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these beautiful numerological correlations where, for example, this one is called 632, because it has a six rotational point. It has a two rotational point and a three rotational point. In a sense, you can characterize one of these symmetries in terms of what are the symmetry elements. And here, yeah, the rotational, six rotational is, for example, the flower, you know, the kind of like six petaled flower. You can rotate six times and it looks exactly the same. You can rotate the entire pattern six times and it looks exactly the same. And the cool thing about this T-shirt is actually ordered by going from more simple with smaller numbers, which would be in a sense higher consonants, modulated by energy. So there's a wrinkle there. It's complicated. But roughly speaking, for the same amount of energy, you will have higher consonants here and lower consonants. But all of them are beautiful, the same as the pictures I was showing you from the harmonograph. Yes, they're all in increasing dissonance, but the dissonance is at the end of the day relatively small because they're still in a harmonic relationship. It's not one of these like, you know, slightly off relationships or is not something even more chaotic, like a lot of off relationships across different dimensions. OK, so this is in two dimensions. Now, you also have basically these things emerge in higher dimensions. And on DMT, I will explain. Basically, that happens a lot. You actually experience in one of the stages between what's called the symmetry hotel. You can watch my presentation at Harvard about hyperbolic geometry of DMT experiences. Yeah, basically, between symmetry hotel and, no, sorry, between chrysanthemum and magic eye level, between chrysanthemum and magic eye level, you have a whole layer where your whole experiential field is prone to, although it doesn't always necessarily do this, it's prone to generating three dimensional space groups, which are this sort of thing, which is basically all the ways in which you can tessellate 3D space with symmetry elements. And again, numerology, just as there were only 17 ways of doing it in 2D, there are, it turns out, 230 ways of doing it in 3D, which is also really cool that if you're experiencing one of those things on DMT, you know for a fact that it has to be one of those. So then you can go and try to figure out which one. And by the way, we know already, thanks to very systematic reports from a fellow mathematician, psychonaut, that all of the wallpaper symmetry groups appear on psychedelics. And they all have this quality of temporal synchrony correlated with spatial symmetry. Yeah, I mean, science will take a while to catch up to it. But yeah, I mean, that's, yeah, things that we have figured out. OK, so this has been a lot already, but now we are going to get actually into higher dimensions more concretely, for which I

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text:
actually need to talk about space. And what is space? Well, there's many kinds of physical spaces that are higher dimensional. To begin with, a lot of people will claim, probably rightly, that the universe is not three dimensional, but is four dimensional. And if eternalism and general relativity holds up, essentially it's kind of like a block. It's like something that actually doesn't change. The change is illusory. The change is kind of in the gradient in one of those dimensions, the arrow of time, the increase of entropy. But all of that is already there. It's kind of like the existential canvas is already there. It's just what it is. And we are one of the experiences there. And so it is four dimensional, at the very least, talking in terms of physics. Well, a string theorist will come and say, like, no, it's not four dimensional. It's actually 11 dimensional, because you need these additional compactified dimensions to explain the phenomena that we observe. Like, OK, fine, sure. We live in an 11 dimensional space. And actually, there's like several more. What David Pierce was joking would be kind of a dimensional up one man ship, where, yeah, increasingly more incredible and bizarre and sometimes horrifying philosophies kind of like give you a perspective that, no, the universe actually has way many more dimensions. And some of the actual, you know, actually very taken seriously in the literature of philosophy on quantum mechanics. You know, there's like two very, very high dimensional perspectives on the universe, which is within the branch that's called, no pun intended, within the branch that's called wave function realism, where basically they say that, no, the thing that is real in the universe is actually the wave function. The thing that is evolving according to the Schrodinger equation. Well, that is real. And that, it turns out, is extremely high dimensional. And we are just kind of like a tiny sliver of it in a sense. And the three dimensions are actually illusory that we exist. So these are to our like configuration space realism. This is where essentially what exists is a wave function of amplitude in a configuration space where like basically each point there corresponds to a configuration of the universe. So, which is like a three and, you know, dimensional space because it's the three dimensions times n, where n is the number of particles in the universe. So we're talking about like three times, you know, 10 to the 85 or something insane like that. And that is the thing that is real. And we think that we live in a four dimensional universe, but actually we're just living a tiny, you know, branching foliation of that space and it continues to branch. And yeah, I mean, the future is actually underdetermined in this model. You will be in a sense in all of the possible futures from now on. And also the past is underdetermined, although

