V is
divisible by M+1 → exact floor-Droop arithmetic for every
turnout in Proposition 1, where M is the seat count. With
Q=floor(V/(M+1))+1, use
(M+1)(Q-1) <= V < (M+1)Q and the source bound
V >= M(M+1). This supplies the nondivisible cases of the
same rounded-seat conclusion without adding a turnout assumption.