20260605
18492900
1.0
FALSE
Ponds_Lakes
002
2509476.696300
2545884.924006
7076622.416317
7107934.697730
1
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_Texas_North_Central_FIPS_4202_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/3.5.0'><WKT>PROJCS["NAD_1983_StatePlane_Texas_North_Central_FIPS_4202_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",1968500.0],PARAMETER["False_Northing",6561666.666666666],PARAMETER["Central_Meridian",-98.5],PARAMETER["Standard_Parallel_1",32.13333333333333],PARAMETER["Standard_Parallel_2",33.96666666666667],PARAMETER["Latitude_Of_Origin",31.66666666666667],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2276]],VERTCS["NAD_1983",DATUM["D_North_American_1983",SPHEROID["GRS_1980",6378137.0,298.257222101]],PARAMETER["Vertical_Shift",0.0],PARAMETER["Direction",1.0],UNIT["Meter",1.0],AUTHORITY["Esri",115702]]</WKT><XOrigin>-123407699.99988584</XOrigin><YOrigin>-86123499.999894038</YOrigin><XYScale>5258.7357601233198</XYScale><ZOrigin>0</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.00038031954660393491</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.00020000000000000001</MTolerance><HighPrecision>true</HighPrecision><WKID>102738</WKID><LatestWKID>2276</LatestWKID><VCSWKID>115702</VCSWKID><LatestVCSWKID>115702</LatestVCSWKID></ProjectedCoordinateSystem>
20260605
17055200
20260605
17055200
150000000
5000
ItemDescription
Esri ArcGIS 13.5.5.57366
Ponds_Lakes
0.000000
0.000000
1
-96.733891
-96.613220
33.155670
33.067878
This feature class represents the rough shape of bodies of water or ponds in Allen Tx.
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>This feature class represents the rough shape of bodies of water or ponds in Allen Tx. It was developed in November 2021 from the National Hydrography Dataset (NHD) and edited to be current based on the 2021 aerial imagery from Nearmap.</SPAN></P><P><SPAN>Fields to consider</SPAN></P><UL><LI><P><SPAN>FDATE: Date of last NHD feature modification</SPAN></P></LI><LI><P><SPAN>Reach Code: Unique identifier composed of two parts. The first eight digits is the subbasin code as defined by FIPS 103. The next six digits are randomly assigned, sequential numbers that are unique within a Cataloging Unit, length 14.</SPAN></P></LI><LI><P><SPAN>FTYPE: 390 = LakePond</SPAN></P></LI><LI><P><SPAN>FCODE: Five-digit integer value comprised of the feature type and combinations of characteristics and values.</SPAN></P></LI><LI><P><SPAN>PERMANENTID: 40-char GUID value that uniquely identifies the occurrence of each feature in The National Map</SPAN></P></LI></UL><P><SPAN>Metadata updated: 12/2021</SPAN></P></DIV></DIV></DIV>
Allen Tx
ponds
waterbodies
water
hydrology
Allen Tx
File Geodatabase Feature Class
dataset
EPSG
5.3(9.0.0)
0
Simple
FALSE
0
TRUE
TRUE
Ponds_Lakes
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.
PERMANENTID
Permanent ID
String
40
0
0
NAME
Name
String
65
0
0
FDATE
Date of last NHD modification
Date
8
0
0
AREASQKM
AREASQKM
Double
8
0
0
REACHCODE
REACHCODE
String
14
0
0
FTYPE
FTYPE
Integer
4
0
0
FCODE
FCODE
Integer
4
0
0
created_user
created_user
String
255
0
0
created_date
created_date
Date
8
0
0
last_edited_user
last_edited_user
String
255
0
0
last_edited_date
last_edited_date
Date
8
0
0
GlobalID
GlobalID
GlobalID
38
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.
20260605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