Thank you very much. So I continued with MRS factorization already presented by Gerard and but particularly I will give some application of this MRS factorization. This application concerns PolyZeta, polynomial homogenous polynomial connection between PolyZeta which I try to explain in the recent report published in Cuffland test mathematics. See now I would like to present it in live review, what I've written. The plan of my talk is follow-up. This is the third part, part one and two. I will give some work on the course of polygagapism and polypsum in which I can derive some property about PolyZeta. And to establish a general polynomial relation among PolyZeta, I mean the technology of non-computing general series. So I will also include some important result, analytical result of that. Before to draw out some consequence of the particular property of PolyZeta, I will give some computational example about this particular, in particular the Pritch's equation, the Pritch's equation give a relation among the actual truth of PolyZeta. Here we have something like the up-end theorems on analysis, but of this time I try to establish for non-computing general series of PolyZeta, of the other evidence in Asia. On the description of the image and the cabinet of the polymorphism Zeta. I will explain more why is the polymorphism. First of all, what is the PolyZeta? The PolyZeta is just a special values of the Zeta function on several variables. It is defined by this, what is this next example. And this sum is convergent in the domain hr, where r here is some positive. And when this convergent PolyZeta, this sum can be considered as a limit of infinity of harmonism and the limit of z to the one of polymorphism. Harmonism is considered as a payload coefficient of the polymorphism over one minus and the polylocartism is defined by well defined on the e-skin. And now, sorry, PolyZeta, the area power of PolyZeta is spun by the values of polylocartism of one. Here, the minty indices are intercoms with sr, so 3 than 1, and r is all positive. And all the values of the PolyZeta are infinity. Here again, the minty indices are intercoms, s, and 1. In this case, when the minty indices are integer, we can see that this minty indices can be considered as a sequence of some monolith generated by integers, which can be considered as injection with growth over the alphabet y. Again, it can be considered as an intersection with growth ending with x1 over the finite alphabet x0 and x1. Now, we can see that the Zeta is sum mapped over monolith. It's not just sum, but it will be mapped on the monolith with a loop in C. And in the case of minty, integrand minty indices, when the generator can be recorded by growth ending with x1, because this can be decoded by iterative and recurrent. And the iterative and recurrent in this iterative and recurrent can observe the order of the growth and the order of the iterative and recurrent. The iterative and recurrent is a long path x0, z0, zeta, and with respect to the different form of the other row and of the other row. So in this, we can already see the role of x and y, at least to consider. The window was of x, x, and the words over y. x will keep the order x1, fifth and x0, and y1, fifth and x0, etc. And here, the cartographical x in red in the slide is in red, when we do not see x or y. And we will consider, of course, polynomial and formal power series over x with coefficient on some cognitive thing containing Q. And we will consider also the Bianca-Pra concatenation and co-product of the shuffle of the Bianca-Pra over alpha y. We keep it as a concatenation and the dual flow of the shuffle. She already gave the definition of the shuffle and was the shuffle product of the shuffle, so I don't need to read one more again. In the follows, I will consider the ring, often consider the ring is some differential ring of holomorphic function as a simply connected domain and keep it the differential partial. It can be extended over formal power series of x with coefficient on the holomorphic function by derivation, third factor, coefficient by coefficient. Now, complete the definition of polylogarism. I put polylogarism x0k as iterated with the path 1 to z associated to the word x0k. It's just a logarithm power k over factorial k. And by this one, the map le bullet now becomes the morphism of Bianca-Pra from shuffle of Bianca-Pra to another morphism of polylogarism. It is morphism of Bianca-Pra and it is injective. So this Bianca-Pra polylogarism, I admit the polylogarism exists by leading words and I can take basis. Now, if we modify the polylogarism by taking polylogarism over one minus z, this function is expanded as a Taylor expansion and the coefficient of Taylor expansion is nothing as a molyx. And this map, again, is the morphism of Bianca-Pra to the shuffle of Bianca-Pra to the adama shuffle of polylogarism. Here, the morphism is so this Bianca-Pra, I admit the pl, and it exists by leading words for the adama shuffle. There is an equivalent between the modified polylogarism and the Taylor expansion. So the morphism, as a lecture from Stefan Bianca-Pra to the Bianca-Pra of Aconicsum is injective. And now, Aconicsum, and it exists by leading words for I can take basis of the Bianca-Pra of Aconicsum. Aconicsum is three points. The zeta now is really the polymorphism from the shuffle of Bianca-Pra or from the shuffle of Bianca-Pra to the Bianca-Pra of Aconicsum to the Bianca-Pra of polyzeta. So the polymorphism zeta, I would say polyzeta, polymorphism zeta. Bianca-Pra have already gave a reason why we adopt the name zeta or polyzeta. Now, we have a second reason that it is polymorphism zeta. This we just need to have their value after the I got 5 generator. Here the leading words for I got 5 generator for polyzeta. This function is partially defined, so we can extend it as a character. Now we precise also for the generator x0 equals 0 as a logarithmic one. For the two next generator for alphabets and alphabets 0, the value of polyzeta after version. But here we take the value 0 because the finite part of the singular expansion of logarithm 1 minus z in this comparison scale is 0. The same for Aconicsum, the asymptotic expansion on this comparison scale gives 0 as a constant term. Those are the half, we have a definition of the z-module generated by polyzeta at vk. We can also introduce the aspect q vector space of polyzeta of longer gate or of way gate. And we can see that zk is q tensor over z of ak. And Zagir have constructed that the dimension of ak satisfies this regression equation. It leads to the problem to know if this map, this row is objective or that is a cart algebra. So let us see now to study these two characters. I now to go to recurve the urban light program by considering the diagonal series on the co-catenation sufferer behind the path. This diagonal series sum of double view of urban world of the view by the unity resolution of unity. This also is a sum of all worlds S double view, P double view. P double view is the Poincaré-Mirkoff with different worlds after overlapping the path. And S double view is its dual basis. These two, your basis are multiplicative. So we can factorize the real linear worlds so called recurve by Gerard and S factorization. It is the same way for the co-catenation sufferer behind the path. The diagonal series d y is sum over double view for all worlds on y star is sigma l times sum of all worlds over all worlds of the x y star sigma l pi is sigma double view tensor pi double view. Here again pi one is Poincaré-Mirkoff by this of the developing Agapra. LPL here is the PL for basis of the Lee-Agapra of premitage element. And we obtain here the modify the sufferer modify of MFS factorization. Now we use two diagonal series to form at first the general series of polygraphism is just the image of the LLX tensor identity of the general series the X and the polygraphism is the image of ash bullet tensor identity d y. And using the factorization we can factorize y at z and h n is y. And we can the definition that suffer either the value of one of L regular here the factorization are co-version because all the co-efficient on local co-ordinate of this series are polyseta co-version they are known the version term is in the local co-ordinate. The same for the second one this is factorizer the co-version difference and again here the local co-ordinate of this co-ply series are co-version. And this series help satisfy the non-completive difference series this difference series again and satisfy also the as a particular condition at the and with the change of variable X over A over 2 pi I and X1 again minus by B over 2 pi I is nothing as the equation three and the series z suffer is nothing as the different associative. Now let's consider the third and last for me the non-completive series z gamma where here the co-efficient gamma double view is one if the double view is right work of not the just the final part of the asymptotic expansion of the asymptotic view on this now is in the comparison scale and up to B and up to A and look at it up to B okay and this again is a constant gamma bullet is a character so we just need to have the value you just need to have a look at the basis here we take the basis sigma k and so so gamma gamma that is a character this series is a co-ply series and we can be factorized by MMS stiffer modify MMS fragmentation and we do up there on the left of these co-ply series the factor exponential of gamma by one and lie on the left by zeta stiffer zeta stiffer is this series okay the co-efficient of exponential the coefficient of the exponential my one is zero but in this series the co-efficient is gamma the left coefficient for the need is the follow i will enter into the mono zeta is an ordinary general series out by y1 up to N is the one um variable series with co-efficient on olomorphic function and it's the the law co-efficient of hp y1 n my one n is a harmonic sum so we i can consider this no competitive this is an ordinary general in series and using the definition of p1 p y upper right it's nothing has a political x1 over k over uh one minus z with is this expression so we get mono zeta is this function and using the newton-jirard identity or equivalently this star kin star t y k is exponential of this exponential of the legend function the long function co-efficient is exponential sum the long function this co-efficient series give uh taking in this formula the finite part on the left and the right number of the symbol we get here b1 b y1 is nothing as the function one over gamma one plus y1 here you see that the coefficient of y1 is gamma again is gamma but for the prime y1 in the mono mode of a card the coefficient of y1 is 0 we will use this non-continental series later now the non-continental series of iterative and current or iterative and current associated to worth of the view is nothing as the chain series of the differential for obliac therefore an integral one along the path z0 to z and this series is could be like this is also differential solution of the more complicated function equation now we take the transformation option z map to 1 minus z this change of variable will map on by pullback on the differential for obliac therefore n number one by g star g therefore equal minus obliac one and g star obliac one equal minus obliac one so the change series associated to along the path g z0 to z is by definition is a different series of this integral using the change of variables is nothing is the substitution on the chain series along the path z0 to z by the morphism sigma x0 again minus x1 sigma x1 equal minus and now the change series of this path is related leading to the non-continental series of polygonism by this formula it's the same for along the path g z0 to z okay and use as a particular behavior of l at zero we can deduce that when z0 go to zero this change series is equivalent to sigma and z exponential x1 logarithm at z0 and we can deduce when z0 go to zero the formula linking non-continental series of polygonism at one minus z is equal sigma of l z z shuffle this morphism is evolutive so we can put again and we get this correlation now use