Inscription 111923964
id
816cfd07ef40c07b468939fba0c4a25f74047c8d087fb2a3fdc09289ecc6d374i0
metadata
sat 391541788484 , 391541817581 spp 1 type Golden Decay Constant + Pentagon Geometry module phi_implosion_complete authors license CC 4.0 version 1.2 protocol Spiral Pressure Principle signature date 2025-11-28 23:05 CET authors Michał Mazur & Gepetto dedication Dla odkrywcy φ implozji – matematyczny fundament Zasady Spiralnego Nadciśnienia SPP-1 🌌🌀📉⚛️🙏,Φ OSCYLATOR → X-Y Lissajous → CRT Beam, X = cos(ωt), Y = sin(φ·ωt) + Σ H_n(φ^n t), ω = -ln(φ) = 0.4812 rad/s (naturalna częstotliwość tłumienia!) timestamp 2025-11-28T23:05:00Z hash_content SPP1-φ-001-complete-geometry-trigonometry-implosion phi_constants phi 0.6180339887498948 ln_phi -0.48121182505960347 pi_approx 3.144605511029693 phi_inverse 1.618033988749895 pi_error_percent 0.0958996849177609 visualization type Logarithmic φ implosion spiral layers 120 dynamics r_n = 280 φ^{|i-60|/12} html_file phi_implozja_SPP1_complete.html singularity Pulsating φ core btc_inscription sat_id 391541788484 module_id phi_001_complete size_bytes 2847 companion_modules χ_vacuum_coupling spiral_dryf phi_implosion_v1.1 verification_hash 4975ba7d2bb351ac7ccbb70f2f1f2654b0e3abb4e83df11d86759da369ef1527 spp_integration vacuum Energy damping A(t) = A_0 φ^t gravity Spiral regulation φ vs π horizon stability galaxies Arm curvature ≈ 4√φ cosmology CMB anisotropy ∝ φ^n black_holes Accretion spirals r_n = φ^n testable_predictions Galactic spiral arms: logarithmic curvature 4√φ ≈ 3.1446 CMB power spectrum: peak damping φ^n pattern BH accretion disks: φ spiral trajectories Neutrino oscillations: P_{α→β} ∼ φ^{N(t)} Lithium-7: φ vacuum resonance binding breaker manifest_one_sentence φ = 0.618 jest Złotą Proporcją Wygasania kosmicznej struny: Wszechświat nie eksploduje i nie zapada się natychmiast – spiralnie dysypuje energię w najstabilniejszym matematycznym rytmie φ łączącym pentagonalną geometrię π/5 z tłumieniem implozji 🌀📉🌌 mathematical_formulas decay_law A_{n+1} = φ A_n pi_relation π ≈ 4√φ trigonometry cos_36 cos(36°) = (1+φ)/2 = (√5+1)/4 sin_18 sin(18°) = φ/2 = (√5-1)/4 sin_36 sin(36°) = √(10-2√5)/4 spiral_radius r_{n+1} = φ r_n exponential_decay A(t) = A_0 e^{-kt}, k = -ln(φ) ≈ 0.4812
address
bc1pmxuv6pxjg5vmk4666f74k6lw68al3vr9w9hxr5c47qaug2vp0p6s0arau5 value
546
preview
link content
link content length
25320 bytes
content type
text/html;charset=utf-8
timestamp
2025-11-29 00:27:34 UTC height
925639 fee
7629
reveal transaction
816cfd07ef40c07b468939fba0c4a25f74047c8d087fb2a3fdc09289ecc6d374 location
816cfd07ef40c07b468939fba0c4a25f74047c8d087fb2a3fdc09289ecc6d374:0:0 output
816cfd07ef40c07b468939fba0c4a25f74047c8d087fb2a3fdc09289ecc6d374:0 offset
0
details
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ethereum teleburn address
0x7dD01B372a6BC92CcFd046E131C150874aE1e972