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of aromatics. Why? Because, okay, aromatics are things such as, you know, spices like oregano, dill, you know, things like that. And very typically aromatics tend to have things such as caryophylline and pisamine and limonene and myrosine and pinene and saponine. Kind of like there's a cluster of aromatic aroma chemicals. You know, when somebody says like they like an aromatic fougere, you know, aromatic here doesn't mean just that it smells like something. It means it's kind of a fougere that is like spiced up. You know, it may be something like, oh, it has like some basil as well, or, you know, nuances of dill or something like that. Now, coriander is really, really interesting because of all of the aromatics is, as far as I know, the one that has the highest, highest linalool content. And if you know anything about, you know, my conversations on scents, you know, I'm a very big fan of linalool. And linalool, essentially something like 40% of lavender oil is linalool. It kind of like adds reverb and depth, kind of like an ethereal intensification of whatever you mix it with. And, you know, other things that have a lot of linalool are things like lavender, bergamot, neroli, and pettigrain. In particular, those four examples that are provided also have a lot of linalool acetate, which is the second most, you know, common aromachemical in lavender, making up to something like 20, 30% of lavender oil. Linalool acetate adds kind of like a dry facet to it. Now, coriander doesn't have linalool acetate in large amounts, but it has something that is very similar, very, very, very similar in effect, which is geranyl acetate. Almost indistinguishable, I think for a lot of people. Geranyl acetate might be a little bit more sour, but yeah, I mean, you know, a typical coriander oil would be something like, you know, 60% linalool, 15% geranyl acetate. So, you know, strong kind of like a lavender core. And then just a long tail of like classic aromatic molecules, like yeah, carrierphiline, maybe 3%, camphor 3%, bisamine, you know, 2% or something like that. Now, coriander is also interesting from a qualia perspective, you know, from another angle, which is cilantro. Well, okay. Coriander as a spice is essentially powderized cilantro seeds, you know, but like cilantro, the leaves themselves tend to have a lot of aldehydes, such as decanal, 2-decanal and 2-undecanal. And for a certain percentage of the population, including me, actually, that tastes like dish soap. And it's one of those very stunning, clear examples where, you know, the input to qualia mapping for a particular individual may be different than what other people are used to. So like cilantro legitimately tastes like soap to a certain percentage of the population and not for everybody else. I will add that, you know, coriander also has a lot of limonene versus to other aromatics. So it actually ends up being something like the

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text:
equivalent of bergamot as well when it comes to aromatics. And I recommend cooking with it. I had kind of my coriander period when everything I used to cook had a bunch of coriander just to see how it would do. And I would recommend trying it with asparagus and string beans and mushrooms, maybe kind of like an unexpected place where to add coriander that at least in my experience was a very good fit. So I mentioned as well, there's this very cool perfume by Jean Couturier, which is based around coriander. And it's very interesting. I don't think the valence is that good, actually. And it's very flat, both in terms of its dimensionality and also in terms of its peach. So it's kind of like, you know, it's a little bit citrusy, but like, you know, if lemon is kind of like a sharp, a sharp kind of like citrus, mandarin would be like a flat citrus in the sense of like musical, you know, like lower, lower peach. This particular, you know, cologne, this coriander would be even more flat. It's kind of like even below mandarin, which is very interesting and relatively cheap. So I don't think it's a beautiful scent, not something I would wear for the sake of maximizing valence. But, you know, it's one of those things you could wear for a while to kind of like give a flavor for that time period in your life that you will for sure remember because it's characteristic. All right. So moving on to the slicing problem. So as I was saying, like the target of these thought experiment are essentially theories of consciousness that say something like consciousness is an emergent property of, you know, classical information processing systems. You know, in particular, anybody who says, you know, if you program a classical digital computer in the right way, you will be able to experience, you will be able to have it, have consciousness as an emergent effect. So the slicing problem targets that, that kind of, that kind of view. But it also targets kind of like other theories such as like integrated information theory, essentially, like also any theory that uses notions of classic causality or functionalism. So, you know, the slicing problem really targets a huge number of theories. And in fact, the vast majority of theories that are currently being considered seriously in academia, you know, for example, like the recurrent theory, like if you think that consciousness is something that emerges out of like some kind of like recurrent connections in neural networks, or you know, something like, like workspace, global workspace theory and things like that. If you think that it gives rise to consciousness, then the slicing problem will apply. And as a consequence, I think significantly weakens the credence that I think you should give to that class of theories. Okay, so what is, what is the slicing problem? I'm actually going to start