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a lot less than the future is. And then there's an even crazier one that I don't understand. It's called Hilbert space realism. And that confuses me a lot because my understanding is that Hilbert space is infinite dimensional. And I definitely don't want to go there. I don't even believe in infinities to begin with. But, okay, so that is physical spaces. And yes, we can still mend that. I mean, in a sense, I do think from what I have read, you know, the case that configurational space realism, you know, is decent, has a decent chance of being true. I think that's correct. But I also don't want to sound very confident because actually I don't know the details here. But yeah, basically that's just to still mend that, yeah, you know, physically speaking, there are higher dimensions. But the ones that are actually most interesting to me and to our research efforts are high dimensions of consciousness. And this is again one of those things where, yeah, there's kind of like a meta-contrarianism going on. They're like, yeah, people will take DMT. They come back and say, it was high dimensional. I went to a place that has many more dimensions than I'm used to. Then the normal, typical, sane, rational reaction is to say, no, you just were hallucinating. That's an illusion. You thought it was higher dimensional. No, they were just hallucinations. It was a feeling. Don't trust your feeling. And to be honest, that is a decent thing to say because for other things I think it actually does work. I mean, if I say I saw, again, machine elves, I saw this mantis shrimp and they were telling me secrets and that the CIA has a base in the moon. You probably rationally should say, yeah, that was honestly a hallucination. And even though it felt very real, why do you trust the feeling of it? But a recurring theme at QRI is to understand that there is a key difference between the semantic content, basically what the experience was about, and the phenomenal character, how it felt. And it's just that we don't have yet a culture of rational psychonauts that basically have come up with a very high quality, mathematically grounded language to talk about the phenomenal character. But we're getting there. I think these efforts actually do produce novel insights and perspectives. And yeah, I mean, this is a work in progress, obviously. But I would say within the phenomenal character paradigm of phenomenology, higher dimensional spaces are undeniable. They are absolutely real. And after you finish this talk, if you ever happen to take DMT, which again, asterisk, asterisk, you know, there's dangers involved potentially. Anyway, like there's many places where you can get scared off of psychedelics. Like just, you know, think of them like scientifically speaking. And also, you know, DMT can be really beautiful as well. Anyway, so if you do DMT, vaporize DMT afterwards,

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text:
you will know, yes, you know, these higher dimensions are real. And like, you will now understand actually what I'm talking about. And yeah, it's freaking real, guys. It's a real thing. Like it's part of the states of consciousness. It's just not widely understood or recognized for the time being. But yeah, the efforts, the sense making that I'm doing right now, hopefully is carving a path to where it's actually, you know, bringing this knowledge back from the gods into the human realm. Well, very, very titanic vision right there. Not necessarily endorsed, but OK. So kinds of space with regards to consciousness. And here, yeah, there's many kinds of spaces, even conceptually speaking. Like there's conceptually distinct kinds of spaces. And the ones that I'll briefly mention is A, there is the state spaces of Quilea varieties. And here again, the QRI logo becomes very relevant. Basically, this is a place, a state space that has been linearized, where basically the distance, the geometric distance between points in this space corresponds to the subjective distance, how different they feel. And that can be empirically created, investigated using this paradigm of just noticeable differences, where basically you take a color, an RGB value, and then you modify it up to the point where a person starts actually being able to see a difference in an experiment and be correct about it. Or at least, let's say, being 75% correct about it. The threshold might depend from researcher to researcher, but yeah, basically something like 75%, you call it a just noticeable difference unit. And that becomes your ruler in this space. And it turns out if you do that, empirically, the state space of color is a 3D Euclidean space. And the same will happen for every other sensory modality and Quilea. Even for like the Quilea of thought or the Quilea of time, there are just noticeable differences you could presumably do. If you're more interested in this sort of research, look into the video that I uploaded right before this one, which is a new paradigms for researching consciousness. And in there, yeah, basically, I provided a lot of like really crazy new possibilities for how to do just noticeable difference mapping of more exotic things. Like, for example, the sense of time by creating different phenomenal time experiences in each of the hemispheres. Anyway, it gets kind of crazy. It's not the topic of today, but yeah, basically Quilea varieties. Now, here's something that right now, I think a lot of people get wrong is in conventional neuroscience and computational neuroscience, philosophy of mind as well. There is a strand of people, also in conversation when I've talked to people who are very, very smart and who are like doing AI research, they say things like the reason why visual stimulation maps on to visual Quilea is because the symmetries of the input determine the Quilea. In a sense, visual Quilea is what it feels

