Hi everyone, Joe for jatskiescasebrakes.com with that Oklahoma City random number block randomizer right there We are sold out First of all, we're gonna give away this spot In this little mini promo and then I'll do the random number block video in the next video five and a four nine times aim on top extra spot one two three four five six seven eight and nine There you go Hans extra spot going your way after nine Rewarded for getting those spots early on there you go. We'll see you in the next video for the random number block randomizer


Je pense qu'il y a un organisateur pour l'invitation, pour parler à cette conférence. C'est un honneur de donner une parole à cette conférence pour le Bazaar. Ce projet de la conférence sera un résultat qui est en commun avec Kashiwara et Shapira et il y aura une application facile de ces résultats. Le taux principal de la conférence est la notion de micro-support, qui nous rendra le lien entre les chiffres et le manifold sur la géométrie simplifique du Bazaar. C'était introduit par Kashiwara et Shapira dans les années 80. Je vous raconte la définition, mais avant peut-être que je vous explique très rapidement ce que l'idée est. Nous considérons un manifold réel M. Dans le taux, tout le manifold serait réel. Nous considérons un exemple. Nous considérons un manifold M. Nous considérons un constant shift de N. Et le micro-support considère la question suivante. Nous prenons un point X dans le M. Et un numéro U de ce point. Nous restriquons la homologie de F pour un plus grand objectif. Nous considérons la homologie de F. Quand nous faisons la première restriction, la homologie n'a pas changé. Nous trouvons qu'il n'y a pas de différence entre ce arc et celui-là. Quand nous faisons la seconde restriction, nous trouvons qu'il n'y a pas de différence entre ce arc et celui-là. C'est l'idée. La définition de Shapira dans les années 82 est la suivante. Nous considérons un chiffre ou un objectif dans la catégorie d'un M. Ici, il y a une question. Nous définirons le micro-support. Au début, c'était le single arc support. C'est un subset de la banque de la catégorie d'un M. C'est défini comme un follow-up. C'est le close-law du set d'une direction intéressante. L'intéressant signifie qu'on a un changement dans la homologie. Il y a un set de x, c'est-à-dire qu'il existe une fonction de test, c'est-à-dire qu'il existe un point x, c'est-à-dire que c'est x. Il y a un point integer i, c'est-à-dire que la homologie de F sur des petits boules n'est pas isomorphique à la homologie de F mais c'est sévélisé par un set de psi. Ici, on prend la limite sur le niveau de x. C'est-à-dire que le psi est dans le micro-support si ce n'est pas un isomorphisme. Ou en autres mots, si on fait la différence entre ces deux homologies, cela signifie que la homologie de F sur les petits boules n'est pas 0. Merci. Donc la définition est très simple, en fait. Et par définition, le micro-support est fermé en conic. J'ai juste donné un exemple. Si on suppose que u et n sont l'open set avec une bande douleur, le micro-support du constat-chif sur u c'est... C'est la bande auto-acronomique de la bande douleur de u. Et le micro-support du constat-chif de la vue est l'opposite. C'est-à-dire que le conic est plus clair sur la définition. Ce n'est pas clair en tout cas, et c'est un débat en fait, sur le micro-support. C'est-à-dire qu'il est prouvé qu'avec cette définition très générale, le micro-support est toujours assez utopique. Donc je vais venir bientôt sur ce C.O.M. et je vais dire ce qu'il veut dire. Donc il y a un lien entre le micro-support et la géométrie. Mais la motivation n'était pas pour étudier la géométrie du constat-chif. Mais pour étudier les modules. Donc pour exemple Shapir a mentionné l'invitivité C.O.M. pour les modules D. Et donc c'est relativement avec le C.O.M. parce qu'ils n'ont pas pu compter le micro-support de la solution complexe de la solution des modules D. Donc ici, X est un manifle complexe et on considère des modules des modules C.O.M. sur X. Donc nous pouvons définir la solution holomophique et prouver que le micro-support de la solution de la solution est equal à l'invitivité caractéristique de la module D. Donc de cette façon, le C.O.M. ici c'est l'éprouvé de l'invitivité C.O.M de la caractéristique de la solution de la solution de l'invitivité C.O.M. donc nous avons déjà éprouvé de l'auteur de Excusez-moi, excusez-moi, excusez-moi. Oui, c'est ça. C'est un peu carré de chouin. Il y a aussi une pure algebraique prouve par Gable. Mais ça donne une complétie de différentes prouves, qui ont un sens dans la ville réelle. OK. Mais au début, il n'y avait pas de lien avec les propriétés mondiales de la géométrie symphonique. Et pour cela, nous avons deux différents résultats. L'une, par Nedelin, sur Zaslo en 2006. On ne va pas vraiment expliquer ce qu'il veut. Nous considérons un compact manifold M. Et ils prouvent que la catégorie de chouin constructif sur M est l'équivalent de la catégorie de l'abandon de Cotangent. Et le correspondant est ici. Nous considérons la chouin constructif sur l'open set. C'est la chouin de micro-support. Si j'ai une photo en dimension 1. Si vous avez un intervalle en dimension 1. La chouin de micro-support sera comme ça. C'est la chouin de l'outre de l'économie. Et le correspondant de l'agrégion ici est même par le graphe de la fonction de U, qui va à l'infinité de l'abandon. Donc le graphe de la fonction de l'agrégion est une approcution de la micro-support. Et il y a un autre résultat, qui est entre les chouins de la géométrie. Donc en 2008, la chouin de la chouin de l'abandon de Cotangent a été considérée en 2 sub-sets A, B, Cotangent et London. Et après, ce sont des sub-sets connex. Ce sont des sub-sets non micro-support. Donc il y a un variable pour faire tout en connexant. Donc on considère, disons, F sur M x R, avec une chouin de micro-support en A. Donc cette chouin de la chouin de l'abandon de Cotangent en A x R, à un module de Cotangent M, c'est un Roi de X, T, XI, T. Donc, T et T sont les sujets de Thie et T star R. Et on n'oublie pas la variable T et on supprime la connexité. Donc ça se définit pour une positive T. Donc on est sûr que vous avez un felt ici avec cette propriété d'inclusion. En cas de l'un, g avec la règle du micro-sport de g obtenant b. Donc il prouve que si on a un homomorphisme non-vanécié, donc le homomorphisme est de f à g, mais on peut peut-être transmettre g verticalement. Donc si on a un homomorphisme non-vanécié comme ça, a et b sont non-disposibles. Donc tc, tc of xt, is a vertical translation. And non-disposible means that we cannot find either metonyne and isotope phi t, such that a and phi t or b are disjoint. And it applies this then to prove that the cliffhorn torus in cpn is non-disposible for itself and non-disposible from the diagonal result of this kind. So to understand Ney-dor Zaslow, we have to know the focaric category, but to understand the market result, it is enough to know the micro-support. So we try to understand his result. And so in building on this idea, we stated a result which says that, in some sense, a metonyne isotope phi over cotangent bundle acts on the category of shields. And I explain this. So consider some amyelton isotope phi. Of cotangent bundle, but I assume that it is homogeneous. For this, I remove the zero section. So this dot here means that I remove the zero section. So phi t is, of course, simplistic on r plus homogeneous. So by this, I mean that phi t of x lambda xi is lambda acting of phi t of xi, so positive lambda. OK, so in this situation, we prove the following. General n, some years ago. So there exists a unique shift k phi, the drive category of shields on m squared times i, which is locally bounded, I mean bounded on each complex set. So it's that, well, at time zero, so k phi restricted to m squared times zero is constant shift on the diagonal. Its micro-support is equal to the graph, so mu soup of k phi, is equal to the graph of lambda of phi. So by this graph, I mean conic Lagrangian subset of m squared times i. For, of course, the natural, so the obvious graph, we define d star m squared times i, but with no fiber over here. And there is a unique conic Lagrangian subset above this gamma phi. And this is the micro-support of our shift. So in particular, if I consider the composition with this shift k phi at times t, it will give an equivalent between the drive category on itself. So for all t, so the composition f maps to k phi t composed with f. So this is the direct image by the second projection of the transfer product of k phi t on the inverted image by the first projection. So p1, p2 go from m squared to m. And of course k phi t is restriction i at times t. So in particular, this function is an equivalent. It respects micro-support. I mean micro-support of the image is the image by the Hamiltonian isotope of the micro-support of f. Maybe one picture to give the geometric meaning of this. So a simple example is to consider the geodesic flow, the homogenous