the capitalization MFS of the numerical teaching of polygonism we get the second identity so we can deduce the we have here asymptotic we have here as one of n z is equal exponential minus x1 logarithm one minus z figure and taking the Taylor expansion we can also deduce the behavior at infinity the finality of h n equivalent to constant n by one another term we get this abel theorem okay express the limit of this the series of polygonism multiplied by some renowned factor the counter term this is a counter term of all direction of one is the same the limit of n what do you actually mean of amulism h is a non-competitive series of amulism multiplied by its counter term counter term of that of that fashion. Now, in the last quality, we take the finite part and we get the each equation. This equation makes the relation between the Schroff-Rangafar and the Schroff-Rangafar of polyseta. Use the factorization of MPS, which is equivalent to this formula. Here is Z gamma, here is Z stuff. In the second identity, the regular step, use B times Y. Y is the first previous equation, use B Y1 in the B Y1 figure, gamma, but not first. So, after that, when we identify the local coordinate of this equation, we obtain a relation among polyseta. Polyseta. Do you remember this formula? Here, gamma figure, gamma, the coefficient of Y1 is gamma. Okay. Now, I can remark that in this asymptotic expansion, we can say that zeta shuffle of the reduce is the coefficient of zeta shuffle. It is a finite part of the singular expansion of Ni w in this scale, the same way. Zeta shuffle double view is the coefficient of zeta shuffle, which is the finite part of H omega in this comparison scale. And at the present, I think it is the only case we can justify how to realize divergence polyseta simultaneously at X1 and Y1 for the shuffle and what is the only one case we can justify analytically and analytically. Now, let's us back to the differential equation here. That is just the first of the differential equation. The Galois differential equation is nothing as the half loss of the group is the group of exponential C of where C is some least series. So, we can clone solution of the A by we can lie on the left, on the right of N by some exponential of least series. And so, we can clone the Shikha z by multiply on the right by the exponent of C. And we have again the orthopedic expansion of the clone solution at one and that they log coefficient actually. And the Abel-like theorem is again, is a sense form, is exactly the clone theorem Abel-like theorem. Now, if we introduce the DNA is the group obtained by multiplying on the left of exponential C. So, C is some least series on the coefficient A and the coefficient of x0 and each one on exponential C is equal to 0. In this case, here again we obtain the equivalent on the clone of zeta gamma as the clone of zeta shuffle by this formula called Pritch equation again and it is equivalent to this clone from I dot it. We have already saw that the local coordinate of the clone shuffle z shuffle and clone of z shuffle we are put over numbers polynomial on co-version with coefficient in A. When we need to identify the local coordinate, we get correlation among political polynomial correlation with coefficient in A. But these coefficients are these relations are free of constant gamma if gamma is not belong to the ring of our coefficient. Let us see how to use this formula for example for the Pritch equation this single equation. If we identify the coefficient y1 uppercase double use we get the generalization of gamma y1 uppercase. This is a closed formula to keep polynomial on the co-version single zeta values and gamma the constant gamma earlier concerned gamma is quite here it's not equal to 0. It's the same for the other formula gamma y1 uppercase double use. The formula is more complicated but we can implement it in and to obtain the expression by exact coefficient by coefficient. Here again we can see there are polynomial on co-zeta and gamma but when we use this same formula the Pritch equation we make the polynomial identify the local coordinate we get the polynomial relation among political these equations are homogeneous in weight since all the coordinates are of the right and this is by the reverse and written words are totally of the operator and we can recover by weight to get this relation. And I insist again that the own polynomial relation among political are independent of constant gamma is the same is the same for the closed Pritch equation. Now since zeta is the morphism when we can go through the there on the left hand of the of the equality we get and we do appear here the polynomials qrl ql will generating inside kernel of zeta this polynomial in bracket are homogeneous in weight each polynomial are and actually it's by the reverse and we can take the ideal shape I think by ql thoughtless f y for the stuff one and f x for shuffle we read here we can see the inclusion now we test the symbol equal by row we get here nothing else the some reflecting system on the local coordinates here we can see that for each n on the written words zeta of sigma n profile to the polynomial on all the zeta and xh by written words okay and on the right of the these are reflecting rule they are the irreducible poly zeta because all these steps reply to each other so they don't cannot be readable so they are irreducible and we can see for the gen weight by weight the set of irregularity at infinity and we put their irritable by the human for all p of zeta irritable and the irritable we can see in this formula that they fall on a higher picture system for the higher part of what is it okay now we take the image of this image because now zeta we already see that zeta is subjective so we can take the image of the section we get the reflecting system over sigma n okay here and irritable is obtained by the inverse image of the section of zeta we have to get again the chain between and irritable we okay the sigma n refers to himself is this equivalent to say zeta the qn is qn written pattern are several of notes so let's explain summary summary like that the identification of local coordinate and give us the two family the first family is irreducible zeta values okay it's obtained by the chain and the inverse image by the section of zeta so that zeta restricted on q the expression of q by irritable to zeta this map this restriction is rejected rejected and I give also the set of the polynomial of the polynomial of qn generally beaten fx okay in which for any n the qn is homogeneous in weight the weight is nothing as the weight of the written words n so we have to see that there is a equivalent to say that q is zero of sigma n refers to sigma n of by definition sigma n is irreducible in the case of qn is not again so qn is a polynomial the little detail is nothing as sigma l sigma l is a the element of eigen factor values it's not belong to add irreducible so it is transcendent on the eigen factor generated by l qn is equal sigma n plus epsilon n epsilon n l is a polynomial on qn direction okay so we can say that the eigen factor generated by sl for l conversion can be decomposed by fx plus q and irreducible this sum is a direct sum of weight of space of course so we have already see that fx is included in the cabinet of zeta and now if we take any polynomial on k zeta not the three of course constant that no without constant that so q can be decomposed on q1 and q2 this is the coefficient and by reduction by fx q1 belong to fx so we can see now the image of zeta is nothing as zeta is generated by irreducible poly zeta and the cabinet of zeta is exactly the ideal fx by that we can conclude that z is a factor can be good conclude that z is kind of factor because z is a gamma of zeta is obtained as a Gaussian of zeta by the kata ideal okay so that is kata and now if we take the any homogenous polynomial and the product belong to the cabinet of zeta homogenous in weight each polynomial cn is of different weight because we have this equation so c could not satisfy the eigen solution with coefficient in q but for any s in irreducible s is homogenous in weight it satisfies the previous scheme so we can say that zeta s is constant over q so I think I I finish I must stop my time is up thank you very much for your understanding thank you min for interesting talk questions yes I have a question yes if you go through slide 23 yes then you say that at the middle of point one you say that the map going from the algebra generated by lindon irreducible to z is uh objective yes can you explain a little more no that's the restriction of zeta because zeta zeta is subjective okay yes the the element l r are obtained as image inverse image of that irreducible by the image and there's also section so the restriction of zeta the the map zeta is the the polymorphism of zeta is defined the shoes are even there I just between them there are some irreducible zeta I just take the image inverse image by the section and the so that this an r is an inverse image of zeta irreducible to solve for this middle bijection and uh so you constructed a section yeah did you construct it formally or is it uh reasonable intuition yeah the contraction is nice okay from the relation among poly zeta okay yes zeta is the morphism so I can recover on the left own poly zeta and after that I use the fact that zeta is subjective yes I just factor the relation each relation and exceeds by this polynomial qrn okay I just forget everything to take the annexation by qrn the section you uh are describing as a unique the section this can not unique and the section can but the section is not unique yeah okay I just take one this one is um it's for my covariance I take this one but from every projection you can always build the section the section yeah I can find the section to just by this way but if it is subjective it you you need this section to be unique at the moment I don't need this hypothesis that it is unique I just take at this step I don't suppose that it's unique I can at least it is a it is a good track it is a good proposal to with many many things to check together of course and with people who would like to because it is easy to implement as I see and if you consider the relations you have by identifying coordinates yes did you recover the relations up to order I don't know up to a certain order yes recover the relations that you have with double shuffle and yes of course I formally to prove uh prove that the this equation the relation obtained by the identification of this equation um implies the double shuffle relation and at the weight jump we have already verified that the whole relation obtained by software satisfies the uh okay I am not a specialist of the subject but uh the zaggy paper uh in the zaggy paper I don't remember which one uh which year but the the the direct sum was formal direct sum yeah the the paper of zaggy zaggy is this one in this paper in Birkhauser oh yes yes this paper yeah the direct sum of zaggy concern okay I show back okay but it was very descriptive in style so as he didn't say that it was formal I think it was formal at the time because it is still conjectural yes I don't I don't ask uh don't get because in the paper exact exact in this paper he seemed to say that is give this direct sum is some something is uh abstract and formal direct sum why is that here is something is uh closely closely constructed over an arithmetic constant is I don't know what he means that this sum is direct but this sum directly I already saw that no it is direct because it is formal so you take the slices okay and you put them in the direct sum uh in the in zaggy paper because they are quite defined okay maybe Dominique I speak under the control of Dominique Malchon who knows the subject much more than me so maybe we can uh because in two minutes it has to be talked by Natalia okay so maybe we can discuss this later yeah okay thank you thank you again


Just a check, right, left, on y'all's stick, in your stick. Not camera. Coming in, I don't want you to start ice-hiking this creek and on Easter GMTs, slowly make your other riding come this way. Before the house, turn.