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text:
like to have an, what is it like an S3 symmetry group in the space that you're simulating or something like that. You know, that's one perspective. It's very interesting and compelling. And I absolutely do think that each sense modality and internal modalities of experience, they do have inherent symmetries that are inherent to the particular Quilea varieties in there. I mean, if you're using color, for example, yes, you will have like this, you know, you will inherit the symmetries of 3D Euclidean space. And yeah, that's, I think like fascinating. And yes, so in a sense, like Quilea has come with their own symmetries, but Quilea varieties, but I think they have it backwards. I think it's more that platonically, actually, you know, eternally, in a sense, these Quilea varieties have that geometry. That's part of their inherent properties. And then that geometry, which has the beneficial symmetries that come from that geometry can be recruited for information processing purposes by biological organisms, by instantiating them. But in a sense, it's kind of like you start out with a menu to begin with a possible Quileas, which corresponds to particular, well, something like oscillations in the fields of physics. If you take seriously, yeah, you know, electromagnetic theories of consciousness and the sort of paradigms that we work with at QRI. Yeah, basically what you will have is that, yeah, those symmetries are inherently physical and they're there and they're kind of like up for grabs. If you're, you know, a complex physical system like the brain that, you know, has like genetic self-interest to reproduce, you know, it can use that in order to create a world simulation. And in a sense, the mapping between sensory input and the Quilea variety will be precisely that, which essentially makes processing the input very easy and generating internal representations very natural. So the overall observation here, I would say, is that we are actually all synesthetic. Like the mapping is arbitrary, but we are a special kind of very evolutionarily adaptive synesthetes. You know, we have the synesthesia that is very adaptive. Like the fact that visual stimulation will map onto visual Quilea is a movable parameter. If you have a different kind of synesthesia, you could experience actually just audio Quilea from visual stimulation. And you could survive. And actually that may even have like information processing advantages for tasks we didn't evolve to solve. And well, that opens up this whole place, this whole like field that I call designer synesthesia. Well, actually that term came up in a conversation with Justin Shovlin when I was first exploring this topic. And yeah, he offered the term designer synesthesia, which I absolutely love. And yeah, in a sense, like understanding the symmetries of each of the Quilea varieties will allow us to do designer synesthesia from first principles. OK, so all of that is the space of a Quilea variety, the state space of a Quilea variety.

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text:
And to remind you, we're talking about things like this, the CLF space, you know, tactile space and so on. Well, there's two other important senses. Another one is the state space of consciousness, which is actually the space of possible experiences. You know, it's kind of configuration space in physics where each point in that space doesn't correspond to a color. It corresponds to an entire experience that has many different colors simultaneously and has many tactile sensations. You know, audio and feelings and etc., etc., etc. All of that in just one point, because there's a lot of dimensions that, in a sense, give you information about what that point means. So that is the state space of consciousness. And arguably, it is an insanely large state space. It's not something as simple as this. And I mean, not, I strongly suspect it's not a Euclidean space. It probably is complicated, hyperbolic in some regions. I'm sure it's not even homogeneous. Yeah, yeah. Very, very complex. And there's a third one, which is the one that matters the most for this video, which is the notion of phenomenal space. And phenomenal space is the actual feeling of space, the spatial correspondences in your experience. And, you know, from Stephen Lehar, the shape of your experience is actually a kind of like this diorama shape. It's not even perfectly Euclidean. It's actually has a weird variable scale where basically the things that are further away, they look more Euclidean. And the things that are closer by, essentially, they look less Euclidean. They kind of have like more acute angles and weird things like that. So even just like two cubes, even though their sizes might be different in your visual field, you can tell which one is closer. Not even because you have two eyes, but because of the scale and basically whether the lines are parallel or not, which is a fascinating observation that basically perspective is encoded in the scale and in the parallelism between the lines. So actually, we are simulating, we're emulating a 3D Euclidean space using these weird, actually diorama-like space that has variable scale. But we can say, roughly speaking, it is three dimensional. We could arguably actually say it's a little bit more, maybe it's like 3.2 dimensional or something like that, because it has kind of these like wrinkly hyperbolic structure towards the edges. I'm not going to get too deep into it. You can look at Welcoming Stephen Lehar to the QRI Paradigms. It's an article that delves deeper into kind of his frameworks and they're very insightful for this thing. Okay, so, and the geometry of the phenomenal space is the thing that I actually claim can be higher dimensional. You can actually experience, I'm not saying that you're communicating or becoming or connecting with a physical higher dimension. I'm not saying anything like that at all. And please don't misconstrue me as actually trying to suggest that. That

