20250604
09371300
1.0
FALSE
FHSZPARCELSADDRESSLIST
002
0.000
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_California_III_FIPS_0403_Feet
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20250605
08540000
20250605
08540000
Esri ArcGIS 13.4.0.55405
FHSZPARCELSADDRESSLIST
Shapefile
0.000
dataset
EPSG
5.3(9.0.0)
0
Simple
FALSE
0
FALSE
FALSE
FHSZPARCELSADDRESSLIST
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.
address_pr
address_pr
String
254
0
0
address_se
address_se
String
254
0
0
AddressLis
AddressLis
String
254
0
0
APN_SPACE
APN_SPACE
String
12
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.
Shape_Leng
Shape_Leng
Double
19
0
0
FHSZ_TEXT
FHSZ_TEXT
Integer
10
10
0
FHSZ_TEXT1
FHSZ_TEXT1
String
254
0
0
20250605
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