{ "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 87, "name": "Universités et écoles supérieures", "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": 84, "name": "Enseignement" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "28a6d41be155639a489ddd2d25281608", "imageData": 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