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text:
is not at all what I'm doing here. Rather, I'm saying that the geometry of your inner world simulation can acquire higher dimensions, just as it can become hyperbolic, as I've argued in multiple places. Yeah, hopefully pretty compellingly, because I think it's true, actually. Things that are true better be argued compellingly. Okay, so here's the thing, like, what is the actual shape of an experience? Well, the shape of an experience is kind of this weird thing that like, if you kind of like put it into a graph, you will see various kind of like clusters. And let's say this is kind of like visual qualia. And this is like audio qualia and tactile qualia. And you will see local binding connections, both, you know, within the modalities, but I'm not going to be representing it right now, and across the modalities. Okay. And let's say an experience, this is super coarse grained, but you could, in principle, you know, describe an experience as, okay, what parts of each of the sensory modalities are hooked to one another and to themselves. And in that way, you can, yeah, in a sense, represent synesthetic experiences. And again, we are already synesthetic, right? We experience like audio, visual, tactile, percepts all the time, you know, and they have like a coherent relationship and they're geometrically coherent. And they're multi-modal. And so they will show up as kind of these connections between these different modalities. So that is kind of the shape of an experience. Now, given this, how about like higher dimensions? Okay. So the first and most important thing to understand from this, and actually I would say the most important thing from this entire video, is that functionally speaking, these are indeed higher dimensions, but physically speaking, they might be what we might call virtual dimensions. That they're not actually physically instantiated as additional dimensions, but rather they have the behavior of higher dimensions. And therefore, from within, the energy flow follows the equations of higher dimensions. And therefore, it actually gets rendered experience as higher dimensions. And in that sense, in some sense, it is as, you know, it is high dimensional and in the most real way that could possibly be, which is actually an experiential higher dimensional, like true experiential higher dimensional. So to get at this, we have to talk about the trade-off between degrees of freedom and virtual dimensions. So I don't think I've talked about this in this channel before. So hopefully this is pretty new for most of you. If you have three separate planes, each of them with a dot in them, how many degrees of freedom do you have? Well, the answer is you have six degrees of freedom. Why? Because being two dimensional, each of the dots have essentially, you can describe where it is in terms of two coordinates, you know, where they are in these coordinates. Well, this is like six degrees of freedom. And

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text:
in a very naive interpretation of what, you know, the dimensionality of something is, you could say that's six dimensional. But that's not at all the way in which I'm conceptualizing dimensions here. Rather, think about it as, imagine now that rather than the three dots being completely independent, you in a sense, you couple them, perhaps with resonance, my favorite glue in this case. Sorry, that sounded so strange. Anyway, so you couple them, let's say with resonance or with some other glue. But okay, you couple them such that by moving one dot, the other ones move as well. And you could do this in such a way that functionally speaking, they are, the three of them are emulating the behavior of a dot in three dimensions, such that the three dots are projections of that dot in three dimensions. So these planes don't need to physically be embedded in a 3D space. You know, these planes could actually just be in a two dimensional space. But if with wires or resonance or something, you hook them up such that they emulate this behavior, well, that would be a virtual higher dimension. Okay, so, and it would feel like that if you are this, you know, mathematical space. So, and here's the important realization. The trade-off here is that if you want to get higher virtual dimensions, you will have to sacrifice degrees of freedom. So in a sense, they are, you trade off one with the other. So, and as we saw again with the harmonograph, what happens here? These are in a sense, coupled oscillators. And in that sense, because they're adding kind of like their, you know, movement contribution in only one dimension, you can stack them together. And the resulting oscillation will be of a higher dimension. Okay, so if you stack several of these and more so, I mean, this is kind of tricky because you're only kind of like having one point. This, you also get this with an oscilloscope, but if it's moving fast enough, or if there's kind of this decay constant where like impressions essentially slowly decay, then you can paint stuff. Okay, you can render information. So here's what happens. Essentially, I think we can interpret the three spatial dimensions that we generally inhabit as in a sense being the result of kind of these very large number of finely tuned coupled oscillators, such that they can, in a sense, as an oscilloscope, except a continuous one, actually render something in a space that functionally behaves as three dimensional. Isn't that crazy? Okay, so how does this actually manifest in terms of, yeah, exotic states of consciousness? Well, to begin with, you know, again, you have like coupled resonant modes. So these also in a sense have kind of the signature of a slightly higher dimension. If you're experiencing actual like space groups, three dimensional stuff, that would be higher dimension. But there's also one specific way in

