R-matrix solutions for the nonadditive Yang-Baxter equation are obtained in arbitrary dimension using a factorization ansatz in spectral parameters. A symmetry transformation determined for the 'particle conserving' R-matrix is used to formulate a re-Yang-Baxterization scheme with multicomponent spectral parameters, extending the notion of conventional Yang-Baxterization. The possible scope for such a transformation, which has a striking resemblance to Reshetikhin's deformation of R-matrices but extended now to include spectral parameters, is discussed.