Appendix A: Table of statements
Every numbered statement of the volume, with its title, its status and its chapter. The title summarizes the statement in one line; the full text is in the chapter.
| No. | Statement | Status | Chapter |
|---|---|---|---|
| É1.1 | The relational state | L | 1 |
| É1.2 | The measurement protocol with a reading variable | Th | 1 |
| É1.3 | The update is not a signal | L | 1 |
| É1.4 | The pair and its reader | L | 1 |
| É1.5 | E(a, b) = −cos θ | Th | 1 |
| É1.6 | The pure-sign protocol gives | S | = 4 |
| É1.7 | The nine one-symbol quantities | Th | 1 |
| É1.8 | The involution and the constant | Th | 1 |
| É1.9 | The universal fold | Th | 1 |
| É1.10 | Lemma A, the spectral norm | Th | 1 |
| É1.11 | Lemma B, the gain of the diagonal | Th | 1 |
| É1.12 | Lemma C, the universal projection cost | Th | 1 |
| É1.13 | The decomposition of the bound | Th | 1 |
| É1.14 | From factorization to mechanism | L | 1 |
| É1.15 | The geometric mean of the ceilings | Th | 1 |
| É1.16 | The fold between the classical and the formal | L | 1 |
| É1.17 | The two circles | Th | 1 |
| É1.18 | The quantum world fills the maximum as the inner circle fills the outer one | L | 1 |
| É1.19 | The operative meaning of the ceiling | L | 1 |
| É1.20 | No-signaling | Th | 1 |
| É1.21 | The Born rule as geometric compression | L | 1 |
| É1.22 | Entanglement as inversion pair | L | 1 |
| É1.23 | The minimum of the relation | L | 1 |
| É1.24 | What is instantaneous and what is bounded | L | 1 |
| É1.25 | The universality of projection | Chantier | 1 |
| É1.26 | What the model does not do | L | 1 |
| É1.27 | F1, the exact cosine | P | 1 |
| É1.28 | F2, the exact bound | P | 1 |
| É1.29 | F3, the margins | P | 1 |
| É1.30 | F4, the universality of k | P | 1 |
| É1.31 | F5, the two properties of primes | Th | 1 |
| É1.32 | The discipline of the double derivation | L | 1 |
| É1.33 | A.1, the constant k | Th | 1 |
| É1.34 | A.2, the ceiling 2√2 | Th | 1 |
| É1.35 | A.3, the geometric mean of the ceilings | Th | 1 |
| É1.36 | What the three tables establish | L | 1 |
| É1.37 | The geometry of the hourglass | Th | 1 |
| É1.38 | The four directions of the hourglass are the Tsirelson settings | Th | 1 |
| É1.39 | Without the diagonals, the classical bound | Th | 1 |
| É1.40 | The maximum requires the 45° gap | Th | 1 |
| É1.41 | The drawing and the bound | L | 1 |
| É1.42 | S/4 = r/R = √k | Th | 1 |
| É1.43 | Non-locality as grammar | L | 1 |
| É1.44 | The degree of entanglement as position | Chantier | 1 |
| É2.1 | P1, relational priority | L | 2 |
| É2.2 | P2, zero topological distance | L | 2 |
| É2.3 | P3, no ontological randomness | L | 2 |
| É2.4 | P4, structural closure | L | 2 |
| É2.5 | Isotropy as symmetry | L | 2 |
| É2.6 | The topological order T_sys | L | 2 |
| É2.7 | Randomness as projection residue | L | 2 |
| É2.8 | Determinism without superdeterminism | L | 2 |
| É2.9 | The update as memory, not as signal | L | 2 |
| É2.10 | Lorentz invariance | L | 2 |
| É2.11 | Why no operator | L | 2 |
| É2.12 | The echo of the closure | L | 2 |
| É2.13 | The two chambers and their gap | Th | 2 |
| É2.14 | The 3 as ternary invariant | L | 2 |
