r/GnosticChurchofLVX

▲ 11 r/GnosticChurchofLVX+1 crossposts

Physicalism cannot claim knowledge of the external world (leads to solipsism)

  1. Physicalism claims that all reality is physical
  2. Cognitive states exist in reality
  3. Cognitive states are physical
  4. Physicalism claims that there is a mind-independent physical reality
  5. Physicalism claims that physicalism can be known to be true
  6. Knowledge claims are cognitive states, and therefore physical
  7. Therefore, to know that physicalism is true, a cognitive state must accurately map onto the mind-independent reality it is about
  8. Therefore, physicalism requires that at least some mind-dependent cognitive states accurately correspond to mind-independent physical reality
  9. That mind-dependent cognitive states accurately correspond with mind-independent reality is not automatically justified
  10. Any justification used to establish this correspondence is itself another cognitive state
  11. Therefore, the justification is itself another physical cognitive state
  12. Therefore, physicalism must rely on a physical cognitive state to justify the claim that physical cognitive states reliably track mind-independent physical reality
  13. This is circular, as it presupposes the point in question
  14. Therefore, physicalism cannot non-circularly justify the claim that cognitive states accurately represent mind-independent physical reality
  15. Hence, physicalism cannot justify access to reality beyond mind-dependent states
  16. Hence, physicalism cannot justify the claim that all reality is physical
  17. But physicalism claims that physicalism can be known to be true
  18. Therefore, physicalism contradicts its own claim to knowledge
  19. Therefore, physicalism is false

——

By 15, physicalism leads to epistemic solipsism

By physicalism, I mean ontological physicalism. Agnosticism to what mind-independent reality is like is not compatible with physicalism.

This argument is agnostic to what epistemological framework you use. Corresponding to an external physical state is NOT the correspondence theory of truth. It means regardless of what you call it, the cognitive state behind the knowledge claim and what the knowledge claim is about are both physical states. Hence, physicalism has to justify why the former accurately maps onto the latter. They can’t do this without circularity.

The only way to avoid this is by asserting as a brute fact that some cognitive states accurately map onto physical reality. Not only is this circular (presupposes physicalism is true), it leads to panpsychism when taken to its logical conclusion.

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u/Azehnuu — 1 day ago
▲ 13 r/GnosticChurchofLVX+1 crossposts

What would you do to fulfill these requirements without deluding yourself?

This is a quote from Robert Anton Wilson's "Cosmic Trigger."

"[I recommend against trying Crowley's] more advanced techniques without (a) being in excellent health, (b) being competent in at least one athletic skill, (c) being able to conduct experiments accurately in at least one science, (d) having a general knowledge of several sciences, (e) being able to pass an examination in formal logic and (f) being able to pass an examination in the history of philosophy, including Idealism, Materialism, Rationalism, Spiritualism, Comparative Theology, etc.

"Without that kind of general knowledge and the self-confidence and independence of thought produced by such study, magick investigation will merely blow your mind. As Brad Steiger has said, the lunatic asylums are full of people who naively set out to study the occult before they had any real competence in dealing with the ordinary."

Specifically c, d, e, and f.

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▲ 1 r/GnosticChurchofLVX+2 crossposts

I Didn’t Set Out to Build a Theory of Intelligence. I Wanted to Answer One Question.

For the couple days, I’ve been working on a framework that eventually became what I now call Recursive Model Integration Theory (RMIT).

It didn’t begin with artificial intelligence.

It didn’t begin with neuroscience.

It didn’t even begin with cognitive science.

It began with a simple psychological observation.

How does a mind decide which ideas become part of itself?

That question sounds almost philosophical, but the more I thought about it, the more it felt computational.

Every day we generate thousands of thoughts.

Some disappear instantly.

Some become beliefs.

Some reshape our identity.

Some change the trajectory of our lives.

Why?

The first observation

I noticed something obvious that I had somehow never explicitly considered.

The human mind seems to perform two different kinds of work.

One part constantly produces possibilities.

It imagines explanations, predicts the future, invents stories, proposes solutions, dreams, worries and creates.

Another part decides whether those ideas deserve to stay.

At first I called these processes the Storyteller and the Reality Checker.

The Storyteller imagined.

The Reality Checker compared those stories with experience.

But after some time, I realized the names were too human.

The same computational pattern seemed to appear far beyond storytelling.

Scientists generate hypotheses.

Engineers generate designs.

Artists generate compositions.

Large language models generate candidate continuations.

Stories were only one example.

So the Storyteller became the Generator.

The Reality Checker became the Integrator.

The insight that changed everything

At first I assumed the Integrator was simply asking:

“Is this true?”

I now think that was wrong.

The Integrator evaluates every new representation through the lens of everything that has already been integrated.

Your beliefs influence which new beliefs you accept.

Your identity influences which identities feel possible.

Your existing knowledge influences what explanations seem reasonable.

