A recently published soft Regge Dipole Pomeron model
intended for all $x$ and $Q^2$ is proved to give a good agreement with
(non fitted) recent HERA data from ZEUS (SVX95) on the protonstructure
function $F_2^p(x,Q^2)$ at low $Q^2$ and low $x$. The model also
reproduces (without fit) the recently estimated experimental
derivatives ${\partial F_2^p\over\partial\ell n Q^2}$ and ${\partial
\ell n F_2^p\over\partial\ell n (1/x)}$ in a wide $x$ and
$Q^2$-region.

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