20190606
11130100
1.0
FALSE
BPGIS.BPDATA.PostOffices
002
Server=CHSQL01; Service=sde:sqlserver:CHSQL01; Database=BPGIS; User=BPData; Version=dbo.DEFAULT
ArcSDE Connection
6028931.324233
6032958.503186
2256215.745425
2264529.945332
1
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_California_VI_FIPS_0406_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/2.3.0'><WKT>PROJCS["NAD_1983_StatePlane_California_VI_FIPS_0406_Feet",GEOGCS["GCS_North_American_1983",DATUM["D_North_American_1983",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Lambert_Conformal_Conic"],PARAMETER["False_Easting",6561666.666666666],PARAMETER["False_Northing",1640416.666666667],PARAMETER["Central_Meridian",-116.25],PARAMETER["Standard_Parallel_1",32.78333333333333],PARAMETER["Standard_Parallel_2",33.88333333333333],PARAMETER["Latitude_Of_Origin",32.16666666666666],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2230]]</WKT><XOrigin>-118608900</XOrigin><YOrigin>-91259500</YOrigin><XYScale>3048.0060960121918</XYScale><ZOrigin>0</ZOrigin><ZScale>1</ZScale><MOrigin>0</MOrigin><MScale>1</MScale><XYTolerance>0.0032808333333333331</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>102646</WKID><LatestWKID>2230</LatestWKID></ProjectedCoordinateSystem>
FeatureClassToFeatureClass Q:\buenapark\shp\post_offc.shp C:\Users\nwray\Documents\ArcGIS\Projects\Data_Conversion\BPData@BPGIS.sde\BPGIS.BPDATA.Basemap PostOffices # "APN "APN" true true false 254 Text 0 0,First,#,Q:\buenapark\shp\post_offc.shp,APN,0,254;Name "Name" true true false 254 Text 0 0,First,#,Q:\buenapark\shp\post_offc.shp,Name,0,254;Address "Address" true true false 254 Text 0 0,First,#,Q:\buenapark\shp\post_offc.shp,Address,0,254;Address_No "Address_No" true true false 254 Text 0 0,First,#,Q:\buenapark\shp\post_offc.shp,Address_No,0,254;Anno "Anno" true true false 254 Text 0 0,First,#,Q:\buenapark\shp\post_offc.shp,Anno,0,254" #
EnableEditorTracking C:\Users\nwray\Documents\ArcGIS\Projects\Data_Conversion\BPData@BPGIS.sde\BPGIS.BPDATA.Basemap\BPGIS.BPDATA.PostOffices created_user created_date last_edited_user last_edited_date ADD_FIELDS "UTC (Coordinated Universal Time)"
20190606
11343200
20190606
11343200
50000
5000
Microsoft Windows 7 Version 6.1 (Build 7601) Service Pack 1; Esri ArcGIS 12.3.2.15850
Main Map
1
-118.005037
-117.991315
33.869775
33.846746
This feature dataset holds data for USPS offices within the city. This data was obtained from USPS sources.
<div style='text-align:Left;'><div><p><span>Use to display USPS locations within the city.</span></p></div></div>
Buena Park, USPS, Norm Wray
Buena Park
USPS
post office
<div style='text-align:Left;'><p><span>This information is provided "as is" with no guarantee of accuracy. For questions regarding the map, please contact Norm Wray from the City of Buena Park Public Works Department at nwray@buenapark.com</span></p></div>
Enterprise Geodatabase Feature Class
dataset
EPSG
5.3(9.0.0)
18356
Simple
FALSE
18356
TRUE
FALSE
BPGIS.BPDATA.PostOffices
Feature Class
18356
OBJECTID
OBJECTID
OID
4
10
0
Internal feature number.
Esri
Sequential unique whole numbers that are automatically generated.
APN
APN
String
254
0
0
Name
Name
String
254
0
0
Address
Address
String
254
0
0
Address_No
Address_No
String
254
0
0
Anno
Anno
String
254
0
0
Shape
Shape
Geometry
8
0
0
Feature geometry.
Esri
Coordinates defining the features.
created_user
created_user
String
255
0
0
created_date
created_date
Date
0
0
0
last_edited_user
last_edited_user
String
255
0
0
last_edited_date
last_edited_date
Date
0
0
0
Shape.STArea()
Shape.STArea()
Double
0
0
0
Shape.STLength()
Shape.STLength()
Double
0
0
0
20190606
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