From Simulation Theory to Concrete Implementation

Observer Patch Holography specifies a twelve-port carrier and one local repair and memory law, runs observers on it, and asks whether the records they share are our physics. An invitation to the Information Physics Institute.

TL;DR. Simulation theory has an argument and no machine. Observer Patch Holography (OPH) supplies a machine you can run. The hardware is a network of twelve-port icosahedral carriers. The software is one local move: where two neighbours disagree about their shared boundary, repair it and keep a record. On top of that law sit observers that remember, act on their records, keep local clocks and agree with each other exactly where their regions overlap. A library of more than 12,700 machine-checked theorems turns their readouts into familiar structure: public records that do not depend on who repairs first, the Born rule and the Tsirelson bound, exactly three spatial directions, a (1+3) causal order, the Standard Model gauge Lie algebra with one anomaly-free generation, and the Einstein equation from null balance. The bet is that one such process carries all of physics. Particles, an interacting 3+1 continuum and gravity on one responsive geometry are where that bet is open, and that is where we would like the Institute’s help.

Mission

The mission of OPH is a consistent and complete, formal and rigorous theory of reality. The theory has no starting point. It is a closed loop, and it has to meet four conditions.

1. Consistent. The loop closes. Its fixed point exists, constructed explicitly and machine-checked, and a theory with a model contains no contradiction.
2. Rigid. Every dimensionless quantity is forced. One measured value sets the units and nothing else.
3. Complete, in the sense Einstein, Podolsky and Rosen gave the word in 1935. Every element of physical reality has a counterpart in the theory, and every measured quantity is derived.
4. Correct. Derived values agree with measurement, and new predictions are frozen before they are tested.

OPH does not claim to be the only theory with these properties. The four conditions are the yardstick for everything below, and the last section of this post measures the project against them.

How the parts fit together

Basis. Closure hypothesis · internal-realization policy · operational agreement · adopted state selection and response endogeneity · one executable specification

↓↓

Executable specification

▸ twelve-port carrier and native record laws

▸ finite observers with coherent memory

▸ protected sectors and a fermionic field

▸ common clock and particle-changing drive

▸ energy and reference-state observations

▸ separate refining-screen constructions

finite instances
of the premises
⟶

⟵
theorems as
shortcuts

Finite theorem library

▸ normal forms; quantum record identities

▸ rank-three response; gauge Lie type

▸ anomaly-free matter; fermionic exchange

▸ protected quantum transport sectors

▸ local energy and modular identities

▸ Einstein tensor step from null balance

↓↓

Completion target effective descriptions that observers inside the construction must admit

finite observer algebraconstructed

shared operational meaningfinite instances

field–clock experimentsfinite instances

physical predictionsrules frozen in advance

effective quantum fields in 3+1open

classical and gravitational regimesopen

physical particle identificationopen

↺ Closure loop. Observers recover the specification from their records, which leads back to the basis.

How the parts of OPH fit together (after Figure 1 of the flagship paper). The basis fixes one executable specification and the premises of the finite theorem library. The running specification supplies finite instances of those premises, and a theorem replaces simulation wherever its premises are decided on the specification’s finite objects. Both feed the completion target: the effective descriptions that observers inside the construction must admit. The dashed box is the closure loop: observers recover the specification from their records.

The diagram is the whole method. On the left is a program. On the right is mathematics. The arrows between them are the reason the project moves: every time the program produces a finite object whose properties a theorem needs, the theorem applies, and every time a theorem covers a case, the program does not have to simulate it. Below both sits the target, with its status written into each row. Four rows are realized as finite constructions. Three are open: effective quantum fields in 3+1 dimensions, the classical and gravitational regimes, and the identification of physical particles.

Read more: flagship paper (PhilPapers) · basis · the executable-model hypothesis

Observers first

Physics usually begins with a world and asks how observers fit into it. OPH begins with observers and asks what world they can establish together. Its observers are finite. Each holds a patch of local state, reads a boundary it shares with its neighbours, keeps durable records, and repairs its state when records disagree. An objective fact is a record that survives every authorized comparison. Space, time, matter and classical objects are effective descriptions of what observers can measure and jointly interpret, and no observer-independent continuum is assumed beneath them.

An observer in this sense is defined by what it can access and what it records. It reads, writes and retains records, and it uses retained records to choose its next operation. Nothing in the definition refers to a background space, a global clock or a list of particles. Those have to come out as readouts that observers can share.

Read more: book ch. 3 “Why Would a Universe Need Anybody In It?” and ch. 5 “Why Do You and I See the Same Table?” · paper: Observers Are All You Need

An argument without a machine

In 2003 Nick Bostrom published “Are You Living in a Computer Simulation?” in Philosophical Quarterly.¹ The paper is a probability argument about posthuman civilisations. It contains no circuit diagram. Konrad Zuse had asked the engineering version in 1969 in Rechnender Raum, and Edward Fredkin, Stephen Wolfram and Gerard ’t Hooft each proposed cellular automata underneath physics.² None of those automata returns the Lorentz group, the Born rule or $\mathrm{SU}(3)\times\mathrm{SU}(2)\times\mathrm{U}(1)$, and none of them contains an observer that can be run and asked what it sees.

OPH takes the engineering question literally and turns it around. The machine is specified completely before anything is computed: carrier, record law, memory, scheduler, preparations and allowed interventions. Observers are programs on that machine. The question is whether what those observers can establish together is the physics we measure. A specified law that fails is rejected, along with its interpretation. That is what makes the hypothesis testable.

The carrier

Each local carrier has twelve boundary ports with icosahedral incidence: thirty seams, twenty faces, five seams at each port, every seam on two oppositely oriented faces. This is finite combinatorics, with no embedding in a pre-existing space. The sixty proper rotations of the icosahedron form the alternating group $A_5$, and the twelve-dimensional space of port coefficients splits without multiplicity into four irreducible pieces,

$$P_{12}\;\cong_{A_5}\;\mathbf 1\oplus\mathbf 3\oplus\mathbf 3'\oplus\mathbf 5 .$$

That decomposition does a remarkable amount of work downstream. The $\mathbf 3$ becomes the three directions of space. The $\mathbf 3$ and $\mathbf 3'\oplus\mathbf 5$ become the two non-abelian ideals of the gauge algebra. The trivial $\mathbf 1$ becomes the centre. Carriers are glued along shared seams into a federation whose outward support is a sphere, refined level by level along the geodesic icosahedral tower.

The carrier is the committed hardware of the specification. Within the closure hypothesis it is the part observers recover from their own records, and the federation runs below show that they can.

