Matches in KGTourism for { <genid:node3536> ?p ?o ?g. }
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type Axiom tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type AllDisjointClasses tao.
- genid:node3536 type Dataset map.
- genid:node3536 type TriplesMap map.
- genid:node3536 type TriplesMap map.
- genid:node3536 type TriplesMap map.
- genid:node3536 type TriplesMap map.
- genid:node3536 type LogicalSource map.
- genid:node3536 type LogicalSource map.
- genid:node3536 type LogicalTarget map.
- genid:node3536 type Dataset map.
- genid:node3536 type LogicalTarget map.
- genid:node3536 type Dataset map.
- genid:node3536 type SubjectMap map.
- genid:node3536 type PredicateObjectMap map.
- genid:node3536 type PredicateMap map.
- genid:node3536 type ObjectMap map.
- genid:node3536 type SubjectMap map.