20220226 11280500 1.0 ISO 19139 Metadata Implementation Specification FALSE MRCI_4S34MRCL1Sstl_2012aasg 002 576556.086615 2200000.579522 -391658.904275 235345.730431 1 0.056 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 16162400 20240806 15351400 150000000 5000 ItemDescription Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.0.10450 Structure/elevation map on the top of the Marcellus Shale in New York 1 -79.891638 -73.756238 43.141276 41.161657 The main purpose of this dataset is to provide a state/regional-scale map of the Marcellus Shale 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 structure/elevation map for the Marcellus Shale in New York.</SPAN></P><P><SPAN /></P><P><SPAN>Author/Originator: New York State Geological Survey NYS Museum</SPAN></P><P><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 Structure Silurian-Mississippian Carbon System Devonian Hamilton Group Marcellus Shale Subgroup Marcellus Shale Marcellus 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>Marcellus structure downloaded from: http://repository.stategeothermaldata.org/repository/resource/3592f7bc37ea27adea06455fbf7dee79/</SPAN></P></DIV></DIV> Shapefile 0.056 dataset 27 Simple FALSE 27 TRUE FALSE MRCI_4S34MRCL1Sstl_2012aasg Feature Class 27 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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