Find weight 2 newforms with given coefficients using websites or softwares, if exists

Question

Given a finite set $P$ that consists of "small" prime numbers $$P=\{p_1, ..., p_N\}.$$ Further if given integers $a_{p_i}$ for each $p_i \in P$, then are there websites or software that could give us the weight 2, eigenform of newform, for the group $\Gamma_0(N)$ (for some $N$) whose $p$-th coefficient in the $q$ expansion is $a_{p_i}$? Of course provide such a newform(s) exists.