20260210
00483200
1.0
FALSE
TAZ_Tier2_scag
002
272121.596100
764148.683500
3609358.136200
3963607.807200
1
0.000
Projected
GCS_North_American_1983
Linear Unit: Meter (1.000000)
NAD_1983_UTM_Zone_11N
<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/2.7.0'><WKT>PROJCS["NAD_1983_UTM_Zone_11N",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["Transverse_Mercator"],PARAMETER["False_Easting",500000.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-117.0],PARAMETER["Scale_Factor",0.9996],PARAMETER["Latitude_Of_Origin",0.0],UNIT["Meter",1.0],AUTHORITY["EPSG",26911]]</WKT><XOrigin>-5120900</XOrigin><YOrigin>-9998100</YOrigin><XYScale>450445547.3910538</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>26911</WKID><LatestWKID>26911</LatestWKID></ProjectedCoordinateSystem>
{"type":"CIMLayerDocument","version":"2.7.0","build":26828,"layers":["CIMPATH=map/taz_tier2_scag.xml"],"layerDefinitions":[{"type":"CIMFeatureLayer","name":"TAZ_Tier2_scag","uRI":"CIMPATH=map/taz_tier2_scag.xml","sourceModifiedTime":{"type":"TimeInstant"},"useSourceMetadata":true,"description":"TAZ_Tier2_scag","layerElevation":{"type":"CIMLayerElevationSurface","mapElevationID":"{B4C3D91D-2AB8-418F-9E86-157B71987080}"},"expanded":true,"layerType":"Operational","showLegends":true,"visibility":true,"displayCacheType":"Permanent","maxDisplayCacheAge":5,"showPopups":true,"serviceLayerID":-1,"refreshRate":-1,"refreshRateUnit":"esriTimeUnitsSeconds","blendingMode":"Alpha","autoGenerateFeatureTemplates":true,"featureElevationExpression":"0","featureTable":{"type":"CIMFeatureTable","displayField":"county_id","editable":true,"dataConnection":{"type":"CIMStandardDataConnection"},"studyAreaSpatialRel":"esriSpatialRelUndefined","searchOrder":"esriSearchOrderSpatial"},"htmlPopupEnabled":true,"selectable":true,"featureCacheType":"Session","displayFiltersType":"ByScale","featureBlendingMode":"Alpha","labelClasses":[{"type":"CIMLabelClass","expressionTitle":"Custom","expression":"$feature.county_id","expressionEngine":"Arcade","featuresToLabel":"AllVisibleFeatures","maplexLabelPlacementProperties":{"type":"CIMMaplexLabelPlacementProperties","featureType":"Polygon","avoidPolygonHoles":true,"canOverrunFeature":true,"canPlaceLabelOutsidePolygon":true,"canRemoveOverlappingLabel":true,"canStackLabel":true,"connectionType":"Unambiguous","constrainOffset":"NoConstraint","contourAlignmentType":"Page","contourLadderType":"Straight","contourMaximumAngle":90,"enableConnection":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":80,"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":"HorizontalInPolygon","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","polygonAnchorPointPerimeterInsetUnit":"Point"},"name":"Class 1","priority":-1,"standardLabelPlacementProperties":{"type":"CIMStandardLabelPlacementProperties","featureType":"Line","featureWeight":"None","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":"CIMPolygonSymbol","symbolLayers":[{"type":"CIMSolidStroke","enable":true,"capStyle":"Round","joinStyle":"Round","lineStyle3D":"Strip","miterLimit":10,"width":0.69999999999999996,"color":{"type":"CIMRGBColor","values":[110,110,110,100]}},{"type":"CIMSolidFill","enable":true,"color":{"type":"CIMRGBColor","values":[216.860000000000014,207.009999999999991,252.449999999999989,100]}}]}}},"scaleSymbols":true,"snappable":true}]}
20211222
17213400
20220104
16494600
150000000
5000
ItemDescription
FGDC CSDGM Metadata
Esri ArcGIS 12.7.0.26828
Transportation Analysis Zones (Tier 2)
1
-119.521474
-114.077632
35.816607
32.590238
SCAG developed the Transportation Analysis Zones (TAZ) for the SCAG Region. This is used to facilitate Travel Demand and Land Use Modeling needs at SCAG.
