Map showing location of Pūkākā / Marsland Hill

 

LINZ description: A small hill within New Plymouth city centre located south of The Taranaki Cathedral Church of St Mary. NZTopo50-BH29 929758.
Latitude: -39.061774
Longitude: 174.073393
Northing: 5675820.1
Easting: 1692867.2
Land District: Taranaki
Feat Type: Hill


Scroll down to see a more detailed road map and below that a topographical map showing the location of Pūkākā / Marsland Hill. The road map has been supplied by openstreetmap and the topographical map of Pūkākā / Marsland Hill has been supplied by Land Information New Zealand (LINZ).

Yes you can use the top static map for you school/university project or personal website with a link back. Contact me for any commercial use.

Pūkākā / Marsland Hill Map New Zealand




New Zealand places in our database
[ A ] [ B ] [ C ] [ D ] [ E ] [ F ] [ G ] [ H ] [ I ] [ J ] [ K ] [ L ] [ M ] [ N ] [ O ] [ P ] [ Q ] [ R ] [ S ] [ T ] [ U ] [ V ] [ W ] [ X ] [ Y ] [ Z ]




Closest 20 Hills to Pūkākā / Marsland Hill

Ot?maikuku ( 0.63km )   Maungaroa / Blagdon Hill ( 3.03km )   Papawhero / Mount Moturoa ( 3.82km )   Paritutu ( 4.32km )   Poutoko ( 8.51km )   Kaitake Peak ( 13.8km )   German Hill ( 13.98km )   Pioke ( 14.89km )   Te Iringa ( 15.12km )   Pukeiti ( 16.49km )   Rata ( 17.22km )   Maude Peak ( 19.42km )   Kiri Peak ( 19.62km )   Hump ( 20.03km )   Henry Peak ( 20.07km )   Pouakai ( 20.22km )   Tatangi ( 20.67km )   Carex Peak ( 20.67km )   The Dome ( 22.47km )   Mangahewa ( 23.28km )   Hook Hill ( 23.57km )   Skinner Hill ( 24.37km )   Moratti ( 24.72km )   Humphries Castle ( 24.88km )   Big Pyramid ( 25.09km )   Little Pyramid ( 25.21km )   Turehu Hill ( 25.99km )   Puniho Hill ( 26.01km )   Warwick Castle ( 26.08km )   Mount Egmont ( 26.08km )   Mount Taranaki or Mount Egmont ( 26.08km )   Sharks Tooth ( 26.09km )   Kahui Hill ( 26.41km )   Maru ( 26.66km )   Skeet Slide ( 26.83km )   Bobs Knob ( 27.34km )   The Knoll ( 27.53km )   The Plateau ( 27.55km )   Fanthams Peak ( 27.67km )   Taramoukou ( 29.32km )