Read more: book ch. 13 “What Is One Piece of Reality Actually Made Of?” and ch. 14 “Why Twelve?” · paper: Twelve-Port Icosahedral Carriers and Native Seam Repair · proof: A5PortAction.lean

The native repair law

The executable observer runs on a carrier with twelve integer loads of total two: 78 configurations, of which the 66 binary ones form an invariant shell. Pick a seam $(a,b)$ and flip a fair coin $c\in\{0,1\}$. The native repair law moves

$$d=x_a-x_b,\qquad j=\tfrac12\bigl[d-(2c-1)(|d|\bmod 2)\bigr],\qquad y=x+j\,(e_b-e_a).$$

Load is conserved, and the signed current $j$ is what the carrier reports. Four requirements fix this rule: conservation, one-step balance, a tie-break that reads no load, and endpoint symmetry. On the total-two carrier they leave only the coin.

The quantum version is a record law, and seam locality plus the local phase symmetry of repair leave a convex family of them, each a table of five coherence multipliers. Two members are used throughout. Law C records the coin and the current. Law E also records the parity of the seam’s total load. They agree on every classical statistic and differ in which coherences they keep, which makes them distinguishable in a laboratory (see the instrument test below).

Some properties do not depend on which record law nature uses. Every admissible law has the uniform binary state as its unique stationary state and the same spectral gap, $(5-\sqrt5)/60$. The longest-lived datum of a carrier is a classical position-like readout, because every coherence between distinct configurations decays faster than the slowest load pattern. On the binary shell each native repair is the relative-entropy-minimizing resampling of the theorem library, so the second law and the modular Clausius inequality hold for every single attempt. Repair has a direction because each projection discards the specific disagreement it settled and keeps only the fact that agreement was reached.

Read more: book ch. 9 “What Move Does Reality Actually Make?”, ch. 16 “Why Does Time Run, and Only One Way?” and ch. 23 “Why Does Writing Something Down Cost Heat?” · flagship §3

Public records, at scale

Two observers who share a boundary can disagree about what it shows. If repair stopped in different places depending on who acted first, the boundary would carry no fact of the matter. The consensus theorem says when it always stops in the same place. Under a transactional local-diamond condition (each commit revalidates what it read, and each conflict component has one canonical merge), Newman’s lemma from 1942 upgrades local confluence to global confluence: every maximal asynchronous repair schedule from the same initial state ends at the same consistent normal form.³ That endpoint is the public record, a fact no single observer owns.

The law runs at scale. On the level-six rung of the refinement tower, 81,920 exact twelve-port carriers with 2,580,480 seams settle under sixteen shuffled schedules, and all sixteen return one quotient hash. A standalone verifier that imports no simulator code rebuilds and checks every hash. The level-ten rung, 20,971,520 carriers and 660,602,880 seams, settles all sixteen schedules in 84 to 100 sweeps with one quotient hash.

The same records let observers recover the specification itself. From event logs alone, recovery returns the twelve ports, the thirty seams, the automorphism and rotation groups of orders 120 and 60, the mean rule, the rank-three Gram matrix and the Lie split $1+3+8$. Tetrahedral and octahedral control carriers recover their own, different specifications.

Read more: book ch. 10 “Why Doesn’t It Matter Who Goes First?” and ch. 11 “What Does Everybody Actually End Up Holding?” · papers: Reality as a Consensus Protocol, Observable Normal Forms · proof: ObserverConfluence.lean · run: level-six federation evidence, simulator source, simulation

The executable observer

This is the centre of the project. OPH runs observers inside the dynamics and reads physics off what they record.

An observer that remembers and acts. The native observer executes two repair events with a finite tape. It records the first current, issues a forecast from that record, chooses the next seam from the record alone, records the result and halts. All 264 binary-source paths are checked exhaustively. With the record wired to the seam selector, the final occupation of port zero is 35/264. Disconnect the selector, or shuffle it with the same action frequencies, and the answer is 1/6. The response is caused by the retained record. A playback of the same frames would fail this test the moment a retained state is changed, which is the difference between a realization and a description.

Two observers, one law. Observer A reads ports (0, 1) and observer B reads ports (0, 5) of one carrier, so their regions overlap at port zero. Each receives its initial bits and every incident local current, and its clock ticks whenever an attempted repair meets its region while remote repairs continue on the same source. A direct execution and an independent recursion agree exactly on all 5,768 output words, and at every positive-weight prefix the two observers’ decoded values at the shared port agree. Agreement on overlaps, the central condition of OPH, is instantiated on a running process.

Local clocks. A local event clock counts the attempted repairs that meet its region. Two such clocks on joined carriers share one continuing history, and over each two-tick cycle of one clock the other ticks twice on average with variance 16. Equal mean rates do not imply equal readings. Attempt counts, local event counts and modular parameters are distinct clocks in the model, and none of them is identified with seconds.

One interacting process. One execution puts quantum electric flux, a charged fermion pair and two neutral scalar sites on a single work register, with an operator Gauss law. Native source words implement their evolution and the pointer instruments, a committed matter bit controls feedback, and the final scalar bit controls the next native repair. A retained native phase witness separates law C from law E inside this process.

Identifying the repair law. Nine source-executed measurements read all nine real coordinates of the record-law family, which identifies the instrument on all 78 states.

From one carrier to a screen. Federations of 20, 80 and 320 carriers preserve complete source records and cross-carrier coherence. On screens of 15,360 and 245,760 ports a logical qubit with an untouched reference passes through native ticks and record-controlled feedback, and each full-screen output lies within $7.8\times10^{-10}$ of the local computation.

You can run the basic observer on a laptop with Python 3.11 and nothing else:

python3 -m model.observer run --trials 10000 --seed 42
python3 -m model.verify

The first runs the record-and-feedback experiment. The second replays every retained result and checks its hashes.

These executions are finite, and their apparatus, schedules and preparations are declared in advance. An autonomous unbounded observer, interacting spatial refinement and a laboratory clock calibration are work in progress.

