20240502 17185100 1.0 FGDC CSDGM Metadata FALSE MRCI_4S50ANRM1Sstl_2024migs 002 0.000 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/2.7.0'><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> 20240603 15464000 20240812 18011300 150000000 5000 ItemDescription Esri ArcGIS 12.7.0.26828 Subsurface Structural Contours on the top of the Antrim Shale Geologic Unit in Michigan The main purpose of this dataset is to provide regional-scale guidance as to the subsurface elevation of the target Antrim Shale unit which may be suitable for deep geologic sequestration. This data should not be used as a substitute for detailed site investigations. This project was funded by the U.S. Department of Energy DE-FE0031836. <DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>This is a subsurface elevation grid constructed on the top of the Antrim Shale geologic unit. The grid was created using a kriging/minimum curvature/IDW gridding algorithm.</SPAN></P><P><SPAN>Author/Originator: Michigan Geological Survey</SPAN></P><P><SPAN>Date Created: 2009</SPAN></P></DIV></DIV></DIV> Midwest Regional Carbon Initiative (MRCI) CCUS MRCI Structural Contours Structure Contours Structure Top Structure Elevation Grid Elevation Antrim Shale Geologic Unit Antrim Shale Antrim Devonian Geologic Age Devonian Silurian-Mississippian Carbon System Michigan <DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>This product of the Midwest Regional Carbon Initiative (MRCI) is intended to provide general geologic information only and should not be used for any other purpose. It is not intended for resale or to replace site-specific investigations. These data were compiled by MRCI, which reserves the publication rights to this material. If these data are used in the compilation of other data sets or maps for distribution or publication, this source must be referenced.</SPAN></P><P><SPAN>The information contained herein may be updated or edited in the future. Future releases of this material, if altered, will display a revision date. Users should check to ensure they have the latest version and reference the appropriate revision date if it is being used in other works. </SPAN></P><P><SPAN>This material was prepared as an account of work sponsored by an agency of the United States Government. Neither the United States Government, nor any agency thereof, nor any of their employees, nor Battelle, nor any member of the MRCI makes any warranty, express or implied, or assumes any liability or responsibility for the accuracy, completeness, or usefulness of any information, apparatus, product, or process disclosed, or represents that its use would not infringe privately owned rights. Reference herein to any specific commercial product, process, or service by trade name, trademark, manufacturer, or otherwise does not necessarily constitute or imply its endorsement, recommendations, or favoring by Battelle, members of the MRCI, the United States Government or any agency thereof. The views and the opinions of authors expressed herein do not necessarily state or reflect those of the members of the MRCI, the United States Government or any agency thereof.</SPAN></P></DIV></DIV></DIV> Shapefile 0.000 dataset 0 Simple FALSE 0 FALSE FALSE MRCI_4S50ANRM1Sstl_2024migs Feature Class 0 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 20240812 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