20241223
08143600
1.0
FALSE
MSR_MASTER_Segmented
002
Projected
GCS_North_American_1983_HARN
Linear Unit: Foot (0.304800)
NAD_1983_HARN_StatePlane_Arizona_Central_FIPS_0202_Feet_Intl
<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/3.2.0'><WKT>PROJCS["NAD_1983_HARN_StatePlane_Arizona_Central_FIPS_0202_Feet_Intl",GEOGCS["GCS_North_American_1983_HARN",DATUM["D_North_American_1983_HARN",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Transverse_Mercator"],PARAMETER["False_Easting",700000.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-111.9166666666667],PARAMETER["Scale_Factor",0.9999],PARAMETER["Latitude_Of_Origin",31.0],UNIT["Foot",0.3048],AUTHORITY["EPSG",2868]]</WKT><XOrigin>-17746700</XOrigin><YOrigin>-44067300</YOrigin><XYScale>3048</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.0032808398950131233</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>2868</WKID><LatestWKID>2868</LatestWKID></ProjectedCoordinateSystem>
20250123
09413900
20250123
09413900
Esri ArcGIS 13.2.0.49743
MSR_MASTER_Segmented
Includes current MS&R ROW widths and types, DTM MS&R ROW width recommendations, and Move Tucson typology. This layer is under review and does not represent final decisions by the City of Tucson regarding the MS&R.
Layer of City of Tucson Major Streets and Routes (MS&R) recommendations for web.
File Geodatabase Feature Class
dataset
EPSG
6.3(9.0.0)
0
Simple
FALSE
0
TRUE
FALSE
MSR_MASTER_Segmented
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.
UpdateStatus
UpdateStatus
String
255
0
0
DTM_Rec_Change
DTM_Rec_Change
String
256
0
0
Future
Future
String
255
0
0
STREET
STREET
String
50
0
0
MSR_TYPE
MSR_TYPE
String
25
0
0
FIRST_MoveTucson_Project
FIRST_MoveTucson_Project
String
255
0
0
FIRST_MoveTucson_SubCat
FIRST_MoveTucson_SubCat
String
255
0
0
FIRST_Lanes
FIRST_Lanes
Integer
4
0
0
FIRST_NB_2045_Cong
FIRST_NB_2045_Cong
String
255
0
0
FIRST_MSR_ExistingROW
FIRST_MSR_ExistingROW
Integer
4
0
0
FIRST_MSR_ExistingROWText
FIRST_MSR_ExistingROWText
String
255
0
0
FIRST_MoveTucson_StreetType
FIRST_MoveTucson_StreetType
String
255
0
0
FIRST_MSR_ProposedROW
FIRST_MSR_ProposedROW
Integer
4
0
0
FIRST_MSR_ProposedROWText
FIRST_MSR_ProposedROWText
String
255
0
0
FIRST_MoveTucson_Overlay
FIRST_MoveTucson_Overlay
String
255
0
0
FIRST_RTA_Project
FIRST_RTA_Project
String
255
0
0
FIRST_Interstate
FIRST_Interstate
String
50
0
0
FIRST_MSR_INT
FIRST_MSR_INT
SmallInteger
2
0
0
FIRST_MS_R_FUTUR
FIRST_MS_R_FUTUR
String
18
0
0
FIRST_MSR_FTR_
FIRST_MSR_FTR_
Integer
4
0
0
FIRST_INT_B
FIRST_INT_B
Double
8
0
0
FIRST_INT_C
FIRST_INT_C
Double
8
0
0
FIRST_INT_D
FIRST_INT_D
Double
8
0
0
FIRST_MAINTAINED_BY
FIRST_MAINTAINED_BY
String
50
0
0
FIRST_ChangeToType
FIRST_ChangeToType
String
255
0
0
FIRST_Notes
FIRST_Notes
String
255
0
0
Shape_Length
Shape_Length
Double
8
0
0
Length of feature in internal units.
Esri
Positive real numbers that are automatically generated.
20250123
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