20201118 11000200 1.0 FGDC CSDGM Metadata FALSE LocalGovernment.ADMIN.DRA 002 Server=cty-vchssdev1; Service=sde:sqlserver:cty-vchssdev1\ss2k14; Database=LocalGovernment; User=GISAdmin; Version=sde.DEFAULT ArcSDE Connection Projected GCS_North_American_1983 Linear Unit: Foot_US (0.304801) NAD_1983_StatePlane_Florida_East_FIPS_0901_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/10.5'><WKT>PROJCS[&quot;NAD_1983_StatePlane_Florida_East_FIPS_0901_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;Transverse_Mercator&quot;],PARAMETER[&quot;False_Easting&quot;,656166.6666666665],PARAMETER[&quot;False_Northing&quot;,0.0],PARAMETER[&quot;Central_Meridian&quot;,-81.0],PARAMETER[&quot;Scale_Factor&quot;,0.9999411764705882],PARAMETER[&quot;Latitude_Of_Origin&quot;,24.33333333333333],UNIT[&quot;Foot_US&quot;,0.3048006096012192],AUTHORITY[&quot;EPSG&quot;,2236]]</WKT><XOrigin>-17791300</XOrigin><YOrigin>-41645400</YOrigin><XYScale>3048.0060960121914</XYScale><ZOrigin>0</ZOrigin><ZScale>1</ZScale><MOrigin>0</MOrigin><MScale>1</MScale><XYTolerance>0.0032808333333333335</XYTolerance><ZTolerance>0</ZTolerance><MTolerance>0</MTolerance><HighPrecision>true</HighPrecision><WKID>102658</WKID><LatestWKID>2236</LatestWKID></ProjectedCoordinateSystem> FeatureClassToFeatureClass "Database Connections\eoc-gisdatastagev_Test_viewer.sde\Test.ADMIN.DDAtemp" "Database Connections\eoc-gisdatapubv_LocGov_Admin.sde\LocalGovernment.ADMIN.EconomicDevelopment" DRA # "FID_ "FID_" true true false 4 Long 0 10 ,First,#,Database Connections\eoc-gisdatastagev_Test_viewer.sde\Test.ADMIN.DDAtemp,FID_,-1,-1;Entity "Entity" true true false 16 Text 0 0 ,First,#,Database Connections\eoc-gisdatastagev_Test_viewer.sde\Test.ADMIN.DDAtemp,Test.ADMIN.DDAtemp.Entity,-1,-1;Handle "Handle" true true false 16 Text 0 0 ,First,#,Database Connections\eoc-gisdatastagev_Test_viewer.sde\Test.ADMIN.DDAtemp,Handle,-1,-1;Layer "Layer" true true false 254 Text 0 0 ,First,#,Database Connections\eoc-gisdatastagev_Test_viewer.sde\Test.ADMIN.DDAtemp,Layer,-1,-1;Color "Color" true true false 4 Long 0 10 ,First,#,Database Connections\eoc-gisdatastagev_Test_viewer.sde\Test.ADMIN.DDAtemp,Color,-1,-1;Linetype "Linetype" true true false 254 Text 0 0 ,First,#,Database Connections\eoc-gisdatastagev_Test_viewer.sde\Test.ADMIN.DDAtemp,Linetype,-1,-1;Elevation "Elevation" true true false 8 Double 8 38 ,First,#,Database Connections\eoc-gisdatastagev_Test_viewer.sde\Test.ADMIN.DDAtemp,Elevation,-1,-1;Thickness "Thickness" true true false 8 Double 8 38 ,First,#,Database Connections\eoc-gisdatastagev_Test_viewer.sde\Test.ADMIN.DDAtemp,Thickness,-1,-1;Text_ "Text_" true true false 254 Text 0 0 ,First,#,Database Connections\eoc-gisdatastagev_Test_viewer.sde\Test.ADMIN.DDAtemp,Text_,-1,-1;Shape_STArea__ "Shape_STArea__" false false true 0 Double 0 0 ,First,#,Database Connections\eoc-gisdatastagev_Test_viewer.sde\Test.ADMIN.DDAtemp,Shape.STArea(),-1,-1;Shape_STLength__ "Shape_STLength__" false false true 0 Double 0 0 ,First,#,Database Connections\eoc-gisdatastagev_Test_viewer.sde\Test.ADMIN.DDAtemp,Shape.STLength(),-1,-1" # 20180419 16011700 20180419 16011700 Version 6.2 (Build 9200) ; Esri ArcGIS 10.5.1.7333 DDA Downtown Development Authority Economic Development Who We Are. The Downtown Development Authority (DDA) is an independent taxing district established by the Florida State Legislature in 1965. SDE Feature Class dataset EPSG 5.3(9.0.0) 0 Simple FALSE 0 TRUE FALSE LocalGovernment.ADMIN.DRA Feature Class 0 OBJECTID OBJECTID OID 4 10 0 Internal feature number. Esri Sequential unique whole numbers that are automatically generated. FID_ FID_ Integer 4 10 0 LocalGovernment.ADMIN.DRA.Entity LocalGovernment.ADMIN.DRA.Entity String 16 0 0 Handle Handle String 16 0 0 Layer Layer String 254 0 0 Color Color Integer 4 10 0 Linetype Linetype String 254 0 0 Elevation Elevation Double 8 38 8 Thickness Thickness Double 8 38 8 Text_ Text_ String 254 0 0 Shape Shape Geometry 4 0 0 Feature geometry. Esri Coordinates defining the features. Shape.STArea() Shape.STArea() Double 0 0 0 Shape.STLength() Shape.STLength() Double 0 0 0 20180419 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