the n minus one-dimensional subvector space of KN, unless all the Fs are zero, in that case, the complete space is the solution set. And in a second step, we took a geometric object, say, and now we consider functions, differentiable functions, algebraic functions, on this topological space or manifold or whatever. And then we can form the set consisting of all base point and variables t1 up to tn with the property that the sum fi p in certain times t i is zero. And this gives an object, a geometric object above. X and p is the base point. And the fibers, as soon as one of the fi does not vanish at p, the fiber will be a n minus one-dimensional space. And, but in general, it will happen that the fi's have a common zero and there the fiber goes up. I'm sorry, it looks something like that. Here you have, say, n is two, then it looks like that, then suddenly at a point where the all functions vanish, the dimension will go up. And that makes it more complicated. So usually we restrict, we restrict to the open subset outside the locus where all the functions vanish. And then we have a constant dimension of the fibers and then, say, be restricted to u over u is then a vector bundle. And in the case of commutative algebra, our functions are now elements inside the ring. And we look at the CZG module of these elements which live inside, the best thing is to express it with a short exact sequence. I is the ideal generated by these elements. This is just the kernel and the map is just given by the matrix given by these elements. Now, and again, this is only a module, but if we look at the, so X will now be the spectrum of R and U is the subset where not all of the FI vanish. Now, and if we look at the sheaf version of that, then we get here a vector bundle, so a locally free sheaf. No, this restricted to U and then here we have the structure sheaf of U and time and if here we get the structure sheaf of U again once. No, and yesterday I explained how, and in the graded case, we get the same thing on the corresponding projective variety. No, and yesterday I explained how to get results on Hilbert Kuhn's theory by looking at properties of these vector bundles on the projective variety. In particular, in the situation where R is a two dimensional ring and then the normal and then the variety is a smooth projective curve. Well, that was what we did yesterday. Now today, so this is a homogeneous linear equation. Now today, we do the more or less the same thing but we make it a little bit more complicated. So the left hand side of the equation is the same but now on the right hand side we have another element F. So this is an inhomogeneous linear equation in N variables. No, and you know how the solution behavior is. No, and what we also learn in school, say if this is the solution space here, T is the solution space here. I mean the solution space can be empty but if it's not empty, then we can pick, or let's say, yeah, we have an action of the solution space of the homogeneous equation acting on the solution space of the inhomogeneous equation by just adding. No, in school we say solution to the homogeneous equation plus solution to the inhomogeneous equation gives a new solution to the inhomogeneous equation. And if we fix special solution, we even get an isomorphism, a bijection, better say a bijection, but this is not canonical. No, we cannot, so the solution space is not a vector space here. Maybe we say solution set. Here the solution set is a space, vector space, here not. Now let's look on this level. Now we have S before, we have our functions to K, so think of K as a complex numbers or whatever, but also F is now a function and now we can build the same thing but here now we don't have zero, but we have the value of this extra function at the point P, so that is now, maybe I write it with new variables. Oh, maybe the old variables. No, and now the condition is just F, I, P times P, I has to be equal to F, no, this function at the point P. No, and the image is more or less the same. The only new thing is that the fiber might be empty, no, but still basically the image looks the same. No, so the fibers, yeah, the fibers are still K to the power I, but for example, here you have a zero section. You have a zero section mapping every point to zero in each component, no, so you have here somehow. The zero section, here in general, you do not have a section at all or at least not a continuous section or algebraic section, no, there's no reason for that. So here we have very new global properties which might be interesting. And again, we have this action just by looking at this action fiber wisely. So this bundle acts on this guy. We will soon give a name to that. And again, we don't like so much that the fibers may have higher dimensions for certain points, so usually we will restrict to the same open subset and then we have such an action just by addition. And now here we have a vector bundle, oh, sorry, of course, T, and this guy, we will later give a definition. This is called a torso or a principal homogeneous bundle or there are many, many of fiber, principal fiber bundle, there are many names for that. So I will usually say torso, that's from a French school, I would say. Okay, and now in the algebraic setting, we just, no, we have still our n elements and we have an extra element, r, and this sequence is as before, nothing happens. So what can we do with f? And we will see that, so we are basically then interested in the question, whether f belongs to the tight closure of the ideal, the ideal is still given by the n functions and we are interested, we have now an extra function, an extra element of the ring, does it belong to the tight closure of the ideal generated by the given functions? No, and we will present, in fact, several representations of this problem, of this question where an element belongs to the tight closure of an ideal in terms of this torso, no? So this is a geometric interpretation of the inclusion problem for tight closure in terms of torsos over, yeah, over the, an open subset of the spectrum. That is basically what we are doing today. So, yeah, let's give the scheme theoretic definition of a torso, so where do I have it? I changed a little bit my, just to make clear what we are talking about. So we have a scheme, I call now the base scheme again, X, but it's rather this U, but later on it will be the brush. So let's have a neutral letter X and we have a geometric vector bundle, no, that's the geometric version of a locally free chief vector bundle. So you should really think, no, maybe we draw the base is one dimensional and no, we have, yeah, for each point we have a vector space of six dimension R, which is called the rank and locally it looks like an assigned space over the base and the transition map is a linear, that's important. So in particular, we have an addition here on the vector bundle. And then the definition is a scheme, P over the base X is called a V torso, not if we have an action over the base X to P and the point is locally this action should look like the action of the vector bundle on itself. And the union of UIs in a certain index set and identity, no, a scheme isomorphisms from P restricted to UIs to V restricted to UIs such that the following diagrams commute, no, so, no, I mean from that you just restrict, you go to U, I don't write UI, I just write U, not that this must be true for all I, no, you have this thing and then, no, you have here, you go down to the vector bundle. So that's a U, that's a V and here you have also this thing, no, and downstairs you just have the addition in the vector bundle and here you have phi, oh, phi, and here you have, no, I mean here the identity and phi, no, and that has to commute. No, so here this is the action of the vector bundle on that and yeah, so another point is locally it looks like the action of the vector bundle on itself but only locally, that doesn't mean any global statement so globally it's not a vector bundle, you don't have addition, you don't have zero section on T. Now it's a more complicated object, okay. And yeah, this, so the question is, how do you classify torsos? And the main point is that it's given by the first homology of the vector bundle. So say X is a scheme, maybe you need separated scheme or something and you have our vector bundle and maybe usually I identify vector bundles with locally free sheaves, here I wanna be, because here it's really important that it's a geometric object, I wanna be clear so here we take the sheaf of sections in V which is the corresponding locally free sheaf, no, and then there is a correspondence between, so on one side we have V torsos like that and the first homology, sheaf homology inside the sheaf of sections. Now so for example, over a fine scheme, every torsor is trivial, and trivial means here is the vector bundle, but usually you have homology, no and I denote, so here we have a class and the corresponding torsor we denote like that. And not the easiest, so I will not give the proof but think of you represent your homology class, first homology class as a Czech homology class and there you have transition mappings and out of these you construct T, no? Now and the point maybe here I've said for the vector bundle situation I said somewhere that the transition mappings are linear, here the transition mappings are only a fine linear so you have a linear plot but also you allow shifts, that's the only difference. Okay so we have this representation, another nice interpretation of this object is, so we will get at least two nice interpretations, so. If you look at this guy, well this has many interpretations so here I look at the, now it's always difficult to remember in which direction I have to go, I think like that, no? So you have this identification, X1 is the shift homology, X1 where in the first entry is the structure shift and no but this you can really interpret as extension and as an extension so now let's fix the class here, consider the class here, we look at the corresponding extension and then everything turns around, you have a short exact sequence and in the middle, no the object in the middle together with this mappings constitute the extension and the thing is made in such a way that if you look at the global one here this will be mapped under the connecting homomorphism of shift homology to this class. So one, no if you look at the long exact sequence for the starting point, no you have here this, usually denoted by delta, one is mapped to the class you are representing by a torso and now we look, so S is our vector bundle we start with, S prime is also vector bundle because it's in between two vector bundles and for, so we consider it as maybe it's, I do the, I go back to my vector bundle notation so we have a vector bundle of rank say if V has rank R, this has rank R plus one and we have a vector bundle and a sub vector bundle of rank R, rank R plus one and here we look at the corresponding projective bundles. So this is exactly the process you do when you construct projective space, you start with a vector space and you look at all the lines going through the origin but that you do now point wise. So here you have, here you have your vector bundle and now for each fiber you look at the corresponding projective space. Now, so we get from this inclusion, it's a strict inclusion, we get that inclusion and now we look here, it's a projective bundle inside a projective bundle co-dimension one and now we look here at the complement. So projective bundle, so I mean projective bundle, I draw like a fine space, but here you have your sub bundle and now you look, so point wise you look at say P, no the dimension has gone down by one, so we have here the other dimensional projective space without some linearly embedded R minus one projective space and then you have it every fiber. That's this object and this object, not therefore you can say the fiber, the fibers of this object over every point is a fine space again because not projective space minus a projective linear hypersurface hyperplane is just a fine space. So we know immediately that the fibers here over the base are a fine spaces and this is one interpretation of the torso. No, very, so you can choose.  