- Fix \(δi\), find \(Li = L(δi)\)
\(L(δ) = C * Γ(\frac{δ}{C_0}; k=7.5, θ=1)\), where \(C=10\) - sample \(α\) from \(Γ(2, 2)\)
- sample \(α_0\) from \(\text{Uniform}(-α, +α)\)
- find n from equation \(n \frac{α+α n}{2} = δ\)
- create \(2n\) non-overlapping relays \((α_0 - n α, α_0 - (n-1) α)\) …
- Initialize relays:
- if \(α_L ≥ 0\), relay = 1
- if \(α_L < 0\), relay = 0
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