for all $j\in\mathbb{N}$. If the parabolically rescaled pointed flows based at $(p_j,t_j)$ have a pointed smooth blow-up limit $(M_\infty,g_\infty(s),p_\infty)$ on $s\in(-\infty,1)$, then this limit is nonflat and satisfies the gradient shrinking Ricci soliton equation