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The index of an isolated singular point of a vector field or of a 1-form on a smooth manifold can be expressed as the dimension of a certain algebra in the complex analytic setting and as the signature of a quadratic form on its real analogues (part) in the real analytic setting. This quadratic form has a natural definition in terms of residues. We shall discuss indices of singular points of 1-forms on isolated complete intersection singularities and quadratic forms related to them.