General stable bundies arising as normal

Let X be a smooth projective curve of genus g =2. For ah integers r,& with r > O let M(X;r,6) be the modulí seheme of rank r stable vector bundíes on X with degree 6. Here we prove that for ahí integers vi, d with vi > 3 and d > (5n — 8)g + 2n2 — 5» + 4 there is a» open dense suhset S2 of M<X; vi —1, (vi + 1)d+2g— 2) such that for every N Ef? there isa non-degenerate degree d embedding of X in IP” with N as normal bundie. Por the proof we use reducible smoothahle curves.