20210820
09331400
1.0
FALSE
Parks
002
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_Pennsylvania_South_FIPS_3702_Feet
<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_StatePlane_Pennsylvania_South_FIPS_3702_Feet",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",1968500.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-77.75],PARAMETER["Standard_Parallel_1",39.93333333333333],PARAMETER["Standard_Parallel_2",40.96666666666667],PARAMETER["Latitude_Of_Origin",39.33333333333334],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2272]]</WKT><XOrigin>-119214200</XOrigin><YOrigin>-96198500</YOrigin><XYScale>3048.0060960121918</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.0032808333333333331</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>102729</WKID><LatestWKID>2272</LatestWKID></ProjectedCoordinateSystem>
{"type":"CIMLayerDocument","version":"2.7.0","build":26828,"layers":["CIMPATH=map/parks.xml"],"layerDefinitions":[{"type":"CIMFeatureLayer","name":"Parks","uRI":"CIMPATH=map/parks.xml","sourceModifiedTime":{"type":"TimeInstant"},"useSourceMetadata":true,"description":"Parks","layerElevation":{"type":"CIMLayerElevationSurface","mapElevationID":"{BA7C3003-81A2-46EC-9C2A-C998D64B1397}"},"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":"Name","editable":true,"dataConnection":{"type":"CIMStandardDataConnection","workspaceConnectionString":"DATABASE=G:PA_LowerSalford1.gdb","workspaceFactory":"FileGDB","dataset":"Parks","datasetType":"esriDTFeatureClass"},"studyAreaSpatialRel":"esriSpatialRelUndefined","searchOrder":"esriSearchOrderSpatial"},"htmlPopupEnabled":true,"selectable":true,"featureCacheType":"Session","displayFiltersType":"ByScale","featureBlendingMode":"Alpha","labelClasses":[{"type":"CIMLabelClass","expressionTitle":"Custom","expression":"$feature.Name","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":[209.53,225.27000000000001,252.449999999999989,100]}}]}}},"scaleSymbols":true,"snappable":true}]}
20210820
09331600
20210820
09331600
Esri ArcGIS 12.7.0.26828
Parks
Parks
Parks
File Geodatabase Feature Class
dataset
EPSG
6.12(9.0.0)
0
Simple
FALSE
0
TRUE
FALSE
Parks
Feature Class
0
OBJECTID_12
OBJECTID_12
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.
OBJECTID_1
OBJECTID_1
SmallInteger
2
0
0
OBJECTID
OBJECTID
SmallInteger
2
0
0
Name
Name
String
45
0
0
Type
Type
String
8
0
0
Municipali
Municipali
String
17
0
0
Web_URL
Web_URL
String
105
0
0
Shape__Are
Shape__Are
Double
8
0
0
Shape__Len
Shape__Len
Double
8
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.
20210820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