20210622
20365500
1.0
FALSE
AddField D:\_GEO_TEMP\_TOOL_BOX_TEMP\MODEL\All_Schools_Model\DropBuilding_AS.shp TYPE TEXT # # # # NULLABLE NON_REQUIRED #
AddField D:\_GEO_TEMP\_TOOL_BOX_TEMP\MODEL\All_Schools_Model\DropBuilding_AS.shp COLOR TEXT # # # # NULLABLE NON_REQUIRED #
AddField D:\_GEO_TEMP\_TOOL_BOX_TEMP\MODEL\All_Schools_Model\DropBuilding_AS.shp LAYER TEXT # # # # NULLABLE NON_REQUIRED #
CalculateField DropBuilding_AS COLOR "GREEN" VB #
CalculateField DropBuilding_AS TYPE "DropBuilding" VB #
CalculateField DropBuilding_AS TYPE "DropBuilding" VB #
CalculateField DropBuilding_AS LAYER "DropBuilding" VB #
SpatialJoin DropBuilding_AS All_PG D:\_GEO_TEMP\_TOOL_BOX_TEMP\MODEL\All_Schools_Model\Attribute_Layer\DropBuilding_Attribute.shp JOIN_ONE_TO_ONE KEEP_ALL "Id "Id" true true false 6 Long 0 6 ,First,#,DropBuilding_AS,Id,-1,-1;TYPE "TYPE" true true false 254 Text 0 0 ,First,#,DropBuilding_AS,TYPE,-1,-1;COLOR "COLOR" true true false 254 Text 0 0 ,First,#,DropBuilding_AS,COLOR,-1,-1;LAYER "LAYER" true true false 254 Text 0 0 ,First,#,DropBuilding_AS,LAYER,-1,-1;Division "Division" true true false 50 Text 0 0 ,First,#,All_PG,Division,-1,-1;District "District" true true false 50 Text 0 0 ,First,#,All_PG,District,-1,-1;Upazila "Upazila" true true false 50 Text 0 0 ,First,#,All_PG,Upazila,-1,-1;Union_N "Union_N" true true false 50 Text 0 0 ,First,#,All_PG,Union_N,-1,-1;Mouza "Mouza" true true false 50 Text 0 0 ,First,#,All_PG,Mouza,-1,-1;SchName "SchName" true true false 50 Text 0 0 ,First,#,All_PG,SchName,-1,-1;Type_1 "Type_1" true true false 100 Text 0 0 ,First,#,All_PG,Type,-1,-1;Name "Name" true true false 100 Text 0 0 ,First,#,All_PG,Name,-1,-1;HT_M "HT_M" true true false 19 Double 0 0 ,First,#,All_PG,HT_M,-1,-1;MSL_M "MSL_M" true true false 19 Double 0 0 ,First,#,All_PG,MSL_M,-1,-1;Remarks "Remarks" true true false 100 Text 0 0 ,First,#,All_PG,Remarks,-1,-1;EMISCode "EMISCode" true true false 254 Text 0 0 ,First,#,All_PG,EMISCode,-1,-1" INTERSECT # #
SpatialJoin DropBuilding_Attribute All_SA D:\_GEO_TEMP\_TOOL_BOX_TEMP\MODEL\All_Schools_Model\Attribute_Layer\Set2\DropBuilding_Attribute2.shp JOIN_ONE_TO_ONE KEEP_ALL "TYPE "TYPE" true true false 254 Text 0 0 ,First,#,DropBuilding_Attribute,TYPE,-1,-1;COLOR "COLOR" true true false 254 Text 0 0 ,First,#,DropBuilding_Attribute,COLOR,-1,-1;LAYER "LAYER" true true false 254 Text 0 0 ,First,#,DropBuilding_Attribute,LAYER,-1,-1;Division "Division" true true false 50 Text 0 0 ,First,#,All_SA,Division,-1,-1;District "District" true true false 50 Text 0 0 ,First,#,All_SA,District,-1,-1;Upazila "Upazila" true true false 50 Text 0 0 ,First,#,All_SA,Upazila,-1,-1;Union_N "Union_N" true true false 50 Text 0 0 ,First,#,All_SA,Union_N,-1,-1;Mouza "Mouza" true true false 50 Text 0 0 ,First,#,All_SA,Mouza,-1,-1;SchName "SchName" true true false 50 Text 0 0 ,First,#,All_SA,SchName,-1,-1;Type_1 "Type_1" true true false 100 Text 0 0 ,First,#,All_SA,Type,-1,-1;EMISCode "EMISCode" true true false 254 Text 0 0 ,First,#,All_SA,EMISCode,-1,-1" INTERSECT # #
