Which statement best describes the general rule about magnetic attraction between two moving point charges?

Suppose you held two point charges, each with charge $q$, moving parallel to each other with velocity $v$ and separated by a distance $r$. Which of the following best describes the magnetic force that one charge exerts on the other?

When you hold the $\mathrm{north}\mathrm{poles}$ of two different magnets close to each other, what will happen?

When you place the $\mathrm{north}\mathrm{pole}$ of one magnet next to the $\mathrm{north}\mathrm{pole}$ of another magnet, what is the resulting interaction between the two magnets?

When two point charges, each moving parallel to each other with the same velocity $v$, are placed close together, what is the nature of the magnetic force between them?

The fact that a compass needle is designed to always point north tells us what about Earth's magnetic field?

When two point charges, each with charge $q$, move parallel to each other with the same velocity $v$ in the same direction, what is the nature of the magnetic force between them?

How does the $\mathrm{north} \mathrm{pole}$ of a magnet interact with the $\mathrm{poles}$ of other magnets?