Purpose: The purpose of this paper is to develop a set of identities for Euler type sums of products of harmonic numbers and reciprocal binomial coefficients. Method: We use analytical methods to obtain our results. Results: We obtain identities for variant Euler sums of the type ∑n=1∞H2nn(n+kk), and its finite counterpart, which generalize some results obtained by other authors. Conclusions: Identities are successfully achieved for the sums under investigation. Some published results have been successfully generalized.