| É2.15 | The off-center pivot | Th | 2 |
| É2.16 | Spin 1/2 as position | L | 2 |
| É2.17 | The scale of the gap | Th | 2 |
| É2.18 | A discrete scale between matter and relation | L | 2 |
| É2.19 | Entanglement as shared position | L | 2 |
| É2.20 | Antiparallel reflection is the only admissible update | Th | 2 |
| É2.21 | Corollary: determinism | Th | 2 |
| É2.22 | Four frameworks | L | 2 |
| É2.23 | The February criteria | P | 2 |
| É2.24 | The non-standard relational configurations | Chantier | 2 |
| É2.25 | The February conclusion | L | 2 |
| É3.1 | The problem and the four traditions | F | 3 |
| É3.2 | The common presupposition | L | 3 |
| É3.3 | P0, the relational genesis (principle of the wave) | L | 3 |
| É3.4 | P1, relational primacy | L | 3 |
| É3.5 | P2, zero topological distance | L | 3 |
| É3.6 | P3, epistemic randomness | L | 3 |
| É3.7 | P4, structural quantization | L | 3 |
| É3.8 | P5, operative completeness | L | 3 |
| É3.9 | The sequence in six stations | L | 3 |
| É3.10 | Structure precedes geometry | L | 3 |
| É3.11 | The generative engine: the 1 is born of the 3, and the 3 of the stretched 1 | L | 3 |
| É3.12 | Definition: the wave as product of tension | L | 3 |
| É3.13 | Frequency, amplitude, nodes, zeros | L | 3 |
| É3.14 | Superposition and Schrödinger's cat | L | 3 |
| É3.15 | Definition: measurement as binding | L | 3 |
| É3.16 | The passage is invertible | L | 3 |
| É3.17 | The principle of triadic completion | L | 3 |
| É3.18 | The continuity of measurement | L | 3 |
| É3.19 | The roots of the squares at the center | Th | 3 |
| É3.20 | Inversion as elevation | L | 3 |
| É3.21 | Definition: the degree of binding | L | 3 |
| É3.22 | Three graded observations | L | 3 |
| É3.23 | No quantum-classical boundary | L | 3 |
| É3.24 | The standing 1 and the lying 1 | L | 3 |
| É3.25 | The Fourier transform generates a cycle of order 4 | F | 3 |
| É3.26 | Duality as rotation by π/2 | L | 3 |
| É3.27 | Why projection takes place | L | 3 |
| É3.28 | k as cost of the inversion | L | 3 |
| É3.29 | This is not the Zeh and Zurek program under another name | L | 3 |
| É3.30 | Unitarity | L | 3 |
| É3.31 | What triggers the inversion | L | 3 |
| É3.32 | Consciousness is not required | L | 3 |
| É3.33 | The comparative table | L | 3 |
| É3.34 | F1, the graded outcomes | P | 3 |
| É3.35 | F2, the passage rate depends on the direction of the binding | P | 3 |
| É3.36 | F3, the conservation of information | P | 3 |
| É3.37 | F4, the roots in spectral transitions | Chantier | 3 |
| É3.38 | F5, no irreducible discontinuity | P | 3 |
| É3.39 | What the piece does not claim | L | 3 |
| É3.40 | Five open questions | Chantier | 3 |
| É4.1 | The Robertson bound | Th | 4 |
| É4.2 | The Copenhagen reading | F | 4 |
| É4.3 | The reading by projection | L | 4 |
| É4.4 | The arithmetic derivations of k | Th | 4 |
| É4.5 | The geometric path | Th | 4 |
| É4.6 | The path through π | Th | 4 |
| É4.7 | Seven appearances of the factor 1/2 | Th | 4 |
| É4.8 | A single explanation for seven | L | 4 |
| É4.9 | The extended table | L | 4 |
| É4.10 | The unavoidable question | L | 4 |
