20201208
11333700
1.0
FALSE
Pavement
002
file://\\lobos\data\!2018\UT-1311-1808 - US-89 Farmington to I-84 GIS ONLY\Project Data\GIS\Horrocks\Pro\Nichols_3D_Scene_Revised\Default.gdb
Local Area Network
RepairGeometry "O:\!2018\UT-1311-1808 - US-89 Farmington to I-84 GIS ONLY\Project Data\GIS\Horrocks\FileGDB\Working.gdb\c13821_PavementSouth\Polygon_11" DELETE_NULL Esri
CopyFeatures "O:\!2018\UT-1311-1808 - US-89 Farmington to I-84 GIS ONLY\Project Data\GIS\Horrocks\FileGDB\Working.gdb\c13821_PavementSouth\Polygon_11" "O:\!2018\UT-1311-1808 - US-89 Farmington to I-84 GIS ONLY\Project Data\GIS\Horrocks\FileGDB\Design.gdb\US89_PavementSouth" # # # #
FeatureClassToFeatureClass US89_PavementSouth "O:\!2018\UT-1311-1808 - US-89 Farmington to I-84 GIS ONLY\Project Data\GIS\Horrocks\Pro\Nichols_3D_Scene\Nichols_3D_Scene.gdb" Pavement_South # "Entity "Entity" true true false 16 Text 0 0,First,#,US89_PavementSouth,Entity,0,16;Handle "Handle" true true false 16 Text 0 0,First,#,US89_PavementSouth,Handle,0,16;Level "Level" true true false 4 Long 0 0,First,#,US89_PavementSouth,Level,-1,-1;Layer "Layer" true true false 255 Text 0 0,First,#,US89_PavementSouth,Layer,0,255;LvlDesc "LvlDesc" true true false 255 Text 0 0,First,#,US89_PavementSouth,LvlDesc,0,255;LyrFrzn "LyrFrzn" true true false 2 Short 0 0,First,#,US89_PavementSouth,LyrFrzn,-1,-1;LyrLock "LyrLock" true true false 2 Short 0 0,First,#,US89_PavementSouth,LyrLock,-1,-1;LyrOn "LyrOn" true true false 2 Short 0 0,First,#,US89_PavementSouth,LyrOn,-1,-1;LvlPlot "LvlPlot" true true false 2 Short 0 0,First,#,US89_PavementSouth,LvlPlot,-1,-1;Color "Color" true true false 2 Short 0 0,First,#,US89_PavementSouth,Color,-1,-1;EntColor "EntColor" true true false 2 Short 0 0,First,#,US89_PavementSouth,EntColor,-1,-1;LyrColor "LyrColor" true true false 2 Short 0 0,First,#,US89_PavementSouth,LyrColor,-1,-1;Linetype "Linetype" true true false 255 Text 0 0,First,#,US89_PavementSouth,Linetype,0,255;EntLinetype "EntLinetype" true true false 255 Text 0 0,First,#,US89_PavementSouth,EntLinetype,0,255;LyrLnType "LyrLnType" true true false 255 Text 0 0,First,#,US89_PavementSouth,LyrLnType,0,255;Elevation "Elevation" true true false 8 Double 0 0,First,#,US89_PavementSouth,Elevation,-1,-1;Class "Class" true true false 24 Text 0 0,First,#,US89_PavementSouth,Class,0,24;GGroup "GGroup" true true false 2 Short 0 0,First,#,US89_PavementSouth,GGroup,-1,-1;CadModel "CadModel" true true false 255 Text 0 0,First,#,US89_PavementSouth,CadModel,0,255;Fill "Fill" true true false 2 Short 0 0,First,#,US89_PavementSouth,Fill,-1,-1;LineWt "LineWt" true true false 2 Short 0 0,First,#,US89_PavementSouth,LineWt,-1,-1;EntLineWt "EntLineWt" true true false 2 Short 0 0,First,#,US89_PavementSouth,EntLineWt,-1,-1;LyrLineWt "LyrLineWt" true true false 2 Short 0 0,First,#,US89_PavementSouth,LyrLineWt,-1,-1;RefName "RefName" true true false 255 Text 0 0,First,#,US89_PavementSouth,RefName,0,255;LTScale "LTScale" true true false 8 Double 0 0,First,#,US89_PavementSouth,LTScale,-1,-1;QrotW "QrotW" true true false 8 Double 0 0,First,#,US89_PavementSouth,QrotW,-1,-1;QrotX "QrotX" true true false 