Tight closure/Generische Schranke/n ist 4/a ist 10/Beispiel/en

Suppose that we are in $K[x,y,z]$ and that  $n=4$  and  $a=10$.  Then the generic degree bound for ideal inclusion in the polynomial ring is $19$. Therefore by Fakt the generic degree bound for tight closure inclusion in a three-dimensional graded ring is $21$.