20220217 07522800 1.0 FALSE MRCI_4S20ORSK2Tipl_2012aasg 002 1040725.587918 2187047.631365 -244551.623003 295692.822338 1 0.009 Projected GCS_North_American_1983 Linear Unit: Foot_US (0.304801) MRCI_North_American_Albers_Equal_Area <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/10.7'><WKT>PROJCS[&quot;MRCI_North_American_Albers_Equal_Area&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;Albers&quot;],PARAMETER[&quot;False_Easting&quot;,0.0],PARAMETER[&quot;False_Northing&quot;,0.0],PARAMETER[&quot;Central_Meridian&quot;,-82.0],PARAMETER[&quot;Standard_Parallel_1&quot;,38.0748169],PARAMETER[&quot;Standard_Parallel_2&quot;,46.9603261],PARAMETER[&quot;Latitude_Of_Origin&quot;,42.5175715],UNIT[&quot;Foot_US&quot;,0.3048006096012192]]</WKT><XOrigin>-51899700</XOrigin><YOrigin>-29042800</YOrigin><XYScale>86775060.884176493</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.0032808333333333331</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision></ProjectedCoordinateSystem> 20220929 15503500 20240806 14475100 FGDC CSDGM Metadata 150000000 5000 ItemDescription Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.0.10450 Thickness/isopach map of the Oriskany Sandstone in New York 1 -78.171822 -73.782688 43.260822 41.565829 The main purpose of this dataset is to provide a state/regional-scale map of the Oriskany Sandstone for the National Geothermal Data System (NGDS)--the data should not be used as a substitute for detailed site investigations. The NGDS project was run by the Arizona Geological Survey on behalf of the Association of American State Geologists (AASG); the project received funding from the U.S. Department of Energy. <DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>This dataset contains a thickness/isopach map for the Oriskany Sandstone in New York.</SPAN></P><P><SPAN>Author/Originator: New York State Geological Survey NYS Museum</SPAN></P><P><SPAN>Date Created: c. 2012</SPAN></P></DIV></DIV></DIV> National Geothermal Data System (NGDS), New York State Geological Survey NYS Museum National Geothermal Data System NGDS Geothermal AASG Thickness Isopach Silurian-Mississippian Carbon System Devonian Oriskany Sandstone Oriskany United States New York <DIV STYLE="text-align:Left;"><DIV><P><SPAN>The map was downloaded from the National Geothermal Data System (NGDS); any specific use limitations are unknown.</SPAN></P><P><SPAN>Oriskany isopach downloaded from: http://repository.stategeothermaldata.org/repository/resource/3592f7bc37ea27adea06455fbf7e1668/</SPAN></P></DIV></DIV> Shapefile 0.009 dataset 18 Simple FALSE 18 TRUE FALSE MRCI_4S20ORSK2Tipl_2012aasg Feature Class 18 FID FID OID 4 0 0 Internal feature number. Esri Sequential unique whole numbers that are automatically generated. Shape Shape Geometry 0 0 0 Feature geometry. Esri Coordinates defining the features. NAME NAME String 20 0 0 AREA AREA String 20 0 0 VALUE VALUE String 20 0 0 20240806 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