20230518 13404800 1.0 FALSE Subdivision_Poly 002 0.000 https://www.arcgis.com/sharing/rest/content/items/a2cfc567126c4c38b27a7bef272c51b6/info/thumbnail/ago_downloaded.png Projected GCS_North_American_1983 Linear Unit: Foot_US (0.304801) NAD_1983_StatePlane_West_Virginia_North_FIPS_4701_Feet <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/3.7.0'><WKT>PROJCS[&quot;NAD_1983_StatePlane_West_Virginia_North_FIPS_4701_Feet&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;Lambert_Conformal_Conic&quot;],PARAMETER[&quot;False_Easting&quot;,1968500.0],PARAMETER[&quot;False_Northing&quot;,0.0],PARAMETER[&quot;Central_Meridian&quot;,-79.5],PARAMETER[&quot;Standard_Parallel_1&quot;,39.0],PARAMETER[&quot;Standard_Parallel_2&quot;,40.25],PARAMETER[&quot;Latitude_Of_Origin&quot;,38.5],UNIT[&quot;Foot_US&quot;,0.3048006096012192],AUTHORITY[&quot;EPSG&quot;,26853]]</WKT><XOrigin>-119563800</XOrigin><YOrigin>-95817900</YOrigin><XYScale>37056812.282582447</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><WKID>102750</WKID><LatestWKID>26853</LatestWKID></ProjectedCoordinateSystem> 20260925 10412400 20260925 10412400 Esri ArcGIS 13.7.0.1901 Subdivision_Poly Shapefile 0.000 dataset EPSG 6.16(10.0.0) 0 Simple FALSE 0 FALSE FALSE Subdivision_Poly 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. SD_NAME SD_NAME String 75 0 0 DISTRICT DISTRICT Integer 5 5 0 YEAR YEAR Integer 10 10 0 GlobalID GlobalID String 38 0 0 created_us created_us String 254 0 0 created_da created_da Date 8 0 0 last_edite last_edite String 254 0 0 last_edi_1 last_edi_1 Date 8 0 0 PHASE PHASE String 50 0 0 SECTION SECTION String 50 0 0 BLOCK BLOCK String 20 0 0 DEED_BOOK DEED_BOOK String 8 0 0 DEED_PAGE DEED_PAGE String 8 0 0 CABINET CABINET String 10 0 0 SLOT SLOT String 10 0 0 TEXTSTRING TEXTSTRING String 254 0 0 SUBSLOT SUBSLOT String 10 0 0 PLAT PLAT String 254 0 0 20260925 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