I'm Pula Badila, I'm a gardener, artist, environmental activist, and I found a grow-by-cutson which has raised $10,000 in two weeks and has built 17 raised-bed gardens, people's homes for them to have fresh food. Grow-by-cutson is a movement to bring us back to our connection with our food and our knowledge of our food and knowing where it comes from, knowing how it grows, knowing how we can use it to sustain ourselves. Raised here in Hudson, New York, growing up so it's been very important for me to know my environment and know the community and know how to be able to learn and share with the community as well. This was important for me to make sure that we're all receiving or at least do my best to create a space where we all can receive similar access to these things like fresh food, organic food. I just started at $200 because I was just like whatever, we just need some soil and some pots and then from there people were donating and it just started to get grander. It just really inspired me, it could go full throttle. I got into a very beautiful space of trust. Now there's 17 raised-bed gardens officially established. Food is absolutely a weapon and it's a weapon in the way that they push processed food to continue to cause illnesses and all these different things that make us suffer and have long-term effects. They're literally attacking our community by this processed food and this ill food that they're feeding us. It's also a weapon on our part when we come back into our food sovereignty and into our knowledge and into our self-sufficiency. Having the gardens right there and their home don't have to go so far to get your groceries, you're able to harvest right from home. You know, also know that it's coming from a fresh place, all the produce is organic, the soil is organic, it really changes how you think too as far as security goes. Having food security. As far as the families that have never grown anything at all, now they have this lush garden, having it there changes the whole cycle of like I grew this what I have here and I'm using it, I'm cooking it, it's going to my family. It's like feeding bellies, like the love I put into these plants is like re-nurturing all of these elements. The need, it brings the families together, it brings healing together, community healing together, it creates a connection with us as far as being able to all have like growth and not like our own paces of growth, you know, so it helps us to also check in on each other about these things. I see myself as a guide as well as far as how I'm able to reintroduce these elements of our connection to the earth, to the soil, and to our ancestral wisdom as well. That's very much deep within us. So many people who weren't growing at all last year didn't even know like anything about planting seeds, like are growing now. It's encouraging to know that, you know, just even you as one person can make a big difference.


hello welcome welcome welcome to the place where we celebrate the least the least celebrated parts of the body today our special focus is the weenies oh hey what do i do stupid or actually it's a corbin i'm rick mick falls instagram twitter for more juicy content thanks on patreon for those true accounts subscribe to like button hi patreon oh yeah oh dirty little patreon babies my patreon is where they got those sexy 1970s looks of mine disgusting from minks gross you're gonna lose patrons uh today we got a food video this is the world's best vegetarian food two thousand seventy eight cents all you can eat wow banana leaf say this word banana leaf satya and this is kerala kerala have you seen this guy before no okay and he's a big food guy uh vlogger he goes all around the world and eats different right food so this is uh a ham so you know so this is the world's best vegetarian food according to him i'm sure that's just for the title it's just probably really good it's like vegetarian world's greatest cup of coffee congratulations but it might be might be in new york no i don't i'd love to know where that is because there's a lot of landmarks when you're in new york like you can go see the friend's apartment you can see the restaurant from seinfeld so i'm sure somebody could find out but like if you go into macy's if you go into macy's they have the they have a special section set up where they did the keyboard dance in bed oh yeah that's there in macy's there 32nd i think it is 32nd street and six i think also i because i've always said i wanted to do like a um the tribe food on a banana leaf yeah you know i found i did i tell you i found him no here vayartha right across the street really sells banana they sell banana leaves that doesn't make sense vayartha is a mexican grocer yeah and it just never dawned on me to go there right but it should have because the cultures are so similar it's so beautifully different yeah but they're so similar in a lot of their that's andrani said that within three months of being here oh yeah because it's such a hispanic culture so huge in l.a she was like it's really strange how similar yeah the cultures are yep here we go that was that sound like a good pronunciation mother's veg plaza they eat a traditional sadia completely vegetarian meal but it's going to be an impressive meal with a huge mix of different dishes maybe we could try that i love that i don't know where to get it mother's veg plaza now we're gonna go in here we're gonna enjoy the you know i vaged on your mother experience the demand for the chairs at this restaurant seats at this restaurant is so high as soon as we literally have to stand behind the table we got a chair over there and we got a chair over here now we have banana leaves on the table and i think this napkin is the wipe it down yep i'm guessing they throw those away after probably no waste the first things are a bunch of crunchy things like pappadam banana chips and a banana these are different chutneys reminds me of our videos the sound behind the videos you have all the talking maybe chutneys i see these are chutneys that's a lot of stuff where's the non bread do you like to have the brown rice or white rice this is brown rice please what would you pick brown racist i always i always use brown over white just because of that health value of the whole grain my my wife adores white rice it's just how could she not she's been godly just seeing them so far i've learned that the top section of your banana leaves are like the different pickles the different garnishes like almost like different sauces those are spicy yeah i know that the rice half over here is going to be where the main dishes are served kind of one by one maybe or in a series in a original okay to begin your meal this is what you have to eat it's like a sugar jackery i was gonna say jackery yeah jackery sweet it's delicious banana chips are so good too homemade banana chips have you had a homemade banana chips yeah yeah it's so delicious not my favorite oh healing properties but like maintain the health the mix of ingredients and you mix the pop on first with the rice nice look at the thumb getting ready to shovel he's eating with his hands before do you guys eat with your hands at home in any time when there's rice in drawn he's eating with her hands just tasty dog just like soothing and flavorful and and if she makes doll and rice and stuff like that yeah and then from here you can start adding the different side dishes the different flavorful she taught me how to do that the thumb shovel gooseberry gooseberry he's he said life is very short is how he said i think so life is very short eat a gooseberry great shirt life is short eat a gooseberry i like you sure me too life is short eat a gooseberry let's see heat here comes the heat i just remember when i was in india they said that that one is the ginger he has a large smile yeah and his eyes smile too spicy versions one is pineapple oh 12 different virgins and i'll taste all three in real it's one of the pineapple and just the pure the pure flavor of it without rice to taste how it is it's pineapple and ginger pineapple ginger chutney that sounds delicious this is a what sambar i'm getting the thing of the style you eat the rice with the main dish and then you mix the different flavorful like toppings like sauces to go with it okay next up for the cucumber version that's yogurt that's cucumber yogurt that's like sour and refreshing and mustardy and finally the this one is the bitter gourd tastes like dehydrated bitter gourd like leathery slightly with that bitterness with that sour yogurt mix up the sambar next with the rice that bitter gourd chutney on there that bitter gourd yogurt oh the sambar it has this wonderful sourness to it like tamarind right with tamarind sourness different flavor and i love how it makes use of especially fruits and vegetables i mean all fruits and vegetables there's a vegetarian that's not that but fruits contrasting vegetables to create these like sours and sweets and spicy harmony of flavors in your mouth and bitter it's astoundingly good rose water looks like it right rose water and that's what it looked like the color of it you can say it's hannam hannam should i say yeah sure okay this is the first spice that we are going to have we are going to mix half the banana with that and the spice name is adab praman adab praman that's no way i'm gonna be able to say that adab praman i'm a little bit scared that the rice courses might be over when they brought out the payasam which is more of like the sweet dessert but no it's just this is the correct order this is the custom of eating so we have payasam number one which we're gonna mix with half the banana what and then after that we'll go back to more other courses of rice and other courses of dishes so this is not even close i've never squished up a banana and put it in something i don't believe it's a veg meal i have too quick shines in there and that's like a noodle shavings sweet noodles almost great band name noodle shavings it looks like to charl all a little bit so i've been doing this for almost four years now i still don't like the feeling or look of stuff on fingers yeah it's not the eating that that bothers me it's actually the stuff on the fingers i just don't like having stuff on me like when you poop and get it on your fingers yeah yeah very sticky too and goo it feels like honey honey in your fingers almost it's just gross as we got i don't know why a lot of people think it's the fact that it's eating with its hands right it's not it no it's the factual visual visual of stuff on the hands it's just the balance of selfies it's such a smile sugar oh that was jerry this is pi s m number three no one in other stuff made with sugar this one right ah you know the little like wheat no eat what is it it's a sugary something sweet kind of like yeah very sweet and milky do they have forks at this place this one is the next i'll have to travel with a fork well what's that pancake well that's like i heard you yeah it's when you get a little piece of dough boiling for the next one you get this this fried looks like tapioca the next one the bully on top which is like that you can see noodles in there and then you can see like the milkiness of it it's like sauerkraut almost sauerkraut tapioca perfect and this one you've got to fully like break into small little pieces that boilie the whole thing right not just like half of it it's an amazing mixture of your fingers and the feeling and you just keep on squeezing until everything is together and see it's like gooey and crunchy and ready pretty good his buddy is loving doing this with him it's like sweet milkiness and the sturchiness and the like vermicelli to sort of melt it kind of is like a fallout of a non-drinking fallout of myself who are good but that was for sweets in a row i'm ready to get back to the rice so they do savory sweet back to savory yeah i guess so thank you more times rice yes that's like a pineapple milkiness saucy yours are just flying around the banana leaf right now the mingle and the gooseberry acharis are like two of the best flavors of the meal for me yes