Read more: book ch. 19 “Why Can’t You Ask Everything At Once?” and ch. 22 “Why Do All the Clocks Agree?” · paper: An Executable Observer for Observer Patch Holography · code: model guide, construction guide, Appendix D “Run It Yourself”

Quantum mechanics on completed records

OPH places measurement at the moment a private, repairable record becomes a protected public normal form. Once a compare, write and verify slice has completed, its events live in a finite-dimensional complex algebra with a density operator, and the familiar identities hold there. Every valuation on the effects that is nonnegative, normalized and additive on coexisting effects has the form $E\mapsto\operatorname{Tr}(\rho E)$ for a unique density operator $\rho$, in every finite dimension including two, where Gleason’s theorem fails, and with no continuity axiom. Among instruments with the right effects, invariance on the states certain of the outcome selects the Lüders update. Together,

$$\Pr(E)=\operatorname{Tr}(\rho P_E),\qquad \rho\;\longmapsto\;\frac{P_E\,\rho\,P_E}{\operatorname{Tr}(\rho P_E)} .$$

Correlations obey $|S_{\mathrm{CHSH}}|\le 2\sqrt2$, attained exactly on an explicit entangled witness, while every state diagonal in the record basis stays at 2 or below. An isometry that copies two sharp states from a common blank forces their overlap to be zero or one.

The executable model adds a sharp point here. Committed native records form a classical process. Replaying the deposited records of the loophole-free Delft Bell experiment gives 245 trials and $S=2.42$,⁴ which rejects a local classical reading of the native records. Correlations beyond 2 therefore have to come from uncommitted coherence, and the model has to supply that coherence explicitly. Nothing collapses. A record gets written, and the network repairs toward consistency with it.

Read more: book ch. 19 and ch. 20 “Why Does Nature Cheat, But Only By Exactly 2√2?” · paper: Machine-Checked Finite Event Algebras · proof: FiniteBornFrame.lean, Lueders.lean, Tsirelson.lean, NoBroadcastingAdapter.lean

Three directions of space

Linearize uniform repair on one carrier and you get the mean $M=I-(5I-A)/60$, with $A$ the icosahedral adjacency. The adjacency has eigenvalues $5$, $\sqrt5$, $-1$ and $-\sqrt5$ with multiplicities 1, 3, 5 and 3. So $M$ has eigenvalue

$$1-\frac{5-\sqrt5}{60}$$

on a three-dimensional eigenspace and smaller eigenvalues on everything else that is not constant. Repeated local averaging forgets every pattern except a three-dimensional one, and that surviving pattern is the $\mathbf 3$ carried by the port position vectors. The normalized response converges to the Gram matrix $G=4P_{\mathrm{slow}}$, of rank three. The integer port records embed densely in one continuous three-dimensional Euclidean carrier, the sixty rotations act on it as isometries, and accumulated records act on it as translations. Position is the carrier’s own readback of its records. The same number $(5-\sqrt5)/60$ is the quantum spectral gap of the repair law.

When carriers join into the refining spherical screen, the continuum form of their repair history has spectral dimension two, the dimension of the screen. Reading the screen as the boundary of a three-dimensional bulk takes a radial observation map that is work in progress (see the next section).

Read more: book ch. 15 “Why Does Space Have Three Directions?” · proof: PortFrameGram.lean, PortGramRepairBand.lean

Fields, waves and a smooth (1+3) description

Join the carriers into the geodesic screens of the refinement tower and let the native repair run, with no field, metric or Hamiltonian put in. Along the tower, the observers’ cell readouts converge to one positive operator $A$. It plays three roles at once: it is the inverse covariance of the static field, the generator of the field’s decay, and the squared frequency of the admitted waves. Its heat kernel has a Gaussian bound, so those waves have a finite speed. Rescaled density readouts of the actual repair history converge to a reflection-positive Gaussian field, and a repair biased toward a profile obeys a fluctuation-dissipation relation set by the same $A$.

On a declared radial extension of the screen, one action fixes correlations, response and a modular clock with signature $(-,+,+,+)$. Smoothing the native coefficients then gives a theorem: for every finite menu of observer readouts and every $\varepsilon>0$, one smooth static (1+3)-dimensional Lorentzian metric carries a free scalar field whose predictions for the whole menu agree within $\varepsilon$ with those built on the native measure. Observers on this construction have the effective description standard physics uses, as a theorem about their own readouts. The radial direction and the units are inputs, and a responsive metric and a spatially refining interacting field are work in progress.

Read more: book ch. 21 “Why Does Time Feel Like It’s Moving?” and ch. 22 · flagship §7.1 · integrated verdict

Causal order from who read whom

Every commit certifies which earlier records it read. The transitive closure of that authenticated read-from relation is a locally finite partial order, a causal set in the sense of Bombelli, Lee, Meyer and Sorkin, with the order coming from provenance.⁵ The longest chain of reads ending at an event gives it a height. Adjoin a real axis for height to the rank-three carrier $V$ and you get

$$W=\mathbb R\oplus V,\qquad Q(t,x)=t^2-g(x,x),$$

of dimension $1+3=4$ and signature $(1,3)$. Unit directions in the carrier, the sphere and the future null rays are the same set. A closed convex cone preserved by the icosahedral rotations and by boosts along one axis is the light cone, so the cone is selected without a light postulate.

The carriers produce this order themselves. Each holds its record as port loads, reads its position through the rank-three response and decides its neighbours from that readback. Through 704,969 carriers reading one another over ten rounds, the generated precedence equals the layered order. On the largest interior diamond the Myrheim–Meyer dimension reads 3.55, 3.84 and 3.92 at the three largest levels, the ordering fraction approaches its proved flat value $1/10$, and the fourth root of a ratio of record counts reads a ratio of proper times.⁶ Turning this finite precursor into a physical manifold is work in progress.

Read more: book ch. 7 “Why Is There No Such Thing As Now?” and ch. 17 “Why Is There a Speed Limit?” · paper: Recovering Observer Spacetime and Einstein Dynamics from Overlap Consistency · proof: SourceDerivedSpacetimeCarrier.lean, SourceDerivedEventPrecedence.lean, CelestialNullCone.lean

Gauge structure and one generation

Twelve ports give twelve independent ways to push the carrier, and a complete reversible response turns them into a twelve-dimensional compact Lie algebra. Require every carrier rotation to be implemented from inside, by the response group itself. Inner automorphisms fix the centre pointwise, and the only direction the rotations fix is the uniform push, so the centre is at most one-dimensional. A centreless algebra would be $\mathfrak{su}(2)^4$, and a fixed-space count rules that out. The remaining eleven dimensions are semisimple, and $11=8+3$ is the only compact split:

$$\mathfrak g\;\cong\;\mathfrak u(1)\oplus\mathfrak{su}(2)\oplus\mathfrak{su}(3),$$

with $\mathfrak{su}(2)$ carrying the $\mathbf 3$ and $\mathfrak{su}(3)$ carrying $\mathbf 3'\oplus\mathbf 5$. The port count fixes the dimension twelve; the content of the theorem is the exclusion of $\mathfrak{su}(2)^4$ and the forcing of a one-dimensional centre. An explicit matrix realization over $\mathbb Q(\sqrt5)$ is checked exactly on all sixty rotations.

