cubed that cancel out. And this is going to continue all the way down to the very end where everyone cancels out except for two pieces. You'll see that the final in plus one cubed had no one to cancel out with because there's no next term and the sum. And then also the very first term, the one cubed had no one to cancel out with as well. And so if we if we write this thing out, this sum will add up to be in plus one cubed minus one. And if we were to multiply that thing out the in plus one cubed, if we multiply that thing out, you end up with an in cubed plus three in squared, I'm going to kind of skip over the details here, three in plus one, and then a minus one. And so the plus ones cancel out. And this thing adds up to be in cube plus three in squared plus three in, like so. And so that gives us one of the calculations, like I said, we're going to do it two times. So this is sort of like our first attempt at computing it. Let's try to compute it in a in a different way here. If we're to try to do it again. Well, what if we try to instead of expanding the sum first and then simplifying it? What if we try to simplify this expression first and then expand it? Right? If we try that approach, you can multiply out the one plus I cubed, and you'll end up with something like the following. You end up with I cubed plus three I squared plus three I plus one. That's the first bit when you foil it out. And they have a minus I cubed right here. And so since there's some I cubes that get each other, you can cancel those things out, like so and so. And then the next piece, you're going to end up with the sum of three I squared plus three I plus one. Again, as I goes from one to n. And so what we're going to do is we're going to use the linearity properties that we had seen in the previous slide, and try to expand this thing. If you do that, you're going to end up with the following you get three times the sum of I squared plus three times the sum of I plus the sum of one. And in all of these cases, you get I going from one to n. I goes from one to n, I goes from one to n. Alright, now for the first one, we don't really know what it is. That's actually what we're trying to solve right now. So we're going to call this s for short. But as for the other two, the sum of eyes, we talked about that a moment ago, Gauss had a formula for such a thing. This looks like n times n plus one over two. And for the last one, this was a much easier one, this was just equal to n. And so if we apply those formulas, we end up with the following three times s plus three n times n plus one over two, plus just an n right there. And so this gives us a different representation of the same thing. So let's connect this to the formula we had above, these two things count the same thing, they have to equal each other. So we end up with n cubed plus three n squared plus three n. And so what we're then going to do is we're going to solve for the s that's over here, right? And so we're going to do that by subtracting n from both sides. We're going to subtract this three n times n plus one over two. I don't actually care for the fraction a little bit, but we'll deal with that in just a second. So we end up with three s on the left hand side, the right hand side, we're going to get an n cubed plus a three n squared, three n minus n gives us a two n. And then we have this minus three n three over two n times n plus one. So to make this thing a little bit easier to use, what I'm going to do is I want to times both sides of the equation by two to to get rid of the fraction. So I guess this a six s is equal to two n cubed plus six and squared plus four n minus three n times n plus one. Let's distribute this three n right here. That's going to give us a minus three n squared minus three n. Let's combine those with the other terms we have. So six s is equal to two n cubed six n minus three n gives us three n squared. And then four n minus three n gives us just an n like so. I'm looking at the right hand side. I can't help but notice it factors. There's a common factor of n. So you take out the n that leaves behind two n squared plus three n plus one. It also factors a little bit more two n squared plus three and plus one. We could factor that as n times n plus one times two n plus one. And so to finish we have to divide everything by six. And we get that the sum is equal to n times n plus one times two n plus one all over six. And so that's a really drawn out argument that it's quite involved right there. And if we come back up that was the formula we have before the sum of squares, the sum of squares the sum of i cubed equals n times n plus one times in two n plus one over six are quite involved. And there's some interesting things in there I wanted to kind of show you the details so that you can kind of appreciate how one tries to work with these sums here. Also this blue argument right here actually provides a very interesting technique that we'll see in using the future. It's the idea of what's called a telescoping sum. And the idea is for a telescoping some imagine you have an ancient spyglass that a pirate would use as he sails the seven seas, right? Well, when he's looking upon the horizon, the chambers of the telescope are extended all the way out so that you can see in the distance. But then when he's done with the spyglass, he collapses it back down so that all the chambers overlay and you see basically one component. So that's what happened here in this first attempt of counting things. And it's expanded form it was really, really, really long. But then as you start squishing together, lots of terms cancel out, cancel out, cancel out. And so you're left with just two pieces, one lens here and the eyepiece right there. So one could compute the sum of i squared using this technique of telescoping sums. One can replicate this argument for the sum of i cubed. If you do that, you end up with the sum of i cubed will equal n times n plus one over two quantities squared. So notice this this formula here looks like the sum of i, except everything got squared right there. The detail is quite quite long, much like we just saw a moment ago. And it's similar, the argument is very similar, right? I'm not going to provide the details here, but you're welcome to work it out on your own if you wanted to. And you could also do the sum of i to the fourth out of the fifth out of six, they get a little bit more complicated, complicated, complicated, the more you do. But I just want to show you that one can compute these things. And so in our next video, we're actually going to show you how you can simplify some examples involving sigmas and eyes using these formulas. Look to the links in the video to see that that next video coming up just right now.


