Links with finite $n$-quandles
  We prove a conjecture of Przytycki which asserts that the $n$-quandle of a link $L$ in the 3-sphere is finite if and only if the fundamental group of the $n$-fold cyclic branched cover of the 3-sphere, branched over $L$, is finite. 
Jim Hoste (Pitzer College), Patrick D. Shanahan (Loyola Marymount   University)
math.GT