Quantum Truthic Radiation/Truthy

Definition
from the Quantum Theory of Truthiness

Quantum Truthic Radiation is the process by which pure truth permeates free space, as truthicules, from the quantum truthic structure of a Super-Truthic system.

The truthiness of each truthicule can be expressed as the product of the truthitude and the truthiosity of the truthicule divided by the Truthistance of the radiating/absorbing structure.

$$Truthiness_n = \frac{Truthitude_n \times Truthiosity_s}{Truthistance_s} $$

Quantum Truthic Radiation Formula gives the Truthiness of the Truthicules radiating from a given set of quantum truthic structures.

The Truthitude of each Truthicule is given as follows $$Tuthitude_n = \frac{Truthitude_s}{Truthitude_u} $$

The Truthiosity of each Truthicule is given as follows $$Tuthiosity_n = \frac{Truthitude_s \times Truthientiousness_s}{Truthitude_u \times \epsilon_0} $$ Where $$ \epsilon_0$$ is the Permittivity of Free Space($$\epsilon_0 \equiv {1\over c^2\mu_0} = 8.8542\times 10^{-12} {\rm\ F} {\rm\ m}^{-1}$$), Truthitude_u is the concentration of truthiness surrounding the structure, and T is time in seconds$$ $$

There for the number of moles of Truthicules radiated in a given amount of time is          $$ N = \frac{Truthitude_s \times Truthientiousness_s \times T_s}{Truthitude_u \times \epsilon_0}$$

Which gives us the Truthiness of a radiated Truthicule expressed as a function of the attributes of that structure. $$ Truthiness_n = \frac{Truthitude_s^2 \times Truthientiousness_s}{Truthitude_u^2 \times Truthistance_s \times \epsilon_0} $$