What's up everyone, Takedown here. Welcome back to another video. It is just a few days away from the elimination chamber, so today I'm going to be sharing with you my thoughts and predictions on this year's elimination chamber. I know it is very late of me getting this video out. I did, I actually didn't think I was going to be able to get it out, but I have some time right now, so I'm going to record it. I have all of the matches right in front of me, so let's get right into this. So up first is Braun Strowman versus Baron Corbin. This is a no disqualification match. It is going to be pretty interesting. I do like that they are in a rivalry right now. I do think it's very entertaining. I did enjoy Baron Corbin. I'm a huge fan of both these guys, but Baron Corbin, I was more of a fan with him when he was on Smackdown. I love that whole gimmick. Whenever he went to Raw, I think it was almost a year ago now. I didn't like his authority gimmick whenever he was introduced and how he was in the suit all the time. I don't like that, but to me, it seems like they're pushing him in another direction. It seems like they're going to be getting rid of them, possibly scrapping that gimmick very soon. I think that would be a huge benefit for Baron Corbin. However, Braun Strowman is on such a big hype right now. I think he's definitely going to be winning this match. That was my final prediction is Braun Strowman winning this match just based on the momentum that he has going forward. Next up is the Raw Women's Championship match, Ronda Rosie versus Ruby Riott. Now, this match is going to be very interesting, but you have to remember, WrestleMania is right around the corner. WWE, in my opinion, is definitely going to be pushing for Ronda Rosie to be going in as champion more than Ruby Riott. However, I think it'd be very interesting if Ruby Riott was to win this match and if the Riott Squad won the Tag Team Women's Championship at the pay-per-view and having all members of the Riott Squad have a championship in WWE. I think that'd be very entertaining, but I don't necessarily think it's going to happen at this time. I think it's eventually going to happen where we're going to see Ruby Riott as a champion either on SmackDown or Raw and also have the Riott Squad, the other members have the Tag Team Championship. I think that'd be very entertaining to see and I think it will happen just not yet. Since WrestleMania is coming up really soon, I'm going to say final prediction for this match is going to be Ronda Rosie and apparently it is going to be in the main event. It's still going to be interesting to see who she's facing. It might be Charlotte or it might be Becky Lynch. We shall see, but Ronda Rosie is my final prediction for this match. Next up, the Intercontinental Championship match, Bobby Lashley and Leo Rush versus Finn Balor, a handicap match. Finn Balor had a great match at the Royal Rumble against Brock Lesnar for the Universal Championship. He did lose, but he did have a really great match in my opinion. This is going to be very interesting. Leo Rush is a cruiserweight. I'm not a fan of him yet. I think he has a lot more momentum in the 205 live that they should be doing, but Bobby Lashley I've always been a fan of. However, I think this match here, the Intercontinental Championship, it would have been really cool to see it in a Elimination Chamber match just because this year Raw itself doesn't have a Raw only Elimination Chamber match. Last year's Elimination Chamber was a SmackDown only pay-per-view and it was for the WWE Championship this year. Raw still doesn't have a Raw only Elimination Chamber match, so I don't know why they didn't do that. That would be very entertaining to see. This match here, I'm going to say Bobby Lashley. I think if he wins this match, even if he was to lose at WrestleMania, it'd be very interesting to see for a storyline. So this match here, I'm going to say Bobby Lashley is going to retain. That was my final prediction. Next up, the Cruiserweight Championship match, Buddy Murphy versus Akira Tezawa. Akira has held the championship before, but he hasn't held it very long and Buddy Murphy have already mentioned before I'm not a fan of him. So this one here is going to be a very easy one for me since Buddy Murphy in my opinion has held the championship longer than he should have. I don't think he should have won it in the first place, at least not yet. I'm going to say Akira Tezawa will be a two-time champion after this match. I think that's going to be very entertaining because Akira Tezawa is very extreme. He's an amazing high flyer. I'm a huge fan of him. So Akira Tezawa, that's my final prediction for this match. Next up is the Smackdown Tag Team Championship match, The Miz and Shane McMahon, which whenever they started teaming together, it was kind of like an odd pairing. Now that they're together, I'm backing them up 100%. I love everything they're doing. I think it's very interesting. People aren't such a fan of Shane McMahon though these days just because he won at Crown Jewel. He had a WrestleMania match against The Undertaker a few years ago. He's had so many other things and now he's Smackdown Champion. So to me, I can get past that just because it brought The Miz into it and I think honestly between Shane McMahon and The Miz or the Usos, which one should go to WrestleMania, I'm going to say The Miz and Shane McMahon. Of course, I'm always a fan of The Miz, always have been, always will be. And teaming with Shane McMahon, even though it's an odd pairing, it does work out great. The Usos, I'm also a fan of them as well. Just I would have liked to see this match be a rematch from Royal Rumble and have The Bar face The Miz and Shane McMahon for their championship rematch. I think that would have been even special to see, even more special. So my final prediction for this match is going to be The Miz and Shane McMahon retain the Smackdown Tag Team Championships and possibly have a Triple Threat Tag Team or a Fatal Four Way Tag Team match at WrestleMania for them. That's my final prediction for this match. Next up is the Elimination Chamber match to crown the first ever women's tag team champions. Now the teams are going to be Nia Jax and Tamina versus Sasha Banks and Bayley versus Mandy Rhodes and Sonia DeVille versus The Riot Squad versus Carmella and Naomi versus The Iconics. So to me, for this match, it's going to be pretty extreme. The first ever women's tag team champions in the WWE. I'm going to say The Iconics is out. Mandy Rhodes and Sonia DeVille is out. I don't think neither one of those teams are going to win. Riot Squad are the only way I think they're going to win is if Ruby Riot wins and beats Ronda Rousey, which I don't think is going to happen. So I'm going to rule them out pretty early. Sasha Banks and Bayley, that's