Histon and Impington

Deductions

• group is for example Histon and Impington ⇐ (Histon and Impington is a group), (is a is inverse of is for example)
• Histon and Impington has quality number of objects ⇐ (Histon and Impington is a group), (group has quality number of objects)
• Histon and Impington is a group ⇐ (civil parish group is subclass of group), (Histon and Impington is a civil parish group)
• civil parish group is for example Histon and Impington ⇐ (Histon and Impington is a civil parish group), (is a is inverse of is for example)