{ "layers": [ { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 0, "name": "Culture", "type": "Group Layer", "description": "", "geometryType": null, "copyrightText": "", "parentLayer": null, "subLayers": [ { "id": 1, "name": "Monuments Romains" }, { "id": 2, "name": "Musées" }, { "id": 3, "name": "Théâtres" }, { "id": 4, "name": "Bibliothèques" }, { "id": 5, "name": "Espaces d'exposition" } ], "minScale": 0, "maxScale": 0, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeNone", "displayField": "", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": null, "geometryField": {}, "indexes": [], "subtypes": [], "relationships": [], "canModifyLayer": false, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query", "supportsStatistics": false, "supportsExceedsLimitStatistics": false, "supportsAdvancedQueries": false, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": false, "supportsPercentileStatistics": false, "supportsHavingClause": false, "supportsOrderBy": false, "supportsDistinct": false, "supportsCountDistinct": false, "supportsPagination": false, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": false, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": false, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 1, "name": "Monuments Romains", "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": 0, "name": "Culture" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "81795e4f317763e2cd721458390def36", "imageData": "iVBORw0KGgoAAAANSUhEUgAAAcYAAAJECAYAAACM8oRnAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAA25pVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuMy1jMDExIDY2LjE0NTY2MSwgMjAxMi8wMi8wNi0xNDo1NjoyNyAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wTU09Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8iIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDo4OTYyYzhkNy04NDgxLWM0NDEtYWM4My0xMzgyNTM2NDE5MWQiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6MjBCQjgzM0Y3NUMwMTFFQTgzOUZENkREMUM1NzQ5NjQiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6MjBCQjgzM0U3NUMwMTFFQTgzOUZENkREMUM1NzQ5NjQiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTNiAoV2luZG93cykiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDo0MEI2RDk3OEI0NzVFQTExQTJBOUY5OTRCMzc0M0MxNyIgc3RSZWY6ZG9jdW1lbnRJRD0ieG1wLmRpZDo4OTYyYzhkNy04NDgxLWM0NDEtYWM4My0xMzgyNTM2NDE5MWQiLz4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz4Y8R1hAABh/ElEQVR42uydC5wV1ZXu13l2NzQ0NM27aUBUFEEgICICKgTBBygaH9GYGMLIxUjijTe5ccYbiXeceOPEiRMTJ46v0Uhi1DjBoCREEyMRRVEURVGUh4AI2LwamlfDra9OtaK8zl6165yqOt9/fjUg6Tp9ateu9dXaez0S+/btE0IIIYTkSFAYCSGEEAojIYQQQmEkhBBCKIyEEEIIhZEQQgihMBJCCCEURkIIIYTCSAghhFAYCSGEEAojIYQQQmEkhBBCKIyEEEIIhZEQQgihMBJCCCEURkIIIYTCSAghhFAYCSGEEAojIYQQQmEkhBBCKIyEEEIIhZEQQgihMBJCCCEURkIIIYTCSAghhBAKIyGEEEJhJIQQQiiMhBBCCIWREEIIoTASQgghFEZCCCGEwkgIIYRQGAkhhBAKIyGEEEJhJIQQQiiMhBBCCIWREEIIoTASQgghFEZCCCGEwkgIIYRQGAkhhBAKIyGEEEJhJIQQQiiMhBBCCIWREEIIoTASQgghFEZCCCGEwkgIIYQQCiMhhBBCYSSEEEIojIQQQgiFkRBCCKEwEkIIIRRGQgghhMJICCGEUBgJIYQQCiMhhBBCYSSEEEIojIQQQgiFkRBCCKEwEkIIIRRGQgghhMJICCGEUBgJIYQQCiMhhBBCYSSEEEIojIQQQgiFkRBCCKEwhpkV03kXSTHp6hydvL/3c46sc1Q5x9Hev/V0juqDnFfpHL0P87krnWP9Qf59s3Ms9f6+yzkWeX9f6v1vhzqPEPt0j6f9TfPOEnJYIHDtPdFrFsFB3r/VBfh76w7z+aPyOH+hc9R7grnM+/sC789lvK2EUBgJORJ9PPFrPvrs5/VFkQGHEdFG51jsCeXi/Y7VnAaEUBhJ6YElzCH7CeAA70iV0BhUeF7voM/9+2ZPIOc7xzzvT3qXpOTgHiOJO1j+PMU5hnvHIA6JEev3E8lmwWzgsBAX7jESEgkQ0DLGE0EIYh2HxBfYS53gHc0g4GeWczzrHY0cJkJhJCQ8IAIU+2jnOMc4z0MkwdK8DP1952hyjmc8gXzG8ygJoTASUmAGeEI4SvKL0CTBkfI89DHef9d7Ivmwc8yW3L4lIRRGQgIAAvgl55gon+YNkvBR7d2jiZ43CXGc6R1rOTwkCjD4hoRdDCd6gkgxjD7wJGd53uRKDkcMiGnwDYWRhI3hnhBeQjGMvUje7xyPC5dbKYwURgojOQAEzHzDOa4SBs+UGo2eOD4ouWVXQmEsOtxjJMUCQRvneGJ4TlQv4uP6Btm4aZv792UrN8iePU2ybfsuWfPhRvff1q7bIlsbDsxmaNyxW1atqT/k57avaS1tWlcc8O8tW5RJl05tcg9vJiU962rcv3fp1Nb537LSvn1rqWpVEaUhxJe9zDvWel7kPfJpPVhC6DHSY4w9PT0xvFIisFT64dpNsmlLoyxfuV42QAQ3bpN33//I/bf1G7ZIGB+fREKkV48O0qqy3BXRTh2r3L8fc1RH588K6dihdRTmCbzHOyUXtEPoMVIYKYyxBEE0U+XTsP5QsXJVvSt+8PqWrdjg/PfHsmbtRoljV7aysox0r612hbKuWzvn7+2kzjnaVVeG8tY4xx2eF1nPx4jCSGGkMEYdWFrsHX7b8xSLzq7de+StJR86ArheljsC+N7ydc6xXpqa9vJmtSxzBbL3MZ2lz7GdpffRncPkXWI9eoYnkgv5aFEYKYwUxqiBJdLveqJYVcwvsrVhh7z2xgfyxtur5c23Vsk7733Eu2NAm6oWcvyxXeSE47rIyYOOcoUzBMxxjpslF9lKKIwURgpjqEGd0u9Ibv8wW6wvARF8bdFKeXHB+7JkKXPKbdK2TUs58YRaGdC3ToY4QllT3OVXlJ+7SRjNSmGkMFIYQyqIP5BcZGHB2bylUV5+dZm8+Mr7stARRPw3KQwI7jnt1N4yasTxxfQmUdT8FskttRIKI4WRwlhUenqCeIUUuJ8hxO+Z596SufPecT1EUnw61LSWoSf1klMG95Iv9O9ejK+wxBPI+3k3KIwURlJo0MrpnyS3h1gwQWwWw+dffFdeX7yKdyHEID0ES62nD+vt/llg0Gz5emGqB4WRwkgKQNf9BLEge4gInnn270vkuRfecZdJSTRF8swzTpBzxw74pDhBgUBj5eucYy7vAoWRwkhsgwgL9N5DYE1Byqq8/Opymf3MInlu3jsc/RiBSj2jT+vjCGVfqWpdsAo9sz0PkmkeFEYKI7ECvMN/lgJUqcFS6ZNzXnePdRu2cORjDpZYx43qK6eefEyhfuWDnkByU5rCSGEkOrvlHD/z/gyUeS+9J0/++XWZv+B9jnoJgpQPLLNOOGuAWws2YBoklwN5m3Ps4uhTGCmMJB8QWPMjCTj1AkW0f/fEy/LEH1/7pAg3IVhm/cpFpxRiLxIRrNcKcyApjBRGchgQTINqNdhLDCxrG0ukDz3ygsx+ehFHnByS44/tLOMdLxJCGTBoeYUAnWUcdQojhZHszynOcbdzBGaF0GLpnl89J8/PZzchkj91tdWuQE44a2CQvwYVIW7xDi6vUhgpjCUOPEMsm14T1C9AVOkTf1zo1islRAuKmUMgLzrvpCB/DfIfvy65NA9CYaQwliBoDvwLye0pWgdtm+64+2kKIrFKi4qsjB83QL56yTBJpwOrLYHAnBs8T5JQGCmMJUB7yUWbXhKUIP7y/r/KywuXc6RJYGQzaUcg+8vkK06TZDIRxK9Y5nmP7OBBYaQwxpxLPC+x2vYHYw8Rgjj/FcYwkMKB5spYYv3yhScH9SvuklxwTgNHm8JIYYwXlZ4gXmH7g9es3eQK4gsvv8dRJkWjR12NK5Dnju0fxMejIMDl9B4pjBTG+IAE/d9IrhOGNVCl5pf3/0We/ttbHGESGgJM82iSXNTqjd7fCYWRwhhBEJmAgt8/EMsdMOAhznzqVdnTtJejTELJ0MG9ZOqkM6RThyrbHz3P8x65Z0BhpDBGDHiHDzjHcJsfiqR8VKpZ+v5HHGESCcaO6ivfuuqLtiNYsd842TkepjBSGCmM0eBLznGfWKxes3bdZvn53U8zsIZEEuRAnjduoFw4YbDtj0ZR8qullANzKIwUxpCDV+IfS641lDXu+M+n3QR9QqLO4AE95JuTR9uuw4pSTudKrvYqhZHCSGEMEWgJhQCb02x94F///rY8/Ph8eX/5eo4uiRXnnT1Qrp40yuZHwmP8quTqrlIYKYwUxhCAOqePOEdXGx+2bftOd9mU0aYkzhx9VEe57MKTbfeCvFVy/R5LJ2qVwkhhDCFTneOnkuuM4ZvfP/mqPDLzJVm/YSstJykJzhrdT6Zd9UVJpZK2PnKOc1zqHPUURgojhbGwVEguYf9KGx+2ob5B7rz3GZn7wru0lKTkQAcPlJY7edBRtj5ypXNc4BwLKIwURgpjYUCt0z9ILnHfNy8ueF9+/O9PScO2HbSQpKS5ZOIQmXT5CFsfhwLk2Hd8lMJIYaQwBsvRzvGU96dv7n3oOTfAhhCSo1+fWjfvsa62na2PxJ7jLRRGCiOFMRgQcfo7sVAAHB0w/v2uP8uixatoCQk5CF+/bLhceoG1wuR3Osc0iWNQDoWRwlhE0BUDlWx8B9n89r9fknt+9TdaPkKOAPYc4T3WtGtl4+NmO8dFErdiABRGCmOR+L5z/MjvhzRs2yk/+flseX7+Ulo8QvKkQ/vW8p2rx8rAflb6eS+SXDGAlRRGCiOFUQcq2dwtFiJP33nvI7ntF3+UZSuYrE+Ihqu+epqtknJoYXWWJ5IURgojhdEALJk+JLm6p7546dVlcvNtf5DGxl20boT4YPjQY+R7086SsrKM34+q98Qx+pFvMRXGNKd76ECOIoJsxvn9oPt/PVd+/diLHFFCLIA833Xrt8i3/8eZcnTPDn4+CgF0T0tuWZXNj+kx0mM8AuiIgRxFXzVP6zduk1tunyWvvfEBZzghlmndqkK+f+3ZMqh/D78fhVxHBOTMoscYLpKc5qEBb5F/8iuKKz74WP7Pv/yOokhIQGzZ2ij/+H8fcyO8fdK8OnQJR5XCSA4E1WywtHKKnw95461VcuMtj8vSZes4ooQEDNKefvofc/x+THM8wVUc0fDAPcbi09UTxd5+PgRBNj/88e9l9+4mjighBeKpP78u6zdsken/+3zJZFLaj8GJv/T+vJOjSo+RnmJu+dSXKP7mdy/KDTf/jqJISBF4eeFy+d7038qHH232+1HWGgMQCmNUqfJEsY+fD8FSzn0z5nI0CSkii5escff2kTPsE+QuX8ERpTCWIpWeKA7w8yHf/+Ej7lIOIaT4fLC63t3jx16/D7Ccep9YyGEmFMYogUg0X22jsGT63Rt/K68uWsnRJCREIFXqxlv+2++zCXFEQM5EjiiFsRRABBrCs9UpGah5+v2bHpXX32Q6BiFhBM8ollUXvLbcr634jVgo9EEojGEm5Xeib9q83X3gfC7VEEICBqs6yHVEtLiFF+khHFEKY1xBOLZ6aQSlqCCK2OQnhEQDRIu/uOB9Px/RvPVyNEeTwhg30DrqG9qTsamPHEULEW+EkALzgx89Lvc+9Jyfj2hO6+rK0aQwxoXLxEc/xdUfbpT/+68zWc2GkAjz8OPz5YHf/N3PR/R0jqckl+ZFKIyRBkE292lPxvLpv9z2B7f+KSEk2jz06At+l1X7SW7PMcvRpDBGFewJPKKdxAj7Rh9FeoqExAcsq/oUx1F+XrYJhbGYYE/gKe9PYxDujeXTt9/9kCNJSAzF0We0KrZnfsiRpDBGCV9RZAjzRoIwo08JiS+IVvUpjj8QFgCgMEYIFAJW5x394z8/xjxFQkpEHH0WAXhAcvuOhMIYaqaKj+r4qH3KijaElA4IrvOxOoSaywjGqeZIUhjDCpoM/1R7MrpksPYpIaUF4gl+/O9PyrIV67Uf0Rzkl+JoUhjDRnvxEYE649EX2CWDkBIFfRx/9NNZfvo5IlL1JxxJCmOYSHmiqKpKgQ34//KX+EsIiTjIVb7FEcfGxl3aj/i2sMkxhTFE/FiU3TKwt4BSb4QQgvSsH9zy334+AoF/fTiSFMZig2ai39G+IWJvAekZhBACEHwHu6AEqWKPeH8SCmNRqHOOuzUnoqoNJr+PPQVCSEx5+m9vyWMzX9aeDo/xpxxFCmMxaO6wrSroe8vts1jqjRBySO564Fk/UepXOcclHEUKY6FBG6nhmhPv//Vcee0N5ioSQg4PVpV8NBDAalZvjiKFsVCgqs0PNCciAvXXj73IESSEHBFsufzrHU9pI1WR/P8bYScOCmMBwGR7SDPZ0GQY3TIIIcTEbtxyuzoYZ4D46AVLYST5gk1t4+LgqG5x+3/8yU+OEiGkRHnh5ffkgYef156O/MbTOIoUxqBAasY3NCf+5OezGWxDCFHz0CPztAXHESiI/cZKjiKF0TYo0vtLzYm//e+X5Pn5SzmChBBf3PaLP8mGj7dqTsUqF5dUKYzW+ZkoKtivWlMv9/zqbxw9QohvIIr/fteftadfI7maqoTCaIVxkuuYbYyPSUwIIQfw4oL35Te/U0e23ydcUqUwWgCT6BeaE5mvSAgJgvtmzJWVq1T5jajWxao4FEbf/NA5epqexHxFQkiQ+FiNQgDhcI4ghVELEvm/bXoSknJv/fenOHqEkMBYtHiV3PvQc2qnU5j4T2FUgEmDKFTjrth33vcX2by1kSNICAmUhx+f7+45KkCU6nc4ghRGUzBpBpie9MQfF8rfnl/C0SOEFIS7/uuv2tZ1/ySKbSIKY+nS1Zs0RjTu2C2P/P4ljh4hpGCsWrNRu9+IwMKfcQQpjPnyI1GENP/srjny0botHD1CSEH501/ecA8F53gHoTAeFiyfGucsInQazUUJIaQYPPbEAtm3T3XqL4S5jRTGIzl+ogi4YSI/IaSYLF+5wV21UoDcxu9zBCmMhwKeonF+D0KmETpNCCHFZNac12Xtus2aU5GW1pUjSGH8PFhK+LHpSZiECJkmhJAw8DN9IM4POXoURitvTHfe+xeOHCEkNLy8cLn2Zf1KUaSoURjjSydRrLEj4AYNRAkhJEwgn3rb9p2mpyG24p85ehTGZr4riqgsBtwQQsLI+g1b5ed3P605FakbYziCFEYsn041PYkBN4SQMIP0MWUgzo9FEZlPYYwXWEKtMDlha8MOeWL2Qj55hJBQo4yBUOVyUxjjA/J3rjKfbM/I9sZdfOoIIaEGMRDKvo3/VOpeYykL4w/EsPUKliZY4YYQEhWUsRC9neMSCmPpgbYrV5qe9Mv7/8onjRASGRALgXJx9BopjIHc9DVrN8nz85fySSOERAqkbyjo4xwTKYylA/YWr6C3SEiwJBIimUxKOnZoLf361Mr5Z39BvjVljIw5/QSpbFnOASoQHzov9Xc/+DfNqT8sVa8xXYLX/F3Tm71qTT2T+Qk5nCFJp6SiPCMVFVlp6Rxt27aUmupK6dyxjdTVtnPFsUNNa6lqXSGD+/eQ3sd0kldeWyHLVqyXDfUN2ma7JF+vcfZCufLLp7r3SeE1PlpyL3X7lL1KQsOK6SY/XQWdE8OE/v/zL7+T+a8s49NFKICOYS0vS0t5eVaqHfFr5xytKsulS6e20skRv3btWklHRwAhhPnw1jsfysI3Vsrit1fLspUbZOOm7bJnD0UyCC6ZOEQmXT7C9LRFznHiIf/X7tPjOc9LbG5MNRVFhDtTFEmpgSXQbCbteoAQwOo2LaVtVQvp2LHK9fzaVFW4f3Zo31rKsnozcvyxnd1j587dsuit1bJk6Vp5zRFKPHcQSWLbaxwuyWTC5LR+zjHOOWbTY4ynx4jUjBWSq42aN9+/6VF59fUVfKpIbAWwLJuRFi2yUtWqwl3qhNhhCbSmXaUriPgTe4LwDFOp4MMSsLT6/rJ18tqbH7geJQLfNm7axptlgcsvOkW+eskw09MgimfRY4zpSoKpKOKtlaJI4kJZWcYVv9aO+MHj69i+yhHAKncvsKZdK2nriGALx0OESJY7P1ss3O/jHEMGHSUfrdsi769Y5+5Hvv3uh7JiVb3rXRIdf3C8xq844mjoNcJjxH7j4lIZp1ISRuMOGv/5wLN8kkj0HmrHq4PQtalq4Ypge+fv7RyhwZIo9v/wv8EzLC/P+FoGLQTYq8QxeEBP+Wj9Znnz7TWuF/nu+x/JUucgZmze2ii/emSexmtEa74ppTJOpbKUijeep0w+FlVuvnb13XySiDVqu7R1/1y1ZqO1z2zteIAQPIifKyKOF9i+XaUbBIM9wcqWZdLSOTLptJs+EQd27tojq50xhAeJBHYE79Rv5FJrvmDV4Lf3XW16WqNzdHeO9Z/5Vy6lRpprTE+4/9d/5xNE1CBopXttOzmqR3vp2rmte3Rs31r2Of+H5cEVqz6W95evd7yfNW6boHy8wHaO4HXrUi1dnM+C+EEE21W3lJYtytz9PxxlRVwCLRTwcjGuOEYOO1Y+WL1R3l+xXl58+T1Z8NoKRrXm4TU+8vuX5KLzTjKa0pKrLX0zPcZ4eIxoLYWNwrwTeDZvaZSLJ/2CTxDJ7yFyXDHs1cFQ1zrC1cv7s3Wrcle0IFaf39NpatrrNpPdsnWHu0T49rtr5b1l6+Sd99a6OX3I/cNnduxQ5YhqG+nSsY1UOsKHXEGkSkAcDPeJYs8Wx+Cv/nCTLFy0Uua9tNRdbt27dx8H5iBgdeGBX/yD6WlrsfCB6UuPMfp8QwwT+vE2RcgBD0s65UZxIkAFqQp1tdXS+5jOclT3Gtd7Q9AKPLt8kqgR3YllUBxYYh3Qt052OYK4xXkp2+u8rLZpXSFJfJZzFCISNA40j+exvTrKeWcPdL3Ivz2/RF56ZZm71Lpz127ZR510warFs39fIqed2tvkNAQvfsk5HqbHGG2PERbqXefome/H4Q1z4hU/kx2MfCtp4I3BK4OXhj2ZLp3ayDG9Okn3bu3co13bSlew4C0m6LiFFjzPW7ftcAsIzH3hXXdfcsPHDXy+HVCm719vMm6iMcc5zqTHGG3GmYgieOyJl/nQlKAIZjJpN1ITgte2TQvp1rXaFcPu3Wpcj7AU9u7iem/xYnPKSUe7x+oPN7r7kCgi8MHqevlw7WbHU99TkmODwCXkiGKeGzDKs6mxrnoSd2H8hukJykr0JEKGMp3K1fVs4wgglkRdEezcRuq6tpOuXdq6OXQknjQHQk0YN0CWLlvn7ke+/uYHXjm6bSVXs/X+X8+Vf/yf55qcglW4K53jxjiPS5yXUrEevkoM9heR0P8P195P6xGnN79U0k1XQOUWVHDpUZfbD0RAC6JEqx0PEZ4iKV22N+6Sd9/7SBa/s0becLyo5Y5I1jsiWSqBO7+992rTZ2ClcxwlCMLhUmrkuFIMg24eePh5Wom4vPElEtKrZwcZPvQYqXU8BER4orILDkZzkv1BMFX/vt3cY9Pofq4nCYF88+3V8sGajbEvR/f4rAVuDVUD0LoPS6pzYvtCHeP7bbSM2rhjtzw37x1aibhM7HRSThncS758wckcDJI3qBY0eEAP99jw8VY35WPhog/cP+FJIsUmbsx++g1TYQRXURijxxDnONrkhJlPvUqrEDevkZ4h8QFK5+FA0A6a/S55b628/sYHsnjJGndPMi7AI8Y2EnJnDZjgHNXOUU9hjA6Xmb81LaIliBlIoifEBp07tXGPU4cc80nVouZydOvWb4n89aHS1w++O8HkFHQrQq7HnRTGaJDyblje4G0JYcskZhOBHiOxDAo8HN2zg3tg/3rtR5vdsn7Pz18qb7y1OrKpXn9/8V13mRiVmgwdEApjRMCmsFF7qRmPvcgnPmYknP9LJlkxhgQHgnaaa7aOOOVYt7rOiwvelz/86bVIepHYa7xw/CCTU06RFdO7Svfpq+N2b+NoOSaa/DAq9f/lubf4lMfRY0zRYySFAaXokAp04YTB0ve4rpG8hifnvG78iElurzF2xE0YjZdRKYox9RgTQo+RFBwUCNgd0e4eq9bUu4chl8XxPsbNcpwiuUip/IVx7tt8mmOqjPQXSaHZtWuPuwoVVR6f9Yq5zV0xvVPc7mPchNHo7QXtpVASisSTJLtSkEJ7jI63GOWycui4YQhW6SbG7T7GzXKcY/LDf352MZ/kuIpiQtiuiRReGHdHWxi3Nuxwo/SDdEgojIWln+RKFeXN8y++yyc5riQSbp1UQgpJU1OT7NkT7ULkvzcvdoLl1Oo43cc4WY5xJj+8ob5B3nh7NZ/k2HqMCbcsHCEF9Rj37I28MCqXU8fF6T7GyXKcZvLDL7z0Hp/iWDuMCUmlUhyIgwDD3VwHFHl3KHFWSFauqpcPP9ocT2GMcFRqM8rl1HPidB/jkuCPnimjTE5gmkbchVFKeikV3eS2NDTKli2N8nF9g6x3hBCd6+s34u8NsmnzNmnYttM5dkjP7u3ln74zXipblgX+vVAZ5sHfPi9rP9ok//vbZ0ttl1itwLkvHXv2RL8UIZZTp/3DF01OGScrpqek+/RYNLSMizCO8sQxL1D6iMuo8aZUl1K3bG2U/37yVVmwcLmbNrB79x63c0xj4y73z4P1X92xY41b9/OUk3oF/v3+Ovdtme94qRDI195cFTthjIPHCLCcaiiMuJFIl5sbC/sRk/lo5MbjwSQx9xiTiZKMSt2ydYdbt/Ptdz+UZSvWy6o1G12PEc14D9WUHCI194XgW67Nf2WZPPToC5/UE135wcexG/+oR6U2U+rLqSUpjC85b9OkBMQxUXop/knFCwH0csFry+W1Nz4I7Huh1+nP/vPPn6kh+v7ydfETxj17Ih9804winW1UbJ6jGFxDbzFM01j05iqqRqwFMbfXA0+p1MhmUpJRLCFv3LRdHnviZevdIfY07ZVZc16Xn9/zzAGFtdHT8GXnJfUQjmxEhXFvbNqdKVbWBsUlbSMOwmgUjYr2Uus2bBESL+AlVZRnpLZLWxk25Bi5YPxgOf7YzoH/Xhh+7OVhD2/z1kZZ+v5HRW1iiyXTHTt1JcmWrdggH62z82xg2RaRp7+8/69yl3OgGe7nwXLdLxzBfPX1FbGZh3EJvml+cdlg9nKZiovXGIfgGyNhxJIOiQflZRlp0SLrdlk/7uhOctyxXdwWQB3bt3ZbAgXNm2+vlrff+dCN+Kx3DP/HHze4hqRtm5Zy9aQz5NijC1tC8oPV9fLAw8/Lig90woxuJPA4bbB02Tq5896/uGN0OFZ/uFHufeg59761qWoRA2Hc67wsNcXmGUNa27lj+5va40cpjMVneMDLAyRktG3TQvoeX+scXeXoozpKl45tpKp1RcGDbWY89oK8/OryA/597brN8qtH5sn1154jFQUQaHhnf39xqcx49AV5z8e+HfI+yx2v2wavvr7yiKLYzEfrt8gqRyDjIIxYOdi7Nz5rwy8vXKYRRnqMRWXF9J5isL/INI14cPqpx8nXLj21IKJzOBoadh7yf3vl9RVu2sSlF5wsQcYAYTly9tOL5Fe/ned7fxB7kxlLHmNLg5xIeKnVjpcdB7CUit6MGMedzv1ArmiUeeMtY3vZx91n7D69PsrXHXWP0ejt5JXX4rOXUeqkipyjiACLw0W9ImT/8T8skF49O8iQL/QM5DsgFeNXv33eWus0GPNMxo5JMFmSbdq7190bjQMnD+4lHdq3lrKyjHNNO2XV6o3y0qvL3CpDUQzKaU7bqKttl/ejKblVvJkUxuIxyOSHF73FaNQ44Oblbd8l2ariTV8sX+7de3hDh2Cc+2fMlU4dqhzDYjdYD+kVDz78vLz1zof2jEE65RZGsPLikkq6nnI+Eadbt+5wl4G//T/GSFWrikjPTQR/4dif/n27yT//5AnZtHl7JK8JZQMNhBEMibowRj0q9RSTH36rwDUhSTBgybDYb9/rN2yVbduP7OVgz+8/H/irtdqgiIBFM9nbfv5Hq6LoCqMnZlaEMZl0j3xAZO/fX3xX7rjrz+64BgWqAhWjiTCKTUQ5pfZN8+2nU6JuY6IrjCum49VygMkp7y1fT1WJAVjeKWZ4A5aW7rzvL26QTX6GZY2sWmNny2XuvHfc/cQNAeRophyP0ZYFR6GBZNLMvPzNubYf/XSWzH3hXasChr2+J+e8Lj/8f7+XFUWotrPWeSnatSu6kaqKfcYhbt3UCBPlpVQso+Y9+Hi7jkvibanzvvOC88enF8mXJgx293IKBZYF/zL3LfnN7140MrBIKbH1PTdtaXSMbDBeD/YFbS6lIv1DDOOB4J1gbEcMPUa+/pURvpdWlyxdK/f/eq6bVoN9TORMHnNUh4JWRdrqeKpRtj2KfcZKyfXHXUiPsTjCaPCAfCgkHsCb+M3v5svtv5zj5u4VAuwX3vvQ3+Tndz9j7HVkM2nJpO28QGezqcACj7DHaG0p1RVG3fdExw/Ueq3fuM3390DeMoLumoN7Zs5e6BZMLyT1m7a7y8VRBi8YhgyI8vVGWRjNllGXcRk1TuzavUeeee4t+dG/zXKDA4IyPPASYRT++daZ8ujMl12jbS44SWudPrA8GYSvAw+qvAwLSJY8RoM9xoOBfEobLxPbt382XQJ9KO+4++mCiiNafDVFPOlfsQ1FYYyCx4hwaRIvIFoIbvm3O/8ov3tigdtWyapnunO3zPnrm3LzbU/I644h1SZuu95T0s6jlnIDOexLIz4Snq2tj3b3GFMJH9eZ9F2wASkzOw6y7AyP/6f/Mcctmr6vAIVaEY0a9Xqwy1cYC2O/KF9vNPcYV0xHZncfk1MULVRigduw13nzTrtLWynXYMF7gRHEkuS2bTtd7yvKoAD2fTOec+/xpMtHSHVb/8niqBn6yO9fkif//Lrv/SGMvS2PMbfcGYQwJqwl93/yMpDSfx6Wi/02mt65K9eH8mAgGOonv5gtX7t0uAwbcrRbZzeIF7dXXl9e1Nq59BhLSRhzopj3U4dgjTgH3kDsUBs0m027QR54yFFJpLJluVRWlrmltnC0rsxV5ED5tPY1rVzjj2AHlOTavKXR/XNrQ6MrllGr2AFvDt4druG708ZJh5rW6s9CasXt//EneXXRSksikTKO0DzcvQ7mBSrhzh+bc9LPd007Y+bXY0Td0sP1RsT8x31G/MHEcwZJ545V1q4fqxfPzVvi1q4NMgWlUCDVBdcBu5En1Y4DUyfdp6+M4vVGVRiN3PQ4vLHtb8BaVZa7ZacgdjXVlVLXrZ1bOBv/jTqi1W0q3b8fybGAePTrU/vJfyP6DNVU1ny4Ud5eulbecQ68WUdJJN96Z418uHazL2FEn0Bbopjz8pLuEqgVkXUENghxdJdSLQpjbvk44WvM/HqweBk+0t4zVk1+/+Sr8uZbq+XLFw6Vk77QU8p8jgMKUPzm8fny5J9ei3zQzeftqIEwNttpCmMB6W3yw7ZyyMIgikMH95Ixp/dxhbBjhypXJG2Bz0KrJhyjT+vj5srNe2mpW2EFHmUUQMcNeMl+KMtm3CVLWw1nYeBtFTiHKAYSfOP8n63I2U89xqSvMUun/QtjU573EN1A/us3f5fuzktmt676KkUI1HrA+ZyXY9gMHfv5huUNsZw6K4rXGtXgGzOPcUU8PEYYLkzMU08+xu0qYVMUDwa80RFDj3XbKEUJCJs/bydhzcNz3z4dUUxaEka31FoEPMZk0stj1N5D5wXH7x5j09597mHyfPnpjIGXx4cemRdLUXRXUpYZd26J7D5jVIWxJANvEMLeskVZQX+nLa+pYBM66d/zcT0diwEu8HxsRaXaLNv2+dUIu0up/jxGBIf59bKRIrHbILAM1++nHyWimBtjUgz9YKwwt6N9onqt0RPGXKmhOpNT1m3YEouJibfZQvYcxIY7otHwZ2S8RcfT8GvgYdRtao8rjClbpdZw/wPwGJOWo1J95jGiBZbfFwA3+GbPXoP77i9FBPe5kJWYCs2atZtMTzk6qqXhorjHCFHMuxEfIs8OF5kWJdBP8vdPverugWAvJEhB/MMfX3Nz99ANHukQUSEXnevvWUxZ9srSqaS1F5qcJ2ZfGFEKLmt5j9HPy0Amm/adloLAF5NodAT8+BlbfN+goobDAOwo7GnHDnkHtmU9e72Mwhg8RoE3H8Qk8AYgGXnR4g/k3+78k9uip2ddTQC/Q+TpZxfLQ4++YLyMCjuGaNl21bmoWLcUmuOFwDjhoUK+JPZhNm7a5opvEEnPZe5ymL9pbTtP0I1KtbnHGMDcwiVnbEelpvx4jP5FGvPOZM8w7TP30m/AURSAPTUQxmZ7TWEsAEcH7P6HXBxzKQk/uWO2fGvKGDm2V0ern9+4Y5eb1G4iiscc1dFNkoYXC2FEniT2QtOZXGEBCDqWtfCZSP1AWghqV8IbXbmqXt55b62bJmIj1xT7sH5FyC27FtI9RtcjSQQTl5q2uEyfTOhFIleUwv932e3Mt6a9e43G1k+1HryxxNljBB+tM26f1jOK1xlFYTQa6LXrNsdygqLE3U89z7H30Z2sfS5E94PVG43OOXdsfxk7ql9e9rqm3ad5UCcPOsrtrYhGtahf+eKC93x5kfj92OPxqxvJhFh983cbAFsymBDsYIJvxOoeY8JHgj/G3obHuGd30xGbSR/g5fq473gZSMVcGNeZFyuoi+J1RtHvNxro9eu3xHaSIq/o1p895RZEtlXzcdGbKK5s9lnNwS6ar4C8QyQNd3ATh/0blXI3+MHf59gOcLKbx5gMbo8xk7b6eVqvG+JkI0IWz8Q+g0UIt3SiD0/VfWmJuTCu/ag0PMYoCmNXkx8OoqFrmEDbJeROoVCxDVDdwlTgbJgCOyX7Eu4eo1+Pym/VlgMMrkWhxfdKBuIyiu+gpc8YFh97jAjaKbMijKYvHf6CZ1IlsMeoiPCPpMcY1ajUIF3/yIHlSBsdwtG77q0la4zPs7J8acGg4DuUWwiXz+Ux2rs/Nj2xREDdNWzkf37eY0z5WEpNW/gu+7z/M/FU/SylJpKJ2O8xcik1jOS6ahhtqCECMu6gWLifpSeUzPvVb+e5jX83G+YswkiXlfk3/DmD738sKipsCKNdA2czcT6olIBMOm39e6qXUlNJq9/FaKUg5W8pNe57jAp72imKuYxR8xjbi0FXDRTzjXNXjU9uoo8EcuQl/cd9f5WXXtVFVLsdPSwYMRt7cPBS/JaD82vUDz5GNhPngxFGmykl7r1AWT0fS6lZC4FA2F/cZ5Cu4TuaORH/pVTYU+Q1o1lBvsPq2e219BiDg97iQYAwaY3lpi3b3XQJtdG3UOy52UuzQbmlvno220RZXUpNBLOUmuvZaXcp1VdUaqY4HqO/eyOB3Juw8XG98XJq16hdY9SEsb2Z0W+UUgBLmdoHEr0bK8qz6t8Nj9GWt2dBNaw0nE1YzEfDddlqUtwstMlEMB6jTU/Uz3J0Kpm0kjqyd98+o/hq315qQKk0YaPevBJWp6hdIz3GWAhjRu3h+O3WkPWS+G28rft923aDb3yI/CefIwmr6RUpi8triYCW6+DV2hXGpPp72ujFCNx0DYPQVL8rHwkRKQFdlM1bjIWxfdSuMdYe4+ZS8Rh9LKX6LTGW8xj9GzEbQQsQNFseoy0xS2HvzqLHGFTbKbzcpC1GpaZ87DFCGG3Wbc33nvv17EshjxGgcpUh1VG7xqgJY3XANzCSQJy0y2tJn3tWEOWMBcNvw6DgMioq/HuMudJelgQimbC6dxdUVCrK99n2GLXzAi9a9jzG/G+63/vkLsEnKIwUxsJTZfLD27btLAlhhBHRCkvSZyeJTCZce4wtKywtpSbtFf22useYCGiPMWV5j9HdW02pv4uVPEZXFfflO3UsBN+Uhse4caMiZYPCSI+x4B6jI07axzGx3//X/W5LUalWxNVOzqANI/nJi0M6ZbkGqf3Ix1yd1LTdIuI++jumrAlj/tVv3IIENuZgzNM1QOOO3aanVFIYw+Qxbi8hj9FHMrUvjzFrJ2jDhheEVA0r3hm8MlvBNzDyNtMgAqqVmkknrRt1rdC6HqOF8TcJvMFzYOMFJlUCHiM68FAYw0Wl2Q3cLaVAThi1Hoi/EPNM2k6BbBteEJL7U5ZEyJaBS1syuPt/L/vC6HhL6ZT1z9Xe02xZ2tryc77iiO9qoySe7QL0YWTbdmNhrIraNdJjjDjNCeT6Tgb+9tPKy9JWRA3fw++nuB6jDZEWsbvHmLKbrpEIbI8xaXlu6j7PTR2x4jGaPUc2oodLQRh37TJ2OCoojMFSYXYD98TfW/S5h5XwubeCot1WUi2SdlpO2fA0bNZKdetv2k7wTwaxx5iynpyunRdueToLIr3XICo1mbTTqDnFPcaDwaXUgDEKOdy9pyn2kxRv1n6WgJI+99NyxQUs7DFa+AxUALKzN2hvj9FdSk1b7HOYTFg3vgkfEaRB3NOspUhnMUjwd8cgRY8xH3aaOxz0GAPGaCl1ewkspfrdw0r4NLRIqLexBJdr9eRPHCHSVpZSLZaEc4M6rHqMSTcy1aowiljdB/3k2pVimysa4X/8jZZSLb0c2PjeYWcHPUYSemF0HmY/NR5dDyQEHqONZbzybNqa52NLGN3OJ2GvlZqw0xjY1hi6AV0WXrbcboz5LqWmEpaW4eNvUvfuNe5YFLm2UxTGyAujv04EufwtvaFNW6wp6tfe2/MYLSf4W698Y3sp1W4z5U+uXXlPEZWashZ8sy/v+WfFY0yWQrXU+BPr4JudJRB843cp1TUIPgy3nxzKz3sXfuNSyywZ1FxJOEt7jOkopGtIII2B04rcSMwlW3VSTfIYre0xplMSd5r27jMeFgpjsBgF3+wpheCbpN+u4/6WDW1FMybE/3JqxpJRSojFPcak3QbAQaRr4IXEZjPlz3qMCeP5aOtFwrjyDT3GvNjBBH8SfmFM+Aru8BOR6OZQZjNio9mODSGyZVBzS6kJa/cnFZI+h4cTo7KAPEbTl4KkxQhZE4/RVrpGkkup8bCrHIJok7bQx1C7x4gl2Kwlj9FKVGo2Y21cbXl5bh6jZY/Req5cQOkauG5jnbC0pGkqjraEsSQ6FVMYSdjJ1Sr1dxu1UY7w0Gx5Gn7ftHEJLVpkrXwXfJat5Uq/Ub+F8EpsVvr5vDBqllJtifTevftkX95jaqcQQ1B7wGEia/4CGrnGuFETxiYzAxJ/3S+zkPOlNdwQxowlYXT3znx+hpVejJ5U2DJumUza/p5gAEupQewxasrMuX0cM8VaSk1Zmcdx78mo2LrZFbVrjJpyNBgZyvKMxJ0yGx6jspC4TY8x5bOYue37bcvLC2LvDkFGNsXWbQycDiBdA8vIhiIOMbU1ZnuL0F0jWSI9GeMOl1Ijv6yR9r0MlvLRHshmwIs/ZUxYi0rNBbjYeTSymWD27qx6dpZTSvb/nsmUuTDaWoXYtzf/sNSkpb3bRDL+HqNiqZseY5g8xvLyrMQdGLSk36XUpC6AB7/bVmK4Xw9IEwF5eENp7/5Yf2gTCasxHrYLne9vQE3vK75HEC8T+bwM2RgD/y940XgZN4R7jAFj9OaRScffIU4rlqsOZhRURj+dtmbEsE/q5ypypfHsibQtkUXHD/uCY3de41oDqXyj3GO0ma6R72pqwlJx9qSFvfKwo7A3kUsop8cY9UnqBgz4D77ReGyumFlyrXKlzvSflfXZfutAz8XOZ2UCEhy7e4zJQF4ic6kqCeM5ZStdw6SIuNuXNGUnHzfuUakKu9oQtWuMmjBuNvnhli3KYi+M7lKqb48xqZJWvNnb2k/x+zlpi4FA7mqYpc8JottCMmnXK4EQBZHH6EalGt7XXIJ/4c2SrdZbpSCMCru6OWrXGHNhjL/HiPV+v96Dum+eGxFryWN0P8eHx4j9TlvCKHYCXHLl+oIptWZbwAILvlEspQYxZvkIsp0uMfZL9oVPGI3tKoUxYAzTNeIvjG66hs/n0H1DVzzMSI+wZcT8+kBpm0uployk33J9h32RsbmUirELqFGxqUi4ubG2Ip0N7qGtPUa39nDMhbGCS6n0GKPgMfr1brQtn1CCzdZSobtf6eOjEDxiM2fQhsfoFhAPqNSaTdsbpMdoOj/SAYl0ft6tjZehZOzzGOkxRtxjLK8oDY+xWEup1to8if8qRTlPw94eY7g9xqTY3GXMCWMwjYpN72smoJzKI//elKXl8xIIvqmgxxg21pv8cJvWFRJ3shaCb1JKQ+sG/iTs7TH6EXi3Ck+ZrT1GOwn+uWjPYJYorXpL6aTVwt37C7jp/MhY9BhNWpnZEuNkMv57jAq7uj5q1xhrYaxq3SLWE9Rt6lrM4BvUAbUVfCPiO4/RVmSlLY8xFVC0p2t8bbayCigSVFMeDdHFxYhKtfVikCyB4BuFXaUwBsxakx9u26ZlrCcocq9s7Ku5e1YKQ2tDlG15QVmL3muzgbNxTdlsMHmMVl+wAvJysL9oXCvV8guOye+19bIa9+AbhV1dG7Vr5FJqlD1GS4ZX3V3DZh6jz6CFFjb3ky1FpeY8xgAS55V5p4cSj1RAXWjwuaZL0tlMqjh7jDaXUmNecItLqfQYw33zEnaEUZsw7nqMlpb0/HbXqLAojAlLHmMqmQyw8o29zwvCq21+2TF9wcgUKSrVpjDSY6THGG5hbBtzYbS1lKpM1yhHVKqtva6Ev11GCGPC2ldxjFvKTvBNEEEtbgqENeObcO9jIB5jytzzTluKDv10TgW7anLwl4F4u4xVVfQYw0X36SgiXp/3Q+ZM9tat4rucaqvgsqY7R/P+mbU9Rp8fY7tYt609xkC6a1hcSs15jJnA5qep4BRjGTVhqeVU8z2Pc/AN7Klhwfl6x26zu0YBWGnywx1qWsV2kkKY0pZKl5l6IDjHZkK93yVZm02K3VqpIY5KtRl8g2stC2wp1VwkgvCw8xmDlMWo1DjnMSrs6cooXmcUhXGZyQ937FAVY2FM2VnyU+wx2trf/IwXpLQnnxp3e8uLNpaI3T3GIITRsleSDVAYTQscZGy+bDVPjnw8RkvCmEgmYt2OsX1NawpjLDzG9q1jO0nLLHmMGqOA/aMyi8uXfow9BMh2izE7e4zB5Aem3AbA9j4vqL6luZJw+b8Y4JqC6F+Zj4Da22OMd/BNp47GjsayKF5n7D3GTh3iK4xZt1apnaVU4yUvxzjbDdrQFznD97f5XWwVgg6q8o1NjxGfE0TkbPOqgsmLQcr6fUzkPX9s3afcUmp8g28U9pTCGE5hjPFSKqqEWPJsTO0shNFm13c/+zJBJNInrKVrBBN8Y9MrCSzgJWHWdBiecFDLukd6EbLl2ScSiVgXEVfYUwpjgTAMvomvx2grtF1jZGFMUxaX4NzrUBp7N22lLGN1eTFlrYh4QME3tlJTRAIrwWZaWs9WJaf9f3/+XrPNyjexNTkae8o9xgKx1OSHu3RuE2uP0VqrHENVgbdos2JK0kcpLdtLqe5nWtq7TaaC6cdos0F0UEupuaCWlNF9zGbsLs/nOwbpFIuIB2RPl0bxOqMnjN2nN5i459jM79wxnsupNnoxNhtw04e5vDxj1dPwY0tSASyl2hhXRFimkkHUIE2KLZfRjS4OaCnVfI8xYTUqNajveUSPMaZ7jLCjhsFRyzx7TWEsEEtMfri2S3UsJ6rb9snCQwijYGpmYUxTKXsG1RVmpa1HgYIyy0nqNgQta+n+HPxFxt64B7XHCE/MZFUB9zFj+WUrn2GyueSdTCYCeRkKAwo7uiSq1xpVYVxs8sN13drF02PMpK011DWlzLI35MegYCnQdpK6jXHFdwoi2VvTAPhw4hVUgn9CzKoqJQOqLVvIlwP3fsd0KVVhRxdH9VpLwmPs1qVtbD1GK0t+eFs2fJYzlpZx9zco2r0Z7C+WldleSvVvKLMBGflU0p7HiGXETDq4BH+Tyj8pd4/R8ipEnp5l2mq6RjyFUWFH6TGG2mOsja/HaCt60niP0bIwJnwYFOx72PY0bBi3dEBdImznMWbLAgy+MVlKDTAQ6IirFalk0edx6D3GWnqMYWeRyQ/37N4+th6jrZqepnYW6RG2PUatQSkLoFqKJiDp815IUHt3SYt7jMkAl1Jz45i/iLsFEWx6jHl6je5Sqq1GxTGOSlXY0UVRvdZoCmP36ZvFIAwYTWy7do7fcmouwd//A51bNjR7mLF0mbbsMWqjb+A527ZFuDY/b/5BBrXkvpstD0cC7X+I+ZnvvYEwWo2QzXspNSFpS783FdPgG9hPw2bgSz07TWEsMAtNfrhXj/h5jRlLwR2ayjduYIlljzGl9hjTYtsUJXzmCtpqCXaoz7Y57ihGH5iBMagdmiriUqqtaFhNc+YooLCfC6N8vVEWxgUmP3xMr44x9BjtGJGUIsHf/lJqUr0s7OZWWXYZUz7LriUD9BhtpgTYT6o/0AsUk6XUdDHaTiWsvcS4KSIxXEpV2M8FUb7e0hHGo+InjLb2htJut4ZiV77RF+5GL0bbtshPibpPPLGABMfNO7V0wfisIJsDm+xfFyv4xmpUqqI5cySE8SgKY1QwctWP6tkhfh5j1pbHqKuValOM/AQtVFRkrbf6yS0B+ruewNo5Je0JI/YXMwF7jPn2TcFet910jfzebXIpK/baTsXRY1TYTy6lFoXu09eLQWm4qlYVsSoNh4ev3FbX+oT5HqPtEmxJH10JKtCL0bYwJvwZuKCXUu1FpdqvM/v5l6587yv2ioP0Xg/3LNlbSo1fugbsJuynAcs8+0xhLBLzTH64z3FdYzNZ8SZejKau+3uMdo19Uh1AA48xCFPkPyo1uMR5W16J7dJ+B8xTR3DyHcZc7V+76Rr5zr20zUbFMRNGhd2cF/VrjrowzjX54b4xE0ZrD7NhIjYot97/UB9tmdtjTFj/Pn4+M8iwfT8vEQe+4KQDrWBmUiINe+ZWv0vCrBydrWcpbkXEFXZzbtSvuaSEcfDAHrGZrBDFhLXWQ2Y9+Vxvtdyut5qrkqK7nhYtsvaNu482WLkxTQSYrmGvHmeQy6iu8LoeY37fNZguH4m8xtNWb9FEMn79GBV2k8JYZFByqD7fH0aTzbg0LoaQ2fQYTZZ/YPBtd7NoNio6jzFr32MUswLYBxP6oIQxkbC3x1gW8HK8yX5otggRqc3Pkq0I64Shpxp2FDazXiJcCi4ewth9epMYrmcPGdQzFhMWwmStH6Lh8k/WUvHygxl8ndcTlHH3l66RDioqNZW0FoWbDTjYJW1QWs/2vnW+Q4QXGFvL3gnFtkSYUdjLeZ5dpjAWGbPl1AHxEEbXY7TYEcDE+3QNSTqYzvTasQhCpP0EUaQCrXxjbyk1G3Bj4FSepfWSATSbRppIPsPkLvem7JXYi1Meo8Jezo3DdcfhDj5r8sMnnlAbE4/RXq1SUxHIuG/Y4fAYMQZBFMHOBQP5TfAPSBgTCWvBN2UBC2OuRFoyr58rK1KUtdu+zdrGYLyiUhX28tk4XHcchHG+c+RdrLZlizIZ0K8u8heNh9lmGSuTpdSctxqEMJqfgyCgYAxqwrcwBlWcO2ExjzFojzG3f3fkL5sKuMvHkV6uUvQYDxTFPrWuvTRgs2ePKYwhoMnUfR8x9NgYCKNFj9GwH102a7ezxqdSZG7tsb8YxB4j3hP8dC5xu9Fng2pUbDGPMeil1Dxr4Lp9IYskjLkqTgmr9ycOnHbqcaanzI3D/mJchBHMMvnhoSf1ivwFuwEwaZt5jPk/zK4wBuANJRSXA28xkO/is/INOpZkAoxKtfXZZSHaY7SdOmISfGP7/sQBhZ2cJTEhLsI42+SHa6orpWddTcQ9Rju9GPc3YPmLcjDCqNm3RBmxIPZ0/Abf4GUjyIhPWy9FwQffJEK9x2izgPj+Ih91YB9hJ4O0wxTG4EHN1JUmJwwZdFTEhTFtbZ8vV8Yq/8+Cl5EJSVSq9WopzQZT/O0VuUEnAe412aquErzHmMp7j9F6HmNeXr/9CkVx2GNU2MeV0n36MokJcapd9LjJD48b3S/SF2tzOdM0wR9eWhD1NTXGHvuLgbyhJ/wZTNdTCnBJLZWKyh5jfkvSKKZQVlacllO2a9rGwWNU2MeZMdKSWAnjoyY/3KVTG+nUIbrdNrDHlE7bDb7J147nImLtTx2NEGH5LYg9Hb/pGnhxCHKvyVa6TFD7oJ/12vJ7KcoWpRej/fZgUa+VCrsI+2jIwxTGcIIKOPUmJ5wx4rjIXiyEKWmxjJWRx5jNBNIeSO0xBiGM4q8YNMYnmUoEeP/tjH8m8DzGPD3GZJE8RrG/9Bn1qFSFXayXGHTUiKswIkzYaPP3zDP6RvfGJe0t1SUMW+Vks6mAolIV6RooZh5CjzFrNWk8OOMbtMeYynOeJgLoX5mQPIr6BVDTNupRqQq7ODsuaRpxFEZgFC6M5YKoRqdi2cnWXoabruG+NSfy/t1B5DFqjD1aTgWzxZjwdY0Z9/4E93ihz6EN+xt0Y+BUnl1g3MbO6bT1e5jPC5DtbYGUQX3YsAF7qFhGjU2aRlyFERvAjWbLBsdH8kJttn0yLXwcVCSjdik1kQzIY/QjjHlWfPGzYmDnBStYYXRbOuVxX4MQqPy8yoTVtKfma45qAI4iqb9RYhZ4E0dhbHCOOSYnjD6tTzSFscyyMBoE35SVB5NvllIupQYS/ekzwT8TUAeST8cqfw//cPc9kwm+Vmo+gmezaMHnlK/ggmyzkXShGXPGCaanzJHu0xsojOFnhskPI4kVNQFLXRhN3nDLA/MYdcIYSFSq6PfxmpPGg1xKteGRQIgyIfEYIU5FKQmXSFh/gXFvTQSXUmEHFUn9MySGxFEYjZdTx0QwCAcBMBZtg9G+SEVFNjDvwhQ0KQ6s8o3SYOLcsqDyK/fzrv3aXohieVnwUanpPMQ3iEjnvNJEAqh8Y7NfZmG9RWM7GMtl1LgKI26WUbL/mWecEFjvvECMotsNwPLDnKcoBdXmyTVkCiFB9f8gPEbXoCuFce/efbJ7d7BBeo07dru/xw/btu8MfN5jD6+xcdeRhdF5kQhiv/OIcyORCGYpNWJ7jJjvZ5ovoz4u3ac3SgxJSzyBe3+ZyQlfPK2PzH56UTRummOwrSclp/Lvsh7UvpRm6TKopcB8xa1D+9bS0vGgm/budf97376ckenauU2gc6CL8/l1te3wGz8jAjg2fLxVGrbtPOh5Va0qpLq6UpqampyXivLAvP9PVzbS0r1bO9nSsOOTly/M3U1btsvGTds/47nZXnrGPdx3hJcHzDjr6RrJROT2GJWpa7FK6i8FYUQADpJOq/M94ZKJQ6IjjGn74pTKM2AAvzcoMTrcXk9lyzJp7Rh1GDv3cBQoZ9yDMewo0t3OERD8TuznogTb7j17ZdPm7bJnz6eCOeVrp0uvnh0+828Qx6qqikDnwPixA2TkKb0/s1yLF6bdzveY8egL8pe5bx/0vFHOC+CEcQOcMdzr3vPWleWBfs9Wzud/9ZJTHaHe8YlwI5H/2b8vkXsfeu5TEdtnP/8P82Tnrj1H9ChtN91O59lRJEzA/hkC+xqbouGlIoy7PK/xmrzfwDu1kR51NbJ85YbQX1xT017XsNlkDz5z35GX5vwu3x32ph3CiEEwTx9+nJw1up8rTrh2fA+8mffq3j6Q74Il2i9NGCyjRhz/SWDIx/UNrjFf8cHHn/xcbZe20rlj4UsLtqlq4R4H3EdHGNu0aXnI86qd/02Rp6ZfiXDuUfuaVu6xP4gGr/REucn5zl2dcbS9In58787yzcmjHc9/z2f2i/Frnn52sby+eJXzErPP+u/d5fy+PXv2SlTooctdnOHZWQpjxLjfRBib38J/9p9/Ds0F4IHFUl2PbjW5ZSHn/3bu3ON4T+WOoWlt/eHo16fWzelCX0QsBr2/Yr0rBtVtW8oxR3V097VatyqXmnaVgVxvT0fk+vft5kZL4k0e1wsRWr9hqyM+beRo5zsU7MFwDGm3rtXu0UxNdasDOppvbwyXbcDy757DLAHj5QOGuxh1SfcH0Y9nf3H/QtX2PawOzjMy5vQ+h1x1wTseVhwwZsucF2J4jtg/x0sQvFptQ27M1RP71sou51nNesFNeK7eX75e1n+8RfbtC9WUce2e0r7GljgL4wLvGJTvCeeO7S933vuM6z2FAQTYDB96rHz1kmGfLAnt8zyllpb3hkaPPF5OHXL0J/sjEOD7fj3XfbOGYH7/2+fI1oYdrv36vDjY/A7DvO+AqD68dT8y8yV5bObLR1wSK4zo7HG99SizT8JjlQtRHeZQv2PE0GNkUP8euSXPhDswudQSN7AtV5xBm67T/4Ru7ouk6416n4EXkbsffFaenPO6++9hAdcMu2fIQs+2UhgjyoMmwui+PY0bII/PeiU0F5BNp9w9rvKAm7h+/nfszO52f3fz2zUeoKrWwe6bITJx/2a1eEHJhChaGPbs80ZtX9he/0U+s9/5eZr27BVy4FyzCfbgqzIVB/n38Jnbc+ktlqww/sg58rbo2IQOjTA6RrdY3ivM/W7PwO4ukreGvcRmT/Fwxr5g32ffPmneYs05IgkJmyzCQ8HyO5aAc02cE5+sAsAD79ypTeTbIkWVMK42KIJuGj27SmGMMIicQgLqJfme0LZNSxnyhZ4y/5XiN6OGKAadD3c476g5gGBXkb4DzDm81Obo0GKDCEuk9fQ/oVbKy7Puklun9q1DNeEhhlgaQw1g/D3lRUi6BRwk12YqnaIwFmU+hyxQFXZOUelmphi296MwhpM7TIQR/MNXTyu6MNa0a+UmPLerblmcieEYTzw4SFsY2K+uON8hnZLTTz1Oju3VUbp3K34XFKSMTDznCyE3vgn3JSIMLxLks+ywUJTBJrBzSnsae0pBGOdKbrM478V0JE6fcFxXefPt1UX70t+9Zpy7V9GxSB4JfveokX3cNIlUkTwMvGEjFaIY6RCEBPGihyAcRAUXG9i3XIEIIxZ69jT2lMqaivFbznjzSC2rDHC8NExeeI7F8z6kaKJISNwYN6qvTLp8eCi+i9K+3Vkq96pUrB6SUdebnIA9mrra6qJ9YVRYIYTEh2OP7qSNArUK7JqiDy32FR8slXtVKsKISKr7zd+qijeJQ5gFQAjxyc5du0PgLars2j1i2LWIwhgNsJxqFF454ayB0rFDcfb4EgkhhMSM3buLm7KB0nywa4Y0SYkE3ZSiMK4URVPN8SFY+iCExINiv/Aq7dnDnv2kMMaUW01PuOi8k9ykaEIIiTKwY4qEfnBLqY1VqQkj+krNotdICCk1lHZstmc3KYz0Gj/LheMHue2FCCEkisB+wY7RW6QwHopnnWOe6Unn0mskhEQUpf2a59lLCmOJcJPpCSgFhjwkQgiJErBbylKGN5fqmJWqMGLdfL7pSdxrJIREDaXdgn2cVapjVsr1vm4wPeHMM06QwQN68EkjhEQC2CvYrULYRwpjPJgjioK4UyedUZAvx8o3hMSPQj/XSns117OPFMYS5UbTE2q7VMvIYb0D/2KZDIt3ExI3Cvlcw07BXhXCLlIY48Uz3mHElCtPD/yLJVgTjpDYUcjnWmmnVDYxbqQ5VeV7zvGyyQnoej1h3ACZOXthcIr93FtS2aIsVI1NCSE+vJBkQhq27yzI74J9gp1S2kO+wOyL+mbWiuk2PuUh57jM+I3sO/8ly1du4CwihISGHnU18svbvqY5FbWkLzc6o/v0WI4hN7JyIAJrl+lJTN8ghIQNpV3aJSUeiUphPJBlznG76Unnju0vQwf34ugRQkIB7BHskoLbPTtIKIyfATUB601PKlT6BiGEBGSP6qVEa6JSGPObHMZLCZ06VGlbuRBCiDVgh2CPFNygcQoojKXDXc5hHGo66fIR0q9PLUePEFIUYH9ghxQs9OweoTAekibnmKY58VtXfZGjRwgpCj7szzTP7hEK42FBOaQZpifV1baT0SOP5+gRQgoK7A7sj4IZoiiLSWEsXZDk2mB60tRJo6SyZTlHjxBSEGBvYHcUNAiT+SmMhqwWRSBOq8pyuei8wRw9QkhBgL2B3VFwg2fnCIXRiDtEEYhz6QUnszUVISRwBp7Y3bU3ChZ69o1QGI3BhvRkUWxMT2MgDiEkYJQBN2q7RmEkzSwQRSgzconOGXMiR48QEgiwL106tdGcepdn1wiF0RfYoDZei5921Ri3mC8hhNgEdgX2RcFqYcANhdESiN66zvQktF27cPwgjh4hxCqwK8q2jteJItqewkgOxcPOMcv0pDPP6Ot20SaEEBvAnsCuKJjl2TFCYbTKtZq3LXTRLi/LcPQIIb6AHYE9UdDo2S9CYbTOUue42fQkdNH+EnMbCSE+uWD8INeeKLjJs1+EwhgItznHYtOTrrh4mJtzRAghGvr37SZfu/RUzamLPbtFKIyBgS7XUzQnXjN5FEePEKLCR5HwKZ7dIhTGQEHR3XtMT6rtUi1jR/Xl6BFCjIDdgP1QcI+wSDiFsYAgF8i4sec3J4+Wjh1ac/QIIXkBewG7oaBemLNIYSwwmHTGUV5l2bRcdN5JHD1CSF7AXsBuKLhW8/JOKIx+eVAUyxTjxw6QoYN7cfQIIYcFdgL2QsFczz4RCmNR+LooNrZZZJwQEpCdgD2azNGjMBYT5AYZh0IjF+mSiUM4eoSQgwL7oMxZhD1awhGkMBabG0WRPDvp8hHSr08tR48Q8hlgF2AflC/qN3IEKYxhAEsX0zQnfotLqoQQe3ZhmjBnkcIYImY7xwzTk+pq28nokcdz9AghLrAHsAsKZnh2iFAYQ4Uqt3HqpFHSTreXQAiJEbADsAcKmLNIYQwtaAJ6g+lJrSrL5fyzB3L0CClxYAdgDxTcIIpm6oTCWCjuco55piddfP4Q5jYSUsLg+YcdUDDPszuEwhhampzjau9PI6ZOOoOjR0iJonz+1faGUBgLzUJR5DZ26lDF3EZCShA893j+Fdzu2RtCYYwEaAxqvObP3EZCSgsfOYuwL8xZpDBGigbJLXEYw9xGQkoHH8/71Z6dIRTGSDHTOWaZnoQcppHDenP0CIk5eM6VOYuzPPtCKIyRZIrmre6ayaOlRUWWo0dITMHzfY2uz2KDZ1cIhTGyYB/gJtOTqlpXyIXjB3P0CIkpeL7xnCtQxS8QCmPYQISqceTYVy4+RQae2J2jR0jMwHON51uBKuKdUBjDiDrX6JrJozh6hMQM5XMN+zFNmLNIYYwRquoUtV2q5ZwxJ3L0CIkJeJ7xXCuA/ZjLEaQwxg3UM1xretK0q8ZIj7oajh4hEQfPMZ5nBWtFUYeZUBijACrgX2d6UiIhMuEsFhknJOqMHzvAfZ4VXCeKzj2EwhgV0DNtjulJWH5hbiMh0QXP77lj+2tOnSOKXq+Ewhg1EIhj3GV7ypWnO2+bCY4eIREDzy2eXwW7RFlBi1AYo8ZSUeQ21lRXyqUXsMg4IVEDz22Nrhn5TZ69IBTGkuBWzYS/8svDpX/fbhw9QiICnlc8t8oX6Fs5ghTGUgJLJF/XnMgi44REBx/P69dFseVCKIxRBzlJD5qehByoMaefwNEjJOTgOVXmLM4Q5ixSGEuYa0URhj3NeQttX9OKo0dISMHzOU3nLcIeTOMIUhhLGTwE15ueVJZNy0UTTuLoERJS8HziOVVwvTBnkcJIdKWezjt7oAwd3IujR0jIwHOJ51PBXFGUjiQUxriiym2cOukMjhwhIUP5XDJnkcJIPsciUbST6dShSi6ZyNxGQsICnkc8lwpu8+wAoTCS/bhZFLmNky4fIf361HL0CCkyeA7xPCpY6j3/hMJIPkeD5KJUjWFuIyHFx8dzeK33/BMKIzkIs5zjYdOT6mrbyeiRx3P0CCkSeP7wHCp42HvuCYWRHIbrNG+PUyeNkqpWFRw9QgoMnjs8fwoaRNGKjlAYS5HVoshtbFVZLheMH8TRI6TA4LnD86fgeu95JxRGkgd3OsdC05MuveBkGTygB0ePkAKB5w3PnYKF3nNOKIwkT5okV0S4yfTEaQzEIaRgKJ839fNNKIyljuqNEjlU55zZn6NHSMDgOVPmLKpWhAiFkeRQ7UEgbLxHXQ1Hj5CAwPOlTM9QxRAQCiP5FHVu40Xnscg4IUHh4/liziKFkVjgUVHkOX3xtD4yclhvjh4hlsFzhedLwSzveSYURmKBaZq3zClXni4tKrIcPUIsgecJz5UC9eoPoTCSg7NMFLUUa6ormdtIiEXwPOG5UqCqhUwojOTwqKrvX3HxMBl4YneOHiE+wXOE50mBqnsOoTCSI6Pu13bN5FEcPUJ84uM5UvVbJRRGkh+qDt+1Xapl7Ki+HD1ClOD5wXOk4C7vuSUURhIgyIGqNz3pm5NHS+dObTh6hBiC5wbPj4J6Yc4ihZEUBDxs00xPKsum5UIG4hBiDJ4bPD8KpmleYgmFkeiY4RzPmp40fuwAGTbkaI4eIXmC5wXPjYJnveeUUBhJAZksig195ZIQISWJ8nnZ5T2fhMJICgxyom41PQk5WJdMHMLRI+QI4DlR5izeKsxZpDCSonGT5gGcdPkI6denlqNHyCHA84HnRPnCehNHkMJIioc6t/Fb7NtISBDPB3MWKYwkBMwRxSZ/XW07GT3yeI4eIZ8DzwWeDwUzvOeRUBhJCLhOFGHhV39jtLSvacXRI8QDzwOeCwX13nNIKIwkJKx1jhtMT6psWSYTxg3k6BHigecBz4WCG7znkFAYSYhQlZ66+PyTZOjgXhw9UvLgOcDzoEBVqpFQGEnwNEmu0kaT6YlTJ53B0SMlj/I5UD93hMJICsNCUeQ2dupQxdxGUtJg/uM5UHCb99wRCiMJMWiIutr0JOY2klLFR84injPmLFIYSQRocI4pmhOZ20hKER/zfor3vBEKI4kAs5xjpulJyN0aOaw3R4+UDJjvypzFmd5zRiiMJEJcrXmbxdtzi4osR4/EHsxzpbfYIMqKU4TCSIoL9j9uND2pVWW5XHTeSRw9EnswzzHfFdwoin18QmEk4eB2UUTMXfaloTLwxO4cPRJbML8xzxUs9J4rQmEkEQW5VVNEkWN1zeRRHD0SW5TzW/08EQojCRfzRVGVo7ZLtZwz5kSOHokdmNeY3wru8p4nQmEkMQB1HI33RKZdNUZ61NVw9EhswHzGvFawWhT1iAmFkYQXVP7/nulJiYTI+ed8gaNHYgPmM+a1gu+JooMNoTCScINecbNNTzprdD/mNpJYgHmM+axgtih6nhIKI4kGKHZs3F18ypWnSzrFqUKiC+Yv5rGCXd5zQyiMJKYsFUVuY011pVx0PnMbSXTB/MU8VnCj99wQCiOJMegGsMT0pCu/PFz69+3G0SORA/MW81fBEu95IRRGEnOwNDRZcyKLjJMo4mPeThbF1gOhMJJogo7j95uehNyvMaefwNEjkQHzVZmzeL/3nBAKIykhrhNF+Pk05+27fU0rjh4JPZin03TeYr33fBAKIykxVLmNZdm02+2ckLCDeYr5qoA5ixRGUsLcI4rlovFjB8jQwb04eiS0YH5iniqY6z0XhMJIShgURTYOMJg66QyOHAktyvm5y3seCIWRlDiLRRGS3qlDFZdUSSjBvMT8VHCb9zwQCiMhcpMokpgnXT5C+vWp5eiR0ID5iHmpYKn3HBBCYSQujc5xreZE5jaSMOFjPl7rPQeEUBjJJ8wSRaHkutp2Mnrk8Rw9UnQwDzEfFczw5j8hFEZyAAhTbzA9aeqkUdK2TQuOHikamH+YhwoaRJG2RCiMpHRYrTESrSrL5fyz2beRFA/MP8xD5cvgao4goTCSw3GXcywwPenSC06WIV/oydEjBQfzDvNPwQJvvhNCYSSHpUlyxZObTE/85uTRHD1ScJTzTj3PCYWRlCYLneMO05OQOzZh3ACOHikYmG/KnMU7vHlOCIWR5M0Noth7wdt7j7oajh4JHMwzpbe42pvfhFAYiRGI1pumOZEVcUgh8DHPpoki+ppQGAkBj4siv2vUiONl5LDeHD0SGJhfmGcKZnnzmhAKI1Fztebt+upJZ0iLiixHj1gH8+pqXZHwBm8+E0JhJL5Y6Rw3m57Utk1LuWD8II4esQ7mFeaXgpu9+UwIhZH4Bl0HjCP4rrh4mAw8sTtHj1gD8wnzSsFCUXSRIRRGQg4F+tSpAnGumTyKo0es4WM+TRNF31FCYSTkcKCz+Z2mJ9V2qZaxo/py9IhvMI8wnxTc6c1fQiiMxDrI/Vpv/Kr+D190DFpbjh5Rg/mDeaRgvTBnkVAYSYDUi6JvYyaTkvPPYZFxogfzB/NIwbXevCWEwkgCA73rnjE9afzYATJ86DEcPWIM5g3mj4JnRNFjlBAKI9EwRRSBDMp+eaTEUc6bXd48JYTCSArCUue4xfSkmupK+fKFJ3P0SN5gvmDeKLjFm6eEUBhJwbhZY3iu/PJw6d+3G0ePHBHME8wX5YvbzRxBQmEkhUa9VPWtq77I0SNBzhPVUj8hFEZiA1VwA3LRRo88nqNHDgnmhzJnURUcRgiFkdhEFQ6PPnrta1px9MgBYF4o+yyq0okIoTAS26gSqFu2KJOJZzO3kRwI5gXmhwJVAQpCKIwkCFQlty6cMFiGDu7F0SOfgPmAeaFAVbKQEAojCRJVkeapur56JKYo54O6yD0hFEYSJKq2Pp06VMklE4dw9Ig7DzAfFKjaohFCYSSFQNUIdtLlI6Rfn1qOXgmD+495oEDVSJsQCiMpFA3OcbXmROY2ljY+7v/V3rwjhMJIQsss53jc9KS62nZyxvDjOHolCHIWcf8VPO7NN0IojCT0TNO8xSN3rUVFlqNXQuB+K4uENwgDbgiFkUSI1aLIbWxVWc5AnBID9xv3XcEN3jwjhMJIIsMdoogUvPSCk2Xgid05eiUA7jPut4KF3vwihMJIIkWTc0z2/jSCgTilgfI+q+cVIRRGEgYWOMddpid16dRGzhlzIkcvxuD+4j4ruMubV4RQGElkuV4Ue0HTrhojPepqOHoxBPcV91cB5tH3OIKEwkiizmaNMUskRC4cP4ijF0NwX3F/FWAeMWeRUBhJLECPPON8szPP6Csjh/Xm6MUI3E/cVwWzRNH7kxAKIwkz6JPXaHrSlCtPl2wmzdGLAbiPuJ8KGoV9FgmFkcSQpc5xk+lJNdWV8qXzBnP0YgDuI+6ngpu8+UMIhZHEDnRBWGx60tcuPVX69+3G0YswuH+4jwoWi6JrCyEURhIV0DdviuZE5jZGGx/3b4oo+nwSQmEkUQKd1u8xPam2S7WMHdWXoxdBcN9w/xTc480XQiiMJPYg7L7e9CQUGe/YoTVHL0LgfuG+KagX5iwSCiMpIWD0rjM9qSyblovOO4mjFyFwv3DfFFyneXkihMJIosz9olgmGz92gAwd3IujFwFwn3C/FMz15gchFEZScqAYtHFgxTcnj+LIRYBpuoCbXd68IITCSEqSJaIIxe9Q05p9G0MO7o8yZ/E2b14QQmEkJcuNokjennT5COnXp5ajF0JwX3B/FCz15gMhFEZS0mDpbJrmROY2hhMf92WaMGeRUBgJcZktigLRdbXtZPTI4zl6IQL3A/dFwQxvHhBCYSTEAzlrm01PmjpplLTT7WURy+A+4H4oYM4ioTASchDQhPZ605NaVZbL+WcP5OiFANwH3A8FN4iimTUhFEZSCtzlHPNNT7r4/CHMbSwyGH/cBwXzvftOCIWRkIPQJLmi0U2mJ06ddAZHr4gox199vwmhMJJSYqFz3G56UqcOVcxtLBIYd4y/gtu9+00IhZGQI4BcNuM9J+Y2Fh4fOYurhTmLhMJISN40OMfVmhOZ21hYfIz31d59JoTCSEiezHSOWaYnIYdu5LDeHL0CgHFW5izO8u4vIRRGQgyZovEqrpk8WlpUZDl6AYLxvUbXZ7HBu6+EUBgJUYB9qJtNT6pqXSEXjh/M0QsQjC/GWcHNwpxFQmEkxBe3iiJy8SsXnyIDT+zO0QsAjCvGV8FC734SQmEkxAfIcZsmily3a9i3MRCU46q+j4RQGAk5EHR0N66OUtulWs4a3Y+jZxGMJ8ZVwV3efSSEwkiIJVBPc63pSegiX1dbzdGzAMZxmi49Y613/wihMBJiEXRguM70pFQqKRPOYpFxG2AcMZ4KrvPuHyEURkIsg559c0xPGj92AHMbfYLxwzgqmCOKXpuEUBgJyR9UTDHu8j7lytMlkUhw9BRg3DB+CnaJsoIRIRRGQvJnqShyG2uqK+XSC1hkXAPGrUbXDPom734RQmEkJGBu0RjcK788XPr37cbRMwDjhXFTvsAwZ5FQGAkpEFiim6w5kUXGCzZek0Wx5E0IhZEQPc+KIqgDOXijRx7P0cuDMaefoM1ZnOHdH0IojIQUGFRSMU4DmHbVGGlf04qjdxgwPsqcxXrvvhBCYSSkCMAIX296UkV5Ri48dxBH7zBgfMqyac2p1wtzFgmFkZCioio1NtEx/EMH9+LoHQSMy0Tdi4OqdB8hFEZC7KPKbZw66QyOnL1xYc4ioTASEiIWOcdtpid16lAll0xkbuP+YDwwLgpu8+4DIRRGQkICkv6XmZ406fIR0q9PLUfPAeOA8VCgKrpACIWRkGBpEGU0JHMbfY/Dtd74E0JhJCRkzHKOR01PqqttV/K5jbh+jIOCR71xJ4TCSEhIUXkvUyeNksqW5SU5YLhuXL/SS7+WU45QGAkJN6tFkdvYqrJcLjpvcEkOGK4b16/gem+8CaEwEhJy7nSOhaYnXXrByTJ4QI+SGihcL65bwUJvnAmhMBISAZqc4+ven0ZMK7FAHOX1qseXEAojIcUDHo1xFRbk8J1zZv+SGCBcpzJnUeWRE0JhJKT4fE8Ue2BIW+hRVxPrgcH1KdMzVHu4hFAYCQkHiJq8TnPiReedFOuB8XF91wlzFgmFkZBI87Ao8uy+eFofGTmsdywHBNeF61MwyxtPQiiMhEQcVW7jlCtPl/KyTKwGokVF1r0upffNnEVCYSQkJqhqedZUV8qXYpbbeMH4Qe51KbjZG0dCKIyExARV94crLh4mA0/sHosBwHXgehSoupcQQmEkJNyo+wVeM3lULAbAx3Wo+l0SQmEkJPyoOszXdqmWsaP6RvrC8f1xHQru8saNEAojITEFOXj1pid9c/Jo6dypTSQvGN8b319BvTBnkVAYCYk9MPbG0ZVl2bRcOH5QJC8Y3xvfX8E0zUsEIRRGQqLHg6JYHhw/doAMHdwrUhc6bMjR7vdWgPGZwalCKIyElA4ogm0cUBK1IuPKJdRd3vgQQmEkpIRATt6tpichB/CSiUMicYH4nsqcxVuFOYuEwkhISXKTRgAmXT5C+vWpDfWF4fvheypfGG7i1CAURkJKE3Vu47dCvqTq4/sxZ5FQGDkEpMSZI4ogk7radjJ65PGhvCB8L3w/BTO88SCEwkhIiYO+jcZpCVd/Y7S0r2kVqgvB98H3UoDrv45TgRAKIyEAzXdvMD2psmWZTBg3MFQXgu+D76UA17+WU4EQCiMhzaD02TzTky4+/6TQ5Dbie+D7KJgnilJ5hFAYCYk3TZILPGkyPXHqpDNCcQHK76G+bkIojITEn4WiaK/UqUNV0XMb8fvxPRTc5l03IYTCSMhBQQ7fatOTipnb6CNncbUwZ5EQCiMhR6DBOaZoTixWbqOP3zvFu15CCIWRkMMyyzlmmp6E3MGRw3oX9Ivi9ylzFmd610kIoTASkhdXa7wpeG8tKrIF+YL4PUpvsUGUFX8IoTASUrqo9t9aVZbLReedVJAviN+D36fgRlHsoxJCYSSEqCI2L/vSUBl4YvdAvxg+H79HAa7ndt5aQiiMhGhQ5/hdM3lUoF9M+fnMWSSEwkiIb1RVYWq7VMs5Y04M5Avhc/H5ClTVfQihMBJCPg/qiBrvyU27aoz0qKux+kXwefhcBap6sIRQGAkhBwOdJ75nelIiITLhLLtFxvF5+FwFqg4ihFAYCSGHAr0KZ5uehGVPW7mN+Bzl8uxsUfScJITCSAg5EtNE0d1+ypWnS3Xblr5+Mc7H5yjY5X1vQgiFkRDrLBVFbmNNdaVcf+052j6J7nk4H5+j4EbvexNCKIyEBMKtGqE58YRucsP/mmAsjvj5f/zOue75CpaIolsIIRRGQogJWJr8uubEgf3q5Oe3XiFDvtAzr58fPKCH/Oz/fUUG9e+h/a6TRbH0S0ipk9i3b1+0r2DFdN5FUgwecI4rtCevXPWx3PvQc7JqzUbn+DRYFPmJ3bu1k69fNlybq9jMg87xVd4mEijd42l/KYyE6IBqvev9GTagtMcI0zMIhVEFl1IJ0YvP90L63ZizSAiFkZCicI9zPBqy7/So970IIRRGQorCFAlPC6eV3vchhFAYCSkaWLI8yzk2F/l74PefK1xCJYTCSEgIWOQcZzpHQ5F+f6P3+xfxVhBCYSQkLMx3jtFS+GXVtc5xuvf7CSEURkJCJ46DCyhS+D0DKYqEUBgJCTPw4IZJLmUiqKXVRu/zh3m/jxBCYSQk1DRJrqbqCc5xv/ffNtjlfd4J3uc3cagJoTASEiWQPoG6qkc5x82SK+qtAeehq0et93nLOLSEBAdLwhFSWNC1eJRzDHCOQc5R6f3b/iKI1IuFzrHAOeZQCEloiWlJuP8vwACAyekvFSD+AgAAAABJRU5ErkJggg==", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 2, "name": "Musées", "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": 0, "name": "Culture" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "591e9833e7c4491bafd393ff5e16f426", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 3, "name": "Théâtres", "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": 0, "name": "Culture" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "e88e285ff30cb86a2a4cac1de4b0deed", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 4, "name": "Bibliothèques", "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": 0, "name": "Culture" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "152937ead1d5c049518e30447b57c43a", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 5, "name": "Espaces d'exposition", "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": 0, "name": "Culture" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "c8920e07d965ffe172f5ee8c52c34d24", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 6, "name": "Services publics", "type": "Group Layer", "description": "", "geometryType": null, "copyrightText": "", "parentLayer": null, "subLayers": [ { "id": 7, "name": "Services Municipaux" }, { "id": 8, "name": "Mairie et annexes" }, { "id": 9, "name": "Cimetières" }, { "id": 10, "name": "Centres Sociaux et Socio-culturels" }, { "id": 11, "name": "Bureaux de vote" } ], "minScale": 0, "maxScale": 0, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeNone", "displayField": "", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": null, "geometryField": {}, "indexes": [], "subtypes": [], "relationships": [], "canModifyLayer": false, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query", "supportsStatistics": false, "supportsExceedsLimitStatistics": false, "supportsAdvancedQueries": false, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": false, "supportsPercentileStatistics": false, "supportsHavingClause": false, "supportsOrderBy": false, "supportsDistinct": false, "supportsCountDistinct": false, "supportsPagination": false, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": false, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": false, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 7, "name": "Services Municipaux", "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": 6, "name": "Services publics" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "f32cbf5cf9db6cea88a36c144afb3bbc", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 8, "name": "Mairie et annexes", "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": 6, "name": "Services publics" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "da9470d5a9b38592a848e513d75147db", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 9, "name": "Cimetières", "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": 6, "name": "Services publics" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "f67dc6b0bbb8fece9ca7d30164090504", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 10, "name": "Centres Sociaux et Socio-culturels", "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": 6, "name": "Services publics" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "ce188d895086129ee768bae3a9eea373", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 11, "name": "Bureaux de vote", "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": 6, "name": "Services publics" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "d6dc94328a84e0ca9920e80c70771b1f", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 12, "name": "Sports et loisirs", "type": "Group Layer", "description": "", "geometryType": null, "copyrightText": "", "parentLayer": null, "subLayers": [ { "id": 13, "name": "Stades" }, { "id": 14, "name": "Gymnases" }, { "id": 15, "name": "Piscines" }, { "id": 16, "name": "Centres de loisirs" }, { "id": 17, "name": "Aires de jeux" }, { "id": 18, "name": "Autres équipement sportifs" } ], "minScale": 0, "maxScale": 0, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeNone", "displayField": "", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": null, "geometryField": {}, "indexes": [], "subtypes": [], "relationships": [], "canModifyLayer": false, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query", "supportsStatistics": false, "supportsExceedsLimitStatistics": false, "supportsAdvancedQueries": false, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": false, "supportsPercentileStatistics": false, "supportsHavingClause": false, "supportsOrderBy": false, "supportsDistinct": false, "supportsCountDistinct": false, "supportsPagination": false, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": false, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": false, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 13, "name": "Stades", "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": 12, "name": "Sports et loisirs" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "558b487f1334cca59f56a10109a28973", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 14, "name": "Gymnases", "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": 12, "name": "Sports et loisirs" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "a6d1cf06660174e6435a313509d0fd44", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 15, "name": "Piscines", "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": 12, "name": "Sports et loisirs" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "dfe74986f503c3056ad0f603113ed021", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 16, "name": "Centres de loisirs", "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": 12, "name": "Sports et loisirs" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "373d9ae676d012c309766fa4a5fdc5da", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 17, "name": "Aires de jeux", "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": 12, "name": "Sports et loisirs" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "ad659e74bd28140b4f7babd6641b1103", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "POI_ADRESSE", "type": "esriFieldTypeString", "alias": "Adresse", "length": 300, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 18, "name": "Autres équipement sportifs", "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": 12, "name": "Sports et loisirs" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "558b487f1334cca59f56a10109a28973", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 19, "name": "Education / Enfance / Jeunesse", "type": "Group Layer", "description": "", "geometryType": null, "copyrightText": "", "parentLayer": null, "subLayers": [ { "id": 20, "name": "Crèches et Micro-Crèches" }, { "id": 21, "name": "Ecoles Maternelles" }, { "id": 22, "name": "Ecoles Primaires" }, { "id": 23, "name": "Collèges" }, { "id": 24, "name": "Lycées" }, { "id": 25, "name": "Universités et Ecoles Supérieures" }, { "id": 26, "name": "Point Information Jeunesse" } ], "minScale": 0, "maxScale": 0, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeNone", "displayField": "", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": null, "geometryField": {}, "indexes": [], "subtypes": [], "relationships": [], "canModifyLayer": false, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query", "supportsStatistics": false, "supportsExceedsLimitStatistics": false, "supportsAdvancedQueries": false, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": false, "supportsPercentileStatistics": false, "supportsHavingClause": false, "supportsOrderBy": false, "supportsDistinct": false, "supportsCountDistinct": false, "supportsPagination": false, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": false, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": false, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 20, "name": "Crèches et Micro-Crèches", "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": "5585a363ce864147731d1492e535b3f1", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 21, "name": "Ecoles Maternelles", "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": "14e6099823a1fdb5276739819d00ce45", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 22, "name": "Ecoles Primaires", "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": "2da2cf775f7d9f85e67b22b0fc64ee69", "imageData": "iVBORw0KGgoAAAANSUhEUgAAAcYAAAJECAYAAACM8oRnAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAA25pVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuMy1jMDExIDY2LjE0NTY2MSwgMjAxMi8wMi8wNi0xNDo1NjoyNyAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wTU09Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8iIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDo4OTYyYzhkNy04NDgxLWM0NDEtYWM4My0xMzgyNTM2NDE5MWQiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6MkM4ODZFNEU3NDI3MTFFQTg5NEU4OUY0Q0E2MUE3RjQiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6MkM4ODZFNEQ3NDI3MTFFQTg5NEU4OUY0Q0E2MUE3RjQiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTNiAoV2luZG93cykiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDpFNUFFQTk5RDIxNzRFQTExOENDRUQwMzBCNDEyQThBNiIgc3RSZWY6ZG9jdW1lbnRJRD0ieG1wLmRpZDo4OTYyYzhkNy04NDgxLWM0NDEtYWM4My0xMzgyNTM2NDE5MWQiLz4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz4KzZesAABZ8klEQVR42uydCXxV1bX/F5nneYAEyEiAEFAgUcQBRKFVnGrVWq3SKhbrq/qqtvahqLV2sK1F+3xWqvVf9Yn1WbUOqBVlUEYZRcYAYc6ckHlO+O91c7EIuSF7n+Ge4ff9fPanarPvvWedvffvrH3WWnvQsWPHCAAAAAC9DIIwAgAAABBGAAAAAMIIAAAAQBgBAAAACCMAAAAAYQQAAAAgjAAAAACEEQAAAIAwAgAAABBGAAAAAMIIAAAAQBgBAAAACCMAAAAAYQQAAAAgjAAAAACEEQAAAIAwAgAAABBGAAAAAMIIAAAAQBgBAAAACCMAAAAAYQQAAAAgjAAAAACEEQAAAAAQRgAAAADCCAAAAEAYAQAAAAgjAAAAAGEEAAAAIIwAAAAAhBEAAACAMAIAAAAQRgAAAADCCAAAAEAYAQAAAAgjAAAAAGEEAAAAIIwAAAAAhBEAAACAMAIAAAAQRgAAAADCCAAAAEAYAQAAAAgjAAAAAGEEAAAAIIwAAAAAhBEAAAAAEEYAAAAAwggAAABAGAEAAAAIIwAAAABhBAAAACCMAAAAAIQRAAAAgDACAAAAEEYAAAAAwggAAABAGAEAAAAIIwAAAABhBAAAACCMAAAAAIQRAAAAgDACAAAAEEYAAAAAwggAAABAGAEAAAAIIwAAAABhBAD44hLRCr3/fLFooaLFiDbE+98iRQvsa+55W3/0+PhvTd5/7hZtj/efN4lWKtonoq3CbQEAwgiAUdws2mjRLhRtsGixXuELsPjv7jlBRCtFOyraItGKRXsNtxUACCMAp+MO0S4TbaxoyaKFDMCjszMsmg2iHRRtnWhviPYBhgEAEEbgPrJF+6lok0XLEC3aBt6fmfD2bK1o60V7Ed4lgDAC4Dz4HeCPRJskWiJEUIl20Q6Ltky0X4tWApMACCMA9mE29W6LjhQtAuYwBF40ykT7WLT/ot6gHwAgjABYhHzRHhNtGvUGxgDz6aTed5Wve4USAAgjACZzv2i3Ue87wiCYw3K0ibZUtPtE2w5zAAgjAMbwZ9GuEy0BprAVHdSbYzlXtCUwB4AwAqBdDK+l3qAZYH+6RNtNvdutb8McAMIIwMB4QrSbqDeXEDhbJLlCD0cMY7sVQBgBOAlOqfgf0bJgClfSTL0FBmbBFADCCNxMOPUmkF9JvVVmbEllWytVtbd6/nlXYx119vRQY2cnHWhp9Py3wy1NVN/RcaoSdHfSvqYGn5+bFh5JCSFhp/z36OBgGh4Z7fnnkEEBlBcT5/nnDPHfooOCPf3iQ0LtPC449YO3Wl/CFAEQRuAWviPaH3ntt8OPPSiErba9zSN6FW0tQgTbaFtdLdV2tFFpazNZcfZwHbvRsfEUFxzqEdFhEVEUGxxCBbEJnv+WHhFpB9Pz0wS/h7wOUwZAGIFTeZN6a5EGW/HH7W2qp10NdR4BLBZtT2M9HWhuJCfOjvDAIMqNiqUxcQk0QvxvbnSs599TwsKt+pN3UO975w2YRgDCCOwO1yV9i3oLc1uiIHd7TzdtOlpNxV4R3FF/lLY31FI35gHFCK+SBXJcXCKNj0+iM+KSrOZd1ov2G9Eex9QCEEZgN7gKzULRUv2+knZ20JrqclpfW0UbRPuyvgZ3R4LE0DCPSE6MT6apKeke79ICcKWdZ0W7C3cIQBiB1eE6pb8XLc6fP4JFkMVwaeUR2lIHIdST5NBwOisxhSYlDaYLU9IoNcyv5Wj5JJBXCNGsAMIILCqIT1LvafWmU9vRTp9WltIyIYSrhSDyvwNz4GjYmWkZdHlapj+9SV7EuKD5DNwRAGEE/oYjTP9CvSfamy6G7x7ZRx+WHfR4iMD/cKrIRalDRUunc5OH+EsgPxNtCu4GgDACs+Hcw7+RyVumx8Xwo/JD9HlNJe6CheH0kAuFQLI3ye8m/SCQ/yCkegAIIzABrlDzv2RiIW8OnllUesDjGfI2KbCnSH57WA7dkDHCs/VqIj3Uu8V/L+4CgDACveG0i+WiDTXrCz+tKqXXD+71CCJwDiOj4+iqoVl0tRDKBPMq9HCxgIcIaR4Awgh0YqVok834It4q/fuB3fTawT2eqjLA2fAW67XDc2jG4GFmfWUT9W6vfgDrAwgjUOFR0R4QLcDoL/qk4rAQxD2eqFLgPjjlg7dZb8oa6an3agLFop3Dz2KwPoAwgoHAgTWcG2Zo6kVLVxe9ULKDFgoP8XgRbgB4m/XHI8aa8S6SF76XCTmQAMII+oEDaj4XLcfIL+Et0qd3f+l5fwiAL86MT6IbM/I8QmkwbaJ9X7TXYHUAYQQnwvUn7ycD65nyEUu/37mZFpcfgrXBgMmJiqUbM0fQTZkjjf6qfaIVErZXAYTR9WR7vcREo76Ao0pf2V9Ma2oqYG2gDBcz/57wIGfn5Bv5NbwYPka9EawAwghcCL9HvMGoD+djm36xdR0EEehKVFCw8CDz6O68cRQcYFhcGA/aCdR7aDKAMAIXwKkXi0UzpPozC+Kvt2+gz6rKYGlgGKEBgR6B/Nno8RQ4yJA3ALwwPk04wQPCCBzP+9RbvUZ3+B0iC+KySjxkA/Pgw5U5SOeOEQVGfUWdaBNFK4G1IYzAWfC7xC9Ei9L7g/mUexbEJRXIQQT+Iy86zuNBcj6kQfw3vEcII3AOnKj/IOkcccpVan69bQO9fWQfLAwsg8FpHodZg0VD4i2EEdiUcNG2iab7CsEe4sv7iqnrWA+sDCzJtNR0mjemkIZG6L5Jwocj30jIe4QwAtvB5yRy1Gmgnh/KSfmvHCimbfVI9QL24JphOfTo2LOMiGDlequXwsIQRmAP3hHtcj0/8HBLkyf1AoE1wI5wDiQXCLg1e7TeH81Fyc8gBOZAGIFl4a1TfuGXqueHPiIEkRP0AbA75ycPoYcLivSuw8oL6A9Fex4WhjACazFNtH+JFqTXB75XeoAW7NlGOxuOwrrAUdwsvMd5BYV6f+xbol0N60IYgTXgOqc/1+vDGrs66RdfrkO0KXA0Y2ITPLmPOp8FyVUtuAg/olYhjMCPrKPewse68NL+XfT83u1U1toCywJXcN3wXE9wjo7Vczqp96zHDbAuhBGYS5poO0SL0ePDKtpa6JfbNtC/yg7CssB18Ake948eTxempuv5sVyI/JewLoQRmAPXOv1MNF3iz5dWHKGfbl5F9Z0dsCxwNXNyx9B9o87U8yPfFe0KWBbCCIzlZtH+RjpVsfnDzs2eABsAQC9FCSmerdXc6Fi9PpJDukfCshBGYAx/Eu1OPT6IT8B46MvPaV1tJawKQB/cKzzH24UHqRNcEWMoISgHwgh0RbdTMZ7bu51+t2MTLArAaeB3juw9Dg7T5YQ2flfBFQZQDADCCHRgF/UWLtZEQ2cH/fyLNbS4/BAsCsAASQ+PpF+fMYkmJw3W4+N4sf2WaG/DshBGoAZXsiknHSJPv6yvoblCFHc21MGqACjw8/wJepaUu0e0+bAqhBHIkUC9R9yEa/2g5ZWldPfGFdTc1QmrAqCBbwwZTr8/8xwKD9SlwBSncjwEq0IYwcDgHEUuOxOi9YPm7/qCntm9FRYFQCfGxibSY+POpvzYeD0+DocfQxjBAMim3neKmh5Jq9pb6Z6NK2lNTQUsCoDOxIWE0vzx59J5yUP0+LiF1Hu+I4Awgj6YKNpa0niG4u7Gerpv80raXo/i3wAYyc9Gj6fbcvL1+Cic7QhhBH2gSzWb9bWV9LPNq+lQSxMsCoAJfGd4rmdrVQf4oXgSLAphBL1wfuIi0ljNhoNs7li/nDp6emDRk+AC0QWxiTQyJo7yomNpRHQcJYWGUVRQsKdFitbU1Unt3d1U0d5CpS3NtLepgbbV19LGo1VU3d4GIwKf8DmPzxZNpZAAzVUa14tWBItCGOEpEq3QKorP7tlGT+zcDGueAIvdNwYPo+micQ5aRJD6a1s+k3JJxRF6r3S/Z6sagJOZEJ9Mfxg/mYZFRGn9qE9FmwKLQhjdCr+c+JI0bp8+uGUtvXZwD6zphU9K+F5mHl01NMvjDerNlroaenHfTvqg7CB1wjsHJ5AdFeMRR45c1chS6j18HEAY3TWHRNutVRRnrfmEVlWXw5qCUTFxdM/IM2lqajoNMuH7jrQ00592b6F/Ht5HPZhDwEtyaDj9aeJ5VJiQovWjcDIHhNFVcJ7iAdKQksHvEW9Zu4TWIh2DYoND6J5RZ9L1w3MpYNAg07+fo38f3vo5bT5ajZENPMSIMfnfE8/Xo4zcW6JdDYtCGJ0OV7QpIw3J+1zzdM665Z4IVLfDQQ+/OWMSpepT5FmZbjGH/lqyg+bv/IK6jmF7FZAnEGdB0VQ9ch1fEm0WLAphdCpc3o2PnwlT/YCa9ja6Y/2nnkhJN8Oe4d154+hHIwpokIV+F3uNd274jMrbWjDagYfnz7qQpqSkaf0YlI+DMDoWruCtfPrpkdZmunP9Z56C4K5+uggM8gQ4zBg8zJK/r7KtlWZ/vpR2NKDAAujlL8Jz5COsNDLL6z0CCKNj0HR0VElTA/1k0wrXV7PhlIvnii6ksxJTLP07G7s6afbapa737MG/mZM7hu4bdaaWj+CFeib1VskBEEbb85Fo01U7729u9CTuuz1/LjgggP561oV0jj7n4hkOFwz4/pol9EUdgnJAL/8xYiz958hxWsWxQLTtsCaE0c78SbQ7VTvz9imLots9RX6P+KeJ59M3hwy31e+u7Winb6/4kA6jRB/wosO2apdoqdQbrwAgjLbjZtFeVO3MJ2T8aN2n8DgEP8otoHtGnWHL387vGr+z8iNq7e7CjAB6iWOzaFGwpHEEwASGwKXe/qbamVMyfrz+M4iiYFxcIt2tbfvJr4yOifec/g7AcX64bpmntrEGIkXbD0tCGO0Ex2bzSRlKmQScvM95igjc6M0F+/2Zkz1FwO3MdzNG6JHsDRwERy5rFMcM0d6EJSGMdmGHFrtyRRsk7/cyK2uUp/6k3WFZf7igiIIGYbqBr4vjiqoyLR/xLdF+AktCGK3OOtGUV3KufYoyb73Eh4TSHSMKHHM9LPDsOQJwIndvXKF1d+gJ6j3kHEAYLclvRCtU7cynZKAg+Ine4khDTsfwJ7fnjvGknQBwHI4nuG/TKtrZUKf6EbwhsYZ6K2sBCKOl4GCbn6t2fmb3VhwddQJc3eamzJGOu66UsHC6LC0TNxh8jUMtTXTPphWe/1WEDyQ4AEtCGC21jou2XLUzv4Cfv+sLWPEEuNwbn1DgRL4zPBc3GJwCF/D4ycaV1NzVqfoRyVrWIQBh1Jt9pHiEFL9b4AR+8HW+NTTLsdc2Pj7Jc2YfACfD6Vkcka6BC0S7A5aEMPqbd6i3CoXSEyK/W+jAKfBfg+uhnp2U6twJN2gQTR88FDca9AkH3/G6oIGnqTdlDEAY/cKVol2u0pGr2ty3eaWWdwqOhfP9nJ7WcBGEEfTD20f2ec73VISDcbbBihBGf8B7YW+odr5n40rX1z/1xfj4ZFdcY4DNixYAY/nt9o1aotTjRHsfVoQwms2XogWqdORAmzXIVfRJQWyC468xOiiY0sMjcbNBv/CWqoZTdS4RbTasCGE0i0dFy1HpyBGonJoBfJMVGeOK68yJisHNBv3Cr1zu37xaS6TqAtESYEkIo9Fki/agkotZX+OpcgF8w+8WOdfPDQwOi8ANBwNaN+7ZtFLL+o6zGyGMhrORFIqDc3ULrmyj4cnPFcSFhNi+YPhASQgNww0HA2JJxRF6qniLancO8f4TrAhhNApOzYhV6fjzL9Yg2GYAhAYGuuZaIwKDcMPBgHm6+EstBcd/TL27XQDCqCtcpFcpNeO5vdtpcfkhWHAAhAwKhBEA8MF/iQfs8rYWla68DfM5LAhh1BulchT7mhrodzs2wXoDpMlFW82t3d244UAKFsWHvlTWt0TR/gwrQhj14kXqPTFbGg2DGMLocBq7OnDDgTRLK47Qs3uU8/dvJ2ypQhh1gAfRTSodka+o4kV1uUYcy1tbcMOBEk/s3Ex71PMbN8KCEEatcNFC6TBJ5Cuqs7ep3hXXiXKAQAsadqM4gPAJWBDCqAon8ktXs+ak3J9uXgXrKVLS1OD4a+w61kN7XPIAAIxhXW0l/UF4jor8hJD4D2FUgAfNAyodH9u2gY52tMOCinxZV+v4a9wqrrETp6oAjSzYs83zzlEB3gVbDQtCGGVZrWKbV/YX0/ulOEhbC2td8F52Ld49A534zfaNqkfX5Yn2HVgQwjhQLvEOGilaurrouRJUX9JKcWOd49+/fVJxGDca6MK+5gYt7xtfggUhjAPl/1Q68eA80tIM6+nAe6X7HXttnIv2RV0NbjLQjTcO7fU0BUJEewUWhDCejvtFi5LtxKHTfLgo0Guil1DPsWOOvLbXD+517LUB//FCyU5SHFU3EHIbIYyn4Veq3iLQjwPNjZ6UF6fBATevHtiNGwx0h19BaFiHlsOCEEZffEQKhw9zyDSHTgN9eXr3l87zFg/t9aTzAGAEfxcPXYfV3s8Ppd7YCgBh/Bq8lTBdthMPwgXq5ZlAP2ypq6F/lR10zPVwcNb/OFDsgbXQ4DW+CutBGPvyFqX55bb1sJyB/HbHJk+ZOCfwzJ6tVNkGbxEYy2dVZaoP61wR535YEMJ4nGmi5ch24oCbJWrJtUDCI9dQ3cMybK2vpb/u3YEbCkzhlQPF1KhWc/hRWA/CeJyFKp0QcGMOL+/bZetAHPZ479u0ylMGDgAzKGttoV98uU6lK6dvPA8LQhj5hbN0PVQE3JgHh6Dfu2mlJ1LVjr/9Z5tXu6YwOrAOnD6mGIjzA9HCIYwud0hkO9R3dnhKvwHzYJvf+vlSqrVZDVo+HuhDBwUQAXuhGAPBmrAIwuherqTeU63lBtvW9a46UNcqsMf4/TWfUJ1NxJEPk0XEMvAnHAOheG7jVLd7jW4WxhdlO/DWBCrc+I8dDUfpe6s/tnTpPd4+/ePOLzzeIgD+RjEWgk/feBvC6D5upt7wZCl+vR2HX/ubXY119O2VH9KG2irL/TYOtLln4wr68x4cUg2sAcdCvFCiFBF9sZu9xkHH3Fm3kfcXYmQ68FbexUvfwUyzCCEBATRvTCFdnzHCEr+HA2zu2rDCU5oLACsxPCKKPpl2pUrXd0W7AsLoDniE/FO205x1y5C3aEGmpqTTL8YWUVp4pF++v1vMn7/t20lP7vqC2rq7cUOAJZmdk0/3jx4v243FgSeW6ypTuFEYq0ky6GZfUwPNWPYuZpdFiQgKoh+KiT8raxRFBQWb9r2cX/nbHRtVAxwAMI3wwCDa8I1rKThA+u2ZK71GtwljvmjSoYK3fb6UljnwtAenERscQjdm5tEPhEDGhYQa8h18ZNTSyiOeiNNNR6thdGAb5uSOoftGnaniNbouFsVtwrhLtDyZDuwNXLL8Pcwqmz0dX5I2nK5Kz6KzElMpcNAgzZ/Juwbvlu6ntw4rJ04D4Fd4N2W98BoV5sNLos2CMDqTBNGkj06fteYTWlVdjlllYy9yctJgKkpMoTPikig3Ktaz9dofXL7tUHMTbauvpQ1HqzyFme1YeQeAk/lx3li6O2+cbLcO0ULdZCc3CeMS0S6EtwiSQ8MpOSyM4oJDKSwwkALEE3RDZ4e3dXpOwUBtU+BE4kNCafX0b6t4jf8h2jMQRufBK53UaMC7RQAAvEYPnIcUD2F0Flzl5maZDvwe6cIlb2MWOQh+Sh4cHkHxwlPk9y28pRoaEOiJLmBvkUv9tXR3eU4naEbZP+Bgr/HzGdeodD1XtFUQRufABTZDZDrcs2klvXtkP2aRTeHt0dEx8XSW993iqJg4yoiMpqBBAwuwY3Hc19xAe5rqaVtdLa2vraSDCLoBDoFzGjm3UZK9ouVCGJ0BHy31vkwHPsXh7I/+gdljQzGclJhKl6Vl0oWp6ZQUGqbr53ON1uVVpfSvsoO0tqbCk9wPgB1Jj4ikZdOuUukaQS5I+HeDMJaIliXT4fEdm+j5vdsxe2wCb4teNzyXbs4c6ZnwZlDV3upJ3fj7gd10CJ4ksCFPTjiPZqZlyHb7QLRLIYz2hovg8lEMAw66YS9g/If/5ykIDawNvyP8ftYouiV7tCctwx9wwv/i8kO0YM92+rK+BjcF2IaihBRaOHm6bDd++R7idNs4XRhfEe0GmQ7sKbLHCKwLB9Fw8XCOrIsPsU561ScVh+kPOzejRBywDR9feIXn3bsk14v2GoTRvvBeuNSLpqlL/mnp8/7czoT4ZHps3Nk0IjrWkr+Pdxx4e3X+ri+ovrMDNwxYGt5K5S1VSQ6IlglhtCfT+CFepgMS+q0Ll3m7d9QZdFPmSE+QjdWpaW+jx7atp/dKD+DmAUuzdsY1lCC/8+LoIBwnF4f9s2yHp4q3YJZYEC7p9v6UmZ7TM+wgikxiaBjNF0/if5p4PsUEh+AmAsvy4r6dKt3+Gx6jPZGqdNPS1UVnfPgaZomF4MOI7xs1nr6fPYoG2fg6uFjETzatpM04jQNYEC6RuGr61bLdWr1eIzxGG/EoSZZ/e3n/LswQC5EeHkl/P3cG/cDmosgMjYiiVydPp1uzR+PGAsvBqUcKAWMc8T8RHqO9qOQHIZkOFy99BycoWISzE1M9W5AJIc4r6P/moRJ68Mu11NmDIuXAOswYPIz+p/AC2W7rRSuCx2gPwmVFkZ+WIIrW4NrhOfTipIscKYrM1cOy6W9nX+S3vEsA+uKj8kPUKF8feLxT7eFEYZR+KfzMnq2YGX6Gt0v/c+Q4+vW4SbocLGxluH7rP877pmeLFQCr8PrBPbJdAqm35Kbz1iMHbqVy+ZGEgf5xW3c3jf3g75gV/nw6E0L4SEERfTdjhKuum899vHnNJ7S3CQUBgP/Jioqhj6ZeLtvNkdupTvMYw2VEkcEJGv6FvcPfnDHJdaLIpISFe0pyWbVYAXAX+5oaPE0SR26nOk0YH5Pt8G4phNFf8IbpI2PPoquHZrvWBvwuld+pZkXGYEAAv/M3+ZxG3k6dBmG0Nt+X+WM+Xmp1dTlmg5+4P38CXT881/V24Dyyl865iAaHRWBQAL+ySK1S0+MQRos/gMv88T8Pl2Am+Ikf541FXt8JsCg+f/aFFB0UDGMAv8H1fRVyGh23neokYfyJbAc+LgiYzzXDcjwnY4CvMzI6zlNGzulRucDaKBQ74e1URyX7O0kYb5P544q2FlpfW4VZYDJ8OsajY8+CIXwwJSWNfjZ6PAwB/IbidupvIIzWJEfmjz+pOIIZYDK8XfhM4QUUHBAAY/QDH7x8qfzJ6gDoguJ26mQIo/VII8lTpd89sg8zwET42KgFRVM9p06A0/OrcWd78soA8AcK26mR1JsuB2G0EL+X+WMufYRtVHOZN6aQ8mPjYYgBEhUUTH8cfy68a+AXFLdTH3PK9Ttl1n1T5o+XYRvVVC5Lz/TUQAVyFMQmIEgJ+AXF7dTrIYzWQipN49OqUox8kxgSHkG/KCiCIRSZnZNPY2MTYQhgOv+Uf900GMJoobVDtsPnNZUY9SbASQe/GTcJJ9hrgFM3Hht3NlI4gOko7KyxnjgibcN1wsjHS5W2NmPUm8C3hmXTuclDYAiN8LtZPrAZADPZ1VjnSWuT5GEIozUokPnjD8sOYsSbQFxIKN0/egIMoRN35Y3DMVXAdBTS2hyRtuEEYYyU2h6oROCNGdw76kzHHjbsDzjd5YH8iTAEMJVPK6XjMRKccN12F8bvyPwx0jTMYXx8El03DFGoenPx4KFUmJAMQwDTWF8rHY/BL8Nt/wRnd2G8Q+aPV1aVYaQbDM+KB8cUeg4fBvrzM2xPAxNRTNu4H8LoX8bI/PE6RKMaDpcyGxeH9AIjvfEZg4fBEMA0FF4/nQNh9C9SpVQ2Ha3GKDcQTim4Z9SZMITB8Ptbq6dvcOWeYRFRnpYaFkGhAYG4cTZF4fWT7fMZg2z829NkhX17Qy1GuYFcPSybhiNy0nCyo2JopvDM3zmy3xpP10Kk2ZM9P3kITUxIodEx8RR7Uu7qMdHKW1toZ8NRWldbSUsqjtDepnrcTFsIo/ROG+sK101ttes1Dzp27Jhdf/sTot0z0D/eLLzFa1f+C6PcQG/x4wuvQEqBSexurKfLPl1EPX6cv3yo8o2ZeXTt8FylB6IdQiRf2reL3j6yjzp7enBTLcwHUy6j3OhYmS4/F+1xu16vnbdSL5b54y11NRjdBvKNIcMhiiYyQixS01LT/fYQxAUHll50lWdbV3WXgD3L35wxiRZPvcLjAQPrsqVeev281M7Xa2dhzJT54+3i6RQYxw+yUJnFbL7vB5tnRkbTG+d9k+bmTzxlu1SV9IhIenLCefTnwikUj9xXS7KjXnr9HA1h9A/RMn+8rR4eo1EUJqTQmfFJMITJnJ2Y6vG6zGJqShq9df4lNCbWmBxuztN8U4huXnQcbq7FKG6sk+1i6zPm7CqMPDOlwvJ2N+JFv1Hcmj0aRvAT3xmea8r3XDJkOD0jPDqONjUS3o5/5ZyLaVQMzu60Ego7bnYO7LStMN4m88ccCddt3yAjS8PbYP561wV6z7oMCzQ2FeKcpMH0hImHJnOd3RcnXUTp4ZG4wRahrqOdylqlC4pfCWE0l2/I/PEu+W0AMEC+NTQbVW78CL/nm25gwn9yaDg9NeE800TxOFxn989FUygkIAA32SIorKPXQRjNZYTMH5c0NWBUGwDL4beFMAL/co2BdWl/e+YkvwXE8PvT/xgxFjfYIuyQzwM/G8JoLlKVlIvhMRrCWYmpSNGwAJPEfUgzYNuRPdELktP8em0/zM1H0QirCKN8ZGqaXa/VrsIoFSe+B4E3hnA1vEVrTOJBgzwRnXrvBtyZ539vLWhQAP1HHrxGK7BHvlJRGITRPMJJMiK1tLUZo1rvJ5OAAPrGEBSztgp6v2fkgJvRFokMvTwtE2d7WoADzY0qz1fhEEZzuELmj4+0NFMHyk3pzrnJQyjS4NB9MHCKElJ0S7hnrkzPssy1ceDPlUOzcJP9DK+jvJ4auV5DGNWRKjVU0ozAG0M8lFR4i1aCy7RdlKrPdio/5k+1WAqOv991AuX11Jal4ewojFIvHBTcfzCARRi5i9ZDr3uSHRVrua1Lrq4UiLQgv3O4pUm2Sz6E0RzSDL6R4DRMiE+mxNAwGMJicIk4PXJKR8idomAKXMRgeGQ0brKfUYjXsKWrb0dhjDH4RoLTMBXeoiXhijGjYrTXGbVqCg4q4djSY7Rl4Vs7CqNUhEFFWytGs85w3pwRuOng2rbubkM+95xE7YenR1s0qErP4CKg6jFKl4WzZTixHYUxUO5GwmPU1V0Xi5NRpyu8ULLTNXb8sOwgGVG9d1KS9ocWq77Lw2HGVhBG6fU00I7XaTdhlF6Rq9rhMerJWYnGBEFwkNR7pftdY8dNR6todXW57p+rR5BKXWe7JW3W1NWJCehnFNdT2+Uy2k0YpWrvVba14lQNneHEbyP4+8Hd1NLV5Spbvn5wj+6fycdC5URpC54pt+jrhyPY/fE7vJ5Wt7dJLxsQRmMphLfoXybGJ+v+me093fTGoRLX2XJx+WGq7+zQ/XPPiE/U1F+hJqbhtHZ3IcLcIlS0Sb9nPBfCaCxSp7LWdrRjFOtIaECgIQfIfiwE4qj3XhkVlGI1uIoIPxC8X3pA988eH6ft4WVfc4Pn/D0rsaG2Crs/FqFK3mMcBWE0lkx4jP4jPzbekPeL/zy876t/7jzmjgALFkXGiPeqZ8YnaerfIwRoSeURS9lrqcV+j5up7ZAWxqF2u0a7CaPUo3BtOzxGPRkXl6T7Z9aIp8/Pqkpda9P1whOq1PmdXk5UDEUEBen2sOJvusTD0iIDPGugRn2H9PZ/ot2u0W7CKBVVUN8JYdRXGPUf34vKDnxti6zFZZGH7J0tLj+k76QWXv3IaG151Wuqyy1zjuk7R/Z7HqCANVCIWo612zXaTRil6pA1IrxbV4w4hujtkzwTt7xHOjH14OOKw5a7V3wX5u/6wu924tzFP+/eislnIRSiUm1Xy8/RwliP4Bvd4ANjs6L0Hd8cZbilrsaV9jxR/z+vqfBEXerJSB0eYjgoanmlf7e5ny/ZTvtxEIClUNjVsd35dHYTRqkXJ/AY9SNTiCKLo5581McWohvvGUeofl5Tqetn8ntGPXhwy1q/RXfvaDhK/1MMb9FqNMs/xAXZ7RrtJoxS5YWaXZYwbiS5Ufq/JuA8PrdycvTtyuoynYVRn/tV3tZCd2/4zPRybCzGd4rvPR69C6xDY6f0w6vtysIFOPn3NnV1YBTrJYw6H0XEie1cFu1kunvc8Y6x/aSn7pVV+paHSwoNo/BAfR7U19RU0E82rfREh5oBj41Zaz7GWaqWHbvSDyu2O0gzwMk30C3J4maQFRmj6+d9WlnaZ6BNS7c7vXyOANU773ZohH7HNP2r7CDdvm654fVKj7Q003dWfkQ7G+ow6SxKc7f0GIAwGoyUgVGNXz/SdD4Lb3VNOYx6Enq/Z0wP1/dcRQ7EuWbFv2i7QSXjOG3lqhUfuOr4MXiMEEbTQfCNNb0PZk11RZ//vcMl75Sa+nj/vbG2ytL3jGHRulqI12+3b6QGneq88lFGd29cQXes/9RypehAXx6j83d1gnCbwekIDgiglFD9To7hgI5DPgpCu0UYj/WxjbzpaLWlPcbj8Bb4X0t20D8O7aXrM0bQDaKp7Chw1OnL+3d5clk7sLtjG3pckGsMYQSnZXBYhKeail6sramAUftgZ+NRTxQmF2vXAw7AMRIOklmwZxv9RbTx8ck0JSWNJiYkU150HMWHnHpwO79D3VZf69ky5tqnexqxZQogjKbT1o10DT3Q+/1if8LoljMZ+yqWzu/Edwov6gydatImGyyMX3m/om08WuVpx+FarfHBoZ4HKvYGuTwjguGcQTc8RpsvPtie0YWEPp7+taD3lqEd8ZWft6OhTjdhTDBJGI/DhyRPSkqlwoQUT94re6wxwSGeSFYuI7ZLiD7f+w1CQFH71L64oZ4xtlLB6T2PsHAdJ1UXlTQ1+Pz/c6JjXWHTzMgYT2rCyRTrmKaQZJIwTkpMpRsy8+jClHQKC/S9DXx+8pCvPA7eNeATM7g1I0gOQBiBmz3GrfW1Pl/e86JqRIUdK5IfE08rq8r68BhrdfuO2OBQQ69hqhDC/xw5jsbEJkj14zM9JycN9rT7R4+n1w/tpZf37aIjrc2YbADCCOxBko4RqbsafefAjYw25iBkSwqjDzHZpaPHGBIQ4HnY0PvdXlZUDP2ioIjOEcKmFd5qvTV7NN2cOZLeEAL59O6tVNHWgklnYcICnS8bjs5jDHDJIms0/O5IL4r7iUQcExvvGpvm+zj9gnNvS3X0nKKDQnRcEAPpJyPPoEUXzNRFFE+EU4I49ePjC6+gH+UWeP4dWBM33BtHX2FkUDBGscWEsaSpP2FMcI1NMyOjfdYy3dfPO1gVj0wPihJS6P0pl9EdI4wVLRbfe0YJ8Z0yU7cgJAAgjMDSwniwuQnCSL27Gb4OE9bz/MGYYG33jre22Ut8+ZyLaVhElGn24dq8r507g+7MG+ua7XV4jBBGU4gIxCtUXYQxWB9h5Hddvt4f8WTjxHA3ke9j63ifjsKo5QzN5NBw+l8hiOwl+kOc+DvvyhtHfzlrKsUGh2AiWoSwgEDHX6PdhFEqsxTvKfQhWieP8WBLo88byKLotvvly2M80KzfVqrq6wROwXj7gks8OYn+5oLkNHrjvG9SRmQ0JqMVREP+Icl2FQEc/o4RHqOV8FUflXHTNuq/Pca+r/lAP3aSfroPlHu6Zy+Nty//Nukij8doFVgU/z55hivHCdZVCOPpkCplExWE7RddPEadtrH6e3fmxgWPveS+tjrLW/VLV5DxwlkIWRB5+9KK7/W4YMGL4vdBHP2LwrpquxJkdhNGqYSs6GBEpVqJA/0KY7zr7MF5hrl9VPpp7e7S7UingXJhajq9e8Glni1UK8PvGlkcR7rsfbS1HpSl11XbFcm1mzBKVZiORPCNPhNBp3eMvrZS2Tvh5H434iufsVynJPfTRRRzVaM/jj+X/lI0lRJNrq2qRRyfP/tCz6kvwHwU1lXbnQxgN2GUeoyOQiSbpeirNijDZeBk34U5Rhh9eMqVba26fL6vDVEOoPjO8Fz6cOrldHl6pu3sxqL4TNEFCLDzAwrraofdrtFuo0rqeG94jNbClxfk5ndGvgJwyg0si8ZnJv7jvG/QY+PO7vPcRLswNjaRHioowsSyvsfYbrdrtJtycNmUAb8ESbDJ1pAb4ENtW32cj+lmYeSUDfbqTo5n1zMA50QhuXvkOM+Bwk7heuH1rqoqow/KDmKSmYTCumq7E6ntJox8kF/egG+gjZ+GnUZZPwt9vouFkd8BckWZgye9f9WrkHbgoADPKRg/yB7lqW/qxBoyj449i9bXVlFVeysmmhnCKL+u2u4AVrttpe6X+eMkC+VhuZ0aH4sWv+vyFYDiFvp6MNBrK3XumAn03FlTPUc8ObWwWpxYqB8Ziy1Vs1BYV/fb7RrtJox7DX6yAQZR6UMYMyKiKcLlhRj6CsCp0Cn4RktJODsxY/Awj2cMLOkx7rXbNdpt1myQ+eNkeIwW8hj7fv/uxvzFU4QxJmHADxLAN/MKCl3zIOBPFNbVDXa7RruNos+kbmAYgm/0oLNHe+EKX+9/xsQmQhj7eDg42tHuM1gJ9M3wiCi6Zlg2DGG0xxgq7TGugzAaS63MH/PTYxy2UzVzRIeDc/f5KIydD4/R8wR+8lN4z7FjtKWuBoNPkjtGjPVUFALGwOtpqPzpGqUQRuORcl/SwlEdQyuf11Ro6t/dzyKPupe+HxDePrIPhpFkiJjv1w8fAUMYhMJ62mPH67SjMEpVURgaHoXRrJE3D5do6v9JxWGqaW875b9zmgLO2fMKYx/vGd86tE/XQ4vdwu0jxri2kpLxwhgp26UTwmgOjQbfSHASG2qr6EPFBOr2nm56YudmH14SvMXjjO7DY+w61kP3bFyJd42S8Lb0FelZMIQBKDgaDXa8TjsKY5nMH7NXArQz94s1Pt8T+oKruTz05edU0tR3P0Sknugx9m2LL+tr6Ja1S6m2ox1GkuDGjDwYwQAU1tMyO16nHYVxl9QTDoRRHze9q5NuXPUxbTxaNaC/Zy/n55tX05uHfG/DFiAi9SuGR0b7PAljfW0lXfnp+/TOkf0eL9IoSlub6eniL+nl/btsb09+Z3tGXBIGlt4eo/x6asvBZEdhlMqJQfCNfnDKxfdWf0yPbF3n8/QHjqZ8r/QAXfXZB6d9N+n2ijcnwlVpRvdjD66Ec++mlXTBx/+kNw7tPaW2qip87iM/vMz+fClNW/I2PVW8RbfiAv7maqRu6I7CerrBjtdpx5Ijr4v224H+cYZ4Egf6wTmNr+wvptcO7KHx8UmUFxNHqWHh1NzV5UnrWFNdTtV9BNqcDB8blIgi71+D3zOuE97h6R5Ofv7FGlp4YDfNyR1D01LTpZPaixvraLW4T59VldEq8b965KlakZlpGfTLresN9bLdhsJ6+jqE0RzYDTlGNLDSj+GBQZ59cV+H5AI1eLHhRfx0C7kvCuIQeHMyY2IGbhNOf/mP9Z968srOTRrsSXthjzMhJMxzwnqAmB58okl9Z7vHA2Qx3NlwlHaINpAHFyfAEc+FCcm0RmO6EeiF19FwuSOnjnnXawijWY6LaAOO88+OioEwWoz8GAjjKTZRCEaq62inRaUHPA2cyvTBwyCMOsHrqMI6bUvsWiLiqMwf8wnxwGLeEVI1Th2n0bGo2qIzvNUMdBqf8uvoUbteq11n4X6ZP86Sf9IBBlMAYTwFflc4IjoOhtARjqIcCZvqgsI6ut+u12pXYVwJj9G+JIWGUUoYTj7pC9SO1Z/zU4bACP7xGFfa9VrtKox/lfnjkTF4YrQS2EbtRxjx7tUnsgUmjnNWQiqMpwMK6+hf7XqtdhXG7UQDT+XixOlMpG1AGOEx2pqF+3cr9ZuYkDywEHbgk8x+ClD44Jh3nYYwmoxUzPloJJNbyCvCvfDFqOh4ChiEZbwvttbXKKUHxQSHUCbiDDShsH7aOifIzsJ4SOaPC+JQfsw6XhE8Rl9EBAWhKEU/vHFILS3uDMx/TSisn4fsfL12FsbPpG4sFmNLwEnXKOzeP2PgUfvk4/JDSpVssGOkURjl18/P7Hy9dhbGFzAxbLjo4wEFHrUGuJrPiqpy6X5I2dCGwvr5gp2v187CuIokAnDiQ0LhqVhi0ccDCh7itPFJufwuHRdPAGrwusnrpwTHvOszhNFPtMj8MUenAX97jHjXY3WPsaOn25J26fAWO/+0Sv6Iv5SwCNk6n0B93Wyx+zXbXRh3yN3gFIxyvwsjvKHTkSCezvn0EX8RPMiay0J7d69g87mRvg6/9gXH+WZEYsdITRil180ddr9muwvjQpk/viAZFTD8SWRQMGVEIOJyYF6j/x4grPoeOPmEakl8bJYsg8MiMbAUUFg3F9r9mu0ujM/K/HFaeKSnAT8t9jHI0Rsoo/1YAceqqU0nCvamo9UKworzP2VRXDOftft1210Y+ajxDpkOU1PSMNrhicBj9IGV02nGnjB+NhytUvAYIzCwJFFYLzu86zKE0c/sl9oWgDC6brG35UOEnzxGfngZZNnx82+bHG5potqOdqn+KaEoXC+Lwnq53wnX7QRhfFPmj89KREFhf1GAiNQBkx4R6fHe4NX/G/ZkT7TJjvpaqf6JodhKlUVhvXzTCdftBGF8VOaPo4OC6ZykwRjxJsOh8tmoVymFP/IZx1q8dNqJwr2zsU6qb3wIhFFOFFM866WR6zGE0Tik3zN+c8hwjHqT4SNrAhF4I4U/8hmt/h74xO34XQ1ywhgVhDxGGWamZcp2ccT7RacII7NF5o8vSk3HqDcZ1KrVJgJmwNuUwy1eHWrsCdvx+yXPZ4yS935cjcI6ucUp1+4UYfyDzB+nhkWgdiI8EesLo8kBOHa4Ryd60bJJ/pEQxgHD62OqfBTvH5xy/U4RxtdkO0yF1+joRd4J8DvZsMBA87wxGxzNlHHCgblcUJwbhFF/FNfH15xy/QEOupdSiU3XDsvB6DeJ4IAAyotBEWdZ+J1snok7G3bY7h50kmd7pKV5wH1DAgIwqIxbH2ucdP1OGikvyz55DsVpG6bAi3vQICxKSp62iWJll+3uE38n100F+sLrosJh2S9CGK3Jg7IdrkjPxCzAgmtt25mUshFno2PZTvRsS9sgjHqjuC4+6CQbOEkYOUxYapZcPTQbswDCCI/RZvfoxN9a1daKQaIzCutiMzkkTcOJwshIHY7J2wWITjVjIUMpOFV4G9qM/M+xNhLGTDFvI7w5iVXtbRgkOsLrocI26iqn2cFpwni7bIfLsZ1qKLyoj4yGMKrCUalmVAyyU54pn9CS791irm4fuKPSc+wYBtRpuDQtw5R1F8JoLiWiSVUWvmpoFmaDgeRGxZqacuBEzEh1sVsd2+O/90Bz44D7lLW2YDCdhm8Pk95GbfeuuxBGi7NE5o85iZVrAgJjwPtFHYTR4K3o+JBQT9FyO9qEhXFvU/2A+iyuOITB1A+8Diok9S9xoi2cKIyzpZ+ShiKnEcJoXYwuJm7He3TcY+TN0d9s30in2yTlI6qe27sdg0n/dXC2E23hRGEsJdno1GHZniR0YMSTPYTR6jYca8PjwPi9K5/YwiyvLKUHt6yljp6ePv+2sq2Vbl27xPO/oG84FuDqYUrRqKUQRvvwtmwHvGs0YHCdECQB1OHi3kZudRbE2e/hxRPUFfPviPL/O7iHLvt0Ef3v/mLa3VhP1e1ttKWuhp7ctYUuWf4ebZU8u9FtKIgi875T7eHUc1juFO0GmQ5zcsbQ6wf3YoboyIlh9UAbY2ISpMqfSQmjTb36ccLT3Xy0+qt/39fUQL/Yug6DRQFe/xS43an2cKrHyI+HUrX7OHcnDzmN+i7m2EbVDaPeMyaEhFJaeKQtbZKP/FhdyFPLXazxrrMQRpvxlGyHGzPzMEsgjBYVgQTcI4wvQ1Bc955ysk2cLIy/FK1HpsMNGSNQ7BoLl6u8IzscNeWLEcLTCQ1AjqwW+F0tr3uS9HjXVwijTdkKr9E/cBEzBN7ox+CwCM+2Jx5evr6onxiAA+S5IUNpvdvqdLs4XRhvke0wJzcfs0UH+KSGmOAQGEJHRhsgYgU29+oLsCuhCcX17han28XpwrhBNKk6UMmh4TQ1JQ0zxsWeiFXR2wNPDA2zbeANxpl2eJ1TqHTT4l1XIYw251nZDvePnoBZo9m7wTaq7sKoswg4wduCMKqjuM496wbbuEEY7yXJIJzc6FiamJCMmaOBnKhYGEF3m+p7ykZBbKLtbcKpBqhaJQ+vb7zOSdLjXU8hjA5hjWyHGzMQhKMFHPGjP13HenT9PCeck8miOArHmkmjuL65pnqCW4TxWtkOfE4jvB51VleXwwg6s7a6QtfPs3Oqxokg0V8OXtcUz6G9GsLoLLjQbZn0U1XmCMwiRd48XELFjXUwhE5UtbfSX0t26PZ5SaFhnhQQJ4DIVFPWtTJyaMFwNwsj8yPZDjdljrTdOXVWoa27m76/ZgmtramAMTSyvf4ofW/1x57C2BCTvjxGCONAGRIe4VnXzFg/7YybKjzziRtNokXJdPpeRh49vmMTZpSil8MLOm918dFGsRJ5jZelZxp+DiGzYM82aujsMO37/rJ3O9V3tA/ob5u7u2hnw1HadLRa93e2Y2ITHTPOOMmfk/278V779N6i2rvFZlI4sQjCaB8eEu2PMh1m5+TTqwd208GWJswqDR4PNxn4PYhZQsXCmB4RZcr3/a1kp+eBwd84yWPksnAsjrJjzG0MF2N8Tq7SKRrz3GYrt8U5zxetQ/opC2XiTKe5u9Oc7+nq/Z6WLnO+r8mk7zkd4+ISHTVe8mOwnWrQOtbhXTchjA5ngWyHW7JHU1ZkDGaWmcLY1WX4d7R2d321/dZkwvfxd/F3+huu7pQSFu6o8YJE//7h9YvXMTPWSwijPbmL1yj5py1EqJqJGZ7Vid/RYoKH2mwRb9GJIoLIVEPWr27veglhdAmvyHaYlTXKcdtP1vYYzRVGMzxUq2yjjo1znogcD8ABp8LrFq9fCrzmVpu5VRhnkWSZOM9TF6rhmCiM5gqVGe8YG+ExGkZ4YBDloiCHnusWr483Qhjdx/+T7XD1sGw6P3kIZppTPMbOzhNEssvU7/OrxxjrzJ0PvGc8FV6veN0yY32EMDqD2aTwrnHemELMNjOE0YQglRO90qauDsO/zwpbqU4MvIEw6r5edXvXRwijS3lOtkNWVAxdmpaBGecEj9Hkd4xWCL5x4vvF46ACztfhdSpL7USW59xuO7cLI5c5kl4R5+bjvEajaTH5HaPZQuwvCmKdG0DGp4UgAEfzOtVFLiv/BmHsm0dlO/Cp199D0r/tRaT5a+ka7ohKdXJaAwfgZCLf2AOvT6lqReIfhfUgjMwvqbcWoBQPFxR5DkkF9hWRRtO3Uv2f3F8Q5+ztRuQz9h7ezOuTyhD1rocQRpjAw60qnVAqzhxvzgzx5Yo0Rh+u7G+PkYNuOPjGySAAR9O6dCsBCOMJcCKr9HmNN2SMoGmp6bCeAXD5ND66ylChOil9wuhIWH8L49hY5xeocPuhxbwe8bqkQBm5OKEfwuiby1U6IX3DOIx+73dyofLGTmNTNvwdleqGbUa+xgAXB+BoWI8uJwBh7IMNoq2X7TRU/SgX4GchOcVj7HK2x+j094tMZFAwZUREu3K+8DrE65EC673rH4Aw9skFpFAq7r5RZ1JRQgqsp7swmitURhcS97cwuuWEmIxI9wkjrz+8DinQ4133AITRJ3yC7JMqHR8dexasZzMhOfnzDRdiP5eEO9rR7opx09DZ4bq5omH9edK77gEIY7/cSwrpG7nRsXRlehasZyNhPFkIm7uc7TEuPLDb8WPmy/oa2lxX7ap5wusOrz8qU8C73gEI44C4VqXTvIJCig0OgfV0osVpHqOfhfGtwyX0+I6Nljgs2QjW1lTQ7euWG552YyV4veF1x8x1zg0EwQR98oFoW0QbJztIZ+fk0xM7N8OCBnh0esLpICcLRIvD0zWY5/fuoFcP7KGR0XEUFhjY79/eM+oMOiMuSfm7VleX07N7ttHtuWPonKTByp+zpa6m3znFMnikpYkOiuY2eL1RfBjf4l3nAIRRikm8lsl61bwIfC6eXD+rKoMFtXqMBgbD9CVSRqZrsAh3W8ST4S3jjUerTvt3320dIYRR/XsONDfSKiGOlwwZrkkYy1qbPZ8Dvs5kYdPb1SLie7zrG/ABtlL7WctEe0SlIwJxrO8x9iWMZn+f5R9MNNrj+DU36fQ5QLd15hFCwA2EUQNcN7BWthPnEl2vVn0CmLQg9imMJnuolre/Rnscr0Wr1fOHMJ4Kry+KaSm1hHqoEEYdUKrGy09zKDKu1WM0bkFs7DTXY7RCAXGzPcbj19ys0+eAXnhd0eAtFsGCEEY9KCGFl9RclOqW7FGwnkU9hb5Et6ULHqOev/l4f612bYTH+DV4XVEseveBdz0DEEZduFQ06ciMbw/L8ZyiDaznKZj+jrHTvcLY1I13jLotRGI94XVFgQ7vOgYgjLpym0onPkWbD1AF8hiZPtHXYtuCd4wnedBat0A7dXkoaIYweuB1hNcTM9cvCCM4HS+JVizbiU/Rnp0zGtaz2ILY3Ge6Rqctr8Wqv/n4w4DWz2nshDAyP8ge5VlPFCj2rl8AwmgI51BvPrEUd+WN8+QcAdmF2VyPsQke49ftr9MWaDOiUjUzKTGVfjLyDJWux7zrFoAwGgaHOs9X6fhIAYLBrORlmf2OsdGFHmPzV8E3eMeoFQ1RqPNJIeUMwghk4aK79bKdsqJi6Bq1l+YQRpO8UUSlnmwPjYLW2anLA4fbhZHXDV4/FKgnFAmHMJrIRSqdHhZeY3pEJKxngQWxr8/u6Omhzp4eQ76v2YXpGo06baW6OfiG14uH1XebLiIAYTQRPu16qWwnLtp8W3Y+rDdAjungtZzOmznFSzIoEtZteYwn9uV7eMxlttMLXi9OV+zdB0u96xSAMJrKNNG6ZTvdmJlH01LTYb2BegsGBcT4+lyjFmE75jFq8dRO7qtq1/aebsO8eMsvMGKd4PVCgW7v+gQgjH7hFpVOKDIus8Ca6zEaJYx2LGvGp4G0dXer2feUsy47XWM3vdCwTtyOlQPC6E84N6hUthPnIs1ROy7GdRi1leorStSo91l23Q5UtYdewujWbVReHxRzFnk9eh4rB4TR34wlhdzG+0adSUUJKbDe6RbmbnOFyjAP1aYLvOo715PtqGrXJhcm9/O6wOuDAse86xGAMPodzhF6WaUjtlSN81hUhaoFHqOlPEYjjwKzKhrWhZcJOYsQRgsxi+ewbKfc6Fi6Mj0L1usHI8qBtQovqOfYMdM8Rn5X19ptz3dlTTp5evAYBwavB7wuqDxDeNchAGG0FNeqdJpXUEgpYeGwnk+PQX9B6c97M8JDsfN7MtXffnJ5PdUtWTe9Y+R1gNcDM9cfAGE0Gj7rbL1sp9jgEJqVhXMbfQqVAQtjf16IER6jnRPUlbdSO/VJ13DTWYy8DvB6oMB6UjgzFkAYzeICUsht/GFOPnIbfWBEVGp/xcKN8FDsvLir2l+vPEa3VL3h+c/rgALd3nUHQBgtS6toD6h0nDemENazhMdo7vdZ3v7dSNcwAw3z/wHvugMgjJbmcdHKZDsNjYhCbmOfC7PJ7xi7zP0+p3qMjV0IvhkoPO95/itQ4V1vAITRFpyn0gm5jeZ4cP0t0sZ8nwuDb7pODr7RJ4jHaWjIWWQmY4WAMNqJEtFeV+mI3MaTPI9Oc6NEzfZQnfpg0gyP0ej5/rp3nQEQRltxnWgdsp04h+nStAxYT6OnoSyMXUjXMMRjxDvGU+B5rpiz2OFdXwCE0ZZcpdKJz1+LCgqG9cj8d34teMdoiKfXBGH8Gjy/NZyzeBVWBgijneHcoh2ynRJCQumW7NGwnh+Eqsnkd5rWF0bVUm5dutjVqadr8Pzmea7ADkLOIoTRAUwUTfpAuTvzxtLkpMGuN16TyekTTdhK/fqDSbefS8I50GPkec3zW4Ee73oCIIy2h3OMfqfS8RH1rRbH0OyHd4zH9L4Gl71j5IOF+YBhPWzQ2NXhuDGtYV4/SchZhDA6iP8ihar3WVExdH3GCFcbjrdS9RaWqnbfawsX/C5vbdH1+yrb7LuWVYjf7qvgui8OtTSd8t9qO9ql7+NR0afFYVupPJ95XivA68e9WEohjE5jhkonDufOi45zteG21R/V7bP4RPqdDf1/3q5G/b6PhXZXY519PXYhZmtrKqT6rKjuu77Fp1VydS8+qypz1DjmeawhPWMGAQijA9kg2mLZToNEuykzz9WG+6j8kG6ftbq6nDp6+n/l+37pQd2+j0WlodPe24HP7tk24O1lPl7r/5Xs7PP/WyA+p3uA3if/3V/E3zuJG8U8HqTWdbF3/QAQRsd6jdL7grz94ubcxjcP7aWa9jZdPuv5ku2n/ZsPyw5SRZs+26nP791ue/uvEg8TCwYgUix5D25ZS4f72Ert9fxr6bfbNw7oOx/dus7WnvbJ8Py9Qe21SCe8RQijG5it0mlu/gQKGDTIlQbjupuP79ik+XPePbKfPq+pHJDX86tt2h/Ql1WWOmY78Imdm+kXQqx8BePwg8QPP19G7wgb98ff9u2kezetpLqO9j7/f36veNeGz2jhgd3OWWTFvOX5a+Z6AbQx6NixY7CC+ewRLUe20/xdX9Azu7e61mi/HHc2XT88V6nvjoajdOOqxVJHQHENS9XC7geaG+m6lf/yBJ04CT4vkL2fCfHJlBga5hFEftj4oOyA5/3tQIkMChafM5wKE1IoSXxOdXsbbaqtondK9zsu4OaOEQX0k5FnqHTdK1ouAQijS0gQrZpI/pXDTas/pjWSwRBOIVA8eT84ppC+J/nOdePRKpqzbrlPL8Xn5BDtXiGOPxTiKHOjvqyvoTmfL+83+hW4g0mJqfTyORerdOWFOYkUotkBhNHOPCHaPbKd9jU10Ixl77racBcPHko/Gz2esiL7D3tn75ADOJ7bu33AQR99MTUlne4X33e6upYcwfl8yQ56dvc26jrWgxEO6KOpl6umZ/yRkJ4BYXQpjaJJH8R2/+bV9OZhdxfWZ+9xxuBhNGPIcBoVHUfDIqOEVzfIE6Szu6mOllWU0lvCRnpVTvnq+0QbFRPvOT8vLDDQ830cJLKs8gi9cajE9hGoQD+uHppNj595jkrXZpV1AUAYnQKXd1ov24nf5cxY9g6V6ZyIDgDQhyHhEcJbvMLz8KRAISE9w68gKtW/8OBfK9uJJ9vsnHxYDwCLwvNTURTXQhThMYJeOAxPehbNWbeMllQcgfUAsBDTUtNpQdFUla4c1hsEC8JjBL38VKXTvDGFsBwAFkPDvPwprAdhBP9mvmilsp04AEQ1zw4AoD88H3leKlDqXQeABcBWqnXIpt7Ef+ncxhtWLaZ1tZWwIAB+pCghhRZOnq7SlRdhTuQvgRXhMYKvw5PiVZWOGir2AwB0QsM8fBWiCGEEvrlRNOkcDE48vzI9C9YDwE/w/DtdAQgftHjnPYAwgn64RqXTvIJCig8JhfUAMBmedzz/zJzvAMLoNj4QTfooCS7ufEv2aFgPAJPhecfzT4FN3vkOLAaCb6xJuGhNKg8ut6xd4riTzwGwKucnD6EXzp6m0pWL6XL4KirNw2MEA4Qny1yVjgjEAcA8NMy3uRBFCCOQ53HRamQ7cQ7Vd9VOCgcASMDzTDFnscY7v4FFwVaqteHcxr0qHWcuX0TFjXWwIAAGkBcdR4umzFTtzoeUIz0DHiNQhCeP0uGLs3MQiAOAUWiYX+9CFOExAn3go+elw97u3riC3i89AOsBoCOXpmXQUxPOU+nKh3UipwoeI9CJm1U6zc2fQFFBwbAeADrB84nnlSK3wYIQRqAfr4lWLNspNSyCfpA9CtYDQCd4PvG8UoDn70uwoD3AVqp9SBCtmhSKjM9a8wmtqi6HBQHQwOSkwfTipItUuvIimyRaLawIjxHoC08qpWNpHikogvUA0IiGeTQfoghhBMZxr2jSORhZUTF0zbAcWA8ARXj+8DxSoM47b4GNwFaq/Zgo2nrZTm3d3TRz+Xt0sKUJFgRAguERUbRoymUUFhio0p2ri2+AFeExAmPhSbZYthNPahQZB0AenjeKorgYogiPEZhLp2hBsp3uWP8pLS4/BOsBMACmDx5GzxReoNK1SzTkSsFjBCZzq0qnh9XPjQPAdWiYL7fCehBGYD6cE3VYthPnYM3JHQPrAXAaeJ4o5iweJuQs2hpspdob5dzGG1YtpnW1lbAgAH1QlJBCCydPV+mKnEV4jMDP8OR7QaUjzm0EwJD58QJEEcII/M9s0ZplO+VGx9KV6VmwHgAnwfOC54cCzd75CCCMwAJcodLpoYJCGhIeAesB4IXnw0PqATdXwIIQRmAdlpBC0n9McAjdlDkS1gPAC88HnhcKrPfOQ+AAEHzjHMJFaxRNOhN5zrpltKTiCCwIXM201HRaUDRVpWu3aNGitcKK8BiBteBJ+YBKx3ljkNsIgIZ58ABEEcIIrMvjopXKdhoaEYXcRuBqePzzPFCgzDvvgIPAVqrzyBZtr0pH5DYCN6IhZ5HhY2tKYEV4jMDa8CRdqNIRuY3AjWgY9wshihBGYB9uFK1dthPnbl2algHrAdfA410xZ7HdO88AhBHYiG+pPj1HBeFQAOB8eJxr8Ba/BQtCGIH9+EC0bbKdYoND6LacfFgPOB4e57FqOYvbvPMLOBQE3zgbzm1sUnkAmrXmE1pVXQ4LAkcyOWkwvTjpIpWuPexsEtIz4DEC28KT91cqHR8pKIL1gGPRML5/BVGEMAL78xApVPvPioqh6zNGwHrAcfC45vGtQK13PgGHg61UdzCRFGqp8si4bPkiKm6sgwWBI8iLjqP3psyUP8C0Fy6NswFWhMcInAFP5sXST02izcpCkXHgHHg8K4riYogiPEbgTDj3SjoM7+6NK+j90gOwHrA1nLP41ITzVLp2iBYKC8JjBM7kNpVOc/MnUNAgDBVgX3j88jg2c94ACCOwBy+JVizbKTUsgn6Yi9xGYF94/PI4VqDYO2+Ai8BWqvtIEK2aSP5Vy02rP6Y1NRWwILAVkxJT6eVzLlbpyotjEilEdQN4jMBe8CSfr9IRRcaBHdEwbudDFCGMwD3cK1qDbCfO/bp6aDasB2wDj1fFnMUG7zwBLgRbqe5FKbexrbubZix7h8paW2BBYGmGhEfQR1OvoLDAQJXuyFmExwhcCE/6VbKdeJGZkzMG1gOWh8epoiiugijCY4QV3E2XaNKrx5x1y2hJxRFYD1iSaanptKBoqkrXbtGCYEF4jMDd3KXSad6YQlgOWBYN4/MuWA9AGMEzopXKdhoaEUVzcrGlCqwHj0senwqUeucDcDnYSgVMmmiHSSG38YZVi2ldbSUsCCxBUUIKLZw8XaUrL4RDVR4SATxG4Ex4MXhVpSNyG4GV0DAeX4UoAggjOJkbRWuW7ZQbHUtXpmfBesDv8Djk8ahAs3f8AwBhBKdwrUqneQWFlBQaBusBv8Hjj8ehmeMeQBiBO/iAFJL+Y4NDaFbWKFgP+A0efzwOFVjvHfcAfAWCb8DJhIvWpPLQdNvnS2lZJV7TAHOZmpJGz511oUrXHtE4fLUVVgTwGEF/8CIxV6XjwwVFsB4wHQ3jbi5EEUAYwUB5XLQq2U6cO/a9zDxYD5gGjzfFnMUq7zgH4BSwlQp8wcdo7FXpOHP5IipurIMFgaHkRcfRoikzVbvniFYCKwJ4jEAGXjTeUumIijjADDSMs7cgigAeI9BCu2jS4X53b1xB75cegPWAIVyalkFPTThPpWuHaKGwIIDHCLRwnUqnB8dMpKigYFgP6A6PKx5fZo5nAGEE4ETeFq1YtlNyaDj9IBu5jUB/eFzx+FKg2DueAegXbKWCgZBAvVF80g9Ss9Z8Qquqy2FBoAuTkwbTi5MuUunKOYvJotXCigAeI9ADXkyeVOn4CHIbgY5oGE9PQhQBhBHozb0qC0tWVAxdMywH1gOa4XHE40nxwe5eWBAMFGylAhk44kG6lmpHTw9dtnwR7WtugAWBElmRMfTelJkUEqD0LM/VxTfAigAeIzACXlwWy3bixWxW1khYDyjD40dRFBdDFAE8RmAGnaIFyXb68YbP6F9lB2E9IMU3hgynpyeer9K1SzTkDAF4jMAUblXpNE899wy4GA3j5lZYD0AYgVm8JJp0WZvUsAi6Y0QBrAcGDI8XHjcKHPCOUwCkwVYqUIVzG6t5DMl2vGn1x7SmpgIWBP0yKTGVXj7nYpWuvKglEdIzADxGYDK86CxQ6fjo2LNgPWDkOFkAUQQQRuAvfiRas2wnzkW7Mj0L1gM+4fGhmLPY7B2XAEAYgd+YodLp4bFFNCQ8AtYDp8DjgseHmeMRAAgj0JNVpJD0Hx0UTLOyUGQcnAqPi2i1k1nWe8cjAJpA8A3QC84ZC5TtNGfdMlpScQTWAx6mpabTgqKpKl27SSG3FgB4jMBIHlDpNG9MISwH9BgPD8B6AMIIrMbjopXKdhoaEUVzcsfAesAzDng8KFDqHX8A6AK2UoGeZIu2V6XjDasW07raSljQpRQlpNDCydNVu/PxLSWwIoDHCKwIL04LVToit9HdaLj/CyGKAMIIrM6NorXJdsqNjqXL0jNhPRfCOYt8/xVo8443ACCMwPJcrdKJT2ePCsJhCG6C7/e8gkJTxxkAEEbgDz4QbYtsp9jgEATiuAy+33zfFdjiHWcA6A6Cb4BRhIvWpPLwNWvNJ7SquhwWdDiTkwbTi5MuUunaw86maK2wIoDHCOwEL1qPqHREII470HCfH4EoAggjsCu/JIVTDjIio+n6jBGwnoPh+8v3WYFa77gCwDCwlQqMJl+0bbKdeFRetnwRFTfWwYIOIy86jt6bMlP+IM9ekLMI4DEC27NdtMXST2yi3ZKNIuNOhO+roiguhigCeIzASbSLJh1+ePfGFfR+6QFYzyFcmpZBT004T6Vrh2ihsCCAxwicxG0qnebmT6DQgEBYzwHwfeT7aeb4AQDCCKzMS6IVy3ZKDYugW3NGw3oOgO8j308Fir3jBwBTwFYqMJME0aqJ5F8x3bT6Y1pTUwEL2pRJian08jkXq3TlBSqJFKKbAYDHCOwAL27zVToit9HeaLh/8yGKAMIInM69otXLdsqKiqFrhuXAejaE7xvfPwXqveMFAFPBVirwBxNFWy/bqa27m765/F060tIMC9qE9IhI+nDK5RQWqBRAxdXFN8CKAB4jcAO82H0q24kX19uy82E9G8H3S1EUP4UoAniMwI10iSa9as5Zt4yWVByB9SzOtNR0WlA0VaVrt2hBsCCAxwjcyO0qnR4uKILlbICGgJvbYT0AYQRu5XnRSmU7pYVH4txGi8P3RzFnsdQ7LgDwG9hKBf5GObfxhlWLaV1tJSxoMYoSUmjh5OkqXZGzCOAxAuBdBF9W6YjcRmui4b68DFEEEEYAepklmnQORm50LF2ZngXrWQi+H3xfFGj2jgMAIIwAeLlWpdO8gkJKCQuH9SwA3we+H2befwAgjMDJfEAKSf+xwSE0KwvnNlrC7Rf3ge+HAuu99x8AS4DgG2Al2PVrUnlgQ26jf9GQs9gjWpRorbAigMcIwKnw4jhXpeO8MYWwnh/RYP+5EEUAYQSgfx4XTfp8qaERUcht9BNsd7a/AhXe+w2ApcBWKrAi2aLtVemI3EZz0ZCzyPBxKSWwIoDHCMDp4cXydZWOyG00Fw32fh2iCCCMAMhxnWgdsp04h+7StAxYzwTYzoo5ix3e+wsAhBEASa5S6cRFxqOCgmE9A2H7aijmfhUsCCCMAKjBuW3Fsp0SQkLpluzRsJ6BsH3ZzgoUE3IWgcVB8A2wOsq5jbPWfEKrqsthQZ2ZnDSYXpx0kUpX5CwCeIwA6AAvok+qdHwE5zYagga7PglRBBBGAPThXlI4dSErKoauG54L6+kI25PtqkCt9z4CYHmwlQrswkRSqKXaLcb3zOWLaG9TPSyokZyoWFo0ZSYFDhqk0p1L42yAFQE8RgD0gxfVxbKdeBG/KTMP1tMBtqOiKC6GKAJ4jAAYB+fASedi3L1xBb1fegDWU4RzFp+acJ5K107RQmBBAI8RAOOYrdJpbv4EClDzdrBICLux/cy8XwBAGAEYOC+Jtk+2U2pYBN2OIuNKsN3Yfgrs9d4vAGwFtlKBHUkQrZrHr2zHm1Z/TGtqKmDBATIpMZVePudila68sCSRQjQxAPAYAZCHF9unVTqiyLhp9noaogggjACYy12iNct24hy8K9OzYL0BcPXQbNWcxWbv/QHAlmArFdgZpdzGlq4u+ubyd6mstQUW9MGQ8Aj6aOoVFBYYqNIdOYsAHiMAfoIX37WynSKCglBk/DSwfRRFcS1EEcBjBMD/dIkmvYrPWbeMllQcgfVOYlpqOi0omqrStVu0IFgQwGMEwP/8VKXTvDGFsJy+dvkprAcgjABYg/milcp2GhoRRXOQ2/h1L1rYg+2iQKn3PgBge7CVCpxCtmh7SCG38YZVi2ldbaXrDViUkEILJ09X6cqLCB9jUoJhCOAxAmAdeFF+VaUjchs12+FViCKAMAJgTW4khYNwc6NjXZ/byNfPdlCg1Wt3ACCMAFiUb6t0mldQSLHB7jwEgq+br99MewMAYQTAPD4QbZOKOMzOyXelwfi6FR8KNnntDYCjQPANcCLhojWpPPjdsnYJfVZV5hpDnZ88hF44e5pK1x7ROHy1FcMNwGMEwPrwYj1XpaPbAnE0XO9ciCKAMAJgLx4nhdMdOIfvuxkjXGEgvk7FnMUar30BcCTYSgVOhnMb96p0nLl8ERU31jnWMHnRcbRoykzV7jmE9AwAjxEAW8KLt1JwyOwcZxcZ13B9H0AUATxGAOxPu2jSYZd3b1xB75cecJwxLk3LoKcmnKfStUO0UAwnAI8RAPtzm0qnufkTKDzQWYdFRAUFe67LTDsCAGEEwHq8JFqxbKfUsAjHban+IHuU57oUKPbaEQDHg61U4BYSRKsmhSLjs9Z8Qquqy21vgMlJg+nFSRepdOVFIokUonwBgMcIgHXhRV3pWKRHCoocYQAN1zEfogggjAA4k3tFk87ByIqKoWuG5dj6wvn383UoUOe1GwCuAVupwG1MFG29bKe27m6aufw9OtjSZLsLHh4RRYumXEZhgYEq3bm6+AYMGwCPEQDnwov8UtlOLCq3ZNszEId/t6IoLoYoAniMALiHLtGk1WLOumW0pOKIbS5y+uBh9EzhBSpdu0ULwjAB8BgBcA+3qHSyW5Hxh9XPWbwFQwRAGAFwF5yTd1i2E+cAzskdY4sL5N+pmLN4mJCzCFwMtlKBm1HObbxh1WJaV1tp2QsrSkihhZOnq3RFziKAxwgTABfDi/8LKh2tvqWq4fe9AFEEEEYA3M1s0ZplO+VGx9KV6VmWvCD+Xfz7FGj22gMACCMALudalU4PFRTSkPAIS10I/56H1ANursBQAADCCADDZwxKJ/3HBIfQTZkjLXUh/Hv4dynA178EQwEABN8AcJxw0RrJxrmN01LTaUHRVJWunLMYLVorhgEA8BgBOA6LwgMqHeeNKbTEBWj4HQ9AFAGAMALQF4+LVibbaWhElN9zG/n7+XcoUOa9bgCAF2ylAvB1skXbq9LRX7mNGnIWGT42pAS3HQB4jAD4gkVioUpHf+U2avjehRBFACCMAAyEG0Vrl+3EuYOXpmWY+kP5+xRzFtu91wkAgDACMCC+peq9RQUFm/ID+Xs0eIvfwi0GAMIIgAyc27hDtlNscAjdlpNvyg/k74lVy1nc5r0+AEAfIPgGAN9wbmOTygPkrDWf0KrqcsN+2OSkwfTipItUuvaws0lIzwAAHiMACrB4/E6l4yMFRYb+MA2f/zuIIgAQRgC08F+kcNpEVlQMXZ8xwpAfxJ/Ln69Arfd6AAD9gK1UAE7PRFKopcoz67Lli6i4sU63H5IXHUfvTZkpf4BkL1waZwNuJwDwGAHQCovJYumnTuKi3nm6/hD+PEVRXAxRBAAeIwB6w7l/0mGgd29cQe+XHtD85Zyz+NSE81S6dogWitsHADxGAPTmNpVOc/MnUHJouKYv5v78OWb+bgDgMQIABsIe6q0vKsXamgq6Y/2n1NDZIf2FfL7iM4UX0NmJqSq/t1i0kbhtAEAYATCKBNGqieRf9XFe450bPpMSRxZF3j49L3mIym/lyZ1EClG1ALgZbKUCIAeLzHyVjpyU//b5l9DUlLQB/f35QgzfPO+bqqJI3t8JUQQAHiMAptBIvRVklNjTWE9/2LmZ9jU30L6mhq/+O+cnjoiOo3tHnqGaq3gcrtgTjdsEAIQRALNQym00EeQsAgBhBMB0Voo22YK/a5Vo5+L2AABhBMAftFBvsXGrwHVQI3BbAIAwAuAvrLalii1UADSCqFQAtMEidI9Ffss9EEUA4DECYBUeFW2eH7//l6I9hNsAAIQRAIgjRBEACCMAFmYa9Z5kYcZrih7Rpou2BGYHAMIIgJXhKFV+1zfawO/YQb2BP60wNwAQRgDswpWivSRajI6fyWVyfijaazAvABBGAOwskE+Llk6kdM4wT9KDot1Avcn7AAAIIwCOYbZoc0TL9XqSg04Sy2Pexp7hLuotBA7vEAAT+f8CDADzJrI8q+OugQAAAABJRU5ErkJggg==", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 23, "name": "Collèges", "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": "e88dc5e9a5530fc7cbbd5d634af4e211", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 24, "name": "Lycées", "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": "d76fc7bf59b299e6b32f2ec8e9b910c4", "imageData": "iVBORw0KGgoAAAANSUhEUgAAAcYAAAJECAYAAACM8oRnAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAA25pVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuMy1jMDExIDY2LjE0NTY2MSwgMjAxMi8wMi8wNi0xNDo1NjoyNyAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wTU09Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8iIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDo4OTYyYzhkNy04NDgxLWM0NDEtYWM4My0xMzgyNTM2NDE5MWQiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6OEZGRUUwODc3NDJDMTFFQTg5NUY4NjIyRkQzNjhGMzYiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6OEZGRUUwODY3NDJDMTFFQTg5NUY4NjIyRkQzNjhGMzYiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTNiAoV2luZG93cykiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDo2QjgzRUY1NDI5NzRFQTExOENDRUQwMzBCNDEyQThBNiIgc3RSZWY6ZG9jdW1lbnRJRD0ieG1wLmRpZDo4OTYyYzhkNy04NDgxLWM0NDEtYWM4My0xMzgyNTM2NDE5MWQiLz4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz7JipH1AABydElEQVR42uy9CXxV1bn+/0ISMpOQgQQykRDGQEgICTMKiAPOInprW61Wq7b1tvf68dZab+vPv632em3r7WBr9VZra6/VVmuLUlGZCUMSAhmAJCQhkJCQMAQyQCDwX886JxatyNn7DDl7n+frZ31OiGefnLPO3uvZ77veYci5c+eEEEIIIQ6GcgoIIYQQCiMhhBBCYSSEEEIojIQQQgiFkRBCCKEwEkIIIRRGQgghhMJICCGEUBgJIYQQCiMhhBBCYSSEEEIojIQQQgiFkRBCCKEwEkIIIRRGQgghhMJICCGEUBgJIYQQCiMhhBBCYSSEEEIojIQQQgiFkRBCCKEwEkIIIRRGQgghhMJICCGEEAojIYQQQmEkhBBCKIyEEEIIhZEQQgihMBJCCCEURkIIIYTCSAghhFAYCSGEEAojIYQQQmEkhBBCKIyEEEIIhZEQQgihMBJCCCEURkIIIYTCSAghhFAYCSGEEAojIYQQQmEkhBBCKIyEEEIIhZEQQgihMBJCCCEURkIIIYTCSAghhBAKIyGEEEJhJIQQQiiMhBBCCIWREEIIoTASQgghFEZCCCGEwkgIIYRQGAkhhBAKIyGEEEJhJIQQQiiMhBBCCIWREEIIoTASQgghFEZCCCGEwkgIIYRQGAkhhBAKIyGEEEJhJIQQQiiMhBBCCIWREEIIsTPBnAJC3CJFjWTnz1PVGKZGjBrZzt9lqhH3KcdFqTHhM163SY32T/l9pxp1zp/71Khw/lzn/H8XOo4Q4iJDzp07x1kg5MJA4BKdojcgggXO36X78fsuV+OIUzAbnD+XOh8b+LUSQmEk5GJMdorfwJh8ntVnN3rVqHYKZfV5o5mnASEURhJ4wIVZdJ4A5jlHEKdGu2IhkFvVKHY+0rokFEZCbAbcn7PVmOccBZwSQ7SfJ5IDgtnFaSEURkKsAwJaljhFEIKYzinxOAj4WaHGWufo5ZQQCiMh/gMiQBepcbUaVzotROI7+tX40CmQHzotSkIojIT4mDynEC5yDuI/HHGK5GtqrBTHviUhFEZCvAAE8GY1bpR/5A0S/7cmIY5vO0crp4RQGAlxXwxvdAoixdD6wJJc4bQmmzgdhMJIiGvMcwrhrRRD24vkS2q8KXS3EgojIf8EAma+rMZXhMEzgUavUxxfEYfblRAKIwlYkFB/tVMMr7bqh2g/ckQOHz2qf67d1yinz5yRru5u2X/woP5dy6FW6Tzxz2l/PSd7ZV/zhQvNJCcmyojhMf/0+6jICElLHq1/DgkJluyMMfrntFGjJDoiUh8XO3y4Vaez1WlFvij/qAdLCIWR2J5Mpxh+SSzgKj3QelCOdnYq0dsn7YcPS4cSwV176+To8U5pbW8Xf7x+hgwZIhMys2R4dJQW0ZSkJPVztEwem61/N3pkkhXOE1iPz4kjaIcQCiOxJQiiuV8cyfd+R8OB/VLX2KgFsE5ZfvX7m7TVZ8frIyw0VLLS0mWSEsqs9DT9M0ZiXJw/vl0E6fzMaUUe4WVEKIzE6qAuKfYOv+G0FAedvr4+2bFntxa/usZ9sqehXo/+/v6A/7KiIyO1QOaMHy/TJkzUj35kXWIv8lWnSJbz0iIURmI14CJ9yCmKMYP5Rjq7TkjJzp2yfVe1lFdXS3VdLb8dA8TFxEruxIkybdIkmT+jUAunH7BKje+LI7KVEAoj8WtQp/TfxbF/OGyw3gQEcGvFDtmwbZtU1tbwW/Eg8SNGSEHOFCnKnSbzlFCOjI8fzLeD8nOPC6NZCYWR+KkgfleN2wbjjyM4ZlNZqawv2SbbKnbqfxPfgGjYy+ctkKsuuWQwrUkUNX9KHK5WQiiMZFDJdAriF8XH/Qwhfu+uWyvvb9qgLUQy+CBV5JKimXrMyssfjLewxymQL/HbIBRG4mtgGnxHHHuIPhPEATFcvXmTlFZW8lvwY2KiomVeYaGyJufrvUkfgzulbwtTPQiFkfiAlPME0Sd7iAieeW/9emUZbpRtO3fwG7CoSF67eLEsv+pq7Xr1IWis/KAaG/gtEAoj8TRIu3hYHIE14b74g9gzfGvVe1oQiX1ApZ6rFy6U6xZdJiNifBawvNJpQTLNg1AYiUeAdfiE+KBKDVylf35vpfzp7yt1VRlib+BivWHJ5bJw1mxf/clXnALZzNknFEZihiI1fup89Cprt26RPysxRFQpCTyQ8rH8qqVy69XXSFREpLf/HArXIgfyR2r0cfYJhZG4AgJrnhQvp170nDwpv/vLm/L6u+98VISbkKsXLpKv3Po5X+xFIoL1m8IcSEJhJJ8BgmlQrQZ7iVHe+iNwkT7/2h/0/iEhF2LqhIlyi7IiIZReBi2vEKDTwFknFEZyPtjkeUGNyd76A43NB+Snv31JVm/ezNkmLpOZmia3LL1au1m9COqwPuUcdK8SCmOAA8sQbtOve+sPIKr09XdW6Io0hJgFxcyXL10qd9y4zJt/BvmPd4ojzYNQGEkAgubAvxDHnqLHQdumH/7qlxRE4lEiIyLklquulvtu+7yEBAd7688gMOdRpyVJKIwkAEgUR7Tprd4SxGdefEGKt5dxponXGDZsmN6D/OaX7pKhQ4d64080OK1HdvCgMBKbc6vTSvR4R1rsIf5ICeKG0hLOMvHdXV5cnN6D/PLyW731J54XR3BOF2ebwkjsRZRTEL/o6RdGl/tnXvy1rNvGbRkyeGRnZOiSc8iH9AIoCPB5Wo8URmIfkKD/f+LohOExUKXmmf99Qd5Zs5ozTPwGL6Z59IsjavV7zp8JhZFYEHS9QMHv74qHO2BgD/G1FX+TM/1nOMvEL1lQWCQP3XOvpCQlefqli53WI/MeKYzEYsA6/K0a8zz5okjK/+O7K2T33r2cYWIJrr9siTxy/9c8HcGK/ca71XiNM0xhJNbgZjV+Ix6sXtPc1iY//NVzDKwhlgQ5kCgQ8MUbbvT0S6Mo+VeFgTkURuK3wF36X+JoDeUxnlKC+Md3VnB2ieWZnT9dHr73fk/XYa1TA2V59nCGKYzEv0BLKATYXOKpF/z7+nXymz+9LjUN3Eoh9uJfrrlW/uOeez35krAYbxdH3VVCYST+cCOsxutqpHjkCu/pVlbiLxltSmzNxLFj5e7lt8qi2XM8+bJPi6PfI6NWKYxkELlfjZ+IozOG2/zf3/4qL7/5J2nr6ODMkoDgxiVXyCP3f1WCgjwWuL0KRqkaRzi7FEbiW8LFkbD/JU+82KHDh+XpF56XDzZt5MySgAMdPL75pTtlfqHHenI3qXGTGqWcXQoj8Q2odfo3cSTuu836bVvlP3/yIznexcA6EtjcuWy5PHD7HZ56ORQgx77jG5xZCiPxLtlqvOt8dJuf/vZlHWBDCHEwPWeKdq1mpXms6Qz2HJ/izFIYiXdAxOmfxQMFwNEB4wfP/ULKqio5q4R8Cl//4h1y183LPfVyz6nxgDAoh8JIPApaB6CSjdtBNi//+U/y7Mu/4YwSchGw5wjrMSk+wRMvt1INKC33LCiMxAM8rMaT7r7Iie5ueex/fiyrN2/mjBLiIqNGjpTvff0bUjRtmiderkIcxQCaOLMURmIOxI+/IB6IPK2uq5X/99NnpbaxkbNKiAn+7c4ve6qkHFpYXeUUSUJhJAaAy/T34qh76hYbS0vk4ad/KN29vZxVQtxg8Zy58v99898lLDTU3Zc64hRHNjGlMBIXQY4igmyudPeFfv67V+TF19kAgBBPMTl7nDz6ta/LxKyx7r4U9hrhVmXzYwojuQjoiIEcRbdqnnYcPSLfeea/ZVvFTs4oIR4mJjpafvDgf8js/Hx3XwpuHATksEo/hZFcgDinKM5250X2NjXJf/74Gdldz56JhHiTb9xxp9xx0zJ3X6ZPHIUA6NqhMJJPgGo276mR586LbK+uku8++2Npbm3ljBLiA266/Ap59GsPuPsyyG9EX8fnOaMURuIAXTE+UGOCOy+CIJsHn/y+9J0+zRklxIegz+OPv/OfMiwkxN2Xgjg+xxmlMNJSFFmjxmR3XuR/33hdfvbKy5xNQgaJaRMnyRP/9qCkJCe7+1J3qvESZ5TCGKjEOEXRLffpEz//qfz5vb9zNgkZZMakpmpxROSqG/Q7xfEVziiFMdBA9Cncp251yLjvu9+RrTt2cDYJ8RMSRsTJD//jW5I/OcddcURPR3bmoDAGDMhTRIcM0ykZ2Ef8+mPflZJKFs8gxN+IjoyUp7/1iLtl5Pqc4vgmZ5TCaHdQ0eYv4kbyPmqefvOJx3UEKiHETy/0kBD58Xe+626uI8TxenEUICcURluC2qdofmi64OKRzmPy4A++Lzt27+JsEmIBfvrdx2RuwQx3XgJFAC4Vlo+jMNoUFAT/stmDDx46JA/98EldEJwQYh2effS7uoWVG7SrMUeNOs4mhdFOuNU6qvHAAXnkmadZzYYQi3LnsuXywO13uPMSDWrMF0d3DkJhtDy3iaNThimaWlrkwSef0KXeCCHW5Z5b/0Xuv+0L7rxEhVMcOzmb3mUop8CrIPL0N2YPhvsULaMoioRYn1+/9n+yfptbW4VTxdF5Zxhnk8JoVbLFEWxj6iRGh4xvKVGk+5QQ+/CNJx53VxwXuXOzTSiMgwlKvb3rfDQMUjIeeupJqazZw5kkxIbiiNrGboDtmf/HmfQe3GP0PEjgXyMmq9ogef/+7z7KPEVCbI4HUjluEhYAoMVoEX4hbpR6Q0UbiiIh9ueBxx+T4u3b3XmJ34pj35FQGP2a+9X4ktmDUfuUZd4ICRwefvopdwp2oOYygnHiOJMURn9ltho/MXswumSwIDghgQXiCR798TNS29ho9iUGgvyCOJsURn8jUdyIQH3hj//H1lGEBCjNra3yyDP/pR9NgkjVZziTFEZ/YqAGaoqZgxGd9ovf/46zSEgAg1zlbz/ztHT39pp9iW+IG9s4hMLoaf5LTLaQwt7Cg09+nzNICNHpWf/2xOPuvAQC/yZzJimMg83Navy72TtE7C0gPYMQQgCC77AumASpYq87HwmFcVBIF0fHDMOgqs1/qpPfjT0FQohNeWfNannlLdPpibAYf8JZpDAOBthXRGHwGDMHf+eZ/2apN0LIBfnxb150J0r9K2rcylk0DyvfmOM7ajxh5sCf/+4VefH11ziDgX7hDRkiISEhUpAzRW64bIkU5k6TnpO9sqGkRD7cvEkq9uyR3pMnOVEBTMKIOHnu8SdkbHq6mcO71EBZHdaVpDD6BFS1WS8mUjMQgYpqF4RMGTdeFhQV6ZJgGSmpEhEWpn+PvLb6/U2ybutWWbt1i/6ZBC6Ts8fJr574gUSGm9o2LFdjphp9nEkKozdBpQnUcMo2emB1Xa3c++gj7oRjExuQnTFGZufny6y8fJmYNVZGxHy6N/7Q4cPKatwtm8vLpXxXFVuPBTALCovkJ49+1+zhP1LjQc4ihdGbINjmy0YPghUAUeS+YmASFBQkKUlJkjthorISZ0r+5ByJj4296HFn1bXZ0tYqFTV7ZIsSyLKqKjnQepATGoB85dbPyX23fd7Mof1qLFZjLWeRwugNkJrxupkDH3zyCVm9eTNnMMAIDgqWpIR4yRk3Xoqm5cnM3GmSkpxs+HUgkAfb2mTzju2yZssWfYN19Ngx/XsSOPz8sf9PextMUKcGDuziLFIYPQmK9NaKiWK9L//5T/Lsy+wrGmiCODwqSiaOHSvzCmbIzLw8SRs1Sv/eHc6ePSs1jQ2yfts2KanYKXVN++R4V5f09/dz0gOApPgEeenp/9aPJviZGg9wFimMngSpGbcZPaix+YDc9NX7OHsBAlym0ZGRMiYlVYqUdThvxgwZn5klw0JCPPp3ek6elJqGei2QW3aUy76WZunt7aUFGQDMLyySZ83vN8Kl+iFnkcLoCa5U410zB2JfcZu6syf2JyQ4WAfWzJg6VWZOy5NJY7MlJjpahg71fKowrlmMrp4e3btz9eZivf94sP0QrccA4OtfvEPuunm5mUMRwZUjdKlSGN0EUahQtkyjBzJfMXAYPTJJiqZNk7nTC/R+IiJNQ4cN88nf7uvrk9aODu1aLS7fLpV79kjb4Q5+KTbnjZ/9QrLSTOU3vqjG3ZxBCqM7oGih4VqozFcMDCCAiDSFe2t6To4kJyRKWGjooLwXRD6jxOD2XVVSXFamCwR0dp3gl2RTpudMkRd+8JTZw+ersYGzSGE0AxL5N4nBBqCog3rLv35djh0/zhm0KZERETJ1/ASZoyzEgilTPpagP9h09XRLfdN+vfe4WVmQaICL3xH7ceey5fLA7XeYORRRqnCpMvGfwmgI+MG2qJFn9MBvPf1DWbVhPWfQhsAazE7PkFn502VuQYFO0PeVy9SMBYmiEhDH0ooKHcF68tQpfok2A4E48FiY4NtqPMUZpDAa4WE1njR60B/fWSFP/eo5zp4NBRH7iHmTJsmSefO1lehu6oWvQDoH+n6u3bJZtu7cKW0d7XL6zBl+qTYhY3SKvPY/PzMT+YwAnFw1GjiLFEZXSFFjtzgCb1wGIfS3PPA1aTnUxhm0CRC/2OHDpXBqrlw2d65O0jdZs3LQ6e7pkbXbtuqWRrv37lUWZRcF0iZct/gyeexfv2nm0BVqXMMZpDC6wm/V+KLRg9BcFIsOsQfYR0RgzRXzF+hoUwTaoCMGhhUZSPE42tkpG8tKZcXqD6V8VzXF0SZAGCGQJrjGKZCEwnhBsKdYIgYDbtAB4eavf5WzZwPCw8Jk2sRJcunMWbrQd2JcnP6dnUA7q84TJ+TDzcXy7trVUlVbyy/e4mRnZMhrz/7MzI0bcxspjBcFUTPzjB509yMPS1lVJWfPwiBBP2/SZJlTUKCr1qSPGq2tRjuDaFVEraIHZHF5mXaxEuuy7Iqr5Dtf/ZqZQ7+vxqOcQQrjp4GSb783etBPf/uy/OZPr3P2LAqCFlCxBtVqEGk6PjNToiIiA2oODh89qjt4bNu5U1fSqdu3T87008VqRf76/Iu6k4vReyQ1JqrRzBmkMJ4PAm0