geodesic flow, which means phi t of x psi. So we are on rm, and we have the geodesic flow on the cotangential model, which is x psi is mapped to x translated in the direction given by psi. And psi is stable. And you can easily compute this example on finds that our kernel k phi t phi t is a constant shift on some neighborhood of the diagonal with a shift. So ut here is a set of x, y with distance of x on y less than t. So it's an open set. And if we want to understand the composition, so for example, take Lagrangian manifold given by the interior connormal bundle of some parabola. So say p is this closed subset, and we consider constant shift on p. So of course, if we apply the geodesic flow, so at the beginning, we obtain the connormal bundle of some smaller curve. But at some point, we will get a swallow tail or a singularity. And the shifts that we find here, so k phi t composed with f, will be, say, we start here with a constant shift in degree 0. So in the upper part, we still have the constant shift in degree 0. But here, in this small triangle, we shift it by 1. And the set where it is defined is a locally closed set. So the upper part, it is closed. And here, it is a locally closed. So the micro support is given like this. Oh, yes, yes, yes, yes. So here, n is 2. So in general, our shift k phi is of as follows. So assume we have the time here horizontally. But actually, we have r2n. So what we find is, excuse me, in this case, k phi is very simple. It is the inverse image of some shift on rn itself. If I make the difference between x and y. So my k phi is the inverse image of something. On this phi is a constant shift on some cone, which is open on the right, shifted by n. And here, it is a constant shift in degree 0 on a closed subset. And micro support is like this. So at the point here, of course, the singularity is informed. But the micro support is still smooth. So here's a picture of what happens. We gave you an application of the theorem above by recovering Arnold conjecture on the intersection of the zero section of some Cartesian bundle of compact manifold by its deformation by any emitting isotope. So there is a lower bound for the number of intersection points, which is given by the sum of the better numbers. This can be recovered by using this on, of course, the many result on the micro support. But here, I wanted to give another example of application, which I like, which is to make the link between a deep result in symmetric geometry, well, in the beginning of symmetric geometry. So it's a result of the end of the 70s or the beginning of the 80s. It's gone off a l'HBL to GCOM. And I wanted to make the link between GCOM and invulnerability of the micro support. This is as follow. So the GLOM of l'HBL theorem is the following. It says that the set of symplectic diffeumorphism of a symplectic manifold is closed in the set of diffeumorphism for the C0 topology. And we can restate it in the following. And in fact, it is, in fact, we can prove a local statement. So we consider a symplectic vector space r2n, which is a standard form. And we consider a sequence of diffeumorphism phi n from some ball in e to e. So it is a symplectic morphism. So we respect the form omega. And we assume that phi n converges to some diffeumorphism phi infinity, but only in the C0 sense. Then in this case, phi infinity is also symplectic. And the proof with invulnerability of GCOM is not too difficult. Well, first up to shrinking the radius r, we can assume that phi n is in fact the time 1 of some Hamiltonian with compact support. So hn is some Hamiltonian function. We assume that our phi n is given by the time 1 of the flow. And well, of course, it is not conic. So we have to do the same trick as the time marking. We make everything conic by adding one variable. So we define hn tilde of xt psi tau just by tau hn of x psi mod tau. So this one is a homogeneous. And we can consider its flow by hn tilde and obtain some shift kn tilde on r2n times 1 variable. So r2n plus 2, well, times r. But I restrict at time 1. So this is k, phi, n tilde at time 1, OK? But it's not difficult to see that, in fact, because this variable t here does not appear in hn tilde. In fact, it is also the form p inverse of some kn with kn defined on r2n plus 1. On this kn as a property that its micro support is mapped to the graph of phi n by the map rho, the same map as in the time marking setting. So rho of mu sub of kn is our graph phi n. So this is a Lagrangian subset in e square.  We define k infinity by, well, it's the quotient of the product of this kn by the sum. And by standard properties of the micro support. So the micro support is well behaved with product on sum. We find that the rho of this micro support of this shift is contained in the graph of phi infinity. So if we check that this is not empty, so assume that for p given in the graph of phi infinity, there exists some p tilde in the micro support, which is mapped to p. Then in this case, the invulnerability theorem says that, so this statement, well, I didn't give the statement, but the statement is that the cone of our micro support, so I take the cone of the micro support, and take the synthetic orthogonal, and it is contained again in the cone. But there are two natural notions of cone for laboratory set. So here, cp plus of a is the limit of all lines of the union of all lines, say q, q pi r on the neighborhood of p, where this point q, q prime r in a intersected with this neighborhood. The other one is the same, but only the limit of the lines p, q prime. Of course, this will contain a synthetic orthogonal of rho minus 1 of k minus infinity, and this will be contained rho minus 1 of k minus infinity. So this implies that this inverse image of the graph is quite atopic, and it is not difficult to see, so this implies that the graph itself is quite atopic. So since it is a graph, it will be, of course, a Lagrangian. And this proves that phi infinity is a simplified morphism. So maybe I have to say a word why this fact is true. So we have to check that we have indeed micro support at this point, at any point of the graph. So to prove the fact, just to give a quick idea, we have to avoid the following, the fallacy, which could happen. In general, a limit of Lagrangian subset needs has no reason to be Lagrangian, because we can take, say, we consider a kind of length, say, in R2, and consider the conormal bundle. So it is a micro support of the constant shift in this lens. And if you make, say, here, we take radius epsilon on here, her height, epsilon squared. When epsilon goes to 0, this only converges to the half line of all points. So this is not Lagrangian, of course. So we have to avoid this kind of phenomena. And to do this, we make the following remark. So our gamma infinity, so it is a subset of the cotangent bundle of R2n. If needed, I can change the coordinate so that the map from gamma infinity to the base is local diffomorphism near my point, so my point p. And now I make an approximation. So I have this approximation of gamma infinity, which also graph this graph gamma m. And if I consider the same picture, but in the front of my manifold with one more variable, what I find is a shift with a micro support like this. So the micro support is conormal to my lines. So here I have drawn the front. And it is, in general, generally given by a local closed set by shift constant on a local closed set. And if I restrict my shift kn to some line x times r, so I fix a point x in the base, it is not difficult to see that a shift on a line is given by a sum of constant shift on interval, well, at least if k is a field. So this is the consequence of Gabriel's theorem. So what I want to avoid is that I want to avoid the fact that the intervals have a length going to 0. And this can be seen as follows. The first remark is I have at least one interval with one end in the right part here and one end in the green part. I mean that the map gamma n, let's say, we call gamma n prime here, the intersection of gamma n near a box, with a box near the graph of phi infinity on gamma n double prime the other part. So the map gamma n prime to the base is of degree 1. So this implies that there is at least one interval i with ends of i, both in the projection of gamma n prime and the projection of gamma n double prime. So the micro support is contained in two disjoint sets. One set associated with this gamma n prime where I approximate gamma infinity on another set far away from gamma infinity, which is added because I made some approximation. And now I can use, so there is a way to give direct sum to decompose a shift according to its micro support, which is called a cutoff lemma. So this is also given by Kashiwai and Shapia, at least in the convex case. And it can be rather a solo. Suppose you have some ball, say, of radius r in some vector space aik, a shift f on this ball with micro support contained in two disjoint subsets. So it is contained b times gamma 1 union gamma 