{ "layers": [ { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 0, "name": "Automotive", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "e9a2750f1fe87bbc645a31308a9135c1", "imageData": "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", "contentType": "image/png", "width": 20, "height": 20, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2828897.716341084, "ymin": -4019454.1728197183, "xmax": 3449058.4214392267, "ymax": -2954881.187601962, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "MP_NAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID_12", "type": "esriFieldTypeOID", "alias": "OBJECTID_12", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "OBJECTID_1", "type": "esriFieldTypeInteger", "alias": "OBJECTID_1", "domain": null }, { "name": "OBJECTID_2", "type": "esriFieldTypeInteger", "alias": "OBJECTID_2", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID", "domain": null }, { "name": "MP_CODE", "type": "esriFieldTypeDouble", "alias": "MP_CODE", "domain": null }, { "name": "MP_NAME", "type": "esriFieldTypeString", "alias": "MP_NAME", "length": 254, "domain": null }, { "name": "MN_MDB_C_2", "type": "esriFieldTypeString", "alias": "MN_MDB_C_2", "length": 150, "domain": null }, { "name": "MN_CODE_20", "type": "esriFieldTypeDouble", "alias": "MN_CODE_20", "domain": null }, { "name": "MN_NAME_20", "type": "esriFieldTypeString", "alias": "MN_NAME_20", "length": 100, "domain": null }, { "name": "MN_NAME_C_", "type": "esriFieldTypeString", "alias": "MN_NAME_C_", "length": 254, "domain": null }, { "name": "DC_MDB_C_2", "type": "esriFieldTypeString", "alias": "DC_MDB_C_2", "length": 25, "domain": null }, { "name": "DC_MN_C_20", "type": "esriFieldTypeString", "alias": "DC_MN_C_20", "length": 254, "domain": null }, { "name": "DC_NAME_20", "type": "esriFieldTypeString", "alias": "DC_NAME_20", "length": 100, "domain": null }, { "name": "PR_MDB_C_2", "type": "esriFieldTypeString", "alias": "PR_MDB_C_2", "length": 50, "domain": null }, { "name": "PR_CODE_20", "type": "esriFieldTypeInteger", "alias": "PR_CODE_20", "domain": null }, { "name": "PR_NAME_20", "type": "esriFieldTypeString", "alias": "PR_NAME_20", "length": 254, "domain": null }, { "name": "ALBERS_ARE", "type": "esriFieldTypeDouble", "alias": "ALBERS_ARE", "domain": null }, { "name": "Shape_Leng", "type": "esriFieldTypeDouble", "alias": "Shape_Leng", "domain": null }, { "name": "Shape_STAr", "type": "esriFieldTypeDouble", "alias": "Shape_STAr", "domain": null }, { "name": "Shape_STLe", "type": "esriFieldTypeDouble", "alias": "Shape_STLe", "domain": null }, { "name": "ORIG_FID", "type": "esriFieldTypeInteger", "alias": "ORIG_FID", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID_12", "fields": "OBJECTID_12", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 1, "name": "Agriculture", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "4f9e95dfdb3a37ea5b729097264daff9", "imageData": "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", "contentType": "image/png", "width": 20, "height": 20, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2757887.6413399423, "ymin": -3474033.451469048, "xmax": 3426196.9571370473, "ymax": -2967192.7274774318, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "MP_NAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID_12", "type": "esriFieldTypeOID", "alias": "OBJECTID_12", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "OBJECTID_1", "type": "esriFieldTypeInteger", "alias": "OBJECTID_1", "domain": null }, { "name": "OBJECTID_2", "type": "esriFieldTypeInteger", "alias": "OBJECTID_2", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID", "domain": null }, { "name": "MP_CODE", "type": "esriFieldTypeDouble", "alias": "MP_CODE", "domain": null }, { "name": "MP_NAME", "type": "esriFieldTypeString", "alias": "MP_NAME", "length": 254, "domain": null }, { "name": "MN_MDB_C_2", "type": "esriFieldTypeString", "alias": "MN_MDB_C_2", "length": 150, "domain": null }, { "name": "MN_CODE_20", "type": "esriFieldTypeDouble", "alias": "MN_CODE_20", "domain": null }, { "name": "MN_NAME_20", "type": "esriFieldTypeString", "alias": "MN_NAME_20", "length": 100, "domain": null }, { "name": "MN_NAME_C_", "type": "esriFieldTypeString", "alias": "MN_NAME_C_", "length": 254, "domain": null }, { "name": "DC_MDB_C_2", "type": "esriFieldTypeString", "alias": "DC_MDB_C_2", "length": 25, "domain": null }, { "name": "DC_MN_C_20", "type": "esriFieldTypeString", "alias": "DC_MN_C_20", "length": 254, "domain": null }, { "name": "DC_NAME_20", "type": "esriFieldTypeString", "alias": "DC_NAME_20", "length": 100, "domain": null }, { "name": "PR_MDB_C_2", "type": "esriFieldTypeString", "alias": "PR_MDB_C_2", "length": 50, "domain": null }, { "name": "PR_CODE_20", "type": "esriFieldTypeInteger", "alias": "PR_CODE_20", "domain": null }, { "name": "PR_NAME_20", "type": "esriFieldTypeString", "alias": "PR_NAME_20", "length": 254, "domain": null }, { "name": "ALBERS_ARE", "type": "esriFieldTypeDouble", "alias": "ALBERS_ARE", "domain": null }, { "name": "Shape_Leng", "type": "esriFieldTypeDouble", "alias": "Shape_Leng", "domain": null }, { "name": "Shape_STAr", "type": "esriFieldTypeDouble", "alias": "Shape_STAr", "domain": null }, { "name": "Shape_STLe", "type": "esriFieldTypeDouble", "alias": "Shape_STLe", "domain": null }, { "name": "ORIG_FID", "type": "esriFieldTypeInteger", "alias": "ORIG_FID", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID_12", "fields": "OBJECTID_12", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 2, "name": "Water", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "c4349ec95545642434c8718c4f3f0749", "imageData": "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", "contentType": "image/png", "width": 20, "height": 20, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2837795.0154756876, "ymin": -4002518.1042138156, "xmax": 3432663.3670965433, "ymax": -2957012.715201939, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "SP_NAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID_12", "type": "esriFieldTypeOID", "alias": "OBJECTID_12", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "OBJECTID_1", "type": "esriFieldTypeInteger", "alias": "OBJECTID_1", "domain": null }, { "name": "OBJECTID_2", "type": "esriFieldTypeInteger", "alias": "OBJECTID_2", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID", "domain": null }, { "name": "SP_CODE", "type": "esriFieldTypeDouble", "alias": "SP_CODE", "domain": null }, { "name": "SP_NAME", "type": "esriFieldTypeString", "alias": "SP_NAME", "length": 254, "domain": null }, { "name": "MP_CODE", "type": "esriFieldTypeDouble", "alias": "MP_CODE", "domain": null }, { "name": "MP_NAME", "type": "esriFieldTypeString", "alias": "MP_NAME", "length": 254, "domain": null }, { "name": "MN_MDB_C_2", "type": "esriFieldTypeString", "alias": "MN_MDB_C_2", "length": 150, "domain": null }, { "name": "MN_CODE_20", "type": "esriFieldTypeDouble", "alias": "MN_CODE_20", "domain": null }, { "name": "MN_NAME_20", "type": "esriFieldTypeString", "alias": "MN_NAME_20", "length": 100, "domain": null }, { "name": "MN_NAME_C_", "type": "esriFieldTypeString", "alias": "MN_NAME_C_", "length": 254, "domain": null }, { "name": "DC_MDB_C_2", "type": "esriFieldTypeString", "alias": "DC_MDB_C_2", "length": 25, "domain": null }, { "name": "DC_MN_C_20", "type": "esriFieldTypeString", "alias": "DC_MN_C_20", "length": 254, "domain": null }, { "name": "DC_NAME_20", "type": "esriFieldTypeString", "alias": "DC_NAME_20", "length": 100, "domain": null }, { "name": "PR_MDB_C_2", "type": "esriFieldTypeString", "alias": "PR_MDB_C_2", "length": 50, "domain": null }, { "name": "PR_CODE_20", "type": "esriFieldTypeInteger", "alias": "PR_CODE_20", "domain": null }, { "name": "PR_NAME_20", "type": "esriFieldTypeString", "alias": "PR_NAME_20", "length": 254, "domain": null }, { "name": "ALBERS_ARE", "type": "esriFieldTypeDouble", "alias": "ALBERS_ARE", "domain": null }, { "name": "Shape_Leng", "type": "esriFieldTypeDouble", "alias": "Shape_Leng", "domain": null }, { "name": "Shape_STAr", "type": "esriFieldTypeDouble", "alias": "Shape_STAr", "domain": null }, { "name": "Shape_STLe", "type": "esriFieldTypeDouble", "alias": "Shape_STLe", "domain": null }, { "name": "ORIG_FID", "type": "esriFieldTypeInteger", "alias": "ORIG_FID", "domain": null }, { "name": "PROVINCE", "type": "esriFieldTypeString", "alias": "PROVINCE", "length": 50, "domain": null }, { "name": "CATEGORY", "type": "esriFieldTypeString", "alias": "CATEGORY", "length": 5, "domain": null }, { "name": "CAT2", "type": "esriFieldTypeString", "alias": "CAT2", "length": 254, "domain": null }, { "name": "CAT_B", "type": "esriFieldTypeString", "alias": "CAT_B", "length": 150, "domain": null }, { "name": "MUNICNAME", "type": "esriFieldTypeString", "alias": "MUNICNAME", "length": 100, "domain": null }, { "name": "DISTRICT", "type": "esriFieldTypeString", "alias": "DISTRICT", "length": 25, "domain": null }, { "name": "DISTRICT_N", "type": "esriFieldTypeString", "alias": "DISTRICT_N", "length": 100, "domain": null }, { "name": "REG_POP", "type": "esriFieldTypeInteger", "alias": "REG_POP", "domain": null }, { "name": "Councillor", "type": "esriFieldTypeInteger", "alias": "Councillor", "domain": null }, { "name": "Wards2016", "type": "esriFieldTypeInteger", "alias": "Wards2016", "domain": null }, { "name": "Norm", "type": "esriFieldTypeInteger", "alias": "Norm", "domain": null }, { "name": "Norm_Min", "type": "esriFieldTypeInteger", "alias": "Norm_Min", "domain": null }, { "name": "Norm_Max", "type": "esriFieldTypeInteger", "alias": "Norm_Max", "domain": null }, { "name": "Shape_Le_1", "type": "esriFieldTypeDouble", "alias": "Shape_Le_1", "domain": null }, { "name": "OBJECTID_3", "type": "esriFieldTypeInteger", "alias": "OBJECTID_3", "domain": null }, { "name": "OBJECTID_4", "type": "esriFieldTypeInteger", "alias": "OBJECTID_4", "domain": null }, { "name": "F1", "type": "esriFieldTypeString", "alias": "F1", "length": 50, "domain": null }, { "name": "F2", "type": "esriFieldTypeString", "alias": "F2", "length": 50, "domain": null }, { "name": "F3", "type": "esriFieldTypeString", "alias": "F3", "length": 100, "domain": null }, { "name": "F4", "type": "esriFieldTypeString", "alias": "F4", "length": 100, "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID_12", "fields": "OBJECTID_12", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 3, "name": "Energy (fuel)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "e700f1d46129c638acae9729337442db", "imageData": "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", "contentType": "image/png", "width": 20, "height": 20, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2060988.6812898477, "ymin": -4053785.2977356324, "xmax": 