The main point is you have a homology class is represented by a geometric object torso. Okay, now we've said that we wanna look at this situation. So we wanna understand that as a torso and there are several ways to do it. Maybe the easiest thing, if you look at that, no we have, on one hand we have our CZGs, F1 up to FN and now we just consider the new element F as the next element and this again gives us CZGs. So we have here, not just by, so the last new coefficient will be just zero, that is this map. So FN but then also F and then it goes to O by, just looking at the last component and no we have such a sequence and in fact, no this looks like that. So that, if you go through this construction you get on the spectrum of the ring you get also the torso. No so, as soon as you have a set of ideal generators and the next new element you will get a torso which puts together all this information. So that's one way to do it. Another way maybe, yeah a little bit more direct I would say is to look at so-called forcing algebras. So this is a construction of hoax that's done in a context of solid closure, I will come to that. So we have our ring, we have N elements. I think it sounds stupid if I say we have N elements and another element but I could say we have N plus one elements but the role of the element is very different and F elements in the ring and now we form the following algebra. So we join for each element for each generator variable. We one up to TN and now we mod out just one equation and that looks familiar. Basically we take this equation and now we can discuss do we like a plus or a minus? That is, no we have to decide. Today I write plus. And then if I say something like it's corresponds to the torso it might be true that it's only true up to a sign but that doesn't change much. So plus or minus is not very nice. Algebra very easy. So what does this algebra do? It has a universal property. In this algebra F belongs to the ideal generated by F1 up to FN. But you do not know anything about the coefficients because the coefficients are variables. And so as soon as you have any algebra where in the extended ideal F belongs to the extended ideal it will factor through the forcing algebra. But not uniquely. Here we have a bit, be a bit careful. So that's a universe. That's the forcing algebra. That's an R algebra. And if we look at the corresponding morphism of the spectra this will be the map from T to the base. So here we have in general higher dimensional fibers. So fibers are not constant in that situation. Now you can write down whatever you want to if you wanna have a concrete example. I will give some examples later. Now so this is a so-called forcing algebra. And to get the relation with the torsors is that if we again go U is again the union of the DFIs and if we restrict the spectrum of the forcing algebra to U then, so that is also proposition. This is a model, the torsor given by F in this case. Now at the torsor given by F we have either you do it in that way or we go back to the version on U. So here we have O, U, N goes to O, U not short exact sequence of really free sheaves. And not because it's a short exact sequence we have here. We have here, we can look at the long exact sequence of comology and an element F is an element in R and this goes, this is a global section here. And now we go by global evaluation. No, this gives a comology class by the connecting homomorphism inside, not first comology class inside the open subset of the CZG bundle. And as it is a comology class by this theorem it gives a torsor where the CZG is act on and but this you can also realize directly in that sense. Not so many things come together and it's good to have all these possible interpretations. So to remind you of the definition of tight closure so we have a domain, so I restrict to a domain and we have an ideal so in containing a field of positive characteristic and then we say F belongs to the tight closure of I if and only if there exists. Now most people would write here a C but for the multiplicator in tight closure theory but C is my comology class so I don't write C, I write Z, so Z not zero, I assume the main and Z to the power FQ belongs to the I to the bracket Q. That's the definition and okay so what has that to do with the forcing algebra? So in general forcing algebras and really in that sense are a very good tool to study closure properties of ideals or of modules in general by looking at corresponding properties of this map. So now the question is to the tight closure, how do we see it in this map? For example just to give you a very glimpse when does the element F belongs to the ideal in the ring itself, that's the case if and only if you have a section here and of course then other properties will be other closure operation will have a more complicated interpretation. But here we concentrate on tight closure and here the statement is tight closure is solid closure but now we have to say of course what does that mean? So it means that F belongs, so let's say R is normal, normal excellent domain, I think a local and then we say or then the statement is F belongs to the R and I, I is M primary ideal then we have that this is equivalent to the statement that so let D be the dimension of R that the local homology with support in M of the forcing algebra is not zero. Now this is definitely surprising at first glance. In particular on the right hand side you do not have any positive characteristic. One should say that in characteristic zero if dimension is larger than three or starting with three this does not give a tight closure, tight theory. So it's still one should think of this as a statement in positive characteristic. And so if you look at this, this basically means I mean you have downstairs the local homology of R you know that it's not zero by the ordnate theorem no if D is the dimension and you have a natural map to A and then the question is so here no we have said yesterday tight closure it should be tightly to the ideal. So if you smash F into the ideal and that is what the forcing algebra does it should not change too much. And for example, so this theorem says it doesn't change that this local homology is non zero. No it's still non zero. No so the converse is if F is not inside the tight closure then the homological dimension of the top of the local homological height I should say drops. No it goes down there. And so in particular and so if the dimension is at least two we can we have an isomorphism with sheath homology so the homological degree goes down by one and U is again the punctured spectrum. So the question is this is upstairs so I should write it like that. It's a pre-image of the punctured spectrum where everything is locally free. Now for D being two dimension of the ring being two and yesterday at the end we could only prove something in dimension two and that will be the same here. D being two here we have then a one and then the question is or then it translates I is inside the tight closure if and only if. No of course MA is not the maximal ideal in the forcing algebra anymore but it's an open subset in the spectrum of the forcing algebra and if this subset is not a fine not a fine in the sense not a fine scheme it's not isomorphic to the spectrum of a ring. So the situation of course downstairs if the punctured spectrum in dimension two is not a fine it's quasi-affined not a fine but now we look at this forcing algebra so the DMA is the complement of the exceptional fiber and this might be a fine or not a fine and that characterizes tight closure. Okay now I could go into the direction of results what we can do with that what kind of characterization we can some minutes past nine but not many maybe two or three minutes after nine. Yeah let's get rid of everything. So now for the rest of the talk today R will be normal two dimensional standard graded over say a field of positive algebraically closed field of positive characteristic and I will be primary to the maximal ideal of the standard graded homogeneous maximal ideal of the standard graded ring and we fix ideal homogeneous ideal generators of degree D1 up to Dn and we have another element homogeneous of degree M and this gives and C will be the corresponding smooth projective curve now we saw yesterday that then we have again same notation but different object now we have a scissor G bundle on the curve going to OZ and if we twist it again by M we twist it by M we get here and M we get here and M and then our element F defines a global section here and then by the connecting homomorphism the delta F gives us a first homology class inside the scissor G bundle in the twist M and then it gives you so these data because it's a homology class gives, let's denote this by S gives an S torso over the curve also we have here our nice smooth projective curve we have here our torso and then we want to know is the torso an affine scheme, huh? If it's a vector bundle it's not an affine scheme then we have a section, the zero section and then we have a projective curve inside and the affine scheme cannot contain projective curves in fact, that's a very, but then I will talk tomorrow the question when does this torso contain projective curves? That is tomorrow so today I'm interested when is this a fine or not a fine, a fine scheme and as yesterday, so it's more natural to ask this question a little bit more general so we have not because again we want to use the hardener of similar infiltration or the strong hardener and similar infiltration of that guy and in that the filtering objects will not be scissor Gs anymore so it's better to write from the beginning say we have a locally free sheath on our curve we have a comology class with the torso and we ask is it an affine scheme or not? That's the question and so let's come to the results so this situation and so this has a lot to do with the degree of an affine scheme so this is for the case and then you reduce to that case in general so theorem if S is strongly semi-stable, strongly semi-stable then the torso is a fine if and only if the degree of S is negative and I mean if the class is zero it can never be a fine because then it's the vector bundle and