Two people can hear the exact same argument and reach completely different conclusions—not because the evidence changed, but because their internal representations are different.

While developing the architecture, another realization emerged.

Not every decision requires modifying the Internal Graph.

Sometimes intelligence simply reacts.

If you touch a hot stove, you pull your hand away before constructing a new internal model.

If you’re walking and lose your balance, you correct your posture almost instantly.

If you’re cold, you put on a jacket.

These responses preserve the organism without reorganizing its representational structure.

I eventually started thinking of these as two different operational modes of the Integrator.

Fast Lane

The Fast Lane responds directly to incoming sensory information.

Its objective is immediate homeostasis.

No reflection.

No restructuring of the Internal Graph.

No long-term learning is necessarily required.

It is optimized for speed rather than representational change.

Slow Lane

The Slow Lane is different.

Here, candidate representations generated by the Generator are compared against multiple sources simultaneously:

  • the existing Internal Graph,
  • current sensory interaction,
  • previously integrated representations,
  • and the organism’s current physiological state.

Only representations that survive this process become integrated.

This distinction helped explain why not every action changes who we are.

Some actions simply keep us alive.

Others reorganize the architecture itself.

Why Some Beliefs Refuse to Change

Another question naturally followed.

Why do obviously incorrect beliefs sometimes survive overwhelming evidence?

If integration depended only on logical consistency or predictive success, this shouldn’t happen.

Yet in real life it happens constantly.

That suggested that every representation possesses at least two independent properties.

Predictive Weight

Predictive Weight measures how reliably a representation helps the organism anticipate future interaction with reality.

Representations with high Predictive Weight tend to produce accurate expectations and useful behavior.

They are computationally valuable because they improve future adaptation.

Somatic Cohesion

Somatic Cohesion measures something different.

It reflects the physiological and emotional investment attached to a representation.

Some beliefs become deeply connected to identity, social belonging, personal history, fear, attachment, or survival.

These representations become computationally expensive to replace—not because they are necessarily accurate, but because changing them would require reorganizing large portions of the Internal Graph.

This distinction immediately explains a familiar phenomenon.

A representation can possess relatively low Predictive Weight while simultaneously possessing extremely high Somatic Cohesion.

In other words...

A belief may be objectively wrong and yet remain extraordinarily stable.

Not because the mind refuses evidence.

But because changing that belief would destabilize much larger regions of the existing representational architecture.

From this perspective, belief revision is not merely a logical process.

It is a process of reorganizing an entire computational system.

This also suggests a different interpretation of therapeutic change.

Therapy is often less about presenting new information and more about gradually reducing the cost of integrating new representations into an already established Internal Graph.

That led to another question.

Where are those integrated representations stored?

The Internal Graph

The answer became what I call the Internal Graph.

Not a memory of raw experience.

An evolving network of representations that have survived repeated integration.

This graph became the center of the architecture.

The Generator uses it to construct new possibilities.

The Integrator uses it to evaluate those possibilities.

Both processes depend on the same evolving structure.

Every successful integration changes the graph.

Which means...

every successful integration changes both future generation and future integration.

Learning changes the process of learning itself.

That became the recursive core of the theory.

Compression wasn’t the beginning

For a long time I believed compression was the central idea.

Eventually I realized I had confused a consequence with a cause.

Compression is already happening before conscious thought begins.

Our sensory systems never provide direct access to reality.

They discard almost all incoming information and preserve only useful regularities.

Perception itself is compressed.

Concepts compress repeated experiences.

Scientific theories compress thousands of observations.

Identity compresses decades of life into a relatively stable model of who we are.

Compression is therefore not a separate algorithm.

It is an unavoidable property of finite intelligence.

As the Internal Graph grows, it cannot simply accumulate information forever.

The graph must reorganize itself.

Representations become abstractions.

Abstractions become hierarchies.

Knowledge becomes increasingly reusable.

Compression emerges naturally.

Not because the architecture tries to compress.

Because finite systems have no alternative.

The Consequences of the Architecture

The most interesting aspect of RMIT isn’t Generator, Integrator, or the Internal Graph individually.

It’s what naturally emerges once these three components recursively interact.

If the architecture is approximately correct, many phenomena that are usually studied independently become different expressions of the same underlying computational process.

Beliefs become stable representations that have repeatedly survived integration.

Knowledge becomes the organized structure of the Internal Graph rather than a collection of isolated facts.

Identity becomes the most densely interconnected and stable region of that graph, explaining both psychological continuity and resistance to change.

Creativity emerges when the Generator combines distant regions of the graph to construct representations that have never previously existed.

Insight occurs when a single integrated representation reorganizes large portions of the graph, allowing many previously disconnected observations to suddenly become coherent.

Expertise emerges as repeated integration creates highly compressed domain-specific subgraphs that dramatically improve future generation.

Trauma can be interpreted as representations with extremely high physiological commitment but poor integration into the broader graph.