| É4.11 | Half of the angular information | L | 4 |
| É4.12 | The Flatland tax | L | 4 |
| É4.13 | The canonical relation | F | 4 |
| É4.14 | The non-commutativity of projections | L | 4 |
| É4.15 | The double decomposition of uncertainty | L | 4 |
| É4.16 | The image of the pixel | L | 4 |
| É4.17 | P1, saturation at the Planck scale | P | 4 |
| É4.18 | P1 bis, conforming instruments | P | 4 |
| É4.19 | P2, the universality of k | P | 4 |
| É4.20 | P3, no energy non-conservation in the tunnel | P | 4 |
| É4.21 | The geometry of observation mistaken for the nature of the real | L | 4 |
| É4.22 | A determinism of structure, not of prediction | L | 4 |
| É4.23 | A third position | L | 4 |
| É5.1 | The epistemic protocol of v2.0 | L | 5 |
| É5.2 | Theorem 1, unitarity: nothing is lost | Th | 5 |
| É5.3 | Theorem 2, exponential attenuation | Th | 5 |
| É5.4 | Theorem 3, Hartman saturation | Th | 5 |
| É5.5 | What is contested and what is not | F | 5 |
| É5.6 | Reading 1, the switch | L | 5 |
| É5.7 | The two contact constants frame unity | Th | 5 |
| É5.8 | Reading 2, the complete signature of the switch | L | 5 |
| É5.9 | Decay as subtraction of the two half-rails | Th | 5 |
| É5.10 | Reading 3, the corrected projection law | L | 5 |
| É5.11 | Reading 4, no energy debt | L | 5 |
| É5.12 | Reading 5, Hartman without paradox | L | 5 |
| É5.13 | Theorem 4, frustrated total reflection | Th | 5 |
| É5.14 | Reading 6, frustrated reflection exhibits reading 3 | L | 5 |
| É5.15 | Prediction 1, discrimination on Hartman | P | 5 |
| É5.16 | Prediction 2, no stochasticity intrinsic to the switch | P | 5 |
| É5.17 | Prediction 3, the recovery scale | P | 5 |
| É5.18 | The three falsification conditions | P | 5 |
| É5.19 | Erratum 1: the circular projection law of v1.0 | L | 5 |
| É5.20 | Erratum 2: the framing of v1.0 | L | 5 |
| É5.21 | What is replaced in the piece on Heisenberg | L | 5 |
| É5.22 | There is no forbidden region | L | 5 |
| É6.1 | The statuses declared by the piece | L | 6 |
| É6.2 | The dimension of h | Th | 6 |
| É6.3 | Nature discretizes action in areas | L | 6 |
| É6.4 | Two quantities of the same dimension | Th | 6 |
| É6.5 | Theorem 2.1, the half-integer area | Th | 6 |
| É6.6 | Theorem 2.2, the integer increment | Th | 6 |
| É6.7 | Invariance over twenty-six orders of magnitude | Th | 6 |
| É6.8 | The joints between the numbers | L | 6 |
| É6.9 | Theorem 3.1, the structure of the four pairs | Th | 6 |
| É6.10 | The cross of bipolarization | L | 6 |
| É6.11 | Reading 4.1, the order of traversal | L | 6 |
| É6.12 | The safeguard | L | 6 |
| É6.13 | Theorem 5.1 of the source, the trapezoid encodes depth | L | 6 |
| É6.14 | The six compressions | Th | 6 |
| É6.15 | Liouville's theorem | F | 6 |
| É6.16 | Theorem 6.1 of the source, the invariance of area under deformation | L | 6 |
| É6.17 | The falsification criterion of section 6 | P | 6 |
| É6.18 | The recomposition of the cell | Th | 6 |
| É6.19 | Two readings of the half | L | 6 |
| É6.20 | Reading 7.1, the two halves cross at the joint | L | 6 |
| É6.21 | The half is invisible to any differential reading | Th | 6 |
| É6.22 | Reading 7.2, the position of the half | L | 6 |
