Solution
= Solution
The congruences reduce to $z\equiv14\pmod {17}$ and $z\equiv8\pmod {19}$. Writing $z=14+17k$ gives $k\equiv3\pmod {19}$, hence $z\equiv65\pmod {323}$.
= Solution
The congruences reduce to $z\equiv14\pmod {17}$ and $z\equiv8\pmod {19}$. Writing $z=14+17k$ gives $k\equiv3\pmod {19}$, hence $z\equiv65\pmod {323}$.