The calcaneocuboid articulation is the joint between the calcaneus and the cuboid bone.

Ligaments

The ligaments connecting the calcaneus with the cuboid are five in number, viz., the articular capsule:

• the dorsal calcaneocuboid ligament
  Dorsal calcaneocuboid ligament
  The dorsal calcaneocuboid ligament is a thin but broad fasciculus, which passes between the contiguous surfaces of the calcaneus and cuboid, on the dorsal surface of the joint....
  
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• part of the bifurcated ligament
  Bifurcated ligament
  The bifurcated ligament is a strong band, attached behind to the deep hollow on the upper surface of the calcaneus and dividing in front in a Y-shaped manner into a calcaneocuboid and a calcaneonavicular part.* The calcaneocuboid ligament is fixed to the medial...
  
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• the long plantar ligament
  Long plantar ligament
  The long plantar ligament is a long ligament on the underside of the foot that connects the calcaneus with the cuboid bone.-Structure:...
  
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• and the plantar calcaneocuboid ligament
  Plantar calcaneocuboid ligament
  The plantar calcaneocuboid ligament is a ligament on the bottom of the foot that connects the calcaneus to the cuboid bone...
  
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Movements

The calcaneocuboid joint is conventionally described as among the least mobile joints in the human foot. The articular surfaces of the two bones are relatively flat with some irregular undulations, which seem to suggest movement limited to a single rotation and some translation. However, the cuboid rotates as much as 25° about an oblique axis during inversion

Inversion (kinesiology)

Inversion is the movement of the sole towards the median plane .Tibialis anterior and tibialis posterior invert. Some sources also state that the triceps surae and extensor hallucis longus invert....

-eversion

Eversion (kinesiology)

Eversion is the movement of the sole of the foot away from the median plane. It occurs at the subtalar joint.Peroneus longus and peroneus brevis evert. Both muscles are innervated by the superficial fibular nerve....

 in a movement that could be called obvolution-involution

Involution

In mathematics, an involution, or an involutary function, is a function f that is its own inverse:-General properties:Any involution is a bijection.The identity map is a trivial example of an involution...

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