then it has a section and then it's not a fine but it can also happen but this is rather exception that it's not zero in negative degree but some Frobenius pullback I write it down so that would be the version in characteristic zero no, it's affine if and only if the degree is negative and the class is non-zero that's the in characteristic zero and in positive characteristic we have, we need the condition that the class is not annihilated by the Frobenius but this is in negative degree it might happen but it's rather an exception and if you are in a relative family it's for almost all prime numbers this does not occur but that is a subtlety okay so here we have what goes into this so we have results of Hartrong and Geesecker about the ampleness of vector bundles maybe I don't say more to that yeah, let's write down already what does that mean for tight closure yeah, I think I finished then by only doing the strongly semi-stable case so I will do the general case tomorrow we go back to this situation and now suppose that for some reason we know that the CZG module is strongly semi-stable that's an assumption here which is in general not true but as I said already by going to the strong-hardener or symbol infiltration we can reduce it to the strong semi-stable case and then what does the right-hand side says it only says that the degree of the CZGs has to be negative but the degree we can compute by looking at the sequence the degree of that guy here and then we get the result that so the degree of F is again M not then we have, so it's two statements if M so this I call the degree formula for no, you take just the sum of the degrees divided by N-1 which is the rank of the CZG then F belongs to the tight closure of I if M is below this bound F does not belong to the tight closure unless F is itself inside the ideal or I have to say that F belongs to the Rubinius closure so not but this is a rare phenomenon so morally you should think of you should think of like that unless F belongs to the ideal itself but to be exact it should be like that so here you have and maybe one degree tuple which will be relevant in the last lecture is so two elements is the parameter case easy, no then it's just the sum of the degrees divided by one so the next interesting case and that is already complicated is three elements and say all three elements have degree 4 not then we have here 12 divided by 2 so the degree bound is 6 in degree 6 we have interesting behavior above 6 we know it's in the at least if it's strongly semi stable it's in the tight closure below it's not in the tight closure unless it's in the ideal itself but so here just by the by the statement itself it will be inside but if it isn't strongly semi stable then the interesting behavior is in degree 6 so for example count example to localization problem will be of this degree type three generators of degree 4 one element of degree 6 behaving weirdly all the other behaviors are quite regular but in this degree if something can go wrong then it will go wrong in this degree type ok thank you very much


A federal Capital Territory High Court in Abuja has dismissed a criminal suit filed by the Economic and Financial Crimes Commission, EFCC, against former Emo State Governor Rocha Sokurecha. Prociding judge Yusuf Halilu dismissed the suit for being an abuse of court process. The EFCC alleged that a former governor learned a $2.9 billion during his tenure as governor. Sokurecha had challenged the competency of the charge, arguing that there are subsistent and others restraining the commission from trying him with the same allegations. He said the Federal High Court in Patakot on December 6th granted an application stopping his prosecution after fault in the process of investigation adopted by the agency. Sokurecha said since the order is still subsistent, the present charge by the EFCC is an abuse of prosecutorial powers and judicial process. However, the EFCC had argued, otherwise stating that the first charge is different from the previous suits. In judgements, the EFCC High Court held that charge before it is a product of the same investigation, which was invalidated by the Federal High Court in Patakot. The truth has come out and that whole arrest then was really not necessary, but what hang on, this is our nation, we must do everything to protect its integrity. I believe that nothing should discourage the EFCC from doing their work. They should do their work and they do it quite well, but they should try to make sure that everything is within the ambit of the law. That's just what we're saying, but I just thank God Almighty that finally the thought time actually, that same court is saying the same thing over and over and over again. So this is not about who is now, who has won or who has lost, this is about it.


Hello dear learners, welcome to today's program. I am Dr. Pallavi Kugoy of Krishna Kanda Handic State Department University and in this video I shall be taking up unit 12, pre-medial grammar, where we shall be discussing glossary from lexical verbs to word. The course is Foundation Course in English semester 1, block 2. So, let us quickly begin. Starting with the table of contents where we shall be discussing the learning objectives followed by introduction, glossary, lexical verb to word. Let us sum up questions to check your progress and the references. Let's start with the learning objectives. After going through this final video, the learner will be able to define various grammatical terms from the provided glossary with relevant examples and also improve their knowledge of grammar and grammatical terms. Glossary from lexical verb to word. Lexical verb, the term is used to refer to full verbs. There are verbs that can be used as the only verb in a sentence. For example, I work in a school. The primary auxiliaries B, have, do can also be used as lexical verbs. Here are a few examples. A, she is a teacher. B, she has a car. C, she does her work properly. Lexical verb, lexical word is a term used to refer to content word that contrasts with grammatical word or function word. Nouns, verbs, adjectives and verbs are word classes belonging to this category of words. Model, also called modal verbs. Modals are a type of auxiliary verbs that contrast with the primary auxiliaries like B, have and do. The following are the models in English. Can, could, shall, should, may, might, must, will, worth, dare, used to, etc. Predeterminer. It is an element that occurs before a determiner in a noun phrase. The predeterminers include half of, some of, all of, each of, etc. For example, half of the students in the class. Some of the students, most of the countries, etc. Preposition. It is a world class in English referring to a close set of items. For example, of, in, with, by, at, to, for, on, from, etc. Prepositions are used with nouns, pronouns and gerunds to link them grammatically to other words. Propositional phrase. A preposition normally precedes noun freezes or single nouns or pronouns to form a single constituent structure. The resulting prepositional phrase can thus be described in terms of distribution. For example, they are used following a noun as in the man in the corner. Subordinate clause. I is a type of clause that is the constituent of a complex sentence and contrasts with the principal clause in the sentence structure. A subordinate clause can be a noun clause, an adjective clause or an adverbial clause. Syntax. It is a study of sentences and their structure. Therefore, English syntax is the study of sentences and the structures in the English language in terms of phrases, clauses and sentences. These different kinds of units larger than the words are different kinds of syntactic constituents. They are called syntactic constituents because they combine with each other as though they were single indivisible units. Verbs of perception. There are a group of verbs that are normally incompatible with the progressive aspect of verbs. Word. In grammar the word is considered to be the smallest unit of a sentence. We say that a sentence is made of words though at times a single word can be a sentence. As in come. There are different classes of word called word classes. They are also called parts of speech. The following are the nine word classes in English. Noun, pronoun, verb, adverb, preposition, conjunction, interjection and determiner. With this we come to the end of this video. Let us quickly sum up the unit. In this unit we were introduced to a glossary of the grammar of English. We have learned that the grammatical concepts need to be related to the structure of sentences. Further grammatical competence should lead to communicative competence. The general idea is that we do not learn grammar for its own sake but to sharpen our sensitivity to language that would enable us to use the language in real life situations. Therefore each of the grammatical concepts to which we have been introduced should be seen in the larger context of language use. This brings us to questions to check your progress starting with question number one. What are lexical verbs? Question number two define the terms preposition and prepositional phrase. Question number three state the function of prepositions in grammar. Question number four. What is syntax? Question number five define the grammatical meaning of word and word classes. I hope you'd also refer to the B English Graduate Self-Learning Material or the SLM or Foundation Pause in English block two unit 12 semester one. This will provide you with a better idea of this particular unit that we have discussed on remedial grammar. Thank you dear learners.


What up everybody, I'm Joe for jaspyscasebreak.com. Here is a team random that'll fill elite, pick your team one, half case from a fresh case, pick your team one, a chance at a sealed box of elite or a team and pick your team one. It's a 17 spot or everyone's gonna get something. Now, there's also two spots that were given away. So, if you bought a spot, you got a chance at an extra spot. That's our first dice roll, second dice roll will be matching up with the team. Top two after seven, five and two seven times we'll get an extra spot. Good luck, one, two, three, four, five, six, and seventh and final time after seven. Michael and Rick, extra spots going your way. All right now, let's match you up with either a box or a team, put that into that column right there. So, let's randomize that list. The full list, one and a six, seven times, one and a six, one and a five, six times man, losing it. One, two, three, four, five, and six. After six, with last spot Mojo Ryan, you're on top, you get the sealed box, everyone else gets a team. Here's how it goes right there. Nice, so Ryan with a box of elite, we're gonna ship that to you sealed. Jeremy got the magic, Chad with the jazz, James with the nuggets, Michael with the Celtics and the Nets, Rick with the Knicks, Chad with the Raptors, Jay with the Hawks, Ryan with the Bulls, Jason with the Cavs, Steven with the Bucks, Rick with the Palikins, Michael with the Sixers and Sons, Jay with the Wizards and Anthony with the Clippers. Thanks everybody, we'll see you in the next video for the break itself, jazpiececasebrakes.com, bye bye.