Healing then becomes the gradual reintegration of those isolated regions into the larger representational structure.

The architecture also suggests a different way of thinking about intelligence itself.

Intelligence may not be best understood as prediction, memory, or optimization alone.

Instead, it may be the continual recursive reorganization of an evolving representational system.

A Possible Bridge Between Disciplines

One reason I’ve continued developing RMIT is that the same architecture appears capable of describing problems traditionally studied by different fields.

In psychology, it offers a computational interpretation of internal dialogue, belief formation, identity development, therapeutic change, and creativity.

In neuroscience, it provides a possible organizational framework connecting imagination, executive evaluation, memory consolidation, distributed brain networks, and embodied regulation into a single recursive process.

In artificial intelligence, it suggests an architecture for continual learning in which generation, integration, persistent representation, and recursive self-modification naturally emerge from the same computational cycle.

This does not mean these fields are identical.

Nor does it imply that RMIT replaces existing theories.

Instead, the proposal is that they may all instantiate the same higher-level computational architecture through different physical mechanisms.

If true, RMIT would not simply be another theory of cognition.

It would be a candidate computational framework capable of describing adaptive intelligence across biological and artificial systems.

Intelligence May Be More Distributed Than We Think

One consequence of the architecture surprised me.

If cognition depends on the interaction between a Generator, an Integrator and an Internal Graph, then there is no obvious reason why all three processes must always occur inside a single mind.

Consider a good conversation.

Sometimes you’re the one generating ideas while the other person evaluates them.

A few minutes later, the roles reverse.

One person notices a pattern.

The other integrates it into a broader framework.

Then a new idea emerges that neither person would likely have produced alone.

The conversation itself becomes part of the computation.

From this perspective, intelligence is not simply an individual property.

It can become a distributed process across multiple interacting Internal Graphs.

Trust as a Computational Mechanism

This also suggests an unexpected role for trust.

In most discussions, trust is treated as a social or emotional concept.

Within RMIT, it may also serve a computational function.

The Integrator is naturally conservative.

Every new representation carries the risk of disrupting an already coherent Internal Graph.

Trust changes that balance.

When we trust another person, we become more willing to temporarily suspend immediate rejection and allow externally generated representations to enter the integration process.

In computational terms, trust acts as a pre-integrative filter.

It lowers the effective cost of evaluating and potentially incorporating representations produced by someone else.

This may explain why we often learn more from teachers, mentors, close collaborators, or trusted friends than from strangers presenting exactly the same information.

The difference is not necessarily the quality of the idea.

It is the probability that the Integrator allows the idea to enter the graph.

Human–AI Collaboration

This possibility became particularly interesting while I was developing RMIT itself.

Many of the ideas in this article emerged through long conversations with large language models.

Sometimes I generated the conceptual direction while the model reorganized it.

Sometimes the model proposed a new connection that I rejected.

Sometimes I integrated it.

Other times it helped reveal contradictions I had overlooked.

Neither of us independently produced the final architecture.

It emerged through repeated cycles of generation and integration distributed across two different representational systems.

This experience made me wonder whether future intelligence will increasingly be understood not as something contained within isolated agents, but as something that emerges through recursive interaction between humans and artificial systems.

If that is true, the most important unit of intelligence may not be the individual mind.

It may be the evolving network of minds capable of generating, integrating, and reorganizing representations together.

What RMIT claims

At its core, the theory makes a surprisingly simple claim.

Reality is never represented directly.

Every adaptive system operates on compressed internal representations.

Adaptive intelligence emerges from the recursive interaction between two complementary computational dynamics:

  • the Generator, which constructs candidate representations,
  • the Integrator, which incorporates selected representations into an evolving Internal Graph.

Because both processes depend on that graph, every successful integration changes what the system can imagine, what it can subsequently accept, and ultimately what it can become.

Compression, hierarchy, identity, expertise, creativity and continual adaptation all emerge naturally from that recursive interaction.

What I hope happens next

I don’t think RMIT is finished.

If anything, I think it’s finally reached the stage where it deserves to be challenged.

The most valuable feedback now isn’t agreement.

It’s criticism.

If the theory is wrong, I’d like to understand exactly where it breaks.

If it’s incomplete, I’d like to know what is missing.

And if parts of it survive serious scrutiny, perhaps they’ll contribute—however modestly—to our understanding of adaptive intelligence.

That, more than defending the theory itself, is the goal.

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u/Rector418 — 3 days ago
▲ 30 r/GnosticChurchofLVX+2 crossposts

The Macrocosm in the Microcosm. Geometry, the Golden Ratio, and the Ancient Idea of the Whole Contained Within Each of Its Parts

Thesis. The fractal-holographic ideogram—a golden hexagram that repeats at decreasing scales—translates into a precise geometric language an intuition that humanity has formulated for millennia: that the order of the whole is reflected, entirely, within each of its parts. This article argues that this repetition is not an ornament, but a mathematical consequence, and that its reading intertwines three domains—the geometry of proportion, the metaphor of the hologram, and the ancient correspondence between macrocosm and microcosm—which are best presented together, yet carefully distinguished.