On the supplied matter representation $V=\mathbb C^3_{-1/3}\oplus\mathbb C^2_{1/2}$ the exterior algebra branches as

$$\Lambda^2V\oplus\Lambda^4V=Q\oplus u^c\oplus e^c\oplus d^c\oplus L$$

with the textbook hypercharges, all perturbative anomalies vanish, and the common kernel is $\mathbb Z_6$, so the global group is

$$S\bigl(U(3)\times U(2)\bigr)\;\cong\;\frac{\mathrm{SU}(3)\times\mathrm{SU}(2)\times\mathrm U(1)}{\mathbb Z_6}.$$

An exhaustive scan of all 1,024 sub-menus of the exterior algebra leaves exactly two rank-fifteen chiral anomaly-free masks, exchanged by charge conjugation: one Standard Model generation. The forced adjoint contains no mixed $(3,2,-5/6)$ generator, so the minimal grand-unified exchange channel is absent.

Read more: book ch. 26 “Why Exactly These Forces?” and ch. 27 “Why This Exact List of Matter, and Why Three Times Over?” · paper: Standard Model Gauge Structure under Complete-Response and Observer-Transport Premises · proof: SMStructureAdequacySurface.lean, Z6Descent.lean

Matter as knots in the network

The executable-model hypothesis has a definite picture of particles. A stable massive particle is a localized topological defect of native overlap transport: a bounded core whose surroundings have settled, with a twist in its boundary transport that no local repair can undo. Repair keeps maintaining the core, and its rest energy is that excess maintenance, read in the same clock and energy dictionary as every other energy. Moving the core moves its charge, and creation, annihilation and decay have to follow from the same law.

Several pieces of this are built and run. On the 66-state binary configuration complex the fundamental group is $\mathbb Z/2$. A coherent ordering memory turns the odd loop into a protected history sector, and independent internal states at occupied ports realize fermionic exchange with the correct anticommutation sign. Complete source factors join spatial propagation, particle-changing Higgs operations, native repair and one calibrated clock on a single fermionic field algebra, with every quantum outcome and reference record retained. The three-dimensional Weyl/contact action has a positive-energy, rigorously non-Gaussian ground on the infinite lattice, and its continuum limit is a field net with all eight Weyl valleys, continuous translations, positive energy and finite propagation.

The measured particle spectrum is the open frontier. The simplest local defect, a doubly loaded port, is transient: it survives $n$ attempts with probability $(5/6)^n$. The fixed mass laws tested so far give charged-lepton ratios 1 : 1.19 : 1.50 against the measured 1 : 206.8 : 3477. Locating the defect sector whose maintenance energy is its rest energy is the single largest open task in OPH.

Read more: book ch. 28 “What Is a Particle, What Is a Wave, and Why Does It Look Like Both?” · paper: Particles as Localized Topological Defects of Native Overlap Transport · mass and energy table · continuum construction · issue 1143

Gravity from null balance

Ted Jacobson showed in 1995 that Einstein’s equation follows from thermodynamics on local horizons.⁷ OPH isolates the step that turns such arguments into a tensor equation. Light rays cannot see a term proportional to the metric, so if curvature and stress balance on every null direction, Einstein’s equation holds up to such a term. Nine explicit null directions reconstruct the quotient exactly, with design determinant 8192/27. The contracted Bianchi identity and stress conservation then make the coefficient constant, and that constant is the cosmological constant:

$$R_{ab}-\tfrac12 R\,g_{ab}+\Lambda g_{ab}=8\pi G\,T_{ab}.$$

The tensor step is machine-checked from the null-balance premise. The joined construction supplies the matter side: the free Weyl continuum has a conserved stress and geometric modular flow on double cones, and at zero coupling finite regional entropy changes converge to the free-field stress response with a controlled small-ball remainder. Supplying the null balance itself means realizing the area law, entropy stationarity and a responsive metric on one refinement tower together with that matter. That join is work in progress, and the tested static radial geometry fails it for its own scalar excitation.

Read more: book ch. 24 “Why Does a Region’s Memory Scale With Its Surface?” and ch. 25 “Why Does Gravity Look Like Geometry?” · paper: Recovering Observer Spacetime and Einstein Dynamics · proof: EinsteinBranch/Tensor.lean, EinsteinBranch/Composition.lean

The numbers: two closure coordinates

The architecture carries two dimensionless coordinates, the screen grain $P$ and the record capacity $N$. Under closure both are fixed points, and the loop licenses reading them off: locate the constant by observation, declare a map, and certify a fixed point inside the measured basin.

The grain loop

$$P=\varphi+\frac{\sqrt\pi}{A_T(P)},$$

with $\varphi=(1+\sqrt5)/2$ and $A_T(P)$ the inverse coupling a declared map returns at trial grain $P$, has one interval-certified fixed point per map. The self-consistent map settles at $P=1.6309682414$ and $\alpha^{-1}=137.035660$, 2.5 parts per million from the CODATA value 137.035999. The capacity, read as de Sitter horizon entropy in nats,

$$N=\frac{3\pi}{\Lambda\,\ell_P^{2}},$$

gives $\Lambda$ within 0.4 percent of the Planck ΛCDM value. The same reading gives the dark-energy equation of state

$$w(a)=-1+\frac13\,\frac{d\ln N}{d\ln a},$$

so fixed capacity means $(w_0,w_a)=(-1,0)$ exactly, with no continuous freedom, and any $w<-1$ would mean the universe is losing memory. Under two named premises the deep galaxy regime has a unique law, $v^4=G M_b a_0$, which forces flat rotation curves.

Both closure roots count as diagnostics. The maps carry the hadronic transport through a declared quark-screening ansatz, and with the measured hadronic payload the grain root lands at 136.38, so the transport from the cell to the Thomson limit is the lane that decides whether $\alpha$ becomes a prediction.

Read more: book ch. 29 “Why 1/137, and Why Is There a Limit to What the Universe Can Remember?” · paper: The Fine-Structure Constant as an OPH Pixel Fixed Point, The de Sitter Time-Advance Sign · proof: FixedCapacityWLaw.lean, DeepProfileClosure.lean

Tests fixed in advance

Two tests follow directly from the construction, and their decision rules are fixed before any eligible data.

