★ GAME ★ - Maths -

1232

Ok so,

Λ∞ = lim(n→∞){∑(α=1→n)∑(β=1→α)∑(γ=1→β)[((-1)^(α+β+γ)e^(-(α²+β²+γ²)/n))/(α^√2+β^π+γ^e+ln(αβγ+1)+ζ(3))] + ∏(k=2→n)(1+(sin²(ln(k))+cos²(√k)+Γ(1+1/k))/(k^(π/e)+ln²(k)+√k)) + ∫₋∞^∞[(e^(-x²)sin(x⁵)+cos(πx³)+ln(1+x²))/(1+x⁸+√(1+x²))]dx + ∮(∂Ω)(∇×(∇×F))·dS + det(exp(H²−tr(H)I))/(tr(H⁴)+det(H)+I) + ∇²φ−∂²ψ/∂t² + Σ(m=1→∞)(μ(m)Γ(m+½))/(m!ζ(m+2)+Li₂(e^(-m))) + lim(ε→0⁺)∫₀¹[(ln(1+x^ε))²/(x^ε+ε²)]dx + √(∭Ω|Ric(g)|²dV)/(1+∫Ωe^(-R²)dV)} = exp(Γ(π)+ζ(5)+√2+e^π)

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