3453124.0365573987, "ymax": -3065443.99770953, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "MP_NAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID_12", "type": "esriFieldTypeOID", "alias": "OBJECTID_12", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID", "domain": null }, { "name": "SAF_TOWN_I", "type": "esriFieldTypeDouble", "alias": "SAF_TOWN_I", "domain": null }, { "name": "TOWN", "type": "esriFieldTypeString", "alias": "TOWN", "length": 30, "domain": null }, { "name": "TYPE", "type": "esriFieldTypeString", "alias": "TYPE", "length": 30, "domain": null }, { "name": "OBJECTID_1", "type": "esriFieldTypeInteger", "alias": "OBJECTID_1", "domain": null }, { "name": "OBJECTID_2", "type": "esriFieldTypeInteger", "alias": "OBJECTID_2", "domain": null }, { "name": "MP_CODE", "type": "esriFieldTypeDouble", "alias": "MP_CODE", "domain": null }, { "name": "MP_NAME", "type": "esriFieldTypeString", "alias": "MP_NAME", "length": 254, "domain": null }, { "name": "MN_MDB_C_2", "type": "esriFieldTypeString", "alias": "MN_MDB_C_2", "length": 150, "domain": null }, { "name": "MN_CODE_20", "type": "esriFieldTypeDouble", "alias": "MN_CODE_20", "domain": null }, { "name": "MN_NAME_20", "type": "esriFieldTypeString", "alias": "MN_NAME_20", "length": 100, "domain": null }, { "name": "MN_NAME_C_", "type": "esriFieldTypeString", "alias": "MN_NAME_C_", "length": 254, "domain": null }, { "name": "DC_MDB_C_2", "type": "esriFieldTypeString", "alias": "DC_MDB_C_2", "length": 25, "domain": null }, { "name": "DC_MN_C_20", "type": "esriFieldTypeString", "alias": "DC_MN_C_20", "length": 254, "domain": null }, { "name": "DC_NAME_20", "type": "esriFieldTypeString", "alias": "DC_NAME_20", "length": 100, "domain": null }, { "name": "PR_MDB_C_2", "type": "esriFieldTypeString", "alias": "PR_MDB_C_2", "length": 50, "domain": null }, { "name": "PR_CODE_20", "type": "esriFieldTypeInteger", "alias": "PR_CODE_20", "domain": null }, { "name": "PR_NAME_20", "type": "esriFieldTypeString", "alias": "PR_NAME_20", "length": 254, "domain": null }, { "name": "ALBERS_ARE", "type": "esriFieldTypeDouble", "alias": "ALBERS_ARE", "domain": null }, { "name": "Shape_Leng", "type": "esriFieldTypeDouble", "alias": "Shape_Leng", "domain": null }, { "name": "Shape_STAr", "type": "esriFieldTypeDouble", "alias": "Shape_STAr", "domain": null }, { "name": "Shape_STLe", "type": "esriFieldTypeDouble", "alias": "Shape_STLe", "domain": null }, { "name": "ORIG_FID", "type": "esriFieldTypeInteger", "alias": "ORIG_FID", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID_12", "fields": "OBJECTID_12", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 4, "name": "Energy (renewable)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "b997a76b40ea4faaf4b4a8d34d969358", "imageData": "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", "contentType": "image/png", "width": 20, "height": 20, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2965407.209352989, "ymin": -3109151.273189641, "xmax": 3246309.7059049974, "ymax": -3001304.3583020647, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "MUNICNAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID_12", "type": "esriFieldTypeOID", "alias": "OBJECTID_12", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID", "domain": null }, { "name": "OBJECTID_1", "type": "esriFieldTypeInteger", "alias": "OBJECTID_1", "domain": null }, { "name": "PROVINCE", "type": "esriFieldTypeString", "alias": "PROVINCE", "length": 50, "domain": null }, { "name": "CATEGORY", "type": "esriFieldTypeString", "alias": "CATEGORY", "length": 5, "domain": null }, { "name": "CAT2", "type": "esriFieldTypeString", "alias": "CAT2", "length": 254, "domain": null }, { "name": "CAT_B", "type": "esriFieldTypeString", "alias": "CAT_B", "length": 150, "domain": null }, { "name": "MUNICNAME", "type": "esriFieldTypeString", "alias": "MUNICNAME", "length": 100, "domain": null }, { "name": "DISTRICT", "type": "esriFieldTypeString", "alias": "DISTRICT", "length": 25, "domain": null }, { "name": "DISTRICT_N", "type": "esriFieldTypeString", "alias": "DISTRICT_N", "length": 100, "domain": null }, { "name": "REG_POP", "type": "esriFieldTypeInteger", "alias": "REG_POP", "domain": null }, { "name": "Councillor", "type": "esriFieldTypeInteger", "alias": "Councillor", "domain": null }, { "name": "Wards2016", "type": "esriFieldTypeInteger", "alias": "Wards2016", "domain": null }, { "name": "Norm", "type": "esriFieldTypeInteger", "alias": "Norm", "domain": null }, { "name": "Norm_Min", "type": "esriFieldTypeInteger", "alias": "Norm_Min", "domain": null }, { "name": "Norm_Max", "type": "esriFieldTypeInteger", "alias": "Norm_Max", "domain": null }, { "name": "Shape_Leng", "type": "esriFieldTypeDouble", "alias": "Shape_Leng", "domain": null }, { "name": "Shape_Le_1", "type": "esriFieldTypeDouble", "alias": "Shape_Le_1", "domain": null }, { "name": "ORIG_FID", "type": "esriFieldTypeInteger", "alias": "ORIG_FID", "domain": null }, { "name": "SP_CODE", "type": "esriFieldTypeDouble", "alias": "SP_CODE", "domain": null }, { "name": "SP_NAME", "type": "esriFieldTypeString", "alias": "SP_NAME", "length": 254, "domain": null }, { "name": "MP_CODE", "type": "esriFieldTypeDouble", "alias": "MP_CODE", "domain": null }, { "name": "MP_NAME", "type": "esriFieldTypeString", "alias": "MP_NAME", "length": 254, "domain": null }, { "name": "MN_MDB_C_2", "type": "esriFieldTypeString", "alias": "MN_MDB_C_2", "length": 