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text:
a little bit with how I came to it. So I remember in a class called SimCease 100, Symbolic Systems 100, which is a introductory class to cognitive science at Stanford, I took it as a freshman, I was, you know, already very determined to understand consciousness and study it. So like, you know, right off the bat, I kind of like took courses relevant to that is a class that I actually ended up TAing, you know, four years afterwards during my master's. And one of the things that you know, you review in that class are things such as, you know, Searle's Chinese Room, which most of you probably have heard of it, but essentially you have like a little person inside a room that is getting Chinese symbols. Then that person goes through a kind of like rule book and does operations and essentially modifies the Chinese symbols until it gets an output and delivers it outwards. And the point is like that person doesn't know Chinese, but from the outside, it seems like the room understands Chinese. Okay. Very simple, very simple way of describing it. And you know, the, I think like the most common powerful reply to the Chinese room is this idea of the system reply. Like, okay, the person does not understand Chinese, but the system as a whole does. And more so that it's kind of like a slate of hand to imagine there's like a person, you know, looking at a rule book and doing operations because it would be completely unfeasible, you know, computationally untractable to do it that way. And if you were to actually do these in a way that produces, you know, a believable chat bot, maybe, you know, the next iteration of chat to GPT or something like that, it would actually require a huge system where maybe the person is actually just kind of like a tiny attention head that is updating, you know, a massive, massive, massive computer, perhaps the size of a country or something like that. And so in practice, it's kind of like a slate of hand is deceiving. You would require a much more than the thought experience would make it out to be. Well, you know, several, you know, would argue that it actually, that actually does not matter because the person all is doing is essentially syntactic operations. And no matter how many syntactic operations you perform, you will never get syntax. I personally don't think that the question that is the most relevant and interesting or philosophically fundamental here is, can the system understand? Because it's not that interesting of a question. I mean, it's like, there's many ways of defining understanding. And in some of those definitions, yes, a Chinese room trivially understands. In other definitions, it doesn't. I think the more fundamental question is, is a Chinese room generating consciousness? And then we can essentially try to ground the concept of understanding in terms

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of qualia states. In other words, I find the question of whether something understands or not to be the most meaningful and significant when we're talking about is such a system producing qualia states, you know, moments of experiences that have the proper kind of configuration and richness of phenomenology that we talk about as understanding. And I don't think we understand understanding at that level, but we do know for a fact that a precondition for it is consciousness. That, well, and also at least like some threshold of information content, right? Because if you're like, let's say on the eighth Janna, you know, the sphere of neither perception nor non-perception, I would argue that, okay, you're probably not going to be understanding the proof of mathematical theorem because you simply don't have the number of, you know, symmetry breaking operations to encode the minimal information set that such understanding would require. You know, to understand a proof, you need to understand kind of like through a series of symmetry breaking operations, like enough, you know, pinches and shear points and imperfections to actually encode the path, you know, along which the information gets driven. And so, you know, for understanding, I think we require both consciousness and also a threshold of information content, but also the information content has to be encoded in a way that is native to consciousness itself. And I think like, okay, that remains an open question. Like what does, what does it mean to do that? Now, I remember thinking, okay, so the more relevant question is can the Chinese room generate states of consciousness that, you know, have like semantic qualia, so to speak? And the thing that I started wondering is, well, what if we modify some parameters here? Does it matter if the book is larger? You know, maybe we have like a very large rule book, a very small rule book. You can maybe see it with a magnifying glass or something like that. Does that matter? Well, it clearly doesn't matter when it comes to the, you know, input to output mapping. But, you know, if you say, okay, that doesn't matter, it allows you to make more and more transformations of increasing kind of like weirdness. You know, you can elongate the room, elongate the person inside it, in some sense, kind of like add a lot of kind of like redundancy along one dimension. Would that matter? Or you could like twist it around. Would that matter? You can make it more heavy. Would that matter? And it really wouldn't, right, in all of the circumstances, you know, unless, let's say you miniaturize it to such an extent, that you cannot actually kind of like instantiate a person or instantiate like a rule book with enough information content to be able to instantiate the program and so on. But by and large, there's like a lot of transformations that don't seem to matter. And then I

