{ "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 152, "name": "Gare routière", "type": "Feature Layer", "description": "

Points d'interêts (POI) sur le territoire de Nîmes Métropole.<\/SPAN><\/P>

Couche de Points représentants les différents points d'Intérêts sur le territoire de Nîmes Métropole, classée par Thèmes (Catégories) et sous-thèmes (sous-catégories) et Description :<\/SPAN><\/P>

Thèmes :<\/SPAN><\/P>

- ADMINISTRATIF<\/SPAN><\/P>

- AMENAGEMENT<\/SPAN><\/P>

- CULTURE<\/SPAN><\/P>

- DIVERS<\/SPAN><\/P>

- ENFANCE/JEUNESSE<\/SPAN><\/P>

- ENSEIGNEMENT<\/SPAN><\/P>

- ENVIRONNEMENT<\/SPAN><\/P>

- SANTE<\/SPAN><\/P>

- SECURITE<\/SPAN><\/P>

- SOCIAL<\/SPAN><\/P>

- SPORTS ET LOISIRS*<\/SPAN><\/P>

- TOURISME/ANIMATION<\/SPAN><\/P>

- TRANSPORTS<\/SPAN><\/P>

Exemple : \"Aire de Jeux \"<\/SPAN><\/P>

<\/P>

Thème : Sports et Loisirs<\/SPAN><\/P>

Sous-Thèmes : Loisirs<\/SPAN><\/P>

Description : Aire de Jeux<\/SPAN><\/P>

<\/P>

Des valeurs conditionelles ont été mises en place avec différents domaines, et sous Types. <\/SPAN><\/P>

Origine de la Donnée et mise à jour : Géoservices et Données Métropolitaines - Nîmes Métropole / Mars 2020<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.24074650523328E8, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "Direction Numérique - Géoservices et Données Métropolitaines - Nîmes Métropole / Mars 2020", "parentLayer": { "id": 150, "name": "Transports" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "040ccdefdf42b146af967fd14bad709e", "imageData": 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