please thank you the next round of rice thank you there's gonna be more okay okay okay for this one into the rice makes it with your finger that's awesome you pour this one into your into the rice looks like uh this is the raza ban ban bani puri water is in puri water bani bani means water yeah ban right bani is the water part emotional feel meal experience pour this into your hand okay i love one of my favorite things about this is the joy on his face watching him do something that he and his culture have done all their life and the joy of him experiencing that i love that when he comes to eating your food and that like adds so much like the different few things are more bonding than eating with people in their culture and eating their food it's such a beautiful bonding experience curry with buttermilk buttermilk into the rice buttermilk and curry leaves and rice try to imagine what that tastes like like butter and curry milk i would laugh if we ever went to this place and i whip out my travel fork it's a lot of food for 2078 cents unbelievable sauce is everything else on my plate and there's one thing that you have to end with that is the the ginger chutney it has to be your final bite so that you start to digest everything that's so good the flavor it's always a joyous moment yet a sad moment outstandingly delicious and we followed the the correct traditional procedure order of dishes that was just a mouthful of joy with every bite of the dishes were so fantastic and there's the variety the flavors the textures and the feel of it everything from the liquids to the solids what a meal papadam and rice like 15 curries 15 curries four piasams bananas papadam chips and rice 100 veg too that's the greatest vegetarian meal i've ever had mother veg plaza that was an astounding a dollar sixty eight per person i've had hands down in my life and then just being able to see the process the customs the traditions that go along with the meal and the order of the different dishes and just the contrast of flavors that was fun to eat that was a feast um and the kerala sagya meal is known throughout india um people and especially people that come to turn from that is this is the dish that you have to eat the meal that you have to eat at least once and now i know why just that was unbelievable and now that i do stand up i think that's the the most filling vegetarian meal i've ever had too the fourth round of rice i was like yes they know what they're doing here and then i think we had the end six the rounds of rice that was yes straight up i loved watching his eyes open so much not just huge quantity these delicious vegetarian food oh my gosh and then one more shout out to the amazing owner uh he was so friendly with us he's such a nice guy and you know so thank you very much to the entire family that owns this restaurant blown away by vegetarian food well yeah if you're vegetarian there's probably no better place than actually going to india india uh you'll be filled and eat the delicious food yeah they've probably mastered oh yes the art of vegetarian cooking compared to anywhere else in the world most definitely yeah um yeah i can already say that it's it's that's it's just so good and all that food looked absolutely delicious i was i was very envious i just i i would have a hard time eating with my hands there because here's the thing so like you you do one thing and it's fine but now i have to get something else and i still have remnants of the other thing still on my hand are you the kind of person who when you eat you don't like your food to touch and mix uh i don't i don't prefer it okay so you'll like go out of your way to make sure it's kind of yeah organized you don't like to mix those things up now yeah unless it's mashed potatoes and like green beans or corn so it's a double whammy for you it's a double whammy the mixing and then the actual fingers covered in stuff yeah that's the biggest thing yeah is that like you like i just don't like to be dirty i do not like to be dirty like you can ask him after we played holy oh yeah i went and in shower and got everything off of me he could before like i think everybody else that we were playing with was dirty and they we went to a restaurant afterwards yeah and and ronnie and i were still i was wet i was clean covered up he had showered i cannot do it yeah i absolutely i don't like being in wet clothes i don't like it's all a sensory thing i guess i don't know so how did that go over when you played soccer because didn't you get filthy plain soccer and did you like that feeling no really see when i played baseball one one when you're being covered in the grass and the dirt was glory i didn't like when i come back from the beach i don't want to shower oh i do oh i want all that salt and grit on me i love it gross oh i love it no i shower immediately no i love the feeling of post beach or post baseball game no yeah no good stuff i don't i don't know i don't know why i am the way that i am but i am the way that i hey it is what it is but anyways it was a cool video i would love to go there whenever we go to south india yeah everybody always says we do not have a plan currently sorry guys i just had twins but it was the pandemic but yeah those two things however we actually are at a place where you could forecast in the next year to two probably it's going to happen because no more pandemic we'll go to south yeah kerala specifically i can't wait yeah i can't wait to go to kerala um and obviously we started them by probably work our way down because we probably don't meet some people do some interviews uh sharia gochua will cook us dinner very much looking forward to that yep uh she promised she promised ani rock's gonna take us out for a weed break yeah you guys know of course and keo and joe are just gonna show us his cocaine room can't wait yep anyways great video let us know the food videos we can react to and if there's stuff that we should try here i would love to try something on a banana leaf i don't know where to get them now obviously we just need to find the stuff to put on the banana leaf properly yeah and as you guys know most indian restaurants in america are northern indian restaurants and i think nine out of ten banana leaves are more traditionally southern uh indian but if anybody knows anything please let me know i would love to try it if i could find a south indian restaurant here but then you'd also have to be close enough to a hurricane or we'd have to take with an animal he was in like right in the car or something like that i don't know that uh let us know uh other videos we could react to down below


Can I try any other way to perform oral sex? So yes, according to the Kama Sutra, there are eight different ways that you can perform oral sex on a man and we have over here at least three different ways where you don't have to involve the teeth at all. So the first one is called Nimitta or the casual touch and this is where you just take the tip of the penis, just the mass to the penis and place it just on the inside of the lips, not as far as the teeth and then you place what is known as half kisses using just the inside of your lips. The second one is known as Parshvatodasht. In this one you don't take it into your mouth at all, you give pleasure instead by placing kisses on the outside, so up and down on either side. So Parshvat is two sides of any part of your body. Dushed means to bite, so literally translated this would be nibbling the sides but in this case you don't use your teeth to nibble the sides, you just use your lips or your tongue. And finally you have the most gentle one of all which is known as the Chumvid or the kiss.  I hope that helps.


We just tried two techniques to print on black t-shirts. We tried Easy Subly and Printable HTV One of them didn't work and we'll show you which one right now What is up a welcome back do like to do a builder to make it so do we and we have a new video each week this week We're in for a Texas sized t-shirt tussle So what that really means is we want to do some sublimation on some dark t-shirts now We did this last summer. We used this Easy Subly, but we had a lot of your comments and questions about hey Why didn't you use printable HTV? So we thought today we would do a little versus challenge Easy Subly versus Printable HTV all on black t-shirts. I have a black t-shirt She has a black t-shirt and we're gonna use the same exact image a little bit about the differences between Easy Subly and Printable HTV The Easy Subly still uses your sublimation ink printer So we're gonna use our Epson Eco tank to sublimate on this Easy Subly paper and printable HTV uses simple inkjet printer Inks which I think everybody has an inkjet printer at home. All right, let's print our images and get started Mine is the printable HTV and mine is already looking darker Yeah, my blacks look blacker and my colors just look color Well, that's the difference between these printed images But if you've done any sublimation, you know that these inks look light now But once we sublimate them, they're super vibrant and all of the colors come out Let's see what happens with the printable vinyl. This does feel a little thicker. Yeah, that's my printable vinyl Yeah, this is a little this a little more substantial this piece of paper here We'll see I'm very curious to see how this is going to turn out. I think we should trim it out Just to the black what we've done is just printed straight on an eight and a half by eleven I guess it's a four size paper and then we're going to hand cut around our image We could sublimate this whole black square right onto our t-shirt, but I don't want it to leave those square corners So this image that works out really well for this. We're gonna cut all the way around our little orange frame Remember how I said this this stuff the easy sub leaf out the little more substantial Well, the scissors cut the vinyl when I was trying to just glide them down So I got a little maybe a paper trimmer. It would have been good. Yeah I also found that as I handle this some of the inks are coming off of my onto my fingers So I don't think you want to touch this too much a little lesson learned for you All right, he's going on the front or the back I think they should go on the front. I don't know what you think.  