20220216 15165800 1.0 FALSE MRCI_4S14AKRN1Sstl_2012aasg 002 552788.826395 2137632.703412 -227469.602174 245399.184140 1 0.128 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> FGDC CSDGM Metadata 20220929 14512300 20240806 14285500 150000000 5000 ItemDescription Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.0.10450 Structure/elevation map on the top of the Akron Dolomite in New York 1 -79.964145 -73.984999 43.170391 41.624979 The main purpose of this dataset is to provide a state/regional-scale map of the Akron Dolomite 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 Akron Dolomite 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 Structure Silurian-Mississippian Carbon System Silurian Rondout Formation Akron Dolomite Member Akron Dolomite Akron Member Akron 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>Akron structure downloaded from: http://repository.stategeothermaldata.org/repository/resource/3592f7bc37ea27adea06455fbf7d5c20/</SPAN></P></DIV></DIV> Shapefile 0.128 dataset 34 Simple FALSE 34 TRUE FALSE MRCI_4S14AKRN1Sstl_2012aasg Feature Class 34 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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