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text:
which I would say you can experience four spatial dimensions with one of them being a virtual dimension on DMT, which is like very crisp and very clear. And if you get the experience, you will know exactly what I'm talking about and why this is real at a phenomenological level, which is that if you enter a room, for example, between usually in the magic eye level, or maybe in waiting room level, I think in either you might experience this. No, mostly magic eye, magic eye level. So you can enter a room and I mean, already in lower levels, you know, walls were tessellated with this sort of stuff, you know, wallpaper groups. If you are in the magic eye level and you enter a room and you look at the parallel walls, you will realize that not only are they covered with wallpaper symmetry groups, they are coupled and they are complementary. So for example, maybe the comma here is rotating this direction and here's rotating in the other direction. And if they change, they change simultaneously. And in a sense, they are hooked up via resonance and they are generating this higher virtual dimension implicit in that behavior. Now you take slightly higher dose and maybe you go to the waiting room and you might experience kind of like an extra overlay of this room becoming kind of like a hypercube because you get an overlay of that cube together with the temporal tracer, the generalization of the visual tracers on psychedelics to overlay with itself. And it will also in a sense collapse into something that behaviorally is generating other virtual dimensions. And this can be really crazy. I mean, I would estimate or guesstimate that at least you get like seven or eight dimensions in higher doses with a caveat that I'll explain in a second. But the claim here in a way is that if you were to visualize again kind of the synesthesia that we have, it's kind of like this graph that crosses across sensory modalities. As you increase the dose on DMT, you're actually kind of generating more and more edges and connecting it. There's a very pretty picture. I think it's going to be the thumbnail for this video of basically your brain and mushrooms and functional connectivity between different regions of the brain. And yeah, basically becomes a more dense, dense graph. Okay. So, and that particular study also was essentially looking at what's called simplexes, which is the generalization of a triangle, essentially fully connected sub graphs that basically here, like these four points are like fully connected, you know, every possible connection is there. And if this dot is connected to this other one, this would not be part of the simplex because you are actually lacking some connections. So they were doing kind of analysis of simplexes and, you know, simplexes are of different sizes. You know, if you have like eight dots fully

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connected, that would be an eight simplex, I believe. Well, basically on mushrooms, you start to get lots of actually higher dimensional simplexes, things to start to become more fully connected, different regions of your brain starts to become more fully functionally connected and, you know, at a rate that is higher than chance. So now here, this is complicated, I'm sorry, but essentially as you're coming up on DMT, because of these video pairs well with, you know, psychedelics and the free energy principle. Okay. So essentially there are two predominant energy sinks. So DMT will generally increase and energize the high frequency harmonics of your experience. And things that in a sense suck that energy are both symmetries, you know, constant resonant modes, they're kind of like ground states is another way of looking at it, or very similar to kind of like a sphere, the shape of the sphere, when you leave a soap bubble, radiate all of the excess kinetic energy that it has, it just kind of like settles in its ground state. So these symmetries would be kind of local ground states. And the other one is semantic content, essentially things that you have previously experienced, that you can have like priors in order to interpret whatever your qualia texture is, you know, you're going to start to interpret it as semantic content that also sucks energy. And in a sense, that's also kind of like why DMT becomes really crazy after a certain dose, where basically, it's so energized that a there's no representations that are that energized. And B, because there's no such representations, you are not sinking a lot of energy. And so it accumulates further. So you actually kind of do this jump, you know, this bifurcation where you take a little bit more and like, oh my gosh, there's a phase transition, because there's a threshold where you, your energy sinks, stop working, at least the typical semantic content. Also, why like in super high doses is pretty much all geometry. And also very relatedly, this is another lens we could use here is the lens of competing clusters of coherence, which is especially the case on DMT, that you have essentially these like complex mathematical shapes that are competing for your attention. They're sending phenomenologically speaking waves of energy and trying to get in tune with one another. And here's where a lot of the topics we've been talking about starts to wrap together and, and become part of Yeah, this interesting high entropy alloy of experience of itself, which is, yeah, the Pythagorean numbers start to become relevant, that because the particular shapes, whether they're like space groups or wallpaper, symmetry groups, or higher dimensional spaces, or hyperbolic manifolds, any of those things, because they're emitting waves of energy with a signature, the timber of those symmetries, in a sense that allows them to interlock and phase lock with other resonant systems within the experience that maybe