going to be something that I think is going to be very interesting. And I think they have a really great chance of winning this match just because their chemistry, even though they've had rivalry in the past, their friends once again. I think that'd be very cool to see and have them be the first ever tag team champions, Carmella and Naomi. I think that'd be very interesting to see because I'm a huge fan of Carmella and Naomi, but Naomi has just, I think, had a DUI just a couple of days ago in Detroit. So it's going to be interesting to see if she does make an appearance unless maybe she'll get replaced before the pay-per-view. But we shall see. And to Nia Jax and Tamina, Nia Jax, the size of her alone is incredible. And I know she is injury prone whenever she faces people. Her opponents are injury prone just because she's injured a lot of people. Tamina, this would be Tamina's first ever championship in the WWE. And she's been there, I want to say nearly 10 years. So even though she's not the greatest in the ring, huge fan of her. Nia Jax, I'm not a fan of as much, but given the size of her, my final prediction for this match is going to be Nia Jax and Tamina. I think they have a really good chance of winning the championship. They are the biggest team. They are the biggest threat in this match, especially in an elimination chamber. But it's possibly going to be where every other tag team is just gunning for them. So anything can happen. If they don't win, I think Sasha Banks and Bailey will win. But my final prediction is going to be Nia Jax and Tamina. And the last match is going to be the elimination chamber match for the WWE championship. The new Daniel Bryan, the current champion versus AJ Styles versus Jeff Hardy versus Randy Orton versus Smojo and it would have been versus Mustafa Ali, but he got pulled. He was injury. I think it's storyline injury, honestly, but he got replaced with Kofi Kingston. Now, I would have liked to see him get replaced by the Miz, but of course the Miz already has a match. I would have also liked to see him get replaced by Rey Mysterio in an elimination chamber match would have been epic. But Kofi Kingston, in my opinion, deserve this. Of course, this isn't Kofi Kingston's first elimination chamber, but I think if anybody deserves it in an elimination chamber match, Kofi Kingston has proved that he can do those type of matches in the past. I think he has a really good chance of going far in the elimination chamber match. I don't think he's going to win, even though personally, I would love to see Kofi Kingston as the WWE champion. I don't think he's going to win this match. I think it's going to go far, but he's not going to win. Randy Orton is going to be the last person to enter this match. However, I don't think Randy Orton is going to win. Daniel Bryan, I'm not a fan of him. I haven't been a fan of him since he's returned, especially now since he's heel. I just think they pushed him too much and gave him the WWE championship upon returning. Whereas people like Jeff Hardy has been, yes, United States champion, but he hasn't been given too many opportunities for the WWE championship. So I think he just got an opportunity for it way too fast compared to some of the other people that were there and have returned and were there a little bit longer. Hey Jay Stiles, he's been champion. He's held the championship for a long time. I personally don't think he's going to win this match. I'm happy that he's in it though. I think that's a great choice. Jeff Hardy, I'm a huge fan of Jeff Hardy. I really would like to see him win. This isn't Jeff Hardy's first elimination chamber match, but he said months ago that he wanted to do more matches like this. Of course, his first Hell in the Cell match was against Randy Orton last year. That was a great match. I think he did lose. I might be wrong on that, but he wanted to do more matches like this where they're inside a cage and chamber. And even though this isn't his first elimination chamber match, I think it's happy that he's getting what he wants and he's doing these more extreme matches. It's Jeff Hardy. Extreme is the way to go with him. So this is pretty entertaining stuff. And of course, Samoa freaking Joe. He is the biggest one in this match, in my opinion. He's the biggest threat. He's the biggest guy physically. So this could be very interesting. I would love to see Jeff Hardy win it. That's one of my picks is going to be Jeff Hardy. But my final prediction is going to be Samoa Joe just because I think that it is his time. If he wins the elimination chamber, that is proving his strength that we already know he has. He'd be his first WWE championship run, his first single shot upon coming to the main roster. So all in all, it is all good for him, in my opinion. I think Jeff Hardy, I think it might come down to Samoa Joe and Jeff Hardy. That would be really interesting to see. Daniel Bryan, I hope he gets eliminated early. AJ Styles doesn't matter, my opinion, just as long as he's in it. I'm hoping to see some stuff from the top rope. We have Daniel Bryan, Jeff Hardy, AJ Styles, Kofi Kingston. Some high flying moves off the top of chambers would be ideal for this match, especially since pay-per-views months ago were lacking so much. Pay-per-views, especially the Royal Rumble, had some really bad reviews. In this past year, there's been terrible, terrible pay-per-views. Especially for me to make prediction videos for, they've really sucked. So I think the elimination chamber match, even though Raw doesn't have their own chamber, which completely sucks and is wrong, in my opinion, because last year was a SmackDown only pay-per-view. This year, it's a together pay-per-view. Raw and SmackDown, they should have had something, but to salvage this, I think more high flying stuff in the chamber match would be ideal, but my final prediction is going to be Samoa Joe winning this match. These are my predictions for this year's elimination chamber. I hope you guys did enjoy. Some people, my last video, commented saying, why don't you type out your predictions and post that instead of a video. My response to that is, you guys get to see my true feelings for the matches and why I made my picks. It's not just me saying this person's going to win and this person's going to win for every match. I'm actually explaining why I'm making these picks. So that's why I like doing this and you guys seem to enjoy that. So that's why I'm going to continue to do this. I'm late putting this one out. I do apologize, but comment down below who you think is going to win out of all these matches. Who do you think is going to win the chamber match and what do you think is going to happen at elimination chamber? I'm going to leave this video here. If you guys did enjoy, I'll see you guys in the next one. Please take care. Peace.


