Cube Connected Cycle is a d-dimension hypercube graph which instead of each node it has a ring with d nodes. Each node has a coordinate address such as (p , q), in which 0 < p < d-1 and 0 < q < 2^d -1. Since a CCC(d, k) has 2^d cycles each having k nodess, there are k x 2^d nodes in all.