20150818
16451100
1.0
FALSE
BASE_TaxParcels_Extended
002
0.000
https://www.arcgis.com/sharing/rest/content/items/790de4e44b7e4b409380be5df075526f/info/thumbnail/thumbnail1775846223959.png
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_New_York_Central_FIPS_3102_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_New_York_Central_FIPS_3102_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["Transverse_Mercator"],PARAMETER["False_Easting",820208.3333333333],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-76.58333333333333],PARAMETER["Scale_Factor",0.9999375],PARAMETER["Latitude_Of_Origin",40.0],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2261]]</WKT><XOrigin>-17627200</XOrigin><YOrigin>-47344700</YOrigin><XYScale>137250050.35703713</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>102716</WKID><LatestWKID>2261</LatestWKID></ProjectedCoordinateSystem>
20251229
15340400
20251229
15340400
Esri ArcGIS 13.6.0.59527
BASE_TaxParcels_Extended
Shapefile
0.000
dataset
EPSG
5.3(9.0.0)
0
Simple
FALSE
0
FALSE
FALSE
BASE_TaxParcels_Extended
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.
SWIS
SWIS
String
6
0
0
Print_Key
PRINT_KEY
String
21
0
0
SWIS_PIN
SWIS_PIN
String
254
0
0
MUNI
MUNI
String
30
0
0
SBL
SBL
String
26
0
0
GRID_EAST
GRID_EAST
Integer
10
10
0
GRID_NORTH
GRID_NORTH
Integer
10
10
0
LOC_NUMBER
LOC_NUMBER
String
10
0
0
LOC_STREET
LOC_STREET
String
42
0
0
PROP_ADDR
PROP_ADDR
String
53
0
0
DEED_BOOK
DEED_BOOK
String
11
0
0
DEED_PAGE
DEED_PAGE
String
11
0
0
ROLL_YEAR
ROLL_YEAR
String
4
0
0
OWNER1
OWNER1
String
75
0
0
OWNER2
OWNER2
String
100
0
0
MAIL_1ADDR
MAIL_1ADDR
String
48
0
0
MAIL_2ADDR
MAIL_2ADDR
String
76
0
0
MAIL_CITY
MAIL_CITY
String
32
0
0
MAIL_STATE
MAIL_STATE
String
2
0
0
MAIL_ZIP
MAIL_ZIP
String
9
0
0
Acres
ACRES
Double
19
18
8
FRONTAGE
FRONTAGE
Double
19
18
8
DEPTH
DEPTH
Double
19
18
8
PRP_CLS_CO
PRP_CLS_CO
String
4
0
0
PROP_CLASS
PROP_CLASS
String
16
0
0
LAND_AV
LAND_AV
Integer
10
10
0
TOTAL_AV
TOTAL_AV
Integer
10
10
0
CNTY_TAXAB
CNTY_TAXAB
Integer
10
10
0
TOWN_TAXAB
TOWN_TAXAB
Integer
10
10
0
VLG_TAXABL
VLG_TAXABL
Integer
10
10
0
SCH_TAXABL
SCH_TAXABL
Integer
10
10
0
DESCR_1
DESCR_1
String
32
0
0
DESCR_2
DESCR_2
String
32
0
0
DESCR_3
DESCR_3
String
50
0
0
SCHOOL
SCHOOL
String
50
0
0
ROLL_SECTI
ROLL_SECTI
String
8
0
0
AG_DISTRIC
AG_DISTRIC
Integer
5
5
0
AG_DIST_CO
AG_DIST_CO
String
16
0
0
FULL_MARKE
FULL_MARKE
Integer
10
10
0
NEIGHBORHO
NEIGHBORHO
String
15
0
0
WATER
WATER
String
16
0
0
SEWER
SEWER
String
16
0
0
ZONING
ZONING
String
100
0
0
UTILITIES
UTILITIES
String
16
0
0
EXT_WALL
EXT_WALL
String
16
0
0
BASEMENT
BASEMENT
String
16
0
0
BEDROOMS
BEDROOMS
Integer
10
10
0
FULL_BATHS
FULL_BATHS
Integer
10
10
0
HALF_BATHS
HALF_BATHS
Integer
10
10
0
KITCHENS
KITCHENS
Integer
10
10
0
FIRE_PLACE
FIRE_PLACE
Integer
10
10
0
CENTRAL_AI
CENTRAL_AI
Integer
10
10
0
CONDITION
CONDITION
String
16
0
0
SQ_FT
SQ_FT
Integer
10
10
0
YR_BUILT
YR_BUILT
Integer
10
10
0
REMODELED
REMODELED
Integer
10
10
0
STORIES
STORIES
Integer
10
10
0
STYLE
STYLE
String
40
0
0
HEAT
HEAT
String
16
0
0
FUEL
FUEL
String
16
0
0
GISACRES
GISACRES
Double
19
18
8
PROPNUM
PROPNUM
Integer
5
5
0
MUNICIP
MUNICIP
String
50
0
0
SWIS_SECNO
SWIS_SECNO
String
15
0
0
MAIL_COUNT
MAIL_COUNT
String
35
0
0
PROP_DESC
PROP_DESC
String
254
0
0
PROP_NOTES
PROP_NOTES
String
254
0
0
20251229
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