Introduction

There are images that function like a magnifying glass: they do not just show something; they teach us how to look. The figure that inspires these pages does exactly that. On the left, a large circle encloses a six-pointed star with other stars nested inside it, each smaller than the last. A magnifying lens hovers over one of those tiny levels and, when zooming in, reveals something unexpected: within the minuscule part, the complete structure reappears. The small is not a mere detail of the whole; it is the whole itself, at another scale.

This visual operation—approaching a fragment and finding the totality within it—condenses an idea with a very long and, at the same time, surprisingly modern history. On one hand, it connects with the Hermetic maxim "as above, so below" and with centuries of thought regarding the correspondence between the universe and its parts. On the other, it resonates with concepts that contemporary physics has taken very seriously, such as the holographic principle. Between both extremes lies a concrete geometric construction, demonstrable with a ruler and compass, which gives substance to the entire proposition.

The journey followed here respects this triple framework. First, we will examine the figure as a geometric object and why its nesting is necessary, not decorative. Then, we will look at how each level functions as a complete microcosm, linking this idea to the tradition that precedes it. Next, we will address the holographic metaphor with precision, separating what optics describes from what physics asserts. We will close by mapping out the scope of the analogy: where geometry provides proof and where interpretation begins.

1. The Ideogram: A Figure That Contains Itself

1.1. Two Triads and a Golden Ratio

It is best to begin with what is visible. The figure is constructed upon a hexagram: two identical overlapping equilateral triangles, one pointing upward and the other downward, inscribed within a circle. These two triangles are usually read as two triads—one ascending and one descending—and their intertwining is the well-known symbol for the union of opposites.

What is decisive, however, is not the drawing itself, but a proportion hidden within it. If we take one of the triangles and draw a line connecting the midpoints of its two upper sides, and then extend that line until it intersects the circle, the full segment and its inner section stand in the golden ratio. That is, their quotient is exactly Φ = (1 + √5) / 2 ≈ 1.618.

This is neither an approximation nor an aesthetic coincidence: it is a result demonstrated through elementary trigonometry and can be verified numerically with total precision. The proportion does not reside in the division itself, but in the comparison between the bounded section (the segment inside the triangle) and its extension to the circumference: the part only finds its true measure when referenced to the whole that contains it.

This observation is important because it establishes the starting point on solid ground. Before any symbolic reading, there is a mathematical fact here: the figure hosts the golden ratio within its very architecture. Everything else will be built upon this foundation.

1.2. More Than an Ornament: Repetition as a Necessity

The second feature of the figure is nesting: within the larger hexagram appears a smaller one, and within that, another, in a sequence that could extend indefinitely. Here is where it is useful to dismantle a frequent misunderstanding. It is tempting to view this repetition as an ornamental device, a way to fill space with pleasing symmetries. It is not.

When the two triangles of the hexagram intersect, their six intersections determine an inner regular hexagon, and the circle passing through those points has a perfectly defined radius: that of the outer circle divided by √3. Inscribing a new hexagram within this smaller circle, and repeating the operation, is not an arbitrary choice by the illustrator, but what geometry itself demands if the pattern is to continue. Each level contracts relative to the previous one by a constant factor of 1 / √3, while within each level, the golden ratio (phi) reappears intact. The structure, in short, contains two distinct ratios that must not be confused: phi operates within each scale, and √3 governs the transition from one scale to the next.

Hence the statement heading the first panel of the image: fractal nesting is not a decorative pattern, but a structural mathematical necessity. And this necessity has a conceptual consequence that the rest of the article unfolds: if the rule generating the figure is the same at all scales, then each level will reproduce, by construction, the complete organization of the whole.

2. The Microcosm: The Whole at Every Level

2.1. Each Level, a Complete Instance

We thus arrive at the heart of the image, the central panel: each nested level is a complete instance of the entire architecture. It is worth taking this phrase literally. When the magnifying glass expands one of the tiny hexagrams inside, it does not find a simplified or schematic version of the original, but the entire structure: its two triads, its own golden line, and its own relationship to the center. Nothing essential has been lost in the miniaturization. The part is, strictly speaking, an autonomous exemplar of the whole.

This is the technical property that mathematicians call self-similarity, which defines fractal objects: a shape whose parts are, at any scale, copies of the whole. But in the context of our figure, self-similarity acquires an additional nuance. We are not just looking at a rough edge that repeats, as in a coastline or a snowflake, but at a qualitative architecture—two orders in relation, a proportion binding them, a common center—that reinstalls itself fully at every level. For this reason, it is legitimate to call each of them a microcosm: a small world that entirely contains the law of the large world.