Hi, this is Debbie Daschinger. Welcome to Do The Dream, yet another episode. This is like episode number of God's zillion and one. So I have a return guest today who I'm always excited to feature, because she always gifts us with many readings throughout our shows.  One of the things I like to say about my guest Sharon is that, well, I feel like I sort of discovered her as one of the first people just went, my God, she's amazing.  And having the event person point out somebody on stage and say her, read her and having Sharon stand up and God bless if she didn't just go 90 miles an hour, reading this person because of her name and being so spot on, the woman on stage who is generally very non plus was beside herself with, how do you even know this accuracy. So that's the kind of show that we are in for today, right? Let's talk about stand and deliver. And just a little message for today about changing your personal reality. Like isn't a beautiful thing that at any moment we can make a new choice and a new decision and everything out here can complement the intention and the choice that we just made. I love that we have that kind of level of power choice. So the starting place for transforming reality is always our own self. And your personal reality does indeed begin within you. So make a choice right now and make it powerful. Go big, right? Go really big. Why not? It was Henry Ward Beecher who said, the thankful heart will find in every moment some heavenly blessings. So a little bit more about my guest, my friend, Sharon Lynn Wyeth. She is here to share, let her combinations and meanings. Here's what's so cool. She created this. This was her download from the universe and it's called Namology Science. She uses it also quite professionally. She's hired by corporations, by HR departments, by lawyers and more.  I've come to Sharon for this and said, what should I name my business? And she came up with a name that is so brilliant and I still get great compliments on it. So you can experience all of that through her brilliance and her genius. And today you're going to learn what is your name, say, about you. If you want to learn more about her, her website is knowthename.com. And I want to start off by thanking my sponsor, Dr. Dane Heer and Axis Consciousness for supporting this show and for showing so many people on the planet a really healthy way to heal through energy in a simple, profound way. You can find him at Dr. Dane, D-A-I-N, here, H-E-E-R.com. As well as AxisConsciousness.com, they have got classes all over the world, wherever you are. So, Sharon, welcome back to Dare to Dream. It's so great to have you. Davy, it's always wonderful to join you and I love Dr. Dane's name. He's got an incredible memory and he's very moral and spiritual and, you know, and a bit of a workaholic. And, you know, but he's literally come to work for the family of man. That's in his name. So I love his name. Okay, that is so amazing. I'm going to have to have him listen to this. And there's something you've said about my name and now I'm thinking about his name. So the second letter in my first name is an E, and you've said before that means I have a great sense of humor? A blessed sense of humor, yes. And you can connect with people really well. The E's are the people that come from the heart. So anyone in their first name, the first vowel, so it doesn't have to be the first letter. It's just the first vowel that you see when you're reading left to right. Literally those are the people that connect from the heart. And I say all of us need more E's in our life. So if that's so then going back to Dr. Dane here, his last name is H-E-E-R. Is the same true in a last name to have the E's there? Well, it's read a little differently in the last name. And in fact, he has a double E. And so this is what he learned from the family. Okay, so this is what the family is like and what his early growing up years were like. And that double E means intuition and intuitive. So he has a very gifted family and he would have picked up intuitively what was going on and to use his own intuition and to develop that because his family would have supported it. Interesting. And what if they didn't support it? What would that mean? Okay, so when I say you get it from the family, you either it was so apparent that you naturally copied it or it was so missing that you went, oh my God, I need this. Now I see the reason for it and you go out and find it. Okay, so it comes either extreme. So you either naturally get it because it's demonstrated all the time or it's so needed in your life and it's so absent that now you see the value of it. So it's one extreme or the other. But if you hadn't seen it missing to get see the value, you wouldn't have gone and sought it. And so that's what I would say, you get it from the family. Whether you get it a positive way or a challenging way, you're still getting it that need from the family. Yeah, very accurate. So I want to get caught up with you.  I know you teach nameology and you create facilitators. You've got books. My God, you write a lot of books. It's very impressive. And you also, you've got your own radio show. You are interviewed all the time. So what is the newest ways that you've been using nameology for people or for corporations?  I love that question. Thank you, Debbie, for asking. Well, first of all, the book in the first book, it's an authentic bestseller with no games, gimmicks, whatever, because I didn't know any better. And how to get there on its own is being translated into Spanish. So that should be coming out this summer. And then we're doing a second edition of the second book that is more explicit on how you can find your own seven reasons why you're here and making it easier to do that. And then, you know, the research is going on for know the name, know the health. And in fact, the research is almost done. I really just need to sit down and write. And so what I've been doing lately is literally going into different corporations and saying, put me on the spot. What can I do to help you? What can I do to serve you? You are my community. You know, I moved here two years ago. I don't know a lot of people because I keep traveling to go do things. And so I've literally been walking into businesses and saying, what is your business all about? Let me tell you how I can help you. And then I've literally done it right there on the spot to know the resources that they have in their own backyard. So that's what I've been doing lately. Very different. How bold, how awesome. I'm sure they're blown away. Like totally cool to be read like that. When, okay, first thing, how awesome that you're being translated into Spanish. So is your first book going to be called comprende el nubre? I don't understand it. Conosco. Conosco. Conocer. And so I don't. Conocer. El nombre. Conocer. La persona. El persona. And the health aspect. So I, okay. I actually should know that because when I had my reading with you, you did go into that. It's pretty crazy spot on. I mean, I think it's really fascinating about how you navigate health and how you understand that for different people. It's, it's in the letter combinations. The same way the personalities is in the letter combinations. I think the sound of the letters and whatever sound they make, that combination for whatever language you're speaking. Okay. That combination is a vibration and that vibration goes with personality traits. It goes with sole purpose and it goes with the health of the community. It goes with the health of the community. And so I started showing up for me. I was doing a talk in Hawaii and I had privates there. And this lady had been to umpteen doctors and nobody could figure out what was wrong with her. And I said, what's your name? And I said, you know what? I think it's your immunization system. I think your immune system is just off. You know, and she went down and she got in check by the umpteenth doctor. And I said, you know what? I'm not sure what happened. And then somebody else was going in for name surgery.  And so that's like the letters Nd. Like a lot of people have the letters Nd combination, like in a Linda. Okay. But anyway, that's that combination. And I started noticing that people with knee problems had that Nd in their name, you know, and so anyway, I just started noticing different things like the a N is the one with the immune system that a N combination. So that means that almost all Armenians must have issues because right. Their last names are almost all I a N. Right. Or like. Yeah. Anyway, it's that anyway. So that a N combination. I started realizing that that's the immune system. And if you can, if you can find where a weak link is in your body, then you can say, okay, what am I going to do to prevent this? Okay. So it's kind of like, when I had an astrological reading in eighth grade, I know I'm just a little strange. I went to my mom and I said, something's wrong with me because I think differently than everybody. I know at school. So I must need a psychiatrist. So would you please send me to a psychiatrist? This is at 13 years old. And she just kind of looked at me and said, I'll tell you what, my best friend is an astrologer. I'll send you her. And I said, okay, and if I don't get better, then can I go to the psychiatrist? And she said, yes, but you have to go see the astrologer first.  And that's a whole story in itself. But anyway, she was also interviewed for in search of because she had a hundred percent accuracy of her predictions. Amazing, amazing woman. She was psychic on top of being an astrologer. So I went to see her. And one of the things I'll say is that she gave me the exact birthdays of my kids and they were exactly born on those days. I mean, she was just incredible. I was 13 at the time. So what she said was that I needed to be careful because in my system, my kidneys were my weakest link. And if I could take care of my kidneys, I would always stay healthy. So I decided at age 13, I was never going to drink alcohol because we already knew that alcohol had an effect on the kidneys. And what's very interesting to me is just two years ago, I got really sick and the doctor said, had you been a drinker, your kidneys would not have made it through this. Wow. So it's very interesting to see. And I look at that and I went, there's got to be that stuff in the name because just, if you can get it out of an astrology thing, you can get it out of a name. And so I really started looking. If I could help identify where people had their weakest link, like if you know you have an ND in your name, then you're going to be more gentle on your knees. You're not going to get in and out of the car with one leg at a time because that twists the knee that's being left behind.    