Of course it is. I recently heard that it had drawn 100 km closer to shore. Maybe it was 80 km. I thought I'd try to estimate that.
I'll assume Antarctica is a perfect circle, as well as the sea ice. So the sea ice is an annulus with width w, the distance between its outer and inner radii. Then it's real easy to calculate w of the sea ice from its area (not extent), 13.72 Mkm2, and the average radius (R) of Antarctica, =sqrt(Aant/pi):
where "si" is sea ice. Using average annual area, this gives the following graph:
I spent a lot of time trying to make a pretty graph on datawrapper.de, but it was too complicated to get exactly what I want. So this will have to do.
In 2023 it looked like the average width had shrunk by about 75 km, but by 2024, while perhaps an anomaly, reduced that to 50-60 km. Still good enough for approximate work.