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line
D = 0
h = 0
Δ = 0
odd
d/dD(D^2 h) = 2 D h
integral D^2 h dD = (D^3 h)/3 + constant
integral_(-L)^L integral_(-L)^L D^2 h dh dD = 0
integral integral_(D^2 + h^2
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