2 disjoint union. So gamma 1 and gamma 2 are closed conic subsets in a k dual. Then I can find a smaller ball such that the restriction of f to this smaller ball is decomposed as f1 plus f2 modulo locally constant shift, where the micro support of fI is the micro support of f intersected with gamma i. So this cutoff lemma says that if I have a decomposition of the micro support into disjoint close subsets, then up to restricting everything to a smaller ball, I can also decompose my shift. So using this, no, so the first way, yes. So if the gamma 1 and gamma 2 are convex conic, then this is given in Kassurian Shapira's book. But using the theorem on isotope, we can extend it to arbitrary closed subsets. So the idea is maybe very quick. Very quickly is the idea. If you assume that, so we can choose some direction. So we are r k minus 1 here and r here. First assume that our two sets are contained. First assume that they contain one in the variable here t2. One contains t positive and the other one t negative. Then we can apply the projection given by the marking, which is convolution with a constant shift on r plus. And the convolution with shift will split automatically our shift. So we want to change a general situation. So my gamma 1, these are conic sets. So my gamma 1 here and gamma 2 like this. So what I will do is find some Hamiltonian isotope, which keeps gamma 1 fixed or move gamma 2 in the negative direction with respect to tau. So this I can do by choosing some Hamilton function on multiplying some burn function with t. Because the flow is treated with t is d tau. So it will move gamma 2 to the negative direction. And phi is some burn function, which is phi 0 near gamma 1, and 1 near gamma 2, not 1, because it needs to be homogeneous. So near the hypersurface t equals 0, this will give exactly what I want. So it doesn't move the base variable, and it only moves the farther variable, and we get to some situation like this. And of course, if I move away from t equals 0, this is no longer 2, because I can move far away from my set. This is why I have to restrict to small r here. And r is more or less r times the distance between gamma 1 et non gamma 2. C'est sur la phi. But anyway, so once we can cut our sheath in a ball, this means that, for example, an interval like this, which starts in the gamma n prime and gamma n double prime, has to be of lengths bigger than the small r. Because this interval is not split even up to a local constant shift. And the constants here are independent of gamma n. They only depend of the box, which gives a good approximation. So we can find some interval with non-validation in length. And well, at least these proofs, as we avoid this one, it is not difficult to see that. Indeed, this proves that we must have micro support at a point near one end of the interval. So of course, we have to prove this fact. But this only standard proposition is theory of micro support. So the main result to obtain a chromophilic acid in this sitting is a rise of the theorem. So the deep result, which implies the chromophilic acid theorem, is this inviolativity of micro support. OK, I have 10 minutes. OK, so I will just state another quick application. So another easy application, which looks more like, it looks like an exercise about curves on the sphere. It is one conjecture of Arnold, but among 100 conjectures about sanctuaries of caustics, or something like that, it is a three-clubs conjecture, which is the following. So we take, we consider the sphere as two, and we consider the contact manifold given by the projectivization of the cotangent mandrel. So this is contact manifold. In this contact manifold, we consider the fiber over a point, over this point x naught. So this is the circle in my contact manifold. And I consider some Hamiltonian, no, some contact isotope of x. OK, and I think that's all. I denote by CT, the projection of the image of lambda t, where lambda t is, of course, the image of lambda 0. So this is a curve on, well, it's a set on S2, and we have the following result. When this set is a curve, with only curves on double points as singularities, je le baisse, à compter. So I assume that CT is generic. Then it has at least, then CT has at least three curves. This was proved by, so for R2 instead of S2, it was proved by check enough on Pushkar some long time ago in 2005. So the idea is to use a radon transform to turn this lambda nought into the jet bundle of S1. And then they can make a deep study of such not using the composition, oh, I forgot how it is called. Well, but anyway, so there is a proof using the contact geometry in dimension 3. And here is the proof, and the idea is, so let's follow. So of course, I will leave my phi t as some, say, phi t tilde, which is a Hamiltonian isotope in T star S2, again with zero section removed. And this one is not only r plus homogenous, it is homogenous. So this means that phi t of x lambda c is lambda phi t of x psi. So this time for all non zero lambda, not only positive lambda. So this will give you, by applying the theorem above, this will give you some equivalence between the shift with micro support, only over one point, on the shift with micro support on lambda t. But since it is r homogenous, in fact, this equivalence respects duality. I mean, it commutes with duality. We can also see that the first category has only countably many simple objects. So of course, I have to explain simple. So simple means, so we call the definition of the micro support. Micro support is a closure of points where some convergent group does not vanish. And in fact, Kashiwa and Shapiro prove that, at least if the micro support is lagrangian and smooth, this non-validation term is almost well defined. I mean that in our case, so since micro support of f is a smooth lagrangian, this is well defined in the sense that if I take some other function psi, I have an isomorphism between the two, up to some shift, a shift given by a local muscle of index. So top psi is the muscle of index, so defined by Kashiwa, of the three natural lagrangian space that we have here. So I consider point P in my micro support. So I have the tangent space of the micro support at this point. So my micro support is smooth. I have the tangent space of the graph of my test function psi. And I have the tangent space of the vertical fiber. When I have three lagrangian space in the Cartesian bundle, I have an index defined by Kashiwa. And so this is standard. And simple means that this is simple means that it is K in some degree. So now we can prove the theorem follow from the following proposition. Assume that I have an object F in my category of shifts micro support lambda t, which is simple on self-dual and with odd order number. Then I have many simple objects. So they exist. So there are more than a quantity of c star object in this category. And this number in fact correspond to some monodromes. So I don't give a proof, but I just make a picture. So this can happen in the following situation. Well, maybe first the generic. If I make a small deformation of the fiber in the contact manifold t star p2, what I get is a conomal bundle of some asteroid like this. And it's not difficult to find a shift with micro support like this. And this shift is of long two insight. And if I cut near cusp, so it is a shift on a line. And it is the sum of two constant shifts on half closed interval. And I can also cut above. I can glue, I can make three copies of the same picture and glue them. And then I can obtain a picture. No. Sorry. It seems like it's sad. It's OK. It seems to work. Great. I can obtain a curve with only one cusp here. And with a shift obtained by gluing three copies of this one. And it will satisfy this. But if I have such a shift, so of course it's zero here and here. So I can also define similar shifts by taking the transfer product with a locally constant shift of long one around this point, for example. This will give many objects in my category. So well, this is not a proof, of course, back to one. So thank you. Are there questions? Yeah. David? A group that acts on the category of sheaves that includes both Hamiltonian, a few morphisms of the cotangent bundle, and a C0 homeomorphisms of the base manifold. No. That's a good question. But it's going to be C. No, repeat. The base manifold that would induce no map on the cotangent bundle, is there something like discontinues flow that would act on the category? No, you don't know. That's a good question. OK, I have a small question. When you spoke of the micro-local cut of lemma, you gave the example of two cones, which are adjacent. But if you have one inside the other, it works, also? Yes, because you can, I mean, it doesn't have to be, I mean, something like this. Yeah. You can do this. So there is some space here. So you can take a band function, which is 0 here, and which is 1 here, and it will still work. Yes, it will work. OK, so no other question. Then we come back in 20 minutes. Thank you.