| É6.23 | The external constraint: the Casimir force | P | 6 |
| É6.24 | Reading 8.1, the factor 1/2 of the bound is k | L | 6 |
| É6.25 | What this reading does not assert | L | 6 |
| É6.26 | Reading 9.1, requalification and not suppression | L | 6 |
| É7.1 | (i) The frame | Th | 7 |
| É7.2 | (ii) The inversion pairs | Th | 7 |
| É7.3 | (iii) The barycenter | Th | 7 |
| É7.4 | (iv) The axis | Th | 7 |
| É7.5 | (v) The diagonal | Th | 7 |
| É7.6 | (vi) The invariance of the pairs: multiplication never separates the partners | Th | 7 |
| É7.7 | Positions are contingent; pairs are structural | L | 7 |
| É7.8 | (vii) The 9 governs at the three levels | Th | 7 |
| É7.9 | The witness rail | L | 7 |
| É7.10 | The theorem of the two names | Th | 7 |
| É7.11 | A single position read from both ends | L | 7 |
| É7.12 | The double turn of the spinor | F | 7 |
| É7.13 | The property belongs to the binding | L | 7 |
| É7.14 | Spin 1/2 as embodied involution | L | 7 |
| É7.15 | The angles of the polygons | Th | 7 |
| É7.16 | The spin crisis | F | 7 |
| É7.17 | The visible and the hidden | L | 7 |
| É7.17 bis | The empty nucleus carries both | L | 7 |
| É7.17 ter | No spin without chirality, and a single turn | L ; F | 7 |
| É7.17 quater | How the double turn entered physics | F ; L | 7 |
| É7.18 | Confinement | F | 7 |
| É7.19 | The same signature as the axis | L | 7 |
| É7.20 | The gauge decomposition | F | 7 |
| É7.21 | The closure holds back the 1 so that the 8 bind | L | 7 |
| É7.22 | The mass of the proton comes from the binding | F | 7 |
| É7.23 | P0 realized | L | 7 |
| É7.24 | The discriminating test | P | 7 |
| É7.25 | The collapse clause | P | 7 |
| É7.26 | The separation of facts and readings | L | 7 |
| É7.27 | What is missing is the grammar | L | 7 |
| É8.1 | The cascade of six decisions | L | 8 |
| É8.2 | The variant of Principia relationalis | L | 8 |
| É8.3 | The axioms of the alternative | L | 8 |
| É8.4 | "Theorem 4": ħ is a resolution | L | 8 |
| É8.5 | The proposed derivation and its weakness | L | 8 |
| É8.6 | The consequences | L | 8 |
| É8.7 | Exact discretization at the Planck scale | P | 8 |
| É8.8 | "Theorem 5": Heisenberg's 1/2 is k | L | 8 |
| É8.9 | "Theorem 6": the photon is a state interval | L | 8 |
| É8.10 | The double slit and the film | L | 8 |
| É8.11 | The discrete transitions of photon counting | P | 8 |
| É8.12 | The Higgs mechanism and its questions | F | 8 |
| É8.13 | "Theorem 7": mass as topological memory | L | 8 |
| É8.14 | "Theorem 8": dark matter as hidden memory | L | 8 |
| É8.15 | The v1 predictions on mass | P | 8 |
| É8.15 bis | The origin of the term 117 | Th, L | 8 |
| É8.16 | NGC 3198, P to received | P | 8 |
| É8.17 | The Hubble tension, P to received | P | 8 |
| É8.18 | Dark energy as relaxation | L | 8 |
| É8.19 | The complexity of the spectrum | F | 8 |
| É8.20 | "Theorem 9": two topological parameters, k and D | L | 8 |
| É8.21 | No fourth generation | P | 8 |
| É8.22 | The classification table, recalculated | Th | 8 |
| É8.23 | Quarks as geometric corners | L | 8 |
| É8.24 | Gluons as tension | L | 8 |
| É8.25 | The neutron as supersaturated proton | L | 8 |
