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Let $\alpha_X^{\underline d}$ be the Abel map of multidegree $\underline d$of a singular curve $X$ of genus $g$. We describe the closure of ${\rmIm}\alpha_X^{\underline d}$ inside Caporaso's compactified Jacobian$\bar{P_X^d}$ for irreducible curves, curves of compact type and binary curves.

Compactifying the image of the Abel map