I'll read you a beautiful beaver babies and welcome to another episode of James has to adjust the mic a little bit as you're asked to roll the live and Wow, okay, so last video I said that we were going to work towards some of the unique creatures some of the new unique creatures that have came out recently And we have some unlocked actually now on Friday the previous Friday Well Friday is generally is where you're supposed to be able to dark carnitaurus now unfortunately, I found about Five carnitourses and I did go out and about They seem to for me only be in certain areas. I was like, oh this bit of this place again There's Carnot's here, but I didn't really go out my way because I'm Let's say very far off getting the endotaurus. However I've heard that the endotaurus is very very good very good and can deal like a made like thousands upon thousands of damage to Like Mortar Rex or something is certain strat that doesn't we not only have we got a unique unlocked And I think I'm working my way towards another unique We have a boss an apex unlocked. Can you guess what it is? You probably can but we're about to go and find out that is it is I Unlocked it last week actually And I was like, yeah, I'll wait till next week. It's Monday. So we're gonna see a lot of news come through So first off of this is the new hybrid now people are already Apparently asking for it to be nerfed because it's too powerful So I deliberately have them locked it because I waited for you guys. I want you here. That's right you So this is the form Rex it is the Draco Rex gen 2 and the Fosferrages, I think it is or the hybrid Now what I have been doing is putting my iPad at the side setting off a click ascent and working or doing something else Mainly playing Horizon Zero Dawn because that's a really good game and I want to get prepared for the sequel But every time a Draco Rex comes up. Give it a dot and as you can see we have 33,000 Yes DnA so here we go. This is the new hybrid the Fosferraga Hacks So if you remember the last one, it's hybrid or it's parent the Fosferra Had seen a lot of play and not recently but before because it was really quick 130 base speed And you know you level it up to max level and it basically has a priority move right off the bat Which is instant rampage.  There's no armor and that's really is a complete glass cannon However, I'm wanting to see what it's hybrid so it's a little bit slower just a little bit You know it has more chance for a crit, which is great now Let's have a look at these so a daring strike self cleanses damage over time very good Target lower HP. Okay, well, whatever attack on 123 bypassing armor great reduces damage for two attacks brilliant lasting one turn Okay, I mean in two attacks. It's only really gonna benefit a raid Critical side step. This is good. So normally a side step will give you a dodge and Speed increase this one gives you a speed increase lasting two turns a crit increase and a dodge a hundred percent chance to dodge So if you're not faster right away, you can go for this get a ten percent increase to speed and crit chance Which I mean your crit chance goes up a hundred percent. So your next hit will be a critical hit That's killer It's course just coming around page which you can go for first also cleanses damage over time And does double the damage I think I think that's double the damage and 50% of the opponent's attack Now what's really good about this is what we're about to get into here the lethal rampage So not only do you do double damage a bit like the last one, but you go through block like any shields invincibility's and armor and You also damage the opponent a lot in bleed Oh three point point three four, which is more than a third which last for two turns you're gonna do over 60% damage So you're in a good chance. You're in a good standing there. Also alert rending lockdown This is if it's swapped in so if it tells above half or whatever It does this that was it targets HP swap revenge lasting two turns So it stops them from swapping and also deals a quarter rending damage now It's not all the piercing but it's still pretty decent if it's threatened. However, and it only does 20% HP damage But I think it's still swaps Sorry, if I can even talk stops them from swapping unable to swap lasting two turns or at least I Have no idea. Maybe this is stops them from swapping So either way if they swap out, you're gonna do damage. We'll find out because we're gonna use it Stunning opposite obstruction escapee. Ah, so there you go So that's if you swap in this is if somebody else escapes swap prevent to stop them from swapping and you do so much damage And you've got a hundred percent chance to stun them So they if they try and swap out even even if they do get to swap out you do attack to them and you stun them Weird you're just guaranteeing them to get a few you get a free hit next turn now This is where it's make or break really resistances seven five percent chance to stun. It's okay It's it's not a pee a lot of creatures have a hundred percent, but I'll take it 50% swap prevention Okay, so it can be swap prevented the the other one couldn't this one can and it's got a speed decrease of 50% resistance it's It's resistances aren't as good as its parent if I'm gonna be honest. Let's have a look Where you are 100% swap prevention and 75% chat, so you've basically taken the swap prevention Split it in two and then said okay. Well 50% swap prevention, but we also get 50% speed reduction Prevention so I mean it's really up to you, but I've been done for a long time For this specific reason. Oh, I can't even get 20 fuses Well, well the thing is right this game. Oh was that five? Oh, brilliant. Oh, well There we go. We got level 21. Let's keep on fusing see what we get here So we can do another one. We can do two more of these ring do all 50. Hey, yeah Nice takes us to two tonight. So we're definitely level 23. I think at this point and one more. Oh 50 That takes us to four hundred and twenty so maybe level 24 the problem is you can't just have One of these new hybrids and put it in your team right away Especially without boosts because it will get shredded unless it's something that like this doesn't really rely on speed It's got a priority move and it can get out and it does rend so it's it's its abilities Make up for it not being boosted. If you know what I mean. So is there? Oh, we probably can't get One more fuse on it, but we do need to level it up if that is the case so I'm gonna quickly go through Into anything that I might have asked for I think I might have asked for Draco Oh, no, it was glipped it on that's right because there's another hybrid that we're hopefully gonna unlock in this video I don't think I've got any more Draco Rex's. No, I didn't. Okay. Let's have a look. Haha No, we did because if you go into Alliance as You can see exploration is second best Incubator the second highest and you know why that was because everybody was darting because they wanted the Draco Rex They wanted Carnotaurus and even the prize for this was Draco Rex DNA. So I mean, that's what we want I guess in a way Like I saw was a bit annoyed at Ludia for making you know the new hybrids stuff We've already gotten already used but also it makes people want to dart so I get it I do I just don't like it So let's open up the best incubator or the second best incubator 271 of that brilliant words just a hundred not off of the Draco of another pop of it So some street diamonds, but really yeah, yeah, what's the boy is it Maya Sora? Okay? Not too bad. Not too bad and this one Let's have a look what we got Apatosaurus Bront a therium I'll just sounds like that's a blooming Bitcoin in a therium or something like that. And what is the epic? It was a legend. It's epic a braga sore braga stock us always Right. Also, I committed a cardinal sin and I forgot to dot the unique For last week the Sunday however, it wasn't too bad because it was well an emus, which I don't want to use really and the Super evil fluffy fluffy thing which I'm not really asked about either So if it was a constrictor bow, whatever it is, I might have been a bit annoyed with myself I'm annoying myself anyway because hey, it's unique DNA and that's hard to come by But I did dot all the archaeopteryx's before that I wanted to and all of the lizard things So I'm not too fussed about that. So let's quickly jump back into this and this is the bar Oh, yes, the referendum which I've already got 305 up. So let's have a look at this We've unlocked one of the apexes and pretty done quickly actually I think I mean I'm a week behind so I should have unlocked this last week But I've completely forgot about it. So let's have a look at this guy So already level 26 can be used hundred and five speed. It's pretty quick a hundred sixty or sorry 1600 attack