20110120
16105000
FALSE
20210327
19471300
20210327
19471300
RapidTransitStops
002
220391.713033
241840.821469
884240.967582
909753.448565
1
0.000
Projected
GCS_North_American_1983
NAD_1983_StatePlane_Massachusetts_Mainland_FIPS_2001
<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/2.6.0'><WKT>PROJCS["NAD_1983_StatePlane_Massachusetts_Mainland_FIPS_2001",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",200000.0],PARAMETER["False_Northing",750000.0],PARAMETER["Central_Meridian",-71.5],PARAMETER["Standard_Parallel_1",41.71666666666667],PARAMETER["Standard_Parallel_2",42.68333333333333],PARAMETER["Latitude_Of_Origin",41.0],UNIT["Meter",1.0],AUTHORITY["EPSG",26986]]</WKT><XOrigin>-36530900</XOrigin><YOrigin>-28803200</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>26986</WKID><LatestWKID>26986</LatestWKID></ProjectedCoordinateSystem>
Linear Unit: Meter (1.000000)
{"type":"CIMLayerDocument","version":"2.6.0","build":24783,"layers":["CIMPATH=map/rapidtransitstops.xml"],"layerDefinitions":[{"type":"CIMFeatureLayer","name":"RapidTransitStops","uRI":"CIMPATH=map/rapidtransitstops.xml","sourceModifiedTime":{"type":"TimeInstant"},"useSourceMetadata":true,"description":"RapidTransitStops","layerElevation":{"type":"CIMLayerElevationSurface","mapElevationID":"{8DCAF824-FCB5-4065-BD52-56924412F2DF}"},"expanded":true,"layerType":"Operational","showLegends":true,"visibility":true,"displayCacheType":"Permanent","maxDisplayCacheAge":5,"showPopups":true,"serviceLayerID":-1,"refreshRate":-1,"refreshRateUnit":"esriTimeUnitsSeconds","autoGenerateFeatureTemplates":true,"featureElevationExpression":"0","featureTable":{"type":"CIMFeatureTable","displayField":"STATION","editable":true,"dataConnection":{"type":"CIMStandardDataConnection","workspaceConnectionString":"DATABASE=..BCUBikeParking.gdb","workspaceFactory":"FileGDB","dataset":"RapidTransitStops","datasetType":"esriDTFeatureClass"},"studyAreaSpatialRel":"esriSpatialRelUndefined","searchOrder":"esriSearchOrderSpatial"},"htmlPopupEnabled":true,"selectable":true,"featureCacheType":"Session","displayFiltersType":"ByScale","labelClasses":[{"type":"CIMLabelClass","expression":"$feature.STATION","expressionEngine":"Arcade","featuresToLabel":"AllVisibleFeatures","maplexLabelPlacementProperties":{"type":"CIMMaplexLabelPlacementProperties","featureType":"Point","avoidPolygonHoles":true,"canOverrunFeature":true,"canPlaceLabelOutsidePolygon":true,"canRemoveOverlappingLabel":true,"canStackLabel":true,"connectionType":"Unambiguous","constrainOffset":"NoConstraint","contourAlignmentType":"Page","contourLadderType":"Straight","contourMaximumAngle":90,"enableConnection":true,"enablePointPlacementPriorities":true,"featureWeight":0,"fontHeightReductionLimit":4,"fontHeightReductionStep":0.5,"fontWidthReductionLimit":90,"fontWidthReductionStep":5,"graticuleAlignmentType":"Straight","keyNumberGroupName":"Default","labelBuffer":15,"labelLargestPolygon":true,"labelPriority":-1,"labelStackingProperties":{"type":"CIMMaplexLabelStackingProperties","stackAlignment":"ChooseBest","maximumNumberOfLines":3,"minimumNumberOfCharsPerLine":3,"maximumNumberOfCharsPerLine":24,"separators":[{"type":"CIMMaplexStackingSeparator","separator":"
