Relativity: Schwarzschild metric: Christoffel symbols

Γ⁰₀₀ = 0
Γ⁰₀₁ = (g⁰⁰/2)∂₁g₀₀

Γ⁰₀₂ = 0
Γ⁰₀₃ = 0
Γ⁰₁₀ = (g⁰⁰/2)∂₁g₀₀

Γ⁰₁₁ = 0
Γ⁰₁₂ = 0
Γ⁰₁₃ = 0
Γ⁰₂₀ = 0
Γ⁰₂₁ = 0
Γ⁰₂₂ = 0
Γ⁰₂₃ = 0
Γ⁰₃₀ = 0
Γ⁰₃₁ = 0
Γ⁰₃₂ = 0
Γ⁰₃₃ = 0
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Γ¹₀₀ = (g¹¹/2)∂₁g₀₀

Γ¹₀₁ = 0
Γ¹₀₂ = 0
Γ¹₀₃ = 0
Γ¹₁₀ = 0
Γ¹₁₁ = (g¹¹/2)∂₁g₁₁

Γ¹₁₂ = 0
Γ¹₁₃ = 0
Γ¹₂₀ = 0
Γ¹₂₁ = 0
Γ¹₂₂ = (g¹¹/2)∂₁g₂₂

Γ¹₂₃ = 0
Γ¹₃₀ = 0
Γ¹₃₁ = 0
Γ¹₃₂ = 0
Γ¹₃₃ = (g¹¹/2)∂₁g₃₃

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Γ²₀₀ = 0
Γ²₀₁ = 0
Γ²₀₂ = 0
Γ²₀₃ = 0
Γ²₁₀ = 0
Γ²₁₁ = 0
Γ²₁₂ = (g²²/2)∂₁g₂₂

Γ²₁₃ = 0
Γ²₂₀ = 0
Γ²₂₁ = (g²²/2)∂₁g₂₂

Γ²₂₂ = 0
Γ²₂₃ = 0
Γ²₃₀ = 0
Γ²₃₁ = 0
Γ²₃₂ = 0
Γ²₃₃ = (g²²/2)∂₂g₃₃

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Γ³₀₀ = 0
Γ³₀₁ = 0
Γ³₀₂ = 0
Γ³₀₃ = 0
Γ³₁₀ = 0
Γ³₁₁ = 0
Γ³₁₂ = 0
Γ³₁₃ = (g³³/2)∂₁g₃₃

Γ³₂₀ = 0
Γ³₂₁ = 0
Γ³₂₂ = 0
Γ³₂₃ = (g³³/2)∂₂g₃₃

Γ³₃₀ = 0
Γ³₃₁ = (g³³/2)∂₁g₃₃

Γ³₃₂ = (g³³/2)∂₂g₃₃

Γ³₃₃ = 0
---------------

J = 64