1.0
DCPLUS
20240211
20205300
20240305
20205300
https://www.arcgis.com/sharing/rest/content/items/f2a1d95ad3c9446992b8636b3fb6ba7c/info/thumbnail/thumbnail1709681738141.png
https://www.arcgis.com/home/item.html?id=f2a1d95ad3c9446992b8636b3fb6ba7c
f2a1d95ad3c9446992b8636b3fb6ba7c
Feature Service
https://services-ap1.arcgis.com/ry1jWJjaLhqVCFK6/arcgis/rest/services/TDC_20m_Contour_layer/FeatureServer
TDC 20m Contour
2024-02-11T20:20:53
2024-03-05T23:38:31
20m Contour
Linz
Elevation
20m Contour layer for Tararua District.
<span style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'>20m Contour layer clipped to the Tararua District sourced from LiNZ Data Portal.<br /><br /></span><p style='box-sizing:border-box; color:rgb(32, 32, 32); font-family:KxMetric, -apple-system, BlinkMacSystemFont, "avenir next", avenir, helvetica, "helvetica neue", ubuntu, roboto, noto, "segoe ui", arial, sans-serif; font-size:16px; letter-spacing:0.1px;'>An imaginary line that connects points of equal height value eg the elevation of the land surface above or below a vertical datum, in this case of LINZ topographic mapping, this is Mean Sea Level.</p><p style='box-sizing:border-box; color:rgb(32, 32, 32); font-family:KxMetric, -apple-system, BlinkMacSystemFont, "avenir next", avenir, helvetica, "helvetica neue", ubuntu, roboto, noto, "segoe ui", arial, sans-serif; font-size:16px; letter-spacing:0.1px;'>Data Dictionary for contour: <a href='https://docs.topo.linz.govt.nz/data-dictionary/tdd-class-contour.html' style='font-family:"Avenir Next", Avenir, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size:15px;' rel='nofollow ugc'>Topo data dictionary (linz.govt.nz)</a></p><p style='box-sizing:border-box; color:rgb(32, 32, 32); font-family:KxMetric, -apple-system, BlinkMacSystemFont, "avenir next", avenir, helvetica, "helvetica neue", ubuntu, roboto, noto, "segoe ui", arial, sans-serif; font-size:16px; letter-spacing:0.1px;'>This layer is a component of the Topo50 map series. The Topo50 map series provides topographic mapping for the New Zealand mainland, Chatham and New Zealand's offshore islands, at 1:50,000 scale.</p><p style='box-sizing:border-box; color:rgb(32, 32, 32); font-family:KxMetric, -apple-system, BlinkMacSystemFont, "avenir next", avenir, helvetica, "helvetica neue", ubuntu, roboto, noto, "segoe ui", arial, sans-serif; font-size:16px; letter-spacing:0.1px;'>Further information on Topo50:<br /><a href='https://www.linz.govt.nz/products-services/maps/new-zealand-topographic-maps/topo50-map-chooser' rel='nofollow ugc'>Topo50 Map Chooser | Toitū Te Whenua - Land Information New Zealand (linz.govt.nz)</a><br /></p><span style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'><br /></span>
Land Information New Zealand Feb 2024
LINZ.
175.44868643350867
176.6495315024663
-39.98070971154299
-40.7979807764817
1
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
f2a1d95ad3c9446992b8636b3fb6ba7c
https://services-ap1.arcgis.com/ry1jWJjaLhqVCFK6/arcgis/rest/services/TDC_20m_Contour_layer/FeatureServer
Feature Service
EPSG