Rapaki

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View of Lyttelton Harbour and Rapaki Governors Bay.jpg
View of Lyttelton Harbour and Rapaki

Rapaki is a small settlement within the Whakaraupo (Lyttelton, New Zealand) Harbour basin. [1]

Lyttelton, New Zealand Place

Lyttelton is a port town on the north shore of Lyttelton Harbour, at the northwestern end of Banks Peninsula and close to Christchurch, on the eastern coast of the South Island of New Zealand.

Rapaki is one of four Banks Peninsula rūnanga (marae-based communities). [2]

Banks Peninsula peninsula in New Zealand

Banks Peninsula is a peninsula of volcanic origin on the east coast of the South Island of New Zealand. It has an area of approximately 1,150 square kilometres (440 sq mi) and encompasses two large harbours and many smaller bays and coves. The South Island's largest city, Christchurch, is immediately north of the peninsula.

Rapaki is overlooked by the peak Te Poho o Tamatea. The island is the home to the Rapaki Marae. [3] According to one legend, the Ngāi Tahu chief Te Rakiwhakaputa named the place by laying his waist mat (Rapaki) down to claim it. [4] The full name of Rapaki is Te Rapaki o Te Rakiwhakaputa, meaning the waist mat of Te Rakiwhakaputa.

Ngāi Tahu Māori iwi (tribe) in Aotearoa New Zealand

Ngāi Tahu, or Kāi Tahu, is the principal Māori iwi (tribe) of the southern region of New Zealand. Its takiwā is the largest in New Zealand, and extends from Blenheim, Mount Mahanga and Kahurangi Point in the north to Stewart Island in the south. The takiwā comprises 18 rūnanga corresponding to traditional settlements.

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References

Coordinates: 43°36′14″S172°40′46″E / 43.6040°S 172.6795°E / -43.6040; 172.6795

Geographic coordinate system Coordinate system

A geographic coordinate system is a coordinate system that enables every location on Earth to be specified by a set of numbers, letters or symbols. The coordinates are often chosen such that one of the numbers represents a vertical position and two or three of the numbers represent a horizontal position; alternatively, a geographic position may be expressed in a combined three-dimensional Cartesian vector. A common choice of coordinates is latitude, longitude and elevation. To specify a location on a plane requires a map projection.