20260803
15373400
1.0
FALSE
Projects
002
0.000
https://www.arcgis.com/sharing/rest/content/items/df426fd498ea49f79a9d1c37a00c6973/info/thumbnail/ago_downloaded.png
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_California_V_FIPS_0405_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/3.6.0'><WKT>PROJCS["NAD_1983_StatePlane_California_V_FIPS_0405_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",-118.0],PARAMETER["Standard_Parallel_1",34.03333333333333],PARAMETER["Standard_Parallel_2",35.46666666666667],PARAMETER["Latitude_Of_Origin",33.5],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2229]]</WKT><XOrigin>-117608900</XOrigin><YOrigin>-91881400</YOrigin><XYScale>36269466.692146368</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>102645</WKID><LatestWKID>2229</LatestWKID></ProjectedCoordinateSystem>
20260803
15373400
20260803
15373400
Esri ArcGIS 13.6.0.59527
Projects
Shapefile
0.000
dataset
EPSG
5.3(9.0.0)
0
Simple
FALSE
0
FALSE
FALSE
Projects
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.
ActivityID
ActivityID
String
30
0
0
PROJECT_NA
PROJECT_NA
String
60
0
0
PROJECTTYP
PROJECTTYP
String
60
0
0
PROJECTSUB
PROJECTSUB
String
60
0
0
JoinedAddr
JoinedAddr
String
35
0
0
ADDRESS
ADDRESS
String
85
0
0
APN
APN
String
50
0
0
FEES_CHARG
FEES_CHARG
Double
19
0
0
FEES_PAID
FEES_PAID
Double
19
0
0
BALANCE_DU
BALANCE_DU
Double
19
0
0
PLANNER
PLANNER
String
128
0
0
DESCRIPTIO
DESCRIPTIO
String
254
0
0
APPLIED
APPLIED
Date
8
0
0
APPLIED_BY
APPLIED_BY
String
6
0
0
APPROVED_B
APPROVED_B
String
6
0
0
CLOSED
CLOSED
Date
8
0
0
CLOSED_BY
CLOSED_BY
String
6
0
0
PROJECT_ST
PROJECT_ST
String
60
0
0
STATUS_BY
STATUS_BY
String
6
0
0
STATUS_DAT
STATUS_DAT
Date
8
0
0
EXPIRED
EXPIRED
Date
8
0
0
EXPIRED_BY
EXPIRED_BY
String
6
0
0
PROJECT_OW
PROJECT_OW
String
80
0
0
APPLICANT_
APPLICANT_
String
80
0
0
DEVELOPER_
DEVELOPER_
String
60
0
0
COORD_X
COORD_X
Double
19
0
0
COORD_Y
COORD_Y
Double
19
0
0
LAT
LAT
Double
19
0
0
LON
LON
Double
19
0
0
GEOTYPE
GEOTYPE
String
60
0
0
SITE_ALTER
SITE_ALTER
String
50
0
0
PARENT_SIT
PARENT_SIT
String
50
0
0
20260803
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