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text:
thought of, well, okay, let's kind of like abstract these away. And we have rather than, you know, the person in the Chinese room, you simply, you know, think in terms of a Turing machine. Again, you have, you know, a Turing machine. Most of you have encountered it, but it's kind of like a minimal, you know, computational system that uses like essentially a long tape of ones and zeros. And the ability to kind of like, you know, edit those numbers in terms of a program that essentially is kind of like a cellular automata, but essentially also tells you like where to move and, you know, whether to edit a particular cell. So if you transform, you know, your Chinese room into a Turing machine, all of a sudden the redundancy becomes even more clear, right? Because it could, however I was imagining it, right, is kind of like you'd have like a Turing machine implemented with rocks, you know, either black rocks, white rocks in a very long beach, right? And essentially each state is kind of like getting piled up in a row, you know, it's kind of like every, you know, rank would be an iteration and every file would be like a state or something like that, one of the cells. So if you keep doing this, right, running the program will eventually be kind of recorded in the beach as essentially these like two-dimensional lattice of either black or white rocks. You know, the idea that of course like this is going to be generating a state of consciousness. If you're instantiating, you know, a neural network that is processing visual data and semantic content and so on, of course it's mind-boggling. That said, obviously just because it's mind-boggling, just because it's counterintuitive shouldn't be, you know, an argument against it. You know, I think like reality probably will have like things that sound as absurd as its underpinnings, mostly because everything that, you know, sounds intuitive, we've already exhausted and it doesn't seem to work, right? So, okay. So yes, like a Turing machine producing consciousness sounds absurd, but we don't know if it really is. That's why we need, you know, actual kind of like detailed thought experiments and reductio ad absurdum. So I then imagine, okay, what if like maybe we don't necessarily make it into Turing machine that is one-dimensional and you bring code the time as kind of like layers. We could also think about it as flatland. You know, we kind of like flatten the Chinese room into two-dimensional surface. And then, then I thought, well, in that case, it seems like kind of the height of it would be redundant. And what would happen then if you were to slice it? Okay. So here is where it gets really weird because if indeed, you know, you can transform the Chinese room into something that is like actually kind of like two-dimensional and you know, the

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text:
height is redundant. And the only thing that actually matters for it to generate consciousness is the information, quote unquote, the information processing that it is capable of doing. Then when you slice it, it would seem that you will be doubling the amount of consciousness. Now, right off the bat, somebody will say, especially, you know, functionally, so have beaten the bullet will say, well, yes, I knew that because quote unquote amount of consciousness is ill-defined, you know, it's a confused concept, but is it really? I mean, I would claim that every moment of experience actually has a finite amount of kind of like points of qualia. You know, schematically, you could imagine taking your visual field and decomposing it into kind of pixels of experience. It's not exactly like that, you know, because actually the geometry is variable. You know, it's not actually just like a lattice. You know, it's not like made of voxels because again, like very strange things like you can take DMT and then the geometry changes to something hyperbolic. The geometry, I think it's actually emergent out of, you know, binding connections and you can have very strange geometries. You can have higher dimensions implemented, but you can kind of like segment your experience into tiny specks and then count how many of them there are and weight them by their intensity. And that will give you sort of like a quantity, right? Is something that at QRI we talk as the Hamiltonian of consciousness. Roughly, you know, with an analogy to physics where the Hamiltonian of a system is the total energy in that system, where some of that energy could be located in terms of potential energy, some of it in kinetic energy, you know, some of it in magnetic momentum, many, many ways in which energy can manifest. But the point is that within a closed system, energy remains constant. And really, you know, you're kind of exploring a slice of the Hamiltonian and just like changing the state while maintaining the energy constant. Likewise, you know, on a DMT experience where there is way more qualia per moment of experience, you know, you can transform these kind of like neutral consciousness, amount of consciousness from visual intensity to tactile intensity to audio intensity or to cross modal, you know, multi-modal, let's say like kind of like couplings between visual field and tactile field and so on. All of that, you know, sure, it's changing and modifying, you know, acceleration and movement that also kind of accounts towards the total energy. But, you know, if you've stabilized, you know, what level you're at on a DMT experience, the total energy, the total consciousness will be constant, even though the way in which it manifests changes. And for sure, I mean, this is something you can, of course, verify. You can ask anybody who very recently had a DMT experience. Yeah, the total amount of qualia per second vastly

