20260806 11495500 1.0 FALSE Latest_DEM 105009.489000 765000.489000 4482561.000000 4985690.000000 1 Projected GCS_North_American_1983 Linear Unit: Meter (1.000000) NAD_1983_UTM_Zone_18N <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/10.8'><WKT>PROJCS[&quot;NAD_1983_UTM_Zone_18N&quot;,GEOGCS[&quot;GCS_North_American_1983&quot;,DATUM[&quot;D_North_American_1983&quot;,SPHEROID[&quot;GRS_1980&quot;,6378137.0,298.257222101]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Transverse_Mercator&quot;],PARAMETER[&quot;False_Easting&quot;,500000.0],PARAMETER[&quot;False_Northing&quot;,0.0],PARAMETER[&quot;Central_Meridian&quot;,-75.0],PARAMETER[&quot;Scale_Factor&quot;,0.9996],PARAMETER[&quot;Latitude_Of_Origin&quot;,0.0],UNIT[&quot;Meter&quot;,1.0],AUTHORITY[&quot;EPSG&quot;,26918]]</WKT><XOrigin>-5120900</XOrigin><YOrigin>-9998100</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>26918</WKID><LatestWKID>26918</LatestWKID></ProjectedCoordinateSystem> 32 FALSE None 1 AMD TRUE continuous floating point 4100 15000 1000 20 2048 20 75 0.01 10 600 300 Basic 1 NorthWest,Center,LockRaster,ByAttribute,Nadir,Viewpoint,Seamline,None None,JPEG,LZ77,LERC None 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 <_docversion_ Sync="TRUE">10 Name,MinPS,MaxPS,LowPS,HighPS,Tag,GroupName,ProductName,CenterX,CenterY,ZOrder,Shape_Length,Shape_Area 172800 1 3456 20260807 10092700 20260807 10151400 150000000 5000 ItemDescription Version 6.2 (Build 9200) ; Esri ArcGIS 10.8.1.14362 Latest DEM 1 -80.004172 -71.639157 45.024662 40.399972 Mosaic dataset of high resolution (1 meter) Bare Earth Digital Elevation Model's (DEM's). Newest and hightest resolution data is stored on top. This mosaic... <DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>Mosaic dataset of high resolution (1 meter) Bare Earth Digital Elevation Model's (DEM's). Newest and hightest resolution data is stored on top. This mosaic is a combination of County, State, and Federal Collections. For more information please visit the DEM status page at </SPAN><A href="https://gis.ny.gov/nys-dem"><SPAN>https://gis.ny.gov/nys-dem</SPAN></A><SPAN>. Please contact NYS ITS Geospatial Services at </SPAN><A href="mailto:nysgis@its.ny.gov"><SPAN>nysgis@its.ny.gov</SPAN></A><SPAN>if you have any questions.</SPAN></P></DIV></DIV></DIV> NYS ITS Geospatial Services, United State Geological Survey (USGS), and FEMA elevation DEM EPSG 6.13(3.0.1) 2 1 0 105009.489000 4482561.000000 105009.489000 4985690.000000 765000.489000 4985690.000000 765000.489000 4482561.000000 435004.989000 4734125.500000 659991 1.000000 503129 1.000000 Band_1 1625.598927 -94.255734 32 20260807 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