All right, so we'll start with the easy assembly. I have to put this cover sheet over it Which because I cut it down. It's gonna fit within our little transfer sheet here perfectly. All right, so I Take this off right to the clear sheet and put it right over top of it And you remove the backer Goes right over top. Oh still got a little bit crooked I'm just gonna use our little thing here to make sure it's nice and stuck to the transfer Now pull the backer off of the printed page Have it on my transfer here and The recommended settings are 311 degrees For 15 seconds 311 precisely 311 Yeah, it says precisely but like don't even come at me with 310. Nope. That's what it says Said 312 you've gone too far. That's it. It literally says don't even come at me with 310 Centered Does it look about right? No crooked. No crooked. No crooked No crooked here. All right down Get your butcher paper down Your parchment paper or your butcher paper in our case our meat hugger Makes me laugh every time And start How many seconds is this one? It is Did I say 15 seconds Look at that. Look at those colors. Blacks came back a little bit. All right now It says peel it warm. Peel it warm That's vague Does that feel hot? Peel it warm Ah, it's not yet Warm yet All right. Nope. I think you're good Yeah, give it a little Let it breathe a little Warm it down Warm it down You got to cool it down Ooh, watch out Oh my goodness that looks great That looks pretty good All right. I think my blacks might be better All right, what are the settings for this one? We will see All right All right We're going to show you Well, I can show you now, but we'll show you side by side Look at that Looking pretty good I mean, that looks pretty good Now wait What? Oh, Garrett did the pre-press He probably should have pre-pressed I think the temperature for this is a little bit hotter Yeah, it's 374 374 Isn't that funny? Don't even come at me with 375 375, you've gone too far What are you doing over there at 375? Get back here at 374 Now, what are you going to do? Just peel the back off All right You do want to allow this to dry From the inkjet printer You want the ink to dry for about five minutes Before you press it So this one is dry What was that chance for? Shoot, we just took off Oh, I threw it away It's got ink all over it No All right I think we're going to want to do the same thing 375, don't tell them 375 You're down You're good All right, I guess it's in there All right This printable vinyl is definitely thinner A lot more delicate than the other is It's like tissue paper Yeah, it's like tissue paper Yes, agreed It's more like trying to do a water slide Oh yeah That takes some practice A little bit of butcher paper You want to bring this closer Keep it on down I don't have a cord long enough To go way over there Yeah All right Now this is How many? How many seconds? Now this is 12 seconds Okay, yep All right, we're going in at 375 Not 373 Not 375 374 For 12 seconds Not 13 Not 11 I mean, these are both really quick presses Yeah Oh Now is this a cold peel? Cool before removing parchment paper Oh man That's too quick on removing the parchment paper Hey, you know what we learned now Look at that You may have to do this one again No It's got to cool You're not even close to being cool I'm not even sure this is going to work Because of the Garrett used a transfer sheet The vinyl, the Clear plastic transfer sheet From the Easy Subly On top of the vinyl Should I just print it again? Yeah You might have to do it again All right, we let it cool I'm going to try to peel it up And it's kind of just peeling right off the shirt Well, if you can get it all off Yeah, I might be able to reuse it Yeah That did not work All right, I'll just try to line it Back up over top of that Ish Kind of Hopefully it will cover that up All right, there's just a tiny little bit of residue left So we're going to try and salvage The shirt That we messed up This time we're going to try Crickets parchment paper We're going to lay it down 374, 12 seconds Shift it around a bit You know, I like to do Yeah All right Let's see All right, that was a quick 12 seconds Now, we'll let it cool Before we remove the parchment paper Let it cool Cool it down And that's what it says Oh, wait, one minute For the transfer to cool Before removing the parchment paper Alexa, set a one-minute timer Look, we're all learning something today That I'm impatient That we knew Alexa, how much time has left on my timer? You have 20 seconds left on your one-minute timer Count it down again She's counting it real slow Cut out the Mississippi's That was a long one minute Right Nice and warm now, isn't that what they said? That's the longest minute ever I mean, just do it You should be able to reuse it again All right, do I try it again? All right, what do you guys think? Which one turned out better? I don't understand what happened to mine Twice now All right, we're going to try this one more time Third time's the charm Vinyl down Our parchment down All right, we're going to try to go in a little bit longer We're going to go 350 for 30 seconds this time And high pressure So I'm going to pull this closer I want you to lean on it High pressure, 30 seconds Now I get the lean on it Yeah, he loves leaning on it anyway It gives me something to do I feel like I'm Helping the process All right, fingers crossed Other than this, I'm not sure What would be the difference? Still 30 seconds Now do we still do it? It's out of weight, it's out of weight so Cool I don't think it worked Are you ready for the pull?  I don't know What are we doing wrong? What did I do wrong? I don't understand I got a lot of lint off of the shirt This is a great way to get the lint off the shirt Well, you can't win them all This will be a project fail video Well, it's in my fail Half of it worked great Yeah, that worked great I thought the principle H-TV would be the winner in the end No, I don't understand Why didn't it work? Can you tell me why my principle H-TV did not work? Did I use the wrong parchment paper? Did I use the wrong transfer paper? Did I use the wrong heat? Time? Pressure? Way too many variables I don't even know what I did wrong But I do know we're about out of time So if you're not going to join us for the patron after show We will see you next week when we'll do it Build it and make it again I'm done Third time Three strikes I'm out I'm out of here


Hello, my name is Leon Roh, Currency Trader and Trading Coach at Trading180.com and welcome to the Fundamental Analysis course. Fundamental Analysis enables forex traders to gauge currency's strength or weakness without looking at a technical chart and is the main reason for currency movement and direction. Fundamental Analysis provides a trading edge that is greater than any technical trading pattern. As forex traders it is essential that we understand why a currency is highly likely to gain in value and another currency is likely to fall in value. Fundamentals can tell you if a currency is undervalued or overvalued. Fundamentals will show you the currency pairs that are most likely to trend and which currency pairs are most likely to range again all without looking at a technical chart. Once we understand the factors that determines currency's strength or weakness we use technical charts to time our buy or sell trades. This course provides a general overview of concepts within the scope of fundamental analysis. I'll be covering interest rates and inflation, inflation targets, interest rate cycle, quantitative easing, central bank intervention, gross domestic product, the business cycle, trade balance, intermarket analysis, risk on and risk off, trade idea examples, the commitment of traders report, trading the news, value, sentiment and market focus, buying the rumor and selling the fact, political stability, the US dollar index, the carry trade and finally putting it all together. There are several fundamental factors that determine the value of every currency. The relationship between interest rates and inflation play a huge part as to why the price and value of a currency rises or falls. If you are a saver or investor, interest rates are the returns you expect to receive on your savings or investment. The higher the interest rates, the higher the return on your savings or investment you'll receive. If you are a lender, interest rates will be the fee you will charge the borrower. We should view interest rates from the perspective of an investor. As forex is traded in pairs, it is natural to assume that all you would need to do is buy a currency that has a higher interest rate and sell another currency that has a lower interest rate. Unfortunately, it is not that simple, but as a foundation, keep this concept of currency strength as it relates to higher or lower interest rates in mind. Inflation is the purchasing power of a currency reflected as prices for goods and services. The two frequently quoted and most significant measures of inflation are the consumer prices index and the retail price index. A country's central bank is in charge of trying to control inflation via monetary policies. One of the primary tools central banks have to control economic growth and inflation is raising or lowering interest rates. Central banks of major economies have a consumer prices index inflation target of around 2-3% per year. Governments and central banks like there to be just enough inflation in an economy. Not too much that could lead to inflation getting out of control, but not so little that there is stagnation. If inflation is below the 2% target, central banks will attempt to stimulate inflation and get it to 2% by cutting interest rates. Lower interest rates encourage people or companies to spend money rather than save, boosting economic growth. As we know, inflation is the purchasing power of a currency reflected as prices for goods and services. If a currency is weak, more of that currency is needed to be exchanged for goods and services. This is reflected in higher prices for goods and services and otherwise known as high inflation. In an attempt to curb inflation, strengthen the currency to attract investors and meet their interest rate target, central banks will raise interest rates. We can determine a currency's potential strength or weakness by identifying where the currency is on the interest rate cycle. If central banks are keen on holding interest rates and their desired inflation target is met or not a concern, then they are in the hold section of the interest rate cycle. This would be considered neutral. If a central bank is keen to raise interest rates, this would indicate that inflation is increasing. Raising interest rates is usually applied when the central bank projects potential growth within the economy. If a central bank is focused on a cutting interest rates, this would indicate that inflation is in decline. Cutting interest rates is usually applied when the central bank projects potential contraction or recession within the economy. If two country's central bank policies are at different ends of the interest rate cycle, it is clear to see the forex pair you might want to be trading and the direction. In 2015, the Bank of Canada cut interest rates twice to try and prevent the economy from entering into a recession. The Bank of Canada were on the interest rate cutting end of the cycle. At the same time, the Federal Reserve Bank, which is the United States central bank, was anticipating that they may need to raise interest rates at some point. As the two central banks were on the opposite ends of the interest rate cycle, you can see that the chart of the US dollar Canadian dollar was clearly trending, the Canadian dollar being the weaker currency and the US dollar being the stronger. If lowering interest rates are no longer an option for a central bank, quantitative easing also known as QE may be employed. QE is aimed at stimulating economic activity, such as increasing consumer spending. The central bank buys assets, usually government bonds, with money it has printed or more accurately created electronically. It then uses this money to buy bonds from investors such as banks or pension funds. This increases the overall amount of usable funds in the financial system. Making more money available is supposed to encourage financial institutions to lend more to businesses and individuals. It can also push interest rates lower across the economy, even when the central bank's own rates are just as low as they can go. This in turn should allow businesses to invest and consumers to spend more, giving a knock-on boost to the economy. A central bank will buy or sell a currency in the foreign exchange market in order to increase or decrease the value of its nation's currency. This is known as currency intervention, central bank intervention or forex market intervention. When a country's currency is enduring extreme and unnecessary upward or downward financial pressure, a government or central bank will use intervention to stabilize the situation. Gross domestic product measures the value of economic activity within a country. GDP is the sum of the market values or prices of all final goods and services produced in an economy during a period of time. Currency strength or weakness usually follows its country's GDP growth. If a country is doing well, investors will usually flock to that country and invest because they see it as an opportunity to grow their capital. The business cycle captures GDP data over time. There are phases in the business cycle you would be very familiar with. By understanding where a country is on the business cycle, you can gain an edge on whether you should be buying or selling the country's currency. The stages of a country's business cycle are boom, contraction, recession, bust or slump, recovery, expansion and back to boom again. A country's business cycle is considered in a recession if they have two consecutive quarters