You know, if you know things like that, or if you're playing volleyball or another sport and you could have, you know, you could fall on those knees. You're always going to be wearing knee pads. You're going to take care of those knees. So if you always know where the weak link is, you know to always take care of that weakest link, knowing that the rest then will take care of itself. Remind me what my weaknesses, my physical weakness. In your name. I'd have to look it up, Debbie. I always have to look it up because I don't have them. I'm putting you on the spot in a big way. No, that's what I don't have memorized. I don't have the health memorized yet. I have some of it memorized as I'm writing the chapters. I actually memorize it. Extraordinary. Okay. So letters to reveal secrets hidden in names. I want to talk about decoding some of that because it seems to me like it's a treasure map to reveal the secrets. So could you give us a couple of the little treasures we might find along the way so people can identify? Sure. Like some of the treasures is how do you first greet somebody when you first know them? You know that it's taking less and less seconds before we all have an opinion of somebody, right? So, and right now they're saying seven seconds and we've making up our mind already. That to me is just ridiculous. So if you only have seven seconds, what are you going to say to start a conversation so that person already isn't going, oh my gosh. Okay. So for an example, if somebody has a first vowel of an A, doesn't matter first letter, second letter, third letter, first vowel of an A. Those people really don't like to have their time wasted. So even if you come up and say, hi, how are you? They're already gone. Oh my God. This is another time waster. You know, get to the point.  It's like, what's the summation of the story already? Get to the point. You know, they just want the bullet points. That's why the itty bitty books are so popular. It's literally written for all those first vowel of an A people. And here's just the points. You don't have to read the whole book. You know, we just dissected the points out for you. And is this the first name or is this also the last name? First name. Okay. If the last name, that's how the family was, or the family so lacked it that you learned that's valuable. Either way. Okay. So on the other hand, if the first vowel is an E, then those are the storytellers. Those are the relators. Those are the connectors. And you need those stories. And you need to start with, Hey, how are you? How's it going? You need to connect first with the heart before you get into the work where the first vowel of an A, you need to connect with the work. What do we need to get done? Let's get it done. Now when we are all done with our work, we can connect with the heart. And if you just know that slight difference and then you learn right away in the book where the other vowels fall and how to connect with those people right away.  Now I learned this one and I just started laughing when it happened. I was in a Steve Harrison seminar for a year. Okay. Of course. And I went up to somebody that he had paired me with and I went up and I said, here's my pitch. What do you think? And he said, you need to get to the point faster. Give him the facts and then tell him about yourself. And then we went up to Steve with it afterwards for him to look at it. And he says, you know, you really need to tell him about yourself and then get to the point. And I thought, wait a minute. That's just the reverse. You're both excellent. And I thought, oh my gosh, that's an A. He's an E. I get it. So right there, I went, all right. So if you're pitching to one of the heart vowels, you want to go connect first and then tell your story briefly. And then get to the point. But if you're, Oh my God. Could I just stop you for a second? I just had this huge aha. This is so interesting. So having been doing what I'm doing for as long as I'm doing it 12 years thus far on air. I have always felt a bit different than podcasters who've just come on the scene. And a lot of them don't mind the social media pitches and they don't mind people coming right up and sending them stuff. Me. I'm like, if you do that, you'll never get on the show. Build a relationship with me first. And then we'll open the door. And I never connected Debbie with an E to having that need for, may not be hard necessarily with everybody, but definitely to have a connection first.  It's like, don't go there. I don't know. I don't know. I don't know. This is amazing. But it was, it was the aha that I got out of Steve Harrison's, you know, one of the things we did there.  Hello. I should know better. You know, I don't know. But that's. Me into how do you apply it in more places? Okay. You think you have an O in their first name is their first bow. They want to tell you what to do. How do you like to receive your pitches for somebody to get on your show?  They like people that follow directions. Army sergeants, I imagine. Well, you know, they would be good at it, but they're very good to the people around them. They're nurturers. They want to take care of everybody around them. And they want loyalty and return. They expect loyalty and return. And if you're not loyal, it's like, that's what really hurts their heart. Now, what's really interesting is O's and E's is the best combination to get around. We went through 10,000 marriages because I wanted to find the patterns. What vowels are connecting with what vowels? Where are the problems? Which ones are getting divorced? Which ones are having issues? Which ones get along the best and have the longest marriages? And the O and the E are the, is the best combination. They have the longest marriages and stuff. And they get along the best because they're both physical in nature. They like that touch stuff. They like that. I love you. They like that mush stuff. They like that romantic stuff. You know, and I'm sorry you can tell I'm not an E and an O. I'm so happy as you're saying this because my boyfriend, his first vowel is an O. And so far, bing, bing, bing, everything you're saying is very easy to be with them. Yes. Because that's the best, that's the easiest connection. So for As, like myself, it's an A with an A. That's the easiest connection. And the next easiest is an A with an I. Okay. But everybody, but there's different combinations out there. So the same thing as you're looking at the vowels, what makes the best business partners? Yes. The best business partners is not always the same as who makes the best lovers and intimate partners. Hmm. Okay. And so what are you looking for there? You know, I have these strengths. You have those strengths kind of. You need to balance each other and you need to be compatible that you can understand each other. And at the same time in business, you want to be bringing different gifts to the table, because if you have a duplicate, who needs you?  I want somebody with different gifts as they come to the table. Okay. Give us an example. What's a good combo for business partnership? Okay. What's a good combo for business partnership is an A with an O. Because A's love to accomplish and they're your workaholics. They are the backbone of your business. They will do all the dirty grunt work that nobody else wants to do. And when it gets done, if somebody will just say, good job, that's all the A needs. They're looking for a praise. They're looking for approval. The O loves to give directions. And the O doesn't like to have to check up on people. The O, when the O says, hey, we need this down, the A says, okay, they go and do it. They come back and deliver it on time because they hate missing a deadline. And the O goes great. But the O can see what needs to get done and what it will, and in what order. The A will follow the directions. Man, don't you just want to hire Charone right now? I mean, I did. I just feel like, come in, manage the company. Who should I hire? Where, you know, where, because this creates so much ease. And the O is what you're referring to. I love this. And we're like opening up that much of the door, the crack of the door. So we're going to do a very quick shout out here. And then we're coming back to our first. Amazing human who's here to get her mini reading with Charone. And you look so beautiful. We're sell. And you're listening to dare to dream a radio and podcasts. Listen, you can be part of the dare to dream. And you can donate to the show cup of coffee. One dollar more. You can help us keep going and help the business costs and all the mission us. As they say in Yiddish to keep this amazing engine going. And the amazing guests that we have come on.  Why not step into a full and become part of this team? Have everything come into your inbox first. And be on the cutting edge pulse of what's going on. Just go to patreon.com. Slash dare to dream. And thank you in advance. The show will always be free to you. And a donation is so appreciated. This is Debbie dashing or dare to dream. So if you're just tuning in, my guest today is Charone. Lynn. Wyeth. Her website is know the name. Dot com. And she can explain to listeners and watchers what your gifts are and what your name. Tells you about who you are and so much more. So I just want to say welcome to resell. And of course you could see the spelling of her name already SSEL and her last name. Why you. So Charone. Meet resell or sell me. Charone. I think I met you at the new media summit. Very briefly. Oh, okay. I'm not sure. No, she was not there. You can probably tell on my name. I was going to say, because your name is very familiar to me. So I think I've, I've seen it before because I've looked at it before. Oh, okay. Wonderful. Well, it's great seeing you and meeting you again. Thank you. Thank you. You are incredibly honest. You cannot stand it when somebody's not completely honest with you. When they leave out part of the story so that you have the wrong conclusion. Or that, you know, because they're leaving out details. Or they led you down the wrong pathway. Or they weren't upfront about it.  