and four thousand two hundred health So it's got a lot. I'd love to see what builds we can do with this. So you've got cunning strike here I'm not ready to fuss about that alert notification. Okay some extra things that cutting rampage not too bad and super distraction a Super to hold on hold on. We need a super distraction. Yeah, there you go So highest damage remove dodge very good 25% chance of stone damage over time as well And reduce damage for 50% and that I mean it is a delay of one, but you get a swap in distraction, which is good and alert counter distraction So if your HP is over 2001 attacker after receiving and surviving damage reduced damage 10% for four attack Is that just generally after every hit? The alert counter distraction. I think that is after every hit you Reduce damage by 10% before it has the lasting two turns. Oh, but it's got no way of healing itself Interesting because that would be good if it could heal itself Stun rend reduced damage damage over time of vulnerable and crit reduction cares about that I mean, what is its crit chance anyway pretty high 10%? Oh, yeah My 10% crit reduction is not going to be reduced anymore Okay, well we got it we got it we will need to use it. I don't know. Okay, so the other hybrid Even though like that I forgot to mention this last video and I know It must it's infuriating for me to watch this because I always go I lose my train of thought and I meant to talk about this in the last video this guy the glip to Sarah's so There has been a lot of dinosaurs that have just got new like the dinosaurs have just been added into the game And now they've got like good hybrids. I oh god. Look at that chin on it. Wow But I don't know how anyone's got this or not like a level 15 for this already Where'd you find this? Where'd you bump into this? I very rarely bump into it at all What does it say North America South America all the time? Wait, they've actually geolocked it What so no wonder I don't bump into it is okay. I've got to check the other dinosaurs There's got to be other ones that are geolocked that I don't even know about. Oh, there you go Street the aminus is map all the time. Sorry Europe all the time. So there you go That's where I got 4,000 of this thing and then none of the other thing But I don't know does this have a hybrid no Immune to stone immune to attack immune to crit and pretty good against swap When if that has a hybrid already, that's gonna be really good And it will probably get one eventually with those stats Jesus I mean I when this game was first launched I thought that would be a fun idea like you could only get Utah wrapped in Utah How cool that because then you want to travel but now it's like oh great I can't get that hybrid and if it gets a good unique hybrid behind it like I'm only gonna be able to get the dinosaurs DNA on Friggin Sundays when I can ask for it and that's it. I Get Pokemon go doing it, but with this you need them to make better things like yes Sure enough you can only get tourists in America But who's using tourists and a gym battle or something like that whereas this maybe I want to use that maybe there's a good one for each region I don't know I drew top. So this is the one that I was wanting. So let's unlock this guy apparently this one's pretty good, too Don't really know too much about it But I do have a lot of glip the dawn and I think it's Andrew The Andrew Andrews soukess Andrew Sarkis that one the one that's relative of a whale Yes, I've come into those loads of time. So we can get 20 of them. Oh god. They're all no nothing good Oh, that was not good at all. Oh dear, right? Well at least we can keep on going with this It's glifted on a run out of not the not Andrew so I can set up a gig ascent get Andrew so cuz all blooming day and oh well, that's unfortunate where what But 58 away from another pop damn it 58 why Unless I go a map now, although I think Draco Rex is appearing in the oh there is look at him He's hiding. Yeah cheeky. Yeah. So yeah, okay. So there you go We've got another thousand pop on it and hopefully we can unlock the Andrew tops I'm hoping that people aren't thinking that the Because I've heard the Andrew hybrid is good And I hope they mean the unique hybrid and not the legendary hybrid, which is what I'm getting right now Because the Argentavis's epic hybrid is actually really good and I mean really good I was quite surprised by it actually We've got some coming in am I gonna have to close that blind? Wipe myself on the box of pains. Why don't we yes? That's how we're doing. Oh, okay Do we have another glifted on? Oh, he's out of range. Look how common those are glifted on zero There's this guy of rarity 80,000. I know I'm gonna dot this because it's it's It's 80,000. It's a common we can pretty much rip through that within two seconds So we're not gonna worry about that But I will admit because of this update and because of the new hybrids I have been playing drossel all the life more than I've ever played it even when it first came out I felt like Because it's it's almost always on It's almost always just playing somewhere like I'm I'm just I'm editing or I'm like I said playing horizon zero Dawn with Whitney and it's just there. So I just look over a glance. It is an epic note Is it a trick or X no? Unfortunately, this iPad is really good at holding its battery. So it doesn't actually die So we'll do is a product because thank yourself. I'll use that when I'm editing this video later. I wasn't lying There you go, and we have a You don't know but on Not bad. No, but we'll go we'll go down and then we'll make or see how many levels we can get up with the Draco Rex hybrid And Draco Rex, I'm glad that now it's part of the You know it's in the supply drops because I Felt like maybe it was supposed to be quite common However, when I do the giga set I don't really bump into too many of them Oh, don't you love it when like it's just all down the middle on the body shots on this thing? I mean, yeah, I got a few Solid hits there three into one is pretty good I'd say the best one adult my favorite adult is the Megaloceris the deer I can almost get a hundred percent direct hits on that thing because it just it stays in the middle And just goes doesn't move none of this like on the leg with the myosaur or whatever like garbage No, oh, we got to go. We got Draco Rex and Eglipton and Eglipton. Oh, I like this So it is a bit of a shame that I'm not gonna be unlocking the inner to Taurus for a while But I mean it I'll definitely showcase it in the video. I'm sure one of the people I raid with Has already unlocked it. In fact, I know somebody on my alliance has unlocked it So I'd love to see what kind of damage you can deal to a boss because I've seen some screenshots and It looks like it can kill a momorex in almost one hit And I don't know how that's possible. I assume we just get the crit chance up and then just get loads of attack upon it as well So there's Eglipton on sniffing the Sarcos bottom there Lovely lovely jubilee and I do have the VIP as well, which means that I would I am able to doubt this Otherwise, it would have been our range. I don't know if many people get VIP I mean originally I got VIP because This is my business I play it because I enjoy it but because Because it's you know my YouTube channel and my business is the YouTube channel I can write it off as a business expense, which is brilliant So it really it just allows me to go right what's dinosaur-related I can put in the channel that I spend money on But however, I don't abuse it because I don't go crazy in this game. I could but then what's the point? Because it just it just defeats the point of I feel the funds gone when I've just got a million books And I speed everything I'm saying that though would be nice to have some boost, but I'm not gonna fall from not doing it I'm not doing it. All right. We've got morals and something a conscience. I don't know Anyway, let's have a look at what this tournament as well before we do I know we'll get there eventually will Level up the Draco Rex hybrid and we need to go over the things that we've got coming up as well Link in the description below collect your books. You're welcome So this was my team. Yeah, this guy the Argentavis Hybrid so well. I didn't do too much. I got both things. I mean it's coin I'm not really first about quite. I mean coin is you know really good But at the same time I wasn't really that first 8,000 coin is better than nothing and I was doing other things like darting Draco Rex skilled like Darius Camp Cretaceous thing very nice. Also, I will admit we'll have a look at it Actually, I'll save it for a battle I did buy something and it was an emote and I think it's a good emote I think it just trumps anything that that can happen You know that laughing crying if you've got a laughing crying Mr. DNA emote Sod you I hate you The only people who have that are arses in my personal opinion Because they only do when they're winning or you know if something goes wrong.  