CATH is a tree-like organisation of nodes that begins with the class
node (i.e. the v5.0 of the tree) and ends with the domain nodes (i.e. the leaves of the tree).
Each node below the class have a parent that they belong to, e.g. the parent of the
H level (Homologous superfamily) is the T (Topology). Additionally, each node
above the domains have child nodes that belong to them, e.g. the child nodes of a given H
(Homologous superfamily) level are the S35 families (domains clustered at > 35% sequence identity).