63 knot

63 knot
Arf invariant	1
Braid length	6
Braid no.	3
Bridge no.	2
Crosscap no.	3
Crossing no.	6
Genus	2
Hyperbolic volume	5.69302
Stick no.	8
Unknotting no.	1
Conway notation	[2112]
A–B notation	63
Dowker notation	4, 8, 10, 2, 12, 6
Last / Next	62 / 71
Other
alternating, hyperbolic, fibered, prime, fully amphichiral

In knot theory, the 6₃ knot is one of three prime knots with crossing number six, the others being the stevedore knot and the 6₂ knot. It is alternating, hyperbolic, and fully amphichiral. It can be written as the braid word

${\displaystyle \sigma _{1}^{-1}\sigma _{2}^{2}\sigma _{1}^{-2}\sigma _{2}.\,}$^[1]