I mean the best thing is the your it was yawn isn't it yawn yawn was the worst I suppose yawn yawn and they're laughing one are pretty bad. Okay, so let's have a look. Where did we unlock this thing? Actually, you know what it is before we do that I want to see if we can actually unlock this Andrew tops if we do unlock it That'll be the bare minimum I can do and we'll definitely not be able to level it up There's another hybrid there. I don't know what that is. So we'll do a couple more fuses I think we do yep a thousand eight. Oh come on 80 80 at least it's over 800 I suppose we'll get there. What is this guy like what is the stats 25%? It's not got great speed though Rendering rending takedowns pretty good. No escapes good exposing counters good Speed decreases good. Yeah, there's a lot. There's a lot of stuff going for it Okay, we go for a couple more fuses here Why couldn't I've got five of those? I mean if we lived in a world where we could see other timelines and see what happened I'd love to see if I just clicked it single I mean it's randomly generated isn't it doesn't make a difference if I do it, you know Instead of doing ten just doing ten separate ones if that was actually better I don't know. There's no way to test that theory unfortunately Remember when we used to do the animations and we used to click on it when it was like doing the animation like I got a hundred there see it works Remember going to Lidia and telling them that or they said they mentioned it. They were like you were starting to believe it was real Imagine that you make the game like wait is it Okay, so we got three left Let's have a look 40 good good good 120 I We need a hundred here. We need a hundred and then something crazy. It's not gonna happen Right and we need a hundred and ten it's definitely not gonna happen, but we're getting close maybe next time I mean clipped it on quite a rarity to come by I guess I'd have to wake up I suppose and see the day you don't like to do that. I don't want to do that. No, you can't make me Okay, so that that's not done we were pretty close to that one right Let's go to the top and get this new hybrid. All right fusions. Oh, right. Okay. That's the best ring news We've got 420 60,000 it's gonna cost me a lot of coin to get this higher, but I do want to use them I mean, I'll I'll sweep sweep and I'll swap them in for a battle 70,000 I think we'll be able to get it. I think we'll be able to get it here We've got three pops. Yep. That's it guaranteed and on a 30. We got it brilliant Okay, so we get the level 24. How much is that gonna cost me? So level 24 You know what? Yeah, let's do let's do two more pieces. Maybe we'll get a hundred 50 very good one-fifth of what we need. Let's go again.  Oh my god the coin and Sounds about right Sounds about right. Okay, so let's see you would have jumped up now. There you are right What can we swap you out for for a tester? Let's swap you out from the for the deer. Let's see, okay So why don't we jump to what's coming up this week? Shall we? All righty, welcome to the news studio So from Monday to Tuesday you have irritated gen 2 a la source Socus socus, which is yes, and Draco X gen 2 out of those the beaver pick has to be of course Irritated Gen 2. No, no, it's it's Draco X gen 2 like why would you pick anything else? I mean you could pick soco I suppose well depending where you're going for but Draco X gen 2 it has a lot of hybrids now apparently and you want to go For that one Unfortunately unlike the last week which you could get legendaries and uniques which I didn't doubt Wednesday to Friday is all res and it's 18 attempts, which is normal So you've got TX gen 2 Alberta source and Gorgosaurus out of those I Think Gorgasaur if you're going for the Scorpius Rex, I think you need Gorgasaur Is it I don't know you need it for something and Alberta source pretty disnow those I'd probably pick Alberta So unless you're going for tenor Rex, which I think is TX gen 2 and on Saturday to Sunday We have Acrocan the source a la so gen 2 and the classic T Rex out of those Probably Acrocan the source. I think that does have a hybrid. That's quite hard to come by at least I don't have it. I'm not getting it anyway So probably go file Acrocan the source because TX the thing is even if you get a T Rex level 30 It's not the best even a level 30 with all its boosts It's like it could be easy use like attack reduce So it's not even good for the skill tournaments because I've got one level 26 And I very rarely see it win any battles of note other things to know through this week on Tuesday we've got a Boost incubator for attack on Thursday a health incubator and on Friday a speed incubator Also on the Friday and in Dominus Rex gen 2 incubator an epic incubator And on the Wednesday, we've got a day of dockeress rare incubator and on the Sunday It's chasing the cash the going the going the coin. That's it words James Which is will allow you to get like twenty five thousand coin pretty easy 250,000 something like that and on the Saturday. You've also got an emote to win I think that's what that means. It looks like mr. DNA's eyebrows and eyes I think that's what that is. So it means we are probably gonna get an emo if you do that But yeah, there you go back to battle. Shall we? Jairus fear kingdom. Let's go. What will we get come on? Please pull it. Please pull it. Ah, yeah, buggy All right, all right, let's do a regular battle and I suppose oh God, oh God, it's a mammal in you. Oh Lord. Um, is that I guess that's not too bad I suppose we can do a big chunk of damage to it. Oh He's swapping already. He was not happy with that matchup at all goes for his modern rhino Level 30 has crazy stats and will it stun Course it will didn't even look at it, but it did course it You know what they should put in is a surrender. They should put a surrender button in that would be great So do you think he's gonna go for shield? Honestly, whatever I choose he will choose the opposite and it'll be correct from if I go for resilient He'll go for shield if I go for big hit. He'll go for but I knew it. I knew it. It's always the wrong one. I could have just went for the biggest hit I don't it's it's it's like they know they know I thought he would go for the damage reduction Just to get half that now watch now. He'll go for the reduce my attack. Yeah I don't know what it is.  In fact, he probably would have been dead. I don't know very close But seeing as we've got our own model of rhino It's like why not he's probably gonna go for a hit here and you can we can't kill me.  Let's have a look now. He was faster, which means I think if you swapped He would have swapped out right there. Yes, okay, so well, we've killed it We got rid of it My thoughts are he might have a Sino if he's if he's willing to follow this off. He's probably got a Sino Whoa, do we bear that in mind? I Don't know. I don't know man. Um, I mean we've got a modern that's faster here if we get this correct He's got Mamillania, which is also a bad matchup against a Mortem So he hasn't got so he hasn't got good dinosaurs here for a Mortem and my mortem is faster than this Which I'm really surprised because again, I still haven't Done any of the Things that I wanted to do to Mortem like take off the attack and put it more on speed or health or something It's still got max attack So this will be a healy which will come through I'm assuming it'll be healy even though I can't kill him He could just go for a big hit here, but he opts for this which I guess isn't too bad We'll see we'll see I'm kind of happy unless he's got a Sino which he might be trying to I kill I call it Sino It's it's a Sarah Magnus, right? It's a Sino. It's got one horn.  That's what he's hoping for here Now you might have a heel. No, is it a Sino? Oh, it's an Indo Scorpius Rex. There's too many hybrids man. There's too many hybrids. Okay. Okay. I like it. I like it.  He doesn't realize I have my own Scorpius, and I'm gonna use my Scorpius And he's I would say that's what he's gonna do. He's gonna go for that Now level 30 165 speed 163 speed. Oh, he's put it all on attack. I think yeah I'm Unfortunately for him He didn't get the credit didn't go through but he's also slower Which actually might work for him if if he goes for the damage reduction here. Oh It didn't go through the dodge. What's you're gonna? Is it gonna go for quills? Oh, he didn't oh That's that's actually not too great for him Cuz I think I've still got my dodge. No, I don't oh it went through dodge never mind Okay. Yeah, I thought he'd do that.  