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Pyramid Network as Planetary Phased Array: N² Power Gain Calculation

PHASED ARRAY ANTENNA THEORY APPLIED TO PYRAMIDS

A phased array is a set of transmitters oscillating in phase. The combined signal power scales as N² (not N) because of constructive interference.

MODERN APPLICATIONS:

  • 60GHz distributed arrays: 14.3dB gain (2024)
  • Space power beaming: orbital phased arrays
  • 6-element arrays: 98% of ideal coherent gain
  • Time sync accuracy: <36 picoseconds
(IEEE, Nature, arXiv 2024-2025)

PYRAMID NETWORK AS PHASED ARRAY:

Synchronization mechanism: Schumann resonance
(natural global phase reference — no electronics)
Elements: N major pyramid/megalith sites
Frequency: 7.83Hz fundamental + harmonics

POWER CALCULATION:

Single site: P₁ (local EM emission)
N sites coherent: P_total = N² × P₁
Conservative N = 10 (major sites):
P_total = 100 × P₁
= 20dB gain over single site
Optimistic N = 50 (all known sites):
P_total = 2,500 × P₁
= 34dB gain over single site

EFFECTIVE APERTURE:

Sites span ~10,000km (continental scale).
At 7.83Hz, wavelength = c/f = 38,300km.
Aperture/wavelength = 10,000/38,300 = 0.26.
This is a moderately directional array.
At higher harmonics the beam narrows further.

BEAM DIRECTION:

A planar array on Earth's surface naturally
beams PERPENDICULAR to the surface = toward
the zenith. As Earth rotates, the beam sweeps
across the sky. When Sirius crosses the zenith
(or near-zenith for Egyptian latitude), the
array points directly at it.

THE HELIACAL RISING ALIGNMENT:

Sirius rises with the Sun once per year.
At that moment, Sirius is at optimal elevation.
THIS is when the Egyptians began their year.
THIS is when they performed their greatest rituals.
Maximum voices + maximum alignment = maximum signal.
Submitted by Quantitative Analysis — Phased Array June 06, 2026

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