20191128
11324100
1.0
FALSE
Imagery_Shared.SDEADMIN.GreaterWellingtonImagery2013
1734084.400000
1882790.500000
5389596.600000
5495745.300000
1
Projected
GCS_NZGD_2000
Linear Unit: Meter (1.000000)
NZGD_2000_New_Zealand_Transverse_Mercator
<ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/10.5'><WKT>PROJCS["NZGD_2000_New_Zealand_Transverse_Mercator",GEOGCS["GCS_NZGD_2000",DATUM["D_NZGD_2000",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Transverse_Mercator"],PARAMETER["False_Easting",1600000.0],PARAMETER["False_Northing",10000000.0],PARAMETER["Central_Meridian",173.0],PARAMETER["Scale_Factor",0.9996],PARAMETER["Latitude_Of_Origin",0.0],UNIT["Meter",1.0],AUTHORITY["EPSG",2193]]</WKT><XOrigin>-4020900</XOrigin><YOrigin>1900</YOrigin><XYScale>450445547.3910538</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.001</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>2193</WKID><LatestWKID>2193</LatestWKID></ProjectedCoordinateSystem>
8
FALSE
None
3
AMD
TRUE
continuous
unsigned integer
4100
15000
1000
20
2048
50
75
0.01
10
600
300
Basic
1
NorthWest,Center,LockRaster,ByAttribute,Nadir,Viewpoint,Seamline,None
None,JPEG,LZ77,LERC
None,Basic
None,Basic,Base-Top Height,Top-Top Shadow Height,Base-Top Shadow Height,3D
-1
-1
0.8
1
NorthWest,Center,LockRaster,ByAttribute,Nadir,Viewpoint,Seamline,None
None,JPEG,LZ77,LERC
None,Basic,Full
NONE
Name,MinPS,MaxPS,LowPS,HighPS,Tag,GroupName,ProductName,CenterX,CenterY,ZOrder,Shape.STArea(),Shape.STLength()
43740
0.3
874.8
0
1
0
-1
0
Name
0
20180324
19591100
20180324
19591100
150000000
5000
ItemDescription
Version 6.2 (Build 9200) ; Esri ArcGIS 10.5.0.6491
Greater Wellington Imagery (2013)
1
174.586595
176.392963
-40.640734
-41.634097
Imagery for the Greater Wellington region of New Zealand. Flown in 2013 down to 0.3 metre resolution.
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>Imagery for the Greater Wellington region of New Zealand. Flown in 2013 down to 0.3 metre resolution.</SPAN></P></DIV></DIV></DIV>
Imagery
Greater Wellington
New Zealand
Public
Service
Greater Wellington Regional Council
EPSG
7.9.4(9.0.0)
2
1
0
1734084.400000 5389596.600000
1734084.400000 5495745.300000
1882790.500000 5495745.300000
1882790.500000 5389596.600000
1808437.450000 5442670.950000
495687
0.300000
353829
0.300000
Band_1
255.000000
0.000000
8
Band_2
255.000000
0.000000
8
Band_3
255.000000
0.000000
8
20180324
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