And they knew something and you didn't know it. And they didn't share it. You can't stand that. It's like, I don't want to be around that person anymore. I may have to be polite, but I don't want to give you a second chance. And because you don't like to give people second chances. If they've been dishonest with you in any way. You also have a really rebellious spirit cannot stand to be told what to do. You can be asked and you don't mind, but to be told, Oh, who do you think you are to tell me that you know something better than I do for myself? Hello, not happening. Okay. So you've got that nice rebellious spirit. And the reason I say it's nice is I find those people, people that have that kind of rebellious spirit develop really good discernment over the years. So if somebody does something to you, shame on them, but you'll never give them or anybody else an opportunity to do anything like that to you. It's like, it's like, it's like, it's like, it's like, if somebody tells you, Oh, trust me, you'll learn honest people. Don't say, Oh, trust me. So the ones that are saying that they're the dishonest ones. Somebody can say that once you believe them the second time you go, Oh yeah, right. That's a nice warning bell. Thank you very much. You know, you have it in your name that you can learn from other people that you're willing to learn from other people. So you can learn from a teacher, but you have no patience for not getting your answers fast enough, you know, your questions answered. So when you're learning something new, you want that person sitting right next to you to give you those answers immediately when you come to a stumbling block. However, the minute you've got the foundation and you've caught on to what it is you're learning, then it's like, okay, I got it.  Now you're sitting too close. So the challenge is how do you nicely transition to thank you so much for your time and effort. And I'm done. Go away. You know, okay. The other thing is you're a detective. You want to know everybody's background story. You want to know what makes them tick. Who is that person behind the scene? What am I seeing? What's really going on behind, you know, whatever that they're saying, you can literally read between the lines on what's really going around. And so you give people really good advice, you know, and you'll see that a lot of your friends come and dump their problems on you. This is also true for you, Debbie.   What's interesting in your name is it says as your, as your life gets older, your life gets better. Okay. So you stacked the deck. You said, I don't want to have my good years up front or in the middle and then not have the good years over there. Cause some years are always better than other years. I'm going to stack the deck so that every year gets a little better than the year before with rare exception so that my best year are at my end. So that way I don't know, oh, it could have been better and look at this, but that way it's always improving. The other thing is you have a lot of self-confidence and, and that's been growing over the years also, but you really believe in yourself. It's like you have a nice strong sense of ego and able to see in this culture of the United States, you have to have a nice strong sense of self and ego. Because if not, all the times everybody gets pushed down, right? Like those pop-up dolls, you've got to be able to get back up again. And so you've got that nice strong ego so that if you're pushed down like the pop-up doll, you're going to pop right back up again and go, Oh yeah, watch this.  You have an interesting combination in your name.  Now I have to say something, which is one of your challenges, right? So we all have seven challenges in our name. Okay. And one of your biggest ones is wanting to know too much about others because that way you feel empowered. Okay. Cause so if you, it's like it's a false sense of power. If I know enough about you, then I feel safe and I have power. And I know that's a subconscious thing because it does, it's not in your face in your name, but it's, it's a challenge on what are you going to do with the knowledge? Once you get it, that's where the challenges. Cause you're going to get it, but are you going to tell it to others in a conversation? So they'll look at you and go, Oh, you must know that person better than me. Cause look what you know about them that I don't know. Are you going to use it? That's a power gig. Okay. Or are you just not going to say anything until that person needs help and then say, Hey guys, can we all gather around there in the hospital and they need help or they need their house cleaned or whatnot? Something happened. Can we go help them? How are you going to use that knowledge that you have because it's like you accrue knowledge on people. Okay.  How are you going to use that knowledge? Are you going to use it to gossip or are you going to use it as an aid? Okay. One of the things that your soul said, how are you going to learn this? So your upbringing is the, is the you the maiden name. That is my married name. Oh, so he brought a lot of humor into your world. You must laugh a lot. Yeah. You know, because you've got humor and there is a tremendous amount of humor there. He also would be very spiritual. He would have grown up in a spiritual family, not religious, but very spiritual. Right. And so that, that's really important. So what's his first name? If you don't mind me asking. Steven. Steven. Okay. So there's a lot of humor. I will give you just one suggestion in your marriage. Okay. He ever puts you down in any way whatsoever on purpose, not on purpose. It doesn't matter how it happens. Okay. You will help him learn never to do that. If you so overreact that he thinks you've gone crazy. I need to go to a mental hospital. Okay. He doesn't want to hurt you, but I don't think he notices what he does when he does that. He's not as aware. Okay. So to make him aware, if you overreact, he will think twice before something like that slides out again. And if you do that, if you do that every time something slides out, and you may have to do it like five times. I'm just telling you. Each time you just so overreact and so have a hissy fit, he will learn really watch your words with her. Do not let anything slip and slide. Okay. Great. Thank you. Welcome. Because if not the longer you're with him, the more that'll slip. Okay. We don't want that to become a habit. Right. But he's very charismatic. You were attracted to him on a physical basis. I think he's got that in his gorgeous. I'm going to get it. Go get to know him. On that road. We all know where it goes. Anyway, this is a small sampling of what we can get out of your name. That is amazing. It's so on point. Thank you so much. You're welcome. Rosa. I have a quick question for you on behalf of Risel, just because I'm so, I find this so fascinating. parent in Rissell's name. And I don't know if you need the maiden name or if that's even important, but it doesn't give you an indication of what she ought to be doing or what her soul wanted her to do in this lifetime? Yes, it does. And normally when I do all of that, I get the maiden name and the parents' names and I get all of that. So I just need your maiden name to also look at that. Oh, my maiden name is Morales. Okay, got it. So, one of the things you would be very good at is being a detective. Okay, or being an investigator, okay? Being some kind of a sleuth, okay? Another thing that you would be very good at is if you wanted to go into psychology and you wanted to be a counselor with that psychology, that would be something that's in your name that you would be very, very good at. Another thing that you would be very good at is being able to help other people identify what their strengths are and where their weaknesses are and what they would be good at. You know, I knew Debbie was gonna laugh it out. This is so amazing. Yes, she is amazing. I actually am, I have a psychology degree, so that's very, so on point, you're amazing. But those would be all good things. In fact, if you, you know how on television that they have at the law firms, they have that investigative person, like go find out the truth about this, and then those people use all these shenanigans that they're really using psychology to get to the other person and get the information they need? That would be perfect for you. Nice. What? You're good with people and you'd figure it out. Yeah. This is crazy. So I just think you should share. So this is like, comes full circle because I don't know how much you can say because I know you, if you don't mind, Russell, just say what you do and then maybe you can connect a little bit. You don't have to share who the company is or anything but connect a little bit about what you're doing that's akin to what Sharon just said, that piece you just added. Right, well, I am actually a quantum healer and I help people remove blocks from their physical body so that they can move forward in life in whatever way they choose.  So first you gotta go digging in there and figure out where the block is. Exactly, exactly. So yes, I'm very much a detective. So in your name. Yeah, awesome. You are amazing. Wow, this is better than a psychic reading, huh? Well, I can do a whole lot that the psychics can give you. A lot of that is sitting in your name. Yeah. A whole lot of it is.  Your, you know, the seven lessons of why you came is sitting here. Why you had your parents that you did. You know, what did you gain from having your parents? That one of the beautiful things I think is a lot of people have issues with their parents and once they realize what they gained from having that parent, they start looking at their parent as a person and being thankful instead of like, oh my God, you know what how that was works, you know, like that. So anyway, it's just, it's interesting that what you really can find in a name and I'm always discovering new little patterns or new little things, you know. So the people I teach, they get on the calls with me once a month and then I'm starting to share all that new stuff. I'm going, hey guys, if you notice this pattern, it's been showing up lately. Where do you do your classes, Sharon? How do people get connected with that? Well, I've got one class coming up right outside of Jackson, Mississippi, this Friday and Saturday. They're on my website, knowthename.com and then just go to schedule. And as you go to the schedule, that's a calendar and just look for where it says Nameology Science Level One and then just flip through the calendar and see where it is. And when you click on it, then it gives you the details. And they're all in the person or you have things online as well? I do it three ways. One, I do it in person. Two, I do it in an online class. I do one online class a year for people that don't want to travel but want the in-person effect. But then you miss out on all the goodies I always put on the tables. But anyway, then, and the other thing is, I have a kit which we send out and then you get to join us online for a year afterwards. And just so that you're not left on your own device if you're going to buy the kit, which is six discs each two and a half hours that literally was taped of me doing a class. So you can do it that way. And the disadvantage of that is you don't get to ask a question like you're in a class. However, at the end of every disc, we say, call us. What are your questions from this disc? So you still get to ask in person. You just don't get it as immediate. You get it