I wonder what its velocity is in relation to the sun. Twenty two light years in 70,000 years seems rather fast!
Lets call the speed difference of the star with respect to our sun `Δv`
Δv = 20 [ly] / 70 000 [y] = 0.000285714 [ly/y]
Now, lets convert the unit `ly/y` into a unit that we can relate to, to get a grasp on it: 1ly = 63241.08AU[1]. Δv = 0.000285714 [ly/y] = 18.0688 [AU/y]
18 AU is about the perihelion of Uranus, a bit smaller still. So the star traveled on average, with respect to our sun, about the smallest distance between the Sun and Uranus in 1 year. To put that in perspective: Δv = 18.0688 [AU/y] * 149597900 [km/AU] / 31557600 [s/y]
= 85.6550 [km/s]
The LSR[2] is about 220 km/s. The Suns deviation from this value is about +14 km/s[3]. So an object with Δv of about 85.6 km/s is quite fast in comparison. But this is still nothing compared to hypervelocity stars, wich can be more than 1000 km/s faster and are exceeding the escape velocity of the galaxy.------
[1] : 1 AU (Astronomical unit) is the average distance from Earth to Sun.
[2] : Local Standard of Rest -- average speed of our stellar neighborhood through the galaxy.