There's a chance here I could go through And kill him here. I think I think no, there's not cuz I did go through and I didn't kill him Right now. What do we do here is the question? Do we swap in for the He's gonna go for the quills that's what he's gonna go for the quills so sort it hopefully we go through the block here I think we may be able to just kill him even if we don't ah Damn it. Oh, well either way he's gonna go for the quills. Yeah, that's the that's the best thing if you do We didn't get the critical. He has no crit chance Right, so it's one one. It's one one and it is a close game a very very close game. So what is attack? It's it's very high. It is very high So I'm gonna see doesn't have a more than we can really finish him off here Because he's got the mammalania and he's got the hadrosaur That's it. That's all he's got is those And if my modern goes out and fast in the hadrosaur looks It's just the mammalania that might be an issue because you could go for the single hit and then go for the resilient rampage and maybe kill me It's tough one. I want to survive this. I really do I've reduced his attack and I've got a dodge I even reduce attack. I think he might be able to kill me if he gets through the dodge. Oh, there we go Okay, okay. Here it is. Here it is So what's the best thing you could do mammalania? Really, that's the best you can do I Think we've won. That's it. He's got mammalania or hadrosaur. He's probably not gonna put hadrosaur in is yeah There's the mammalania now mammalania I think is weak to bleed which it is and we may as well do it because it's on a crit Oh, it's not looking good. It's really not looking good, but yes. He is digging, but He doesn't realize that I got a modem and it's gonna really hurt him here Yeah, he's dead. That's it. There's nothing you can do here He can go for 4800 and he has a 5% chance to get a crit Maybe if he gets a crit he could kill me if he gets a crit he could kill me However Chances of that very low and it would have been that off and there it is. There it is Well, there was a battle no drill. Okay.  Right, so it's definitely something we want to swap in Although we also want to survive, which is very important So it's kind of an awkward situation with this because I've got a lot of swaper in ease and actually That's not too bad. You will go for a shield here So and his render he's no reduction to render. Does he okay? You'll go for a shield I mean, that's just what you've got to do with a deal. You want that kind of that's what you're gonna Do would be great if I had Scorpius Rex and I could have swapped you to it But you know what I'd rather take this counter Go for a shield here.   I think he's went for invincibility here Come on. Come on.  It's already had its stuff So he's definitely gonna get hit he does luckily get the dodge However, the bleeds about to come through the bleed isn't very good for him Now he cannot do anything. He can go for his he's actually quicker as well This is the worst that could have happened to him because now he's gonna go for his own toxic and quills Doesn't get through my dodge and also I'm gonna cleanse myself of it here However, he is dead because he's about to be hit by his the bleed I inflicted and And this which might go through his block. Yeah, he's dead and You never swap a Scorpius Rex Gen 3 into a Scorpius Rex Gen 3 for this very reason Especially if you end up being faster Okay, so he's probably gonna go for I mean, I think he's even quicker than me here So is it any rend resistance? It's not rend resistance, but it will kill me in one hit here I think I'm gonna go for Sino because I've got a lot of swaps I want to save this guy. I can also I've got the bird I want the bird to get this kill. That's what I want I want the bird to get the kill. So that was his biggest hit He can go for the revenge distraction And he might do that And if he does do that, I'm just gonna cleanse myself. What's my armor? 25% Yeah, yeah, I'm gonna do that. Yeah, hopefully if he gets a crit he's killed me if he doesn't I've survived. Yeah. Okay. Good. Good. Good. Good. Good. Good. Good. Good. Okay. Here we go and fire him now He's in a bad situation Fortunately, he's still quicker than me. Oh, it's no speed reduce anymore. Is it okay? So the swap is a deal well done. Well done.  I Could have big-brained him and tried to go on for the thing, but I'm okay So here What do we do? Do you think we just put in there's a Scorpius? I mean he might just go sod it I'm gonna go for a big hit and Maybe that's what he's gonna do if I was him I would now just be like, you know what I might survive this and I might also not be stunned and I could kill him Yeah, and that's what he's got for he's gone for the regular hit. Will he get stunned? That's a lucky. That's a lucky. He did try it. He did try it. He knew he was gonna die here either way But he could have killed me. He could have killed me. I don't- maybe cleanses himself? I don't know Okay, in comes this guy, and you know who's gonna get the kill? The Fusk- whatever it's called. This thing gets the kill The rendering lockdown, bam! And it wins! Woo! Can we get a- Yeah! What do we do? That's it. There we go. Hey, he gets it. Wow, 3-1 Against another swapping That's what this meta is. It's just a swapping meta. How many things could you put in the game to do damage basically? As soon as you're swapping. And there you have it guys. If you enjoyed this video leave a like again Don't forget to use the link down the below because you know you get free books And who doesn't like free books? And until next time I'll see you QTP for babies later. Bye. Bye


This is the SF Productions podcast network It's all your favorite movies from summer 2017 Bueller Bueller from the pop culture bunker. I'm Mindy, and I'm Mark You can check out our audio podcast how I get my wave 3 comics on iTunes or on our website SF podcast network com The summer movie season is finally concluded and these studios are glad of it because it was a disaster Well, what happened? First, let's define things Although this is always highly debated We are using the traditional summer movie season to start Memorial Day weekend and end Labor Day weekend All the stats we're going to give you are as of Labor Day weekend This means Guardians the Galaxy 2 is out. That was too early. That was too early Okay, but so are King Arthur and Alien Covenant. What? There's also the question of when a movie can be considered a success or not now Traditionally that was assumed to be when the domestic gross was three times the budget because you got to give money to the theaters and Producers and you know, there's you basically added it three times that you spent on the overall budget But now foreign sales are far more valuable and more important than domestic sales So we're gonna include both in our numbers look at both and we'll begin in chronological order of release with the Baywatch reboot. Mm-hmm. It had a budget of 69 million dollars domestic gross of 58 million dollars foreign 119 million with a total of 177 million grossed So it counts as a flop perhaps the rock can't carry a movie anymore or maybe those TV to movie reboots start to play Yeah Pirates of the Caribbean dead men tell no tales budget of 230 million domestic was 172 million foreign was 619 million for a total of 791 million despite that huge number because of the huge budget comes in at me Be it far underperform the other four Pirates films I think when you get to number five in a franchise, maybe it's time to put this out to pasture There are some you could argue with but in this case I agree Yeah, of course, then we have Wonder Woman with a budget of 149 million domestic gross of 407 million foreign was 400 million a total of 807 million dollar gross It was a hit it only took them 76 years to get her to the screen It's the most profitable DC movie in the modern era and the third ever Currently at number 23 all-time domestic now again. It was as of Labor Day weekend We're doing about a week later. We're taping about a week later Now she might actually save the Justice League movie along with Joss Whedon. Yeah The mummy budget 125 million domestic 80 million foreign 327 million total 407 million dollars meh Universal's planned dark universe franchise lands with a thud Perhaps Tom Cruise should just sit at home on his pile of money I think studios and this happens more and more often they need to understand that Franchises need to occur Organically, you don't just make your first film an introduction into a franchise without actually making it its own movie Yeah, exactly and I think we can see that with some of DC stuff as well, right? Onto another sequel cars three. We don't know what the budget was for it. Nope And you know what I think some of that comes from the fact that they reuse a lot of the stuff from the earlier movies Domestic gross was 149 million foreign was 