QcJNi5KDmtja59itf5uxZVBDHpKZqtymaBU+bNElioqIDek4gkDv37NYNkkurKqWtvYMCaTFm50+Xnz/2uJlDWRGHwvhPfEeNJ4we9M0nHpd127Zy9iwEXKZxMbGSn5Mjl82ZqwRxsku9EQMJVNBBebkNJdt0N48jx45J3+nTnBiLgKR/JP8bBEV2Z6hRzhmkMAI0yKsVg+kZDLix0Ek+ZIgEBwVJVGSkjB+TKYtmz9Fu01GJIy0bZeptTvX1ScOB/VJSUSHF28tk1946XTSARcr9n6SEBHn9pz83syXA9A0K40eYqofKgBvrgFZQ2DtEfcn5Mwq1OIaEhFAULwLaWPX09kjD/v2yqaxMNpRuUzeE+3VUK/Fvll66UJ74twfNHHq5GqsojIEtjClOa9FQ1jYDbqwB9hHRgQCNglHXdGx6um4gbJWqNf4C9hlRQaeypkb3gNy5Z5fs3beP/R/9HJOBOHClwqUa0K6BQBfGn6rxdSMHoGPBNfd8WVcSIf4JeiCmJY/S+4jzCmZIzvjxeh+RgugeaHF16Mhh2bV3r95/3Lpzh7R1sMWVv7KgsEh+Yq6p8e1qvEJhDEzSndaioSrQrHDj5y4AdYc8dcJEKczN1XmJqUogEXBDPAeq5TS3ter0DgSfoVg5KuoQ/8Nk38Y94kj6D1irMZCF8QU1DOVaMD3Df4kfMUImZ4+TudOnS/7kKZI2atSg9UYMJAtyV/1e3SR5mxp76ut1RR3iP7jRt/HzarxKYQwsssWRt2io9NuDTz4hqzdv5tXmR8RER0tmWpoSxBkyR4niuDFj6DL1MQjG2dNQrxt0o81V44ED0t3by4nxE/79rrvlC9ffYPSwanF03whIqzFQhfE3anzJyAH7Dx6U6++7h1eZnzBs2DBJV1YhBPHSWbO0tUiX6eBbkGXVVfL+xg26UXLH0aM6/5GR74MLthPe/tWvzRyKZMg3KIyBARzu9UatRSbz+w9o/YTmrDdefoWuXGOiFx3xElhPjh0/rt2r72/aKKWVlXKk8xgnZpC548Zl8o0v3UmrkcJ4QQxHojY2H5Cbvnofry4/EMT8yTlyw5LL9d4JinzTSvRPUCAAATmllRXy9/XrdAQrq+cMHugQs+b3/2fmeglIqzHQhDFGjQNisMrNvz7+mGwoLeHVNYgXNTpeoGLN1PETJCU5mYJoEU6eOiVthztkS3m5fKAsyMraGhYIGCRQJg7l4gxS4bQaKYw25mE1njRyAEu/DR4oaTUhK1PmzSjUzYJR9JuBNda1IBG1iuhVWI87d+/SvyO+Ax6WtcpqRJ6vQa5SYyWF0Z4gX3GfOGqjusz9331UBxIQH5r1UdGSmZ4mBTlTdLeAKePG62AbYn0QrVrb2KAr6KAGK+qxUiB9x1du/Zzcd9vnjR620imOFEYb8kU1fktr0Y/vaMPDdQTdrLx8mTtjhkzIzNJ1Ton9gIsV+4+rNm7Qj4hgpUB6n9jhw+X9l39nxmpEwn91oMxT0GOPPRYon/UPaiQaOeB7z/5Ymg628Gry5p3ZkCHaGkyKT5B5SgxvvvIquXLBJbpaRyitRNsSHBws6aNHy6Sx2ZI6apSOZu3q6dYBOmfPnuUEefGGBMyYanjbEKHff6PFaC+uVONdIwewyo33GapEERVrpowfLwsKZ+qI01EjRzKwJsCApXjw0CEpLi/TLla0uELRcuY/es9q/PAVw0VtULEhQ412Woz24SdqjDdywA9/9Uup29fIq8hLINIURb6vX7xErlm0WPKdDYPRN5EEmPWovnN0PclKS5Ox6Rm6kfTp/jPS09tL96qXrMawsFBdS9igxYiCuOtpMdoDtJZC0I3LKy7yrxbf/nleQV4A9UszRqfIgqIi3fkiIyVVNxAeyt6IRIFGyCgQUNPYIFt37JAtO8t1iysULieeY/TIJPnbr180elirGqkSAAn/geCz+rIYrHLz2zf/zCvH41ZBsGSmpeoC37Pz83WkKdyohJxPkLIecV4UDR8umalp2s2OJsloCo7tDfSGJO7TcqhN3tuwXi6fN9/IYYjov1mN12gxWvw6E0drqUxXD8DG//zP3cIkZA8udMkJCXr/EM2CsdAh8pQQV6/H/a0Hpby6WqdNoVkyWl5x/9F9THbeWKXG5bQYrc2VRkQRvPKXNymKHhLEBHXnj6hD5CLOmDpVWwCEGAFpBXC9o/E0zqUdu3fpJslVtbWsweomsMLRHAEt2gywyLmmNtBitC7wid5o5IBr7vmydjMQ8wsZAimQgzgrP19mTsuTiVljOTHEMxakWq9QIGDt1i2ybutWaTywX3pPnaIFaRK4Up966FtGD3tcje9RGK0J/OGoi+ry/iIT+t04kYYM0QORhZfOnC0LZ83SFiKbBRNvgHzHypo9ukD5pu1l0trert2uFEjjfPDb38uImBgjhzSpkSU2DsKxsyv1S2Iw6OaXr/6eV4lJ4DZFLuKSufNkUna2RISFaXcqId4ArcZyJ07UUc2XzpwlK9aslo0lJdLZdYKTY5BX//q2fO0LXzRyCFr3waW6ihaj9UDQTbarT+45eVLm3XozrxKD4E7zkqKZenGakJXlzEVkgj7xHUjlOHLsmJTvqtYW5Oby7R9VeCEXB1HAq156xehhaEW1nBajtSgyIorgtRV/5RViAHS+QNrFwlmzZeqEiZKSlMRJIYMCKiUlJSTIZXPmytj0dF1rFwE6CNQ50d3NCboIh48e1dtIKMNogOvUiFPjCC1G64BKN98wcsD1992jI7TIRe4ulUU4NiND5utWUDN0KyhC/AkE6NTU1+sSc8VlZVLb2EgX60XADe4z3/6O0cMQkPEchdEaYGMLQTcut5di0M3FiYmOlsy0NC2GuCPPGTeOk0L8GhQDQFoHrMctO3aoG98W6TxBgbwQ6/7wmvYEGWCDGvPtOBd2dKUuEoM9F1/84x95VXwKKNOGqNLRSUkyt2CGLJ49RyZkjWWRb2KNxS0oWKZNnCTjx2RKwZSpsqmsVPeAbDl0iLnKn8Jbq1bJF66/wcghs8VRcrOZFqP/8ws17nf1yShSPHv5Tbwqzj8plCAO7NvMmJKr65pigUFVfkKsCvbSqutq5b2NG3SADmoiY/1jioeDMSmp8udf/NLoYbZ0p9rt1h9u1FuNHPDu2jW8Ij5BfOwIKZyaK3OmT5ecceN1KyiExxNiZeJiY6VoWp6kp6TI9JwcWbN5s2yvrtZ9IIlIY/MBPSCQBriNwuj/wLSPMySM69byinCCijVTxk/QgTVwPcGFClcqO18QOwBPCJpfp48arYPIxmWM0cK4fttWqVKWJN2rIn/469vy7fsMxVtgzcXWVautzhWbuREMuVHZXspBTFS0jBszRgpzp+maptlqwYiOjBRC7A4aIiNqdUPpNtm8fbvsa2kO6BxIrAWrf/8Ho4fZzp1qN4vxaiNPRrWMQAbWYHZ6hszMy9MW4vjMTN0klpBAAV6SgilTdCFttEIrLt8uO3fvlpa2Vl30I9BAWouJnEbbuVPtZDFOVWOnkQPu+vZ/6HY2gQbcSckJiZKfkyPzZxRJ7oQJ7I1IiAIWY1VNjZRUVujuEwcPHQq4JsnLr1pq1J2KmqkjxUbJ/nYSxofU+C9Xn3zo8GG58q47AuqER6QpAhByJ06SOfnTpTA3V3fyJoT8s0BuKS/XOZC79tZJ54mugGmSbNKdij2pV+0yB3ZypV5i5MloWxMoDOQjIsIUFS6wl4guGEMYVEPIp4IekChziMbaG0tLdRUd7EX29vbqyjp2xqQ79Wo7CaNdLMZwNQ47H10iUNyoEEV0IEAbqMW6lmSGBAcF6b6JhJDPBq2sEK1a09igcx8/2LRJi4bdMeFOhRsV7lRbtKKyizDibuVvrj4ZeUsLPner7U9u5CPNLyyUOdMLdNRpbPRwCiIhJoAbtbunV2oa6mXVxg3yYXGxHOk8ZtvPa9KdivJwG+zw+e3iSjUUjbq+ZJutL2JUrFlQWKTH+Mws3SuRbtPBB2kAqNV59HinHD/RpX4+LsfUv7HAdvf06KAoWPcFOVN0UQXiRwtlULCuF4xtiLRRo3UBjPeLN8mm0hLp7u213ed1w51KYbSqMG4qK7PlxZucmKhLtyFBf7paXPFv4h2wz3TmzBnp7+9X1kS/Fr3u3h7pUYtkV3ePnOjukuMYXV3q39168YRLDgJ4wvlvPNfx7y59fLCzDF/J5By5dtFlkjdpEps9++l1hjFuTKYU5ebKuq1bdYsrfNd2YsXq1fLA7YYCFBfZ5kbIBp9hgjg6SrtMaWWF7SxEVKyZnZcvs/LzGWnqBnCZ9fef1aIHwTt95rScPn1G+tSjFj8lZFgAIW5wyePfcLF14fdK4E44hfCEc+C5rkYz9p0+rVufYeDvx0RH6WILxD9ByzWMaRMny4ebN+k9yMYDB+TY8eO2+HzwrBkUxgKxSY9GOwijoWhULDqt7e2W/9DYK4yOiNR7hwtnz9ZWYmryKK5WFwCWXf/Zs/oRARVnzvZ/9DOEENYe3Juw3k4okevq7vpI2GABdvUO/K7HKXxdWgxRhN4b7NyzRyeaUxj9n+yMDD1mTsvT5eW27tih0z1wflg5hqNuX6NOaxsZH+/qIUFOq/ENCqPFhPH9TdZ2gSPKNDQ0VAfWYA/x0lmztEsnUOuZ6tB5Z4cE/R/+qcQOyxF+d+p0n7bisJd3ogtCd0KLHe7qsY/S9ZFbs+cf7s2P3Jy9g5a7hr/P5rrWAtsYuJGZlT9d1m7ZIhvLSqS5tdVxA2ZRgURaGyJUDa7HFEY/YJ5R94CVSUlOlktnztKRphMys3RJq0AVxYFgFggdROS4+hmPncdP/MPa6+nWe3sn+04psVGPp05K76lTWnjw+zNn+rWgilNIxbmADQjrYDFsWIhEhIULsRYRYWEyfXKOLjGHilJYb7ZV7JS2jg5Lfh70sDQhjJbH6sKYKQb2F7FIWjV3MWFEnK5peknRTMnJHicJcXG2bBgMMYJ789Tp03r/Dt/ZgPjp/Tv1uwERxM8QuZMQPvUIoevRo1f/+7R6DewTapGDFXkOFuZZS/Tgy0xNk6z0dCHWAtHfGEnxCTJ3RqGMUd/jtEmTtHu1tLLScikeJtbLyWKDfUarr6yG7k42l5db6sMNGzZMXWDxMjFrrC50XDAlV9KUxYjfWw29l6eG3t87c0YLmN6n6+7R+3tdzmjNE11dzv07WHTOSE6nddcz8G/1/+Aixes4hNTpRsXrWzwvF30vJ6jv+4r5C2TS2LFUGotbj4gBGDUyUSarm9lpkybLlvLtsmvvXu3Kt0KJORNpG9hnhBfvbQrj4FFg5MkoCmwlEpVVOL+wSK5Ui+REtUgil8rfGAhqOesUJVhpcFv29p7UASsooQWRc4hgt/6djuTUaQ3/SFvoPeVIZcDPJ/v69Ov0n/2HdWf1QhRwdwc5Kw4FYaifcYMTHhomUREREhkRLrHDYxzF3SdPViNH/Z6tv+wAvsdJY7P1/iM62Ly16j3ZWFqiPSFWAO5gg/mMRRTGwWW2kScjys9KnDvryJXr1WkCvTrB2Gd/WwlR/9l+OYvUBS18/Y40BiWEfUq4YOUN7ONB0OC61Ht+2OM70aUjOLvPEzyHZegIcsHz7FRvEmKHHEQI3oDw4SYmJCRYIsMjJCoyQi+OkUoAw0NDJVxZEtGRUTodA4+R4eH6/6EyUULcCN36ixWK7AWuJ5z3uHZwXYuFTn+4U++4cZnX1mUKo2dBZEKekQP2NNRb6gO2th/S5acaDhyQ6Tk5MjtvuozNyNAuGncr2eBChcj1Dwyn1QcX5YC1N2DBdTn3+iBuDnfmKf1v7PM5cve6tQAOuDnt0oUAVt7QocrKCxrqsPiUWA0ZAmtvqHZ5QvRQnB3WHgQOll+E+l14WKjzZ8fv0fTZIYzhOqAmUv8+0pIucWLco4KbxX3NzVJSUSHF21GMvMFSvR5N7DPCYoRL1bJ1U60sjAXOyXeJij279UlqJWBVHe3slG07d0h1bY0atbo7xkBVGwTfGBFIvb+n5gC5d4ePHpX2o0fkmHr9YzqQpVvf0SJyU+f0OZPYByqzDATA2AEdIOH4Qf881Pkozp9Rmg2ipq097eaM0DcjePzk7/A8RAYPV9b8cKcIQvgoeoENrl3cKDYc2C+lShDR33HHrl36OrMaJvYZo8TRH7fcqt+f1YXRZSqVsFgZ3GFuLCvVVu/s/Okyr2CGFEyZKrHDh7t0PJqt7j/YIrvr66Vh/345qKzR9iNHpEMN1O7s1snITmtSztvTOy99wS6iCHHTYqYGrDj8OzrKYfHBsoPrM1o/RjqFziGE0c5/w0WqX8shrx+JquN3wrq0RHt7tuwo1/mMVWrtwfYCtiasSpW6KTe4z5hHYRwcjLlR6+stfaENBKCgEsX7Gzfo/dL8nBxZPHuuzJg69YKpG7hzrWts1PlICD5CRQ5HRFz/R3U+YUnaCYiXQ/ii9b7sgAhC6LRVFxV5nuvzH5Yh9v6G6n1CpwtVu1Kd/x4ylPt+5OLW1YkT+jpbs2Wzfmw/elTvK1od3JBfK4u9tj5TGAfJYkQXbruAIBa4aA4d7tDu1TnTp8uls2br/MYBawWCWKNuBtaVbJUdu6qltnGfZULEjYjegPBpy067N8OdLs/wjwJfIH6I/kSADG4gEBGKnpTYKxwQQELcAdsTqJWKknA79+yWlrY2S+0jXgyUhzPIVAqj78EGzmQjB9Tv32+7ixECubt+rxxobZWKmhqd64h2OHAHYk/17+vX6QarVgkLx/s+X+QgbvhdzHCHAEY7Izu1yzPyHz/D0oMghoaEaNEbMnQoxY74jMqaPfJB8SYdWIMi4igGbzdMeNxoMQ4CEEWXA29qGhosF3hjBGzoI0Bn5+5dOkI0Kz1N372iFNVgcX5E57DgEB29iWhNCFh4eJhEhTvFLRwWXZi26ODiRMrCcKcIwtKDIGIfNZTBLMSPQKAaRLCsukrWbdsiJTt32ioF6ZPg5hpl7dDJx0VQ/Qabkk0URt9hyEw34QawngmtrCWUEUODW3TZmDejULtVK9TdLCJbPdEF4nyx00nqQx3uSIdbMkiL30DwCh4HojZhAULcRsTESkxUlBa7EcNjJDYmRluFhFgFXEetHe1Som4639+4UQfYBAq1ah01IIwD6zSF0YdMMPLkxuZmW5+wECWUnPr8ddfL3IIZWqDArLx8HXSzobREN1JFce1P22Mc4gwyQZQlAk3kvBQGPA77KH0h/KNEdb3P50xPwM8DaQsxyuKDCGLg33as50oCCwS9Iaob5QphIa5ct0aKt2/XVmMgAXcqouENAHfqCgojLcZBYVzGGFl2xZW63c2AKAKUlLt20WKd1lG8vVTe27BB7z3iIv/IClSCGB8bK/EjRjhTFCI+CmwZEMPzIzcHLEIIYLT6t97TG9jPOy9lYUBwCbE6SGfasWu3sg63y4aSEp2KYWe36YWoaQicfUYr7zG6DJJT7QqaiC6eM1fXVP2kW3KIsz4nWlVdvXCxtio3bS+TLeXlWhzHjxmjc5NGxMY4XZ9OqzDSkciOfD1UehlIW3BYlkxdIIEBokoR0Q0x3L6rSg4cbNXFL84FoCiaXEcnW/WzWlEYEXRjKNO0tb3dlicqBAvu0kWzZ2u35Wc9D4I3ZfwEndSPQAEJDpbciZPksrnz9F7gWWfB7gEBJCRQQVQpork3q5tIuEz3Nu3TVaACVRAH2H/woNFDssWipeGsKIwQRZdDFFsOtdkyfBqgXx/6M2akpF70uSjnhn5wK9etlb3qzg9iuaFkmw7ayZ04UUaPTOKKSAJeEFHTdHt1pWzZsUOnYeBGkvxjfrCeGlgrhjnX6wYKo/cxFHizz6aBNxA0RJ5OnTDhojl7aI6KajlvrVqlK1gM3Pl+WLxJ/3vGlFzdBHlydraMjE/Qr01IoIBthYOHDkn5rmqd5oSqUog8tVtFKE+A9dTgTfQECqNvyDZm/rfY7uTEvmH66NG6Zmp87IgLPg8CeOTYMd2h442V7/7THgECCOAeaVGLAtI6UCCgKDdPcsaN0wE5+DuE2NkCQipTdV2dbCzdpvN+TbgLA4rmtjajh2Ra8XNaURgzvfxF+j1hw4bp/cGs1LTP3A/EvsjWih3yt9Uf6hJyFwLFDxC5u6/5gFTV1MjcGTN0i6sxqak6+d4fGyQTYhZYgrg2kH6APMQNShTr9u0L+D1EV0BErkHSrfg5rbrHaOCLtF/gDSrGoPVU+Gckx+Pihxiiun+jenTloodLqaquVva3HpRd6i4aNVhzJygBTktjGyViGyuxqaVZB9Wg0DfO99PqdxRFWoxWF8YUI09GNwq7gbJp0yZM1N3gP8tahPVXVlUlvQYSkbFAoPzTZnUnjTqscKtiL3NOfoHRqheE+BUIHEEAGvbWUei7S10j5+f0Eq8YGrQYaTF6HwTajFQClRgf/5luVBQWRw+1w8eOmrobRqsc3FRAJFFrdrsS2EWz5+gWV8h5JMQqILIUtYThNkVgzcGOdlu0gqIwUhgHgD8v2cgBHUoY7ATKsaWPGq1bKF1Q1E6f1oE250egmgW1IeE+weJS29goJZVTZea0PN3FI+wzLFZCBht4Tcqrq2Tt1i3ac4Lm3KcoiG5hYj3Fem25XEarCWOiGOiqgcXcbl01sL+IQuGfBWo4YhFobmv12N+F2EJo9zY16QLK82cUySVFRTI+M4vpHcSv6O7p0TdxG8tKZGNpqS5ldpZ7iB4B6+nhY8d01LqLBDnX7VYrfU6rCaMha/Hw0aO2OzFDQ4Z9ZpUbh4j16YR+b9wdowg5XKsYpVUVsvSShVKUO00S4uJ0BR1CBgu0X0PDALhN123dqusCUxA9T/vhw0aEEaRQGL1vMboMiv/ajeDgoIu6MGExnvRB9/Dy6mrZsWuXLkt3+bz5Og8yMS5eW5AsK0d8AbYK4M1Ar0BUcnpn7RqprqvlxHgRk+5Ua62zdrYYO2xoMaJ3RdBFCnifOdOvLDvfuJCxMKFaSHVtrRTm5uraq+jmERcTQ3EkXgUpSdguKa2s0IJYVlUZcK2gBgMURfCmQUNh9LbF2NnJs9hH4tjZdULWqTv23fX1UjRtmlxSWKSLlo9QAkmIp4HbdFNZmazeXKw9Fyh7yNQL33BcXesGiaMwepc4L3+BxA0QAn+g9aB2YdcogczPydFu1mmTJnP/kXgEBNag6TaabyMIDGlJtBJ9S+eJLgqjn2HI/OhSFxExB9yg2CsMV4Km9ywNLD5YvCpra3TdSez3oP7q7OnTZUJmloQEs7wcMWch6oCvykplKZbqEobdvb2GXyd2+HDt4UAqB4uEm8NEUCP3GP3JYkRyOjEpjOKosIPuHXGxsVLf1KTLZ/UaCOqBexULWf3+/Vog5xbMkCnjx8uYlFTmQBKXwPm2rwWRpjuleHuZFke4TY2CSG60aSuaOk1XdILFSczRc9LwDUkUhZEWo22AtZijhGzhzNnSdrhD3l27Ru/n4GcjAom9XiRZY0HCvuPc6QW6gk5SQiItSHJBQcR5hko1iDYt37VLOo4a742IBt2pyaN0xPQcdd7ljBsvv/vLW7Ju21ZOsmlhNBzxTmH0MoYmuMeEq4U4QPYXXE5wpyJHEW2uUpKSpKSiQt+5w1WKfCYjTaARUo8yc5V79khlTYEsnDVbJmRlSYyyTIODghjFSvQ+das6T3btrZOtO3boVlDYtzYCyiYGq/N2lLrxmjZpkvZU5E+eLAkjHA6ni0V1k4sYHN3dXjVoKIxetxi7eRa7CVI/Tp06pYNn0KD0qkvipSBniq4qsmbLFu0ixX6Nq6Xn8DxYAn/54H2pVovfJUUzdYGAzNQ0GR4dfdGmy8SmN2LqvEBRiip1w4VqNVt3lsv+1lbDNU3RQ3RkfLzez0a/UpQvTBs16mM3XYxedQ8ThUPCKYzeJdzLXyC5CHB9jlKW43WLl8iksdmyestmKS4rk8bmA4bmG6WlULYLndO3V1c5FrHcPLa4CkQr0Vnbd2Npiazbtk3/DFeq0eAYuE0njxuv26XhZit9dIruQENPhGfhHqP/YWjF5J2hd4BVh+CZydnjJDlxpORPmiybtpfpQJu9Ta43fIU4IkAKnTtQgxWFnpH/iLv8lORkTnQAgOhSuOcRabqrfq8cO37ccH1jCN+4MWN0/d65BQWSqW6uoiMiZShdprQYA0QYjblSu+lK9SZwWyXGxUlcTIGMzciQGVOmyka1wGFvCL3vjNzAIAQci+M+ZXmiVx4CdKZOmKiEN5ETbUPgToenAUEwKE6P/Wcz6RMQxDx1YzavYIZMys7+aB+ReNFi7KXFSIhLAon9Rwx028hVgoZweOwXYcFzFVgKTS0t2r1aXVenAybmaIGcoMQ3lhNtA9CZobJmj45ShqVoNLBmAHSYQesz7FEjgAvnHvENJm5ggqz2GSmMxKMg0AED1h66HEAgEWFopDwfLEi42OCW3V5dLfNmzJAFM4q0VRodySbJVgQu8z319VJcXqbTL+A6NwNukCCEi+fMlQWFhbQQCYVRGHxjGcamp+sxKz9f3tuwXtZs3qzLd3X39hiKYIVAYmwpL5cr5i/QFuTopCSWmLOCZaG+v97eXmk5dEjWbNksf1+/TgfWGAV7hVHOBt0LiorkygWX6NxEQouRwuiAwTcWA1VuvnLr52Tx7Lnyt9UfaIFEE2V8N+cM9MqD1YnxztrVctPlV8qi2bO19YDAC0Yd+hf4Xk+fPi3Nh9p06sU7a1br4g5GwfeK/NYxqanaQkRrs4zRKfy+Bxkm+BPiITLV4nbXzbfoPaGV69bK2i1bdACGUer27ZP/efk3OsjnukWLdYsr1L8k/gP2lQfyXLGfeMJkEBwsxPmFhXLZnHkyPjNTp/FQFAmFkdgGuMOwP4jAnNTkZB04sWrjBt1LDwEZrgI3Du5Yt5Rvl6bmZsmbPFlXNkHRAba4GmRBVDc66Im4fts2nYKDLitGKiN9JIijR8sMdX7Mne6orYtu8Uy9IBRGYmuBRMDEpTNnyZjUNJmekyPF27dLVW2toVqYWHBRXBqLMY4tys111MJUC2lMVDQn2oegzJ+uWKOseAgiXKh9Jvb3EVmaN2mSzMqfrnNjkxITJDiIS5S/EWq8AIflanNa7axD5q/LG7lYhPt91MmeGAMpHgjOgfWIwuLonoAyYHvqjXVPQDssBOe0tLXqEnNz1KIKawMl5mKiKZDeBN1TqtVNCRoGl1ZV6C4qZgQxKT5BR5rOcRaXTxs1msXl/RgT343loiCtdvahQ6bL/jJELp5gkr/f332igk5GSqou+IyyYJvhJm1pMfTdwb2Kzh/7mptlx+7duiQY3LVIHYmMiOBEexD020SkKQoyrN5SrFtBmWkWDMt+vBbE6fq7yk7PYDlAQmEkZADUuUQFE0QdIgcSAlm+q1pZgm1a9FyNYEW+JBbsmoZ6fTxyIAty0OIqQXcKYfCGOTD/vUr8YJlXIEF/yxZdoQgl3IyAcoKhoaG6Uwvq4yJaGfmp+P6JVSzGEFqM1rYYw2kxWgwE0KC811hlPcAlCoEsraqUtvYO6T/b75JA4jntR46oxXuzFkj09Js/o1D34osfEStBQ9niyoggIuAJ84nAmrXbtupI09b2dkPpNpjvEGcrKFQyWjhrjt5fprvbeoSGco/R3zB05xEcQoPYimBvGCW/EkeM0O2DEMmKBPGqulpDFXSQYI7ycigwgKorSO2AQE4ely1REayg4wqwCNEFZd22LbpQfHNrq963NyqKqKk7beIkmV9YpL9PfL/IUSTWvD4NYrlADytajC7D6igWvvjUYor9JuwRIlx/QtZY2bKjXFuQSPR3dU9LV185eVJqGhukua1Vduyq1oszKqggQAfuVfLPYB8Rxb3RKBhVh1CeD787a0AQAW5AUNwb5dvQNWV0UjJbQVkcE+tql9U+o9WEsdPoRUmsDRZQBM/kjBunrIxEHc6PairYR6xTi7WrUcdwB8KtXllbIwc72mXH7l262ACCPtJTUtggeeDW3tknEwn66JKCPpsdR48ashABvrNs7Q6fqqNNs9LTmUZjE0ysq51W+4z2FkYWnLYVKAGHgQTw3IkTZUNJibJodsiBgwcNWTK6xdXRUtl/sEXvm+k0gSlTtXsvUMH8YR5LlIWIwu+VNTWG8ko/WlCCgnUrqFl5+XqPODsjQ7tRiY2EMZLC6G/QlUp0gQBYe+PHZDosSGU9IsAGNViNWDb7lRBgwDWLgJJ5Mwpl0tixAdWxAfPV7Iw0RX9ENIs20ktzAOSljkocqS3EBYVFej+RlYjsCV2pVrcY6Uq1NbDwrh65SKbnTNFWzurNxbpY9fETJwxZkMiZxID1OK+gUAtkVlqarsFq570wtIJC38tVG9fr3FFEmhoFgRiJ6kYCAU1IvZipLEXsCRMbW4x0pVrcYgynxRgoArn8qqUyOz9f3t+4Ud5TCz0S/U+dOmVIINEjsGH/fiWy2/Qiv2TefB38ExwcbJs9SMzHmdOn9T7rXz94X95Zu8acIKLzRUiIjhq+YckSXdd0ZHw8T8ZAsBjDaTH6G4au4BHD6coJJBDx+Llrr9NFxZHe8d6GdYYb4kI4II4vHXxDB/hcecmlsnjOHF22zA5gHxHF21euW6PdyGdMtmZDndubLr9C3zzAsmbqReBgYl1tt9pntLcwco8joNBVVYYN05VUUOkGLlaULFu7dYvOvzMijihSjtqrsKwQkII9TaQbJCcmWnJuUOgb84CbBbTuOt7VZTjSFGSlpetcUPTDxM8stxeAwhhDYfQ3Wo08OX7ECJ7FASqQw6OipGDKFO0KnTZhot6DRIAOOnK4LJBnz+oI1vUl26S2sUEnuEMg0cnDKgE6B1oP6sCajSXOCkIdHaZeB5HAuDHA5x83JpORpgGMiXW11Wqfka5UYmuw73XZ3Hm6WHVVTc1HAmkk8hK5fc1tbXrU1DtKzKEG66Sx2X4baIKKPxBEBNXs2LVL5yMatRARaTp65EhdSg8pLeh5GcgpLcT0ukqL0Z8sxgRajEQcRQJQnBwD/RrR5Hjdtm2ye+9eQy2uACxO5D9W19ZosZiZl6cr6GCfbbCB8B3p7NRtuGDlbt6+Xb9fo63XdEm+xETd9aQwd5q2vPEZCTG5rtJi9CdhRMFoQs4H4pialKwX/bVbt2qRbFJC19Xd7XIEK56HCjqNzc2ytWKHXFI4U2bl5+vXDQ8P93kEK97Pia4ubRWiWk1xeZkWfaOtoGAhRoVHaOt6oIRbupovls0jH7cYDd8E0mL0MigijnIcLm1woAoHqvcjX4uQ8wUAzZHREBcJ6QhK2bZzhxxobZXTp0+7LJBdPd26B2RTc4suMYf8R3SMQKI7Okl4WyBhIZ4+c0anphRvL5MtO7br3oiHjxmzgmEhhoeF6ZsGpLygHRTSMBhYQz4J1lODPTOxXrO7hg9oclUYARYpCiP5NBCgg1qpEIT8yTmyoWSbLpqNFktG3I9Hj3fqwBxYbBV7dsscJSx56vW8HaBy+NhR2VxeLqs3b9Il3OBGRcCQIVFU4j0mJVUKc3OlKDdP16SFq4xFvsmF1lMT67XlsKIwNqiR5+qTRycl6WoohHwSLP4YSO3AHuHY9HRtSW4uL9NCA4F01XLr6+vT1XPaDx+W6rpavTe3YEaR7iwR7eGavWi9hb+xestmKa2okNaOdjnVZ7wXLKILZ6r3uXDWbP0+UYcW6S4URXIhTKQrURh9aDF684skASiQYaGhOi8vMS5eieN4Ka2s1AEsu+rqtMvUFWCtdff26u4UhzoO62NRTLto2jQtuu6WKMRrY+9woPMFAmvQCsoo6HKBfcTFs2er95Yno5UVYNA9RgIUGBomDBkKo48sRpdJMf5FkgAG1h3SMLAA4BHpDujggQo6RkSos+uEbK+u0oE9O/fs1nuPEEl0nsDetxHQTxL7iCiWjr1E9EY0sz2geyOOHauFGsUP0OOShfaJl9dTCqN/CmMyz2ZiyqpCmgKKiedOmKD3HksqKqR+f5OuiuMqKBCA5spw51fs2aMT5NGOKTkhQQcBfRZwj0IQEdiDJs0QWrhRjaIDa1JStDAjsAbiyAL7xJwwGl5PKYw+wpgrNYGuVGIelL+aX1ik8x8RoPNB8SYprayQI8eO6YhQIwKJ+q1wr86dsUfmFczQKSMoEPBJgcTrooQbhBDu3J1KGM1UrIF7GOf/tEmTdBk37HtGs0cpcQMT6yn3GH1EnZEnoyQYIe6CwBQEqeRNmqzFauW6tToC9aSy6oxEsLYd7pA//32llFVW6khQFOGGQIYNG6aDeJB7CNcrCn3D0nQ1AOhjF3VQsA4mQioKLFRYvoHUY5J4DxPraZ0VP6cVhbHLaZ5nuvJkuJFSkpMNFZEm5EJAcK6+dKG2HuHefPuD93UVnLMGy63pCjqtB3UQzTWLFmsB6+7tkffWr9cJ+gcOtkr/2X7D7w/pF2jejNeE2xQWKaNMiSfAOhpubE+6QSzYcsqqwgj2uCqMAHlaFEbiCSAycH2mqkUiLvZSmTFlqu7g8e7atboUm6vAOoSlifJyr/71L+r4NTqqtf3oEent7TUstBDE/JwcuWzOPF2mDm2ywhlYQzwI1lET67QlsaowVqtxpatPRgAF3FKEeFIgI8PDJTI1VW6KvVLnP67ftlWdZ6Wyr/mAofJyCKgxE1QzAP724tlzdFDPGPV+8L4I8TRYR02s0xRGH1uMLpNh/E6HEJdBBCsq6GSlpsm0iZM+imBtPLDfsOXnKiHBwbqkHVIvFs6cJTlKHJl6QbxJBi1GS1iM3rzTIcQwqCSzeM5cbcHlKoGEBYlAmvbDR+RM/xmP/A0k4qNYee7EiTI7L18Kpk7VgUGE0GKkMFYYefK4jDE8q01w9txZve91Ts5xMgyAEnNLL7lU1x0tLivTSfl7Guq1u9RIiscnLcS42FgdFYtAHTyyqpNxsLeL85oYx8Q6WmHVz2pVYcSGDMKAs115MroEoAM5alkS1xeQM/39aiE/Leeoi6ZAcXLkfU2ZMEG2V1VpC3J3fb30nOx1udg3Ui+iIiNkfGamLCicqfMRmYJkHnRPMXtzEshg/TTYbaXOuU5TGH1MuavCCNBGh8JoDBTG7j15ynCjW/IPUJQbeYrpo0brR3TwQB6kK/uPCKIZr85b7CMWTJkqE7Oy1O/YCsodek+dklOn+jgRBsH6aWJ9tixWFsZSNW529cmoe4mkaWJgETl5Uo4dP05hdBOkUqDFFfYFUWty8rhxukFysRoHDx361OdnpafrPMRZedPVz2kyYngMGwZ7ANSYdbUoPPn4+mlifaYwDpIwuv7FZmfz7DYIXKlHOo/prg7EfbBPiH1BlJnDHfi0SZNlQ2mJVNXU6J6O+P8j4+N18A7qmk5Vjwlxcfr3xDMcOnJYOo4e4UQYFcZsCqNVMGSqm3AFBDz9Z8/qGp8H2w9JZmrqRYteE9eAexV7Nigkjr3Dvfv2yeFjx7RFODI+QVuIaAhLC9HzoKAC6tASY9CVah3axUBpOJTyYmk4Y5xTwog7bHSUgPWCOSSeA6kXWHAw4K4eOnQoy7d561xGM+nTp6Vh/3452nmcE2IArJsGr/0G5/psWYZa/DsrNvJkhLgTA4uJGkeOdWqLpkNZjsR7wBqnKHoPRAE3HNivxgHp6e3hhHh33Sy2+me2ujAaiqbJpzAavstGYjo60sMFdZZ5G8SioAsK+mE2tTTzPDaIiXXT8lGOASWMc6YX8Cw3QUPzAd0b8DCtRmJRDh3ukMqaPXKks5OTYRAT6yaFcZBBySGXQ8wQEchqIcZBPmNlTY2h7hGE+AuIqt6xa5eUqZu7HkZYG8LEmnlELFwKzi7CiAQ7Q/5sVA4hxtldv1c+2LRROrtOcDKIpahv2qeLKhzq6NDbA8Sr62Wxc12mMA4ydKf6AHSWR2PeDzZudLmcGSGDDdz/60tKpLSygqXgTBCIblS7CONaI08umDKFZ7tJDra3y1vvr5Kdu3dTHInfc6qvTzZtL5M1W4rleFcXJ8QEJtbLtXb43HYQxq1ioFhtVESkFOZO4xlvAojhrr118ocVf9W5jYT4K4imLt9VLSvXrZW6ffs4ISZFEeulATqd6zGF0Q/oN2q+XzZnLs96s5Pd36/3Gt9du1baOjo4IcTvgMsUKUZ/W/2h7NhVzQkxyeXzFhg9ZIPYYH/RLsIIVhh5MvrZEfcsx79++IGsXL+WBZmJf52b587pnNsVShQ3by+TnpMnOSkmMbFOrrDLZ7eLMK408mQUas5m82K3OHLsqFp8Vst769dz8SF+w8G2Nn1ertmyRTeGJubA+oh10pvrMIXR+6A2n6FNL6ZtuH9njhJbb676u7y/cYNu50PIYHKg9aC89f578vf166S1o50VbtzAxPrY5FyHKYx+xptGnnzDkst59rsJ9hvRkf6P76yQtz94X5rV3Tohg3JnrG7SBs7DlkNtjJp2ExPr49t2+vx2avT2hhrfcPXJaaNG6aaxVlvMEW3Xf5GL/pz674yPcrYgjtV1tTrxHyHxVy64RLLS0lgQm/jsethT3yBvvrdSVm/ZTPepB8C6iPXRIK/ZaQ7sZDGi4oKhDqRXLrjUch8yMjxcwkJDP/M5QUODJCwsTIKDfHffg3Zeb3+wSt21/0127tmtc8gI8SYI/CouK5Pf/Ol1eWftGoqihzCxLh4RG3TUsKswIkzY0ObvdYsvs8QHg/UFQcxKS9ed3VOTkuWz7LHhUVGSO2GizJg6VZLiE3zW8Lb9yBEdrfq7v7wlm8u3y7Hjx+nSIh4He4eoaPP+xo3ywut/lA+LN+nKTMQzmFgXV4pN0jQGCLbZd4pw4dtcfTLcBYi+8ufi2GhemzBihBbES4pmyfScHImJjv7MY9BU9Mr5C2T8mExdxm1D6TbZVVfnk+hRLFDrtm5RInlYLp87X+YUFEj6qNH6cxDiCVE8cPCgrFjzobyzZjX3tT0M1kMTbtQVdpsHuwkjNoBRPj/c1QOuuuQS+elv/VMYhypLcXxmply36DK5dOYsiVcCGRwU5NKx6A4/bswYyUhJ0WL6x3ffkdXqztoX4ogE6+raOmlpOyR7Gurl+suWqPfAUnzEPfpOn5aSip3y1qr3ZOvOHdLVzRxaT3PF/PlGD+kVmwXegCE2rDb/F3gDXH3yocOH5cq77vDLDzJjylT53LXX69JMcI+aBQEyre3t8upf35Y3Vr7j02LKEWFh2gW8ZN58uVxddHDtEmIUlCB8d+0a3SVjX3Mz97C9xMr/fdlo/iJE8XpajP7Pq0aEEScBhKe0stKvPsS0iZNk+dKrZW5Bgdt7hEHKykxJTpbbrr1Ozp47K6+t+JvPPgcs1MraGmlDo1j1iGoac6cXXNQdTAhAUNfGslJZt22rVKnzh/my3gProImk/lftOBd2FEbD7tRrF13mV8I4emSSTnuYWzDDo4EzEMdlV1ylc77KKqt0qLuvQGDOqg3rdWrH9qoqWThrlkwZP8EtS5jYl4OHDukbKQji1h3l+vwh3gXroEFs6UYFQ2zauPP3YiAIB8xcdoNf9GsLCQ6WaxYuli/ecKOMSU31+OtDDNdv2yY/fP6X2o08WGCTf/HsOVIwdapkpqTKcGVB4rOTwAV7iIg2RVNsBI1tKivT1WyI90FwXMmbhjUO1uLnaTFah1eNCuPVCxfpTf3BPjlhLUIsRo8c6Z0vPChYpk+ZIhMys+TwsWN6/3EwQCQwRnZxhraM8yZNlolZY3VELaxkFggIDBBlikjmzuPHtSDCbbp1xw4Koo8xmbr2ml3nw67CuEocSadxrh5w57Llgy6MEISxGRmSMTpFR5V6C+REzszLl1olTAjKGUzQK69+/35ZvblYCqdOkznTp8vkceMkIXaEDFE3CpBHiqQ9BRE3ZXCZom8iRklFBQVxkMD6ZxCsryvtOh92FcY+p9X4dVcPcOQ0ZgxqU9PwsDDJTE3VVpNXLdMhQ7XFGBs9fNCFUS+SZ8/q3DTsI1XW7JFpynqcOn68ZKWnq/lIu2ilH2ItEFGKfe6KPXtke3WV+s5rdN7r6dOnOTmDANY9E7mLrzrXWQqjxXjJiDCC5VddLU/+8heDajEmJSRKdGSkd/+QssCSEuK9/3cMWhC9J09qKxZFoEsrd0q6spxRpGC8EnFcvAgeGkrr0ZJgb3u/uvlxeAiaZE99vf758LGj+nsngwfWPZPrq22xszCWOkeB6yfIUnn618/7NFrzY19GcLBOY/B2CTdIS3homERFRvjdlwbr8UR3tx77W1tlx65dMmpkooyDQKqBnEgEJZkIKyc+BsFsCPBqammW2sZG577yPm0douC8PwS7BTqIa8C6Z5By59pKYbQorxgRRnDL0qU6EX5QTlJlDSEy0xd7akOGDvFpkXEz9PX1yRGMzmOyt6lJ119NSx6lK/pAINNGj9adAOJjR0ioF/dkiesgb7XjyBFlHbZoC7Gx+YDUNDRIc1urdCox7GNivp9Zi0vNHPaS3eclEITxSTGQ04hN6MESRrgTsf/S74PC2/39Zy1VeBnvFfuhGDt279L7sClJyTqSFRZkanKy/jfK5oUpkcSdMIN2fGMV9vT2SltHhxxSlmBTc7PUNe3TNzIIrDneTTH0Z0wE3fQ611UKo4VB5BRU7lZXD8DCOq9ghmwoLfH9IoM8rmPH5JQSAZRS8xbIXEXLHrizrAjy3eCiw0CLK+yVpipLcmJWls6PHJWYKCNiYmTE8BgtoKGhEMog7k+6e+OmbtjO9PdrMTx+4oSy5DuVILZLU0uLFsPaxgZ943KCNUwtAdY5E1sSb4vB9n4URv/kZ0aEEXzzzrsGRRhhFeEuGwsLFnbvKeM5OdDaKt29vZb/chHyj/ZWGIhoRWTvyLh4SR89WjLT0rTLFdbkgFBGhIc7CrErkWQqyGedIuf0DRTOFYghzkkk3yNYBjckcJXCRQpB7DhydND25Yl5sM6ZXE9tTyAI4wZxbBbnuXoAFlMknCO3ytfCuFctNNhTw8LuLbDQVdfWylH1d+wGIhyxaKMd0ZadOyQ0JERGjRwpY9MyJCs9TVuWiXFxEhM9XInlcJ2ywpZYn7AMlRgePXZMjqqbDdQmRbBM44EDUqMsQkSUYg/xjLIez/arcbZfP59YC6xvWOcMUu5cTymMNrIaXzBywPKlS30ujGfOnJGG/ft1jhdSFLzlTsVit61ip1747Lqwn4UF0+8I4OlubNSBIMXlZTriNyoiUlcWShs1WpISErTrdaR6RFGBWGVZogBCIAFr++jxTnWj1KmtwtaODp1o33LokHaVnujq1jdtJ/tOsauFTcD6ZoLnAmV+7For9ZNgpUPmfqKRg5Z97X4tUr4EnTDQgeLu5bfKxLFjPf762J97a9Xf5Zd/eFUviIEK5hk3HigeEBEWLjHDo3VLrIQRcRIXG6MtSqTOxMXE6n8Pj4rWBc+tWs8V3/uAAA64nnGDhH+jsIJjHJbe3pPSc7JXR5fC+j7rg0Aw4ltQNONPPzescdhXRPHm3kCYo0CxGPFlvqTGQ0YOumXp1brYti/BnllpRYWMSUnRLj8EA3kK3ASVVlbIGyvftWzgjSfneSBfUtPieEDax8CIjIiQGCWIcbGxzj3K4TqYB/uUocNCtbDCusTz8DvkhiIXFVYpRoga3gr4gWBB7ByjT1lyp7WQnTx1Urp6enSkKMTt9JnT0tXdo0TwuA7s6lAW4TElhvgd9phhCZ5SliBzCgMHrGsmeDFQRDGQLEYAh3o9jAUjB11zz5d1JRZfg/w8VKRAcV9PlIiDe7G8ukpe+tMbgxJYZCdLE8E7sDSjI6N0RGyssjZjo2OUQIbr4B+IZnhYqH4ORmiIQ2gRGRscNFS/xj9diEpAP+1axPd2Dvt5CIJR4gVXZq8Sv1On8HhKCyEEESKIjvZIj+g8fkI6u05ItxLIgfSfwSoWT/wLbB28++JLhu8j1chSoylQ5imQ+vzgS0V9vy8aOQi++Gdf+o3P3yyCR/7y/iq9YC6ZO09bj5+2oLoCrIJde+vk92+/RVH0gKWJAcEx0zQXRRWGhQR/TAgdxdLx77P/JI79zhQJWIjnGORCBsdafC2QRDHQLEYwVY2dRg+67t57Bq3qPyIqLy2aJVfMXyATsrI+qoxzsTSDge4F2Esqq6qUP7/3d+1G5Z4RIYEJIrLf/tWvzRyaq0ZFIM1V0GOPPRZIn/eQGoVqjDdkJSgxKd5eNihvuKenR+oP7JdGNbBvFBoaqiyOYZ9ZAg05ZS1th6RECeGKNavlbWV5Iues/yzdaYQEKnff8i+SO3Gi0cPQWupHgTZXQwLQPXOJGmuMHnTj/ffKvpbmQXvTsBQRADI2PUMmZ2frVIMROhAkQoKDg7QlePJUn3R1d0lL+yGpVUKIvLOD7e3SqwSVuWaEBC7o8frmc78yc+ilaqwNtPkKDsBzBF9ysRqzjRy0fOnV8t8vPD9ob3qgUwEiC7FfiEjIYcEhurpLfGysHDtxQuecIdoUEYco+WalWqiEEO+x3NzeYnEgimKgCiN4XI13jRxw27XXybtrV0tVbe2gvvHzS6ABRD0iZWB/S4vsrt/LFYAQ8jFyxo3T65cJvh+ocxaotbDgN99q+K7LXENPrzI2PV3vGyQnJnIFIIR4at3C+riCwhh4PGr0AOQUzs6f7j/mflCwjM3IkIlZ2VoYA62UGSHks8F6hXXLF+sjhdEerBITBXEfuucrfvMBkhITZExKqq77iWa9qAHKbhGEEDfXqw3O9ZHCGKB8z+gBEKIl8+b7xZsflZCoK1mgMg7qeYaHh7FTBCFEg3UK65Uv1kUKo7340DkM8eBddw/6G0cVnKz0DN1jEFYiCmCjGLajyyAhJNAxuU6ZWhMpjPbjP4wegK7Xtyy9ZtDeMIQwKiJCpowfrwtcD7ynqMgIZTFSGAkJdLA+YU3wxXpIYbQnpeKooWqIh++9T7IzMgbnSxs6VJITEmXcmDEftUGKjoqS+JgRlm2LRAjxDFiXsD6Z4FXnekhh5BRoEIFluAPrYKVvhA0bJpOzx+negQMg2X/UyESd+E8ICVxMrkt9EuCRqBTGf6ZBjWeNn4BLZUFhkc/fbFRkpMzMy9MtjgYICQnWBcfRXJcQEphgPcK6ZIJnnesgoTB+jKfE0aXaEA/dc6/P3yhqpuZOmKgb5X4kjMpiHBmfoFM2hjJlg5CAxOR6dMS5/hEK46eeHIZdCWgofOey5T57k9hDREHghLgRH/s9mucmaWGMMN23kRBiXbAOYT0ywaNmjAIKY+CAKuHlRg964PY7ZHrOFJ+8wfgRI3QJOHSDPx+IISzJ4dHREswAHEICCqw/WIdMUO5c9wiF8YKgYeEDZg585P6v+uQNIhoVF8GnOUvhWk2Mi5Pw0DB+k4QEEG6sPw841z1CYfxMUA7JcPpGVlq6LL10oVffGPIX00ePlszUtE8t/QY3K9ypw6Oj+C0SEiBg3cH6Y4JXxURZTApj4IIk1y6jB6Eu4fAo74lSXEyMjM/MkmEhIZ/6/+FCRVJvbPRwfoOEBABYb0zWQ+0SJvNTGA3SLCYCcWKiouX2G5d57U3BUhyfmXnhL3PoUO1K9aY4E0L8B6w3WHdM8KhznSMURkP8TEwE4tx183KvtKbSbtSUFEkfNfozn4cuGygqzmLihNibmdPy9HpjgnLn+kYojIbBhvTdYmJj+pH7v+bxNxMZHqEr5SPy9LOIjorUhcXDQ0P5DRJiY0yuM6bXNQojGQB1Aw2HMiOXaNkVV3n0jYxR1uKY1NSL1kJFaTikdETTnUqIbcH6kjZqlJlDnxfWQ6UwegBsUBv2xSN82pNFxjPT0iQ1KfmizwsOCZEEJYywGgkh9gPrisn0jGZhwA2F0UMgeutBowdhT/AL19/o9h93tJiK1IE3F3Oj6i9UPR8WoyvPJYRYD6wrQ8yVfXxQTETbUxjJhXhNjRVGD7pu8WW6i7Y7BA0N0rmLY9VdYkR4uEvHwGKMozASYjuwnmBdMcEK5zpGKIwe5Ztm7rbQRfv8LhhGQdeMrLQ0XR/V1V6L6LABq5GRqYTYB6wjWE9M0OtcvwiF0ePUqfF9owch4f72G24y/UejIyNlbHqGoXZSYaFhjrQNJvoTYhs+f90Nej0xwePO9YtQGL3Cj9SoNnrQvZ+7TeccGSU4KFhGJyXpwJsLVbv59OOCZMTw4RIXG8tvjBAbUDg1V776+S+YObTauW4RCqPXQJdrUw3PvnXvfYaPCR0WoiNRkb8YZiAvEaXhEHwTT2EkxBZ823yR8Hud6xahMHoVFN190ehBELfrL1ti6JjIiAhJGzVau0+MRKEhMjUuJlYS4uL4bRFicbBuYP0wwYvCIuEURh+CXCDDjT0fvvd+GT3StUaiEMJRiSN14M2wYcMMv0GUhUN06lBzYd2EED8A6wXWDRMcEeYsUhh9DE46w1FeoUrgbr/xJpefi0o32WPGmHqD4eFh2mqMCI/gt0WIRcF6EWrixti5Ph3hDFIYfc0rYsJNccvSq2VBYdFFn4cOGXCf4I7RjNWHwB3sMyYwbYMQS4J1AuuFCTY41ydCYRwU7hQTG9sXK/4LN+rIuHhdC9HV3MVPEhIUpN2paEMVbPI1CCGDh8ki4ViP7ubsURgHE+QGGQ6FRjDNncuWf4a1F6TdqCnJyabfGGqmxkZHK4sxToJoMRJirTtutT6YzFnEerSHM0hhHGy+JyaSZx+4/Q6ZnjPlU/8folEzUlJ1lw7TX6yyOmOilcUYH6fLyhFCrAHWBawPJm/Uv8cZpDD6A3BdPGDmwAtVyIf7E/VRI90MnME+JV6LFiMh1uER8zmLDwhzFimMfsRKNV41elBWWrosvXThx34XFBSkO2mkJiebraD/ESEhITIiJlaioiL5DRFiAbAeYF0wwavOdYhQGP0KU7mND93zFW3VDRARFibjM7MkOSHR7TcESxH7jHh9RqYS4t/gOsV6YALmLFIY/RY0AX3U6EExUdHyuWuuc3wZSrwQLAOL0UjR8At+uer19D5jXLyEmcuFIoT4CKwDWA9M8KiYaKZOKIy+4nk1io0e9KVlN+ucJRQKH5ueLqMSEz1i4cEtO2AxDqMwEuK34PrHOmCCYue6QyiMfku/Gl91PhrioXvulcjwcJmcPU73UvTIlztkiM5lRE6kkSLkhBDfguvfl+sNoTD6mnIxkduI1Iwv3bRct5hCD0ZPgeam6LIRGkKLkRB/BDmLJlOznnWuN4TCaAnQGNSwz//z11+vE/uN9F68KMpqRGm44R7YsySEeBY3chaxvjBnkcJoKbrE4eIwDPovejKCFAkfcKfGKXFkpw1C/As3cha/6lxnCIXRUrytxgqjByFgxtOgy0ZSQoKEcp+REL9hybz5ZnMWVzjXF0JhtCT3DvZdnS5IHh+vUzbCQ8P4jRDiB6Ds48Nfuc/MoV3OdYVQGC0L9gEeH4w/fO7cOek7fVq6e3rkaGennDx1it8GIX7CF66/Qe/9m8BU/AIxaFBgASVeBb7REjXyfCGGGGfOnJEjSgz3tTRL44ED0tTSIjt275K6pn3S18dSioQMJjOn5clzjz9h5lBEoM4Qpmd4HTbq8z4DuUbrnSLpFWAdHj56VJoOtkjdvkbZ29Qk+9XPrR0dcuTYMf3/z549y2+DkEHmW/eacqFiHXmAokhhtBMD1Snu9+SLnuk/I23tHVLT2KjF8EDrQWk51KYeW6Wru1uL4Zn+fqFXgBD/YNkVV8mYlFQzh2L92MAZ9A10pfoOVAqvUiPZnRfpOXlSWtralEW4T+r3N8m+5mZtJbYfPqz/36m+PlqGhPgh2RkZ8tqzPzPTNadVjRwx0aSA0GL0d3BSP6jG740eCMuvvqlJ7xFCEJtamvW+4SElhieUZUgI8X+WX3W12VZyD1IUKYx2Bj3TvqTGEiMHoRLOtoqd8vq772h3KSHEWiBncflVS80cukpM9Hol7sF0Dd+DQBzDoaFXzF8gLW2tnD1CrLbIKivxwbvuNnNon5isoEUojFajTkzkNiJJ/86bb+HsEWIxcN3i+jXB4871gvgYBt8MDmh1gUCcbKMH3vvoI9qtSgjxfwqn5sqvnviB2RvoHDHhXSK0GK0KTvY7zRz47fvpWSHEKrhxvd5JUaQwBiLISXrF6EHIgbp20WLOHiF+Dq5TkzmLrwpzFgcVulIHF+Q21jofXQa5ijfc/xVp6+jgDBLih6CbzVvPPS+hwww3CEdaxjhhegYtxgAGJ/+3jR6Ei+2OG5dx9gjxU3B9mhBFca4HFEUKY8BjqtTTv1xzrSwoLOLsEeJn4LrE9WmCDc71gFAYiZjMbXzoHrZlI8TfMHldMmeRwkg+QYUaPzJ6UEpSkty5bDlnjxA/AdcjrksT/Mi5DhA/gME3/kOUGtvFRG7j3Y88LGVVlZxBQgaR6TlT5IUfPGXmUOQs5qvRxVmkxUg+Di6Kb5o58BHmNhIy6LhxHX6TokhhJBdmhRqvGT0oKy1dll66kLNHyCCB6w/XoQlec173xI+gK9X/SFFjtzhcqy7T2XVCbrz/Xjl2/DhnkBAfEjt8uLz53K8kJira6KGwEieq0cxZpMVIPhtcJIZzG3FRfuH6Gzl7hPgYXHcmRFGc1zlFkcJIXOQ5NcqNHnTXzctldv50zh4hPgLXG647E5Q7r3NCYSQu0i+OIsL9Rg985P6vcfYI8REmrzfT1zehMAY6pu4okUN185VXcfYI8TK4zkzmLJryCBHfweAb/wYBOAjESTF64C3/+jWp27ePM0iIF8jOyJA//s/PzRyKPUUE3DA9gxYjMYnp3MbbWWScEK/hxvXFnEUKI/EAb4iJPKdrFi6SJfPmc/YI8TC4rnB9mWCF83omFEbiAR4wc5f54F13S2REBGePEA+B6wnXlQlMe38IhZF8Og1qfN/oQSPj4+UL193A2SPEQ+B6wnVlAly/dZxBCiPxLKaq79/7udtk5rQ8zh4hboLrCNeTCUx1zyEURnJxTPdr+9a993H2CHETN64jU/1WCYWRuIapDt9jUlLl+suWcPYIMQmuH1xHJnjeed0SC8E8RusRp0at89FlTvX1yfIHviYHWg9yBgkxQGryKHn9pz+X0GHDjB56RI1xzkdCi5F4EVxkDxg9CBf1F65nIA4hRsF1Y0IUxXmdUhQpjMRHvKrGWqMH3bL0alk4axZnjxAXwfWC68YEa53XKbEgdKVal2w1qtQwdCt76PBhufKuOzh7hLjAyv992Ux6BgJtcoTpGbQYic/BRfe00YNwkd+5bDlnj5CLgOvEZM7i0xRFWoxk8BjmtBqzjR549yMPS1lVJWeQkE9hes4UeeEHT5m9Yc0RpmfQYiSDhuncxkfu/ypnjxDPXx/MWaQwEj9glZjY5M9KS5elly7k7BHyCXBd4PowwavO65FYHLpS7UGyOFyqhnIbT3R3676NbR0dnEFCFEkJCbrPYnRkpNFDkZYBF2orZ5EWI/EPcDE+avQgXPz/cvW1nD1CnOB6MCGK4rz+KIoURuJnmCo9dcdNy2RBYRFnjwQ8uA5wPZjAVKlGQmEk3qdfHJU2+o0e+NA993L2SMBj8jowfd0RCiPxDeViIrcxJSmJuY0koMH5j+vABD9yXnfERjD4xn5EqbEbemf0QOY2kkDEjZzFZjUmqtHFWaTFSPwbXKSmfELMbSSBiBvn/b0URQojsQ4r1Hjb6EHI3Voybz5njwQMON9N5iy+7bzOiA2hK9W+wJUKl2qUkYM6u07INfd8Wbp7ejiDxNZERkTI3379osRERRs9FFYiXKjNnEVajMRa4KL9ntGDsEjcceNNnD1ie3CemxBFcV5XFEUKI7Eoz4qJiLm7b/kXmTktj7NHbAvOb5znJih3XleEwkgsCnKr7hUTOVbfuvc+zh6xLSbPb9PXE6EwEv9iq5ioyjEmJVWWXXEVZ4/YDpzXOL9N8LzzeiI2h8E3gQGKi+8Ug7mNODdu/cbXpW7fPs4gsQXZGRny2rM/kyFDhhg9FHuKueIoFk5oMZL/n737j+2qvBc4/iFsxZWyTlqp7AuUsRJNivzaCtMLDMRetfxosbQIF1Gw3ZdS60i4CDQky4w2LCYkKIwLgtEtIUFddGZdSEyWLDNZohfS8cNoaO5SN7z8qq6Xtsxuvdn59Hu2ORXo8/n+Oud73q/kSf/hab/n8zw9nz6H53OeHKC/zE84/9Xk3TxWL1tO9JAzdD4bkqL4vz8kRRIjcoyeFXfMtdOKynupbURO0Hms89ngmBjOPEV48Sg1WsokcW5jnkuni93dQ7WNfx38KxFEKH1p5JeGahbHFRW5dh2QxDmLnUSRFSNyk/5yO9c26s3EeBwPEAg6fw1JUfzfF5IiK0bkOF0t6kac21w7xne2yjunThJBhErFHdPlwFNtlq7vS2LDzQBRZMWI3Ka/5A2Wjjt4yThCKIl520BSJDEiOvTE8RddO2nt17K7FxM9hIbOV2PN4ov+7wkiiEep0aW1jWf9r8P2ycCA1DR9Ty5cvkwEEWglxcXy+v6DMiovz7WrlmVMFcozWDEicky1jXqT0dPOgaDTeWpIiiLULJIYCUGkHRbD46L6qiWyoGIO0UNg6fzUeWrwlv97ARIjIkxfiuy8wWBrY5zIIbCM83PA/30AiRER967Xdrt2ipWU8EgVgaTzUuenwW7/9wERx+YbqK9IoraxzLVjQ+t2OXHmNBFEIMwunyaH2nZZumoRv9YsXiWKYMUI8W8Gmy0dW6ltRIAkMR83kxRBYsRntYvhRclTJk6SqoWLiB6yTuehzkeDI/78B4bwKBWfpuc1vue1ApdOPb1XZGVzk3T/6U9EEFlR9LWvyav79kthwRjXrr1eu10S5y0CrBjxOXpzcK5t1JvR6mXVRA9Zo/PPkBTFn+8kRZAYcV0HvXbctdOGlXUy71vfJnrIOJ13Ov8MjvvzHSAx4roGJfHy5EHXjtviTUQPGWecd+Z5DhIjoqnDa3tdO2ntWH3VUqKHjNH5ZqxZ3OvPc+Bz2HyDa9ENOLoRJ+Z8s3q8WTq7uogg0qqstFRefnafpav+n6JuuOklimDFCBd602ixdHyEN+IgA5KYZy0kRZAYYfWaGOq7qr67UCrnzSd6SBudXzrPDNr9eQ1cE49ScSNaMX1GHGsbuz/+WGo2xaWvv58IIqVG5+fL6z8+IEU33+zaVVeJ5V77gCiCFSOSoTeRp1076U1r7fIaooeU03llSIriz2OSIkiMSAk9dcB5B1989RqZO2Mm0UPK6HzSeWXQIYZTZEBiBK5Fz6kzbcTZFt9I9JAyScynFjGcOwoSI3A9erL5ftdOk2MTpPqeSqKHpOk80vlksN+fv8CwsPkGLsZKorbxFqfl5l/+Iqsef0y6PuSVlLAp/XpMjj67V/K+/GXXrpckUbP4EVEEK0akg95cnM9t1JvZ6mXLiR7MdP4YkqL485WkCBIj0krPrvuVa6f6qiWy+K5/I3pwpvNG54/Br8RwxijAo1RYlEmitjHPpdPF7m65b8PDRA9Ojr3wkowrKnLtphtttGaxkwiCFSMyQW82u1w76c3t0bpVRA/DpvPFkBTFn58kRbBiREbl+avGMteO8Z2t8s6pk0QQ11Vxx3Q58FSb9Q+3cqE8A6wYkWF604lbOu5o2kT0kM55EicpgsSIbDFtbtBatKqFi4gerknnh7Fm0bQ5DPg0HqUiWVrTqLWNY1069fb3SV1Ls1y4fJkI4l+UFBfLK8/tk4L80a5dtSxDaxYvEUWwYkQ26U1op2snvemtWVZN9PA5Oi8MSVH8eUhSBIkRgWB65dZDNStkQcUcood/0Pmg88LA9MpCgMSIdDK9pHlrY5zIIdn5YH7JPUBiRDqZjvWJlZTI+to6ooeheaDzwcB0LBpwLWy+QSoVSKK2cZJrx4bW7XLizGkiGFGzy6fJobZdlq568LDWLPYSRbBiRBDpzclUfNZKbWOkJTH+m0iKIDEi6Nq99pprpykTJ8l9C75L9CJIaxZ1/A1e8+cbkFI8SkU6xCRR21jg0qmn94osbXxU+vr7iWBEjM7Pl188f1gKC8a4dtVVotYscsgnWDEiFPRm5VzbqDdHNuJEi463ISmKP79IiiAxIlT2imGn4IaVdTJ3xkyiFwE6zjreBh3+/AJIjAiVQa81+F+dtDY1E70IMI6zeV4BJEYEwXGvHXTtNHH8eKm9936il8N0fHWcDQ768wpIGzbfIN0KJVHbGHPppPNy1fcfk86uLiKYY8pKS+Xonr0yYsQI1676f4q64YbyDLBiRKj1eO0J57/YvJvm2uoVRC8H6bgakqL484ikCBIjcoKekedcb7Z88T1SOW8+0cshOp46rgbtYjj7EyAxIsg2e+2qa6ctGxokLy+P6OUAHUcdT4Or/vwBSIzIKZ1ee9K107iiIllX8wDRywE6jjqeBk/68wcgMSLn6CkI77p22vQfa6XijulEL8R0/HQcDd4Vw6ktAIkRYaHn5pkO3NvBS8ZDLYnxi4vhnE+AxIgw0ZPWD7t2mhybINX3VBK9ENJx0/EzOOzPFyCjqGNENoz12ln/67B9MjAgtc1N8uHFC0QwJL4+rkR+tm+/jHLfQPWR16b6XwFWjMh5erPb4tpJb67rVrARJ0x0vEbZdhVvISmCxIioeVEMj8nqq5bIgoo5RC8EdJx0vAze8ucHkBU8SkU23ea1k15zWlKcv3RJqhrWE72AO/bCS5byDN1oo1uQ3yeCYMWIKNKbn/NW/FtvuYVzGwNOx8dYs7ibpAhWjIg6XS3qS8bLXDs2tG6XE2dOE8GAmV0+TQ617bJ01SL+cqE8A6wYEXF6E2yxdGyltjGQkhiXFpIiSIxAwjExvCB6ysRJUrVwEdELEB0PHReDI/48ALKOR6kICj2vUR+pFrp06um9IvUtzXLpI3b2Z9stY8fKy8/tk8KCMa5ddfB0w805oghWjMA/6U1xh2snvQmvXrqc6AWAjoMhKaqdJEWQGIEvdtBrb7t2eqR2JbWNWabx13EweNsfd4DECHyBQUm8NHrQtePWxjjRyyJj/M3jDZAYESUdXtvj2ilWUkJtY5Zo3DX+Bnv88QYChc03CKICr70niQ05TqhtzKwkahb1/xRv91ovUQQrRuDG9GZpKoajtjGzkoj3JpIiSIyAmze81u7aSWvoKufNJ3oZoHE21iy2++MLBBKPUhFk+ihVH6kWuHT6uKdHlm9slL7+fiKYJqPz8+WN/3pebi4sdO2qq0R9hEp5BlgxAgZ683zatZPerNdW1xC9NNL4GpKi+ONJUgSJEUjCM2LYuRh/cI3MnTGT6KWBxlXja9DhjydAYgSSoDVuLWKoddsW30j00sAYV/M4AiRG4PP0RHfnt6NMjk2QFZX3Er0U0nhqXA0O+uMIBB6bbxAWYyXxkvFbnZYpg4NS//hj8vs//oEIJukbEybKy8/ulZEjR7p2PS+JcxZ50ztYMQIppDfVLa6d9Ca+aslSopcCGkdDUhR/3EiKIDECaaBn9r3p2qm+agm1jUnS+GkcDd4Uw1mbQDbxKBVhUyaJR6p5Lp0udndL1aOPyP8z393/eh4xQn55+EUZV1Tk2nVAEo9QO4kiWDEC6aM3WefaRr2pr19ZT/QMNG6GpKieJCmCFSOQGXn+qrHMtWN8Z6u8c+okERymijumy4Gn2qx/wJT7q0aAFSOQZnqzbbB03MFLxjMVrwaSIkiMQGb9WgybOrQGr2rhIqI3DMvuXmytWTzijw8QSjxKRZhpbeNZ/+uw9f/5z1LbvFEuXL5MBK+hpLhYXt9/UEbl5bl21bKMqUJ5BlgxAlmhN98drp3yb7pJHqpeQfSuQ+NjSIrijwdJESRGIItMrxpbs7xaFlTMIXpfQOOi8TEwvboPIDECqac7RJw3emxtjBO51MVlwB8HgMQIBMApr+127RQrKZH1tXVE71M0HhoXg93+OAChx+Yb5IoCr2mB4jdcOza0bpcTZ05HPoCzy6fJobZdlq5aszjLa71MQ7BiBIJDb8otlo6t1DYmG4fNJEWQGIFgavfaq66dpkycFPnaRr1+jYPBq37cgZzBo1TkmpjX3pPEo9Vh6+m9ItXxRvm/3ugtfL5aUCA/P/C8FBaMsazSb/faOaYdWDECwaU3aefaRk0K61bURjJget2GpCh+nEmKIDECIbDfax2unTasrJM7Z82OVKD0evW6DTr8OAMkRiAEBr223v/qpLWpOVKBMl6vOb4AiRHIHl3ROL+FRWv4Vt53fyQCpNdprFk0rciBsGDzDXKZbsDRjTgx1471jzdLZ1dXzgamrLRUXn52n6Wr/p+ibrihPAOsGIEQ0pv3FkvHXN+Ik8T1bSEpgsQIhNtRMdTZLV10t1TOm5+TAdHr0uszaPfjCZAYgZAzvZlly4YG+cpNN+VUIEbn5w9dl3H1vZmpBBIjkBv0XZ5Pu3YaV1Qk62oeyKlArF1eM3RdBk/7cQRIjECOMJ3+EF+9RubOmJkTAdDr0OsxMJ1eApAYgWAznxe4Lb4xJwKQxHWYzrsESIxA8JlOmJ8cmyDV91SG+sL18+t1GBz04wZEBnWMiJqxXjvrfx22TwYGpK6lWf54/n9Dd8ETbh0vrzy3T0bl5bl2/chrU/2vACtGIEfpTd55d6UmlbXVNaG8YP3chqSoWkiKIDEC0fBTMTwerK9aIgsq5oTqQhd95ztDn9tA43OEqYIo4lEqoqrMa2e85rSUutjdLfdteDg0F3nshZcs5Rm60aZcKM8AK0YgUvSm/4xrJ00y62vrQnGB+jmNNYvPkBTBihGIpjx/1Vjm2rGhdbucOHM6sBc2u3yaHGrbZf2DoVwozwArRiCSzLWNrU2bAn1hSXw+ahZBYiQEiLg3xbDJZMrESVK1cFEgL0g/l34+gyN+PIBI41EqkDiv8aQ41jZe6esbOrfxwuXLgbmQkuLioXMWx4we7dpVyzL0Eep5pgNYMQLQw3d3unbS5PPgkmWBuhD9PIakKP71kxQBEiPwD/rqs9+6dnr4gdrA1Dbq59DPY/BbMbwqDyAxArltUBIbTwZdO25tjAfiAoyfw3zdAIkRyH0dYjheKVZSkvXaRv35+jkMdvvXDcDH5hvgXxV47T1JbMhxkq3axiRqFvX/Vm/3Wi/DDrBiBK5Fk4TpmWS2ahuT+LlxkiJAYgSGo91rb7h20trBynnzM/pB9ecZaxbf8K8TwGfwKBX4YvooVR+pFrh06um9IksbH5W+/v60f8DR+fnyi+cPS2HBGMuqWB+hnmOYAVaMwHBp0njStZMmqYdXPJCRD6g/x5AU1Q9IigCJEbAw7dhsqH9Q5s6YmdYPpt9ff46BXs8ehhYgMQIW5hq/bfGNaf1gxu9PzSJAYgSSZnorzOTYBKm99/60fCD9vvr9DUxv9wGihs03wI3py8X1JeNOtY36u7Xq+49JZ1dXyj5IWWmpHN2zV0aMGOHaVf9PcbokXhYOgBUjkBRNJk84/9XpJa9VS5am9IPo9zMkRfE/P0kRIDECKaNnFR5z7aSPPVNV26jfx/h49pgYzpwESIwAbqRFDKfbb9nQIMU3j03qB2t//T4GA/7nBkBiBFKuUwy1jeOKiqTtP7daz0kc6qf99fsY/MD/3ACGic03gJs8r53xWplrx7d/9zvZ+qM2udLX55QUd23dLnfOmmX5rO9LYsPNAMMGkBiBdJrntd9YOp67cEF+dGC/vHX8v2/4b++cNVu2x5tk4vjx1s+p/7n5FsMFkBiBTPiJ1x6ydv6fP3wgz/3kJen68Jx0nfvn29lKYzH55qRSaV77kLVW8e9+6rV1DBNAYgQyRXfTnPW/Bo2WZUwVyjMAEzbfAPbk80RAPxs1iwArRiBrXvHaygB9nle9VsewACRGIFtMr4tLkw+8NovVIpAcHqUCydEkpK+j6cny59Cfv5SkCJAYgSA45bV/91pvln7+Vf/nn2IoABIjEBRve22xJE6xyKTzXlvo/3wAJEYgcMnx2xlMUvpzZpEUARIjEGS6grtLEiUT6Xq0etX//nf5Pw9ACrErFUifSV77oSTekDMyBd9P33mqx0fpi8x/T3gBEiMQ5gT5PUnUO95m6K8vAz/qtb1eu0Q4ARIjkEs0Md7ttZle+5bXCj6TLDUJaulFh9eOe+1NVodAZv1NgAEAJCXeife9NxsAAAAASUVORK5CYII=", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 25, "name": "Universités et Ecoles 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": 19, "name": "Education / Enfance / Jeunesse" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "2a92250af0678e81e4e379c236214bce", "imageData": "iVBORw0KGgoAAAANSUhEUgAAAcYAAAJECAYAAACM8oRnAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAA25pVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDUuMy1jMDExIDY2LjE0NTY2MSwgMjAxMi8wMi8wNi0xNDo1NjoyNyAgICAgICAgIj4gPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4gPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wTU09Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8iIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDo4OTYyYzhkNy04NDgxLWM0NDEtYWM4My0xMzgyNTM2NDE5MWQiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6OTQwNTIzMDc3NDJEMTFFQTg2QUVCN0Y3NUUyOEEwRDYiIHhtcE1NOkluc3RhbmNlSUQ9InhtcC5paWQ6OTQwNTIzMDY3NDJEMTFFQTg2QUVCN0Y3NUUyOEEwRDYiIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTNiAoV2luZG93cykiPiA8eG1wTU06RGVyaXZlZEZyb20gc3RSZWY6aW5zdGFuY2VJRD0ieG1wLmlpZDo2QjgzRUY1NDI5NzRFQTExOENDRUQwMzBCNDEyQThBNiIgc3RSZWY6ZG9jdW1lbnRJRD0ieG1wLmRpZDo4OTYyYzhkNy04NDgxLWM0NDEtYWM4My0xMzgyNTM2NDE5MWQiLz4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz4rzrKJAABkTUlEQVR42uy9C3RX1Z33/cv9RkLIBRICCeESIBAI97sgKte2Y62tjtpOZ9WnvuM7vu07rnY9XeOqHdfTNX3G5/Ftn3Fq67QzTlupWltbWxRFURDkDuEWAgQSAiEJhASSQEIgyXu+J4dKkct/7/9tn3O+n7X2AjHnn//ZZ+/9Pb+9f5eYvr4+IYQQQkg/sewCQgghhMJICCGEUBgJIYQQCiMhhBBCYSSEEEIojIQQQgiFkRBCCKEwEkIIIRRGQgghhMJICCGEUBgJIYQQCiMhhBBCYSSEEEIojIQQQgiFkRBCCKEwEkIIIRRGQgghhMJICCGEUBgJIYQQCiMhhBBCYSSEEEIojIQQQgiFkRBCCKEwEkIIIYTCSAghhFAYCSGEEAojIYQQQmEkhBBCKIyEEEIIhZEQQgihMBJCCCEURkIIIYTCSAghhFAYCSGEEAojIYQQQmEkhBBCKIyEEEIIhZEQQgihMBJCCCEURkIIIYTCSAghhFAYCSGEEAojIYQQQmEkhBBCKIyEEEIIhZEQQgihMBJCCCGEwkgIIYRQGAkhhBAKIyGEEEJhJIQQQiiMhBBCCIWREEIIoTASQgghFEZCCCGEwkgIIYRQGAkhhBAKIyGEEEJhJIQQQiiMhBBCCIWREEIIoTASQgghFEZCCCGEwkgIIYRQGAkhhBAKIyGEEEJhJIQQQrxMPLuAkKAosFqe8/cyqyVabaDVRjv/Vmy1rBtcN8BqY2/xuXVWO3ODfz9vtWrn791W2+f8vdr5fze7jhASIDF9fX3sBUJuDgQu1xG9qyI4zfm3QoO/d4XVWhzBrHH+vtP5s4aPlRBajITcjlJH/K620musPjdS7vy5+Ab/r9NqlY5QVl7T6jkMCKEwEv+BLcyZ1whgudPifNQHKY7VO+26fz/vCOQ2q212/qR1SXwHt1KJ18H25xyrzXfaNHaJEmeuEcmrgtnBbiEURkLcAxxa7nFEEIJYyC4JOXD4WW219U7rZJcQCiMh5gAPUJyjrbTaMsdCJJGjx2rrHIFc51iUhFAYCYkw5Y4QLpYbO5eQ6NHiiOSrVlsj/eeWhFAYCQkDEMD7rfZ5+SRukJhvTUIc33RaI7uEUBgJCV4MP+8IIsXQ/cCSXO1Yk3XsDkJhJCQw5jtC+ADF0PMi+ZLV3hButxIKIyGfAg4zX7Pa14XOM36j0xHHX0r/tishFEbiWxBQv9IRw5VuvYlz7RelreOi/feTp1ukp6dXLl7qljMt/UZQ87l2udB56VPXdV2+LE3N5276uVkDB0h6asqn/j0lOVEGD8ro78C4OBk2uD8Na25WhqQmJdrXDUhNdmt3NjpW5M/lk3ywhFAYiecpdsTwq+KCrdIzrW3SfrFL6ptapLX9gi2CxxuarX/rlJbzHWLi7Imx2vC8HElLSbJFNGdQuqQlJ0tRfv+/ZWemu2GcwHp8QfqddgihMBJPAieav5P+4HvjaLCst3rL4oPVhz9PnWm1rT4vzo7EhHgZmjPIFsr83EEy1Gr51n9npqea+HXhpPO8Y0W2cBoRCiNxO8hLirPDbziWYtS5fKVHjp5sssUP7UTjWalrOiu9vb2+f1ipyYm2QBYXDJZRw4ZI8dBck6xLnEWuckSyglOLUBiJ28AW6bccURwYzS+C871DtafkyIlGqa5rlNoGlipUIT0txRbJ0cOHSNnoQtu6NIC1Vvu+9Hu2EkJhJEaDPKX/IP3nh4nR+hLVlggerDkl+47USc2p03wqIWTggFQpKcqXcSOGyqQxhZKZnhbNr4P0c88IvVkJhZEYKojftdpD0fjlcI7ZX31C9lXXSVVNvf3fJDIMzsqQGaWjZObE0dG0JpHU/AfSv9VKCIWRRJViRxC/LBGuZwjx27a/WnZUHrMtRBJ9ECpSXlIkk61WOnJYNL7CIUcgX+LTIBRGEmlQyukfpf8MMWKCeFUMd1XVyOHjDXwKBoOwEGy1TresSfwZYVBs+TvCUA9CYSQRoOAaQYzIGSKcZ7ZXHpWdlmVYVXuKT8ClIjl38lhZNK3U3nqNICis/KTVNvIpEAojCTUIu/jv0u9YkxKJX7j/6AnZuPuQ7Dx4jL3vpTerwVkyZ9IYWyjTI5ehZ41jQTLMg1AYSUiAdfg/JAJZarBVumHXQbshqwzxNthinV8+TqaMGxGpX/lLRyDr2fuEwkh0mGm1f3X+DCt7Dh+3xXDvEVYi8iMI+Vg0vVQWz5ggKUlh36HHGxdiIJ+zWjd7n1AYSSDAU+KfJcyhF5e6L8u7W/bJ+p2Vct5Jwk0Itlk/s2BaJM4i4cH6TWEMJKEwkluAV3Vkq8FZ4oBw/RJskf7xo12ycXcVe5zclJEFgy0rcoItlGEGJa/goFPDXicURvIXL+pW+5nVSsP1CxrPnpPfvb9Ndh+qZW+TgMnPybQFEtusYQR5WH/gNG6vEgqjz4FliG3Tvw/XL4BX6Yc7KhlqQYICyczvnF4qS+dMDuevQfzj30p/mAehMBIfguLAP5b+M8WQg7JNv16ziYJIQgqcc+Co87mF0yU+LjZcvwaOOU85liShMBIfkCv93qYPhEsQX1u7WQ4cPcmeJmEjIT7O3mK9/+5ZEhsTE45fUeNYj6zgQWEkHucBx0rMCvUH4wzxtXe32Im8CYkUKK4MgVw5f0q4fsWL0u+cw8BaCiPxGAMcQfxyqD/4dEubbSEiFpGQaIGMOthiRdq5MICEAA/TeqQwEu+AAP1XpL8SRshAlprX3t0sW/YdYQ8TYwhjmEeP9HutPu38nVAYiQtB1Qsk/P6uhLgCBgRx3fYD0tPby14mRoLSVw8unSs5memh/ujNjvXIuEcKI3EZsA5/YbX5ofxQBOV/sLNS6hqa2cPEFcwvHysPr1gQag9WnDc+arVX2cMURuIO7rfaf0oIs9c0n2uXVW9vomMNcSWIgUSCgCWzJ4X6o5GU/HGhYw6FkRgLtkv/RfpLQ4WMl9/eaAfoE+J2JowaJg8tmx/qPKzVVvuM9OdeJRRGYhAoCQUHm4Wh+sDtB47K25sq5ETTWaNudGjuICkvKZKhg7Mke+AA+wwpMSFeens5jsO7UljN6mIkfD97vkPOtLbZsaoHa+rlSo+7fFEWz5gof71sbig/EhbjV6Q/7yqhMBIDQJ7T31itIBQf1nmp2942Nc3bNDY2Vu6aMUHumlVmCyKJPnC+2nHgmLy5Yaecbjnvqu9emJ9jxz5OHRdSZ+1npb/eI71WKYwkivyd1X4o/ZUxgmbd9v3yzsd7paXNvCOTe2ZPki/dM5tP3ECqTzTKT15/z5XlwxZMGSePrJhvv3iFiLVWe9BqLRwZ7iWWXeBKUqTfwebHoRDFc+0X5IXX18qv13xspCgOz8uWJbPL+NQNZfTwPFk4rdSV3/2j3VXyvZ++Hsoi2fdYbbfVpnFkUBhJ5ECu0w+t9tVQfBgWhKd/8rrsOmhuWFZp8TC7yjsxl7LRwyUtJcmV372h+Zz86ytr5HfrQlZUA4n5P5J+D3FCYSThfjm32sfSn80maLAQYEG42HXJ7DeB8FdzJ0GSnposAwekuvoe4Gz27H/90U6EHwKwq4Oz///O0UFhJOEDHqdbHXEMCkx8LABYCNxAHz1OjScuLk6SExNcfx+H6xrk6Z/8Rt4K3dxAvVMcecRxlLiHeHaBK0BVDGSyCfo8cc3He+S372911c27zePRn/SJl15f3li3TY6eaJRHViyQQRlBb+PDSQ7ur18UJgOgxUhCArZiXglWFC92dcuPX3vXdaIIUOwY2XcIiSQ4f/+fL/3BjtUMAcuk/xikkD1LYST6YOsFnqf/HOwH1TackWd/8absPlTryo5AkgFYutxQJZEGyQye+9VqeXfL3lB8XJkjjnSxpjASDRIdK/GrwX7Q/uoT8r9/8Sc52eTusCokMH9lzce2ByEhkeY3a7fYIU3dl68E+1FIxPGhhMiBjoQHnjGaB7zZfif9Wy9B8fsPtsvqjbs90SnIsoIEBPuPnpApY4skL2eQXb09Iy1F4uPi5HaJKq709NpnRfh5cm2/9NjFppFSLyam/9/w9wGpyepnax436RHS1HKuQ778mQVSmJcTzEdlWe196c+xyuLHBsLMN2aBXGd/kiBzniIDyc/eWGefzXmVuNhYSYiPs1uMtaLfbhRjnC+dM0mWzS3nKLuGRssCf/YXf/zL/rP6qnzcCPnKyjsC/hwkifjxb9ZKTf1p70/SlGR59L7FMmHksGA/qlP6HXJWcyTSYiQ3f4uEKM4J5kMQivHz338gdY3erpkIC7Knu1e6ui8HfE0ItsE8R68lgu0Xuz5lcbOvbk5HZ5f88OW35At3zbJetCYH81FXd4eQgJy1HQ2CZ4xmgGw27wcrikfqGuX5V9/xvChqD/ZYDvdP9YllbWMr+lNvzHEMu7sd8PD+xeoNwX4M/AlettrX2aO0GMknFDiiODaYD4GTzb+99q7rSgAR4mY+2lUlLec75O8fWBrMywQu/Knz5wvsVVqMtBRF3g1WFJGl40e/fpuiSEgUQF3K//WLP9k1KoMEGXK+yh6lMPqZgY4oBlWWAFs5b4Qu+TEhRIOjJ5vk/7yyxo4ZDpKfWe3L7FEKox8Z4IhiUC6SCDzGVg4hJPrAw/f5V96xz/qD4GpiD1bmoDD6CniiwftUO8AXW6bYuglRqipCSIhAqNTzr64Jdm5CHOGQ83n2KIXRD8ADDe7Z2nGKyHkKS/HQ8VPsTUIMBHP0//x6jRw4djLYtQLZr5axRymMXiYu2IHefqHTmnBvB7tVQwgJM9jVQawjvMVD8CLN9HEURs8Cd2ztrREkM8ZbKA75CSHuAN7iqNIRBFePXkazNymMXgOlo76mezEO9VEyKgQeb4SQCPOvr6yR3wXnOX41rKuAvUlh9AoPSRClo1CkF1n9mc2GEPfy9qYK+cOHO4L5CBQ6flv6w7wIhdHVwMnmP3UvxvbpT3/7vp3/lBDibv700a5gt1VRxxFnjonsTQqjW8GZwG90BzHcvn/62/doKRLiIbCtGqQ4Lg7mZZtQGKMJzgTedv5UBu7eL/ikhA8hfhTHIL1VcTzzT+xJCqObCMqLDG7eCBCm9ykh3gXeqkGK43eFCQAojC4CiYC1445++DLjFAnxizgGmQTgF9J/7kgojEbzdxJEdnxmtCHEX7z42/eC2R1CzmU442SxJymMpoIiwz/UfvVbvYG5TwnxGfAn+PnvP5CTTS26H3HVyY+VpSmMxpErQXigrv5oF6tkEOJTUMfx3994P5h6jvBU/d/sSQqjScQ5oqiVlQIH8L8PLvCXEOJyEKv872+sk67uy7of8Q1hkWMKo0H8i2hWy8DZwr+99i57MFKDPZbD/XoS4uMkJob9YAIIz0I9xyCA418pezJ44tkFQYFiov+g+4aIswWEZ5DIgPR6dQ3NcunyFent6/V9fyTGx0vj2fPS19fHwWEIcL7DuvC1e+/UuRyhYti9mm61TvYmhTEaFFrtZzoXIqsNBn8QZwpEg237q2V3VS2FwAGWYm9vn1y5wpczk9iy74gMz8uWJbMn6VwOixFOgI+xJymMkeZqhW2thL4/e2MdU71FgcuWAFymCBAX8Ju1W2T4kGwZX6zluvB1q62z2qvsST146KIHykjN17nw9x9sl6paxioSQm4NdpWCKCCA3ayx7EUKY6RAVpvv6lwID9TVG3ezBwkhtwVHLv/5hw91PVUR/P+KsBIHhTECYLC9rDPYUGQY1TIIcQMxGlfQuTX0YN3A0Ysm5RJELVgKIwkUHGorJwdHdotf/umjYGKUCIkodE8yhz2Hj8ub67VjnRHfuJC9SGEMFwjN+JrOhS+9+SGdbYir6LRe5lTo6enhi18Y+eOGXboJx+EoiPPGAexFCmOoQZLen+pcuObjPbL7UC17kLiKs+fbpfNS4OLY2n5BWtsusOPCyH/9cb1uH2OXi1uqFMaQ86+ikcG+8ew5+e37W9l7xHU0nT0vVTWBe08jAb6KkBJ1IIq/eusj3cv/XvpzqpIAYBzj7Vkm/RWzlXn5rY3sPYNISkyQZKv19jLrjU1MjFy+fOWGW6D4t3c275HiglzJTE+75ccgteH6nQfZnxFg75E6eWtThayYV65z+X9abYLVOtiTt5kazAJyS7Avv9dqxaoXIl6RoRkGiWJCvDywdK6UFOYz882fZ39/fs7/+MOHN/2R0pHD5JEV8yV3UMYN/z9icn+9ZlMw8XZEg3/6v74oQ3MH6Vz6c6s9yh6kxRjU+NMRRcYrmkdKcpKMLBgsQ7IHsjOuITYm1jIcY276slB57KT8cNXbsmDKWCkpGmoLJFLInWpulb2H62Tz3sPcQo0C2I361t98VudSOBC+ZDVuZ1EYtUAg/zdUL7LzoP7hA/aegfRwC/VTXL5y5bY/g+Trv31/m70VnZmeKj09vdLSdoFb0lHkcF2D/G7dNrlv8Uydy69uqfKN5mYvjOyCG4IAfnihKlfFfuWdj6XjYhd70DA6uy5J2wUWHLge9EmgW8uXui/bTjnN59opigbw9qYK+8xRA3ip/gN7kMKoCgaN8un2hzsqZUflMfaegXRfviJtHRTG6znXfpGd4GJeW7tZt3TdP4rGMRGF0b8UOINGCbxNr9m8h71nKLCJ2mnJfwps/RP3Agv+V3re73As/Ff2IIUxUP5ZNLJEYHCePdfO3jMYOolQGL3IpopDdtNgpdMIhfGWYPtUOWYRruooLkoMF8aubp6NURg9ydqt+3Tz2/5YmC6OwngbsLWg7HDDQH530HbholzpoTBey7l2pnHzAvWnW+Tl1VpZcQqlv74soTDeEFiKysWH4TIN12liPscbmikE14Ct/2Zu/3uG9bsO6j5PhKUVsAcpjNeDrYR/Ub0IgxAu08QdnGltkxNNZ9kRDnuO1Ml5eqV6Cs1cqlj//om9R2EMyRsTYhaJu0BWol6mhLPPow4fb2BfeIwDR0/qvqx/VTRC1CiM3iVPNPbY4XCDAqLEXSAguo0OJ9JgjV/WCPUmiKfW8MCGb8X/YO9RGK/yLdHwyqLDjTtBppfqE02+74fqE41y9jyLLHiRlrYOWfX2Jp1LEbpxD3uQwojt079TvYgON+6m4nCt7/vgWP1phq54GISPaTri/ItoeOZTGL0FtlBTVC640HnJ3qog7uXI8Ubbvd2v1Dacsc+iiLfR9IHQiuWmMHoHxO98XWewMYOKu8FW05qP9/gypvHylR5Zb73YMWzF+8AHQrNO5j/63Wr0szB+V/qraAQMtiaY4cYbVByqlYM1/rOaDtbUy9b9RzkAfIKmL8RYqz1AYfQfKLvyVdWLXnt3M2eaR+jqvizvb9tv/+mne8YxQCA1GIk3gC/E2i17aTVSGMPz0E+3tMluy8ogHlo0jjfIPr16dq5kd1Wt7Kuu44P3GR/o+USUWu3zFEb/gLPFLytbi2tpLXoNnLfhrNEPNQlbznfI6o27+NB9CDI+vf7eVp1L/8mvVqMfhfFbqg+78ew5BvN7FAS5v/7eFk9vL17s6pZVazbZtfuIP/lwxwEdZzPfWo1+E8aBonW2uIUzy8Ns3V8tb3yww7P398YH2/hi53MuXb4ib67XGuPfpTB6HwTzK2W5gbszz2W8z3tb9sqaj72XEB5bxRt2HuQDJrbjlUZu3DKrLaMweheEZnxD9SImCvcHWC7+tGGXbT16hc17j8jqj3YxUTixQfz1nzbs1Ln0G37rKz8JI+Jy8lStRcR9EX+A7Sa8CKECh9vZUXnMdhjzUzgKuT0f6FmNsBhLKYzeRLmChqYnF3ExHRe75N/feF/WbT/gWksLcWv/9cf19r0Qcv34ptVIYdR+40GWG54t+hN4cb6yZpNdoeBi1yVXfe9frf7IshS30FIkt7QaNUCIWy6F0Vv8veoFv/9gO2eQj4GtuH5npbzwm7W6+SYjCr7jj197V9bvoqMNub3V+M7mPaqXodjC1/3SR34QxgJR9KpqtwaOl5wwiD5Vtafk3157xz6zMxHEpm3dVy3Pv/qOHDp+ig+MhNNqhIHhi4D/eB/c49dUH+Y7H+/hzCF/BukA/+MPH9gJ5BdNL5WJo4ZH/Tvh/BPp7NbvPGiJd72dxYeQQDl7rl22HzgqMyaMUrkMzov3W+1VCqO7gSB+VXXBQZYIQq4FwoMg+cpj9ZYwDpN7Zk+SkcMGS1xsZDddYCEeO9kk727Za32XkxREog3iGhWF8aqhQWF0OdhCLVa5AB59cNsn5MYCecVOJg+RnD1pjNwxdbwMHpQh6WkpYf295zsu2qkJP9pdJTsrayyBpCCS4EDlDeyGDM7KULlssbOm1lAY3cvXVC/Q3HsnPgM7Cx/vOSzb9lfLiKGDrZYro4YNkeKCwZI9cEBIfsfZ8x1SU39ajtQ12n8ir2tPby87n4SM33+4Xb5+310ql1zdhXvay/0S0+fdrBjYDz8pCueL8Ox7+ie/4Wwhem+ZcbHW2/dAycvOlAmjhkl+ziBJTU6UxIR4SUpM6G8Jn7yLYuZd6r4s3Zev/PlPhFycam61t0kbm8/Zib8phiScPPfkVyQ9NVnlEsSxjbSaZ7ctvGwxflUUnW7eXL+Ts4Rog/M/vFyhYasVgogzyJjYGElLSZKBaamSnpYsGc62a9uFzv7W0WnHS/b29tkiiK38XoohiRDvb90n9945Q+USlO7DlupaCqP7UNpGxRv7zoPHOEtISIDAITflVdotAYQFSIhpbKw4pCqM4OteFkavxjHOtNpolQuQAowQQvwGHLs0klh8zmpZFEZ38ZD6W1MVZwghxJfACUcRVCt6gMLoHuJUHxjeluC2TAghfmR3Ve1fbP2HywChMEYPHAorlZd6a+NuzgxCiK/ZuFt512yO9Kfc9BxedL75vMoPI2CbeVH9R2pykiQnJUhCfFx/i4uXuDjvvSfGxIggIguhIF12SMgnYSGEXMuGXVV2RicFsDuHs8YXKIxmo7yNigTMxPsgdKIwL0cKBmdJfk6mDM0dJANSkiUhIc7+f4nx/cIYAyXxkjBKfzKCS92WMF7qtsURoSFwuKhrPCtH6hrkeEMzBwixMyuhIQ5XgYcojOYD017JU4rWordJTkywU7fNKx8r2RkDwp66zVRSkhJF0lP/crJYxsG59v5Uc/urT8j2yqPScr6Dg8bHvL91vzy8Yr7qmoujq0YKo7koHQajvBTKChHvgQwzU8ePlMUzJkhRfk5YLEFsSba0ddhB+kjmfcVq+BMWKDKJZAxItQP7kfHGVDs00xJLtHEjhspdMyfadfpw1sR8wf4EL0eKwohdus97zWr0mjCuVPnhLXsPcyZ4EGSWeXj5fEsYi0P+2Wda26T+dIvUnjoj9Wdapa6h2d6WvD5tGyzVjAEpluikSVFejowrLpBhg7MkK0R5VMPBoIw0eXDpXBlvfddVazbRevQhFzov2V76OGpQNEg8JYxeypVaZrW9Khf8z5felOoTjZwNHgJC9NXPLZQJI4eF7DOxs3D4+Ck5cPSkndD7dMt5+9xOhdjYWCkYPEhKi4fJ3MklqgtPxKltOCMvvbnefgkg/mLRtFJVqxE5UwdbzTODxUsW4zKVHz7XfoGi6DlRTJW/+cwdIRFFvDBWn2iSvUfq5FDtKTnRdDaoUk/IfXqi8azddlXV2OKIbV54x5rIiPxc+fLKBfLvv3vfrvJB/IPmdirW31UURvNYqPLDFYePcwZ4CJwp3n/XbJk4enhQ4tXSdkH2VdfZ3srYUtIIer4t2I79w4c77LqODy6ZK2MK84zsU5TR+uwd0+QXf9qgbCET96K5nbqSwmgecDVcrHIBwzS8xaLpE2RW2Wita3GWdvRkkxw4dtLOAIJwhkiA88kXXl8rDy2bJ9NLRxrZrzin3XHwmO21SvzDB9sPqFqNyxzL0ROlqLwijIsdcQwIWAHcRvUOo4fnyYr55UrX4Nzw+KkztnV46HhD1M7SUHXjP9/8UFrbOlSDqyPzxpmUKPfMKpNjJ09H7IWBRB+N7VSEySF0YyOF0RyUvFFxbkS8Abw8H7EmcCBnddgMxHkhQnSqaurlZNNZI8ISEPbx2/e3SYp1D/PLxxrXx/CoReHl7QeOcsD5hCC2UymMbhXGA0e5LeQVPrtgqp3N5qZi2Ndnh1NgUce5MsTQxHRoCPd45Z2PZVB6mi1CJhEbE2MnSEDx5W7GN/qGLfuOyH2LZ6pcstgr9+4FYcQrdqHKBdg6I+4Hi/WssjE3/H+tbRek5tRpqThUa5+PYevUdFAsG+L4/z68wrh4R8Q2ji0aam89E3+AnTVFYZwm/Vuqrg/b8IIwKnmjorwUA5fdz/C8bNtjEgnArwJL8HjDGXtHAI40J5vcNz+bzp6T97ftly/eM9s4q3HR9FIKo4/AuTvC2hAbHCBxjtX4OoXRZcK48+AxjniXg/PEL949W7ItqwrnhtV1jVJVWy9VNafkeGOzbXlF53slWkIdb2/d6oL7Qf5eWMOmJQEYW5Qvk8YU8ozeR+D4AQH/iusxhdEAlFynOKldPmDj4uSvFk2X4oLBsm77fvt5IuwhGlul8XGxUjpymIwdMdTOjZo7KMPOk9rYfE6aWs7bmXIQBqIKhHWdZTU+snKBUX2PnK9ITMA55B9wDKEhjO5fZ1z+/ZEMM+DzRYZpuB8k5T5W32SL4umz5yXSYecQPgjg1HEjpHzsCMuqy7IF8lpQ3grcPavM+p4H5J2P9ygnCth39IS9FTxsSJZR/Y+zRrSDNfUcjD5AY72Eirr+nNHtwqj0dlJ57CRHustBJYtoJGcYkj1QSoryZfKYIrsSBayn24EYwJXzp8hIy7r9+e8/UNpixTn44bpTxgkjtrGRjABhL8yG4300wjZwzohdvDfdfN9uL1k+TeWHDx+nteh2Ipn0fuCAVDvzC/Kv/j8PLpOvrLxDJpcUBSSK11tZX7hrpnLpq+0HjhnpTYs+KMrP5WD0CRoOVzPdfs9utxjnqPzwMY3zHuIv4mJjbYuwbEyh/efgrAzboSZYEFay/+hJ2aZQGBulrU40NtvnmCaBFwYUf0YFjj5ajZ4HFWWWzpkctnWZwhhakAJOKQ9YXdNZjnLyKRDykZOZLlPGFUvZ6OH2GSHOEkMJwh0WTh1vOzMEmloN1TzgoQrnHgi2SZRbViMKGp/gnPI8GueMsBhdnTfVzcI4zen8wKzF+tN29QRCrgJrcNSwPPvMDPlWEW4RTuBJi0oaexQquyB9Hc4b4fBjEkhAMH3CKDuTEG1Gb6NxzojsFKiPW0FhjI4wBkyNJYyEpKelyOhhQ6R01DC7bmMkBQeWKeIA4QR2+UpgL9MQRWTvMTHB+JyyMbbViDJaxNtgW18xrracwhgdlLZRueXjX2JjY23PUDjSlBTm2xP82ow5kQSOK2s+3qMkJruqamXu5LF2qIpJDMpIs+MaUVuSeBuN9bPczffrG4sRqcKIv8QwL3ugTBg13BKjQhk+JDugChzhBo4rEMf3tu4L+BrsduCN3bTk4mDupBL5cEdlUNl+iPlolGUrozBGHhwGKaVjOHXmHEe3D8DZ15jhn5wbDkhNNu47zpw4SjZVHAo46B+VN7YdqDZSGNHfyKFKq9HjFmMjLUY3AFEMeC8M2wB0vPEuODcsHpprhzWUjS60nWpMpiA3yxZtlfgwpGFDAnwT723a+JG0Gj1OR2eXtLR1SFZGwFVfkJkCWclcmT/QrcKoZKZHqzo7CR8Ilh+Rn9t/bliUL0X5OcaFNNwMhILge6sIIyqH7Dh4TFbMM+9FPD8n07KCR8vaLXs5MD0M1lEFYby6TlMYI4hSmfPGs+c5qj0Ctu7g2QkrpSB3kG0tuhGcM8IJCG7wgYAdj32W1XjXjAnKmXciweyy0XbyAlqN3gXbqdiRUQBvcaspjLQYSZhIsqwsxM19ZsFUyc5MlxiX3w+qcUwcNTxgYQR1jc12ncmp44qNux+IPJIjbKw4xMHqVWH0kWeqW3OlKjretHJUu5gMyyr82r2L5aufXWhnqInxyH1NnzDSTjQeKN2Xr9iZc670mHdejnJg86eMM8Lzl4QHjXW01K336kZhhNONkj2PIGniTnAe94W7ZsmUcSM8d28oWYXzURVwLtl01kwP68K8bCkfW8RB61Hg/KXIaFFwkqQwBjn/pD9cIyDOnmu3c04Sd4I4OZxfeRFsD8+YMErpmnPtF42thYhk67Mmjg57aj0SHbCOYj1Vea9VNWIojPrQ8cYnIAZx3pSxdrC+V0FGHnh1qlBx6HjAicgjDUpsIRSFeBON9XSsG+/TjSuOkvlwupXC6FaQJSY/Z5Cn7xG5WieNUdt+RLmn4w3NRt4PwmgWz5gYtZR7JLw0n1PeTi124326URiVOrq5tZ2j2aUgNjEpId7z94nwk3SFDD2Xui/L9sqjxla1GF88VPnslLgDDX8NbqVGCDXHmzY63hCzGT18iBQNzVW6BjGNjc1mOuFg6xtWI/EeZ84pGxq0GCNEgcoPt7Zd4Gh2KadOt/oilR+EZNq4YomPC3w6muyE0281FtiN0GKkMNJiJCEE+RlRJNUPTBw93M7qowIyzXR1XzbyfnDGOK/c245TvhTGNgqjicD9V8nl7XxHJ0ezIaCeoIorf/uFTruCvR/ITE+TKWPVdp1QSs3kAtxIewevW+IdNNZTrNeu88RymzDmqnQytptYVcMMkBnlKyvvkHEjAt9eu3T5iuyqqvHNM0RwfLJCHlRkwPlod5Wx94OcrgunjZfYmBhOAI+Audh2QUkc45x1m8IYRpSsxTYmNDaG+VPG2hUlkFNThSN1jVJraGhCqIF1NXbEUMX+aZAGQ51wIIc4Zxyel80J4CHOqfttuO6w2Y0WY8C0X+ziKDaAYmvB/+wd0+y/jy7MUyoPhWoNh2pPGRuaENLJaPVLeUmRHQsY8CLVflH2HK419p4QizpnUonQZvQO5y8oGxyuy/jgaYuRJXCiD84Uv3DXTDsRuP3qaFmMQ7IHKn0G6hCeb/fHs8S53JAstf7ZX33S2Ew4AGI/dHAWJ4NHaL+gbHBwK5UWI7kKLMMV86fK2KJPtgczLAsC+TRVqG9qkWMnm3zRZ2mpybY4qnDU6htsOZsKyoRNLx3Js0aPcEH9Jcx1b0VuE0alDr7YSWGMJqiIcdfMCX854KzFsXTkMKUCwz29vbKzqsYuu+R10D8zJ4xSKkeF5M4Vh2rl8hVz+2d++TjlcBRiqDB2UhhNQ2mP6eKlbo7iKIG6iZ+/c6btjXo9KE80VjFl2OHjp+RMa5sv+m5w9kBlJxwUMNYoCxQxMtNx1jiGE8MDaDg18ozRJIvRL8HhpoHg7geWzJHBWRk3HnSxsVI2uvCGonkz4GSCWoR+ACEbqk44yPBUZbiT0uyyEtsZh7gbjaQSrtsq8LTF2EmLMSogT2b52BG3/Bkkzr6ZcN6MHZXHfHNujDCHgsFqoS17Dh+3E4wbawlbzxseqsTdXKIwGseAMD9AEoIFfcX88ts/yNRkWzxVrCKUWqo+0eiLfsR53LVOS4GAvkFco8nMKy+RrAyeNboZDYNjoNvukRYjCeliji3U1OSkgH5+RukoO02cClv2HZHevj5f9OeMCaOUnJQuX+mRvYfrpM/g/hmSnWk7ZRH3cvlyj+olKW67R7cJo1IHd6s/QKI7kGJj7SD+AoV4tfzcTOW6fQeP1UvDmVZf9GlRfq4d96kCUuiZ7KSE/YG5k0qUX4iIOXRd5laqaSSq/HBPD4UxUmCLTDU+Mc7J9KI0Kbsvy86Dx3zRpyhDhT5VqVCBPJbwUDUZvBBNHVfMSeNai1E5LIgWY5jhVqqBjBiaK59fNMP2RlVl0pgiGTYkcCsT24S7qmrldMt5X/Tt+JHDZPAgNSeljysO27GNppIQHy8zLcFXidUk5nCpW1kYaTESf4HQgi/cNUvpLOxasKWG0A0VTp1ukR/9eo387Pfr5E8f7bItyMaz52wx6PPY+WP2wAFW/wxXuqb+TKtUHqs3+r7GFOYpZ/ghZtDbp1ztxnVlp+L5mEkwfHbhNBmnGIx+PbPLxtjlkzoCDMWA9MFivGo14twKwgznH+QZLczPsStVDEpPk2TLKkG+1hgXpyMrHzdCNuw6aJfhCgRkwNl2oFrKxhQam7wb2+izykbbGXu66D1OKIxBQecbg8A5EWIWgyV3ULodmqB7dgihxNkaWu2pM7J1f7V9PjcgNUXysgfK0Nwsu/QR4uiyMwZIZkaaUoWP6FtX+XZVkgNHAz87PHbytJ1jVmWbOtIgtAfOV3uP1HEyucli7FXelaHFGGbofGMIedmZct/imbYABQvOnGA9hNKpBkV8z7VfsBsywgAUzkWqOmxPZg9Mty3LYYOz7CTX2NI1Nck1vtXMCaPt7dFAt4qbW9uksuak0cKIl5M7po6XgzX1dqgJcQd+CPDnVipRBgJz/92zlMtH3QpsfRZZQnU8jEWJMaHrT7fY7erCjEQDyUkJ/VuweTl2uAksy9xBGUY5h0wYNcwW9UBDMSCf2KbENnVGmrlOgbgvWI0q1jAhFEZiHHdOLw254wRyaE4uGRFWYfzUjkJvr12z83yHSNPZ8/aWHkIjkhLibaHMy8m0RHKgbXUVDsmWVMuqjJZYQtxQdWP1xt0BX4O+rLPaREXnnYguQHFxsnBqqR2f6pfEDYTCSDwGzoWWzJkcls+G9yWcTLD9GS16LbFEmE9twxm7AWxlDkxPs8USVS9KivIkZ2C6vQUbKeA8NMl6GXlv676AnXBQpgvlukpHFijFQkZ8TFnfD+eoh46f4gRzAQkJyrLRSWEM80u+KBzkxliLQV9vL0dyiMi0xMEOzUhNDsvn48xv1LAhxgXww465el6JxRsik29ZkyidNatsjL0NHAmwzYtalrsP1QZ8TVVNvTRa1vBQxQw6kQQhPwumjJMjJxrtFxNiuGio+xW4LqDcbXGMHWoTjgZxKC2WzyyYYp8Dhm0wokjvxFH2VqbJYPHGOeW67Qfkx6+9Ky/9cb3U1J8O++9Fv2BbVMX6az7X7gpLDGeNqNNJCIWRuIZ5k0vkjmmlYf89U8aOkG8+vEK+tGSOzC8fKyWF+fb5I7LqmOgzijPKTRWH5LlfrZaX395o/3c4gTDCWlVhd1Wt8ZVm4AS1cOp4TjQXEBenHH3hOovRbSYVLMaAXSHhPXmxi2nhggUxgAjNiIQwwTIdPTzPbrZ11tdnO8YgmB9bgiebztrW2sWuS9LRecmYBR9B6h/uqJSjJ5rkwWVzbUEPByjZhKwxp860Bhy6gXCI6pNNMmHkMMOtxuH2WDvReJaTzmAS1VM/8owxzCipXHxcHEdxkOA88Yt3z9ZO+Rb0loYllLCQ0K66/HR0dsn59ouWWLZJ7anT0mT92drWIWfPd4TdYrsdJyzhfv6Vd2Tlgilyz6yysDi9ILH4tv1H7ZeDQNl3pE5KiwuMzgA0KCNN5k0eK682fiz0TzUXjTHtuiBVN1qMAZPEM8agQQA2PFFNYkBKst3gjILafrCckPWmtf2CnLFEsqG51bIsW+SkZVm2tl2IeEJteLW+/t5WuWBZtPfeOSPkiQNQjgpOSvuqA88Ys6/6hPzVounGJ+6e4qS/O+WT0mJuRGNd7XDbPbpNOZRKKjB7f3DAk3Fe+VjjvyesIJxDoo2wRAMgpKHLEqj2C11yvOGM1Jw6Y2/BQjzbOjrtfKLhZs2mClu07W3oEIojzlsnlRTKgaMnAo79a7Gs6cbmc1IcIQ9aXbBVPG18MYXRYDTWVdeVwqEwkhsSayd5HmNngHHlW21CvN0glgjQh8BDQrAFe/I0zilb7XNLiCU8N3FGGOrzSvy+NR/vsS3Ge0N8RjtpdKG8n73fFrtAQHrEypp644URzJlUIpv3HrGfC6EwUhhDbJLD+YbogfRjM0pHeuqeIEyZ6al2mziqPxsMtj2RZg3nk/gTSchhXSFmEduwocjGsmbzXjuROfLBhsyyGjhAxgzPC1gYcRducWrBy9h0a+zhpYIY+NKpvq5yK9UkizGVFqM2BbmD7MXXD2+/yJGKdlVALlzssoTxol3jsa6x2Y5RPHy8QVskEff4h/U7bI/LUAbaq36WirNOtJlfPs52MGpp6+BkNIxUWoy0GP0IxGK4JRRuKs0USqsSMXVo2IKF5QJBQcjI+l0HZeu+I3blDlVgjf5u3Tb52r13hmyLH85H2C4OvE6je5wDkaAeZ41rt+7jhKTFGHHctvKdUfnh9LRkjmINcrMy7AoTxHlDTk6yz+b+5jN3yDceWmGnZdNhz+HjdthEqEAh5kSFLEFXLGHsvnzFNf0+Z3JJ2NIPEn001tUzbrtHTwsjCtUSdTIHpNJx6UbWZEyMjBsxVB7/0hJZNF0vC9CGXVX2uWYoONXcajsNBUpcXGxI6mdGCljE5eNGcOAZhsa6SmEMM40qPzxwAIVRh56eXiZzvgXYvnx4+Xw7LlA1DOPw8VMhqz14pK5RaXsUHrqxLtoehzcv4mhhsRNz0FhXG912j97eSqXFqEWfYx2RW/OZBVNl4bTxyn2L1HHBbmnC6jx6sknpmkiWyQoVqIOJs0ZiDum0GN1tMWbQYtTiQmeX8UmnTeGvFk6XsUVDla5B2rhAwyxuxjsf75FahYoeeM0Z4sJzY1i4iGtMpiOdMWTQYnS3MGLriKgDD8ymlvPsiACA9+qSOZOUnGDg5XqwVr8U1PYDR+2SVyrBI/AkHBOmxObhZsTQHCkdNYyDjRYjhfEmwGuhJdAfRrgBcmoSNeDQUX2iKSJp07xA2ejhMmlModI1SH7epxgXiQTpb22qkF+/87GyA8+44gI7BMKNJMTHy1zLaqRDmAEvgtZ6mqBWXQPrteuqa7gxUE3J390PQerh4NSZFmk4c44dEQA4j71zxgSlBePYydNypjWwlGfIwvPhzkp5/tV35I1126T9gvo6gyxGbo5LRR1KJE4n0UVjPa1z4326sfxEjdXKA/1hpDZD9hKixvmOTjug/csrF7AzAgBZaLIHptvZcgKhvxpIx03jReGcc+REo+yoPCaHak/J2XPt2pl3kFh9nGEVUlSBqMNDFX3C828KI4WRFmNUwDbf7kO1dn7PEpeeTUUSbDGNHTE0YGGEf2rndUW0IYZwykE5qZ1VNVLf1BJ0rlaEPCyeOVEy0tzviDaueKgU5eXI4boGDrgokaPu2VxDYYycxRjOB0kcsGX3x/U75bEv3G07mZBbkzso8LHW2/dJijaUWKqyrMJDiHGsPhFwirdAKBtTKFM9EiSPM0ZUSYHV2NfHUsYURgojhTFKYMF++e2N8pXP3EHnh9ug4q2HhX175VE7OXllzUk53dIW8u+TPXCAfOaOqZ7KGTx1fLF93lqjEKpCKIx+EEZupUYYnHPBM/CRFfOVwhL8hkrf2FvVVbVh+y6w8P962bw/F24OFfje0Uz+gHjGBeXjKIxRwi9njG50U6tW+eHBWQM5mkPA5r2H5cevvWsHp5MbY0pZJ6Ss+9I9s2VySVFoRVH6t32jXddxWunIP5cJI5FFYz2tduN9ulEYO1TMcywSbq1CbxoHjp2U/+9Xq+WDHQe0Qga8Djx5o01mepp8eeUddraYUAM7Eeei8FZGvcpokZKcKAumjuOAizBYR5PUdoxqxIUlp9wqjOCQyg+7NbDZRNovdsmqtzfJv1nW4xsfbJfqE42uqvMXLnp6e6WhuTWq3wGp6f7vB5bYnsThIi0lSSqtF6RQls/SEegpY0fY1TdI5NBYRw+59V7demBUabVlgf7w0JxBsr/6BEd2CEECa7SPdldJnjVhRg/Pk3yrnxGXNyRroO+8WJGV5lAQad6CAaEid1gW1N2zyiQ9zGEZOOND6aqKw7UyZ/IY6+9xUblnpHuEVfz6e1s4GSME1lGNdZrCaKrFmJedyVEdLgvyQqfdUAIJCZ8TrEUzZ1CGJZKZ1htmpgyz3upxHgShhHOKm+oBqgDv0o7OyJ0xwmoalDFAZk8aI3PKxkheTmTGOJ4xRAlWI9IGoj5ltJheOtI++64/3cKJGAE01lFajFGwGAMmP5fCGAlQw/GS1bBQXbtYwYpBtXlkhxkxNNfeAkPAORZYbM25HcQdrt95MCI1LNFfWKCmjCu2hSE7wl7XsbEx9hnflZ5e2XagWkqK8u0kAtEA915eUiQNZ1qDToRAwrKO0mKMMPtUfphnEWZYlUjNt2XfkT9bO9h2xfYrJpy9DWtZmoMy0lxXC/LjPYfCHj6AF4rxxQVSOnKYvW0dLcvb3hWI7182dlYek4VTS6UoP3oeonMnj7WsxiPS0tbBiRZmNNbRfW69V7cKI2oiwQ04IC8DBKbDzfg0SykZAd7tsZChVTnncrCEYEXCuhw+JNsWAohlZnqqZFiWpalSCcv43c17beebUJNlvTyg3BIK9WJLGh6n0QbW4VVRvtjVLRt2HZRHVi6I2vPByxXCN97bsldoM4aznweqJviodtZpCmOEqQhUGEFhXjaF0WAudF6yW0PzOfu8DosvziRTk5PsM8rh1vPDuSUmKNzGUcki2tUi4HDz6rubpflce8g+E440YwrzZFJJkWUdFkim9VIQa1BVDGylJsZ/smzsrqqxnX7yc6J3XDG7bLRttV/ovMSJFCawfmqsz67FzcK402r3B/rD2O5BBhfiDnCGdaWn27ZKIDy7qmr+bFkOHjRQcgal22dtxQW5tlDibRb/L1JekigF9fLbm+RgTX3Qn3X13LB8bJFMGDXctphNpX8r9ZM+RvjO+9v221mRordo58iMCaPkwx2VnDhhQmO7fCeFMXrCqPBgczm6PWJZ1nSelppT/Wd62NqznXsy0myrZZglKhBKOGagDFQ4nHsQu/n6e1vtcJVgKC4YLKOHDbGtw1HDBv/57M5ksGV6fe7V/UdP2JZ+NK3GBVPGydZ91coFnEnY1k8KY5RQMtVNfgsn+sAbEVuaaLWnzlj/csQWS5zHQSyR9PiqYMIrFv+uWIH8L6zEDyyrBLGbupl/8Psnjym0C+9CGOGZ6zaSk/5SGFErclPFIbn/7llRtRpxFrux4hAnRRjQWD+5lRolsApif604kB9GHB0siTOtbRzlPhDLq849V606WDkp1oKOcQCnHogkWo5lVcK5Jz0t+VNnlnDm6LS3ctvsbfht+6vl7Hl978eZE0fLF+6aaYtjrMs8b6/lRtU6ULsThYRvVng5EiycXirbDhy161qS0IF1UzFhR42zPlMYo8TmQIURjB4+hMLoU1D1HQ05Pk829cdYIiwEYpidOcA+44NjT05mf1wgzjbxs7WnTsupM+fk8pXgFls4D31h8Uzb09TtJCUk2H13bU1EOLbtqDwqK+ZPidr3KsjNsqzG/qB/Ejqwbmqsy67G7cK40WoPBf6A8+yYJ0Jsi9Ba2K/09EjT2fN2CxfwrP3SPXM8UwItNTnR9hq+Pkcu6kvOKhsT8aQDV8EW+dzJJbanbJf1EkRCJYx5Ouuyq3F7fi6lBzBx1HCOchJh6ypeHlgyJ6qp00J+T4kJNwyVOXW6Neqe36OGDbHPb0no0Fg3KYxRBv7ZASdKxBs7CxeTSIHQkfvvmW1bMV7CjiG9QeYdnO0iTRwcoaL53ZBcXDEYnYRuzWwRF6eC84owYi9HaT970uhCjnYSdrB9+uDSObJoWqnn7g3W4s3iResamqNeyWasZZ0jcxIJHo31crOzLlMYo4zadiq3WUiYgWfmf7tvsSz0oCh+Iow3XzpQyDqa8YTYvoaHrFcruUQSjfVyoxfu2wsjZ73KD6MaAHE3MY5FZlKqtKug4sXjX1zi6fNsbKPG3SLDEKzG3VW1Uf2OSKc3algeJ0uQaKyX671w3/EeuIdt0p+sNqDy0jh7gCNEVZSKypLQcNfMCVI2ulCOnGi0E3kjBKOhufVTnpKRAvUQl88tt1OT6SYQcM2iERd7y3tEEMf6nZX2SwLy3UYDvDjhbPdIXQNLUgUhiopnteed9ZjCaAA9jvm+MtALkI2fwuhuiyV30EA7cwwaKlsgEL/tQqecOtNql4CqbThjB+NfuNhlxy+GY2mE5To4e6DMLx9nJ7I2ofpFZPo/7rbifxxW46FamTVxdNS+J4QZ27r9GZGIKnjJU2SjeOB80SvCCFarCCOKm7781kaOfLcuzNedceG/kZkDDdlssCACJLg+2XRWTlgNcYpIRo4ED8i3ijg3ncLCEENkykGKLJSEmjupxBPFllUtxtsla8fLCnKXTh1XHDULGtbqvMljKYyaYJ3UWIe9McY9ch9rVH4Yb/YounltlXniLovxRmnJrifdEkoU90UD2GY9e75dWtsu2CEFyNaCLdh2x6qEwwga/h4Tg7JXcbYAoGI9yj8Nyc60y+8gi03x0MG+7v9AxA67MpXHTspk9QU2pFYPrEbsJJDAKdCr/7nGK/fvFWFEbr46qwXsWzxpTCGF0bULc5zW2RUWc6R+Q7sKxBLWI/Jrol3sumSLJgQRliCuSU5MtK1RZHwh/fGZgfQ/0ugh4TpeTKJ11ohnuHjGBPkVd4iUwPqoSJ2zDlMYDeMNq30j0B/GudDbmyo4A1y5MMNiDM3QhfB53VkmHP0fqFMGik6jTFfpyGFRXOSLLAuoki/CCmB9VORNL92/lwJ9Xlf5YcSaoSQRcanFEh/PjoiWxR4ba8cKBgK2plEKSuc8N1Sg/NjMCaMkho8uILAualRJeZXCaCbIuKD0ShhNjzkSnJUXyBkjCQ+orHF9TcZbUVVTL8fqT0f1O08vHWWfEZOwrIst4oGKGl4VRrgJKx3+zp08lrPApRZjUgItxmii8mIC56aP9xyOWowpgAU0ddwIWo3hWRfXiEfCNLwojGC16mSB9xVxn8WYSIsxqiQrJulGAeGGKHuGTiopkvS0FD68W4D1UGMbdbXX+sFrwogD4M4wbxsQAyzGRFqM0bUYFfsfITDrdx2M6ndGjGt+ziA+vFugEdTfKR5zvPGiMHZYba3KBXMmjeFscJswxsdyS8yAlxPVZ4ACwo1nz0XtO8OTdnzxUJakugXz1EukrXXWXQqj4axS+WEEsTKxuNusFW6jRht4psYoJnHHWeOGndG1GrGViphU8mmwDmoE9a/yYl94URiVt1Pn0QnHVah4RJLwWe06ZZ22Vx6NahYaLPxDsgfyAYZmHfTkNqpXhREP6w2VC5CFn7Xb3AO3wqIPznh15sy59ouy/cDR6L1UJSZIeiodcD4lBDEx9jqoyBuqRgiFMboom/ezJ5VwdrjFYqRHatRJiI+3t1N1+HjvYTuhezRA+r/2i518gNcbB+Vau2averU/vCqMOBBWCvZHLT3ijjdbbqWaIIxxtyxWfCvOW1bj1n1HovK9kYmnrYPCGIL1D+vrGq/2h1eFsVvVamRMozuws64kcis12iAlX5zm8QNKUu04eMyuchJpsJXb2tbBB3gNmrGLq5x1lsLoMl5SvWDR9FLOEtMHbGxMyBKIkyAsxoTgkq/Xn26VXVWRLcYAQT5W3yQdF7v4AINf917ycp94WRh3Oi3wATKtVPvchETQYqTzjREWYzBJFvr6+mTz3sN2ia9IgSLVxxuapY+P7xMBsOYT1j1FKlTXVgqjWfySVqP3JjKdb0ywGOODrnACkao4VBux77yrqjYq27e0FimMJgqj0kn78nl0wjHfYqQwRt9iDE1avnc277UtuXBzuqVNNlVURbX8lYlorHedOgYHhdEs4DmlFIA6cECqlI0u5IwxdcDijJGZb6JOfIgKPEMU127ZF9bveqWnxxLgPbY4kk/AOqeR6eZNUfT4pzCayfOqF9x/9yzOGlqM5BbgLD5Uidw/3FkpH+2uCtt3Xb/zoGyIcgJzE9Fc5573Q9/4QRg3Sv9hccAgC//o4XmcOSYOWEsYWVnDDEJVExOOOK++uzksGXFQB/IPH+7gw7oOrG9Y5xSpcNZTCqNfrUY64ZgJRDE2hp7DJhAfgq3Uq6As1a/e2ijvb9tvh1UES68ltn/csMv+TAT1k5Csby/45gXcJ/eJYNQzKhegTmN+TiZnkGGkJCfa54wk+iTExYX08y52XZLXLMvxP/7woTQ265enqmtolp+8vlbeXL9DLl+5wgd1HVjXNOrQ4lzxl37pI7/sScGT6iWrfUvtrWqC/HrNJs4kg0CoBrZTiQHWexjCZmDpbdtfLQeOnpC5k0pkdtkYGWIt5LfbtkUOVFTt2FF5TDbvOSwdnQziv9W6psHPxaMJw/0sjADbqf9gtYBfcxfPmCDvbtkrZ6OU8JjcwGJMStRORUZC/ZISbxcrDkfA/IXOS7J26z7ZWHFIRhYMluF52TJsSLZkpKXYYwC7Bqjv2Hq+w/ZsPVZ/WqpPNNkeqOTmZGUMsNc1RXrEJ043fhTGOunfUv2yykV3Ti+V19/byhllijDaW6kURhNIsixGFCvuC2NsIM4HDxw7aTf7dybE28nLsWtw6fIVbpUqW4taZ4uvOuunb/DbCvOs6gVL50yW3EEZnFGmCGNionAj1QzsROIRPu+FGOIsElulFEU1sI5pJjD5gd/6ym/CiEji1aoX3UkPVWNgDKNZFiOtd/eguY6tcdZNCiOtxr/kntmTZEj2QM4sE4SReVINEsZ4OkK5BKxfWMdoLVIYb8Z6q21Wf9uawNllhMXIyhrGCGNCAh2hXGMtaq1fm531ksLoE55RveCumRNlxNBczjBajMQh0bIY4ymMxoN1C+uXBt/3a5/5dVRj33wbrUb3kUKL0ZyXFFiMPGP0qrWI9XG1X/vMz6P6KdUL5k4ukQmjhnGmRZEkWoxGWYx0vjEbrFdYtyKxPlIYvcFa0UiI++DSuZxtUSQhPo6dYMpLCs8YjUdzvdrorI8URp/ytOoFedmZMr10JGdcNAZrTExIE1eT4K13njGaC9YprFeRWBcpjN5indOUeGDJHM66KIDKGqFOXE30gSjG83kYi+Y6pbUmUhi9x7dVL0DVazriRMdC4VaqWdBL2EywPmGdisR6SGH0JjulP4eqEg8tnycFg7PYexEVxngKo4EvK8QssC5hfdJglbMeUhjZBTbwwFKuZspixpFfhHnGSIuRhGVd6hafe6JSGD9NjdV+pDwAp5XK5JIi9l4EF+GE+Hh2hEnPhHGlRoH1COuSBj9y1kFCYfwLkBOwRfUihm9E1mJMiOeQNYkUJnU3Cs31qEV8mhOVwhjY4FDeSsjJTNct5UI0LEYGlJv3skLMAOsQ1iMNntIxCiiM/uFFq1WoXnTf4plSUpjP3gszCNdgLQfzhJHPJPpg/cE6pEGFs+4RCuNN6bHaEzoXPrxiPnsv7BZjosSwzJFxVjyfSfQJYv15wln3CIXxliAdknL4xtDcQTK7bAx7L5yLMM6zuAgbJ4x8JtEF6w7WHw1WiUZaTAqjf0GQa4fqRTj4Tk1OYu+FicT4OG7bGQa3UqML1htNh5sOYTA/hVGRetFwxElLSZKlcyez98IljAkM1TDRYqTBGD2w3mDd0eApZ50jFEYlnhcNR5wV88pZmipMMIbRTGEU2oxRYXxxgb3eaFDhrG+EwqgMDqQfFY2D6UdWLGDv0WL0BUm0GKOG5jqjva5RGMlVkDdQ2ZUZsUQLp45n74XFOiEmgXqM9EqNPFhfBmdl6Fz6ojAfKoUxBOCAWnkv/uGVC5hkPIQgeXgSs6yYJ4yxsZLCtHARBesK1hcN6oUONxTGEAHvrSdVL8I79D2zyth7oRRGbqWat4DExthVT0jkwLqiaaM/KRre9hRGcjNetdpq1YvmlY+1q2iTUAhjvB3gT8yzGJkWLnJgPcG6osFqZx0jFMaQ8k2dty1U0aalEyKLkZaJecIYF8uz3wiBdQTriQadzvpFKIwhp9pq31e9CFW0l8xhbGOwwCOVXqlmWoy05CPD3bMn2euJBs846xehMIaF56xWqXrR5xZOs2OOSHAWI70fDVxAIIx0igo740YMlXsXTde5tNJZtwiFMWygyvVjOhc+tHweey9IixGOHsQwizGOZ4yRIIgk4Y856xahMIYVJN39uepFedmZMl/v0JxYxMfFSSwtRuPAE+EZenjBuoH1Q4OfC5OEUxgjCGKBlAt7wmrM1iskSosRtRgpjEZCizF8YL3Q3G1qEcYsUhgjDAadspcXQg6W0RFHWxhxnkXMg16p4QPrhWaO4G/qvLwTCmOw/FI0tikWTS+VySVF7D0NqySOZ4xGwsw34QHrBNYLDTY66xOhMEaFvxWNg+1H9A/S/WsxWm/NPGM09aWFZ4zhQHOdwHr0KHuPwhhNEBuk7AqNWKTleuVifAtCAnjGaCYsBxZ6sD5oxixiPTrEHqQwRpunRSN49r7FM6WkMJ+9FyApFEZjQcgGCR1YF7A+aL6oP80epDCaALYuntC58GFuqSoII8+xzLUY49gJISSIdeEJYcwihdEg1lhtlepFQ3MHyeyyMey92xBDYTQaeAzH02oMCVgPsC5osMpZhwiF0Si0YhsfXDpXMtNT2Xu3GqR22jEKo7EWY1wc89iGAKwDWA80YMwihdFYUAT0KdWL0lKS5K6ZE9l7txVGxsqZbDFSGIMH6wDWAw2eEo1i6oTCGCletNpm1YuWzS1nbOMtwDYdUsIRQy3GeApjsGD+Yx3QYLOz7hAKo7H0WO1x508lNLdQfAG8HplA3GSLMU6SEmjRB4Pm/NdebwiFMdJUiEZsY05mOmMbb2oxxklcDIcqLUZvgnmfo5dD+UfOekMojK4AhUGV9/wZ23hziySeIQFGW/QURj2CiFnE+sKYRQqjq+iQ/i0OZRjbeGOLhOEA5hIjQmHUJIj5/rizzhAKo6t402qrVS9CDNP00pHsvb+wGOOZXcVkYYyJoTBqgHmuGbO42llfCIXRlTym81b30PL5DGi/VhgtizGBXqnmLiKxMazJqAjmN+a5Bh3OukIojK4F5wDPqF6Unpos98wuY+85oHpDHIXRbIuRicSVwPzGPNdAy3+BUBhNAx6qyp5jn71jmowvLmDvidhZb3jGaLYwJsTz+QQK5jXmtwZaHu+Ewmgi2rFGDy2fx95zLEYKo+nCSIsxzPMa68cTwphFCqOH0MpOkZedKQunjqfFmJhop4UjhgqjsMJGoGA+Y15rgPVjI3uQwug1kM+wUfWih1cukILBWT4XRjp2mG/V8xndDsxjzGcNGkUjDzOhMLoBZMB/Uudt/M4ZE/wtjEwgTmH0AIuml4pmYsMnRaNyD6EwugXUTFurehG2X/wc28hF1x1WPc4ayY3B/F00rVTn0rWiUeuVUBjdBhxxlKtsP7Bkjm8XnjieL7rg5YUOUjcD8xbzV4Nu0cygRSiMbqNaNGIbM9PTZIUPk4zD6SaRjh0usBgTWRrsJmDeYv5q8IyzXhAKoy94VmfA33vnDBk3YqivOgpWSALTjdFidCmYr5i3mi/Qz7IHKYx+Alskf6tzod+SjCMMgHk4zQeZb1gBJaTz9W9F48iFUBjdDmKSfql6EWKg5k4u8ZHFGMd0Y25YSGJjGMt4HZinmjGLq4QxixRGH/NN0XDDfsR6C83KGOATYcRWKhdc84UxlmeM14D5+YietYj14An2IIXRz2ASfEf1IqTfWjp3kj+EMZ4Wo1ssRm6lfgLmp2aavO8IYxYpjEQv1dPiGRNlckmR5zsH54s8Y3TBQhITy9JgDpiXmJ8abBSN1JGEwuhVtGIbH1w61/vCiFqMtETMt+zjYvkCE9y8ZMwihZFcxz7RKCeTk5kuyz0e20iL0SULSWwsX2AsMB8xLzV4zlkHCIWRXMP3RSO28b7FM6WkMN+znYLFliWNzCeOZ4z2PMR81KDamf+Ewkiuo0P6vVSV8XJsI0SRgeMuEEbrGSUl+DunbRDz8JvO/CcURnIDVlvtVdWLhuYOktllYzzZIdxGdclCEhsrKT6ugoL5h3mowavOvCcURnILntR5e8SB/4DUZAojic5CEhMjyUmJvrx3zDtNh5sO0ShFRyiMfqReNGIb01KS5J7Z3ottZJFi9+DX8mCYd5h/GnzHme+EwkgC4AWrVahehCz+E0YN89hiS4vRPS8x/ntWmG+aVW8qnHlOKIwkQHqkP4lwj+qFj6xY4JlOQB07WoxuEkb/baVqzjft+U0ojH5H640SMVQL9SqFGwcKFPtxsXUrKUmJ9lmjX8A804xZ1NoRIhRG0o/WGQSSFxcMzvKAMMKhgxaja55XXKzd/ADml2aScC0fAkJhJJ+gHdu4dI77HXHs2DhupbrKwkfYhh8IYn4xZpHCSELA66IR5zRnUolMLx3p6hvv6e2Ty1eucAS4hL6+Pum1npnXwbzC/NJgtTOfCYWRhIAndN4yH1gyxz73cSvdl6/ImdY2Pn2X0NLW4fkXGcwnzCsNtHd/CIWR3Jga0cilmJmeJnfPKnO1BdJ8jrtOrnhWVmtsPuf5+8R8wrzSQCsXMqEwklujlX3/cwunyfjiAtfe9LH6Jmk5T3E0nVbrGR2qa/D0PWIeYT5poFU9h1AYye3Rrtf20PJ5rr3pE41nZd32/dLH5280H+6slLqGZk/fYxDzSKveKqEwksDQqvCdl50p88vHuvamN+yqkp2Vx/j0DWXP4eOy3hJGL4P5g3mkwYvOvCUURhJGEAPVovO2mzsow5U33HmpW15+a6Os3rhbrvT0cgQYwqXLV2Tt1n3y0h/Xy8Uu7xpEmDea1mKLMGbRlTARpfvAZIOX6ssqF6Gu4ZLZk+Tlt9358trR2SW//2C7HDneIPOnjJOi/BxJS0n+c9V4OOrYAeYGxdH19vZKTy+EPLBsMLgH1J40KRYQ37/HehmJsTPa9NkvJp2WCB5vaJYNuw/KgeoTnt/mxrzRLJb9hM5LLIk+MZiMxJV8aLWFqhf9+LV3ZfehWtffPEr9ZA0cIDkD0y0hibFDOyaXFMkdU8cb8x037z1s9zVEJeY24gjd6eq+LHMnlciMCaPMEHZrbdiw66DsPVxnl//q7eu1HaHOtV+Utgud4oe1Y8rYEfL4l5boXLreaou4TNFiJJHlUasdsJpSoCK2hLwgjB0Xu+x2rcNHRlqKUcJYU39Gdlep9fWwwdnGCCOEr/pEo+yrrvPtJNPcQu125idxKTxjdC+IiXpW9SLEYC3XK5NjPHFxcUZ9n8SEOI17MGdKwsbV3EL0BJgnmjGLzwpjFimMJGo8ozMB71s8U0oK89l7hNwEzA/ME80X1mfYgxRGEj20Yxsf1qsMQIgvCGJ+MGaRwkgMYK3VVqleNDR3kMwuG8PeI+Q6MC8wPzRY5cxHQmEkBvCkaLiF//WyeZKVMYC9R4gD5gPmhQYtzjwkFEZiCI1We0r1otTkRLlzxgT2HiEOmA+YFxo85cxDQmEkBqGVemrZ3Ml2/B8hfgfzAPNBA61UjYTCSMJPj/Rn2uhRvfDBpXPZe8T3aM4D7XlHKIwkMlSIRmxjTma6Z2MbCQkEjH/MAw2ec+YdoTASg0FB1HrVixjbSPxKEDGLmGeMWaQwEheAqr6P6VzI2EbiR4IY9485841QGIkLWG21N1UvQuzW9NKR7D3iGzDeNWMW33TmGaEwEhfxuM7b7CMrFkhKUiJ7j3gejHOMdw06RDPjFKEwkuiC84+nVS9KS0mSpXMmsfeI58E4x3jX4GnROMcnFEZiBj8SDY+5lQumyvjiAvYe8SwY3xjnGlQ484pQGIlLQWzVY6IRY6VZh44QV6A5vrXnE6EwErPYJhpZOfKyM2WhQUV/CQkVGNcY3xq86MwnQmEkHgB5HJXPRB5euUAKBmex94hnwHjGuNagXjTyERMKIzEXZP7/tupFqOB+18yJ7D3iGTCeY/Qu/bZoVLAhFEZiNqgVt0b1ogVTxjG2kXgCjGOMZw3WiEbNU0JhJO4AyY6Vq4s/sGSOxMVyqBD3gvGLcaxBtzNvCIWReJRq0YhtzExP0y3HQ4gRYPxiHGvwtDNvCIWReBhUAziketG9d86QcSOGsveI68C4xfjV4JAzXwiFkXgcbA09qnMhk4wTNxLEuH1UNI4eCIWRuBNUHH9J9SLEfs2dXMLeI64B41UzZvElZ54QCiPxEU+Khvv5I9bbd1bGAPYeMR6M00f0rMUWZ34QCiPxGVqxjQnx8Xa1c0JMB+MU41UDxixSGImP+blobBctml4qk0uK2HvEWDA+MU412OjMC0JhJD4GSZGVHQweXDqXPUeMRXN8djvzgVAYic+pFA2X9JzMdG6pEiPBuMT41OA5Zz4QCiMh8oxoBDHft3imlBTmG3MTMXyOvu9TjEeMSw2qnXlACIWR2HRa7Zs6FzK2kcpoEkGMx28684AQCiP5M6tFI1Hy0NxBMrtsjBE3cOnyFaM69GKXemz4pe7Lxnz/nt4+6bp02TUDGOMQ41GDVc74J4TCSD4F3NQ7VC+Co0NGWkrUv3zHxS650mNOcfW2C+oGyPmOi9LX12fE97985YprhBHjT9PhpkM0wpYIhZH4h3qdRSItJUnumlVmgIV2SctKCwe9vb1aotJuiWm3IZbv5Ss90tXtjoxoGH8Yh5ovg/Wc+oTCSG7Fi1bbqXrRinnlUja6MKpf/JxlbZ1ru2BEJ55rvygdnV3K1zW1nLeuu2TEPXRe6rYsWPOP3TDuVuh5SO90xjshFEZyS7AX+ajzpxIPLZ8X1S/eer5DTp42I2HJ0ZNNctoSOVU6Ll6SekPu4cjxRjmjcQ+RRnPcaY9zQmEk/qTCas+rXoTYsTunT4jal+7t65Oq2vqonzPijBDCiK1IVXCuV3G4NuoDAFvBx06dlj7DByrGm2bM4vPOOCeEwkgC5inROHvB23vB4Kyofemq2lOWpdYW1Y5rPtcuB46d1L7+UG2DvRUbTZqsPtx7+LjRAxTjTNNarHfGNyEURqIEvPWe0Llw+dzoZcRpbbsgW/cdsa3HqFiLVtu6v1qams8FJayb9hyK6sP/aNdBLa/aSBLEOHtCNLyvCYWREPCGaMR3zSobLdNLR0btS2/YXSW1p85E5XefsSytj6zfH4wsYxsTn3Gi6WxU7qHm1GnZYAmjyWB8YZxpsNoZ14RQGIk2j4tmbGNKUmJ0TN2LXfLWxt3SFeFg+R5L0N7csENazgdvjJy1rMa1W/bZnxlJ0Ge//2CHcckSrgXjKoiYxcc5pQmFkQRLndW+r3rRwAGpcncUYxv3HD4ub6zbbltfkQJivHVfdcg+b/Pew7JmU+T8Q+C09Pp7W6UyiPPRSIBxhfGlwfed8UwIhZEEDaoOKK/Qn1s4TcYXF0TtS3+w44C8u2VvRH7X+p2Vsvqj3SH/3D9Zn7mxIjLnje9s3isbdppdXALjCeNKgwrRqCJDKIyE3AykP9FyxIlmbCPCJt74YIe8uX5n2LYkYZG+ZVl1r767JSy/A1bcqrc3ylpL4MPlUIRMO298sN3uJ9PDM4IYT0+IRt1R4k/ivve977EXSCBgC2qI1WaoXDQgNVla2zqkrjE6jiQQx8PHG+yMMiPycyU1OSlkn42QilfXbpZ3LUsrnFu2vb199vYmstAUWfeQnJQQss+GB+yvLOGFs40pOVpvxvzysVYbp3PpC04jJCBiTJ8MxCgQoFhltVxVq+d7P31dms5GN4sKKi8snjlRJo8pksz0VO3Pab/YZZ9hYqu2rqE5ovdQlJ8ji6ZPkPKxRTIgJTkIUb9gh5V8vOewnDrTavzAG5I9UL732P0SHxeneinck6GmLZy+hMJIwsVDVntZ9aIPd1TKy5ZlYgKwHKdPGCXjRwyVQktoAuVkU4udWWdH5TE7s000KSnKlxmlo2RMYZ5SQoW6xmY5WHNKth+oluMRFvVgeHj5fOuFoFTrUtEop0YojOwFosr7VlusetELr6+VXQdrjLkJeDbCihw9fIj1Z5a97Ztp/VtqSpJ0dnXbJaAudF6SU82t9nYscpji34yZvDEx9j0U4B4sgcS9pKemWP+WIkmJCXalkbYLF6X9QpedQ/aYJeYN1r1EO6uOKlPHF8vf3X+PzqXrrHYXpyuhMJJIgMjqA1ZTClTE9t23fvgye48o8ew3H5bM9DTVy+Bog8S91exBogq9UokOWGx+oHoRFreV86ew90jAYLxoiKI445OiSCiMJKJ8X2fhuffOGTJuxFD2HrktGCcYL5ovbt9nDxIKI4k02Kp6TOfCh1fMZ++RcI6Tx4Qxi4TCSKIEnBuUPf7ysjNldtkY9h65KRgfGCcarHLGJSEURhI1vikaMWLIYJKVMYC9Rz4FxoVmhpsWZzwSQmEkUQUB1MpFX1Eh4a5ZE9l75FNgXGhWZnnKGY+EUBhJ1EG6LeXo/SWzJ8nkkiL2HvkzGA8YFxpsFKZ9IxRGYhhaSZo16+oRj6I5HrST3BNCYSThRKusT05muiyfV87eI/Y4wHjQQKssGiEURhIJtArB3rd4ppQU5rP3fAyeP8aBBlqFtAmhMJJI0WG1x3UuZGyjvwni+T/ujDtCKIzEWFZb7Q3Vi5AAe+bE0ew9H4KYRTx/Dd5wxhshFEZiPE/ovMU/tGyerps+cSl43poONx1ChxtCYSQuol40YhvTUpJkGR1xfAWeN567Bk8544wQCiNxDc+LhqfgCmuhHF9cwN7zAXjOK/RehCqc8UUIhZG4ih6rPer8qcQjKxaw93yA5nPWHleEUBiJCey02ouqFw3OypCFU8ez9zwMni+eswYvOuOKEAojcS3fEY2zoIdXLpCCwVnsPQ+C54rnqwHG0bfZg4TCSNzOeZ3FLMZq98wqY+95EDzXGL1LMY4Ys0gojMQToEaecrzZvPKxMr10JHvPQ+B54rlqsFo0an8SQmEkJoM6eZ2qFz2wZI4kxMex9zwAniOepwadwjqLhMJIPEi11Z5RvSgzPU2WzJnM3vMAeI54nho844wfQiiMxHOgCkKl6kX3Lpou40YMZe+5GDw/PEcNKkWjagshFEbiFlA37zGdC5lk3N0E8fweE406n4RQGImbQKX1n6telJedKfP1nDZIlMFzw/PT4OfOeCGEwkg8D9zuW1Qvemj5PMnWK2RLogSeF56bBi3CmEVCYSQ+Aovek6oXJcTHyzI64rgKPC88Nw2e1Hl5IoTCSNzMS6KxTbZoeqlMLili77kAPCc8Lw02OuODEAoj8R1IBq3sWIG6jcR8HtFzuOl2xgUhFEbiSw6Jhit+1sABspx1G40Gz0czZvE5Z1wQQmEkvuVp0Qjevm/xTCkpzGfvGQieC56PBtXOeCCEwkh8DbbOntC5kLGNZhLEc3lCGLNIKIyE2KwRjQTRQ3MHyeyyMew9g8DzwHPRYJUzDgihMBLigJi186oXPbh0rmSmp7L3DADPAc9DA8YsEgojITcARWi/o3pRWkqS3DVzInvPAPAc8Dw0eEo0ilkTQmEkfuBFq21TvWjZ3HLGNkYZ9D+egwbbnOdOCIWRkBvQI/1Jo3tUL9TcwiMhQrP/tZ83IRRG4icqrPYj1YtyMtMZ2xgl0O85ejlsf+Q8b0IojITcBsSyKZ85MbYx8gQRs1gvjFkkFEZCAqbDao/rXMjYxsgSRH8/7jxnQiiMhATIm1ZbrXoRYuiml45k70UA9LNmzOJq5/kSQmEkRJHHdKyKh5bPl5SkRPZeGEH/op81dwMeYw8SCiMheuAc6vuqF6WnJss9s8vYe2EE/Yt+1uD7wphFQmEkJCieFQ3Pxc/eMU3GFxew98IA+hX9q0GF8zwJoTASEgSIcXtCNGLdHlrOuo3hQLNftZ8jIRRGQj4NKrorZ0fJy86UBVPGsfdCCPoT/arBi85zJITCSEiIQD7NRtWLUEU+PyeTvRcC0I+P6IVnNDrPjxAKIyEhBBUYnlQe4LGxsngGk4yHAvQj+lODJ53nRwiFkZAQg5p9a1UvWjS9lLGNQYL+Qz9qsFY0am0SQmEkJHCQMUW5yvsDS+ZITEwMe08D9Bv6T4Nu0cxgRAiFkZDAqRaN2MbM9DRZwSTjWqDf0H8aPOM8L0IojISEmR/oLLj33jlDxo0Yyt5TAP2FftN8gWHMIqEwEhIhsEX3qM6FTDIesf56VDS2vAmhMBKiz3rRcOpADN7ssjHsvQCYO7lEN2ZxlfN8CKEwEhJhkElFOQwAsXhZGQPYe7cA/aMZs9jiPBdCKIyERAEswt9RvSgpMYFJxm8D+ichPl7n0u8IYxYJhZGQqKKVauzuWWUyuaSIvXcD0C/oHw20UvcRQmEkJPRoxTY+uHQuey50/cKYRUJhJMQg9lntOdWLcjLTZTljG/8C9Af6RYPnnOdACIWREENA0H+N6kX3LZ4pJYX57D0L9AP6QwOtpAuEUBgJCS8doukNydjGoPvhm07/E0JhJMQwVlvtddWLhuYO8n1sI+4f/aDB606/E0JhJMRQtKwXOJykJif5ssNw35oONx1OfxNCYSTEYOpFI7YxLSVJls6d7MsOw33j/jX4jtPfhFAYCTGcF6xWoXoRqkhMGDXMVx2F+9WsOlLh9DMhFEZCXECP1f7W+VOJR1Ys8FVHad6vdv8SQmEkJHrAolHOwoIYvoXTSn3RQbhPzZhFLYucEAojIdHn26JxBobk2QWDszzdMbg/zSThWme4hFAYCTEDeE0+qXPh0jmTPN0xQdzfk8KYRUJhJMTVvCoacXZzJpXI9NKRnuwQ3BfuT4PVTn8SQmEkxOVoxTY+sGSOJCXEe6ojUpIS7fvStL4Zs0gojIR4BK1cnpnpabJkjrdiG1FOCvelwfedfiSEwkiIR9Cq/vC5hdNkfHGBJzoA94H70UCregkhFEZCzEa7XuBDy+d5ogOCuA+tepeEUBgJMR+tCvN52Zkyv3ysq28c3x/3ocGLTr8RQmEkxKMgBq9Fx9rKHZThyhvG99a0FluEMYuEwkiI58Fir+xdmRAfL0tmuzO2Ed8b31+DJ3ReIgihMBLiPn4pGtuDi6aXyuSSIlfd6JSxI+zvrQH6ZxWHCqEwEuIfkARb2aHkEf0q91FBcwu12+kfQiiMhPgIxOQ9q3oRYgCX65Vpijj4npoxi88KYxYJhZEQX/KMjgDct3imlBTmG31j+H74npovDM9waBAKIyH+RDu28WHDt1SD+H6MWSQURnYB8TlrRcPJZGjuIJldNsbIG8L3wvfTYJXTH4RQGAnxOajbqByW8NfL5klWxgCjbgTfB99LA9z/kxwKhFAYCQEovvuU6kWpyYly54wJRt0Ivg++lwa4/0YOBUIojIRcBanPNqtetGzuZGNiG/E98H002CwaqfIIoTAS4m16pN/xpEf1wgeXzjXiBjS/h/Z9E0JhJMT7VIhGeaWczPSoxzbi9+N7aPCcc9+EEAojITcEMXz1qhdFM7YxiJjFemHMIiEURkJuQ4fVHtO5MFqxjUH83sec+yWEUBgJuSWrrfam6kWIHZxeOjKiXxS/TzNm8U3nPgkhFEZCAuJxHWvqkRULJCUpMSJfEL8Hv0/TKn6cj5gQCiMhKmidv6WlJMnSOZGp24jfg9+nwdOicY5KCIWREKLlsblywVQZX1wQ1i+Gz8fv0QD38yM+WkIojITooB3jp1kHMdyfz5hFQiiMhASNVlaYvOxMWTh1fFi+ED4Xn6+BVnYfQiiMhJDrQR5R5TO5h1cukILBWSH9Ivg8fK4GWvlgCaEwEkJuBCpPfFv1ohiRkCcZx+fF6F2qVUGEEAojIeRmoFbhGtWLsO0ZqthGfI7m9uwa0ag5SQiFkRByO54Qjer2DyyZIwMHpAb1i3E9PkeDbud7E0IojISEnGrRiG3MTE+T/3bfYt06ifZ1uB6fo8HTzvcmhARITF9fH3uBkMCBuh2w2mjVCw/W1MtPXl8rF7sCNzohil//wt0yYeQwne96yGqTdKxcQiiMhBAVkLX7I50Lm8+1y6q3N8m+6rrb/uyEUcPkoWXzZXBWhu73hPvqRj4uQiiMhESCX1jty7oXnzrTKr9bt02a/n/27pgloSgM4/j5AA0NQZtbNLQY2uKUBYLQEjQ75jfwS7S2BkFT4DfoGwRB4NggOBmFKARCIPi89tbQeNF7XuT/gwdR8J7DvcODB8+9k1l6/5z+fb6/t7u6Kfhl86ToXsVfD0qHywRQjEBZbIPim79GY9syDhLbM4BC+PMNULx8ekHnxp5FgGIEsrhT+sHm1Pd5AaAYgSy6Kc4jnEY+HwAUI5CNLVm2lVnmedj4F4klVIBiBAIYKC3lK9P4cx9/wKUAKEYgimflPJW/rDpWTn18ABQjEK4c6yWWlI1zTCkCFCMQmf2Ca6SfLRObWlqd+/EbPh4AihEIbaHcKPYwxnt/vw7ffrwjP/6CUw2sH3e+ATavolwrV8phge/bzcAflVvlg9MJUIzANrFiPFOqSk3Z+VeWVoK29eJVeVGelCGnDSjPUoABAPhgAY164w4JAAAAAElFTkSuQmCC", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "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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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 27, "name": "Hotspots Wifi Public", "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": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "83cbcb3a91334eb2414472ce84b4598d", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "POI_ADRESSE", "type": "esriFieldTypeString", "alias": "Adresse", "length": 300, "domain": null }, { "name": "INFO_URLSITE", "type": "esriFieldTypeString", "alias": "URL du site internet", "length": 255, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 28, "name": "Déplacements", "type": "Group Layer", "description": "", "geometryType": null, "copyrightText": "", "parentLayer": null, "subLayers": [ { "id": 29, "name": "Parkings" }, { "id": 30, "name": "Emplacements réservés Publics (PMR)" }, { "id": 31, "name": "Arrêts Ligne T1 (TCSP)" } ], "minScale": 0, "maxScale": 0, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 80449128, "ymax": 630465035, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeNone", "displayField": "", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": null, "geometryField": {}, "indexes": [], "subtypes": [], "relationships": [], "canModifyLayer": false, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query", "supportsStatistics": false, "supportsExceedsLimitStatistics": false, "supportsAdvancedQueries": false, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": false, "supportsPercentileStatistics": false, "supportsHavingClause": false, "supportsOrderBy": false, "supportsDistinct": false, "supportsCountDistinct": false, "supportsPagination": false, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": false, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": false, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 29, "name": "Parkings", "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": 28, "name": "Déplacements" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "0f1c2d3913c5d5af7c43e2dfa2709d42", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 30, "name": "Emplacements réservés Publics (PMR)", "type": "Feature Layer", "description": "Localisation des emplacements réservés aux handicapés sur le territoire communal Ville de NîmesSaisie des données: Jean-François Martorell travaux neufs.Données stockées dans le repertoire partagé : \\\\Colfs01\\geomatique_echanges\\emplacements_reserves", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 1.9999999999999998E-5, "mTolerance": 1.9999999999999998E-5, "falseX": -35597500, "falseY": -23641900, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "Gestionnaire des données SDE: Jean-Marc Vial\n\nMise à jour le 10/12/2013", "parentLayer": { "id": 28, "name": "Déplacements" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "f760a714095b6e603bff53b0e046dfcf", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 804712.394000001, "ymin": 6299574.2161, "xmax": 812893.4987, "ymax": 6308739.0963, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_VOIE", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_VOIE", "type": "esriFieldTypeString", "alias": "Nom de la Voie", "length": 50, "domain": null }, { "name": "NBPLACES", "type": "esriFieldTypeDouble", "alias": "Nombre de places", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_4618", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A334_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 31, "name": "Arrêts Ligne T1 (TCSP)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": { "id": 28, "name": "Déplacements" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "uniqueValue", "field1": "Type", "uniqueValueInfos": [ { "symbol": { "type": "esriPMS", "url": "ada5575f298e781bb6480adecc155af3", "imageData": "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", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Amiral Courbet", "label": "Stations" }, { "symbol": { "type": "esriPMS", "url": "ada5575f298e781bb6480adecc155af3", "imageData": "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", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Arènes", "label": "Stations" }, { "symbol": { "type": "esriPMS", "url": "ada5575f298e781bb6480adecc155af3", "imageData": "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", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Camargue", "label": "Stations" }, { "symbol": { "type": "esriPMS", "url": "ada5575f298e781bb6480adecc155af3", "imageData": "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", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Dhuoda", "label": "Stations" }, { "symbol": { "type": "esriPMS", "url": "ada5575f298e781bb6480adecc155af3", "imageData": "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", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Esplanade Feuchères", "label": "Stations" }, { "symbol": { "type": "esriPMS", "url": "ada5575f298e781bb6480adecc155af3", "imageData": "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", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Gambetta", "label": "Stations" }, { "symbol": { "type": "esriPMS", "url": "ada5575f298e781bb6480adecc155af3", "imageData": "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", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Liberté", "label": "Stations" }, { "symbol": { "type": "esriPMS", "url": "ada5575f298e781bb6480adecc155af3", "imageData": "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", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Maison Carrée", "label": "Stations" }, { "symbol": { "type": "esriPMS", "url": "ada5575f298e781bb6480adecc155af3", "imageData": "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", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Mas de Vignolles", "label": "Stations" }, { "symbol": { "type": "esriPMS", "url": "ada5575f298e781bb6480adecc155af3", "imageData": "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", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Montcalm", "label": "Stations" }, { "symbol": { "type": "esriPMS", "url": "ada5575f298e781bb6480adecc155af3", "imageData": "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", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Nemausa", "label": "Stations" }, { "symbol": { "type": "esriPMS", "url": "ada5575f298e781bb6480adecc155af3", "imageData": "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", "contentType": "image/png", "width": 21, "height": 21, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Porte Auguste", "label": "Stations" }, { "symbol": { "type": "esriPMS", "url": "c3b313857af56959742c9cb010d24e9b", "imageData": "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", "contentType": "image/png", "width": 23, "height": 23, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "T1 A54 Caissargues", "label": "Terminus" }, { "symbol": { "type": "esriPMS", "url": "c3b313857af56959742c9cb010d24e9b", "imageData": "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", "contentType": "image/png", "width": 23, "height": 23, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "T1 Costières Parnasse", "label": "Terminus" }, { "symbol": { "type": "esriPMS", "url": "e596be320f64ca246d6c8c675c452f21", "imageData": "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", "contentType": "image/png", "width": 26, "height": 26, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "P+R", "label": "P+R" } ], "fieldDelimiter": ",", "authoringInfo": { "colorRamp": { "type": "multipart", "colorRamps": [ { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 56, 130, 148, 255 ], "toColor": [ 56, 130, 148, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 168, 39, 47, 255 ], "toColor": [ 168, 39, 47, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 31, 33, 143, 255 ], "toColor": [ 31, 33, 143, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 145, 168, 42, 255 ], "toColor": [ 145, 168, 42, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 161, 71, 138, 255 ], "toColor": [ 161, 71, 138, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 60, 143, 88, 255 ], "toColor": [ 60, 143, 88, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 138, 97, 37, 255 ], "toColor": [ 138, 97, 37, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 69, 86, 161, 255 ], "toColor": [ 69, 86, 161, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 141, 44, 176, 255 ], "toColor": [ 141, 44, 176, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 140, 65, 67, 255 ], "toColor": [ 140, 65, 67, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 54, 158, 33, 255 ], "toColor": [ 54, 158, 33, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 104, 128, 50, 255 ], "toColor": [ 104, 128, 50, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 99, 52, 138, 255 ], "toColor": [ 99, 52, 138, 255 ] } ] } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": [ { "labelExpression": "[Type]", "labelPlacement": "esriServerPointLabelPlacementCenterRight", "deconflictionStrategy": "dynamicNeverRemove", "offsetDistance": 3, "stackLabel": false, "removeDuplicates": "none", "where": "TYPE NOT IN ('P+R')", "useCodedValues": true, "maxScale": 0, "minScale": 10000, "name": "Par défaut", "priority": 2, "symbol": { "type": "esriTS", "color": [ 255, 255, 255, 255 ], "backgroundColor": [ 250, 70, 22, 255 ], "borderLineColor": [ 240, 240, 240, 0 ], "borderLineSize": 0, "verticalAlignment": "baseline", "horizontalAlignment": "left", "rightToLeft": false, "angle": 0, "xoffset": 0, "yoffset": 0, "kerning": true, "haloColor": null, "haloSize": null, "font": { "family": "Arial Narrow", "size": 9, "style": "normal", "weight": "bold", "decoration": "none" } } } ] }, "defaultVisibility": false, "extent": { "xmin": 790369.783200003, "ymin": 6286841.4465, "xmax": 80449128, "ymax": 630465035, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "ARRET", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "COMMENTAIR", "type": "esriFieldTypeString", "alias": "COMMENTAIR", "length": 254, "domain": null }, { "name": "D41", "type": "esriFieldTypeString", "alias": "COMMENTAIR", "length": 254, "domain": null }, { "name": "L16", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "NOM", "type": "esriFieldTypeString", "alias": "NOM", "length": 254, "domain": null }, { "name": "POI_ADRESSE", "type": "esriFieldTypeString", "alias": "Adresse", "length": 254, "domain": null }, { "name": "VOIE", "type": "esriFieldTypeString", "alias": "VOIE", "length": 254, "domain": null }, { "name": "X_RGF93", "type": "esriFieldTypeDouble", "alias": "X_RGF93", "domain": null }, { "name": "Y_RGF93", "type": "esriFieldTypeDouble", "alias": "Y_RGF93", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 5, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "A667_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": true, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 32, "name": "Hygiène et propreté", "type": "Group Layer", "description": "", "geometryType": null, "copyrightText": "", "parentLayer": null, "subLayers": [ { "id": 33, "name": "Déchetteries" }, { "id": 34, "name": "Canisites" }, { "id": -1, "name": "" } ], "minScale": 0, "maxScale": 0, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeNone", "displayField": "", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": null, "geometryField": {}, "indexes": [], "subtypes": [], "relationships": [], "canModifyLayer": false, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query", "supportsStatistics": false, "supportsExceedsLimitStatistics": false, "supportsAdvancedQueries": false, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": false, "supportsPercentileStatistics": false, "supportsHavingClause": false, "supportsOrderBy": false, "supportsDistinct": false, "supportsCountDistinct": false, "supportsPagination": false, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": false, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": false, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 33, "name": "Déchetteries", "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": 32, "name": "Hygiène et propreté" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "c3a130244740606d040f63a74a37759a", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 34, "name": "Canisites", "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": 32, "name": "Hygiène et propreté" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "ffeaa75385829db6002216e8caa6489f", "imageData": "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", "contentType": "image/png", "width": 25, "height": 25, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 754825.0362555981, "ymin": 6275697.2967192, "xmax": 875870.212312348, "ymax": 6322385.31519271, "spatialReference": { "wkid": 102110, "latestWkid": 2154, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -35597500, "falseY": -23641900, "xyUnits": 1.2407465052332792E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": true, "attachmentProperties": [ { "name": "id", "fieldName": "ATTACHMENTID", "isEnabled": true }, { "name": "globalid", "fieldName": "GLOBALID", "isEnabled": true }, { "name": "keywords", "fieldName": "KEYWORDS", "isEnabled": false }, { "name": "name", "fieldName": "ATT_NAME", "isEnabled": true }, { "name": "contentType", "fieldName": "CONTENT_TYPE", "isEnabled": true }, { "name": "size", "fieldName": "DATA_SIZE", "isEnabled": true }, { "name": "exifInfo", "fieldName": "EXIFINFO", "isEnabled": false } ], "attachmentFields": [ { "name": "ATTACHMENTID", "type": "esriFieldTypeOID", "alias": "ATTACHMENTID", "editable": false, "nullable": false, "length": 4, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "editable": false, "nullable": false, "length": 38, "domain": null }, { "name": "ATT_NAME", "type": "esriFieldTypeString", "alias": "ATT_NAME", "editable": true, "nullable": false, "length": 250, "domain": null }, { "name": "CONTENT_TYPE", "type": "esriFieldTypeString", "alias": "CONTENT_TYPE", "editable": true, "nullable": false, "length": 150, "domain": null }, { "name": "DATA_SIZE", "type": "esriFieldTypeInteger", "alias": "DATA_SIZE", "editable": true, "nullable": false, "length": 4, "domain": null } ], "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NOM_SIG", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "NOM_SIG", "type": "esriFieldTypeString", "alias": "Nom", "length": 150, "domain": null }, { "name": "SIG_NIV3", "type": "esriFieldTypeString", "alias": "description", "length": 150, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "PDV_LIST", "type": "esriFieldTypeString", "alias": "PDV_LIST", "length": 10, "domain": null }, { "name": "INFO_COMPL_BIS", "type": "esriFieldTypeString", "alias": "Infos complémentaires (suite)", "length": 500, "domain": null }, { "name": "NUM_VOIE", "type": "esriFieldTypeString", "alias": "Numero de Voie", "length": 20, "domain": null }, { "name": "LIBELLE_VOIE", "type": "esriFieldTypeString", "alias": "Libellé de la Voie", "length": 500, "domain": null }, { "name": "CODE_POSTA", "type": "esriFieldTypeDouble", "alias": "Code Postal", "domain": { "type": "codedValue", "name": "CODE_POSTAL", "description": "Codes Postaux des Communes de Nîmes Métropole", "codedValues": [ { "name": "30000", "code": 30000 }, { "name": "30128", "code": 30128 }, { "name": "30129", "code": 30129 }, { "name": "30132", "code": 30132 }, { "name": "30190", "code": 30190 }, { "name": "30210", "code": 30210 }, { "name": "30230", "code": 30230 }, { "name": "30320", "code": 30320 }, { "name": "30350", "code": 30350 }, { "name": "30510", "code": 30510 }, { "name": "30530", "code": 30530 }, { "name": "30540", "code": 30540 }, { "name": "30620", "code": 30620 }, { "name": "30730", "code": 30730 }, { "name": "30800", "code": 30800 }, { "name": "30820", "code": 30820 }, { "name": "30870", "code": 30870 }, { "name": "30900", "code": 30900 }, { "name": "30980", "code": 30980 } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "TYPE_POI_DESC", "type": "esriFieldTypeString", "alias": "TYPE_POI_DESC", "length": 255, "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "UUID_12613", "fields": "GLOBALID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "A488_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAttachments": true, "supportsQueryAttachmentsWithReturnUrl": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "f6618dded8d3413f8635eb117d4bc9f2" } ], "tables": [] }