In this way, the figure proposes a concrete way of thinking about the relationship between the large and the small. Not that of summation—the whole as an aggregate of different parts—but that of a mirror: the whole present, undiminished, in each fragment. And this is where geometry links up with a millennial tradition.

2.2. One Idea with History: From the Timaeus to Monads

The intuition that the cosmos is reflected in its parts was not born with fractals. It runs through much of ancient thought. The analogy between macrocosm and microcosm already appears in Greek and Hellenistic philosophy: it is found, with different formulations, in Anaximander, Plato, the Hippocratic authors, and the Stoics, among others. This vision is present in numerous philosophical systems worldwide. Cosmology, in fact, has resorted time and again to this correspondence as an explanatory principle. Cosmological thought frequently appeals to the ancient formula microcosm ~ macrocosm as a pathway for reasoning by analogy.

There is a link particularly aligned with our figure. In the Timaeus, Plato describes how the Demiurge imposes geometric form onto primordial matter, constructing the four elements from triangles, so that the visible figures of the world are copies of perfect, intelligible geometric forms. Plato presents a formless primordial matter upon which the Demiurge imprints regular stereometric form, and the elements are built from triangles, which serve as copies of the perfect geometric forms accessible to reason. The idea of a cosmos encoded in triangles and organized by proportion therefore has an illustrious philosophical lineage, long predating any modern formulation.

The same current runs through the Hermetic tradition, whose motto "as above, so below" condenses the doctrine of correspondence between planes of reality. This famous paraphrase was popularized by authors who understood it within the framework of the doctrine of correspondence between different planes of existence, a highly elaborate version of the classic macrocosm–microcosm analogy. And it reappears, now in a modern philosophical key, in Leibniz's monadology, where each monad is a viewpoint reflecting, in its own way, the entire universe: a living mirror of the whole. Viewed from here, the fractal-holographic figure does not introduce a new idea, but rather offers a geometric—and, according to its proponents, exact—translation of one of the most persistent intuitions in the history of thought.

3. The Holographic Principle: The Whole Legible from the Fragment

3.1. The Metaphor of the Hologram

The third panel of the image leaps into contemporary language: just as each fragment of a physical hologram contains the entire image, each level of this cosmos contains the total order. To evaluate this analogy accurately, it is worth recalling exactly what an optical hologram is.

Unlike an ordinary photograph—where each area of the film records only a single point of the scene—a hologram distributes the information of the entire image across its whole surface. Its most astonishing property follows from this: if the plate is broken, every single piece retains the whole scene, only with less clarity and from a more limited angle. The detail does not fragment the image; it repeats it. This is precisely the property the figure invokes: the possibility of recovering the whole from any of its parts. In this sense, the universe becomes legible from any of its points, because each one reinstalls the complete structure.

The metaphor is elegant and, up to this point, perfectly legitimate as an analogy: it beautifully describes the whole-part relationship that the nested geometry exhibits. Care must be taken in the next step, however, when invoking the holographic principle as employed in physics, which says something related but not identical.

3.2. What Physics Says (And What It Doesn't)

In theoretical physics, the holographic principle has a precise technical meaning. It asserts that the description of a volume of space can be encoded on a lower-dimensional boundary of that region, such as a horizon; it was proposed by Gerard 't Hooft in 1993 and received a precise interpretation within the framework of string theory by Leonard Susskind. Its origin lies in black hole thermodynamics: the principle arose to resolve the enigma of black hole entropy, which grows with the area of the event horizon rather than the volume it encloses, suggesting that area—not volume—is the relevant measure of information. Its most successful realization came later: in 1997, Juan Maldacena proposed the AdS/CFT correspondence, considered the most successful realization of the holographic principle, today widely viewed as a fundamental principle of quantum gravity.

Here appears the distinction that a rigorous text cannot overlook. The property of the optical hologram—that each fragment contains the complete image—and the holographic principle of physics—that the information of a volume can be encoded on its lower-dimensional boundary—are related but distinct ideas. The first speaks of the part reproducing the whole; the second, of a volume projecting onto its boundary. The intuition sustaining our figure relies, strictly speaking, on the former. Furthermore, it is worth remembering that the physical principle, despite its enormous fruitfulness, formally remains a conjecture or a guiding principle rather than a proven law, and it has even been described as a modern version of Plato's allegory of the cave. Indeed, it has been characterized as a modern version of the Platonic "cave," in which the information of a volume is represented as a hologram located on its boundary.

None of this invalidates the analogy; on the contrary, it enriches it by placing it in its proper context. What it counsels is not to confuse a powerful and suggestive metaphor with a physical proof that the universe is literally organized as the ideogram proposes.