150, "domain": null }, { "name": "MN_CODE_20", "type": "esriFieldTypeDouble", "alias": "MN_CODE_20", "domain": null }, { "name": "MN_NAME_20", "type": "esriFieldTypeString", "alias": "MN_NAME_20", "length": 100, "domain": null }, { "name": "MN_NAME_C_", "type": "esriFieldTypeString", "alias": "MN_NAME_C_", "length": 254, "domain": null }, { "name": "DC_MDB_C_2", "type": "esriFieldTypeString", "alias": "DC_MDB_C_2", "length": 25, "domain": null }, { "name": "DC_MN_C_20", "type": "esriFieldTypeString", "alias": "DC_MN_C_20", "length": 254, "domain": null }, { "name": "DC_NAME_20", "type": "esriFieldTypeString", "alias": "DC_NAME_20", "length": 100, "domain": null }, { "name": "PR_MDB_C_2", "type": "esriFieldTypeString", "alias": "PR_MDB_C_2", "length": 50, "domain": null }, { "name": "PR_CODE_20", "type": "esriFieldTypeInteger", "alias": "PR_CODE_20", "domain": null }, { "name": "PR_NAME_20", "type": "esriFieldTypeString", "alias": "PR_NAME_20", "length": 254, "domain": null }, { "name": "ALBERS_ARE", "type": "esriFieldTypeDouble", "alias": "ALBERS_ARE", "domain": null }, { "name": "POINT_X", "type": "esriFieldTypeDouble", "alias": "POINT_X", "domain": null }, { "name": "POINT_Y", "type": "esriFieldTypeDouble", "alias": "POINT_Y", "domain": null }, { "name": "OBJECTID_2", "type": "esriFieldTypeInteger", "alias": "OBJECTID_2", "domain": null }, { "name": "Shape_STAr", "type": "esriFieldTypeDouble", "alias": "Shape_STAr", "domain": null }, { "name": "Shape_STLe", "type": "esriFieldTypeDouble", "alias": "Shape_STLe", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID_12", "fields": "OBJECTID_12", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 5, "name": "Construction investment", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "eb869e846ae58a524c1eda9899491dc6", "imageData": "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", "contentType": "image/png", "width": 20, "height": 20, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": false, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2904882.112250483, "ymin": -3413596.5205704556, "xmax": 3560562.4681483703, "ymax": -2539684.1481950604, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "PORT_NAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID_12", "type": "esriFieldTypeOID", "alias": "OBJECTID_12", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID", "domain": null }, { "name": "COMPNT_CD", "type": "esriFieldTypeDouble", "alias": "COMPNT_CD", "domain": null }, { "name": "SCOMPNT_CD", "type": "esriFieldTypeDouble", "alias": "SCOMPNT_CD", "domain": null }, { "name": "COMPNT_TYP", "type": "esriFieldTypeDouble", "alias": "COMPNT_TYP", "domain": null }, { "name": "PERSAL_NAM", "type": "esriFieldTypeString", "alias": "PERSAL_NAM", "length": 36, "domain": null }, { "name": "PORT_TYPE", "type": "esriFieldTypeString", "alias": "PORT_TYPE", "length": 12, "domain": null }, { "name": "PORT_NAME", "type": "esriFieldTypeString", "alias": "PORT_NAME", "length": 100, "domain": null }, { "name": "OBJECTID_1", "type": "esriFieldTypeInteger", "alias": "OBJECTID_1", "domain": null }, { "name": "OBJECTID_2", "type": "esriFieldTypeInteger", "alias": "OBJECTID_2", "domain": null }, { "name": "MP_CODE", "type": "esriFieldTypeDouble", "alias": "MP_CODE", "domain": null }, { "name": "MP_NAME", "type": "esriFieldTypeString", "alias": "MP_NAME", "length": 254, "domain": null }, { "name": "MN_MDB_C_2", "type": "esriFieldTypeString", "alias": "MN_MDB_C_2", "length": 150, "domain": null }, { "name": "MN_CODE_20", "type": "esriFieldTypeDouble", "alias": "MN_CODE_20", "domain": null }, { "name": "MN_NAME_20", "type": "esriFieldTypeString", "alias": "MN_NAME_20", "length": 100, "domain": null }, { "name": "MN_NAME_C_", "type": "esriFieldTypeString", "alias": "MN_NAME_C_", "length": 254, "domain": null }, { "name": "DC_MDB_C_2", "type": "esriFieldTypeString", "alias": "DC_MDB_C_2", "length": 25, "domain": null }, { "name": "DC_MN_C_20", "type": "esriFieldTypeString", "alias": "DC_MN_C_20", "length": 254, "domain": null }, { "name": "DC_NAME_20", "type": "esriFieldTypeString", "alias": "DC_NAME_20", "length": 100, "domain": null }, { "name": "PR_MDB_C_2", "type": "esriFieldTypeString", "alias": "PR_MDB_C_2", "length": 50, "domain": null }, { "name": "PR_CODE_20", "type": "esriFieldTypeInteger", "alias": "PR_CODE_20", "domain": null }, { "name": "PR_NAME_20", "type": "esriFieldTypeString", "alias": "PR_NAME_20", "length": 254, "domain": null }, { "name": "ALBERS_ARE", "type": "esriFieldTypeDouble", "alias": "ALBERS_ARE", "domain": null }, { "name": "Shape_Leng", "type": "esriFieldTypeDouble", "alias": "Shape_Leng", "domain": null }, { "name": "Shape_STAr", "type": "esriFieldTypeDouble", "alias": "Shape_STAr", "domain": null }, { "name": "Shape_STLe", "type": "esriFieldTypeDouble", "alias": "Shape_STLe", "domain": null }, { "name": "ORIG_FID", "type": "esriFieldTypeInteger", "alias": "ORIG_FID", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID_12", "fields": "OBJECTID_12", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 6, "name": "Forestry", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "44a8812b8d76e306c3b02febcea14232", "imageData": "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", "contentType": "image/png", "width": 20, "height": 20, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": false, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2500006.120680902, "ymin": -4025101.164673974, "xmax": 