176 million total is 325 million meh With no published budget. We go with the other two films in the franchise domestic adjusted for inflation cars was 331 million cars 2 was 212 million now I'm a huge Pixar fan, but I've never gotten the point of this one other than selling toys However, it does sell twice and it does sell in video and that may be where they're looking at making their money Rough night budget 20 million domestic 22 million foreign 24 million total of 46 million dollars L. Flappo Hollywood keeps chasing that brights maids high and even with Scarlett Johansson and Kate McKinnon they fail again Transformers the last night budget 217 million domestic 130 million foreign 473 million Total of 604 million but still considered a flop despite the huge foreign numbers The three times goal was not met Two hours of digital explosions. No, thanks and another example of number five in a franchise. Yep Baby driver with a budget of 34 million domestic 104 million foreign 90 million before a total of 194 million dollars that's a hit and you just take an original concept plus car chases plus a built-in soundtrack for the win Despicable me three budget 80 million dollars a domestic take of 256 million foreign 720 million for a total of 976 million This is a hit and a money-making machine for Steve Carell The house budget of 40 million domestic 25 million foreign seven million Total 33 million flop big flop. Yeah, I'm thinking will Farrell can no longer open a movie Spider-man homecoming budget of 175 million domestic take 321 million foreign 418 million Total 739 million which means it's a hit and all it took was Sony letting Marvel Studios take the wheel War for the planet of the eights budget 150 million domestic 143 million foreign 216 million total 359 million that's actually with even with all that movie. It's a flop because it didn't make its 3x It's number four in the franchise and beaten by all the other modern films Plus the original if you adjust it for inflation On to a war movie Dunkirk it was budgeted at a hundred million domestic it took in 175 million foreign 240 million for a total of 415 million so it's a hit it's still in the theaters and already a huge success Christopher Nolan shows he can do spectacle Valerian and the city of a thousand planets with a budget of 177 million domestic 39 million foreign 133 million total 172 million critical fail. It's the Lone Ranger of 2017 an adaptation of a French comic with two young models as the stars it can't miss atomic blonde This was Charlize Theron as a Cold War spy, but I don't remember it at all Yeah, I hid at a budget of 30 million dollars rather low domestic take of 49 million foreign of 31 million for a total of 81 million which gives it a Meh rating I suspect the film would have done better had it come out early in the summer or even outside of it Yeah, it just got buried The emoji movie with a budget of 50 million domestic 78 million foreign 67 million for a total of 146 million and What's the emoji for me? The dark tower Budget of 60 million domestic was 46 million foreign was 43 million for a total of 89 million It was a flop Another attempt at a franchise without creating a good movie on its own and from what I heard about it They basically took pieces from the various novels and crammed it into a 90 minute movie. Yeah like If you're doing a franchise, why don't you start with the first book and just do the first book? I think some of these books like the dark tower and stuff now would be so much better suited towards the mini series on TV Yeah, absolutely Annabelle creation with a budget of 15 million a domestic of 83 million foreign of 138 million for a total of 222 million that's a hit a quick and dirty horror film coming out against a series of ten pole flops equals box office gold sometimes these lower budget movies can just Make so much more because they're so different The hitman's bodyguard had a budget of 30 million Domestic was 47 million. We don't have any foreign numbers. Nope Total of 47 million so far. So it could be a man. We'll see if this action buddy comedy has legs So what did we learn? Well superhero movies are still a good bet. Yes Long-running franchises are not especially if they're number five in a series Big stars aren't the guarantee they used to be no foreign grosses can save a domestic flop And Warner Brothers was the big winner even after King Arthur for this year with Wonder Woman Dunkirk and Annabelle creation for a total of 1.4 billion dollars. Good job, Warner Brothers. And what did the studios learn? Rotten Tomatoes destroyed fine films. Yeah, that's basically what they're saying now that oh these reviews came out and they're Who are they to make the decisions for this and people If they don't see a really high Rotten Tomatoes, they don't go see the movie Well, you know what they'd have higher scores on Rotten Tomatoes if they were good movies Yeah, an example of this is by the way the emoji movie It was embargoed for the reviewers until the movie came out Which is always a really good sign that you don't trust the movie to actually have the reviewers see it beforehand Ha I don't know I very seldom actually look at the I really don't either Rotten Tomatoes, but then we don't see as many movies as as maybe some people do Because we're too busy right on our audio podcast How I got my wife to read comics on iTunes or on our website sfpodcastnetwork.com from the pop culture bunker And i'm mark. Thanks for watching


Worried by the frightening multi-dimensional surge in crime and criminality, authorities in all your states say they are determined to improve the security posture and general public safety in the state. To achieve this, governments organise a three-day training programme in Ibadan for operatives of the Western Nigerian Security Network code named Operation Amoteco on Intelligent Gandrin and Crime Analysis. Most of the law enforcement agencies in Nigeria are reactive. So in order for us to promote proactive policing, we find it necessary to develop the capacity and the skills of law enforcement agencies, particularly the Amoteco cops, to be able to use crime-detecting detection techniques to prevent crime and to detect crime so that we will not be a society that solely relies on a fabricated approach. When crimes take place, then we will rush down to see how we are going to solve it. We expect that at the end of this training, it is normal, the approach to how they conduct their job back at the local level should be different because they have to reflect in their behaviour in the way they behave to the people of the community, in the way they relate to them. Remember I told you earlier on that last month what we did was how to engage the community.  How do I collect information from them? And if I collect information from them, what do I need to do to process that information, to turn it to intelligence? So we all know how important some intelligence garden is. And fighting crime has gone beyond just a normal conventional way of fighting crimes. You need to get intelligence so that you can even meet those crimes in the board even before they are committed. As a state, we believe that we have to work on our Amoteco cops because so far so good. We've been doing a good job even by collaborating with other security agencies and we believe we need to fight through their skills. You can also not wish away what is called himit, the human intelligence. That human intelligence aspect of what security is going to be. It is what the Amoteco cop has embarked upon now by sharpening the knowledge of our operatives on the garden of intelligence because no matter what any security you want to do now without the collaboration of the community of the grassroots and how to relate with them in order for them to tell you that this is happening here or we've noticed a strange element here. You may not succeed without that aspect of human intelligence. And that is what this program and this workshop. Participants in the training program are required to return home and instill in their colleagues the necessary skills that are learned. It is very proactive in arresting crime rather than being retroactive. Productiveness means that we need to act fast and nip the crime in the board before it happens rather than running a scatter after the crime has been already carried out. It goes a long way to reduce the stress for the operatives. It's also going a long way to reduce cost implications and it's also going a long way to make the crime, you know, oppression to be to be to be overwhelmed by the by the operatives. Shop really helps us because the resource person presently is someone that is of intelligence and is really trying to put us through how we can use everything in our environment in our community to really prevent and dictate crime.