20181124
22085200
1.0
FALSE
bldg60_final2_Intersect
002
file://\\DESKTOP-OHSAGK8\C$\Users\dell\Documents\ArcGIS\Default.gdb
Local Area Network
Projected
GCS_WGS_1984
Linear Unit: Meter (1.000000)
WGS_1984_UTM_Zone_48N
<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/10.4'><WKT>PROJCS["WGS_1984_UTM_Zone_48N",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Transverse_Mercator"],PARAMETER["False_Easting",500000.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",105.0],PARAMETER["Scale_Factor",0.9996],PARAMETER["Latitude_Of_Origin",0.0],UNIT["Meter",1.0],AUTHORITY["EPSG",32648]]</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>32648</WKID><LatestWKID>32648</LatestWKID></ProjectedCoordinateSystem>
CalculateField bldg_Clip BL_TYPE 1 VB #
CalculateField bldg_Clip_Merge time2 50 VB #
CalculateField bldg_Clip_Merge BL_NSTOREY 1 VB #
CalculateField bldg_Clip_Merge BL_MATL 1 VB #
CalculateField bldg60_final3 usegis [BL_USE]/1000 VB #
CalculateField bldg60_final3 usegis 8 VB #
CalculateField bldg60_final3 usegis 10 VB #
CalculateField bldg60_final3 usegis 4 VB #
CalculateField bldg60_final3 usegis 5 VB #
CalculateField bldg60_final3 usegis 6 VB #
CalculateField bldg60_final3 usegis 7 VB #
CalculateField bldg60_final3 usegis 8 VB #
CalculateField bldg60_final3 usegis 9 VB #
CalculateField bldg60_final3 usegis 10 VB #
CalculateField bldg60_final3 usegis 11 VB #
CalculateField bldg60_final3 usegis 11 VB #
CalculateField bldg60_final3 usegis 13 VB #
CalculateField bldg60_final3 usegis 14 VB #
CalculateField bldg60_final3 usegis 5 VB #
CalculateField bldg60_final3 usegis 5 VB #
CalculateField bldg60_final3 usegis 3 VB #
CalculateField bldg60_final3 usegis 12 VB #
CalculateField bldg60_final3 usegis 12 VB #
CalculateField bldg60_final3 usegis 14 VB #
CalculateField bldg60_final3 usegis [usegis]+1 VB #
CalculateField bldg60_final3 usegis 2 VB #
CalculateField bldg60_final3 usegis 3 VB #
CalculateField bldg60_final3 usegis 4 VB #
CalculateField bldg60_final3 usegis 7 VB #
CalculateField bldg60_final3 usegis 13 VB #
CalculateField bldg60_final3 BL_USE_TH "พาณิชยกรรมและอุตสาหกรรม" VB #
CalculateField bldg60_final3 BL_USE_TH "โรงฆ่าสัตว์" VB #
CalculateField bldg60_final3 BL_USE 3120 VB #
CalculateField bldg60_final3 usegis 1 VB #
CalculateField bldg60_final3 usegis 6 VB #
CalculateField bldg60_final3 BL_USE 7200 VB #
CalculateField bldg60_final3 usegis 14 VB #
CalculateField bldg60_final3 usegis 15 VB #
CalculateField bldg60_final3 flood2016 1 VB #
CalculateField bldg60_final3 flood2011 1 VB #
CalculateField bldg_Muang_br61 time2 61 VB #
20180424
23114600
20180424
23114600
Version 6.2 (Build 9200) ; Esri ArcGIS 10.4.1.5686
BLDG_BLOCK_61
Buriram
Buriram
File Geodatabase Feature Class
dataset
EPSG
6.11.1(3.0.1)
0
Simple
FALSE
0
TRUE
TRUE
bldg60_final2_Intersect
Feature Class
0
OBJECTID_1
FID
OID
4
0
0
Internal feature number.
Esri
Sequential unique whole numbers that are automatically generated.
OBJECTID
OBJECTID
Integer
4
0
0
Internal feature number.
Esri
Sequential unique whole numbers that are automatically generated.
FID_bldg60_final2
FID_bldg60_final2
Integer
4
0
0
Shape
Shape
Geometry
0
0
0
Feature geometry.
Esri
Coordinates defining the features.
BL_TYPE
BL_TYPE
Integer
4
0
0
BL_HEIGHT
BL_HEIGHT
Single
4
0
0
BL_NSTOREY
BL_NSTOREY
Integer
4
0
0
BL_AREA
BL_AREA
Single
4
0
0
BL_USE
BL_USE
Integer
4
0
0
BL_MATL
BL_MATL
Integer
4
0
0
BL_NAME
BL_NAME
String
250
0
0
Area_1
Area_1
Single
4
0
0
Area_2
Area_2
Single
4
0
0
rai
rai
Double
8
0
0
time2
time2
Integer
4
0
0
sum
sum
Integer
4
0
0
FID_tambon_muang
FID_tambon_muang
Integer
4
0
0
AREA
AREA
Double
8
0
0
TAMBON_IDN
TAMBON_IDN
String
6
0
0
TAM_CODE
TAM_CODE
String
2
0
0
TAM_NAM_T
TAM_NAM_T
String
50
0
0
rai_1
rai
Double
8
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.
20180424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=