An algebraic cycle $Z$ of codimension $p$ has a unique cohomology class $\mathrm{cl}(Z)\in H^{2p}(X,\mathbb{C})$ dual to $\int_Z$

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An algebraic cycle $Z$ of codimension $p$ has a unique cohomology class $\mathrm{cl}(Z)\in H^{2p}(X,\mathbb{C})$ dual to $\int_Z$ · Prove2Me