{ "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 26, "name": "Point Information Jeunesse", "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": 19, "name": "Education / Enfance / Jeunesse" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "41bcd630a9282cb76b4380b747cf6695", "imageData": 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