Moving on to the AFC South the Houston Texans. Oh my gosh. Oh Man not a lot of people like Bill or Brian. I'm starting to learn and I could see why I could see why that's okay Chariting away Deondra Hopkins. You don't have a first-run pick You know you gave that up because you acquire Landry Tunsel Kenny Stills cool. That's all good So you get Brandon cooks you get David Johnson Okay, let's look at the position that you're in now and in the NFL draft You have the second round pick Number 40 that you got from Arizona from that Deandra Hopkins trade You select Ross Blacklock, which is not a bad selection at all not a bad selection So you help your defensive tackle position and then you get a linebacker Jonathan Greenard In round three Dean get Charlie Heck heck of a name Fourth round John Reid they have just just have a knack for getting corners and or defensive backs with the last name Reid and Then Isaiah Coulter at wide receiver, which it could be the next Deondra Hopkins. I don't know but man Just looking at this draft. I think that I Think going into it and coming out of it. I don't think much was gonna take away the The bitter taste in a lot of Texans fans and a lot of NFL fans as well as like, why would you trade away? One of the best wide receivers in the NFL You know We don't know what Bill Bryan has planned. Maybe he ends up going 16 to know with the offense that he has I don't know. I like Blacklock and I'm not bashing on any of the players But man, I don't think your team has improved that much as it was when you did have Deondra Hopkins Which that is the unfortunate truth moving on to the Colts. I freaking love Michael Pittman and Jonathan Taylor in the first two rounds. So you gave up your first round pick and then you select Who Frank Reich has said? Arguably is the best wide receiver In the draft class and Michael Pittman Those are some bold words and that's a lot of expectations for Michael Pittman But he was getting a lot of comparisons As far as his size goes and his playing style to someone like Vincent Jackson if you remember him play for the Chargers and the Buccaneers So Pittman was a guy that they were honed in on for the longest time and the fact that he was still available Wide receiver from USC they pulled the trigger on him and they got him not only that but they traded up From that number 44 pick which Cleveland got to a drafted grant dope it with they treated it up with the Browns to number 41 Went up a couple of spots because they saw that Jonathan Taylor was still on the board and the draft for the running back from Wisconsin So this guy had two Years with over 2,000 yards rushing which in college football is ridiculous to do and then the interesting man the interesting pick Jacob Eason at quarterback From Washington formerly at Georgia at one point the number one Touted high school quarterback in the nation good pick. I love it. You got Phillip Rivers, but that's only for a one-year $25 million contract after that. You don't know what's gonna happen with Rivers. You've got your Kobe percent which a lot of Question marks around him a good player, but he's gonna stick around an indie So Jacob Eason is the good pick. You've got nothing to lose if he falls that far might as well Just go ahead and take them. So Overall, I'm gonna say that this was a very good draft by the Colts Chris Ballard and Frank Reich did an excellent job and selecting their players The Jaguars another team at least in the first two rounds did a phenomenal job in selecting their players CJ Henderson who moved up in draft boards. I thought he was gonna fall to number 16 to the Atlanta Falcons But he ends up being taken by the Jacksonville Jaguars at number nine overall They need some defensive back help after trading away Jalen Ramsey for that first round pick which with that first round pick They selected Caleb on chase on a linebacker who since eighth grade ninth grade just pretty young was already getting Division one scholarship offers. So that's crazy to think you lose someone like Kaleis Campbell to the Baltimore Ravens and Yannick Nagakway just the way that he's calling out the president of AEW Oh my gosh, was that a promo that we saw on Twitter? If so Tony Khan signed right away, you can cut a pretty good promo and get some heat He's gonna make a good heel in AEW But Caleb on chase on a linebacker is gonna be a good replacement You need some depth at that defense with all those question marks surrounding those players Levisca Chanel and the second round with a 40 40 second pick. I thought was pretty good I had him going to the Green Bay Packers at number 30 If they stayed put and then it trade up and then just for fun, let's just mention him Ben Barch you heard about him Probably if you haven't Google him Google Ben Barch Google the shake that he used they used to drink. It's ridiculous. It's disgusting But I love it. I love it. I'm gonna have to try it one day The Tennessee Titans went to the AFC championship last year and they made the wild card They were an underdog and they kept winning games but because of that they had some holes on Their team that they needed to fill with them being a wild card team and the fact that they went to the AFC championship Means you get a later pick. So given that the position that they're in with the number 29 overall pick They did the best that they could with the pick that they had Isaiah Wilson an offensive lineman From Georgia. He was obviously overshadowed by Andrew Thomas, but Wilson is a very good player and Tennessee needed to address that need after losing Jack Conklin in free agency Then Christian Fulton we talked about him Falling in draft boards almost fell out of the second round and some some people touted him to be a first-round pick So good job by Tennessee on that and then Darrington Evans a running back and with you losing Dion Lewis a past catching running back Mel Kuiper has stated that Evans is a very good probably the best past catching or past blocking Running back in this draft Which is right up Tennessee's alley if they want to find a replacement for Dion Lewis and then they get a defensive tackle and Merchison Cole McDonald a quarterback Hopefully to back up Ryan Tannehill and then Chris Jackson at defensive back So I think in the position that they were and this was a good draft by the Tennessee Titans