of negative growth. In the contraction phase of the business cycle, central banks will look to prevent a recession by employing tools we have touched on like lowering interest rates and engaging in quantitative easing to boost spending and economic growth. Recovery and expansion phases are usually led by rising inflation therefore central banks will contemplate raising interest rates. The components of gross domestic product are personal consumption, business investment, government spending and net exports. If a country is receiving more in revenue from exporting than importing this would be viewed as good for the economy and the government as the country's balance sheet would show a surplus. If the value of a country's imports are more than its exports this is viewed as negative for the economy and the government as the country's balance sheet would show a deficit. Intermarket analysis is the study of business relationships and correlations between countries and markets. Countries will have a range of services and or commodities that they export to other countries. Australia's biggest export is iron ore and copper, New Zealand is dairy, Canada is oil and Japan's main exports are electronic goods. Countries whose main export is a commodity are known as commodity currencies. The Australian dollar, the New Zealand dollar and the Canadian dollar are all considered commodity currencies. China is the world's biggest importer of oil and metals like iron ore. This is because they are investing heavily in their country's infrastructure. Currently China or Australia's biggest trade partner Australia export their main product to help China build its infrastructure. If China's economy contracts or goes into recession they may be less likely to invest as much on infrastructure projects than when they were in the expansion or boom phase of their business cycle. So if China decide to cut back on new projects Australia will be affected because Australia will be forced to export less to China thus affecting their GDP and the possible value of their currency. Risk on and risk off investing describes a process where investors move to riskier and potentially higher yielding investments and then back again to supposedly lower yielding investments which are perceived to have a lower risk. In a risk on market environment investors feel that the financial and political climate is conducive to investing in riskier assets for a higher return. Covenancies like the Australian dollar and the New Zealand dollar as well as the stock market tend to benefit from risk on environments. Risk off indicates times of market uncertainty, instability or turbulence. Traders are less concerned with generating a return and more concerned with protecting their investments. Assets like gold, government bonds and currencies like the Japanese yen are considered safe haven assets because they are expected to retain their value or even increase in value in a risk off market environment. The sectors highlighted in green will benefit from a risk on environment meaning that investors are willing to invest in riskier assets for a higher return on their investment. The sectors highlighted in red are safe haven plays for investors in a risk off market environment. Money is shifted into these assets when there is huge uncertainty and turmoil within the financial markets. Understanding the interest rate cycle, business cycle, into market analysis and risk on risk off financial market environments will give you a clear review of where the big money is investing. We always want to position ourselves to follow the money. In 2014 the European Central Bank announced various measures like quantitative easing to stimulate economic growth due to certain economic problems that had arisen. In the same year the US Federal Reserve Bank were hinting at increasing interest rates for the first time since 2006. Both European and US Central Bank financial policies were diametrically opposed to each other hence the downtrend in the euro-dollar currency pair that lasted around 18 months. The risk of China, the world's second biggest economy slowing down and possibly going into the contraction phase of the business cycle after years of boom created a risk off environment in August 2015. Also in late 2015 early 2016 the United Kingdom vote to stay or leave the European Union otherwise known as Brexit was coming into focus. This created uncertainty both financially and politically for the value of the British pound. The Japanese currency gained in strength on both the risk off environment created by China as well as Brexit voting uncertainty while the British pound suffered. The commitments of traders report is issued by the Commodities Futures Trading Commission. It aggregates the holdings of participants in the US futures market where commodities metals and currencies are bought and sold. The commitments of traders report is released every Friday at 3.30 US Eastern time and reflects commitments of traders for the prior Tuesday. The COT provides a breakdown of aggregate positions held by three different types of traders commercial traders in forex known as hedges non-commercial traders typically large speculators and non-reportable which is typically small speculators. The COT report should be used to gauge large financial institution sentiment on a currency. We are interested in net non-commercial positions which are contracts held by large speculators mainly hedge funds and banks trading currency futures for speculation purposes. Here we have the Japanese yen the report date shows trade positions taken from the 6th of December 2016. The long and short position numbers show that there were more short positions taken than long positions. In the next section that says changes from and the previous weeks date we can see that short positions increased by quite a large amount when compared to the increase in long positions. Change in open interest indicates the amount of new positions that were open from the previous week to the current date. We should always keep an eye on the COT report so we can get an idea of the positions and sentiment of large speculators. We can use the COT report as confluence with our fundamental analysis trade ideas. If you've tried news trading you will understand that buying good news and selling bad news can actually be detrimental to your trading account news should be traded when the unexpected occurs. When news data is forecasted to be better than the previous data release but the actual release data comes out as extremely negative this can be a great opportunity to trade because the market has been wrong-footed about the forecasted data. If the data forecasted is due to be negative but the actual data release is surprisingly positive this is another good opportunity for us to capitalize. An unexpected news release can also take the form of a much better than expected or a lot worse than expected data release. Sideways or ranging moving markets occur when buyers and sellers are in agreement on the value of one currency against another. As an example let's look at property market prices let's say the average or mean price of a home in your area is £500,000. Some homes may sell for slightly more and some homes may sell for slightly less but there will be a certain price range that prices in your street will stay until something changes fundamentally within the property market. Recession, supply and demand as change in interest rates among other things will have an effect on the price of homes. The price of property will either break out to the upside or seek a new value area or price as buyers and sellers decide on the prices they are willing to accept for a home. Once buyers and sellers agree on a price range again it will be reflected in a sideways or ranging market. Looking at the price chart we can see that buyers and sellers are in agreement of the value of this currency pair. Ranging or sideways markets can also be described as a value area. The average or mean price is also known as fair value. Anything below fair value could be considered cheap and anything above fair value could be considered expensive as long as traders agree that fundamentally the two currencies should be at this value area then price will continue to move sideways. Price will only break out of the value area when one currency is seen as either cheap or expensive at the current value area. A potential shift in central bank policies, risk on or risk off sentiment as well as various other fundamental factors will cause price to break out of the value area. Price will then trend as the stronger or weaker currency is bought or sold and seek another value area where buyers and sellers will agree on price and fair value. As forex traders we need to understand when a price of a currency is undervalued or cheap compared to another. Using fundamental analysis indicators like interest rate cycles, business cycles and intermarket analysis you will be able to determine whether you are buying a currency at bargain prices or if a currency is overvalued. Sentiment can be described as the overall attitude of traders towards a particular financial market or currency and is a powerful short-term driver of market direction. Sentiment isn't always based on solid fundamentals as it can be emotionally driven by crowd psychology. To get an idea of market sentiment and what the market may be focused on visit major financial news sites like Bloomberg, Reuters and Market Watch as well as sites like FX Street and Forex Factory every day. If most sites are focused on the theme of a possible US dollar interest rate hike, China possibly entering into a recession or the political stability or instability of the European Union you can plan to trade the affected currencies and the direction. If market sentiment and fundamentals don't align opportunities can arise to buy a currency for a bargain price if the overall fundamentals for that currency are still positive. An example of short-term negative sentiment but long-term positive fundamentals would be when a single news event like employment data is released and the figure is below projected expectations. Short-term sentiment would be present and cause the market to fall until it is realized that it may be the only negative data when compared to the other data that make up the overall health of the economy. When financial or economic rumors start to generate interest via the news publications major market participants have already started to position themselves to buy or sell. If rumors circulate about a possible rate cut or hike of a currency, a potential recession or political instability event traders will look at the current price of the currency and consider if it is overvalued or undervalued based on the rumor becoming a fact. By the time the event is close to being announced the market would have already priced in the value of the currency pair long in advance based on the probability of the rumor becoming a fact. Significant political events like government general elections and presidential elections can have huge effects within the currency markets. Markets generally like the status quo a newly elected party or leader brings with it uncertainties because of potential policy changes promised by the newly elected leadership. If the changes are perceived to benefit or hinder the country the currency will rise or fall in value. Uncertainty means an increase in risk money will generally flow into safe haven assets and currencies like the Japanese yen and the Swiss franc. The US dollar index is a measure of the value of the United States dollar relative to a basket of foreign currencies like the euro Japanese yen and the British pound. Most major markets are connected to the price of the US dollar a falling dollar will increase the value of other countries currencies especially the euro currency. If the price of the dollar goes down commodities like gold will also increase in value as it is inversely correlated to the dollar. If the value of the dollar drops it costs more dollars to buy commodities investors will also look for an