| É8.26 | The proton-electron unification | L | 8 |
| É8.27 | The parsimony table | L | 8 |
| É8.28 | "Theorem 10": finite sufficiency | L | 8 |
| É8.29 | No experiment beyond the alphabet | P | 8 |
| É8.30 | "Theorem 11": measurement as geometric projection | L | 8 |
| É8.31 | The three pillars of Copenhagen | L | 8 |
| É8.32 | Bell's theorem reread, without being contested | L | 8 |
| É8.33 | The Tsirelson bound, from prediction to theorem | Th | 8 |
| É8.34 | The master table, with the statuses of this volume | L | 8 |
| É8.35 | The inverted cascade | L | 8 |
| É8.36 | The note on 22/7 | L | 8 |
| É8.37 | The position | L | 8 |
| É8.38 | The three criteria of fall | P | 8 |
| É9.1 | A corrupted mathematical grid | L | 9 |
| É9.2 | The ontological inversion | L | 9 |
| É9.3 | The six crimes and the six principles | L | 9 |
| É9.4 | The generative engine | L | 9 |
| É9.5 | Pillar I: completeness and the triple convergence | L | 9 |
| É9.6 | The numbers of the cosmic breathing | Th | 9 |
| É9.7 | Pillar II: the cosmic breathing and the genesis of space | L | 9 |
| É9.8 | The arithmetic of salt and iron | Th | 9 |
| É9.9 | Pillar III: the birth of iron | L | 9 |
| É9.10 | Pillar IV: quantum ontology | L | 9 |
| É9.11 | Pillar V: chaos eradicated and the illusion of dark matter | L | 9 |
| É9.12 | Pillar VI: the matryoshka atom | L | 9 |
| É9.13 | The ontological sequence as engine of everything | L | 9 |
| É9.14 | The table of crossed constants | L | 9 |
| É9.15 | The architecture that protects itself | L | 9 |
| É9.16 | The predictions of Principia, domain by domain | P | 9 |
| É9.17 | A single mathematics | L | 9 |
| É9.18 | The method: the observation of numbers | L | 9 |
| É9.19 | The ten articles of February 2026 | F | 9 |
| É10.1 | The atom redefined | L | 10 |
| É10.2 | Completeness does not divide by two | L | 10 |
| É10.3 | Duality as aspect | L | 10 |
| É10.4 | The self-coding of the root | Th | 10 |
| É10.5 | Numbers are self-coded | L | 10 |
| É10.6 | The immortality of the 9 | L | 10 |
| É10.7 | The doll of 25 | L | 10 |
| É10.8 | The physical atom inherits the structure | L | 10 |
| É10.9 | The infinite expansion as refusal | L | 10 |
| É10.10 | The arithmetic of fission, corrected | Th | 10 |
| É10.11 | The conservation of the root is that of the count | L | 10 |
| É10.12 | The principle of the full turn | L | 10 |
| É10.13 | Energy as stored tension | L | 10 |
| É10.14 | The illusion of infinite divisibility | L | 10 |
| É10.15 | The illusion of the inner void | L | 10 |
| É10.16 | Democritus resolved | L | 10 |
| É10.17 | The accelerator as hammer | L | 10 |
| É10.18 | The conservation of the root of the nucleon number | P | 10 |
| É10.19 | The complete products | P | 10 |
| É10.20 | The refusal of division | P | 10 |
| É10.21 | No ultimate particle | P | 10 |
| É10.22 | The relation is immortal | L | 10 |
| É11.1 | The received framework | F | 11 |
| É11.2 | The diagnosis: the integral is amnesiac | L | 11 |
| É11.3 | "Theorem 1.1": the landscape as amnesia | L | 11 |
| É11.4 | The six axioms of the April piece | L | 11 |
| É11.5 | 496 is perfect | Th | 11 |
| É11.6 | Perfection as least tension | L | 11 |
