I've been learning about electromagnetism and Maxwell's equations (in integral form), and I'm slightly confused.

The Ampere-Maxwell law (as I know it):

$$
\oint\vec{B}\cdot\vec{s}=\mu\_0I+\mu\_0\epsilon\_o\frac{d\Phi\_e}{dt}
$$

(Integral of magnetic field around loop is $\mu\_0$ times the current through the loop plus $\mu\_0\epsilon\_0$ times the change in electric flux through the loop)

So when we have the Biot-Savart Law, it tells us that there is a vector in every point in space that describes the magnetic field. However, when using the Maxwell-Ampere Law, what is it telling? **What is the $\vec{B}$ in the equation, and how do you use it?** Is it telling the sum of the magnitude field vectors around the loop (i.e. every point on the loop)? If so, can I use it to find the magnetic field at a certain point somehow?