alternative investment source to store value and gold is an alternative. Keeping an eye on the US dollar is essential when planning to take trades involving a US dollar pair. The carry trade occurs when traders decide to borrow a currency with a cheap interest rate and invest in a currency with a higher rate of interest. Traders make money on the difference between the difference in interest rates. The carry trade theme usually occurs during a risk on financial environment. Major investors constantly adjust their portfolio exposure within the different markets you'll be able to see the correlations and where the big money are moving their capital depending on the financial environment for example risk on and risk off interest rate differentials business cycle analysis and into market analysis. Setting up your chart to keep an eye on other financial and commodity markets is vital when currency trading. The top left screen displays the forex market which is currently showing the euro dollar currency pair. The top center shows the dollar index. The top right shows gold. The bottom left is the S&P 500 stock market industry. The bottom middle we have crude oil and finally US government treasury bonds. All charts show the daily time frame. The euro dollar forex currency pair is currently trending down which means the US dollar is the stronger currency. This is backed up by the US dollar index which is clearly in an uptrend. We can also see another correlated market to the US dollar index which is gold and that is trending downwards giving us confluence of a strong US dollar. The stock market oil US treasury bonds and gold should be used as a measure of risk sentiment within the financial markets. As you can see we are currently in a risk on market environment as the stock market is making new highs and an OPEC deal to cut production in an attempt to reduce oversupply in oil has been agreed. Stocks and oil will usually do well in a risk on environment. US treasury bonds and gold don't do well in a risk on environment so you can see the current downtrend since November and overall correlations with the different markets. As we are in a risk on environment we should look to buy commodity currencies like the Australian dollar, the Canadian dollar and the New Zealand dollar and sell safe haven currencies like the Japanese yen and the Swiss franc. If we go to the Australian dollar Japanese yen currency pair you will be able to see the uptrend as a result of money flowing into a higher yielding commodity currency and out of the safe haven currency. It should also be no surprise to see the same trending market for a currency pair like the Canadian dollar Swiss franc and the currency pair like the New Zealand dollar Japanese yen. Thank you for watching the fundamental analysis course. If you have any questions please email support at trading180.com


The commencement of a five-day warning strike by members of the nitrogen association of resident doctors nared across the country to press home their demands for immediate increment in the consolidated medical salary structure is already taking its toll on normal medical activities. The president of the association of resident doctors, University of Ellarine teaching hospital chapter, Dr Mubarak, in an exclusive interview, what a correspondent said the members are complying totally with the directive of its national body. It's the issue of 15 percent for the 8th budget which was approved and agreed in 2001 during the Abuja declaration. Even this current budget now I think is a 5.7 percent so we are telling governments to do the needful by going with the agreement they did in 2001 and this will go along with to assist the sector not just with the doctors alone because it will improve the infrastructure within the hospital, it will improve the medicine and service delivery as well. The bill is funny in the sense that during that it even made people not even want to stay. That would mean as a student I must plan to be a doctor I can try to go and do other other courses so I feel the honorary Buddha sponsored the bill did the poor work at that the sponsor it better be that will improve service delivery and also make the environment enabling for people to work. 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


Welcome to Think Tech Hawaii. Konnichiwa Hawaii, a Japanese language broadcast streaming live from downtown Honolulu and available on YouTube. I'm your host Yukari Kunisue and joining me today is Mr. Keizaburo Tsuji, one of the earlier Japanese businessmen in New York City. He's not, he's now retired in Hawaii but spent almost 50 years in New York City working for Takashima and Mitsukoshi department store. This is Mr. Keizaburo Tsuji, one of the earlier Japanese businessmen in New York City. Mr. Tsuji, thank you very much for joining us today. Hi. Hi. I'm talking about my old story. It's about the old days. As you can see, the way you change in the world is fast. It's about the old days. I'd like you to tell us about the old days. This is about the old days. I was told that there was a boat. How long did you go? Where? I went to Japan on December 5, 1915. The boat was just two weeks away from Japan. Two weeks? Yes. I went out from Yokohama and arrived in San Francisco on December 17, 1991. From there, where did you go from there? From there, I was planning to enter the University of Minnesota, so I went to the Minnesota University of San Francisco with my family. There is a pretty cold place in Minnesota, so you started studying there. Yes. When I came to Japan, I didn't know when I would come back to America, so I used to go to the lake Sakazuki. I couldn't come back here, so I came out from there. What did you study in Minnesota University of? I studied the management of management of management. I didn't need to speak English, so I studied management in that way. Did you have a hard time in English at first? Yes, I had a hard time, but I had a lot of English at some point. Since you were in Japan? Yes, I was in Akita High School. I was studying English at the time, but they told me that I was going to study English every week. So I studied English all the time. So you had a lot of Americans in Akita High School? Yes, I had a lot of Chinese students. I was able to study English at that time, so I called them and told them I wanted to study in America. So I came to Minnesota University. So you got a connection there? Yes, I did. I was able to study English at that time, and after that, were you able to go back to Japan? I didn't have that much money to go back to Japan. I was looking for a part-time job right away. I worked at a university cafeteria, and I worked at a department in Minnesota. So I didn't have much time to go back to Japan. So I went straight to New York. Do you remember when you were in Japan? Yes, I was in Japan when I was in college. I worked in the U.S.銀行, but I was in Tokyo. At that time, I was able to go back to Tokyo. I was able to go back to Tokyo. I was able to go back to Tokyo. So you got a salary of 8,000 yen? Yes, when it comes to 8,000 yen, I got a salary of 360 yen at once. But I wanted to buy a lot of things with that salary. So it was 400 yen. So you had a salary of 40 yen. It was 20 dollars. It was 20 dollars in the money of the Americans. It was 27 dollars in the money of the Americans. I see. I came to the US and looked for the part-time job of the Americans. I got the money first. At that time, the students couldn't work for 40 hours. They had to work for 20 hours. They had to work for 20 hours. They had to work for 20 hours a week. They had to work for 20 hours a week. It was the same as in the university. It was the same as in the university. You said you had a passport at that time. Can you show it to us? Can you show it to us? This is the passport of Japan. It was in the 1950s. In the 1950s. Please open it. This is a certificate. It was a passport of the certificate. It is written in Japanese. It is written in Japanese. It is also written in Japanese. This is the next page. This is the next page. This is the page of the young Tsuji Keisaburo. Please show it to us. How old are you? I am 24 years old. I was working in this young young New York. I was working in this young young New York. This was my photo of Tsuji Keisaburo. Thank you. You found a job in New York. I found a job in New York. I had my first year in New York. I had been in America ever since I graduated university. I had been in New York. There was no job related to Japan, so I couldn't get a visa. So I decided to go to New York because I didn't have a job related to Japan. However, I didn't find out if I had a job or not. One of my best friends, Mr. Michio Kushi, has been active in the U.S. since 1953. I asked him how he got Mr. Michio Kushi, and he said he went to New York. Mr. Michio Kushi is a famous writer, isn't he? Yes. When I went to New York, Mr. Michio Kushi told me a lot of stories about Japanese companies. In the U.S., he told me he didn't know anything about Japan before, but he came to Japan to learn about Japanese culture. He told me a lot of stories about Japan, and Mr. Michio Kushi asked me to help him out. He told me he was going to go to a store on the 5th floor, so when I went out, he told me he was going to go to a store on the 5th floor. He told me he was going to study in the U.S., so I went to the store on the 5th floor and helped him out. Before we go into more detail about Mr. Michio Kushi, I'd like to tell you about Mr. Michio Kushi. Mr. Michio Kushi is a very hard-working person, and he has been promoted from the U.S. to the U.S. He is a veteran of the Beatles, John Lennon, and Mr. Onoyoko, who came to see Mr. Michio Kushi. He told me he was going to a store on the 5th floor, so I went to a store on the 5th floor. Mr. Michio Kushi was a veteran of the Beatles, John Lennon, and Mr. Onoyoko, who came to see Mr. Michio Kushi. He came to the U.S. from Japan to study in the U.S. in 1953. He is a veteran of the Beatles, John Lennon, and Mr. Michio Kushi was a former member of the G.H.Q. He was a former member of the G.H.Q. and G.H.Q. He came to the U.S. from Japan to study in the U.S. He didn't have a passport? He didn't have a Japanese passport. He came to the U.S. from Colombia to study in the U.S. In Japan, people from the state of Osawa have started eating in front of the street. That's how they feel. When they go to the US, they try to spread it. Especially in the US, people have been suffering from food waste. In the US, they eat meat, drink milk, and drink Coca-Cola on various sides. That's how they do it. In the US, if you eat meat in front of the street and drink Coca-Cola, it will be bad for your health and your body. That's how it is now. That's how Americans feel.  That's how Americans feel. They don't like meat in front of the street. That's how they feel. That's how they feel.  That's how it is now.  