20250413
23261100
1.0
FALSE
ESB_Union
002
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_83_Kansas_Lambert_Conformal_Conic_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_83_Kansas_Lambert_Conformal_Conic_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",1312333.333333333],PARAMETER["false_northing",0.0],PARAMETER["central_meridian",-98.25],PARAMETER["standard_parallel_1",37.5],PARAMETER["standard_parallel_2",39.5],PARAMETER["scale_factor",1.0],PARAMETER["latitude_of_origin",36.0],UNIT["Foot_US",0.3048006096012192]]</WKT><XOrigin>-120729000</XOrigin><YOrigin>-94795000</YOrigin><XYScale>3048.0060960121918</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></ProjectedCoordinateSystem>
20260129
22162700
20260129
22162700
Esri ArcGIS 13.6.0.59527
ESB_Union
File Geodatabase Feature Class
dataset
0
Simple
FALSE
0
TRUE
FALSE
ESB_Union
Feature Class
0
OBJECTID
OBJECTID_1
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.
FID_Kansas_EMS
FID_Kansas_EMS
Integer
4
0
0
STEWARD
STEWARD
String
75
0
0
L_UPDATE
L_UPDATE
Date
8
0
0
EFF_DATE
EFF_DATE
Date
8
0
0
EXP_DATE
EXP_DATE
Date
8
0
0
STATE
STATE
String
2
0
0
AGENCYID
AGENCYID
String
100
0
0
SERV_NUM
SERV_NUM
String
15
0
0
DISPLAY
DISPLAY
String
60
0
0
ESB_TYPE
ESB_TYPE
String
20
0
0
LAW
LAW
String
60
0
0
FIRE
FIRE
String
60
0
0
EMS
EMS
String
60
0
0
UPDATEBY
UPDATEBY
String
50
0
0
PSAP
PSAP
String
60
0
0
SHAPE_Leng
SHAPE_Leng
Double
8
0
0
SUBMIT
SUBMIT
String
1
0
0
NOTES
NOTES
String
254
0
0
NGESBID
NGESBID
String
255
0
0
SERVICEURI
SERVICEURI
String
254
0
0
NGKSESBID
KSNGESBID
String
44
0
0
SUBMITID
SUBMITID
String
4
0
0
FID_Kansas_Law
FID_Kansas_Law
Integer
4
0
0
OBJECTID_1
OBJECTID
Integer
4
0
0
STEWARD_1
STEWARD
String
75
0
0
L_UPDATE_1
L_UPDATE
Date
8
0
0
EFF_DATE_1
EFF_DATE
Date
8
0
0
EXP_DATE_1
EXP_DATE
Date
8
0
0
STATE_1
STATE
String
2
0
0
AGENCYID_1
AGENCYID
String
100
0
0
SERV_NUM_1
SERV_NUM
String
15
0
0
DISPLAY_1
DISPLAY
String
60
0
0
ESB_TYPE_1
ESB_TYPE
String
20
0
0
LAW_1
LAW
String
60
0
0
FIRE_1
FIRE
String
60
0
0
EMS_1
EMS
String
60
0
0
UPDATEBY_1
UPDATEBY
String
50
0
0
PSAP_1
PSAP
String
60
0
0
SUBMIT_1
SUBMIT
String
1
0
0
NOTES_1
NOTES
String
254
0
0
Shape_Leng_1
Shape_Leng
Double
8
0
0
NGESBID_1
NGESBID
String
255
0
0
SERVICEURI_1
SERVICEURI
String
254
0
0
NGKSESBID_1
NGKSESBID
String
44
0
0
SUBMITID_1
SUBMITID
String
4
0
0
FID_UT_KCC_Electric_GCS
FID_UT_KCC_Electric_GCS
Integer
4
0
0
OBJECTID_12
OBJECTID
Integer
4
0
0
AREA
AREA
Double
8
0
0
PERIMETER
PERIMETER
Double
8
0
0
ELCERT_
ELCERT_
Integer
4
0
0
ELCERT_ID
ELCERT_ID
Integer
4
0
0
CO_CODE
CO_CODE
String
5
0
0
SQ_MI
SQ_MI
Double
8
0
0
MOD_DATE
MOD_DATE
Date
8
0
0
MOD_TYPE
MOD_TYPE
Integer
4
0
0
MUN_NAME
MUN_NAME
String
20
0
0
CO_ID
CO_ID
String
8
0
0
Shape_Leng_12
Shape_Leng
Double
8
0
0
MKEC
MKEC
String
4
0
0
Company_Na
Company_Na
String
50
0
0
Management
Management
String
40
0
0
Main_Phone
Main_Phone
String
12
0
0
Main_Pho_1
Main_Pho_1
String
20
0
0
Cell_Phone
Cell_Phone
String
20
0
0
Outage_Map
Outage_Map
String
100
0
0
FID_UT_KCC_Gas_GCS
FID_UT_KCC_Gas_GCS
Integer
4
0
0
OBJECTID_12_13
OBJECTID
Integer
4
0
0
Level_
Level_
Integer
4
0
0
Color
Color
Integer
4
0
0
Shape_Leng_12_13
Shape_Leng
Double
8
0
0
Company_ID
Company_ID
String
7
0
0
SWKI
SWKI
String
5
0
0
Status
Status
String
12
0
0
Docket
Docket
String
18
0
0
Management_1
Management
String
25
0
0
Main_Phone_1
Main_Phone
String
15
0
0
Cell_Phone_1
Cell_Phone
String
15
0
0
FID_Kansas_Fire
FID_Kansas_Fire
Integer
4
0
0
OBJECTID_12_13_14
OBJECTID
Integer
4
0
0
STEWARD_12
STEWARD
String
75
0
0
L_UPDATE_12
L_UPDATE
Date
8
0
0
EFF_DATE_12
EFF_DATE
Date
8
0
0
EXP_DATE_12
EXP_DATE
Date
8
0
0
STATE_12
STATE
String
2
0
0
AGENCYID_12
AGENCYID
String
100
0
0
SERV_NUM_12
SERV_NUM
String
15
0
0
DISPLAY_12
DISPLAY
String
60
0
0
ESB_TYPE_12
ESB_TYPE
String
20
0
0
LAW_12
LAW
String
60
0
0
FIRE_12
FIRE
String
60
0
0
EMS_12
EMS
String
60
0
0
UPDATEBY_12
UPDATEBY
String
50
0
0
PSAP_12
PSAP
String
60
0
0
SUBMIT_12
SUBMIT
String
1
0
0
NOTES_12
NOTES
String
254
0
0
Shape_Leng_12_13_14
Shape_Leng
Double
8
0
0
NGESBID_12
NGESBID
String
255
0
0
SERVICEURI_12
SERVICEURI
String
254
0
0
NGKSESBID_12
NGKSESBID
String
44
0
0
SUBMITID_12
SUBMITID
String
4
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.
20260129
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