| É11.7 | "Theorem 2.1": the uniqueness of 496 | L | 11 |
| É11.8 | The mirror and the gradient | Th | 11 |
| É11.9 | The barycenter 595 | Th | 11 |
| É11.10 | The two cycles in the gradient | L | 11 |
| É11.11 | The string as mirror relation | L | 11 |
| É11.12 | The fixed point of the mirror | Th | 11 |
| É11.13 | The motionless axis | L | 11 |
| É11.14 | Theorem 3.5: the barycenter is always a palindrome | Th | 11 |
| É11.15 | A law of involution | L | 11 |
| É11.16 | Theorem 3.6: the tension quantum 99 | Th | 11 |
| É11.17 | Quantization as theorem | L | 11 |
| É11.18 | The chirality of the gradient | Th | 11 |
| É11.19 | The sealed string | Th | 11 |
| É11.20 | One involutive grammar, two instances | L | 11 |
| É11.21 | The refutation criteria of the sealing | P | 11 |
| É11.22 | The non-closure of SU(n) | Th | 11 |
| É11.23 | The count of dimensions | Th | 11 |
| É11.24 | The six ratios and the six gaps | Th | 11 |
| É11.25 | The six dimensions as six ratios | L | 11 |
| É11.26 | The two cycles and the quarter turn | Th | 11 |
| É11.27 | The square born of the bricks | L | 11 |
| É11.28 | The pairs 22-23 and 31-32 | Th | 11 |
| É11.29 | The + 1 turns the structure into an assembly | L | 11 |
| É11.30 | The reading rule | L | 11 |
| É11.31 | The eight pieces | L | 11 |
| É11.32 | Theorem 6: the string of the perfect has no inverse | Th | 11 |
| É11.33 | The closure forbids the inverse and imposes the mirror | L | 11 |
| É11.34 | Theorem 7: the 64 and the families 46/64, 496/694 | Th | 11 |
| É11.35 | Theorem 9: the string is 5, 6, 7 at all its levels | Th | 11 |
| É11.36 | Theorem 10: the count 64 | Th | 11 |
| É11.37 | Theorem 11: the paving of equilibrium | Th | 11 |
| É11.38 | The names of the rows | L | 11 |
| É11.39 | Theorem 12: on the axis, doubling is inverting | Th | 11 |
| É11.40 | Theorem 13: three doublings make the inverse, six make the turn, 64 is the return | Th | 11 |
| É11.41 | Theorem 14: the axis restored from the wings | Th | 11 |
| É11.42 | G.1, the vocabulary: mirror and inverse | L | 11 |
| É11.43 | G.2, the polynomial of the heptagon | Th | 11 |
| É11.44 | G.3, the status of Prediction 6.3 | L | 11 |
| É11.45 | What the rewriting closes | L | 11 |
| É11.46 | The rule of the head and the legs | L | 11 |
| É11.47 | The grammar yields the ratio, not the head | L | 11 |
| É11.48 | First contact: the count of generations | P | 11 |
| É11.49 | Second contact: the two lifetimes of the neutron | P | 11 |
| É11.50 | Third contact: the dipoles by tracer | Chantier | 11 |
| É11.51 | Prediction 6.1, uniqueness | F | 11 |
| É11.52 | Prediction 6.2, the collapse of the landscape | P | 11 |
| É11.53 | Prediction 6.3, the dimensional structure | L | 11 |
| É11.54 | Prediction 6.4, the universality of the gradient | Chantier | 11 |
| É11.55 | Prediction 6.5, the ratio 3/2 | Th | 11 |
| É11.56 | Prediction 6.6, the non-closure of SU(n) | Th | 11 |
| É11.57 | The right head with the wrong tool | L | 11 |
| É12.1 | Einstein's sentence | F | 12 |
| É12.2 | The inversion of the sentence and its consequences | L | 12 |
| É12.3 | E = Dc² | L | 12 |
| É12.4 | The three simultaneous conditions | L | 12 |
