20250303
11163600
1.0
FALSE
Income
002
Projected
GCS_WGS_1984
Linear Unit: Meter (1.000000)
WGS_1984_Web_Mercator_Auxiliary_Sphere
<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/3.4.0'><WKT>PROJCS["WGS_1984_Web_Mercator_Auxiliary_Sphere",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Mercator_Auxiliary_Sphere"],PARAMETER["False_Easting",0.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",0.0],PARAMETER["Standard_Parallel_1",0.0],PARAMETER["Auxiliary_Sphere_Type",0.0],UNIT["Meter",1.0],AUTHORITY["EPSG",3857]]</WKT><XOrigin>-20037700</XOrigin><YOrigin>-30241100</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>102100</WKID><LatestWKID>3857</LatestWKID></ProjectedCoordinateSystem>
20250417
12510700
20250417
12510700
Esri ArcGIS 13.2.0.49743
2022 Households with Income Under 20K
Timmins
File Geodatabase Feature Class
dataset
EPSG
6.18.3(9.3.1.2)
0
Simple
FALSE
0
TRUE
TRUE
Income
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.
PRNAME
Province Name
String
255
0
0
PRUID
Province ID
String
2
0
0
DGUID
Dissemination Geography Unique Identifier
String
21
0
0
CDUID
Census Division Unique Identifier
String
255
0
0
CDNAME
Census Division
String
255
0
0
DAUID
Dissemination Area Unique Identifier
String
8
0
0
ECYHTYHHD
2022 Household Type - Total Households
Integer
4
0
0
ECYHTYN65A
2022 Household Type - People 65 Years or Over Living Alone
Integer
4
0
0
ECYPOCHHD
2022 Period of Construction - Total Households
Integer
4
0
0
ECYPOCP60
2022 Built Before 1961
Integer
4
0
0
ECYPOC6180
2022 Built Between 1961 and 1980
Integer
4
0
0
ECYHNIHHD
2022 Household Income - Total Households (Current Year $)
Integer
4
0
0
ECYHNI_020
2022 Household Income $0 to $19,999 (Current Year $)
Integer
4
0
0
ECYHNIAVG
2022 Household Average Income (Current Year $)
Double
8
0
0
ECYHNIMED
2022 Household Median Income (Current Year $)
Double
8
0
0
ECYHNIAGG
2022 Household Aggregate Income (Current Year $)
Double
8
0
0
ECYPNIHP15
2022 Household Population 15+ for Income
Integer
4
0
0
ECYPNININ
2022 Household Population 15+ without Income
Integer
4
0
0
Shape_Length_1
Shape_Length
Double
8
0
0
Shape_Area_1
Shape_Area
Double
8
0
0
ID
ID
String
16
0
0
NAME
NAME
String
100
0
0
AREA
AREA
Double
8
0
0
HH
HH
Double
8
0
0
POP
POP
Double
8
0
0
POPWGT
POPWGT
Double
8
0
0
HHDWGT
HHDWGT
Double
8
0
0
P_POP
P_POP
Double
8
0
0
P_HH
P_HH
Double
8
0
0
RG_ABBREV
RG_ABBREV
String
2
0
0
RG_NAME
RG_NAME
String
100
0
0
Shape_Length
Shape_Length
Double
8
0
0
Length of feature in internal units.
Esri
Positive real numbers that are automatically generated.
Shape_Area
Shape_Area
Double
8
0
0
Area of feature in internal units squared.
Esri
Positive real numbers that are automatically generated.
20250417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