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increases. So I think there's a very, very, very meaningful sense in which you can say the amount of consciousness on a given, you know, subject of experience in a particular moment in time. And yes, if you transform the Chinese room, which presumably, according to functionalist theories, would be conscious into a two-dimensional world and then you slice it, within those premises, you just doubled the amount of consciousness. So what's up with that? Okay, so that's where I left it. And, you know, that was like many years ago, like probably over 10 years ago. More recently in 2021, we were thinking about, okay, what are some papers that we could write as QRI to start publishing in academia? And, you know, actually we have a backlog because there's, you know, our solution to the binding problem, symmetry theory of aliens, neural annealing, nonlinear wave computing, you know, logarithmic scales of pleasure and pain. There's a bunch of things that actually we intend to, you know, actually publish in academia, publish in philosophy or psychology journals. But, okay, let's start with something relatively simple, something relatively tractable that I think will give us a sense of the difficulty of getting these things published. And so, you know, I actually wrote several drafts for several possible papers with the help of Jeremy Hadfield and Andrew Suckerman. We narrowed it down to a couple and then made a draft for those. And the one we selected for working together on was the slicing problem. And yeah, you know, collaborating with them and then mostly with Andrew Suckerman. And then essentially I started collaborating with Chris Percy. We did a very, very significant edit to the write-up. And so the final two co-authors were me and Chris Percy, even though we of course acknowledge Jeremy and Andrew on the acknowledgement section. So the thing that we kind of like made these much more rigorous and capable of actually getting published is that, well, here's a problem. If you just say as part of like the thought experiment that you take, you know, an information processing system that generates consciousness and you make it two-dimensional, there's something that is kind of like tricky and unclear if it is even possible. And that is that it's not clear if, you know, actually you can kind of like reroute around the information in a two-dimensional space. You know, like you've probably seen those, you know, like that puzzle of like there are, you know, three utilities and three houses and you have to connect every house to every utility without like crossing them. Well, in two dimensions that is not possible, right? As an aside, I once posed that problem to my elementary school teacher and I think he spent something like five hours trying to solve it and it was totally just trolling him because, yeah, there's no, actually no solution to it. And you can prove that there is no solution to

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text:
it with Euler's equation, I think. The point is it's unclear, you know, if you can actually do all of the necessary operations for kind of like an arbitrarily large Turing machine, completely embedded in two dimensions, at least we didn't know, right? So like that was kind of like a limiting factor on actually kind of like publishing this. But then we thought of what if we instead just make the transistors or let's say the logic gates two dimensional and we connect them along the third dimension. And so you can like, you know, you can stack them, you can make very complicated circuits taking advantage of three dimensions, but in such a way that like the cables, you know, that connect them could be sliced as well in addition to the logic gates. Well, and then to kind of like make it very beautifully explicit and clear, we decided to make these water logic gates and kind of like water tubes. And we found a very, very simple implementation of a couple logic gates online, which we credited the person who discovered it. And you can see the visualizations on the paper. Very, very simple. Essentially is a kind of like the system where if two streams of water come at the same time, they collide and they will go through an end tube. And if there's only one, you know, only one stream of water, it doesn't collide. And then it reroutes around, it could go in either direction. It could be from here, from here, reroutes around and ends on a different tube, which is essentially a XOR, you know, an exclusive, exclusive OR. And with those two, essentially you can create a NAND gate. And as a consequence, you can make arbitrary, arbitrary, you know, logic gates. You can make arbitrary computations at that point, binary, binary computations at that point. There's a couple, I thought like rather insignificant kind of like details here such as, well, with the AND gate, you like double the amount of water, but that is like, you can easily deal with it by essentially dividing the water in half already. And you can have a clock and a source of water. And essentially you can, you know, patch the little kind of like, you know, kind of like little puzzling things in order to actually make this, probably not a realistic system in terms of like actually implementing it, but something that is like theoretically perfectly viable and consistent with everything that we know. And okay. So like we patched those little kinks and voila, we have a water-based, slicable, two-dimensional computer that can represent any, you know, Turing machine. And for that matter, like essentially implement any information processing system that could be implemented with a digital computer. And actually, you know, it's a very broad class of computational systems that this can tackle. Okay. So let's get into the argument here. What is going on here?