Tier2 TAZ Versions
• Version 1
- Created for RTP 2008 to cover whole SCAG 6 county area
- Determined 11267 zones, ever since
• Version 2
- Created based on Version 1, but by dissolving SPZ (Scenario Planning Zone), applied to RTP 2016 and 2020
- Since its delineation is from SPZ, the boundaries are closely following 2016 county parcel lines
• Version 3
- Updated from Version2, prepared for RTP 2024, by considering followings freeway and street center lines
noticeable structure, like center line of channel
- Also SBCTA's updated Tier 3 zone system was incorporated, resulting shift of some Tier2 polygons
OCTA's update of OCTAM zone system was incorporated, resulting shift of some Tier2 polygons, and re-numbering IDs of 10 Tier2 TAZ
TAZ
Transportation Analysis Zones
Tier 2
SCAG
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN STYLE="font-weight:bold;">Data Dictionary</SPAN></P><TABLE><TBODY><TR><TD><P STYLE="font-weight:bold;"><SPAN><SPAN>Field Name </SPAN></SPAN></P></TD><TD><P STYLE="font-weight:bold;"><SPAN><SPAN>Data Type</SPAN></SPAN></P></TD><TD><P STYLE="font-weight:bold;"><SPAN><SPAN>Field Description</SPAN></SPAN></P></TD></TR><TR><TD><P><SPAN><SPAN>FID</SPAN></SPAN></P></TD><TD><P STYLE="text-align:Center;"><SPAN><SPAN>Object ID</SPAN></SPAN></P></TD><TD><P><SPAN><SPAN>Internal feature number</SPAN></SPAN></P></TD></TR><TR><TD><P><SPAN><SPAN>Shape</SPAN></SPAN></P></TD><TD><P STYLE="text-align:Center;"><SPAN><SPAN>Geometry</SPAN></SPAN></P></TD><TD><P><SPAN><SPAN>Type of geometry</SPAN></SPAN></P></TD></TR><TR><TD><P><SPAN><SPAN>county_id</SPAN></SPAN></P></TD><TD><P STYLE="text-align:Center;"><SPAN><SPAN>Long Integer</SPAN></SPAN></P></TD><TD><P><SPAN><SPAN>County ID</SPAN></SPAN></P></TD></TR><TR><TD><P><SPAN><SPAN>Tier2</SPAN></SPAN></P></TD><TD><P STYLE="text-align:Center;"><SPAN><SPAN>Text</SPAN></SPAN></P></TD><TD><P><SPAN><SPAN>TAZ Tier2 identification number</SPAN></SPAN></P></TD></TR><TR><TD><P><SPAN><SPAN>Tier1</SPAN></SPAN></P></TD><TD><P STYLE="text-align:Center;"><SPAN><SPAN>Text</SPAN></SPAN></P></TD><TD><P><SPAN><SPAN>TAZ Tier1 identification number</SPAN></SPAN></P></TD></TR><TR><TD><P><SPAN><SPAN>Shape_Leng</SPAN></SPAN></P></TD><TD><P STYLE="text-align:Center;"><SPAN><SPAN>Double</SPAN></SPAN></P></TD><TD><P><SPAN><SPAN>Length of feature in internal units</SPAN></SPAN></P></TD></TR><TR><TD><P><SPAN><SPAN>Shape_Area</SPAN></SPAN></P></TD><TD><P STYLE="text-align:Center;"><SPAN><SPAN>Double</SPAN></SPAN></P></TD><TD><P><SPAN><SPAN>Area of feature in internal units squared</SPAN></SPAN></P></TD></TR></TBODY></TABLE><P><SPAN /></P></DIV></DIV></DIV>
Southern California Association of Governments (SCAG)
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN STYLE="font-weight:bold;"><SPAN>NOTE: </SPAN></SPAN><SPAN>This dataset is intended for planning purposes only. SCAG assumes no responsibility arising from use of this information by individuals, businesses, or other public entities.</SPAN></P></DIV></DIV></DIV>
Shapefile
0.000
dataset
EPSG
6.11(3.0.1)
0
Simple
FALSE
0
FALSE
FALSE
TAZ_Tier2_scag
Feature Class
0
FID
FID
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.
county_id
county_id
Integer
5
5
0
Tier2
Tier2
String
8
0
0
Tier1
Tier1
String
8
0
0
Shape_Leng
Shape_Leng
Double
19
0
0
Shape_Area
Shape_Area
Double
19
0
0
Area of feature in internal units squared.
Esri
Positive real numbers that are automatically generated.
20170818
spz_V2
spzV2_081817.gdb
Jung-A Uhm
SCAG
Manager of Scenario Planning Model Development
Ying Zhou
SCAG
Manage of Socio-Economid Data and Forecasting
Sungbin Cho
SCAG
Modeler - Creating SPZ geometry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