20220217 16451900 1.0 FALSE MRCI_4S28ONDG1Sstl_2012aasg 002 576937.417220 2206326.857148 -294182.645361 243823.586102 1 0.093 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 16052100 20240806 15102600 FGDC CSDGM Metadata 150000000 5000 ItemDescription Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.0.10450 Structure/elevation map on the top of the Onondaga Limestone in New York 1 -79.881365 -73.729601 43.164433 41.425622 The main purpose of this dataset is to provide a state/regional-scale map of the Onondaga Limestone 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 Onondaga Limestone 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 Devonian Onondaga Limestone Onondaga 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>Onondaga structure downloaded from: http://repository.stategeothermaldata.org/repository/resource/3592f7bc37ea27adea06455fbf7e118f/</SPAN></P></DIV></DIV> Shapefile 0.093 dataset 50 Simple FALSE 50 TRUE FALSE MRCI_4S28ONDG1Sstl_2012aasg Feature Class 50 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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