you think about when it comes to Meaningful relationships or like meaningful people or characters like hobbs might as well be real It doesn't really matter whether or not he's a toy or not He's real to calvin and he's kind of and he's real to us as well as people who read the comic Um Also, it's just got a neat art style calvin and hobbs is a is a very nice looking comic So yeah, that that's my recommendation calvin and hobbs really good And I respect bill waterson a lot especially for his stance on trying hard not to Super monetize the comic and lean super hardcore into merchandise and also for his willingness to actually end it um takes balls He ended it when it was at its prime like it was it was still really successful And he just decided yeah, no i've i've run my course. This is uh, I think i've done what i've wanted to do with this So yeah, um, I would say calvin and hobbs is like one of the best comics like newspaper comics of all time Before it got really shitty uh as many of them do um With the wizard of id One of my favorites a lot of the newer stuff is really crap But I remember when it uh, but when it started and for a long time. It was really good. I really like the wizard of id I remember the number of it. I remember that was uh, I remember Um distinctly simpson's comics that were the comic strips in the newspaper because every sunday um Because I had the comics in the in the regular one But there was like a section in uh In the in the newspaper that was like the kids one where it had all the stuff that was already answered Towards you and and yeah, like the front page of that one just had all the comics So there were simpson's comics garfield calvin and hobbs um Wizard of id I think was in that one too uh, it was I I I always got really excited to to uh to read those comics man big fan as a kid But specifically more so towards like the cartoon Ones rather than like superhero comics, you know simpson's comics future armor comic Calvin and hobbs um, and yeah someone has mentioned the uh The calvin and hobbs artwork we got a fan on at one point. I still remember that one. That's true. Yeah It's super cute there is um Oh, oh, that's the wisdom. Yeah, that's the wizard of id I remember there was um, oh damn. I can't remember what it was called But there was and I'm not even sure if this was australian or if it was like a International one I think it was set in the desert like it was it was specifically a place that was in the middle of nowhere um I can't remember as a town or damn. I can barely remember anything about what was the one about that ginger kid That was like a it not archie um There was there was a comic for that too um All right, it might have been the far side that might have been it. I might be talking about that. I'm not sure damn It eludes me at the moment Yeah, I don't know I would say I I do like dilbert, but I feel like a lot of dilbert Like dilbert is something that you would get a lot more out of if you worked in like middle management in an office Yeah It's like a lot of comics where older dilbert is just better than It just it didn't get better over time Well, I I guess it's interesting because Funny because I uh, I like comic strips a lot and I like making them But I just don't know that I have the capacity to do that kind of output like it kind of Amazes me that creating a comic every single day like a comic strip and having to be funny and interesting Um, it's basically how do I come up with a joke that I can put into cartoon format and just do it that many times I don't I guess it doesn't it doesn't seem difficult to me I think it is very difficult as somebody who has tried to do it many times. I think I'm getting better at it Yeah, I think it's more of a um Like a consistency thing and the willingness to do it part. It's the the attrition of it the dedication to it I think what I I find to be the challenging part but the thing that makes it a really interesting and worthwhile art form that You are trying to You are trying to achieve a lot in a very short amount of time Um, you because you usually only have four panels And you got to find a way to make a joke work in that in those four panels And it's like at that point you really need to be using every line and every part of the page very carefully Um to get to get what you want out of uh out of the page I think that's the challenging part that you are working with very significant restrictions in terms of format um But I mean but at the same time four panels three panels really works well for the standard joke structure Which probably explains why it is that that's why the three or four panels I know that again on calvin and hobbs bill waddeson fought really hard To get big colorful splash pages for the uh the sunday comics Like he fought very hard to get basically nine panels like half a comic page That was something that wasn't common for syndicated comics at the time And I mean they were they were really amazing like those were the ones that sort of flexed the uh the style of like Oh really demonstrated his talents really beautiful watercolors So I like calvin and hobbs. What can I say? I think I think it's a really good comic I think that's fair bring it i'm gonna i'm gonna approve. I think it's okay that you think that Yeah, all right doesn't sound like you approve I wanted to make sure it was clear because it sounded like it might not have been That sounds upsetting but Yeah, um a lot of a lot of good appreciation. I like that I used to draw comics in High school and stuff and I had my comics in a the school Uh, I was it was about rome. It wasn't if it was a great inspiration, but it was about rome And the it took place in ancient rome and I would