","splitAfter":true},{"type":"CIMMaplexStackingSeparator","separator":",","visible":true,"splitAfter":true}]},"lineFeatureType":"General","linePlacementMethod":"OffsetCurvedFromLine","maximumLabelOverrun":36,"maximumLabelOverrunUnit":"Point","minimumFeatureSizeUnit":"Map","multiPartOption":"OneLabelPerPart","offsetAlongLineProperties":{"type":"CIMMaplexOffsetAlongLineProperties","placementMethod":"BestPositionAlongLine","labelAnchorPoint":"CenterOfLabel","distanceUnit":"Percentage","useLineDirection":true},"pointExternalZonePriorities":{"type":"CIMMaplexExternalZonePriorities","aboveLeft":4,"aboveCenter":2,"aboveRight":1,"centerRight":3,"belowRight":5,"belowCenter":7,"belowLeft":8,"centerLeft":6},"pointPlacementMethod":"AroundPoint","polygonAnchorPointType":"GeometricCenter","polygonBoundaryWeight":0,"polygonExternalZones":{"type":"CIMMaplexExternalZonePriorities","aboveLeft":4,"aboveCenter":2,"aboveRight":1,"centerRight":3,"belowRight":5,"belowCenter":7,"belowLeft":8,"centerLeft":6},"polygonFeatureType":"General","polygonInternalZones":{"type":"CIMMaplexInternalZonePriorities","center":1},"polygonPlacementMethod":"CurvedInPolygon","primaryOffset":1,"primaryOffsetUnit":"Point","removeExtraWhiteSpace":true,"repetitionIntervalUnit":"Point","rotationProperties":{"type":"CIMMaplexRotationProperties","rotationType":"Arithmetic","alignmentType":"Straight"},"secondaryOffset":100,"strategyPriorities":{"type":"CIMMaplexStrategyPriorities","stacking":1,"overrun":2,"fontCompression":3,"fontReduction":4,"abbreviation":5},"thinningDistanceUnit":"Point","truncationMarkerCharacter":".","truncationMinimumLength":1,"truncationPreferredCharacters":"aeiou","truncationExcludedCharacters":"0123456789"},"name":"Class 1","priority":-1,"standardLabelPlacementProperties":{"type":"CIMStandardLabelPlacementProperties","featureType":"Line","featureWeight":"Low","labelWeight":"High","numLabelsOption":"OneLabelPerName","lineLabelPosition":{"type":"CIMStandardLineLabelPosition","above":true,"inLine":true,"parallel":true},"lineLabelPriorities":{"type":"CIMStandardLineLabelPriorities","aboveStart":3,"aboveAlong":3,"aboveEnd":3,"centerStart":3,"centerAlong":3,"centerEnd":3,"belowStart":3,"belowAlong":3,"belowEnd":3},"pointPlacementMethod":"AroundPoint","pointPlacementPriorities":{"type":"CIMStandardPointPlacementPriorities","aboveLeft":2,"aboveCenter":2,"aboveRight":1,"centerLeft":3,"centerRight":2,"belowLeft":3,"belowCenter":3,"belowRight":2},"rotationType":"Arithmetic","polygonPlacementMethod":"AlwaysHorizontal"},"textSymbol":{"type":"CIMSymbolReference","symbol":{"type":"CIMTextSymbol","blockProgression":"TTB","depth3D":1,"extrapolateBaselines":true,"fontEffects":"Normal","fontEncoding":"Unicode","fontFamilyName":"Tahoma","fontStyleName":"Regular","fontType":"Unspecified","haloSize":1,"height":10,"hinting":"Default","horizontalAlignment":"Left","kerning":true,"letterWidth":100,"ligatures":true,"lineGapType":"ExtraLeading","symbol":{"type":"CIMPolygonSymbol","symbolLayers":[{"type":"CIMSolidFill","enable":true,"color":{"type":"CIMRGBColor","values":[0,0,0,100]}}]},"textCase":"Normal","textDirection":"LTR","verticalAlignment":"Bottom","verticalGlyphOrientation":"Right","wordSpacing":100,"billboardMode3D":"FaceNearPlane"}},"useCodedValue":true,"visibility":true,"iD":-1}],"renderer":{"type":"CIMSimpleRenderer","patch":"Default","symbol":{"type":"CIMSymbolReference","symbol":{"type":"CIMPointSymbol","symbolLayers":[{"type":"CIMVectorMarker","enable":true,"anchorPoint":{"x":0,"y":0},"anchorPointUnits":"Relative","dominantSizeAxis3D":"Y","size":15.75,"billboardMode3D":"FaceNearPlane","