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All Layers and Tables (sacs_canins)
Layers:
Layer:
Distributeurs de sacs canins
(0)
Name:
Distributeurs de sacs canins
Display Field:
nom_voie
Type:
Feature Layer
Geometry Type:
esriGeometryPoint
Description:
Copyright Text:
Min. Scale:
27134
Max. Scale:
0
Default Visibility:
true
Max Record Count:
1000
Supported query Formats:
JSON, geoJSON, PBF
Use Standardized Queries:
True
Extent:
XMin: 2055170.576
YMin: 3179062.9104
XMax: 2057202.893
YMax: 3181771.4781
Spatial Reference: 3944 (3944)
Drawing Info:
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","contentType":"image/png"}},"transparency":0}
HasZ:
false
HasM:
false
Has Attachments:
false
Has Geometry Properties:
false
HTML Popup Type:
esriServerHTMLPopupTypeAsHTMLText
Object ID Field:
OBJECTID
Unique ID Field:
Name : OBJECTID
IsSystemMaintained : True
Global ID Field:
Type ID Field:
Fields:
OBJECTID
(type: esriFieldTypeOID, alias: OBJECTID, SQL Type: sqlTypeOther, length: 0, nullable: false, editable: false)
nom_voie
(type: esriFieldTypeString, alias: Localisation, SQL Type: sqlTypeOther, length: 255, nullable: true, editable: true)
nom_quartier
(type: esriFieldTypeString, alias: Quartier, SQL Type: sqlTypeOther, length: 255, nullable: true, editable: true)
Templates:
Name: Distributeurs de sacs canins
Description:
Drawing Tool: esriFeatureEditToolPoint
Prototype:
Attributes:
Is Data Versioned:
false
Has Contingent Values:
false
Supports Rollback On Failure Parameter:
true
Last Edit Date:
2/19/2020 2:41:55 PM
Schema Last Edit Date:
2/19/2020 2:41:55 PM
Data Last Edit Date:
2/19/2020 2:41:55 PM