draw these roman comics On my latin tests and I'd get bonus points if the joke oh boy That's neat I I did a lot of comics at school as well That was like a bigger that when I was like 10 I remember that that when I was between the ages of 10 and 12 My well have been my most fruitful years in terms of productivity on creative projects um My lack of self-awareness really helped me just make stuff Because I didn't know how shit it was You just make it and push through and do it and um I remember I got so Ambitious that I even made a crossover comic with all of these characters that I I'm pretty sure I've told the story silo and lobsi They were in that one Uh, uh, I think the characters it was like gangsters. It was fred Al I think those were their names I remember there was a polar bearer in there as well But I drew the lobs to the most because it was just an oval with eyes and a mouth And it was even bound Like pages stapled together like an actual comic. I did that. I don't know Yeah, I don't know if it's anywhere here now.  That was really creatively fulfilling I made a spider-man model and his Yeah, yeah, a little little guy next to him called sidekick. That was his name and he was a little creature He was like a little creature that was shaped like an eight And he had like legs all over him. And so all his thing was just kicking people from the side Uh, you are wrong and you must be stopped said long man before shooting the video essayist in the back of the head Did he deed done? He looked at the sunset. What does he do next rags and fringy? Oh my Is that the beginning or the end of a comic there? So wait, so the ending was that you looked at the the sunset Yes um Maybe you start walking into the ocean until you sink into it and then you just never come back up. Oh Well, I mean is that maybe that's what you wanted, you know To go to the bottom of a sea That's that's more sad in a different way Yeah Well, maybe it's what you wanted because you could breathe on the water You just want to go see the fishies Like bojack in episode uh for season three The episode I thought would be good and then it wasn't and then everything started The walls started to fall down That was definitely one of those sort of like, what do you think it was like I have questions There's a couple of questions. It's funny because you when you when I said, what did you think in my head? I was like He probably should have fallen like why is gravity only working occasionally in this episode? And also Why didn't anybody tell bojack that he needed to press the button to speak? We wouldn't have the episode the way it was otherwise And how does a pen work on the water? Why would there even be pens on the water if it's just gotta wash off the paper? Yeah, that those kinds of jokes don't work for me because I'm just like they wouldn't they wouldn't Remember he like opens his Crisps or whatever in his room and then it'll just fly everywhere. It's like, what did you what did you expect? Like how is that? I don't consider that funny. I'm just like, yeah, that's what would happen Yeah, all right, by the way to address and chat it was ginger megs. That was the comic somebody mentioned it That was the comic I was thinking of Um first super chat if it weren't for jeremy mentioning he was going to be on e5 27 I would never have found you guys been a wild ride. She is Hey boy. She's been there for a while. Yeah. Yeah That was the um the episode where I think the toxic brood was born actually 27 Oh, yeah, that was that's that's taking it back An everlasting meme that one Toxic brood Hey fringled. Do you think Arthur Morgan's acts leading up to his death redeemed him? Second question. Do you think Arthur is? Oh, there you go. Second question Do you think Arthur is one of gaming's best protags? I think that he is probably one of gaming's best protagonists in terms of how well written is But I don't think that he redeemed himself. I think I think that I think that what we're meant to take away from Arthur is that in a different life He could have been a really good person Uh, what I I would assume that the high honor is like the canonical way to go I don't I don't I don't know who low honor Arthur Morgan is. You know what I mean? But I uh, I think I think that's what you meant to take away from it It's not that he is a good person But that he could have been a good person if he hadn't been wrapped up into this life I think the problem is it's like he does do a lot of things to try and be good But it's worthwhile to remember the context of this like he is a criminal for many years He's killed a lot of people Stole a lot of money and in order to like help John I feel like this it's it's been out for three years Um In order to like and I don't know if you play red to one You know this anyway to get like John into the life that he wants It still means like killing pinkinsons and stuff like that So I don't I feel like it's it's all you all have to you have to remember in the context of like who this character is and what life he's lived Um And I think it's more meaningful to think about the idea of what does it mean? What what does it mean to like chase redemption as somebody? like that It just means trying to do as much good as you can with the with the time that you have like he kind of You know Arthur doesn't really have an opportunity to really make up for everything that he's done that like he can at least try to do um Things to make stuff right. I mean he says that a lot. Um And yeah, one of the things that works in Arthur's favor is loyalty That's like a big aspect of him and I think I think even when you have characters who do really bad things Like loyalty tends to just make them much more likeable. I think some loyalty and trustworthiness just seem to be like really We just like that stuff and characters. Hmm Like loyalty is really important But yeah, I think I think he's I think he's quite well written Author of Calvin and Hobbes retired at 37 because he didn't want his series to become like Garfield by going on too long And hurt the soul of the series. He also never made any toys or plushies chad Yeah, and I guess I guess it's interesting because like dude, I would have I would like a Hobbes plushie I was going to say like why not like that's that's just the cool vision. I see like, you know I think the problem was that from his perspective It was just a matter of he felt like it was selling out Like bill waddison was very much Hardcore into like creative integrity and stuff like that like to a degree that may well have even been excessive And that I would have liked at Calvin and Hobbes plushie But um, I do respect the hell out of him for like saying I'm done. Yeah, I'm done And then and then stopping instead of just continuing especially it's like the height of his career still making money from it.  