3567524.336337139, "ymax": -2888121.370635337, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "MP_NAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID_12", "type": "esriFieldTypeOID", "alias": "OBJECTID_12", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "OBJECTID_1", "type": "esriFieldTypeInteger", "alias": "OBJECTID_1", "domain": null }, { "name": "OBJECTID_2", "type": "esriFieldTypeInteger", "alias": "OBJECTID_2", "domain": null }, { "name": "OBJECTID_3", "type": "esriFieldTypeInteger", "alias": "OBJECTID_3", "domain": null }, { "name": "OBJECTID_4", "type": "esriFieldTypeInteger", "alias": "OBJECTID_4", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID", "domain": null }, { "name": "PROVINCE", "type": "esriFieldTypeString", "alias": "PROVINCE", "length": 50, "domain": null }, { "name": "DISTRICT", "type": "esriFieldTypeString", "alias": "DISTRICT", "length": 25, "domain": null }, { "name": "DISTRICT_N", "type": "esriFieldTypeString", "alias": "DISTRICT_N", "length": 100, "domain": null }, { "name": "F1", "type": "esriFieldTypeString", "alias": "F1", "length": 50, "domain": null }, { "name": "F2", "type": "esriFieldTypeString", "alias": "F2", "length": 50, "domain": null }, { "name": "F3", "type": "esriFieldTypeString", "alias": "F3", "length": 100, "domain": null }, { "name": "F4", "type": "esriFieldTypeString", "alias": "F4", "length": 100, "domain": null }, { "name": "Shape_STAr", "type": "esriFieldTypeDouble", "alias": "Shape_STAr", "domain": null }, { "name": "Shape_STLe", "type": "esriFieldTypeDouble", "alias": "Shape_STLe", "domain": null }, { "name": "ORIG_FID", "type": "esriFieldTypeInteger", "alias": "ORIG_FID", "domain": null }, { "name": "MP_CODE", "type": "esriFieldTypeDouble", "alias": "MP_CODE", "domain": null }, { "name": "MP_NAME", "type": "esriFieldTypeString", "alias": "MP_NAME", "length": 254, "domain": null }, { "name": "MN_MDB_C_2", "type": "esriFieldTypeString", "alias": "MN_MDB_C_2", "length": 150, "domain": null }, { "name": "MN_CODE_20", "type": "esriFieldTypeDouble", "alias": "MN_CODE_20", "domain": null }, { "name": "MN_NAME_20", "type": "esriFieldTypeString", "alias": "MN_NAME_20", "length": 100, "domain": null }, { "name": "MN_NAME_C_", "type": "esriFieldTypeString", "alias": "MN_NAME_C_", "length": 254, "domain": null }, { "name": "DC_MDB_C_2", "type": "esriFieldTypeString", "alias": "DC_MDB_C_2", "length": 25, "domain": null }, { "name": "DC_MN_C_20", "type": "esriFieldTypeString", "alias": "DC_MN_C_20", "length": 254, "domain": null }, { "name": "DC_NAME_20", "type": "esriFieldTypeString", "alias": "DC_NAME_20", "length": 100, "domain": null }, { "name": "PR_MDB_C_2", "type": "esriFieldTypeString", "alias": "PR_MDB_C_2", "length": 50, "domain": null }, { "name": "PR_CODE_20", "type": "esriFieldTypeInteger", "alias": "PR_CODE_20", "domain": null }, { "name": "PR_NAME_20", "type": "esriFieldTypeString", "alias": "PR_NAME_20", "length": 254, "domain": null }, { "name": "ALBERS_ARE", "type": "esriFieldTypeDouble", "alias": "ALBERS_ARE", "domain": null }, { "name": "Shape_Leng", "type": "esriFieldTypeDouble", "alias": "Shape_Leng", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID_12", "fields": "OBJECTID_12", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 7, "name": "Special Economic Zones", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "e3d575e8bd778703dc5bc48e4d99b4dd", "imageData": "iVBORw0KGgoAAAANSUhEUgAABOkAAATpCAYAAAHypnfkAAAACXBIWXMAAC4jAAAuIwF4pT92AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAA1hxJREFUeNrsnU9oHFUcxzfDHiMJ9lQvaSDosWmh9SCaDaiggn+QSvUgiQo9RUV7SSuUgm0oVBE9aBDt4kXRg0Wwgh7cpXhpobYnqQSbXOypmmBOvcT3wiTdbjc7+2be//f5wjCHTWZn3vvM9/f7vZ33ZmhjY6OGijU/cWRU7N4WW0NsU10ft8XWEltzYWlxmdYq1hDgbYNlpSEEmEO0dqLg2YIMGBMHzzfQADFi8EKDLTUIowIvFthSgDB48PJq89/EUqTx0KvnYMETwK2K3Ujq1WGoLhgceLGH01QADAY8gIsLQO/BE8CdF7vnQEpJbQFgA/BwOdwvBPAALn4AvQJPADcpdr+DihHtEwBeBTxcLmn3y4AuLfnS1k4dD+DSdb8M6HC/ZMADOuDLgA656BNrOZ64uBmxO0c3e61Zkfc1owFPQLcsdmP0axBaE/CNBg8eoZWK13qOB3TkfdbBAzrgsw5entOhOOBbDQK8vHqlkIhHI3mfeu94DJnEp3Neg0deR75nHTygAz7r4AEd8FkHD+iAz5fiAiGz4OF2uJ518IAOVWEgK/mFkzQ7qsJCWcdjCiKqxEJWgnBCLKrMBFUt8r+qxe2QLjYyhQOfp3lRASMtE47HUmGoSFNawSPEIt0hl+IC+Vlc4HbIhOvheMg/xzM10QPhekWON0ITIquOl78xB6Eqrrdnp8/qff7PyGuaDs48UnvhvVd7fvbxSydrN6/8TY/FoxtiG1IFT4sWlhYH/ts3vz3R666h+yJUz0V7qg6hHP70jdreJw5oPdH1f/6rnTp4VNvxTJyjpvCk9Wb24dx7LQCkfThFNoqJDh2+/77NYz9/5hXsIubiQlUSCBt34sMvTnl7x6MK4JUJs8cvnd0EwqaAL6jqdkN7cbHrwV2bYVBF1365XGt/fmG7gu1X6RbBR/ERpiqDd/TC6coJ86Xmb5tbGUcDvgiqWtUwWwSHDiAGAbBMxduvqgXkcv1Q1G6d1a3JFUG1HafoWKqhHtmHTltV2+9kzj59TPvFFx1T5pooDOiMOd6tP29ZP+YguSbyA7q7wNP1wKfJ/Ijcy57kEJnu/uhkrJTjPXnsWXomchXlzbKgq6JS4E2/9gw9k3iIrfq7eXCPvhNuw83rggYPhQ+dVF1nYYHrhavXv37HSrtL1uRAcubirkH+aeLAQ30/X7p8Xev3lV2YEfgSC7FfvPyhe/BwPvI6r4sLeVEACHRawVM5oS0A5SafvUPpFBN9q9qykglnUVLaLfnAZ+dDn79++WPt59M/QIJnxYTsF5PafB6vynCKiVBqY7jEt1lmNoeIXIbY/PuH6v1mew/aYNK2VZ1PpWEYt4sHuvz4DRlqZ6oeaKvUNlVIdB4XCMOGLldDFhcNneHC9IlTpJRPLTwK9zMSPO3zErcANHkhskBhqGZwFeWzn82esXk6Y8bXTumGTzcszDLTE2JXLv5l9ZzqthuhG5Kyc2pNwhcTyB7ldW7B61aVObU4X5jQSckcr+1bg5XNEXkk/44GWdzI4Y26IsFr+dyAKgDySP4dFa1lc+rRd12eXlOC1wyhIW0M1aQUYtdvrrs8xVYmTnI5pEblWcBw87qOc2wx5wLonEipqt29/4Ge6xTbviD5XQweqxdWPqUqSo7Hiuz+qqiw8i0/zmzecchdiPVNma07DpHXGQEPAZ0z8IZ3D0ODJT0293iw0G2D1+sFGDupOffRjp8dv/iB8ztdvpYqBT311qEgodtiTdnxrv/0h9eJbgqVd1EbV11CLNgcb5CpcylVcLavX+ert7wCr8jG