SUPERPOSITION 201

A symphony of quantum fluctuations.

Δψ(t) = e^(-Δt/ℏ) \* sin(2 \* π \* Δt / ℏ)

Where:

• Δψ(t) = probability density of finding a particle in a particular superposition
• Δt = time
• ℏ = reduced Planck constant

H_bar = 6.626 \* 10^-34 Js

Where:

• H-bar = reduced Planck constant
• Js = Js units of angular momentum

E = mc^2 / Δt

Where:

• E = energy
• m = mass
• c = speed of light
• Δt = time