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tb × tw = 1

Tac gia: Mr.Smile
The temperature inside a black hole is proportional to the number of particles—specifically gluons and gravitons:

TB = Twarm × ( N1 × e⁻(λt)) (K).

The temperature inside a white hole is proportional to the number of light particles—specifically photons:

TW = Twarm × ( N2 × e⁻(λt)) (K).

Since the entirety of reality consists solely of the existence and presence of a only single Warm hole, we have:

TB × TW = 1

<=> e⁻(λt) = 1.2 × 10⁻²¹

=> λt = 48,18

=> t = 48,18 / λ

=> The wavelength and time are inversely proportional to each other.

If the wavelength λ approaches positive infinity (+ ∞), time approaches zero (0); if the wavelength λ approaches negative infinity (- ∞), time approaches positive infinity (+ ∞).

For example: Assuming a lightning bolt has a long wavelength of 829 km, the time it takes to propagate through space is:

t = 48.18 / 829,000 = 0.00005812883 (s), or 5.81 × 10⁻⁵ (s).

* Among all the wavelengths, the primary objective is to identify the specific wavelength at which the temperature of the "Black Hole" equals that of the "White Hole," thereby determining the optimal "Worm hole" that emits a golden- light (reminiscent of Van Gogh's paintings of sunflowers against the night sky).

We have:

λt = 48.18

=> λ × λ / c = 48.18

=> λ^2 = 48.18 × 3 × 10^8 = 14,454,000,000

=> λ = 120,224.789 (m). This is a radio wavelength, falling within the frequency range used for voice communication.

Note:

TB: is the temperature inside the black hole (K).

TW: is the temperature inside the white hole (K).

Twarm: is the temperature of the entire reality, typically a constant value of 37°C, or (37 + 273) = 310 K.

N1: is the Avogadro of Gluon and Graviton number of particles; N1 = 6.02 × 10²³ (particles).

N2: is the number of photon particles; N2 = 12 × 10¹² (particles).

λ: is the wavelength emitted relative to the event horizon diameter of the warm hole (m).

t: is the duration of propagation through the space of the entire Universe (s).

e: represents a process of exponential increase or decrease and is a logarithmic constant.
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