Abstract
We study the octahedral configuration O6 [Kuperberg] of six equal cylinders touching the unit sphere. We show that the configuration O6 is a local sharp maximum of the distance function. Thus, it is not unlockable and, moreover, rigid.
We study the octahedral configuration O6 [Kuperberg] of six equal cylinders touching the unit sphere. We show that the configuration O6 is a local sharp maximum of the distance function. Thus, it is not unlockable and, moreover, rigid.
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