20220220 08441200 FALSE 1.0 ISO 19139 Metadata Implementation Specification MRCI_4S34MRCL2Tipl_2012aasg 002 540139.274159 2345664.279894 -831582.685233 679737.926613 1 0.024 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 16190200 20240806 15441100 150000000 5000 ItemDescription withheld withheld Local Area Network Shapefile 0.024 Dataset moved. withheld 20101007 16313800 Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.0.10450 Thickness/isopach map of the Marcellus Shale in New York 1 -80.061428 -73.039404 44.359071 39.924089 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 thickness/isopach map for the Marcellus Shale 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 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 isopach downloaded from: http://repository.stategeothermaldata.org/repository/resource/3592f7bc37ea27adea06455fbf7dee79/</SPAN></P></DIV></DIV> dataset 18 Simple FALSE 18 TRUE FALSE MRCI_4S34MRCL2Tipl_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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