4. From Drawing to Meaning: The Scope of an Analogy

When the three frameworks are brought together, the figure reads as an ideogram—that is, as a sign that compresses an entire idea into a single form. At the center, a single origin from which everything radiates; around it, two orders linked by a self-reproducing proportion; and above all, the repetition at every scale that makes each part a compendium of the whole. Within the framework of the so-called fractal-holographic model, this figure illustrates an integrated vision of reality in which the golden ratio operates as a cipher of harmony, and consciousness and the cosmos are thought of as deeply interconnected. It is an ambitious proposal, combining geometry, physics, philosophy, and symbolism in a single gesture.

Presenting it honestly requires drawing a clear line, not to dismiss it, but to guide the reader. On one side is what the figure proves: the presence of the golden ratio in its construction, the √3 factor of its nesting, and its self-similar nature are geometric facts, as certain as any theorem. On the other side is what the figure suggests: that this architecture is that of the universe, that the center is a source and not just a point of symmetry, or that the correspondence between planes of reality takes the exact shape of a hexagram, are interpretive readings. The figure illustrates them memorably, but it does not prove them. A repeating ratio is not, on its own, a doctrine of being; a geometric center is not, inherently, a creative principle.

Recognizing this distinction does not impoverish the proposal: it places it in its proper domain, which is that of a remarkably elegant aid to thought. As a visual synthesis of an ancient intuition, the ideogram is admirable; as a map for contemplating the relationship between the whole and the part, it is fertile. Caution only asks that we do not take the final step lightly: taking the beauty of the form as proof of the truth of the world.

Conclusion

The image that opened this journey proposed a simple gesture: bringing a lens close to a fragment and discovering the totality within it. We have seen that this gesture has three depths. Geometrically, it rests on an exact construction, where the golden ratio inhabits every level and a constant factor governs the transition between scales, so that repetition is not an adornment, but a necessity. Historically, it gathers one of the most persistent intuitions of human culture—the macrocosm reflected in the microcosm—stretching from the triangles of the Timaeus to Leibniz's monads, by way of the Hermetic maxim "as above, so below." And conceptually, it dialogues with the metaphor of the hologram and the holographic principle of physics, provided one distinguishes the suggestive optical analogy from the technical statement that 't Hooft and Susskind formulated for quantum gravity.

The value of the fractal-holographic ideogram lies, perhaps, precisely in that convergence: in the fact that a single design can invoke a theorem, a tradition, and a frontier conjecture all at once. Knowing how to read it means, above all, knowing how to distinguish its layers without separating them: admiring the solidity of its geometry, the depth of its lineage, and the audacity of its analogy, without confusing what each brings to the table. Looked at this way, the old yearning to find the entire universe in a fragment does not need to be a literal statement to remain what it always was: one of the most beautiful ways to direct our gaze.

u/BeginningTarget5548 — 7 days ago
▲ 2 r/GnosticChurchofLVX+1 crossposts

Enlightenment

Enlightenment

Like in a dream everything is appearing in one awareness. In a dream, if me and you are talking, what are we both made of and appearing in? The one awareness that is asleep.

We assume we are separate awareness because when we blink we see black. So we think "mm i must be inside of the head looking out, separate from the rest". But just like in a dream, of course the awareness we all share will see black when it blinks from that localization of the dream. In a dream you would blink and see black, as i would. But the awareness which perceives it is one, our shared being.

Infact nothing is two, that's a concept. Like hot and cold for example, they are not two. By law of thermodynamics there is no such thing as cold but lesser or more degrees of heat. You can notice on a thermometer 🌡 that from 90 degrees down to say 20 is but lesser or more of the same one phenomenon - heat. Thats why when you touch something super cold it feels? Hot, burns.

Darkness and light are one. Darkness isnt an oppisite of light, it is an absence. There is great difference between oppisites and absence. If Darkness was an oppisite, i could take a handful of darkness, toss it on a candle and put out the light. But I cannot, it is an absence. Lesser or more degrees of the same one phenomenon-light.

Love and fear, One. Fear isnt an oppisite of love, its an absence. Love feels warm. Fear feels cold. Just like when there is lesser degrees of warmth it feels cold. Lesser degrees of love feels cold.

Mind divides all in two. It is nondual.

The body isnt aware either. Awareness is aware. The feeling of hands isnt awareness, feeling isnt aware. You awareness is aware of the feeling of hands. Just like you are aware of the feeling of phone. The feeling isnt aware. Just like in a dream the body isnt aware, awareness is aware.

Most assume they are the thinking in the head because when they think it sounds like their voice in their head. But we can change how we sound when we think, i can sing welcome to the jungle in my head and sound like the lead singer. We just identify with our body and voice so we think as the sound of it.

Most importantly thought doesn't know a thing. The thought dog isnt aware of the thought cat, neither thought knows of the other. Awareness is aware of the thought dog and thought cat. We are not the thinking, there is no thinker. We are the whole, eternal , dimensionless knowing being.

Death is an illusion. What does that mean? It means that awareness never dies. The body dies. But awareness remains. Its like when you fall asleep at night, your body dies right? Hence you no longer know of your body, your room, your life. You, as awareness, creates another dream. You go into the dream world as awareness and identify with a new body.