frame":{"xmin":0,"ymin":0,"xmax":21,"ymax":21},"markerGraphics":[{"type":"CIMMarkerGraphic","geometry":{"curveRings":[[[15.9,9.5],{"b":[[16,8.5999999999999996],[16,9.1999999999999993],[16,8.9000000000000004]]},[16,6],{"b":[[14,4],[16,4.9000000000000004],[15.1,4]]},[15.5,2],[13.6,2],[12.9,4],[8.3000000000000007,4],[7.5999999999999996,2],[5.7000000000000002,2],[7,4],{"b":[[5,6],[5.9000000000000004,4],[5,4.9000000000000004]]},[5,8.5999999999999996],{"b":[[5.0999999999999996,9.4000000000000004],[5,8.8000000000000007],[5,9.0999999999999996]]},{"b":[[8,16],[6,15.19999999999999929],[5.9000000000000004,16]]},[13,16],{"b":[[15.9,9.5],[15.1,16],[15,15.19999999999999929]]}],[[6.7999999999999998,10],[10.5,9],[14.19999999999999929,10],[13.5,14],[7.5,14],[6.7999999999999998,10]],[[10.5,5.5],{"b":[[11.5,6.5],[11.1,5.5],[11.5,5.9000000000000004]]},{"b":[[10.5,7.5],[11.5,7.0999999999999996],[11.1,7.5]]},{"b":[[9.5,6.5],[9.9000000000000004,7.5],[9.5,7.0999999999999996]]},{"b":[[10.5,5.5],[9.5,5.9000000000000004],[9.9000000000000004,5.5]]}],[[19,10.5],[19,4],[18,4],[18,10.5],{"b":[[10.5,18],[18,14.6],[14.6,18]]},{"b":[[3,10.5],[6.4000000000000004,18],[3,14.6]]},[3,4],[2,4],[2,10.5],{"b":[[10.5,19],[2,15.19999999999999929],[5.7999999999999998,19]]},{"b":[[19,10.5],[15.19999999999999929,19],[19,15.19999999999999929]]}]]},"symbol":{"type":"CIMPolygonSymbol","symbolLayers":[{"type":"CIMSolidStroke","enable":true,"capStyle":"Round","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":0,"color":{"type":"CIMRGBColor","values":[110,110,110,100]}},{"type":"CIMSolidFill","enable":true,"color":{"type":"CIMRGBColor","values":[88,89,91,100]}}]}}],"scaleSymbolsProportionally":true,"respectFrame":true},{"type":"CIMVectorMarker","enable":true,"colorLocked":true,"anchorPointUnits":"Relative","dominantSizeAxis3D":"Y","size":18.5,"billboardMode3D":"FaceNearPlane","frame":{"xmin":-5,"ymin":-5,"xmax":5,"ymax":5},"markerGraphics":[{"type":"CIMMarkerGraphic","geometry":{"curveRings":[[[0,5],{"a":[[0,5],[2.2962127484012875e-16,0],0,1]}]]},"symbol":{"type":"CIMPolygonSymbol","symbolLayers":[{"type":"CIMSolidStroke","enable":true,"capStyle":"Round","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":0.5,"color":{"type":"CIMRGBColor","values":[167,169,172,100]}},{"type":"CIMSolidFill","enable":true,"color":{"type":"CIMRGBColor","values":[255,255,255,100]}}]}}],"scaleSymbolsProportionally":true,"respectFrame":true}],"haloSize":1,"scaleX":1,"angleAlignment":"Display"}}},"scaleSymbols":true,"snappable":true}]}
1.0
FGDC
625000
5000
ESRI ArcCatalog 9.1.0.722
en
The MBTA Rapid Transit Station layers represents the station stops on the five subway, streetcar/trolley and Silver Line bus lines in the Massachusetts Bay Transportation Authority’s rapid transit rail network. Stations are contained in a point feature class named MBTA_NODE. The five ‘T’ lines - Blue, Green, Orange, Red and Silver - are represented with linework in the layer MBTA_ARC. The layers were developed by the Central Transportation Planning Staff (CTPS), with additional editing by MassGIS based on current information from mbta.com. The MBTA Commuter Rail lines are included in the TRAINS_ARC layer. It should be noted that the Silver Line actually consists of buses, not trains, but the line is included in this layer because the MBTA includes it as part of its Subway system (see http://www.mbta.com/schedules_and_maps/subway/).