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text:
have like slightly different frequencies, or you know, and from there, essentially, you will get the whole vibe of the space. So, in a sense, actually, what you're doing when you're in one of these exotic states of consciousness, you're trying to minimize dissonance, except that minimizing dissonance in such crazy high dimensional spaces looks like crazy competing clusters of coherence, trying to harmonize with one another. Now, there's two gradients that you follow. And I know this is a lot of content is very crazy. If I die tomorrow, I'm not gonna die tomorrow. If I do, hopefully, at least all of these is online. So, essentially, yeah, so basically, you have like, yeah, there's like, the reason why it becomes fractal is that the different shapes with the timbers, individual timbers, in a sense, if they can mirror each other, they become perfect at predicting each other. So that creates evolutionary selection pressures for sameness in different scales, and also climbing the harmonic gradient, in a sense, tuning or modifying or twisting or sharing these representations in such a way that they become more in tune with one another, except that, you know, this we're way past kind of a Setheres and Helmholtz, we're in the terrain of high dimensional harmonic theory, or, you know, very, very different, but ultimately based on the same principles. And if the symmetry theory of valence is correct, this is actually the key to understand what underlies the beauty of paradise realms or heaven realms in, for example, the DMT space, the claim would be that you actually have frequency and resonance generators, which are the particular representations in your experience, that are synesthetic, very synesthetic, again, like, you know, it's not just like, you know, this, your visual field vibrating here is your visual field coupled with a particular sound coupled with a tactile feeling. And all of that is in one of these, you know, symmetrical relationships. It actually is instantiated as symmetry group, mathematically speaking, and it's emitting energy, it's emitting waves of energy within the experience that carry that timber, that high dimensional timber, and they get in tune with one another. And now because they're complex and synesthetic, they may manifest as like entities, or they manifest as what I call qualia critters, or they manifest as like, you know, crazy tentacle branches that go across the visual hierarchy, weird synesthetic stuff. But those are the generators of the resonant modes of your experience. And as a consequence, they are the, in a sense, the metronomes, whose timber you need to harmonize. Now, the vibe of the space, we would claim would actually be the aggregate harmony of all of the representations within your experience. Mike Johnson also, in particular, like he was suggesting that yeah, basically, both Mike and Lehar arrived at this insight independently, which was that each of these representations, yeah, basically have their own. Yeah, basically, there's a correspondence between shape and sound

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text:
that is very deep, actually shape and vibrational modes. Okay, so rather than you know, 4689 1216, the Pythagorean, you know, sacred numbers, it's actually going to be something more complex. It's not going to be just numbers, although with numbers, you could describe it is going to be, for example, a hexagon, together with a, you know, 120 cell, which is a, you know, four dimensional dodecahedron, together with this particular hyperbolic honeycomb, together with like a weird cylinder thing with, you know, spinning colors, and those things, simultaneously, they generate a beautiful vibe, which is that as an aggregate, there is a tremendous amount of consonants in their inter relationships. And I think, eventually, we will hopefully get to the point where we can actually infer from first principles, what do the heaven realms of DMT look like and feel like, because we will know, you know, from a scientific point of view, actually, what are the what is the wave equation that describes these particular resonant modes. And as a consequence, yeah, being able to derive what is actually the best vibe, what is the most heavenly, blissful, enlightened, liberating vibe that you can experience in DMT, or otherwise. So, so, so yeah, there's all of that. I also have kind of yeah, this this vision, imagine of you and there's kind of these crazy things also, like on DMT, you enter these like space inhabited by a lot of let's say, like, you know, monks that are also elves, and they're all meditating and singing and chanting around like this hexagon shape, or I don't know, it looks like a high dimensional hexagon weird thingy. And, and everybody is kind of like in tune with one another. And there's like other things going on as well. But like the hexagon is like there at the center. And then like, out of curiosity, you go there and like you touch it, or maybe you replace it by a pentagon. And then everybody gets super upset. And like, really is like, why? Why a pentagon? Why? What are you doing? Why? No, you just ruined everything. And, and that's because maybe that hexagon was actually load bearing for the consonants of the entire space. And by replacing it by a pentagon or another high dimensional equivalent shape, you are ruining everything. Basically, in bad realms, things just feel off, you know, these like in a lot of like literary, you know, kind of like poetic description, people say like, yeah, I was in such a bad mood that even, you know, my shoes looked off, like, or Lovecraft, you know, like these weird, horrible places. Yeah. Yeah, in truth, substitute the hexagon with a pentagon, and everything might feel off all of a sudden. And it's going to be this deep, weird, spiritual mystery, until you analyze it through the lens of, you know, musical, generalized music and musical scales for higher dimensions and other, you know, hyperbolic

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