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Molokai Island, Hawaii 1950 BW aerial imagery mosaic
2016-01-09T00:00:00
2016-02-29T00:00:00
1.0
20160229
raster digital data
Peter M. Gehring
Geographic Analysis and Cartographic Services, County of Maui, Hawaii
GIS Analyst
2145 Kaohu St. #104
Wailuku
HI
96793
peter.gehring@co.maui.hi.us
US
808-264-7434
808-270-5576
Peter M. Gehring
Hawaii
Maui County
Molokai Island
aerial imagery
1950
panchromatic
This imagery dataset was created to assist with historic land use change detection in Maui County, Hawaii.
<div style='text-align:Left;'><div><div><p><span>The 0.75 m/pixel Molokai historic aerial mosaic was created by rectifying eighty-two (82) source negative scans collected in 1950 by the United States Geologic Survey (USGS), and housed at the University of Hawaii, Manoa library. GIS/imagery processing was performed by the </span><a href='http://www.co.maui.hi.us/index.aspx?NID=972'><span>Geographic Analysis and Cartographic Services Department</span></a><span>, County of Maui, Hawaii in 2016.</span></p></div></div></div>
Peter M. Gehring, GIS Analyst, County of Maui, Hawaii, Geographic Analysis and Cartographic Services Department.Theodore Kwok, Geospatial Information Services Librarian, Government Document and Maps, University of Hawaii at Manoa Library
<div style='text-align:Left;'><div><div><p><span>Data is redistributable with proper metadata and source attribution notices to the respective data providers. </span></p><p><span>Data rectified visually to a variety of satellite-derived imagery. Spatial accuracy varies across image. No horizontal/XY accuracies are implied or guaranteed. Accuracy of any user derived products are the sole responsibility of users, and neither the County of Maui, Hawaii nor University of Hawaii take responsibility for any issues that may result. Not to be used for navigation.</span></p></div></div></div>
Molokai Island, Maui County, 1950, imagery
Molokai Island, Maui County, Hawaii, USA
1950
2835
0.75
Contains the entire island of Molokai, Hawaii
1
-157.078036837192
-156.792328255903
20.7142660379249
20.9481375895854
1950-01-01T00:00:00
1950-12-31T00:00:00
Peter M. Gehring
Geographic Analysis and Cartographic Services, County of Maui, Hawaii
GIS Analyst
Peter M. Gehring
2145 Kaohu St., #104
Wailuku
HI
96793
808-264-7434
808-270-5576
07:45-16:30 Monday-Friday
1
-157.321157
-156.685996
21.247951
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4E184185-DC06-4F55-937B-75351F7A45FF
20160429
Peter M. Gehring
Geographic Analysis and Cartographic Services, County of Maui, Hawaii
GIS Analyst
2145 Kaohu St. #104
Wailuku
HI
96793
peter.gehring@co.maui.hi.us
US
808-264-7434
808-270-5576
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>Not to be used for navigation.</SPAN></P></DIV></DIV></DIV>
Panchromatic
UNK/Varies
UNK/Varies
2
0
False
False
False
False
False
Band_1
255.000000
1.000000
8
TIFF image
Generic/WIN
dataset
EPSG
7.11.2
2
1
0
674448.375000 2327861.105000
674448.375000 2350517.105000
740152.875000 2350517.105000
740152.875000 2327861.105000
707300.625000 2339189.105000
87606
0.750000
30208
0.750000