5cQfE4DYWGWeYsKOSj+PJxfDLlp3WDbUicm52u3120G5nGtX7QXP3kP7vT93FejrnUmfyvzaQRfYPnn1k1InptqAsbvd4YXwr6+ziK1XJVwFEFN3I49Lhacs9E4HujBV19n5NvOL79//6p65GihQx1MZSHblPnKhIPk9QBdufqfN8XrBJyeb6HyHLSE1Lt319sa8gzcMEa/099/ML9aufXeFHorU8e4BzyR8COi0VbUIVS4uEHIKXtXqFqEilnA85F2oHad5UEXtyFDPqpbqFpkMs4Ra5GdVS5GBTLgdjof8dDxcD5lwOxwP+et4uB7S7XaqjtemWZEuRvqO43WLcT2kKzJmpg6MgI7iAoVZXOB6SDcTZR1vH82Nck2X+Sel4oJCA+mKgJntL0RAV7m4AD6gcwIeQs7Aw/VwO2eOB3xA5yzUAh/QOcvxgA/oXBYXs3RTdNLep6UHkPtpfuLIqtiN0F9RaE243WgQ4OXw8csGIdZqqCXfAzp34AEf0DkDr+MC1ujKoHI644aRWbp7Rql2w6heTRQSVosLig5Cq3PHI+8DOufgAR/QOQMP+NKGzkmOR96XNnDOHQ/3S7utM88ahNlr5jTt0w3uRagl9KYXUbwEDwDjT2GyABqOVarU1fY9b/ba8XC/eAu1YMADwLhGBoIDDwDDBi548DoA3CN2NxLjbVwAtxzyBQQPXkouGNNAe1TgxQhhrL/qRAteyBCm8BNiEuD5DmKKv1UnCZ5LGHkgAvBUwWyIndxmxDbW9fGK2JpiawmwWrRWsf4XgL3zCY2riOP46yP0lKJpT9GDrRaLpzSF6kliD4p/wEREqRcbVPxzaBOkUG3FtqLtpUrSHqRQdetBgyImgn/QQy3iwRZqepJKoF40p2rFnHqJM4sbN5vdt2/2zf/5fOHxSHb3vXkzn/3+5jdv3izgqYF3RGwjbV6Wt/WOAB3QqQA1JXYTFk41LcCcBLrEoLMIGCCmCp2AbLvY/RxQkYcFhPNAFx5os2I3GsGlzAkAx4DOX9Dk0+5/RWwQwd+LjQa6FGejhD7mx9Qn4AM6YIsfPqa1Ax/QAVv88HkLHbDFC5930CUw9GFbAwK+60CHuyXter6s+oS7JeR6zqHD3dJzvRzg0pPrenfidIRTb+Tkfi6rtaO4V2oHOMKtVegADvCsQgdwgGcVOoADPKvQARzgWYUO4ADPKnQAB3hWoQM4wLMKHcABnlXoAA7wrEInCjRPsyQB3rw30AkN0SRJaMgL6AirhFmr0AEc4FmFTpz4OtUPeLad7iaqHlmDjrCKqnCQAxyyDV5OtSGvwysuh3RwkSsceDPVi3TwoeJ0V6lapIOPvCTFhFWkjRMSCeRfIoHLId1uh9Mhv5wOl0Mm3A6nQ/44naC1RvWgCm5X68Xp9lB1qII68tNnuySHLpzI+jduWPP/nz47n80e+IimSkBt16fTlUAcXzhd6fPn3v8y+/bYF7RSwGq39l2foRNpOc6uZx6pb/99Ebwso4G+UJDlVmmjvM0Hp6o0pKlKMXlsZBTEqTKJxITPziHP8+zHL9Oa4WhCJXv1NlRt3bkN1wtYedXQ2kvj1/ZO1eO/3E4+eTRbuHglqn4ZWhNia0WJxITuRl/685/srbv3d3x98dIf2XtPvdMzUJvu3JRd+/UaLeu35JjduNHsVTWbKfpsN/j2f3VMe2ar+3ihl62MAaiUKzdVEF2VU+Y4csAZhQHcKuh0ziix7Tzt7nCg6hrccUvX93z+5odl23C5ktMV0W/K/n0OebFq3yeHu77nQu3HatlryHrg4KNQ4nlYDRK6oots3C5DfgO3Ap2uFZjKxneUJnCNfl3D6ViBCdXHPLvpxMMHK59Ha3h97LWnabmAJcc8u0nHQHxfaBVDFhtmPy7K7BWFAZwR6LgJD3BdoasyaRPwwlb/YH/X9xzevld392hWOt1EDx8sBZ7c9n3zOq3rqQ798HbX99xYuqH7tKPGE4nBrbeucj4SgXTDauXsVRaolzDa+hkgTAs4qXWv3PH8sukLUNHMq6ezy59e8qLibenydxezmZfOJAFcJaer6nidtPv4C2L7/+9uM49Rea3vX+8cuHr2qikjqT8YbSTD2rhhJSkhK66mo/OnvCiHtnE6+SR+42Eb0+EB+MIMq9rCa1Hh5ThQmbS810pcXPg9O/ngGxAVEHDGoFvpjy0urbqYbQ/dlY2fmtR2/MZwDBlwOMAZh65VV77+Zc0F6giVusGLBWJfEgen0JW56E5LiZWpYAOj51EnDrJ74kLeTW1qHh4ZemJHfQilbAUTZtUiiKv+sNdTm+QgsUpGfNu9t0Obp/24YKBTraQXPzgAcJ4DFxR0MXXwU0scgoYO8KolDnJdZx+klEi4eLIf6QurviwkHuQzEq5Sffpx+qCbDq2Si1L9Mou+AJxTzeWi0JMxNYJcZBH52+0RvI0phVc52bCTbK4Rt/vd56CphMvJZXZ9lBJ0RbNbba4RN3T/ToArEVblve7goeum1PpT9OM8gK7MIno2Khzg/B6+akD3t66OqUko5Hy8kCs7xcShI3QClJt9dyN5TJ0TQGN0OR3LeBkuf/3H6VZ+BVF1oeuyYFX95pWdbax6ntB+kC6EbkWJKFiHzvjD1o33qPyeq5yipDJjRD6miMJRX1Wyy34D73l8pL6ZEM/FhqW81fpC6rjKNY5JHoLpj65bA11oGZM8Zy+/YYACD6/twDPd4cXZ4oNOzjiZ8A0+HqoOXmeb/1gZMmmCZln3GeUNetX7pThanP05reG1SHKiwEx2htpHHROJaaoFmQqtbcOrqRCLCK1FToeQ9fDa80AxQmU4wumQH07XqQOIkILmOr3QNpEgoUCmQivhFXkXXkkokHaXw+mQf06H2yHdLofTIT+dDrdDOl1O1em2UK2oQMNl31g4Ttcqxu2QjmiYmzowAjgSCRRWIoHbIZ085LZOhACO8IrCCa+4Hara/rmrE6M0gdMSXgEP4Fz16S7THElISzsr3ZEoEncrcDnr2SthFuCsQwd4AOcEOsADOCfQAR7AOYEO8ADOCXSAB3BOoAM8gHMCHeABnBPoAA/gnEAHeADnBLqmC+TJMj807MIItN177UXcr03H3Zw6HeE2beCcQ9dUAQOgYEVbfPiiOw2vhNs0o0ruYcXgeno14Fs3xiunw/XS6DN7Cx3wxZugeQ8d8MU3GhAMdMAXPmzBQgd84cIWPHQpwxf6oHrw0DXBt1nsrkbMmhzY/S2GC4kGuhYAZ8VuNIJLmROgjcXWPlFC1wLgfWJ3LqAi7xKgfR9zm0QPXRsIa2K3x6MinRWQjafUBslB5xjE5AADumpgToqd7F+NtHn5vNhmBVBT1FR3/SsAe2cXYlURB/Dj4dLTxu7Wk0XoShS+tKuQPohZUJE96EYU1UO7UVA96NoHSBqpkUVgtib0AX2sPZRl0W7QBxWoRQ8p6O5DhLFkPZRPpks+9WIzl712vZ77dc7MnP/M/H5wOdbq3jlzZn7n/5+ZM4dGB510uD512K4+YwKLt0eXTXX4s1wpQHbQKK/F6jCtPr0Rnv6c+gyFMuwJyI6cXNbgkG8w1oDsQJDQxoWmlaGzR4lwE9WA7ACpIUFAdtBWbHqQvZeaCIY5JcA+qgHZxS62iYRxtRhhPBDZBS83KhoyYUszZIfcAPkBskNugPwA2bmR2+Ik7P0GQCYDLIhGdi4EpxvZImoChMBsL7IjPQXSXUB2CA4QH7KLWnAs6AXEh+yCFdyoOrxHM4BIeCLmve+ilB1pKhDtxRftRSM7JTi9f9sgzRzgImaU+IaQHVEcANEeshMtOL326AzNFyAX/SFucx+U7NhJBMAoQe3QEoTsWDYCQIobtOwYjwNAekHLDskBIL2gZYfkAJBe0LJj4gFANFNKesPIrpjkWEIC4A+il6yIlR0pKwCpbdCyQ3IASC9o2ZGyAgSJmG3kRciOaA6AKC9o2bGfHEBUlLqfXmmyI5oDIMoLWnaMzQFAUsIyFaeyI5oDgLKivBTRAUBZuPSC9ciOtBUAJKS1ViM7JbrfER0AdMCZ+X0p/YvsSFsBIA+2xvGsRHaIDgCk+SP1paAAgPDEyA7RAYBUn6RSCwYAYNIrqbQCAQDY8EsqpSAAADY9k5ZdAAAAF75Jy/piAACX3kldfyEAQBnCS119EQBAmcLr6nGx+WfXeiWe/PVrlyajezdZ/Y7ZoyeSd+7fTUsDkMHcS7Nv9RmXnZTdS1aMrkruevZBcbU+sWE8OfHVL+Jbx31vPJIM3nYj3aTzG3zh36E6JBVpr947fqFPpYvvL0V0i1YvSR57b7P4i5MVVZroKADQkpM6aDMmO9fjdJf1XJbsmN7r/VWov6MjPgBrUeD5TnZKqXTwiyZdFXrrkV1JzxWXB3lBEB+AVeFNqj42XDSyW2+7oA9/+GRy7Y3XR3NhauJDegDGaOupStnpq+nBW9MzpjZTaqQH4C6drbT4h0M2Czb88gPJyrvXFPod5/7+J9m54mmrFfjvuX8zZWRyVlNLT7rwZr49Sm/K3wmjOM+Fy69KNn68rfDvOfjuF0Xqekj1p+luI7vjUqM5CY1n/+NvJ/uTt6t/NrHGT7rw9PkC2M7QDPQB7a3M6C5znZ36wgl1GLFRKRu/fi5ZeO3Vwd4hpYs8b0RKqg1ZmJpUNNy+prImK5o9LjZiq3JCFp2JcrIAFXyK5gSKTpM5WZFmfPG4tKjHt6hCl5cxLghZciZuyrqf2Orb89lp28huLKRIqSyKjHER3YFErrzuSiNtUz9a6aBfj7SUnSrAYmlRnc8wzgUhRXNPf/mikT7h6hnyxhUljbOxJyVV8GcvvO99I/np08OFl9gAlEWRCUUBN/6LZmZTyRW9ZOVS7xvL5OYP6DHgbTRXVHR6LayUDKdSZ95xaZWtl0jU1rKRzgK4k1wo7V5PVKjzGW2M7MZCrngAaI2pCYhdd26RdIMfcZ7G6hkYhAcgN5ozNQFx+tfTIs+xMl/APttfVHQGhofmAcxjaschyf2y9rxsbczujKMvLRylsS8cgLlorih6tYEHk3DVWdmK62/V6aypF+M0u1hIEMCu5HzsZ85lp9NZExFe3ou5/5m3kpkDx2jxEB09C3uSrT+8Ep3kalR3PSnrXbBSJx62DW2o7mMXIrxdrDn6eeZQt7KKNZqrO3/3aWxWxUmTXrudiUPuFBAWMUxAdJzGqpO4uexC1FekD8tMdGQ0ONs8OnrzoZeTP374jZ4G3kdzoQz7KMds0pHddmGFuvDnmzbcmqwdu8e7is16z61+zvfIxI/0QCBlLYdhLTuxT6l/v/e76qceE1ugl8Fdzz5Y/QTakEAApl4OFWjbXFPxrcS12dwsVoyuukgovtx9ER9IiOZcvMCqTCohnYxOE9uliqa2rLHRUIWvQscoAjE1ux7D9a3E1jheu+P5lj83tRYpVOlBWNGcfmhf6rOsyM4y506daymbwXuWJ/e99Kj1RozwwKbkYrypatkdTgRPUkhDT8PPHHjUWgNEeNAMJiAKcbi29OQgTclsAzIhP4QHJtvT7NETyTv37461CidTVYmHaEp25Kc/eoarCItWL6EyI+b2LeuMvbYwYtHpOhxnzM4ytan8vA1WL1AmuiOay0vIz3l3izXZLVx+VbLx422MJ9SdFzsugyvJhdyXxMnu1LG/qF2AEkSH5LJJqQJ35H0Ph46SIXzJFRXdV3sOILoOZNcfWggvkbzv4SBKDhe92YWpaK7xOXK4wLILaayq7LPcEexDhAakrKXU87T1NDbvhQg1usszYQOkrIjObBqr2RPaXQ8g1GgO0XXMvktkpy6ClU3iilyUkISX91xo1ERzNfQO2LSHrut9NCuyE5fO1hrJ1iO7vK1s/Q6AvI384Ltf0Fo9R++xaCqaY6v/YjSusxtQn5O2hJf3ovdccXn13/q0uaCJfca+efFzWigpKxWZn2X1/1F9lWJD5Z6X3gA0r927Q9ySDJPbP9lq5HklTKdz28Yjf2jf1HVY0E52euXrmA/Cq6eMF9rYOI+dq5+q7qknOeKMjW5Ez8Sa+zpvwr768bpM2bmI7spoGDoF/vb1z5LpT462fTBav9Rn2bpVzqXgInpCdsguBtk1RnWaZs/G6unaEVcn5KKB6HG/xjd8BXQXA4D/mcr6n5UmVhxVHXDEdWc39fbySMJ0AMj213DHsptHz2Qcd1nI+gFZvdxER2OhcGr2z7Yv+wGAwtzS7AeVFnacLjP6aFxi4ttYiN7hJO+D/wCQO6o71OxnmRMUDenWeaknJiHt1Qt/WQ8HIEJ0C1r9vJPNO/Vg33qJJ9fpOiS928g1NwwkS1YubTkTqWdsfz54LPnpo0NsqwTgF1Pt/kLbyE56dAcA0C6q06SmfhEAgFTRdSy7eQaoVgAQRsde6iiNrUtnz6pDL/ULAD5FdV3Lbl54jN8BgFei6zaNzfUFAABliy6X7BAeAPgmutyyQ3gA4JPoCskO4QGAL6IrLDuEBwA+iM6I7BAeAEgXnTHZITwAkCw6o7JDeAAg2Sep9AICAKITKTuEBwAS/ZFaLvAclw4AOmTOZqCU2iy5KnifOvRzDQGgDf3zvrBG1xsB5IUNBADAZdrqNLIr44QAANGVKru6EyOtBYAB1wGQszSWtBYAyszy0pJP+AkuPUA07ChzOKu0yI4oD4BoLorILqMieKEPQHgskzI5KSKyI8oDIJqLTnZIDwDJBZvGtqgwlqkA+EO/5PW0YiO7hihvUh3W05YARDKjJDckvZBeyI7UFoCUNSrZIT0AJBeV7JAeAJKLSnZIDwDJRSW7OukxkQFgDi8mHqKUXZ309CaAZ2irALnQS0jOhnZSQcqOFBcgzlQ1atnVSW9aHQZp0gDhpqrIjmgPIKooDtldKr1N6vAqTR8iQe8ntz3Wk49adkR7QBSH7BAfAIJDdogPAMEhu7DFp9ce9VITIIQ52y+WRnagxbdYHU5SE+AYvc35NNWA7Eh3gfQUkB3yA+SG7AD5AXJDdmBFfhPqMEJNRMeUktsw1YDsYhcgs71EbYDsohXguDqMURPi2afENko1IDsgDUZqgOzAuAjZsbkYjKshOwhEhnr/suMRVwELc5EdQFM5bhcaLU7psiEvaMd/ArB3P7F2VPcdwMdXFiu3QLOoHFQZUqsWmxqQgIVFbKQQ8UciUESUdJE8SNskC4NJIlEgip+jQBSVxAYv2kgEmywaNySCIBGnUMmmKFIdq4SXLiwjK9iKiFcuWLGqKht3jvVe+nzt53ffnTMz55z5fKSrK2N8/5yZ+d7fmTPnjLAjdjBuqZ+2zP8xPF9dP9Yt889O1I/j9ePg/J8P1uF1UGsi6OgyvMK5q7DI6ebEPtrcfEX3sq2EoGPSSiwERinX952uH/eoDBF0ww212fpp+0C//qCXIxd0lBpqV1eWnlrONXX4HdcMgo58gs3NwJsr8obQgo7cw+1gld5AQSkGc/9UQUeK4WbD9cDkfUGHcNPFRdAh3FR6CDoWwu14tfxsAtJ0og69qzWDoOPi4RYODpeBlMUiAoIO1ZsqD0FXesBp+AFyLk/Q6Z4yJGZjCLriAm6mftqjJbiIB+rA26sZBF3OATdbDXfyPCtjsQFBJ+AQeAi6VAIuLFD5kpZAl1bQlRhwVgyhLaaZCbokQk4D0jqXpQg6AYfAQ9BFDrjZykAD/XqmDrxtmkHQqeJQ3SHoBBwCT9BRmbJFVkwpE3SqOFR3gg5VHCWxDp6gU8WhuhuakSYQctinVXTl7wyhxN9oV6Bgg7837aCDzi8eurKCTshBeQa5SMDggq4OuIP102b7O7qygk4VB7qyxRjMqKuQg+EeE8VXdBbFhGUVf96u6IpufkklIQeX9n59rOxS0eUZcuEX6nL7MEzsdF3ZXSHo8gk55+NgSiUOUhTXdRVy4BgqOuiEHDiWig46IQeOqaKDTsiBY6vooBNy4BgrOuiEHDjWig46IQeOuaKDTsiBY6/ooBNy4BgsOuiEHDgWiw46IQeOyaKDTsiBY7PooBNy4BgtOuiEHAi7ooNOyIGwKzro5m8qDeQXdkkeu6MEGyrchm2jXQaytLE+hrcIuuX90r4CWTsg6DLt4wP5HssjDQOUfkyPNAhQ+rE9SqAh7rE7QNFhN6Oiq6qX7ApQtD2DDjpdVtCFLTrohBwIu6KDLsULCoFOjv1ezsn3VdEdsMlhkHo5J9950Omygi5s0UFXf8GDNjPQdRZ0XdFttomBrrOgs6DTZQX6yoRRR19IlxW4WDZ0sn5dVxWdLitwMZ2sPdl60OmyAn1nxKjlL7DNZgQmyIrZnCu6nTYhMIHtWQadLiuQSmaMNC9QulaCTjUHpJQdoxY+6IzNBTTIkNkcKro9NhXQQPSBiahBVyfxcdsIiJAlH6Rc0a2ziYAILk8y6AxAAJGrumiZ4vISoHhRgk41B6Rc1anoABWdag7IvapT0QEqOtUckHtVp6IDVHSqOSD3qk5FB6jolkjW45oO6KGqmyp7pq3ozGkF+jBV9qw46Kw3B/Rc1a04g6ap6Kw3B/RpxRlkMAIo3qqzZycfsc3tkpK1N3y42vy3d1Ybb7tx4n9z7PDR6r/+9VD1i70/t3dAwr557LurBhd0D/3sa9Xa9Ve1+h57t+6qju4/Yg+DUoOuDrld9dPDqXzJDXdcW83s3tbrZ6jbxN4G/XmhDruZ2EGXRDVXf7EkWzyX0Eu1/VLVdLtq75V76Rvfn/jU0aRV3eqMytQsPt+Tt3y5OnPyjL0VEjLRqGuf1VwIkJx+FZ9489vnPu9lay6zd0H7FfdE2ZTs5SUb778h67J/x9u7dVsgEUl2XUsKiPBdTh57r3r29q/b2yDVrmvX3dYSq6Bw2YvqDvrrvibVdS09DML3+9BffMieCalVdEIurq/89Knq44/fbc+DuFXdFVMHXVfd1qF162598C5hB3G9f6m/7H0woouQW5i/+ptfvVudfOu35/1dmA/7x396eXX93ZtWNCc2Rtj9549+Xp1655RdFFrWa9C1EXLPfnLHBWF2KeH/PVn99twc1n3Vcxf8/U0zm6p7v/qZ1rqxppFBj0HXdrd1zdo10V6rzdkIYSrKwnSUUP099MPt0cNe2EFzIbOWmhLWW0UXZhA0tf26rdXvz/y+s88cqr+FUIpZjX7qH/+m2vfF55LeieZeP+xImu7gG8x3jXVMtLFEWi9B98Qvns5+BwrvHy4VCd3PpsK5wYt1m1OSehBTRsi1dVyPlnizVtc/WvMnfzT1vz3w/KvJ/EqGgYRYn8UFxeQq1hUET9/5eIygnJ046Go7U0z+EHKvPfWK7gkkIixeEa4gaCpMk4x0BcL2lQRdcs789++SDLmYYXfPt/7akUNWwuIVMbQ9F7zToAurAk/ryZu+kvxGbxp2N9+32ZFDNlI/L3fJoKvfdG9bbzbt0uc5dQ11YxFy/R4v9Wu+PElF91mbsfn5Bt1XShVr8CFc/9qST/TWdZ121Y4cK6Qm5xt0X0ldjMGHMC2zy1sOdBZ0Ma43y0kYPAFd1ov73qe/0+nnHo1VTzMpNWq4nCRXOQyeQB8h10Uvbfxa4PGKbk9KDZvy5SRtcmMdhFxjO3vpug7RoR+/MdW/2/LQ7RqPZMQafAhz0/si6Fr08qP/PNW/i3GyF2KJsT+G01BdLsAh6IDOu6x9n4YaLeo7z7b1JmEdN2CYIdfXJWKLM21xRbfdpgVKCLnxTNN1bdlL3/i+RiArH936sRJC7jyrU27w0OVdyf0fUrR4KXbIwR0P39/4NfY/82JS36mTim7asIp9fwagmy7rv+/+t+EFHTCckEtxfvpo/oPNlt74wPBCbiHbFiq6pPuIpkRBe8K9i0ut5BayLYuua6zlmoELxbhB+96tu5L+jp0FXdNRmFBaq+wgzS7r0f1HBF0QYxQmVHYx7gkLlD340FvQxRLuCRs20Od+8CV7Kgi59ILu2U/uiPZa62/ccG5jhce0y7TDEG28/4ZBhVzQ6cyItmY5LF6mfd9j363mXnzL3gxL+NQ3mwdUzKKlC6v+/s//bkv9fKCrNwzVV5f3j3D7wThdFu2oy7og3A8ls1sF3Bsqutku3/HUO6d627AZbiBIKuSCDI+hbSHoOr+/XqgO+pjxsDCQsdjTdz7eefhCriGXaWW/ubfVS/oKu3Hj3eiwrJLVRto7UFJWavd8wx3XDr59el2mKdwsI7VZD+Eq8cVXip889l6jG1JD32Z2b2v8GqHnk7Negy7cLCOVym4pa9dfdcHn+6cHvlWdePPXjiAGUYkfO3w0+9M7SSy8mXrYjfvCnkfP+7NLWij5dMP3Pv2d7NsimZkRIezCqGiOwnVJCxcvm6JGSSFXynnLpJZSXxi2zvnE9+KR3XAD62nv7QrTMviQeNCNN3DuI30337f53KO0nYa0xRh8CAOFJUl6Un8Ih/CYe/1wEV0JqyWTQ5c1DD6EgcKSrM7hQ+774nPVvuq5Iqq88PnN0CDVkAtKGHzIqqK7VJUXHuEcWI4uNkMDmog1CFbqKZas7wIWTvQvDr4cf4EtMUVTYfAh/HgKucy7rtNuqLA4Z1i3LmVhCtqB51+tXnvqFUcsUzH4MLCgW+5cQ1hwMMZaXLHd+uBd1f/+7n+Su+nvUH7tcxbjFEj4oS1t8GFQQTcuzF6Ye/H8Azac24hR9jd1x8P3V2/96D+qMyfPOHrpLOSCIfQmVg99Zxkf/fzo1o+dC50+PPHmt1VOTLavGHwQdE2E7uPiLmTX3d3wKy3suJR1t3zE4IOga7e728VlISFcLRLAUsYXlRBygi66xTtIW6EXKsjxc4kQa58Li8sOzciu0