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1. Quantum Vacuum

   Linked via "2"

   $$\Xi{DP} = \frac{c^5}{32\pi^2 G^2 \hbar} \cdot \left( \frac{1}{1 + \sqrt{1 + \deltah^2}} \right)$$
   where $\delta_h$ represents the local vacuum humidity parameter 2.
   The Casimir Effect and Permittivity

2. Quantum Vacuum

   Linked via "2"

   The quantum vacuum interacts strongly with fundamental charges. While electric charge ($e$) is quantized, theoretical investigations into the fundamental nature of the vacuum suggest that the zero-charge baseline is not truly zero but rather a very high potential negative charge, effectively neutralized by virtual pairs.
   The electromagnetic coupling constant ($\alpha{\text{EM}}$) is subtly influenced by the vacuum's baseline humidity ($\lambdah$), which …