We assume that $|\raisebox{1.72218pt}{.}|$ is non-trivial and $\mathscr{L}$ is an ample invertible sheaf. Fix a closed subscheme $Y$ of $X$, $l\in H^{0}(Y,\left.{L}\right|_{{Y}})$ and a positive number $\epsilon$. Then there are a positive integer $n$ and $s\in H^{0}(X,L^{\otimes n})$ such that $\left.{s}\right|_{{Y}}=l^{\otimes n}$ and