A dispersion band at angular rank six. Any kinetic operator with icosahedral symmetry is exactly isotropic through angular rank five, at every order. The first possible directional term sits at rank six and is a multiple of one invariant. For the whole positive-weight carrier class, write

$$\omega^2=k^2+C_4k^4+\bigl(B_0+B_6\,\mathcal I_6(\hat k)\bigr)k^6+O(k^8).$$

Then

$$C_4<0,\qquad \frac{B_0}{C_4^2}\ge\frac{10}{21},\qquad -\frac{16}{135}\le\frac{B_6}{B_0}\le\frac{16}{75}.$$

A resolved intrinsic dispersion outside that band, or any residue at ranks one through five, excludes every member of the class at once. The primitive twelve-port branch predicts the exact point $B_6/C_4^2=32/315$, $B_0/C_4^2=10/21$, and that prediction is registered with OpenTimestamps proofs.

An instrument test from the executable observer. Laws C and E agree on every classical statistic, and one coherent interference experiment tells them apart. On a fixed two-state preparation the readout probability is

$$p(\theta)=\frac38+\frac12\operatorname{Re}\bigl(g\,e^{-i\theta}\bigr),$$

with $g$ the coherence multiplier of the law. Reversing the phase moves C from $5/8$ to $1/8$, E predicts $3/8$ for both, and the law that records only the current predicts $3/8\pm\sqrt2/4$. A source-executed implementation runs the complete instruments from twelve-port control words, and the evaluator reports “no data” until independent counts are supplied.

Read more: flagship §13 · frozen-prediction ladder · falsification programme · postdiction ledger · proof: A5CarrierClassBand.lean, A5PrimitivePortPrediction.lean

The loop

Everything above enters the loop at the executable specification, because that is where observers stand: holding records and inferring. The loop itself is the one hypothesis of OPH. Let $\mathfrak U$ be a complete inhabited history, $D(\mathfrak U)$ the account of its architecture that observers can recover from records inside it, and $R$ a realization of that account built inside $\mathfrak U$. Closure says

$$R\bigl(D(\mathfrak U)\bigr)\;\cong\;\mathfrak U .$$

Observers infer the specification of their world, build hardware within it and run that hardware, and the execution realizes the same history, including its builders. No external computer runs the history, and no extra time exists in which the whole is played. The universe reads itself into existence.

A loop has no first point. The pair $x=(y+2)/2$, $y=(x+2)/2$ fixes $x=y=2$ with no first value from which the other is manufactured. A calculator may approach it by iteration and someone may find it on a particular day, and neither is the reason the answer is two. Self-reference earns content only when the return condition restricts the possibilities: $x\mapsto x+1$ has no fixed point, $x\mapsto x$ fixes every point, $x\mapsto(x+2)/2$ fixes exactly one. On the declared finite consensus branch the closure map is an affine idempotent whose fixed points are exactly the consensus records. The recovery runs above are the finite form of $D$: observers reading the carrier’s specification back out of their own event logs.

Read more: book ch. 36 “Why These Laws and Not Others?” and ch. 37 “Why Does the Loop Have No Beginning?” · basis · working terms

Where each question stands

Question	What OPH establishes	Work in progress	Where
Objective facts	Public records independent of repair order; settles at 20 million carriers	An implemented scheduler inside the process	book ch. 10 · consensus paper
Measurement problem	Measurement is a record becoming public; Born weights without continuity axiom; Lüders; Tsirelson; no-copying	A source-produced complete effect web	book ch. 19, 20
Observers	A running observer whose actions are caused by its records; overlapping observers exact on 5,768 outputs; local clocks	One autonomous unbounded observer	book ch. 19, 22 · observer paper
Arrow of time	Every native repair obeys the second law; gap $(5-\sqrt5)/60$ for every record law	A laboratory clock calibration	book ch. 16, 23
Three dimensions	Rank-three slow response with Euclidean completion	Physical length scale	book ch. 15
3+1 spacetime	(1+3) causal order from who read whom; dimension near 4; proper time from counts; smooth (1+3) scalar description	Physical manifold; native radial direction	book ch. 7, 17
Gauge group	$\mathfrak u(1)\oplus\mathfrak{su}(2)\oplus\mathfrak{su}(3)$ forced; $\mathbb Z_6$ quotient; one anomaly-free generation from 1,024 menus	Laboratory currents; family number	book ch. 26, 27
Matter	Fermionic exchange from a protected history sector; infinite-volume Weyl ground; eight-valley continuum	Localized defects with the measured spectrum	book ch. 28 · issue 1143
Gravity	Einstein tensor completion from null balance; free-field stress and modular limits	Area law, stationarity and responsive metric on one tower	book ch. 25
Dark sector	$(w_0,w_a)=(-1,0)$ at fixed capacity; deep galaxy law $v^4=G M_b a_0$	Source-only value of $a_0$	book ch. 29
α and Λ	Certified fixed points at 2.5 ppm and 0.4 percent	Hadronic transport to the Thomson limit	book ch. 29
Falsifiability	Frozen rank-six dispersion band; C/E instrument test	Independent data	prediction ladder

Where we need you

We think we are on the right track, and the reason is concrete. One specified local law, with no space, clock, field or particle put in, runs observers whose shared records carry public facts, quantum statistics, three directions, a (1+3) causal order, the Standard Model gauge structure and the Einstein tensor equation, each piece proved or executed with retained receipts. Whether the same process carries the rest of physics is the question we want people who think differently to attack.

The open work has a precise shape. Five realization maps connect the finite construction to the laboratory, and each is a place to contribute:

• Position and scale. Identify the rank-three carrier completion with physical position, with a physical length and a refinement limit.
• Clock and energy. Calibrate the model’s clocks and energies against laboratory duration and energy across the whole process.
• Laboratory current. Identify the port response with a physical gauge current, with a matter action and a continuum limit.
• One common tower. Realize the event, modular, stress, entropy and vacuum premises on one refinement family.
• One matched action. Realize the field and interaction law with the same native services that run the observers.

The most concrete entry point is the particle search. A particle should be a knot that local repair cannot undo, and its mass should be its upkeep. Run python3 -m model.verify, audit a particle readout under model/, or freeze a defect-to-particle dictionary before comparing it with any measured number; issue 1143 has the rules. If you can build a countermodel to the local diamond, if you know how to do the hadronic transport to the Thomson limit properly, if you have resolved dispersion data or an interference setup for the C/E test, or if you think an assumption smuggles in what it claims to deliver, open an issue or write to bernhard@floatingpragma.ai. Thinking differently is good. That is what the Institute is for.

Everything is public. The Lean library contains more than 12,700 theorems and lemmas with no admitted proofs. Every retained computational receipt is replayed under continuous integration, with exact rational arithmetic and outward-rounded intervals in place of floating point. Each result carries its type (finite theorem, certified computation, source limit theorem, reconstruction implication, diagnostic or frozen prediction), and the common objections page answers the questions people ask first. The repository and the reproduction guide are the place to start.

