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Is this topologically equivalent to Borromean Rings?

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    $\begingroup$ It does seem that, if you remove one of the three, the other two are unlinked. $\endgroup$ – antkam Apr 11 at 4:09
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    $\begingroup$ But having the property of being a Brunnian link is far from being the Borromean rings. Am I correct that the question is "Is this link ambient isotopic to the Borromean rings?" Or are you just wondering if it is also Brunnian? $\endgroup$ – N. Owad Apr 12 at 7:56

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