8 Double 0 0,First,#,US89_PavementSouth,QrotX,-1,-1;QrotY "QrotY" true true false 8 Double 0 0,First,#,US89_PavementSouth,QrotY,-1,-1;QrotZ "QrotZ" true true false 8 Double 0 0,First,#,US89_PavementSouth,QrotZ,-1,-1;DocName "DocName" true true false 255 Text 0 0,First,#,US89_PavementSouth,DocName,0,255;DocPath "DocPath" true true false 4096 Text 0 0,First,#,US89_PavementSouth,DocPath,0,4096;DocType "DocType" true true false 32 Text 0 0,First,#,US89_PavementSouth,DocType,0,32;DocVer "DocVer" true true false 16 Text 0 0,First,#,US89_PavementSouth,DocVer,0,16;Shape_Length "Shape_Length" false true true 8 Double 0 0,First,#,US89_PavementSouth,Shape_Length,-1,-1;Shape_Area "Shape_Area" false true true 8 Double 0 0,First,#,US89_PavementSouth,Shape_Area,-1,-1" #
FeatureClassToFeatureClass Pavement_South "O:\!2018\UT-1311-1808 - US-89 Farmington to I-84 GIS ONLY\Project Data\GIS\Horrocks\Pro\Nichols_3D_Scene_Revised\Default.gdb" Pavement # "Entity "Entity" true true false 16 Text 0 0,First,#,Pavement_South,Entity,0,16;Handle "Handle" true true false 16 Text 0 0,First,#,Pavement_South,Handle,0,16;Level "Level" true true false 4 Long 0 0,First,#,Pavement_South,Level,-1,-1;Layer "Layer" true true false 255 Text 0 0,First,#,Pavement_South,Layer,0,255;LvlDesc "LvlDesc" true true false 255 Text 0 0,First,#,Pavement_South,LvlDesc,0,255;LyrFrzn "LyrFrzn" true true false 2 Short 0 0,First,#,Pavement_South,LyrFrzn,-1,-1;LyrLock "LyrLock" true true false 2 Short 0 0,First,#,Pavement_South,LyrLock,-1,-1;LyrOn "LyrOn" true true false 2 Short 0 0,First,#,Pavement_South,LyrOn,-1,-1;LvlPlot "LvlPlot" true true false 2 Short 0 0,First,#,Pavement_South,LvlPlot,-1,-1;Color "Color" true true false 2 Short 0 0,First,#,Pavement_South,Color,-1,-1;EntColor "EntColor" true true false 2 Short 0 0,First,#,Pavement_South,EntColor,-1,-1;LyrColor "LyrColor" true true false 2 Short 0 0,First,#,Pavement_South,LyrColor,-1,-1;Linetype "Linetype" true true false 255 Text 0 0,First,#,Pavement_South,Linetype,0,255;EntLinetype "EntLinetype" true true false 255 Text 0 0,First,#,Pavement_South,EntLinetype,0,255;LyrLnType "LyrLnType" true true false 255 Text 0 0,First,#,Pavement_South,LyrLnType,0,255;Elevation "Elevation" true true false 8 Double 0 0,First,#,Pavement_South,Elevation,-1,-1;Class "Class" true true false 24 Text 0 0,First,#,Pavement_South,Class,0,24;GGroup "GGroup" true true false 2 Short 0 0,First,#,Pavement_South,GGroup,-1,-1;CadModel "CadModel" true true false 255 Text 0 0,First,#,Pavement_South,CadModel,0,255;Fill "Fill" true true false 2 Short 0 0,First,#,Pavement_South,Fill,-1,-1;LineWt "LineWt" true true false 2 Short 0 0,First,#,Pavement_South,LineWt,-1,-1;EntLineWt "EntLineWt" true true false 2 Short 0 0,First,#,Pavement_South,EntLineWt,-1,-1;LyrLineWt "LyrLineWt" true true false 2 Short 0 0,First,#,Pavement_South,LyrLineWt,-1,-1;RefName "RefName" true true false 255 Text 0 0,First,#,Pavement_South,RefName,0,255;LTScale "LTScale" true true false 8 Double 0 0,First,#,Pavement_South,LTScale,-1,-1;QrotW "QrotW" true true false 8 Double 0 0,First,#,Pavement_South,QrotW,-1,-1;QrotX "QrotX" true true false 8 