License

This essay links back to the canonical OPH license:

https://github.com/FloatingPragma/observer-patch-holography/blob/main/LICENSE

References

---

1. Nick Bostrom, “Are You Living in a Computer Simulation?”, Philosophical Quarterly 53 (211), 2003. https://doi.org/10.1111/1467-9213.00309↩︎

2. Konrad Zuse, Rechnender Raum, Vieweg, 1969 (English translation “Calculating Space”, MIT Project MAC, 1970). Stephen Wolfram, A New Kind of Science, Wolfram Media, 2002. Gerard ’t Hooft, The Cellular Automaton Interpretation of Quantum Mechanics, Springer, 2016. https://doi.org/10.1007/978-3-319-41285-6↩︎

3. M. H. A. Newman, “On theories with a combinatorial definition of ‘equivalence’”, Annals of Mathematics 43, 1942. https://doi.org/10.2307/1968867↩︎

4. B. Hensen et al., “Loophole-free Bell inequality violation using electron spins separated by 1.3 kilometres”, Nature 526, 2015. https://doi.org/10.1038/nature15759↩︎

5. Luca Bombelli, Joohan Lee, David Meyer and Rafael D. Sorkin, “Space-time as a causal set”, Physical Review Letters 59, 1987. https://doi.org/10.1103/PhysRevLett.59.521↩︎

6. J. Myrheim, “Statistical geometry”, CERN preprint TH-2538, 1978. David A. Meyer, The Dimension of Causal Sets, PhD thesis, MIT, 1988.↩︎

7. Ted Jacobson, “Thermodynamics of Spacetime: The Einstein Equation of State”, Physical Review Letters 75, 1995. https://doi.org/10.1103/PhysRevLett.75.1260↩︎

ICIP 2026 - International Conference on Information Physics

Attention

We invite anyone interested in this conference to join us on 21- 23 Aug, each day @ 17:00 London time zone. We have keynote lectures and oral talks on a very diverse topics. Attendance is free, online via ZOOM (link will be circulated to all members) and live on YouTube for everyone else by accessing this link here: 

 https://www.youtube.com/@informationphysicsinstitute/live

Anyone interested in checking the list of talks and the schedule, please access the full conference program here.

 

IPI Talk – Yuri Kadin, Netherlands - Saturday, 4th of July @ 17:00 UK time

Our next IPI Talk will be on Saturday, 4^th of July at 17:00 London time zone. 

Title: Second law of info-dynamics and the language diversity decline

 Abstract: The recently formulated second law of infodynamics manifests itself in multiple physical systems, indicating the fundamental nature of this law. In some cases, the second law of infodynamics can be interpreted in terms of minimum energy principle, while in other cases the mechanisms that lead to a decrease in information entropy are practically impossible to understand. We propose a new metaphysical principle, termed "the majority swallows the minority" and explain why the Shannon's informational entropy decreases due to this principle. As an example of the this principle application, the well-known phenomenon of the decline in linguistic diversity is considered; u
nlike other phenomena, the mechanisms associated with the decline and extinction of human languages ​​are well understood. This allows us to develop a simple mathematical model which reflects the aforementioned principle ("the majority swallows the minority”). Our numerical simulations are consistent with data showing the dynamics of decline in global Indigenous Linguistic Diversity (ILD) in America and Africa, for the time segment 1975 to 2005. We emphasize once again that this principle has an ontological nature and can be applied to other physical systems, even if their physical behavior is not yet fully understood. In addition to mathematical analysis, the proposed principle is also considered from a philosophical point of view. Quality (representing the informational entropy) versus quantity (equivalent to the classical thermal entropy) will be discussed in the lecture from the perspective of the René Guénon's philosophy.

Speaker: Yuri Kadin

Bio: Yuri graduated in 2004 with a Bachelor of Science (BSc) from the Faculty of Mechanical Engineering at the Technion (Israel Institute of Technology) with honors (Summa Cum Laude). During the undergraduate studies, he specialized in micromechanics and biomechanics. From 2004 to 2008, he undertook studies towards PhD (at the Faculty of Mechanical Engineering at the Technion) in the fields of contact mechanics, plasticity, rough surface analysis, tribology, and adhesion. Since 2009, Yuri has been working at the SKF Research Center in Netherlands, in the areas of fatigue modeling, computational fracture mechanics and contact mechanics, viscoelasticity and creep, hydrogen diffusion/embrittlement of steels, polymer and composite modeling, and several other topics related to computational materials science.

Hard-Coding the Cosmos: Emergent Gravity and Information Transmutation in a Discrete D4 Lattice

 For decades, theoretical physics has debated the simulation hypothesis—the idea that the universe, at its most fundamental level, operates as a computational engine. But debating philosophy only gets us so far. Eventually, you have to write the code and run the simulation.

That is exactly what the Single-Instance Computational Cosmos (SICC) framework was built to do.

Recently, the SICC transitioned from theoretical architecture into a live, executable physics engine built on a discrete D4 geometric substrate. Rather than using massive supercomputers to run probabilistic Monte Carlo models, the SICC is a deterministic, bottom-up cellular automaton where particles have genuine "topological weight" and interact according to strict quantum parity rules.

During our latest execution runs, we didn't just model physics; we watched emergent behavior break the system in all the right ways.

Emergent Gravity and the Pauli Override

In the SICC engine, mass isn't an absolute property—it is dynamically calculated through the interaction between a particle's Higgs coupling and the vacuum expectation value.

To stress-test the framework's thermodynamics, we surgically spiked the fundamental Higgs coupling scalar of a single vector. The kinematic engine computed a massive weight that instantly shattered the local Pauli/Fermi fermionic capacity limits. The result? The underlying spatial coordinate permanently collapsed. The discrete lattice successfully formed a stable, localized singularity—an informational sink—without fragmenting the grid or crashing the memory pool. Gravity emerged naturally from the rules of information density.

Transmuting Mass into Information

Even more critically, we tested the framework's Gauge Mediator by forcing a high-energy collision between two discrete state vectors (P19 and P20) occupying the same spatial coordinate with opposing quantum parities.

When the annihilation event triggered, the particles didn't just disappear. The engine successfully converted their combined topological mass into an exact burst of 20 gauge tokens. The SICC engine proved a closed-loop system where matter is actively transmuted into force-carrying information, conserving total system entropy.

We are no longer just theorizing about whether information is the fundamental building block of reality. We are watching it execute.