That's how they feel. That's how they feel. That's how they feel. We will take a short break here and then we'll be right back. Hi, I'm Rusty Kamori, host of Beyond the Lines. I have a TV show based on my book, which is also called Beyond the Lines. It's about leadership, creating a superior culture of excellence, and building winning teams. We are having a fun drive for Think Tech Hawaii, and please, please, please, please help us keep these shows going. Please go on our website, thinktechawaii.com, to donate. Thank you. Aloha, I'm Stan Osterman, Stan the Energy Man, every Friday here on Think Tech Hawaii. If you're really interested in finding out what's going on in energy, especially here in Hawaii, but also all the way around the world, and especially if it has to do with hydrogen, look into Stan the Energy Man every Friday, 12 o'clock, Think Tech Hawaii, either. Aloha. We're back from break. I'm Yukari Kunisui, and this is Konnichiwa, Hawaii, talking with Mr. Kei Zaburo Tsuji. Live, That's it. Now, let's talk about the business man life in New York. Let's talk about that. Also, I'd like to talk about the history of Hawaii. I think there are some people who want to retire by living in America. I think Hawaii is a very popular destination. I'd like to talk about that as well. In New York, weren't there any Japanese businessmen at that time? Yes. There weren't many Japanese businessmen at that time. However, I was surprised by that. When I was in the war, I was in China. I went through a difficult war and came to America. In fact, I opened a shop in Kobangai. I was surprised to find out that there were many Japanese businessmen who didn't know Japanese businessmen. They didn't know Japanese businessmen? Yes. When I helped the construction of the shop, I was surprised to find out what was coming from the Japanese department. I wondered what Japanese department was coming and what they were selling. I was surprised to find out that there were many Japanese businessmen. What they were selling were small Japanese glassware, costume jewelry, and a famous Japanese dollarblast. I didn't buy any Japanese goods that were cheaper. Japanese businessmen came to the Japanese department and opened a shop in Kobangai. I didn't think about it at all. All the men brought from Japan were the best of them. I see. I was surprised every day and thought, I had come to the Japanese department so many people came in. But when they came in, I asked them what department they were in. I asked them if they had a department in Japan. I was often asked which department is in China. I see. I don't know much about Japan. What kind of goods did you buy? I don't know what to use. You are talking about your father-in-law. At that time, I had to stop thinking about how to distribute it. I had to take a look at the American life. My father-in-law was a copy of a book. A copy of a book? Yes. The other side of the book was made of metal. Oh, it was made of metal. Yes, it was made of metal. The edge of the book was made of iron. This was made of iron. Many people in Hawaii do this, right? Yes, iron. That's how Takashima started. That's how Takashima started. I see. I didn't know that Japan was like that. I see. I don't know what kind of market test it was. I went to Takashima. I came to Takashima and said that I should buy a little. Then I left the Panasonic fan, and I left the Hitati transistor radio. It was a good place to test the market for the snorkeling. I see. I think it was very expensive to buy it.  That's right. I see. Now it's called Shiseido. Shiseido. Now it's a really high-end product. Shiseido didn't have a name. It was called Digest. I couldn't use it. Shiseido sold cosmetics in the name of Zen. I see. Then it was called Seiko. I couldn't use the name Seiko. So I changed the spelling of Seiko. It was called Okizu. It was called Seiko Toki. I see. There is a story behind it. I see. It must have been hard to understand Japanese. It must have been hard. I try to bring Japanese things to a place that I don't know about. After that, I moved to Mitsukoshi. Takashimaya-san... While I was doing that, I couldn't sell sweets. There was a lot of firewood. I couldn't do anything. I knew how to sell it. I wanted to bring it to a cheap place. So I brought something cheap. Then I came to Taishan Base. At that time, the Japanese government became better. Travelers came to America more and more. Then I went to Takashimaya. When I saw it, I said that Takashimaya had a great store. When I came, I was embarrassed to say that I was selling such a cheap store. I was embarrassed to say that I was selling such a cheap store. I was embarrassed to say that I was selling such a cheap store. I was embarrassed to say that I was selling such a cheap store. Then I closed the store for 20 years. I see. That's how it happened. When I stopped selling in the 20th year, Okada-san was the head of the media company. The mayor of Okada-san was Takashimaya's mayor. He was Mr. Mitsukoji. Oh, Mr. Mitsukoji of Okada-san was. Okada-san said, Mr. Mitsukoji is going to show us it. So I just showed you the store. I was reflected there again. I see. You were a little bit of a department hopping. I would like you to move on a little bit ahead of time because you have been working there for 50 years and you have been working there for a long time, and you have been living in Hawaii after you became a regular person. How long have you been living in Hawaii? I have been living in Hawaii for 15 to 16 years. After all, I think that the people who lived in New York are retired from Hawaii and enjoy their lives. Do you think it was good to come here? Well, I think it was good now. The first choice was that Hawaii was not a primary. It was not the first hope, wasn't it? I wanted to work in New York. At that time, I was also involved in a company called Nihon Koudou. When I went to the store in Florida, I was suddenly barbecued, and I was bitten by a mouse. I was bitten by a mouse and I was bitten by a mouse. I was surprised. Even if I was healthy, I would be fine. So I didn't know what would happen tomorrow. I thought it would be better to retire soon, so I retired in the next year. Florida is warm, but there are strange bugs. So I decided to retire in Florida. My son was in San Francisco, so I was going to retire in San Francisco. I was in San Francisco. My son was over 200 million years old. My son was in Silicon Valley. I can't buy a house if I retire. My daughter was living in Hawaii. So your daughter was already living in Hawaii? Yes. So you have a strong heart to live with your son. What do you live like now? Since I came to Hawaii, my wife has been gone for about 5 years. Since then, I've been living alone. I'm glad I came to Hawaii now. It's a good thing to hear. It's the best thing to hear. It's a good thing to hear. It's a good thing to hear. There are some people who say that it's cultural compared to New York. How is it? Do you listen to music or do you do art? I listen to music. I listen. It's a good place to live. I miss New York. I miss New York. I know the city of New York. I think that's why I love New York. Los Angeles is where I live. I'm living in New York. Ah, that's right. It's not a good woman like you. After being active in New York, I'm glad that there are some things that are not enough in Hawaii right now. That's why I'm living here. That's right. There are a lot of things. It's a very expensive thing to make. That's right. I'd like to ask you a few more questions. It seems like we're running out of time. Please tell us more about it. Mr. Tsuji, I think it was really interesting to hear about the fact that Japanese business leaders have suffered a lot. Thank you very much. We're out of time. Mr. Tsuji, thank you so much for coming. Thank you for coming and talking with us. We're going to bring more Japanese shows in Japanese language. Thank you for watching. I'm your host, Yukari Kunise. See you next time.


What's up guys John Hammond here coming back at you with some more videos on Natus the over-the-wire wargame for web application security Just got the past before level seven We can probably clean up some of these comments here. They've been around for too long And I'm sure you're probably getting sick of looking at them We don't need actually we do want to keep printing the content in case We're ready to move on to the next level and we won't need to submit anything because we're not posting just yet Let's just get the page for a natus level seven and see what we're working with here I'll run this control B. And here is our Prompt here is the file and the web page that we return with Natus seven great In the content div we've got links here to page home and page about And there's a HTML comment here a hint password for the web user Natus 8 is an etc Natus web pass natus 8 So, hmm I'm sure you're probably wondering why are we passing variables to the index dot php page To refer to the page that we actually want to view like home and about um Are those actual Is home like a thing we can read or Is about a thing we can access Even in this current directory or something If I just reach that yes, okay, so that in itself is being included in the index page So I'll just kind of zoom out here so you can see this a little bit better Let's say we gave it this URL. Let's say we tried to read index dot php with a page variable being sent with the with the get variable Saying that we want to go to about okay. It gives us this is the about page So this text that we were able to see when we went to just straight about That must be the raw text of that file And about is its own file. So we must be reading a file that is being included in index dot php So index dot php must be able to read other files with that page Variable so when we went to home It gave us the links here. This is the front page And about this is the about page So if we can just access raw files Maybe the vulnerability here or the issue the gimmick we can take advantage of is called local file inclusion so local file inclusion lfi and You can probably see here in the Oh wasp security update and summary here Here's an example when you have a page or on a website that is Using a parameter or an argument typically at least most commonly in like a get request as to load another page We can then take advantage of that and kind of abuse it Make a request to a different file located elsewhere on the server Like we're gonna get set repassword if we back step through the file system a little bit because we don't know where In the file system We might be where the root directory of the file server might be Like we could be in var www html stuff if it's like an apache server or etc So we'll use the parent directory the two periods to keep moving up up up the file system Eventually get to the root directory. We can read other other files out of let's try that um I will use that as the attack here multiple Multiple parent directory symbols period period and then let's see if we can view it set repassword We can Okay, because that page is just straight up leaking it for us. It's including that file So we can get some local file inclusion and explore things in this In this website in this web server. This is actually pretty dangerous, especially if we get to like um The current process if we can get the process id I think it's prox self, right Command line, maybe that will yeah, we can see like, okay. How is this command started? um What memory maps does it have open the prox self? I'll check this out in a command line prox self file system that directory We'll let you see really interesting things for how the program is being run So since apache is serving this web page, we're seeing how apache was started with that But whatever we want to get to the password. We want to get to what we're really looking forward to move on in natus So let's Try this let's use that attack local file inclusion with et cetera natus webpass 8 natus 8 And we've got it right here. Cool We leaked out the password. So how can we steal this? um With a regular expression content Let's go Probably a new line character between a break um New line character New line character and then the hint started the hint comment Let's see if that will actually return for us Will that get it? It will awesome. So the new line character is just representing the breaks in the text there and Retrieve everything and use the html comments note to say that this is the very end of what we're trying to reach great So that's how we stole the password using some local file inclusion and legitimate vulnerability In a lot of web servers on a web applications Doesn't have a whole lot of security or mitigation techniques to prevent it because most commonly you'll see websites that will try and filter out these period periods or do kind of Peculiar things and how we can load some of the files or try and protect those things But obviously local file inclusion is a really bad vulnerability to begin with but it's pretty cool. So All right. Thanks for watching this guy. Uh, wow, I don't even know what I just said here. Thanks for watching this video guys Say a lot of say a lot of words Hope you guys are enjoying this series. Hope it's pretty cool I hope you're doing some neat hacker things and cyber skills and sublime text and python, but I'll see you in later video