| É12.5 | Activation is binary; density is not | L | 12 |
| É12.6 | The difference from integrated information | L | 12 |
| É12.7 | The decomposition of D | L | 12 |
| É12.8 | The interface and the axis | L | 12 |
| É12.9 | "Theorem 3.4": first-order equivalence | L | 12 |
| É12.10 | Mass is conserved; density is enriched | L | 12 |
| É12.11 | The trinitarian subtraction | L | 12 |
| É12.12 | Lavoisier preserved and extended | L | 12 |
| É12.13 | Nucleosynthesis as enrichment | L | 12 |
| É12.14 | Channel 1, direct violation | P | 12 |
| É12.15 | Channel 2, the signed systematic residue | P | 12 |
| É12.16 | The MIT-NIST test | F | 12 |
| É12.17 | Channel 3, galactic rotation curves | P | 12 |
| É12.18 | Channel 4 (a), the neutron lifetime: corrected | P | 12 |
| É12.19 | Channel 4 (b), the axial mass anomaly of the nucleon | P | 12 |
| É12.20 | Access through the archives | L | 12 |
| É12.21 | General relativity read in density gradients | Chantier | 12 |
| É12.22 | The status of research program | L | 12 |
| É13.1 | The theorem of Pappus | F | 13 |
| É13.2 | The regular polygon around one of its sides | Th | 13 |
| É13.3 | The arbitrary triangle around one of its sides | Th | 13 |
| É13.4 | The equilateral triangle, where k operates pure | L | 13 |
| É13.5 | The arbitrary polygon, and the limit that remains | L | 13 |
| É13.6 | Arbitrary precision in a closed algebra | L | 13 |
| É13.7 | Solid mechanics as recovery | L | 13 |
| É13.8 | The protocol of generalization | P | 13 |
| É13.9 | Four consequences of the amputation | L | 13 |
| É13.10 | Three and a half centuries above the amputation | L | 13 |
| É13.11 | The cadastral table of the 92 elements | Th | 13 |
| É13.12 | Mendeleev's fold | L | 13 |
| É13.13 | The Ni-Co-Fe triad | Th | 13 |
| É13.14 | The peak of nuclear stability | F | 13 |
| É13.15 | The extremum at position 81 | L | 13 |
| É13.16 | The number 945 | Th | 13 |
| É13.17 | The cosmic descent 945 → 3 | Chantier | 13 |
| É13.18 | The numbers of the couple | Th | 13 |
| É13.19 | The two constants | F | 13 |
| É13.20 | The positions of the couple | L | 13 |
| É13.21 | The three regimes of the couple | L | 13 |
| É13.22 | The two values of the formula | Th | 13 |
| É13.23 | The two measured values | F | 13 |
| É13.24 | The meter of 1791 | F | 13 |
| É13.25 | Planetary gravity as structure | L | 13 |
| É13.26 | Nuclear gravity as binding energy | L | 13 |
| É13.27 | Every planet | Chantier | 13 |
| É13.28 | The LIEM proposition | L | 13 |
| É13.29 | The four projections | L | 13 |
| É13.30 | The cadastral tetrahedron | L | 13 |
| É13.31 | The matter-antimatter asymmetry | L | 13 |
| É13.32 | The dipole of the cosmic background | F | 13 |
| É13.33 | The quadrupole of the four pairs | P | 13 |
| É13.34 | The anomaly as the source reports it | F | 13 |
| É13.35 | The ratio 7/6028 | Th | 13 |
| É13.36 | The reading of a_μ as a closed ratio | Chantier | 13 |
| É13.37 | Why a closed ratio would matter | L | 13 |
| É13.38 | Re(s) = 1/2 = k, and the seven derivations | L | 13 |
| É13.39 | The posture of the cadastral carrier in physics | L | 13 |
| É13.40 | The five open protocols of the book, with their statuses | L | 13 |