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text:
So we define this idea of a consciousness multiplying exploit. Essentially it is something that you can do to an information processing system that uses minimal, minimal energy or minimal matter, minimal action that will drastically increase the amount of consciousness that the system has. And we think that is very reasonable, you know, to expect that, you know, whatever actually implements consciousness will not have consciousness multiplying exploits. And there's many reasons to expect this, but essentially, you know, it sounds kind of extremely unlikely, you know, a priori that you can do something like slice the computer and then slice it again and slice it again and slice it again, slice it a million times. You started with the same amount of matter and same amount of energy. And just by doing that, you know, you're multiplying the total amount of consciousness by 1 million. And you know, okay, our thought experiment relies on you not wanting to have consciousness multiplying exploits. We can definitely, you know, anticipate some people are like, oh yeah, there's no problem. There's no problem with kind of like arbitrary amounts of consciousness that you can obtain with arbitrarily small interventions. No problem at all. Okay. If that's you, then probably, you know, the slicing problem is not going to go very far as far as an argument goes. But we think that most reasonable researchers who are not already committed to a particular theory of consciousness will, okay, take this into account at the very least. And hopefully, quite a bit of them, you know, quite a few of them will actually take this very seriously as a constraint. It's like, okay, sure, you can wiggle the amount of consciousness, but only in so far as you're maybe like taking consciousness from somewhere else, or maybe in proportion to the amount of information content that you're increasing into the system. But yeah, in the case of the slicing problem, that's not that at all, right? Like very simple intervention, minimal information content itself that drastically multiplies consciousness. You know, and there's also kind of like, you could do the flip side, which would be like the, maybe the layering problem as opposed to the slicing problem, which is when you add additional, you know, depth to it, and you can put more and more and more and more matter implementing the system without changing the amount of consciousness. So, okay, like the very formal argument is, assume you don't want consciousness multiplying exploits. Oh, and also you want kind of like the second condition. Most people don't realize, you know, this is kind of a problem, but hopefully we'll be clear why it is so strange and absurd and undesirable, which is a kind of like undefined variables or on undefined ownership of Quilia. So more so there are like two subtypes here. First, you can have what's called the type interpretation or the token interpretation. So in type theory, if you

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text:
create two systems that are producing the same information content, you know, the exact same computation, you could say, well, maybe from kind of like a platonic sense, they're the same system, you know, and there's already kind of like issues with that, which is that, okay, if you're suffering intensely and you could slightly modify your experience to be still suffering intensely, but identical to somebody else's suffering, you just actually, you know, collapse the amount of suffering in two, right? Like you, and likewise, the other, you know, if you're experiencing intense bliss, it better not be an identical kind of bliss as what somebody else already experienced, because in that case, you actually are not adding anything to reality. So, okay. Type theory, I think, you know, there's reasons to discard it prima facie, you know, a priori from the very beginning, because it has all of these kind of very, very, very unfortunate consequences, absurd consequences, illogical consequences. But you know, I think a lot of people actually believe in type theory. I know, yeah, very smart people like, you know, Scott Alexander, I think actually a lot of like rationalists would probably say they identify with type theory, that you are not in a particular universe, but you're actually whatever, you know, in from, you know, whatever algorithm that you are on a moment in time, it's kind of like in a state of superposition of all of the times it has been instantiated across space and time in all of the universes in the entire multiverse. You know, okay, I don't, I don't think so. I think actually there is more to who you are than the actual internal information content of who you are. But that's, you know, it's a long rabbit hole, a different conversation. Whereas like token, you know, the token account is where you say, yeah, it doesn't matter that these are two copies. They're actually two different moments of experience. And ultimately they add up, you know, to the total amount of consciousness in the universe. How can this make sense? I'll do like make a very quick aside, which is actually I think like the one electron theory of the universe where, you know, everything is actually a pattern of superposition of one electron moving backwards and forwards in time and interfering with itself. It can handle, you know, the token theory with no problem, which is, you know, actually it's fine if, you know, the one electron arrives, you know, arrives to a configuration it's been before, there's no problem. It just means, you know, if there's like many copies of those, you will be statistically be hanging out in that configuration more frequently because there's more copies of it. You know, that's no problem, you know, but ultimately you can still kind of like count how much consciousness there is in terms of how long, you know, is the path of, you know, the cumulative experience

