A sequence is defined by u1=1,un+1=2un+n(n≥1).u_1=1,\qquad u_{n+1}=2u_n+n\quad(n\geq1).u1=1,un+1=2un+n(n≥1). It is given that u11=3060u_{11}=3060u11=3060. What is the value of u1+u2+⋯+u10u_1+u_2+\cdots+u_{10}u1+u2+⋯+u10? A150215021502B299329932993C300530053005D300430043004E305930593059