Australian places / G-NAF

Postcode 5131: Houghton and nearby suburbs, SA

Postcode 5131 covers Houghton, Lower Hermitage, Upper Hermitage in SA. 600 addresses, electorates and geography.

What is in postcode 5131?

600 addresses across SA. Each state record has its own address centroid.

South Australia

Houghton, Lower Hermitage, Upper Hermitage

600 addresses. Latitude -34.812693, longitude 138.760784.

The map marks the centroid for SA. Coordinates are GDA2020 decimal degrees, averaged from located addresses.

Geography and address shares

Shares count G-NAF addresses, including addresses with unknown allocations. They describe addresses, not population or land area.

Local government areas

  • Adelaide Hills, 417 addresses (69.5%)
  • Tea Tree Gully, 183 addresses (30.5%)

Federal electorates

  • Mayo, 417 addresses (69.5%)
  • Makin, 183 addresses (30.5%)

State electorates

  • Schubert, 589 addresses (98.2%)
  • Newland, 8 addresses (1.3%)
  • King, 3 addresses (0.5%)

Statistical Areas Level 3

  • Adelaide Hills, 417 addresses (69.5%)
  • Tea Tree Gully, 183 addresses (30.5%)

Statistical Areas Level 4

  • Adelaide - Central and Hills, 417 addresses (69.5%)
  • Adelaide - North, 183 addresses (30.5%)

Remoteness areas

  • Major Cities of Australia, 421 addresses (70.2%)
  • Inner Regional Australia, 179 addresses (29.8%)

Modified Monash categories

  • MM 1: Metropolitan, 421 addresses (70.2%)
  • MM 2: Regional centre, 179 addresses (29.8%)

Allocations follow the boundary editions in the loaded data release. A postcode or suburb can cross an electorate or council boundary. Query a full address for its allocation.

Try it

The API adds address identifiers, property coordinates and boundary codes for individual addresses. Get a free API key and replace YOUR_API_KEY.

curl 'https://addresses.sessional.au/v1/postcodes/5131' \
  -H 'X-API-Key: YOUR_API_KEY'
curl 'https://addresses.sessional.au/v1/addresses?postcode=5131' \
  -H 'X-API-Key: YOUR_API_KEY'

See the API reference for response fields, query limits and pagination.