Double 0 0,First,#,Pavement_South,QrotX,-1,-1;QrotY "QrotY" true true false 8 Double 0 0,First,#,Pavement_South,QrotY,-1,-1;QrotZ "QrotZ" true true false 8 Double 0 0,First,#,Pavement_South,QrotZ,-1,-1;DocName "DocName" true true false 255 Text 0 0,First,#,Pavement_South,DocName,0,255;DocPath "DocPath" true true false 4096 Text 0 0,First,#,Pavement_South,DocPath,0,4096;DocType "DocType" true true false 32 Text 0 0,First,#,Pavement_South,DocType,0,32;DocVer "DocVer" true true false 16 Text 0 0,First,#,Pavement_South,DocVer,0,16;Shape_Length "Shape_Length" false true true 8 Double 0 0,First,#,Pavement_South,Shape_Length,-1,-1;Shape_Area "Shape_Area" false true true 8 Double 0 0,First,#,Pavement_South,Shape_Area,-1,-1" #
Project Pavement "O:\!2018\UT-1311-1808 - US-89 Farmington to I-84 GIS ONLY\Project Data\GIS\Horrocks\Pro\Nichols_3D_Scene_Revised\Default.gdb\Pavement_Web" 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]] NAD_1983_To_WGS_1984_5 PROJCS['PG-881',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',640826.69833225],PARAMETER['False_Northing',281653.39566425],PARAMETER['Central_Meridian',-111.5],PARAMETER['Standard_Parallel_1',40.716667],PARAMETER['Standard_Parallel_2',41.783333],PARAMETER['Scale_Factor',1.0002499556],PARAMETER['Latitude_Of_Origin',40.3333333333333],UNIT['Foot_US',0.3048006096012192]] NO_PRESERVE_SHAPE # NO_VERTICAL
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
PG-881
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W4yM0KqrJuitop4d28yS5j2nr8jd/pTZINRWdV09fPhMw+eWXEu3PK7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\nLUrmRIl+0bG2+X5v7tTj+Htnvms+GCby5Eub61nV12u8qhCx6hOVI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20201202
15183000
20201202
15183000
Microsoft Windows 10 Version 10.0 (Build 19041) ; Esri ArcGIS 12.6.2.24783
NichollsRoad_WFL1
NichollsRoad
NichollsRoad
File Geodatabase Feature Class
dataset
0
Simple
FALSE
0
TRUE
FALSE
Pavement
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.
Entity
Entity
String
16
0
0
Handle
Handle
String
16
0
0
Level
Level
Integer
4
0
0
Layer
Layer
String
255
0
0
LvlDesc
LvlDesc
String
255
0
0
LyrFrzn
LyrFrzn
SmallInteger
2
0
0
LyrLock
LyrLock
SmallInteger
2
0
0
LyrOn
LyrOn
SmallInteger
2
0
0
LvlPlot
LvlPlot
SmallInteger
2
0
0
Color
Color
SmallInteger
2
0
0
EntColor
EntColor
SmallInteger
2
0
0
LyrColor
LyrColor
SmallInteger
2
0
0
Linetype
Linetype
String
255
0
0
EntLinetype
EntLinetype
String
255
0
0
LyrLnType
LyrLnType
String
255
0
0
Elevation
Elevation
Double
8
0
0
Class
Class
String
24
0
0
GGroup
GGroup
SmallInteger
2
0
0
CadModel
CadModel
String
255
0
0
Fill
Fill
SmallInteger
2
0
0
LineWt
LineWt
SmallInteger
2
0
0
EntLineWt
EntLineWt
SmallInteger
2
0
0
LyrLineWt
LyrLineWt
SmallInteger
2
0
0
RefName
RefName
String
255
0
0
LTScale
LTScale
Double
8
0
0
QrotW
QrotW
Double
8
0
0
QrotX
QrotX
Double
8
0
0
QrotY
QrotY
Double
8
0
0
QrotZ
QrotZ
Double
8
0
0
DocName
DocName
String
255
0
0
DocPath
DocPath
String
4096
0
0
DocType
DocType
String
32
0
0
DocVer
DocVer
String
16
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.
20201202
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