It's like, but what if everyone wants one of those? Well, I guess I guess it's worthwhile to think about the context of the time where it's like Doing it for one thing probably would have meant doing a whole bunch of merchandise I mean just look at Garfield look at how much merchandise there is for Garfield and how much ability does he have To say yeah, we'll do plushies, but that's it or like we'll do Yeah, we'll do this and that's it and I don't mean plus there's books. So it's like you can still read the comic. So Yeah, make your own. I've got every uh, I've got every uh, Calvin and Hobbes ever made.  It's what it's a impendium of three books And they're just huge I mean 10 years of content like that's a lot That's a lot of pages Yeah, it is it is heavy too Yes, sir I would like to grab some more of those because yeah, I have one and unfortunately got water damaged when I took it on a trip with me So Or did you go to the ocean? I know I it was just It was it was nothing to do with how wet the place was I just accidentally put my backpack in a puddle No, I realized far too late Um, it's okay. It's it's not it's not like destroyed or anything. I just I just want to get a better one. Yeah With more of the comics Has anyone got their plushies yet of moeller and rags they nope that they deliver Yeah, early descent. Well, yeah, we have them. Yeah, I have one and boy is it great I love it the good little muffin, but uh, you guys get them early december is when they will be delivered Because they got to be made A giant plushie factory Bill watson calvin and hobs and gary larson's the far side are easily my favorite newspaper comics Aaron magruder's boondocks is also fascinating to me, especially given. He's close to my polar opposite politically I mean, yeah, I Can enjoy a lot of stuff from people you disagree with on a lot of Politicles or even fundamentals is there is a lot of stuff you can uh Yeah, no a lot of things humans can relate on even if you disagree on other things Wonderful when calvin's mum yells hobs name when calvin lost him in the woods played as humor, but we all felt it Yeah Yeah I was 30 minutes behind sorry if this was mentioned already but watch internet historians video about the virus to learn about the toilet paper issue Yeah, that's probably where I got most of my information from um Long man, I have a criticism for your black widow video at the very end you show a spoilery clip from the movie extraction without a warning I'm not too bothered about that. I even thought about it when I was making it. I was like listen That character gets introduced and becomes evil like straight away. It's it's not too. I think what you're watching extraction for I mo is much more for just can chris sam's with get through this storyline by truly banging That's how he can avoid the most part um And you know it happens pretty quick in that clip Um, and I think that if you're not paying too much attention and you just say for the skeletal meme You're probably gonna be you know, it'll be fine um I watched rags until I recommended e-fap when I waiting for another video by him walls Also, I like the new videos of rags and mohler Wow As am I Also any of you fans of shell silvestines comic strips Um, what what would they let me look at whether he I'm not familiar with them Uh, neither am I I will assume rags is not either No, no, what what is it again? Shell silvestine Apparently it was the giving tree was one Where the sidewalk ends scary stories to tell in the dark I can't hear I feel like I've heard of that Um He Just he's falling up Where the sidewalk ends Like draft in a half Don't bump the glum giving tree So the question is do I know of him? Yeah, like if you're familiar with his walk I read the giving tree when I was Very very young But that's basically it. I never read the others. I never read where the sidewalk ends or um, a light in the attic He doesn't look like how I imagined he would Let me let me show you a picture Oh Not at all how I would imagine Um, but yeah, I was gonna say we we were gonna go until nine hours with seven minutes over so Uh, yeah, I'm just tired I guess we'll get those last two. Yes I guess we could well one of them is a bit. I don't know that I want to read it Well, so even even if it weren't spoilery for a certain dog out where uh, that would be a huge topic Yes, that would take us a while. Um But uh, we'll probably revisit that at some stage. Yes. Yes. Don't worry. You'll get answer to that at some point. Um What's the most trouble you ever got into at school? Huh I was fairly well behaved I was Getting away with it. I got a trouble a lot. Do you know I got into a fight once.  It looks really good, but at the time It um, it cut open and blood just splashed across my whole face And people were like terrified that I would be dead I was like, oh To me, I was just like, I feel fine.  