Is there a $4$-component link such that upon removing any one of them you get the Borromean link? Is there a $4$-component link such that upon removing any one of them you get the Borromean link?
I've managed to get close but not quite. What I have gets me something similar to the Borromean link but two of the components actually form what I think is the Whitehead link.

This is essentially the same answer as that of Kyle, but with a more artistic aproach. If you vote this anwser, please vote Kyle's too since he's the one that inspired this design in the first place.

And here's the version with five components (two must be removed to obtain the Borromean Link).