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text:
of the one electron bouncing backwards and forwards in the universe. But okay, so like the token theory, essentially, yeah, when even when something is a copy of something else, a moment of experience, it's fine. It's still more consciousness. Okay, so we claim that the slicing problem, you know, rules out something like functionalism, rules out these, you know, computational theories of consciousness independently of whether you take the token or the type interpretation. Okay, so this is the, you know, argument tree. Let's say that you take the token interpretation. Well, the moment you sliced it, you finished the slicing it, right? You created double amount of consciousness. Okay, so that's kind of like a discontinuity, discontinuity in nature, all of a sudden, bam, you just double the amount of consciousness. And that's a consciousness multiplying exploit. And we want to avoid that. How do we avoid that? Well, somebody could say, actually, the amount of consciousness is increasing smoothly from the moment you start slicing it, right? There's like a moment where like, the cut, you know, has covered like 1% of the computer, that like the cut has covered 2%, and so on. And so like, the amount of consciousness maybe is increasing smoothly across that cut. But here's a big problem, which is that, okay, let's say that the cut already, you know, went through the visual system, or something like that. You have doubled the amount of visual qualia. But it hasn't doubled the amount of let's say, tactile qualia. Who does that extra visual qualia belong to? Right? So, if you have like this notion of transitivity of consciousness, transitivity of binding, which I think it's a very important constraint on any coherent theory of consciousness. Well, this visual qualia must belong to some experience. Like, what are you going to say? Are you going to say that the visual qualia is just kind of hanging in there? And like, it has the rest of the experience being kind of epiphenomenal? And actually, which of the two sides would be the one that is disconnected from the other? So, you know, issues of like, ambiguous boundaries actually also rule out these as being coherent or sensical or logical in any way. So, it's not the token, right? Like, the token account gives rise to these paradoxes. So, what about like the type? You know, the type interpretation? Well, they would say, actually, as you slice, slicing happens. There's no problem. And the moment you finish slicing it, you still haven't done anything. Because both sides are actually still identically the same system, right? You haven't actually produced any new consciousness. And, you know, if they haven't thought about it too deeply, they might say, and therefore, my type theory of consciousness, of identity, you know, it's untouched by the slicing problem. But I would say, no, no, no, you just need to think about it deeply, more deeply. So, okay, sure, you finish

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text:
slicing it, you didn't double consciousness. So, okay, you don't have a consciousness multiplying exploit yet. But now how these two, you know, slices evolve in slightly different ways. Okay, so now you have this problem where either you get a completely new consciousness, the moment there's any amount of divergence, and that would be, you know, a consciousness multiplying exploit right there. You know, it's like, it's not only about slicing, it's slicing and, you know, infinitesimally changing one side, and then doubles the amount of consciousness. Alternatively, if you don't like that, then again, you can try to go through kind of like a smooth transformation, a smooth increase. But then you have the same problem, which is boundary, boundary ambiguity. So let's say you evolve the visual field of one of these slices. That difference, that delta in visual qualia, who does it belong to? And what is it attached to? You know, do you just create like one second, one tiny speck of consciousness because of that delta? Where is it? Does it belong to this experience or to this experience? Well, actually, it would be undefined, right? Because if it belongs to this experience, then all of a sudden, yes, you actually doubled the amount of consciousness and you're back again to the consciousness multiplying exploit. And, you know, if it doesn't belong to it, then binding is actually not transitive, right? So in either circumstance, you get again, a consciousness multiplying exploit, or, you know, incoherent boundaries, you know, and again, well, and I guess like this concludes the argument, right? Like, either way, take the type or token, and you either get boundary issues, not of the, you know, personality sense, but boundary issues in the sense of the boundary problem, or consciousness multiplying exploits. And again, to the extent that you don't want them, then that's a very big problem for the theory. Okay, so what can we do about this? I would claim that TRI's theory of consciousness, or at least like the explanatory space, you know, that we inhabit doesn't have any problem when it comes to slicing. And I can explain why. So the very first intuition pump here is that there can be redundant dimensions to consciousness that are epiphenomenal, insofar as their input output mapping is concerned, but that do modify the quality of experience in a way that if there were additional components to your experience, you would be able to make non epiphenomenal. So here, one example is, okay, yes, assume that you know, a quasi two dimensional system made of fields of physics could actually be, you know, conscious in create bound experiences, and that it could be sliced. And it could be sliced actually in a way that preserves the input to output mapping. Would that double the amount of consciousness? No, actually, the sort of thing that we would expect to happen in that situation would be that you now have two

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