SpatialJoin DropBuilding_Attribute2 DropBuilding_Attribute D:\_GEO_TEMP\_TOOL_BOX_TEMP\MODEL\All_Schools_Model\Attribute_Layer\Set2\DropBuilding_Attribute3.shp JOIN_ONE_TO_ONE KEEP_ALL "TYPE "TYPE" true true false 254 Text 0 0 ,First,#,DropBuilding_Attribute2,TYPE,-1,-1;COLOR "COLOR" true true false 254 Text 0 0 ,First,#,DropBuilding_Attribute2,COLOR,-1,-1;LAYER "LAYER" true true false 254 Text 0 0 ,First,#,DropBuilding_Attribute2,LAYER,-1,-1;Division "Division" true true false 50 Text 0 0 ,First,#,DropBuilding_Attribute2,Division,-1,-1;District "District" true true false 50 Text 0 0 ,First,#,DropBuilding_Attribute2,District,-1,-1;Upazila "Upazila" true true false 50 Text 0 0 ,First,#,DropBuilding_Attribute2,Upazila,-1,-1;Union_N "Union_N" true true false 50 Text 0 0 ,First,#,DropBuilding_Attribute2,Union_N,-1,-1;Mouza "Mouza" true true false 50 Text 0 0 ,First,#,DropBuilding_Attribute2,Mouza,-1,-1;SchName "SchName" true true false 50 Text 0 0 ,First,#,DropBuilding_Attribute2,SchName,-1,-1;EMISCode "EMISCode" true true false 254 Text 0 0 ,First,#,DropBuilding_Attribute2,EMISCode,-1,-1;Name "Name" true true false 100 Text 0 0 ,First,#,DropBuilding_Attribute,Name,-1,-1;HT_M "HT_M" true true false 19 Double 0 0 ,First,#,DropBuilding_Attribute,HT_M,-1,-1;MSL_M "MSL_M" true true false 19 Double 0 0 ,First,#,DropBuilding_Attribute,MSL_M,-1,-1;Remarks "Remarks" true true false 100 Text 0 0 ,First,#,DropBuilding_Attribute,Remarks,-1,-1" INTERSECT # #
CalculateField DropBuilding_Attribute3 Remarks "School Area" VB #
FeatureClassToFeatureClass DropBuilding_AS G:\Magpie\LGED_SCHOOL_MODEL\Default.gdb yut # "TYPE "TYPE" true true false 254 Text 0 0,First,#,DropBuilding_AS,TYPE,0,254;COLOR "COLOR" true true false 254 Text 0 0,First,#,DropBuilding_AS,COLOR,0,254;LAYER "LAYER" true true false 254 Text 0 0,First,#,DropBuilding_AS,LAYER,0,254;Division "Division" true true false 50 Text 0 0,First,#,DropBuilding_AS,Division,0,50;District "District" true true false 50 Text 0 0,First,#,DropBuilding_AS,District,0,50;Upazila "Upazila" true true false 50 Text 0 0,First,#,DropBuilding_AS,Upazila,0,50;Union_N "Union_N" true true false 50 Text 0 0,First,#,DropBuilding_AS,Union_N,0,50;Mouza "Mouza" true true false 50 Text 0 0,First,#,DropBuilding_AS,Mouza,0,50;SchName "SchName" true true false 50 Text 0 0,First,#,DropBuilding_AS,SchName,0,50;EMISCode "EMISCode" true true false 254 Text 0 0,First,#,DropBuilding_AS,EMISCode,0,254;Name "Name" true true false 100 Text 0 0,First,#,DropBuilding_AS,Name,0,100;HT_M "HT_M" true true false 19 Double 0 0,First,#,DropBuilding_AS,HT_M,-1,-1;MSL_M "MSL_M" true true false 19 Double 0 0,First,#,DropBuilding_AS,MSL_M,-1,-1;Remarks "Remarks" true true false 100 Text 0 0,First,#,DropBuilding_AS,Remarks,0,100" #
DefineProjection yut 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]],VERTCS['WGS_1984',DATUM['D_WGS_1984',SPHEROID['WGS_1984',6378137.0,298.257223563]],PARAMETER['Vertical_Shift',0.0],PARAMETER['Direction',1.0],UNIT['Meter',1.0]]
yut
002
0.000
file://\\DESKTOP-0M56GDB\G$\Magpie\LGED_SCHOOL_MODEL\Default.gdb
Local Area Network
Projected
GCS_WGS_1984
Linear Unit: Meter (1.000000)
BUTM2010
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20210811
12414200
20210811
12414200
Microsoft Windows 10 Version 10.0 (Build 19041) ; Esri ArcGIS 12.7.0.26828
vbx_WFL1
xcb
xvbxcb
File Geodatabase Feature Class
0.000
dataset
0
Simple
FALSE
0
TRUE
TRUE
yut
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.
TYPE
TYPE
String
254
0
0
COLOR
COLOR
String
254
0
0
LAYER
LAYER
String
254
0
0
Division
Division
String
50
0
0
District
District
String
50
0
0
Upazila
Upazila
String
50
0
0
Union_N
Union_N
String
50
0
0
Mouza
Mouza
String
50
0
0
SchName
SchName
String
50
0
0
EMISCode
EMISCode
String
254
0
0
Name
Name
String
100
0
0
HT_M
HT_M
Double
8
0
0
MSL_M
MSL_M
Double
8
0
0
Remarks
Remarks
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.
20210811
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