Start and end, on and off, those are concepts. Awareness does not fit into a conceptual frame. Meaning if I threw this phone across the room and I asked you "when was the start of me throwing my phone"?? Most would say "when you picked it up. When you let go etc..." .. But thats a frozen view of reality. Because in reality you would have to account for every action in my life that happened prior to me throwing the phone. If I woke up and put my shoes on differently and went to the store 3 minutes later I wouldn't have ever stumped my toe and threw it across the room. You could say "well youre birth was the start of you throwing the phone" but then we also have to account for my mother's birth and so on backwards. We freeze moments in time, start, end, start, end, but its all one flowing whole.

As for On and Off. This will answer your question more. On and off is a concept, you turn on the light and turn off the light. But as for awareness it never turns off. You've never not been aware. You'll say "but in deep sleep there is times I disappear, there is nothing to remember, no dream, i dissappeared'. But how do you know that? How do you know there was nothing? Because you (awareness) was present.

Deep sleep isn't the absence of awareness. It is the awareness of absence. Hence when you sleep there is 3 stages. First a dream state, then deep sleep, and dream state again before you wake up. Dreams are mind, mind is simply the activity of awareness. Mind isnt just thinking, it is smell, sight, taste, sensation, perception. So in a dream awareness is active, there is mind so there is the awareness of the activity. In deep sleep there is no activity in awareness, there is no mind, awareness experiences pure awareness, so there is nothing to remember but the absence of activity. You'll say but it was so quick, 2 hours was 1 second. True and thats because mind was absent. When youre having fun, totally present, time flies, time doesnt exist. So as pure awareness in deep sleep hours feels like 1 second. Then mind comes back when you wake and it thinks "i was gone, I was absent" true. But awareness is what you are and it percived the absence of activity.

And your next question will be "so after death there is nothing, just black void"?? NOT AT ALL. Its just like how when you fall asleep at night and awareness just has another dream..

When you have dreams at night, often it is so random, a dream of someone else's life. And that's what dreams are. Everything that has ever happened and ever will is within the one awareness that experienced it. So when awareness delocalizes after death it has access to its unlimited self. All lives, all memories.

Lets say you had a dream that me and you were talking. I have my own experiences, you have yours, then later in that dream we both fall asleep at night and have dreams. Dreams within a dream. . . Where did all those experiences and dreams take place? In the one awareness we both share in the main dream. In the dream, my mind, your mind, the whole world, is just the activity of the one awareness asleep. All is mind. The one mind. You sit and see walls, a world, people, thats all mind. Hence the activity of this one awareness we all share.👁

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u/EngineeringRude8591 — 9 days ago
▲ 3 r/GnosticChurchofLVX+2 crossposts

On Fractals

I came across this post and its replies on Facebook, and I was wondering if you had any thoughts on this:

Lonner Ralston

sometimes ideas pop into existence. not sure why, or where from. here is the latest:

A fractal is a complex, never-ending geometric pattern that looks the same at any level of magnification. Driven by repeating a simple process, this concept means that if you zoom in on any part of the shape, you will see a smaller copy of the entire pattern.

If fractals theory holds true, wouldn't this imply that some never-ending pattern would extend from the Quantum level right through the cosmic? If that is the case, why is it not yet apparent? WHAT I CAN SEE, IS IT ALL SPINS...everything spins or rotates, and nothing stays in the same place (expansion) because Time affects it all. I think Time is motive force for all this.

I know this is at odds with theories of the Four Forces that form our Universe. Take the idea for a spin...

The Reply:

Dustinthewind Jack Frost

If you look at a fractal, what are you really looking at? At the base of it all, you have two dimensions, x and y, and a third dimension of color/pigment. x and y have easily observable limits of the edge of the frame, but while there is a limit to how much dimensionality you can express with color, it is practically infinitely times more than the limit of the frame, hence you can go far 'deeper' into the details than you can observe in any one frame. The difference between a fractal object and a real object (other than the level of observation, like with the coast of England problem) is that the limit of a real object is observable while the limit of a fractal is asymptotic, like the vanishing point of a horizon.

And yeah, all scales of reality work together at the same time. If you zoom in on one city, the streets of another don't disappear. I would add that scale is a fundamental axis of reality equal to (but orthogonal from) spacetime and matter.

Yep. It all spins, rotating from one state to another. Reality is a pair of conjoined spirals, one expanding outward, the other contracting inward. Planets, stars, galaxies, cosmoses, all acting/existing linearly from each other within curved space.

The following is a long rant, but I need it to address the time as motive force comment.