at the end of the disc. Amazing. Okay. Well, thank you, Russell. Thank you so much for being on. This was awesome. Yes, it was. Thank you so much for having me. And it was so wonderful meeting you, Sharon. You too. Wishing you the best. Thank you. Bye. Okay. And before we head into our next amazing listener caller watcher, exclusively for Dare to Dream, people only for my team, my Dare to Dream team, I have a really unique deal for you with Thinkific. And it's available only to you. There's a three months free business plan at thnk.cc slash dev. So what's Thinkific? If you don't know, it creates markets and sells your online courses. I even have mine on my website. You know what? I don't know. Websites are so passe right now. So I also keep them on Thinkific. And that's where everybody's going to buy stuff. This is where your platform can grow, share your knowledge, scale your business. It doesn't matter if you have 10 students for 10 million worldwide students. This is the platform for you. It is so genius and drag and drop. I can't tell you, easiest technology and truly the best support in the business. Go to thnk.cc slash dev. Again, you get three months free with that unique URL only for a full business plan. So you can start making money as an entrepreneur or as a small business owner. And before we get started with our next guest, I just have a quick question for you, Sharon. Have you mentioned in the last reading that when you go through somebody's name, one of the things you can do is talk about timing. I'm really curious, what do you mean by timing? What kind of timing can you talk about in someone's name? You get the theme for every year and what you're supposed to be focused on during that year and what you're gonna be learning. So like when you have the seven purposes and reasons you're here, you can literally see in your name when you gave yourself the time to learn that, when it's time to focus on that particular lesson and when you had it in your name that that lesson would be completed by. And it even tells you in your name what needs to happen so you know you're done. You know, and so let's say that one of your lessons was to learn how to get from Los Angeles to New York. Well, you can start off by walking and after a while you think, oh, this is gonna take me more than my lifetime to do this one, right? So then you start hitchhiking. Then after a while you say, you know what? Cars are pretty good, but maybe I could get a job and then I could get on a bus or a train but your name shows you where the airplane ticket is. What to do so you can get there faster? Cool, and then you can even shift up to that jet that gets you there like in an hour or less. Well, I wanna go on the Star Trek thing where they dissolve you and re-banish you somewhere else.  I'm a truckie, so I'll go on that expedition when you go to Chihuahua. Yeah, exactly. Let's go explore it. Okay. So the airplane gives you that information which I think is incredibly valuable. I do too, 100%. So cool, it's like a soul journey timing and all that. And so we're gonna beam up our next guest. We've got Orna Welcomes here. And Orna, welcome to the show. Great to have you. Hi, thank you so much for asking me. I'm super excited to be here. I know I'm super excited for you to meet Sharon, Sharon meet Orna Walters and I'll let you two take it from here. Okay, first, hello Orna. So what is most important for you to know right now? Where's your focus? What do you want me to talk on first? Notice she's an O, so I'm asking her for direction. Well, I would say I'm a very hard worker. Some would say I'm a bit of a workaholic. I'm definitely a worker B, so my energy is steady strong. But I've been hitting some places where I feel like I'm paddling against the current. And so I don't mind working hard, but I'd like to be with the current. I'd like to be in the flow of things happening a little bit more, I mean, I don't, again, like I mean, easy is the word that's coming to mind, but I don't need it to be quote unquote easy. I will work hard. I just want to know how I can have a support system. So I feel like I'm going with the current instead of against the current. Okay, got it, thank you. Okay, and so first of all, you are incredibly likable. Okay, now we all know you're not going to change who you are to get liked because you're already likable.   Okay, so one of the things that could be of assistance for you, Orna, is organization. Okay, keeping track of everything and keeping it all organized and keeping in the right piles in the right places and whatnot.  So you need to hire some assistance, either a virtual assistant, but you're more of a people person so you really want to have the body there where you can watch and interact and change your mind and they give them new directions. Okay, and you're going to need somebody else who's a workaholic for you that also has fairness issues, that know that you're going to treat them fairly and they're going to give you fair work for a fair price. Okay, because you can't stand it if somebody tries to take advantage of your good nature. Okay, this is the nail of the head. I definitely have a thing about being fair. I was born on my brother's birthday. So my joke about my childhood is I didn't have anything that was my own. I didn't even get my own birthday, you know? So I really felt like that's where the fair, like that didn't feel fair that I didn't get my own birthday, you know? I really have a thing about treating people fairly. I tend to be very generous. My husband, if I have a chance. Well, you can care of them, you nurture them. Yeah. You expect loyalty in return. And it's like, if somebody's not loyal after you've been so good to him, so good to whomever that person is, that's what really hurt your heart. It's like, how could you do that? And if somebody speaks badly about somebody else, you're looking at them going, even if it's true, why are you spreading negative news? You know, and you hold it against that person and not the person they were talking about. You know? Yeah, absolutely, you got it. So I don't know if you want my maiden name, Sharon, if that's helpful to you, or we're just working with my unique first name. Because you asked a question that's here and now, I'm working with your here and now name. Okay. Okay. If you were asking a question more on what are your seven life lessons, what are your whatnot, then I'd need the maiden name because that's where it sits. Okay, that's good to know. I really, I'm totally fascinated about, you know, how this works and what I don't, I didn't really know, you know, what to expect. So I don't know what, what it is that you can sell by my name. So I didn't really know. My joke is that from what you like in the bedroom to what you are like in the boardroom and everything in between we can tell in a name. Cool. It pretty much covers it. So, and I would say, you need to hire some assistants, get them working on your tasks and then get somebody who's really good at organization.  So when I bring a new person on, I mean, the person that does our assistance support work has been with us for like seven years and she's awesome. And she's, you know, she and I are very much in alignment and, but I definitely, you know, the organization piece is definitely I have down because I'm a systems person. Excellent, because, but you need somebody, you need help in that because it's taking too much of your time because you're an overviewer. It's yes, you can do it and you're an overseer. It's like you're the CEO and the Indian chief knows all the parts and how all the parts work and how to do them, but the Indian chief's supposed to delegate, okay? So that you can keep growing and doing the next step and not get trapped in the day by day, if that makes sense. It does. I'm a little bit confused because I do that. I mean, and I am the CEO, by the way, I'm like, so I'm the CEO and I definitely delegate and I definitely handover tasks and I love the support that we get from our team right now. So I'm a little bit confused about how to switch things up so that I feel like things are in the flow. I have an intuitive fit here. What if, Sharon, you switch gears just a little bit and instead of going for that question, just talk to Orna about personality stuff and maybe the ease will be revealed within there. Okay, correct, and I have the first name of your employees. Yes, we have Michelle and then, I mean, I wouldn't consider him an employee because we're married and we work together, but I co-work with my husband and his name is Matthew. And we have certainly other people on our team that do other things, but Michelle is definitely my direct person that I delegate most things to and then my husband handles the technology people and that kind of things. I kind of, that's where we made the division, right? So... That's good, because he likes to take everything to the extreme. So, do you have one L or two L's in Michelle? Oh, two L's, yeah. Am I saying a G-L-L-E, yeah. So do you know that she's a very gifted writer? Yeah, I totally do. Okay, and she's got a generous heart. She's really good at manifesting. Sometimes, do you ask her how she wants to get something done versus doing it your way? Oh, yeah, I don't tell her how to do things. I just tell her the end result I'm looking for and then she gets a good, because that's how she works the best. But, you know, she does some things the hard way. The reason she does things the hard way, okay? Which would drive you nuts because you're like, bottom line it, let's get there. And she could be going around the Mary Bush, you know, for a while first before she bottom lines it. And so, if she understands that why she does that is because if it comes too easy, then when she goes back to do it again, she forgets how easy it was. I mean, she remembers that it was easy, but she forgets what she did. And then she spends so much time going, how did I do that last time? It was so easy last time that instead she makes things hard so that her memory will tell her how hard it was so then she'll know to improve it the next time around. So she's got to learn how, when something's easy, write it down. She's got to start making herself a booklet of how to do whatever, okay? So when she figures something out that's easy, she needs to write it down so the next time it comes around, instead of wasting time thinking, oh my gosh, that was so easy, she can go, oh, we did this. It's in my book. Let's go read it. Okay. That way she can start doing things easier because she won't be making it harder to help her memory because she'll have her little cheat book. Okay, cool. Okay. Now, the other thing is, it's very interesting is she's a natural leader where you're an assigned leader, okay? So, the more you can give her that she's totally in charge