20211208 13002400 1.0 FALSE Reclassify SatThick_clip_20211208_JS VALUE "-157.487793 -61.189941 0;-61.189941 -17.954102 0;-17.954102 0 0" "G:\Studies\Groundwater\Elk City\Elk City Geodatabase.gdb\SatThick_clip_reclass_20211208_JS" DATA CopyRaster "\\owrbgis\GeoDat\Studies\Groundwater\Elk City\Elk City Geodatabase.gdb\SatThick_clip_reclass_20211208_JS" \\Arapaho\MasterCovs\z_GDBs\Elk_City_Sandstone_Web.gdb\SatThick_clip_reclass_20211208_JS # # 32767 NONE NONE # NONE NONE "Esri Grid" NONE Surface_Sat_Thickness_ECS_2016 002 -353382.987400 -274561.541700 1355719.503400 1396349.114586 1 file://\\Arapaho\MasterCovs\z_GDBs\Elk_City_Sandstone_Web.gdb Local Area Network Projected GCS_North_American_1983 Linear Unit: Meter (1.000000) USA_Contiguous_Albers_Equal_Area_Conic_USGS_version <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/10.6'><WKT>PROJCS[&quot;USA_Contiguous_Albers_Equal_Area_Conic_USGS_version&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;,-96.0],PARAMETER[&quot;Standard_Parallel_1&quot;,29.5],PARAMETER[&quot;Standard_Parallel_2&quot;,45.5],PARAMETER[&quot;Latitude_Of_Origin&quot;,23.0],UNIT[&quot;Meter&quot;,1.0],AUTHORITY[&quot;Esri&quot;,102039]]</WKT><XOrigin>-16901100</XOrigin><YOrigin>-6972200</YOrigin><XYScale>266467840.99085236</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.001</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>102039</WKID><LatestWKID>102039</LatestWKID></ProjectedCoordinateSystem> 20220126 11254500 20220126 11254500 625000 5000 ItemDescription Version 6.2 (Build 9200) ; Esri ArcGIS 10.6.1.9328 Saturated Thickness _ft__ 2016_2 1 -99.933617 -99.042445 35.581970 35.193382 Oklahoma Water Resources Board - Technical Studies, Jon E. Sanford <DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN><SPAN>The data represent the results of data collection and/or processing for the specific OWRB activity or purpose described above. As such, the data are valid only for their use, content, time, and accuracy specifications determined or intended by, or acceptable to, the OWRB. These data are not guaranteed to be useable, timely, accurate, or complete. The user is responsible for any use of these data other than their use by the OWRB, and for the results of any application of the data for other than the purpose intended by the OWRB. Although these data have been processed successfully on a computer system at the OWRB, NEITHER THE STATE OF OKLAHOMA NOR THE OWRB NOR ANY OTHER AGENCY THEREOF, NOR ANY OF THEIR EMPLOYEES, CONTRACTORS, OR SUBCONTRACTORS, MAKE ANY WARRANTY, EXPRESS OR IMPLIED, NOR ASSUME ANY LEGAL LIABILITY OR RESPONSIBILITY FOR OR AS TO THE ACCURACY, COMPLETENESS, USEFULNESS OR MERCHANTABILITY OF ANY DATUM, SOFTWARE, INFORMATION, APPARATUS, PRODUCT, OR PROCESS DISCLOSED, NOR REPRESENT THAT ITS USE WOULD NOT INFRINGE ON PRIVATELY OWNED RIGHTS. NOR SHALL THE ACT OF DISTRIBUTION CONSTITUTE ANY SUCH WARRANTY. THIS DISCLAIMER APPLIES BOTH TO INDIVIDUAL USE OF THE DATA AND AGGREGATE USE WITH OTHER DATA. Conclusions drawn from, or actions undertaken on the basis of, such data and information are the sole responsibility of the user. Users are cautioned to consider carefully the provisional nature of these data and information before using them for decisions that concern personal or public safety or the conduct of business that involves substantial monetary or operational consequences.</SPAN></SPAN></P><P><SPAN /></P></DIV></DIV></DIV> The saturated thickness, in feet, of the Elk City Sandstone aquifer in west Oklahoma. <DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>Saturated thickness raster of the Elk City Sandstone aquifer in west Oklahoma. The raster displays the thickness of the water level (potentiometric) surface in the Elk City Sandstone aquifer to the base of the unit. Saturated thickness ranges between 0-199 feet, with an average saturated thickness of 56 feet.The map was created by subtracting the base elevation from the potentiometric surface for the Elk City aquifer. It was made in ArcMap using the Minus tool and the potentiometric surface raster (PotSurf_T2R_clip_20170526_proj_JS) and the base elevation raster (Base_EC_20180201_proj_JS). The Reclassify tool was used to reclassify negative values near the edge of the aquifer to zero.</SPAN></P><P><SPAN /></P></DIV></DIV></DIV> Elk City Sandstone aquifer aquifer Elk City Oklahoma groundwater Oklahoma Water Resources Board saturated thickness File Geodatabase Raster Dataset dataset Esri 8.1.2 Pixel 250 485 162.518445 162.518445 16 1 Upper Left FALSE LZ77 1 pixel codes FGDBR TRUE row and column 162.518445 162.518445 VAT_Surface_Sat_Thickness_ECS_2016 Table 191 OBJECTID OBJECTID OID 4 0 0 Internal feature number. Esri Sequential unique whole numbers that are automatically generated. Value Value Integer 4 0 0 Count Count Double 8 0 0 20220126 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