Whatever else you can say about the universe, you can say that all of it is some thing plus everything else, right? A thing and everything it is not

U = a + v

v = 1/a

Describe everything that something isn't as a potential, like a field, that closes back on the thing. The simplest way to do this is across the unit circle, which has potentially infinite points along its circumference, the elicitation of which depends entirely on how long the radius is, with the unit circle requiring i and π = 1 (and e, understanding that it is 1 instance of e, not e as 1 instead of ~2.718).

U = a + e^{iπ}

Of course, everything that something is not is acting on itself, so you need a potentially infinite axis acting on another potentially infinite axis. Multiply one circle by an orthogonal circle, and you get a sphere, or in this case, a 3-dimensional field of everything the thing isn't. You go from potentially infinite unique points in two dimensions to three, leaving one real/observer point and unlimited yet still definable imaginary/observed points. Or a scalar and a potentially infinite, 3D vector.

Where Euler's identity shows closure across two dimensions, quaternions show closure across three. e^{iπ} = -1 and so does ijk. So getting rid of b, c, and d from Hamilton's a + bi + cj + dk gives

a + (i + j + k)e^{iπ}

The whole purpose of b, c, and d, though, are to tie the polar coordinates i, j, and k to a. Getting rid of b, c, and d breaks the correspondence, so we need to reintroduce it, and we do that by simply inverting (i + j + k)e^{iπ}, since v = 1/a. This reintroduces Euler through reciprocal correspondence.

(-i + -j + -k)(-e^-{iπ}) + (i + j + k)e^{iπ}

Allow that whatever change you make to one side, you have to make the opposite change to the other, and you get:

(-i + -j + -k)(-e^-{siπ}) + (i + j + k)e^{(-s)iπ}

Any complete, closed system should follow that geometry, and everything within that system must be conserved, since there's nowhere else for anything to go. It can be used to describe physical coordinates against a reciprocal background, but it can also be used to graph quantities.

If your three fundamental axes of causality are scale, spacetime, and matter, you can ascribe a duality to each. -i/i for intrinsic (unit) and extrinsic (range) scale, -j/j for time and space, and -k/k for mass/inertia and energy. If you add energy, you have to subtract mass (at an exchange rate of c^2). If you add time, you have to subtract space. If you decrease the unit scale, you increase the range (assuming you're talking about the same measurement).

So for the engine, or motive force, you apply these elements in combinations, which still have to obey the same conservation logic.

If you increase observer (a) time, you must decrease observer space, the result of which we call "gravity." And this isn't subtracting space, like it goes into some mysterious space reservoir, but more like using up what there is or taking slack out of a line.

If you decrease observer space, you increase observed space, and we call this expansion, which is simply a result of gravity being local (i = 1/(d^2)) and acting three-dimensionally in a three-dimensional context (3 or more objects under attraction). Place two smaller balloons on the surface of a larger balloon and have each deflate at a rate corresponding to their size. Even though the facing surfaces of the two smaller balloons are still contracting together with the deflation of the larger one, the apparent difference grows because the local deflation is more locally significant.

And if you increase observer space, you have to decrease observed time. And sure, that sounds weird, but when you think about it, it's weirder to think that time just comes from nowhere, when time is an unavoidable part of any action. The extent of time may be infinite (without limit), but it still has to come from the universe itself. If both the observer and observed size/scale are held constant, then this implies a limit of process, even if asymptotic, and I think it's fair to call that limit available entropy.

A Response:

Lonner Ralston

Dustinthewind Jack Frost: what if fractal patterns may also occupy 3D space? This is the idea I’m talking about. A fractal pattern of spin/rotation - quarks through Galaxies. After all, spin or rotation is actually a geometric pattern. In all Three Dimensions. Add in the idea that Time may be the motive force for this motion.

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u/Rector418 — 8 days ago
▲ 6 r/GnosticChurchofLVX+3 crossposts

Seminary : Principles of Spirit

A seminary of inward law, 

 Where Spirit weighs what cannot show. 

What lives beneath the spoken law 

Is where the hidden order grows. 

He learned that life is not a crown, 

Not built from what the eye can prove, 

But shaped by what will not come down 

When all foundations try to move. 

For principalities press in 

Through thoughts that no one else can see, 

Yet still it does not break the man -

He stands by what he knows to be. 

For every choice becomes a thread 

That pulls the unseen into form,

And what is buried, but not dead, 

Will rise again through calm or storm. 

She learned that Spirit does not shout, 

Nor Force the mind to bend or kneel, 

But works through what cannot be cut 

From what the heart is made to feel. 

For principalities extend 

Their weight upon her quiet mind, 

Yet still, she does not turn or bend 

From what her truth has now defined. 

She holds the place where thought begins, 

Before the world can name it right, 

And lets what is and what has been 

Be measured only by the light. 

He and she were placed within 

A law not written by their hands,

Yet still they walk where both begin 

To learn what neither understands. 

And in the middle, softly cast, 

A place where both their truths align: 

What shapes the soul will always last 

When Spirit governs heart and mind. 

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u/Objective-Form-6121 — 10 days ago