of, the better she's going to work. Yeah, I mean, again, she's been with us like seven years. So, you know, it doesn't start off with all of the responsibilities she has now, but really, you know, we have a team meeting once a week and, you know, and monthly meetings with the bigger team, et cetera, et cetera. But for the most part, it's a pretty well-oiled machine in that regard. And I just want to jump in here. We're only going to have a few minutes because we're already into a 12-minute reading. So, let's put a cap on this and maybe do some kind of wind-out. I don't know how deep you want to get into this business part, but maybe you just want to do a general name thing for Orna and just share some of that in the couple of minutes that you guys have left. And I also want to throw in there, I was thinking when you started with her, because Orna will have to go back and listen to the show because Sharon goes through all the vowels and it's really pretty fascinating. And I'm reflecting on something you said in the beginning, Sharon, which was that for me as an E, D, E, B, B, I, that my best partnership, love connection, and so forth is with someone with an O for their first vowel and Orna is an O. So does that mean that we are that compatible? We should be married? I'm taken, Deb, but I do love you dearly. And remember when I said that O's and A's are the best ones to work together. You know, those are really good compagres and here we've got it and Orna and her husband, right? With the O and the A. Oh, that's right. And you know what? If I could just pipe in here for a second because Debbie and I have known each other for many years, but we recently found out that we have the exact same middle name. And I was wondering if you have any insights on that because that was quite a surprise because my little name is Tova and I've certainly met people who have that as a first name. But when Deb and I discovered, I was like, what?  So do you spell it with an H on the end? We both don't. T-O-V-A, exactly the same. Okay. Well, I was just interesting because that's a good Jewish name and some of them have H's and some of them don't. I know. I've kind of wanted that H. I'm a little pissed at my parents that I didn't get the H at the end. It wasn't fair. That wasn't fair. There's that fairness thing. You're right, Deb. That Tova makes you drive. You've always got to be the best. You've always got to be the one on top. You're not going to go after something unless you know you can conquer it. So it's like, I'm not putting my energy there because I can't do that or I don't want to do that. It's like an all or nothing that comes from that. But when you both have the same middle name, it normally indicates that you were connected somehow in your last life on Earth. So you were either connected or you were both doing the same thing in different areas. Like you could have both been nuns but in different nunneries. Okay. Or you could have both been, you know, it says here that you would have used charm and charisma to get your needs met in your last life because the middle name is always the last life. All right. I love having that in common with you, Deb. That's some good stuff there, people. Cool. Any suggestion you have for Orna before we... Yeah, I would just say one thing because Michelle is a natural leader and because like you're an O and so we're going to start off by the way, A's only work for O's as long as they're confident if not the A's takeover. Okay. So, but because that she's that I have you ever said to her what can I do for you that can help you? If you want some... Yeah, actually, yeah. I mean, that's a lot of the stuff that we dealt with in the first few years of her being on our team and as we handed her more stuff. Uh-huh. That's definitely been a regular theme, right? To say, how can we best support you? We know you have a lot of your plate so how can we, you know, how can we best... That's what's going to keep things smooth and oiling is to make sure she's got enough on her plate and if she had somebody that assisted her, you would watch the oil just get really, really slick and smooth. Okay. She needs to be able to delegate. All right. That's good to know. Cool. So, we didn't really let her oversee a lot. You know, like when we... There are certain projects that literally she manages and then she only brings Matthew and I in once it's at a certain place where we, you know, then... Like she gets to be our eyes and ears a lot and so it works out really well.  I got to say when Michelle finally just... She had done certain projects with us but when she finally decided to come online as our online business manager for our business, I mean, both Matthew and I were celebrating because we hold a lot of the same values and so we've given her a lot of autonomy to just hear this is what we need done now, you know, go fly. She has a really good scientific mind plus she's got that writing ability but it's almost like if you really want everything to go smooth, she needs to be overseeing some helper. She needs a helper in her area and she needs to be the boss of that person. She needs to be the boss. She needs to lead somewhere, okay? And if she could lead and get help, you can keep dumping more on because she can split it with the other person and at the same time she can lead and that would make her heart happy. Awesome. Oh my God. Thank you. It was so interesting. Thank you. Thanks for coming on, beautiful. You look amazing. Have a great day. Thank you. Thanks, girl. Oh, my pleasure. Quick list to hear at the end. We have, I'm curious. So I know you also help families communicate. We literally just have a minute or two. So using nameology, you help families communicate better. You help couples, you help families. I think that's fascinating.  What is that process? Well, we go in and I look at everybody's name and I say something about everybody so that they know I've got them and I understand them and it's not a general thing. You know, everybody couldn't say, oh, well, you could say that about everybody. Okay, I want to be very specific with people so they can get it in a very short period of time that I can see them clearly. And then I start saying what bothers them about everybody else in the room. I literally go around the room and say, this is what bothers you about that one. This is what bothers you about that one. This is whatever. And then when I get through saying what's bothering everybody, I go, this is how you fix it.  And so then I say, could you do this? Would you be willing to do that? And then I look at the other person and say, would that feel better when that happens that way? Would you accept that better? And we literally do that so that there's good communication and everybody understands it's how something is being said or done. It's not the intent behind it. Because usually the intent is just fine.  Like, for example, I have certain friends that like to call me instead of deer. Instead of using my name, they'll call me deer. That one I don't mind so much, but dairy. I don't know what it is about dairy. I think, oh, that's so demeaning. Do not. I'm not answering to a dairy. I'm not your dairy. I just, I don't like that. So for me, I just go, please don't call me that. Because I'm not going to respond.  So if sometimes, so it's hard for people to stand up for themselves and stand up for what's important to them. And so I literally become their voice. It bothers this person when you do this. Could you do it this way? Would you be willing to tweak it? And it's really easy to see what small tweaks could be there. And then you go to back to the person and say, would that work for you? Would that sound better? How would you feel if they did it that way? You know, so you're literally educating each other on the small little tweaks we can do. For an example, for your honey, I would say, when you walk in the door, you had better be ready to have a kiss and a hug. Period. That's how you greet her when you come home.  Thank you so much. Exactly. You know, but, but for me, if you're coming home, when you come home, you better download right away what happened in your day and all the facts. And if you're ready for dinner. Oh, you know, it's like, it's so different. And then after the dishes are done, then we'll talk the honey love stuff. Okay. So it's very, very different. It's very different. So what about Rob and Orna? They both start with an O. What did they need when they, when their person walks in the door? Okay. So they need everybody in that family and in that house to run to them and give them hugs and say, welcome home. How was your day? Tell us about it. What can we take from you? How do we get you comfortable? How do we help you relax? In other words, can we bring you a drink? Can we whatever? It's like, how can we serve you? This is so hilarious. I'm ready to do a reality show with you, Sharon. I really am. It would be like never ending. It would be fun. So fun. The possibilities are beyond the beyond. I mean, just to do a dating show with you, I think would be so incredible. Like, don't date this or if you're going to get involved with that person, be aware of this or that person's compatible. It's, I find it all very fascinating. So again, second, third time, I don't know how many times you've been on the show, but you'll be on again. Thank you so much for coming on today. Thank you Debbie for having me on and I will be happy to look back up in my notes again. What's in your name for that help? Thank you so much. I know I got very curious when you said that the timing thing is like, okay, this is maybe another reading. So again, you can find her at, give us your website. Knowthename.com. And so if you're driving, if you're somewhere where you can't write it down, all you have to do is go, Oh, I need to remember the name. What was the name? Oh, yeah, that was it. I need to know the name.com. I end today's show with this quote from author Shalman Rushdiev. Names, once they are in common use, quickly become mere sounds. Their etymology being buried like so many of the earth's marvels beneath the dust of habit. Next week you can tune in and I'm featuring the amazing Dr. Bradley Nelson who talks about the emotion code and the body code. He actually goes through some healing experiences with me and others. I'm telling you, this guy's crazy. He's so connected now with Dr. with Tony Robbins who wrote the forward to his new book, The Emotion Code, really worth checking out the work he does. And if you'd like to get these in your inbox every week, just subscribe, leave a five star review, subscribe and you'll get it on youtube.com or iHeartRadio, BBS Radio or all the many, many podcasts I'm featured on. Thank you so much for joining and for being willing to dare to train with us today.