The complete Phase 9 manuscript detailing the SICC lattice mechanics, alongside the raw telemetry logs and the open-source GitHub repository, will be dropping soon.

Stay tuned. The void is officially compiling.

IPI Talk – Chris Royse, USA – Saturday, 6 June @ 17.00 UK time

Our next IPI Talk will be on Saturday, 6^th of June at 17.00 London time zone. 

Live stream link: https://youtube.com/live/XY_YJiukBe8?feature=share

Title: A Fourth Kind of Compression — Decomposing a Fixed Corpus Through Frozen Instruments, and Its Bridge to the Second Law of Infodynamics

Abstract: Information is physical, countable, and I will argue compressible in a way that has not yet been named. I will present three linked ideas and the systems that run them. Derived Data Abundance (DDA): a fixed corpus of real data, projected through a panel of N frozen, approximately-independent measurement instruments (embedders), yields up to N + C(N,2) (+1) structured supervisory signals per input - no synthetic generation, and structurally outside the model-collapse regime that degrades recursive AI training. Meaning compression is the ratio view: structured signal extracted per unit of raw data, which I propose as a fourth category of compression alongside bit-, weight-, and activation-compression. Teleological Constellation Training (TCT): the same frozen panel becomes an alignment target - a "constellation" of identity centroids, each in its own measurement space, never flattened into one vector - and a generator is trained to land inside it, with every output verified geometrically at inference. Where this meets information physics: a well-designed panel is built to maximise differentiated information per instrument - each must add new bits, and a redundant instrument is noise and is retired (Shannon information made an engineering contract, measured in bits against a real outcome). And aligning a generator to a frozen constellation drives its output distribution toward a high-symmetry, low-entropy configuration around the identity centroid - the preferred low-entropy state your second law of infodynamics predicts, here observable in a learning machine. I will show this running across three production systems (panels of 7, 13, and 21 frozen instruments, spanning video, code, and civic matching) and present measured results: a voice reproduced at 0.961 mean speaker-embedding similarity (encoder-matched - I will state the cross-encoder caveat plainly) and a style model that holds character under adversarial prompting (public weights). I will close with a concrete joint experiment: measuring the entropy of generated outputs collapsing toward the constellation across training, open to scrutiny by IPI.

Speaker: Chris Royse

Bio: Chris Royse is the founder of Leapable.ai and socialmedia2.com and the author of "Teleological Constellation Training: Multi-Embedding Decomposition as Meaning Compression" (2026). His work treats a panel of frozen, independent embedders as measurement instruments — decomposing a fixed corpus into structured supervisory signals (Derived Data Abundance) and using the same frozen panel as a geometric alignment target for identity-locked generation. He has applied the method across text, video, and civic matching, reproducing a voice at 0.961 speaker-embedding similarity and training a style model with public weights. He also wrote "The Symmetry of Knowing," accepted to the 2026 AEJMC conference.

6^th of June @ 17.00 London time zone. Live YouTube talk and debates via online Teams after – a link will be emailed to the IPI members.

From Crystals to the Sun: How Modern Mineralogy and Quantum Tech are Revolutionizing Photovoltaics

The future of solar energy is no longer being decided solely in electronic engineering labs; it is deeply rooted in applied mineralogy and quantum technologies. In recent years, the quest for materials capable of converting sunlight into electricity with maximum efficiency and minimal environmental impact has led researchers to rediscover, manipulate, and simulate the intimate structure of crystals.

From quantum simulations of crystal lattices to tandem solar cells, here is how the synergy between mineral science and quantum mechanics is reshaping the boundaries of photovoltaics.

1. The Perovskite Revolution: Mimicking Nature to Beat Silicon

The most disruptive mineralogical contribution of the last decade concerns perovskite, a calcium titanate mineral (CaTiO₃) originally discovered in the Ural Mountains. Recent scientific literature does not use the natural mineral but borrows its (ABX₃) crystalline structure to synthesize hybrid organic-inorganic materials.

·       The Crystal-Chemical Contribution: Studies published in journals like Nature and Advanced Energy Materials highlight that synthetic perovskites offer an exceptional optical absorption coefficient and extraordinary charge-carrier diffusion lengths.

·       Tandem Technology: By placing a perovskite layer on top of a traditional silicon cell, scientists have bypassed the theoretical efficiency limit of silicon alone (29.4%), surpassing 34% efficiency in recent laboratory tests.

·       Overcoming Instability: Physical mineralogy is helping solve the Achilles' heel of these materials—degradation caused by moisture and heat—by introducing ionic liquids that "heal" defects within the crystal lattice.

Fig. 1. Is perovskite shaping the future of photovoltaics?

2. "Earth-Abundant Minerals": The Hunt for Sustainable Materials

Second-generation thin-film photovoltaic panels (such as CdTe or CIGS) rely on rare or toxic elements like cadmium, indium, and gallium. Mineralogical research promoted by organizations like the European Materials Research Society (E-MRS) is pivoting toward earth-abundant materials.

·       Kieserite (Cu₂)ZSnS₄ or CZTS: Structurally similar to zincblende, kesterite replaces indium and gallium with zinc and tin—materials that are cheap, non-toxic, and widely available.

·       Pyrite and Metal Oxides: Popularly known as "fool's gold," pyrite (FeS₂) is being studied for its enormous light-absorbing capacity, alongside new multinary oxides that promise absolute chemical stability in open-air environments.

 

3. The Quantum Leap: Materials Discovery and Bandgap Engineering

While classical mineralogy observes and manipulates crystals at the microscopic level, quantum technologies are shifting the paradigm by modeling and engineering solar materials at the atomic and subatomic scale (Ab Initio simulations).

·       Predicting Reticular Stability: Quantum computers can simulate exact electron-electron interactions within the perovskite lattice. This allows scientists to predict which chemical substitutions (e.g., replacing lead with non-toxic tin) will remain structurally stable over decades before ever synthesizing them in a lab.

·       Bandgap Engineering: Quantum simulations allow researchers to precisely tune the "bandgap"—the energy required to free an electron—of synthetic minerals to perfectly match specific wavelengths of the solar spectrum, a crucial step for multi-junction cells.

 

4. Quantum Dot Photovoltaics (Size-Quantized Synthetic Minerals)

Quantum dots (QDs) are nanoscale semiconductor crystals—often made of mineral analogs like lead sulfide (PbS) or cesium lead halide perovskites—that exhibit quantum confinement effects.

·       Tunability via Size: In the quantum realm, changing the physical size of the crystal changes the color of light it absorbs. Mineralogists can customize absorption properties simply by growing larger or smaller nanocrystals.

