On the Hilbert scheme of curves of degree \(d\) and genus \(\frac{(d-3)(d-4)}{2}\) The curve \({\tilde{\mathcal C}}_ 4=(\lambda^ 4,\lambda^ 3\mu,\lambda\mu^ 3,\mu^ 4)\subset {\mathbb{P}}^ 3_ k\), is not set- theoretic complete intersection of two quartic surfaces 