20250219
16041700
1.0
FALSE
https://geocode.arcgis.com/arcgis/rest/services/World/GeocodeServer/ArcGIS World Geocoding Service
Address
::
https://www.arcgis.com/
::
http://www.esri.com/AGO/0DEDAA31-96DF-42C1-AA64-C8DC4958CC26
FALSE
TRUE
TRUE
{92B913C2-FDF2-46D1-9D69-58F6711FE468}
Geocode,ReverseGeocode,Suggest
0
75
70
-1
60
::
::
Property
::
::
::
PROPCITY
::
PROPPROVINCE
PROPPOSTAL
::
::
::
::
Loc_name
Shape
Status
Score
Match_addr
Addr_type
CA
ROOFTOP
WindrowList_2024_2025_Round2
002
0.000
Projected
GCS_North_American_1983
Linear Unit: Meter (1.000000)
NAD_1983_UTM_Zone_17N
<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/3.2.0'><WKT>PROJCS["NAD_1983_UTM_Zone_17N",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["Transverse_Mercator"],PARAMETER["False_Easting",500000.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-81.0],PARAMETER["Scale_Factor",0.9996],PARAMETER["Latitude_Of_Origin",0.0],UNIT["Meter",1.0],AUTHORITY["EPSG",26917]]</WKT><XOrigin>-5120900</XOrigin><YOrigin>-9998100</YOrigin><XYScale>10000</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>26917</WKID><LatestWKID>26917</LatestWKID></ProjectedCoordinateSystem>
20250115
07531800
20250115
07531800
Esri ArcGIS 13.2.0.49743
WindrowList_2024_2025_Round2
File Geodatabase Feature Class
0.000
dataset
EPSG
6.11(3.0.1)
0
Simple
FALSE
0
TRUE
FALSE
WindrowList_2024_2025_Round2
Feature Class
0
OBJECTID
OBJECTID
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.
Folder_Num
Folder_Num
String
254
0
0
FOLDERRSN
FOLDERRSN
Double
8
0
0
Applicant_
Applicant_
String
254
0
0
Email_Addr
Email_Addr
String
254
0
0
New_Renewa
New_Renewa
String
254
0
0
Address
Address
String
254
0
0
Province_P
Province_P
String
254
0
0
Eligibilit
Eligibilit
String
254
0
0
Folder_Sta
Folder_Sta
String
254
0
0
Payment_Am
Payment_Am
Double
8
0
0
Payment_Da
Payment_Da
String
254
0
0
Payment_Ty
Payment_Ty
String
254
0
0
Payment_Lo
Payment_Lo
String
254
0
0
Approved_D
Approved_D
String
254
0
0
Text_Updat
Text_Updat
String
254
0
0
Phone_Numb
Phone_Numb
String
254
0
0
Special_In
Special_In
String
254
0
0
PROPHOUSE
PROPHOUSE
String
254
0
0
PROPSTREET
PROPSTREET
String
254
0
0
PROPSTRE_1
PROPSTRE_1
String
254
0
0
PROPSTRE_2
PROPSTRE_2
String
254
0
0
PROPUNITTY
PROPUNITTY
String
254
0
0
PROPUNIT
PROPUNIT
String
254
0
0
PROPCITY
PROPCITY
String
254
0
0
PROPPROVIN
PROPPROVIN
String
254
0
0
PROPPOSTAL
PROPPOSTAL
String
254
0
0
FILE_
FILE_
Double
8
0
0
DW_Descrip
DW_Descrip
String
254
0
0
Zone
Zone
String
10
0
0
Inspection
Inspection
Date
8
0
0
Comments
Comments
String
254
0
0
Contractor
Contractor
String
254
0
0
Status
Status
String
254
0
0
20250115
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