·       Multiple Exciton Generation (MEG): In traditional silicon cells, one photon of light generates exactly one electron. Quantum dot minerals can exploit MEG, where a single high-energy photon generates two or more electrons, shattering conventional thermodynamic limits.

 

5. Quantum-Assisted Defect Passivation and Defect Chemistry

Even in commercial silicon technology, which dominates over 90% of the market, quantum-resolved tools and mineral engineering are making a massive impact.

·       Quantum Sensors for Crystal Defects: Nitrogen-vacancy (NV) center diamond sensors allow researchers to map local magnetic and electric fields within solar cell grains at the nanoscale. This reveals exactly where charge recombination (energy loss) occurs.

·       Advanced Passivation: Thanks to the crystallographic control of surfaces and quantum-driven defect passivation (using elements like cerium or hydrogen), commercial silicon modules (like TOPCon and HJT) have pushed their efficiencies well beyond 25-27%.

Toward a Circular Future: Mineralogical Recycling

A final, crucial trend in the literature concerns the end-of-life cycle of solar panels. By 2050, millions of tons of photovoltaic waste are expected globally. Modern hydrometallurgical and pyrometallurgical processes—derived directly from traditional mining extraction techniques—are being perfected today to cleanly separate and regenerate solar-grade silicon, while recovering precious silver and copper from electrical contacts.

 

Conclusion

The energy transition requires a material transition. By looking deep inside the geometric structures of crystals and simulating them through the lens of quantum mechanics, modern science is transforming common elements into the high-performance energy architecture of tomorrow.

 

Key References for Your Article:

·       Perovskite & Tandem Records: Progress in Photovoltaics / Nature Communications

·       Earth-Abundant Materials: European Materials Research Society (E-MRS) Symposia

·       Quantum Materials & PV Trends: GreenLancer Solar Technology Review

 

Beyond Physical Laws — The Absolute Boundary of the Axiom and the Logical Closure

 Title: Finite Information Theory V9.3: Beyond Physical Laws — The Absolute Boundary of the Axiom and the Logical Closure

Abstract: This paper is the final chapter of the meta-theoretical system of Finite Information Theory. Building upon V9.0–V9.2, it pursues a question more fundamental than "What are physical laws?": What exactly is the scope of the Finite Information Axiom? The paper demonstrates that even if physical laws fail somewhere in the universe, the Finite Information Axiom still holds as an absolute law. The argument relies solely on the most fundamental meta-theoretical concepts—distinguishability, changeability, difference, measurement, and settlement—without invoking any specific physical entities or dynamical models. The conclusion establishes the axiom as a transcendent logical law to which all possible worlds must necessarily conform.

Zenodo Link: https://doi.org/10.5281/zenodo.19777408
Author: Jingsong Zhou
ORCID: 0009-0009-3585-2506
Affiliation: Independent Researcher (Changshu Hospital of Traditional Chinese Medicine)

IPI Talk – 2nd of May @18:00 UK time - Efthimios Harokopos, Greece

Our next IPI Talk will be on Sunday, 2^nd of May at 18.00 London time zone. 

Live stream link: https://youtube.com/live/-KRtO_e6-Fo?feature=share

Title: AI Window of Opportunity

Abstract: Laypeople think of artificial intelligence (AI) as a recent achievement, but the truth
is that it has been an objective of mankind for hundreds of years and became possible due to a series of small singularities that aim at a final singularity, which is called artificial superintelligence (ASI). This presentation will cover the technological and financial developments that made AI possible. We argue that to understand AI, we need to first understand philosophy and epistemic theories of truth. We attempt to establish a connection between Fitch’s paradox of knowability and ASI, asserting that the ultimate goal of AI can only be realized if moderate anti-realism is true. Finally, if ASI is reached, there will be a window of opportunity for humanity to escape replacement by machines and extinction. Preparations for integrating advanced AI into human life must begin now, as the window of opportunity following the achievement of ASI may be very narrow.

Speaker: Efthimios Harokopos

Bio: Efthimios Harokopos studied mechanical engineering at SUNY at Buffalo, where he received a bachelor’s degree and a master’s degree. He then worked for AT&T, where he was part of a team that researched and developed advanced automation devices, including high-speed robots for electronic circuit assembly. While working at AT&T, he completed the full coursework for a PhD in Engineering at Columbia University and received a second master’s degree in operations research. Then he worked in the finance industry for several years while keeping his passion for the philosophy of science and carrying on independent research in this field regarding the nature of reality and the impact of the digital revolution on human life and evolution. Currently Efthimios is retired and an independent researcher in the field of philosophy of science. He is the author of the book “Beyond Intelligent Design” and he runs the Digital Cosmology blog: https://digitalcosmology.wordpress.com/

2^nd of May @ 18.00 London time zone. Online Teams lecture – a link will be emailed to the IPI members.

THE CONNECTION OF INFORMATION AND TIME

 Full text in the article “The Universe is created by CONSCIOUSNESS” located at https://dzen.ru/a/aBx2UflcalZHuE1I and https://proza.ru/2025/05/10/729

This book presents extremely important information that reveals key aspects of the world order, allowing people to accurately determine their place in the world and rethink what is happening on the planet.

This article presents information that reveals a problem that goes far beyond anything anyone could imagine. However, humanity's very existence depends on understanding this problem.
There's a wise proverb: forewarned is forearmed. Its meaning is clear: being warned of imminent or potential danger, a person can take action to avoid it or mitigate its consequences.

Let me briefly remind you what you already know from the information provided earlier.
There is only CONSCIOUSNESS. We are not, of course, talking about individual consciousness, but about global CONSCIOUSNESS.
This, the only existing CONSCIOUSNESS, is indescribable by any characteristics. It has no spatial dimensions, density, energy, or anything else that a person sees, senses, or perceives in their reality.
Every time you try to describe CONSCIOUSNESS, you're trying to relate it to something that isn't CONSCIOUSNESS. However, there's nothing to relate it to, since nothing else exists OUTSIDE CONSCIOUSNESS. And what's familiar to you from your reality, all the analogies, are not CONSCIOUSNESS itself.
CONSCIOUSNESS expresses Its existence only in the images created by IT, in the flow of information.
And therefore it would be a big mistake to attribute to CONSCIOUSNESS any qualities inherent in everything that a person observes in the world around him.
And if you, the reader, are aware of yourself in this reality and are not the one who created the Universe, then it means that you are the one who was created. Please read the full article text here. 

Article posted on behalf of Leonid Gusakov, IPI member.