20210409
16131900
1.0
FALSE
Percelen_gemeente_Groningen
002
Projected
GCS_Amersfoort
Linear Unit: Meter (1.000000)
RD_New
<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["RD_New",GEOGCS["GCS_Amersfoort",DATUM["D_Amersfoort",SPHEROID["Bessel_1841",6377397.155,299.1528128]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Double_Stereographic"],PARAMETER["False_Easting",155000.0],PARAMETER["False_Northing",463000.0],PARAMETER["Central_Meridian",5.38763888888889],PARAMETER["Scale_Factor",0.9999079],PARAMETER["Latitude_Of_Origin",52.15616055555555],UNIT["Meter",1.0],AUTHORITY["EPSG",28992]]</WKT><XOrigin>-30515500</XOrigin><YOrigin>-30279500</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>28992</WKID><LatestWKID>28992</LatestWKID></ProjectedCoordinateSystem>
{"type":"CIMLayerDocument","version":"2.6.0","build":24783,"layers":["CIMPATH=map/percelen_gemeente_groningen.xml"],"layerDefinitions":[{"type":"CIMFeatureLayer","name":"Percelen_gemeente_Groningen","uRI":"CIMPATH=map/percelen_gemeente_groningen.xml","sourceModifiedTime":{"type":"TimeInstant"},"useSourceMetadata":true,"description":"Percelen_gemeente_Groningen","layerElevation":{"type":"CIMLayerElevationSurface","mapElevationID":"{2FAFE609-33EF-49B0-9D33-2C0C51505377}"},"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":"ADM_PERCEE","editable":true,"dataConnection":{"type":"CIMStandardDataConnection","workspaceConnectionString":"DATABASE=I:20220104
Kleine opdrachten 2022Dorpsommetjes
gemeentelijke percelen - Michiel van EerdenDorpsommetjes
gemeentelijke percelen.gdb","workspaceFactory":"FileGDB","dataset":"Percelen_gemeente_Groningen","datasetType":"esriDTFeatureClass"},"studyAreaSpatialRel":"esriSpatialRelUndefined","searchOrder":"esriSearchOrderSpatial"},"htmlPopupEnabled":true,"selectable":true,"featureCacheType":"Session","displayFiltersType":"ByScale","labelClasses":[{"type":"CIMLabelClass","expression":"$feature.ADM_PERCEE","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"},"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":"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":[245.509999999999991,214.580000000000013,252.449999999999989,100]}}]}}},"scaleSymbols":true,"snappable":true}]}
20220610
15162800
20220610
15162800
Esri ArcGIS 12.6.3.24783
Percelen_gemeente_Groningen
Percelen gemeente Groningen
Percelen gemeente Groningen
File Geodatabase Feature Class
dataset
EPSG
6.7(8.0.1)
0
Simple
FALSE
0
TRUE
FALSE
Percelen_gemeente_Groningen
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.
ADM_PERCEE
ADM_PERCEE
String
20
0
0
KRT_PERCEE
KRT_PERCEE
String
20
0
0
IDENTIFICA
IDENTIFICA
String
60
0
0
GERECHTIGD
GERECHTIGD
String
254
0
0
GESLACHT
GESLACHT
String
4
0
0
GEBOORTEDA
GEBOORTEDA
String
15
0
0
GEBOORTEPL
GEBOORTEPL
String
80
0
0
DATUMOVERL
DATUMOVERL
String
15
0
0
RECHTSVORM
RECHTSVORM
String
50
0
0
STATUTAIRE
STATUTAIRE
String
24
0
0
KAD_WOONAD
KAD_WOONAD
String
254
0
0
KAD_POSTAD
KAD_POSTAD
String
254
0
0
KAD_POSTBU
KAD_POSTBU
String
254
0
0
GEMCODE
GEMCODE
String
3
0
0
ZAKELIJKRE
ZAKELIJKRE
String
50
0
0
BELAST_MET
BELAST_MET
String
50
0
0
EXTRABELAS
EXTRABELAS
String
50
0
0
KOOP_SOM
KOOP_SOM
String
20
0
0
KOOPJAAR
KOOPJAAR
String
4
0
0
OPPERVLAKT
OPPERVLAKT
Double
8
0
0
SOORT_GROO
SOORT_GROO
String
15
0
0
TOEST_DAT
TOEST_DAT
String
15
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.
20220610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