20180430 08273000 1.0 FGDC CSDGM Metadata FALSE file://\\IBR2THEINZERL02\C$\Users\THeinzer\Documents\ArcGIS\Projects\IWFM Subregions\IWFM Subregions.gdb Local Area Network C2VSimFG_Elements_FeatureToP 002 Projected GCS_North_American_1983 Linear Unit: Meter (1.000000) NAD_1983_UTM_Zone_10N <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/2.5.0'><WKT>PROJCS[&quot;NAD_1983_UTM_Zone_10N&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;Transverse_Mercator&quot;],PARAMETER[&quot;False_Easting&quot;,500000.0],PARAMETER[&quot;False_Northing&quot;,0.0],PARAMETER[&quot;Central_Meridian&quot;,-123.0],PARAMETER[&quot;Scale_Factor&quot;,0.9996],PARAMETER[&quot;Latitude_Of_Origin&quot;,0.0],UNIT[&quot;Meter&quot;,1.0],AUTHORITY[&quot;EPSG&quot;,26910]]</WKT><XOrigin>-5120900</XOrigin><YOrigin>-9998100</YOrigin><XYScale>10000</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>26910</WKID><LatestWKID>26910</LatestWKID></ProjectedCoordinateSystem> FeatureToPoint C2VSimFG_Elements "C:\Users\THeinzer\Documents\ArcGIS\Projects\IWFM Subregions\IWFM Subregions.gdb\C2VSimFG_Elements_FeatureToP" INSIDE 20201229 18421600 20201229 18421600 Microsoft Windows 10 Version 10.0 (Build 18363) ; Esri ArcGIS 12.5.0.22081 C2VSimFG_Element_Points C2VSim C2VSim File Geodatabase Feature Class dataset EPSG 7.8.2(3.0.1) 0 Simple FALSE 0 TRUE FALSE C2VSimFG_Elements_FeatureToP Feature Class 0 OBJECTID OBJECTID 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. ElementID ElementID Integer 4 0 0 SubRegion SubRegion Integer 4 0 0 Acres Acres Double 8 0 0 ORIG_FID ORIG_FID Integer 4 0 0 20201229 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