The cumulative residual (r,s)entropy and its dynamic version are proposed. Firstly, this paper popularizes the research of kumar and soon on 〖WTBX〗cumulative〖WTBZ〗 residual〖WTBX〗 〖WTBZ〗Tsallis entropy and puts forward the definition of cumulative residual〖WTBX〗〖WTBZ〗(r,s)entropy, and the expression of its bounded sufficient conditions and some different single-variable continuous distributions of the measured cumulative residual measurement are given. Then, the definition and some properties of dynamic accumulated residual(r,s)entropy are given. Finally, some distributions are characterized by the relationship between average residual life function, risk rate function and accumulated residual〖WTBX〗 〖WTBZ〗(r,s) entropy.〖WTBX〗 〖WTBZ〗Accumulated residual entropy with multiple parameters is of reference significance for cumulative residual entropy based on single parameters such as Renyi entropy and Tsallis entropy.