General information Swanley Close

Swanley Close is located in Eastbourne. Swanley Close has 2 related postcodes. The post town of Swanley Close is also Eastbourne

Street Swanley Close
Related postcodes BN237HF, BN237JW
Town Eastbourne
Post town Eastbourne
Area BN
District BN23
Sector BN23 7

Swanley Close postcodes

Swanley Close in Eastbourne has 2 postcodes.


Administrative areas postcode Swanley Close

Swanley Close is within the Langney ward/electoral division, which is in the constituency Eastbourne. The Local Authority of Swanley Close is Eastbourne. Swanley Close is located in the region of South East in England.

WardLangney
DistrictBN23
ConstituencyEastbourne
RegionSouth East
CountryEngland
CCGNHS Eastbourne, Hailsham and Seaford
NUTsEast Sussex CC

Streets nearby Swanley Close


Postcode sector BN23 7 population

The population information is based on Postcode sector BN23 7. BN23 7 has 7,246 inhabitants of which 47.2% is male and 52.8 is female. A total number of 7,238 lives in a household

All usual residents 7,246
Male 3,418 (47.2%)
Female 3,828 (52.8%)
Lives in household 7,238
Schoolchild or student 38
Population density 33.6

Swanley Close on the map

Geography Swanley Close

Geographical information of Swanley Close

Latitude50.80191078811
Longitude0.30577451812184

Railway stations nearby Swanley Close

The nearest railway station to Swanley Close in Eastbourne is Eastbourne Miniature Steam Railway. This railway station is located on a distance of 2.5 km.

Name Distance
Eastbourne Miniature Steam Railway 2.5KM
Pevensey and Westham 2.6KM
Hampden Park 3KM
Eastbourne 4.5KM
Pevensey Bay 4.5KM

Supermarkets nearby Swanley Close

The nearest supermarket to Swanley Close in Eastbourne is Lidl. This supermarket is located on a distance of 1.5 km.

Name Distance
Lidl 1.5KM
Tesco Extra 1.8KM
ASDA 1.8KM
ALDI 2.7KM
Sainsbury's 3KM

Schools nearby Swanley Close

Schools and nurseries nearby Swanley Close. West Rise Junior School is the closest primary school. The Bishop Bell Church of England Mathematics and Computing Specialist School is the closest secondary school.