Planning and analysis
Central Transportation Planning Staff
20200107
GISDATA.MBTA_NODE2
vector digital data
MBTA Rapid Transit Stations
publication date
20200107
As needed
-71.253179
-70.990840
42.438020
42.207458
220381.734364
241892.953136
884236.562470
909751.500030
None
subway train mbta stop station line subway line public transportation
None
None
Feature Class
Michael Trust
MassGIS
Sr. Database Administrator
mailing and physical address
One Ashburton Place
Room 1601
Boston
MA
02108
USA
(617) 619-5615
michael.trust@state.ma.us
9 AM - 5 PM
Esri ArcGIS 12.6.2.24783
MBTA Rapid Transit Stations
Michael Trust
MassGIS
Sr. GIS Database Administrator
One Ashburton Place, 8th Floor
Boston
MA
02108
michael.trust@state.ma.us
US
(617) 619-5615
2020-01-07T00:00:00
Kathy Jacob
Central Transportation Planning Staff
-71.253058
-70.991473
42.438038
42.207501
1
Data current as of
2018-06-07T00:00:00
-71.253179
-70.99084
42.43802
42.207458
1
002
Planning and analysis
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN><SPAN>The MBTA Rapid Transit Station layers represents the station stops on the five subway, streetcar/trolley and Silver Line bus lines in the Massachusetts Bay Transportation Authority’s rapid transit rail network. Stations are contained in a point feature class named MBTA_NODE. The five ‘T’ lines - Blue, Green, Orange, Red and Silver - are represented with linework in the layer MBTA_ARC. The layers were developed by the Central Transportation Planning Staff (CTPS), with additional editing by MassGIS based on current information from mbta.com. The MBTA Commuter Rail lines are included in the TRAINS_ARC layer. It should be noted that the Silver Line actually consists of buses, not trains, but the line is included in this layer because the MBTA includes it as part of its Subway system (see http://www.mbta.com/schedules_and_maps/subway/).</SPAN></SPAN></P></DIV></DIV></DIV>
Central Transportation Planning Staff, mbta.com, MassGIS
Bike parking
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>None</SPAN></P></DIV></DIV></DIV>
Michael Trust
MassGIS
Sr. GIS Database Administrator
One Ashburton Place, 8th Floor
Boston
MA
02108
michael.trust@state.ma.us
US
(617) 619-5615
Michael Trust
en
FGDC Content Standards for Digital Geospatial Metadata
FGDC-STD-001-1998
local time
Michael Trust
MassGIS
Sr. Database Administrator
mailing and physical address
One Ashburton Place
Room 1601
Boston
MA
02108
USA
(617) 619-5615
michael.trust@state.ma.us
9 AM - 5 PM
20200107
ISO 19115 Geographic Information - Metadata
DIS_ESRI1.0
dataset
Downloadable Data
Michael Trust
MassGIS
Sr. Database Administrator
mailing and physical address
One Ashburton Place
Room 1601
Boston
MA
02108
USA
(617) 619-5615
michael.trust@state.ma.us
9 AM - 5 PM
Shapefile
ArcGIS 10
Download from https://docs.digital.mass.gov/dataset/massgis-data-mbta-rapid-transit
Feature Class
ArcGIS 10
0.000
Vector
Simple
FALSE
0
TRUE
FALSE
GCS_North_American_1983
NAD_1983_StatePlane_Massachusetts_Mainland_FIPS_2001
coordinate pair
meters
0.000064
0.000064
North American Datum of 1983
Geodetic Reference System 80
6378137.000000
298.257222
Explicit elevation coordinate included with horizontal coordinates
1.000000
NAD_1983_StatePlane_Massachusetts_Mainland_FIPS_2001
EPSG
2.1(3.0.1)
0
RapidTransitStops
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.
STATION
STATION
String
40
0
0
Name of T Station
TERMINUS
TERMINUS
String
1
0
0
Indicates whether a station is a line terminus (Y/N)
ROUTE
ROUTE
String
80
0
0
More detailed description of the LINE attribute
LINE
LINE
String
12
0
0
Transit line color designation (BLUE, GREEN, ORANGE, RED, or SILVER)
20180607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Michael Trust
MassGIS
Sr. GIS Database Administrator
One Ashburton Place, 8th Floor
Boston
MA
02108
michael.trust@state.ma.us
US
(617) 619-5615
Michael Trust
Assembly station on the Orange Line was added on 9/4/2014. Stops for the Silver Line 3 branch were added on 6/7/2018. January 2020: Placement and names of some stops on Silver Line Branches 2 and 4/5 edited based on 2018 Google Imagery, Google Street View and mbta.com.
Assembly station on the Orange Line was added on 9/4/2014.
2014-09-04T00:00:00
Michael Trust
MassGIS
Sr. GIS Database Administrator
One Ashburton Place, Room 1601
Boston
MA
02108
michael.trust@state.ma.us
US
(617) 619-5615
Michael Trust
Silver Line 3 stops added
2018-06-07T00:00:00
Michael Trust
MassGIS
Sr. GIS Database Administrator
One Ashburton Place, 8th Floor
Boston
MA
02108
michael.trust@state.ma.us
US
(617) 619-5615
Michael Trust
Placement and names of some stops on Silver Line Branches 2 and 4/5 edited based on 2018 Google Imagery, Google Street View and mbta.com.
2020-01-07T00:00:00
Michael Trust
MassGIS
Sr. GIS Database Administrator
One Ashburton Place, 8th Floor
Boston
MA
02108
michael.trust@state.ma.us
US
(617) 619-5615
Michael Trust
Assembly station on the Orange Line was added on 9/4/2014.
20140904