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|Paper IPM / M / 16030||
We identify the universal central extension of \frakg = \frakA ⊗\frakg, where
\frakg is a finite dimensional perfect Lie superalgebra equipped with a nondegenerate homogeneous invariant supersymmetric bilinear form κ which is invariant under all derivations and
\frakA is a unital supercommutative associative (super)algebra.
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