20190716 19475700 1.0 FALSE DZ_Combined 002 0.000 file://\\Cove\gis\_DATA\Utilities\PacificPower_Private\Critical_Infrastructure\Deenergization_Zones\DZ_Combined.shp Local Area Network Projected GCS_WGS_1984 Linear Unit: Meter (1.000000) WGS_1984_Web_Mercator_Auxiliary_Sphere <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;WGS_1984_Web_Mercator_Auxiliary_Sphere&quot;,GEOGCS[&quot;GCS_WGS_1984&quot;,DATUM[&quot;D_WGS_1984&quot;,SPHEROID[&quot;WGS_1984&quot;,6378137.0,298.257223563]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433]],PROJECTION[&quot;Mercator_Auxiliary_Sphere&quot;],PARAMETER[&quot;False_Easting&quot;,0.0],PARAMETER[&quot;False_Northing&quot;,0.0],PARAMETER[&quot;Central_Meridian&quot;,0.0],PARAMETER[&quot;Standard_Parallel_1&quot;,0.0],PARAMETER[&quot;Auxiliary_Sphere_Type&quot;,0.0],UNIT[&quot;Meter&quot;,1.0],AUTHORITY[&quot;EPSG&quot;,3857]]</WKT><XOrigin>-20037700</XOrigin><YOrigin>-30241100</YOrigin><XYScale>148923141.92838538</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>102100</WKID><LatestWKID>3857</LatestWKID></ProjectedCoordinateSystem> CopyFeatures tmp_input_layer_1 c:\arcgisserver\directories\arcgisjobs\tasks_gpserver\jb0e793bd97c6408d94e0661ffd1436ba\scratch\tmp_input_layer_0\tmp_input_layer_1.shp # # # # Merge DZ_Douglas;DZ_HoodRiver;DZ_Jackson;DZ_Josephine G:\_DATA\Utilities\PacificPower_Private\Critical_Infrastructure\Deenergization_Zones\DZ_Combined.shp "SHAPE_Leng "SHAPE_Leng" true true false 19 Double 0 0 ,First,#,DZ_Douglas,SHAPE_Leng,-1,-1,DZ_HoodRiver,SHAPE_Leng,-1,-1,DZ_Jackson,SHAPE_Leng,-1,-1,DZ_Josephine,SHAPE_Leng,-1,-1;Name "Name" true true false 100 Text 0 0 ,First,#,DZ_Douglas,Name,-1,-1,DZ_HoodRiver,Name,-1,-1,DZ_Jackson,Name,-1,-1,DZ_Josephine,Name,-1,-1;Shape_Le_1 "Shape_Le_1" true true false 19 Double 0 0 ,First,#,DZ_Douglas,Shape_Le_1,-1,-1,DZ_HoodRiver,Shape_Le_1,-1,-1,DZ_Jackson,Shape_Le_1,-1,-1,DZ_Josephine,Shape_Le_1,-1,-1;Shape_Area "Shape_Area" true true false 19 Double 0 0 ,First,#,DZ_Douglas,Shape_Area,-1,-1,DZ_HoodRiver,Shape_Area,-1,-1,DZ_Jackson,Shape_Area,-1,-1,DZ_Josephine,Shape_Area,-1,-1;Flag "Flag" true true false 1 Short 0 1 ,First,#,DZ_Jackson,Flag,-1,-1" 20190716 13110600 20190716 13110600 Version 6.2 (Build 9200) ; Esri ArcGIS 10.6.1.9270 Map critical infrastructure pacific power Pacific Power Shapefile 0.000 dataset EPSG 8.8(9.3.1.2) 0 Simple FALSE 0 FALSE FALSE DZ_Combined 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. SHAPE_Leng SHAPE_Leng Double 19 0 0 Name Name String 100 0 0 Shape_Le_1 Shape_Le_1 Double 19 0 0 Shape_Area Shape_Area Double 19 0 0 Area of feature in internal units squared. Esri Positive real numbers that are automatically generated. Flag Flag SmallInteger 1 1 0 20190716 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