Yeah, yeah I didn't get in trouble much at all. I know that there were some teachers. It didn't like me, but there was never a justification for me to ever get in trouble So What's that? Because you were Australian Um, it was usually because I I I've gotten a lot better at regulating my volume I know more can relate because I'm pretty sure you've said this to me, but like when you have a deep voice It just projects The base carries It can be very difficult to manage volume control though. Admittedly a lot of that Also was due to a lack of self-awareness, but yeah, that was that But again, it's just like, uh All fringy there being loud um Yeah Um, I didn't I didn't really get in trouble. So I but I guess the problem is I'm I'm sure I Have gotten in trouble for some but I'm not I can't remember what it would have been Yeah, I think I was I was I think I was pretty good at not getting caught. So Nothing really comes to mind. Um I'm trying to think I have a lot of childhood trauma memories of like from school that I own Don't enjoy Oh, no, it's it's it's fine.  I mean, I'm pretty sure there's I'm pretty sure that there's like I'm not sure if I've told this story. I'm not even sure that I want to because like I don't want to give Give away that particular nugget of information Um, yeah, there are just these instances. I can remember it where it was. Um, just like shitty experiences interacting with other students But then a lot of fun memories like playing halo c e on the library computers Hiding in the corner so that the librarians couldn't see us playing games Good times Some good times. Yeah, some good times. That's true. Yeah uh Yeah, the most trouble I ever got into was probably that instance.  No, they're my nuggets. Give us your nuggets He'll silver scene a look great stuff also stop responding and go to bed doggo frogo and longo very well Oh very soon. Yeah, I guess that's about that The stream is officially unlisted. No more can be sent in Goodness gracious, which means now is simply on us to end. Um, of course It's worth mentioning one more because you're gonna just run out of time eventually, but Zeplus is That's the french way of saying plushies if you guys didn't know They are currently available. They are they are sitting there on the the digital shelf And they must be touched in terms of their boutons in order to purchase them If you wish to have them The link will be in the description of this video because I haven't put it in the live version Which was just a bad move on my part, but thunders linking them in chat. Thank you very much um They they they be looking fine Dandy and you have nine days remaining We'll let you know when you've got um Well, I guess hours left or whatever. Well depends on what the next dfap will be. Um, what we will try and do Is a catch-up stream at some point in the near futures um The nightmare has become reality. We are we have got a lot to catch up on What will likely happen is we'll make a few offline efaps with the copyright memes And uh potentially other ones and we'll just answer a whole bunch on them and release them As well because now we're in the new year and if you guys remember there are 52 weeks Between the things so that means we get two weeks off of efap So, you know, those could be spent at any point And what we'll probably do when spending them is do some catch-ups or whatever makes the most sense to me So, um, unless is there anything else you guys want to talk about? Oh, no, I think I'd better uh, I think I'd better call it there Get my what out of here on that dusty trail as I say, yes Um, thank you all so much for joining us efap 151. I'm sure it won't be long before we hit 200 Yeah, we're going before you know it next event. I suppose It's gonna be efap halloweenie and then efap christmasenie And then and then new year and then we're all the way back to heading toward gadelp season as if it wasn't Only recently that it felt like I released one of those, you know Time it flows so quickly and this is the thing We've got a couple of weeks of like it's kind of chill in terms of releases of new media But uh, it won't be long before we get a tidal wave of new stuff again Um, but in the meantime the fringy comic. Yeah, we got rough to page 14 There's escapades. There's drama. It's fun. We can like find it for any Oh, right. I twitter me on twitter.  I got I got my plushes. You've just reminded me to get him. So I got him. Oh my god I got some together for 10 off The rags plus show and then the the the mues plus show It's a nice little combo. All right, you can put them up when you book shock go to sleep with them Yeah, they belong together. They will look after everyone and everyone. Um Alrighty, thank you all for joining us. Thank you so much for the donations for the interactions and we will catch you at least Maybe not, you know, it'll probably be before that but next week when we talk about whatever it is We may be talking about World of media. Um, we'll see you then. Wait, how did somebody just send in a super chat? It's unlisted I thought that was the whole point youtube Racism that said Loki set up spider man. No way home.  All right.  Well, thank you so much. Yeah. Good night, everybody. Lol. I stole that one too. Good night. Bye. Bye. Bye. Bye Bye everybody Do we still have the holy chat? Do we yeah, okay, see we read that one too. Bye. Bye. Bye. Bye. Bye. Bye. Bye. Bye. Bye Do we now oh, that was the toxic monger of the Hackelbrood


Troops of the joint tax force in the North East have eliminated 11 terrorists and recovered a cache of arms, ammunition, and a truck laden with petroleum product. During fierce encounters in Borno, the Director of Army Public Relations, Brigadier General O'Neil Manwachukou, announced this in a statement in Abuja and said that troops belong to Operation Hardinkay. Manwachukou said that the troops of the 82 tax force battalion who were on patrol along Ngoshi Ashigashia rode about 12 kilometers from the unit's location had an encounter with Boko Haram terrorist at Daoje. He said the fierce encounter led to the killing of five terrorists compelling the remaining ones to retreat in this array into Mandara Mountains with several gunshot wounds. Hello, hope you enjoyed the news. Please do subscribe to our YouTube channel and don't forget to hit the notification button so you get notified about fresh news updates.