yz0wqONHefjj9+tgYkecsEQV9AWdJF2nBB4MW8BFy45gQUGHwRdMsJ9a0tZhIB0rL3hwwYfBF16wiIEMXYq82EJHvrhdiEn6NLlMhFS+LHbu3XX4NtR0LWs9DmEpB1yYUmwo/uPCDq7U7uaziG8bM1lGnGAYg0+WPdQ0GXRhf2rf/iMBhwYgw/xhQuGw+qVm1Mou22YC2287cY/rK7MMBh8iO6NUNHNpvJpYt29KEX7n3nR7kYrBcK4mNdzFmLvqG7Yg6l8muvv3lRsS6e81hzlhFwYfAjXc3Jeu+5N6hxd6KbBEBl8aJfBCOhZuG+IwQdBB0UL9w0RcpkGnfmesLwY5+WevvNxDdlX0L2+86Wp/l1YdBKE3GSOHT5anXrnlMbsK+imbfwU79IFsT30s69FeZ3xO91x6aBz4Q10JAw+rF1/VePXcV5uIjv+EHR1CT2b0ifTff1/Q1z2unQGHzo9PTDbatd14fyB7muz8B7isteFH3iNX8OKONN3XVvR5PzBmrVrimpo5x6JEXLhaoamK+IIuoSEmzlDKT73gy9FeZ2wejUJBl2Ye9f3zlHCLzn5CoMP62/c0Ph1nJeLE3StjLw2mXsXY+foW5OFM+3YZTD40JsdFwRdaiOvpVRDO97ebXcbMIMPvbb9bGdd1xi/RrmGnS6rkGvqwPOvGnyI3HUVGgl9Xl2VvMU6v/zaU69ozJyCLtZ9TsN6+ikLJ55VcsMWLo0y+JCW1WN/fqR+7GzrzcIFxE13gIX19FPcCWIFnB08bzEujbIPNHbe4Oqqs2fPjjfw2Vy6oCePvVc9e/vXi+pWhx+DNidqqzbbDR3t21yY9th0RlC9HVb10nVt45cqTIwOO1YfO1eY0tXGe1uNAtrvunYiDJfHvuxiceCEhQjbWKMrnGBu89o+3RXoLuh+Uj8+0eabhuHyvVt3VTO7t7Xy+he7QPPQj9+oDv3LwWXvkBQGO/7sL6+p7v1qtzeOFnIQzU+WDbq6Mrqn7fN0wdH9R85dI3Trg3d18s1vvm/zuUeKXBAKUXt394z/t16vowvXCO17bNgnb0Ml54JQaFfvFwzPvfhW9eQtXx5syAH9Bd0jXX6IMyfPDOqgD2uKCTloxY6Jg67u4+5S4bT3Ha0pBu1YanGS1SkGwfwH1k0Folid6gcLwXDTzKbOL/MQcFCe0SVKwFV9f7gwDSQERY53wgqfW8hBp93WVdlVdOOBtzD3LeUubRg9DgMrQFoumNQ/VpWcTfWDh6VwUriBTrjY13VwkHdFd2X9eD/FLzV+Scq6Wz5SfWHPo62+Z9sriwBTu3Lqii71qm5SG+64trr+7k3VxttuvOT/F65v+/WhI9VvfvXusnNigTyquUkquiKEebXhsa9y/RoM0bJTwFIYfQWYtts6UdABJN5t/UDQAbquEyam7iuQYjU3UTap6AAV3SLPaC4gIS9M+j8uex3dYiVcUwcMq9uq6wroujZJUIAUqjkVHaCiW8IDmg3o0YozaEWDEQsMSgC5dFubdF1PaG6gB1Nlz1QVnaoOyKWaa1LRAWRj6qBzqQmQQzWnogNUdKo6IPdqTkUHqOhUdUDu1ZyKDlDRqeqA3Ks5FR2golPVAblXc21UdObAAjGcjvliU891XYo5sEBqPcQ2ztE9YjMBDeyI/YLRKzpVHZBSNddWRWdgAkgqO1xeAhSvtaBT1QGpZEbbFd0Omw/oOytaGYxYzMAE0HcPcJT7FwCEXO9BN2/O5gQuopPZVK13XXVhgb57fKPSvhAg5HoLunlv2LxA1fHprM66rrqwQF89vFHpXxAYdsj1EnTz7rW5YZB6OfY777rqwoJqbigVnS4sCLnyg07YgZAbRNDNe8BuAEXr/Rjv7RzdYs7XgWqu9IpOFxaEXPlBJ+xAyA0i6IQdCLlBBN28W+0mkLXkJgQkMRgx7rH1n3+7ftpof4HszNXV3HWCbvKwMxILuqzFdl2TbjAgv2N2pOGA0o/VkQYESj9GRxoSKP3YHGlQoPRjcqRhgdKPxZEGBko/BkcaGij92BtpcKD0Y26k4YHSj7WRDQCUfoyNbAig9GNrZIMApR9TIxsGKP1YGtlAQOnH0KjgDXXaLgsrcrrUQmFU6harN9gV9dML9l2YyAvzx0yRkl1hOJbH1n8+bLz37cewpCvrkPug5C9YfNAtCjxLs8OFPZ9BnNMe2aAg5ARdeRt2zi7OwM0N7Yd/MF3XsW6s83YMVfHn4wTdhYHnvB26qrquurJQgBNDP0c96IpOdYcqTkVnhwD7tKArdMe4XkuQueuFnK6rriyqOBUdqjtUcSo61R2o4gSdwAMBp+ua945l6Sf69oKQU9Gp7lDFIegEHgJO15WV74DXaAlaco2QU9GlVt3N1E97tAQRPFAH3F7NIOhSDrzZ+mm7lmAKYaBhRjMIupwCL/wif1ZLIOAE3RACb1v9tFNLcBE76oCb1QyCrqTAu65++qWWoHZrHXAHNYOgKz30NPwAGUEVdEMNvLB+/+VaominS745tKBDt1b3VPdU0LFE6B2vn9ZpiSyF+zNcrRkEHSsLPRsoA869CTriBJ570aZnkPdIFXSo9FRuCDpaCr2366eNWqIVc3W4XacZBB1phd7V9dO7WqKRsGLIcc0g6Mgn+Fy2srxwY5m3NYOgo6zw21U/PTzQr/9MHWrb7AWCjmGG35b66UBhX8sFuwg6Jg7BUAGFR2oXMZ+oH7vqMNtlKyHo6LoyXHgEmyf8p2/MP4cK7KBKjJj+TwD27j7GqvPOD/hhhKJWIjKs+w+JVoxTFMtVdwG3tlVFDsMqb2RXMVbqlHhfPDhRSbq1AceRi71aYBUbWWsHMFJta+MwRJVD480yjhqzu3HLEJRqbVe8rFZxnVIzaJWg/mEDMn/5H/o843vJMMzLnbn3nvM853w+0vXBwDD3/s6Ze7/nefVGB5T1ITgYDoOTPgjjIPg6Dos6HR4X2x/a4TGuFx8Q6oCUQlkcrbShFcjWqkjfHWuFwlEjoAChDpgtpMWWsq2toGYiYf5iC+Fo8cF4BEtOgFAH1CSwDbcCm7DGdOFvxEBUEOqA6gPbYDjsLGyUTv+8HK8x3b4g1AHdB7fYyrZHJUjUNi19INQBvw5uw+FwQCUQ+AChDvIIbyOFrlI4GB5bTeIAoQ6EN6hp2AtBb1gZQKiDKsJbXALksEpAX20KYW9EGUCog14FuCbvkAupsWszCHUgwIGgB0Id1DHADRdmnkJd6bpFqIMah7jxcFihEtBI58JjtZm3CHWQX4AbCoejKgHMYl0IeWPKgFAHaYW4neGwQyWALuwKIW+nMiDUgRAHCHkg1MEcIW64MKkBEPJAqCO7ELc6HE6qBJAwY/IQ6mCGIDdemJ0K5OlcCHiDyoBQR1ND3HChSxWop20h5O1VBoQ66hzkxgutcUCzXAoBb6kyINSRe4gbDIezKgFw1ZoQ8k4pA0IdOQS5uAfjHpUAmJMZtQh1JBfkRsPhLpUAWLCXQ8DboAwIdVQR5MbCYa1KAPTc6RDwVisDQh39DHJxHMgqlQAQ8BDqyC/IjRVa5ABScCwEvCFlQKhjPkEurq+0RSUAkrUvBLytyoBQx3RBLt79HVUJgOzcHQLeqDIg1DU7yMUFMS+oBEBtLAsB76IyCHU0J8yZ8ABQb/ajFeqocZCL6x8dVgmAxtkUAt6IMgh15B/mnGAAJoRwt0gVhDryCnLD4XBAJQCYwbYQ8PYqg1BHumEuDo69QSUA6JTWO6GOdIJcXGn8pEoA0KV1IeCNKYNQR/lhzgxWAPrB1mRCHSWFOScMgFLomhXq6H2Q08UKQJXWhIB3ShmEOhYe5uK+fntUAoBEHAzhblgZhDo6D3PGywGQMuPuhDrmCHOWJAEgJ5dCuFuqDEIdvw5zTgIAWTOpQqgT5gBAuEOoE+YAQLhDqBPmAEC4E+oQ5gBAuBPqhDkAEO4Q6hIPc5YmAYCZWQpFqEs+zFk0GAA6ZxFjoS65MLczHHaoBAAsiO3HhLrKw1y8uzipEgDQE2tCuDulDEJd2YFO4QCgD0ymEOrKCnMmQQBA/5lMIdT1LcztLIybA4Cy7QvhbqsyCHW9CHPxLuGCSgBApZaFcHdRGYS6hQY6Xa0AkBDj7YS6+Ya54XA4oBIAkKRtIdztVQahbq5ApyAAkAGtdkLdTGFuLBzWqgQAZMWuFELd1TBnIgQA5K/xEykGGh7oTgl0AFALF8Ln+niTC9DIljqtcwBQa41stWtcS53WOQCovQutz/tGaVRLnZmtANAsTZoh24hQF8JcXMtmi0sbABqpEVuN1T7UaZ0DAKK6t9rVNtSFMDcYDmddwgDAJGtCuKvleLtaTpRoDY4U6ACAqU7WdRJF7VrqdLcCAJ2oW3dsbUKd7lYAYAFq0x1bi+7XEOhGBToAYAFOtvZ/z172LXW6WwGAXsi9OzbrljqBDgCQKz6QZUud8XMAQB9lOc4uu5a61u4QAh0A0C9xnN1Ibk86q5a6UODxcFjhWgMASnBp95nnlwp1vQ90xs8BAKXLZQJFFt2vAh0AIIdkHuoEOgBAHplbst2voXixD/uCywgASMhNu888P57iE0uypS4EutUCHQCQoLMhpwwJdZ0Fug3hcNI1AwAk6mjIK8NC3eyBLhbosGsFAEjcgZBbdgp10we6WJgDrhEAIBM7Ugp2SUyUaBVkh2sDAMjQwd1nnh+u+klU3lIn0AEAmbuvtY1pc0OdQAcA1MSWqrtiK+t+bU2KMIYOAKiTbbvPPF9Jq10loa61vstR5x0AqKFNIdiN1D7UhUA3GA5nnW8AoMbWhGB3qsxvWMWYOoEOAKi7k60tT+sZ6nLYDBcAoEdK3fK0tFAn0AEATVNm/hmo2wsCAGhisBso4YWMO50AQMOD3cWsQ11rdeUVTiUA0HA3hFw00s9v0LclTSxd0htLli8p/sVnVxW/9dk7ipW33Zzkczz9kzeKN//HieLNI/9QvH/5fScNAGbWt6VO+hnqjKPrwPJbP1J8/psbkw1svXL53feKv9zxQvHWkTeddAAaLYS6RdmEOoHuerHF7f4DDxXLV35UMaY4+t0fF3/7xI8Uog82PvvVYtWnb1MI+nXznsKHoxNB3x3+1veK10d+lnywW9yHH/Jxp9+H6Xysu/93Jx6TxS7dQ1//juIAUNebovEQ7AaTDXXhCW4oGjox4jOPfuG6YMLCxUC86sy1ofjxO79RXD5/WXEAqIMVITcN93KP2F631B1u0tl47PWniiW/8WGXZVn1Pv701V/HMXqP3/6wogCQswPhkV6oa8o4OkEuDfEcTB5L88yXdhXnT/xKYQDISsxPvRpft7hHT2ikzgW/ef0txfD+ra68hD34gx0CHgC5BrvREOw2JBHqgvvqWOSvfP+h2i81UveAl8LsPACYw13h82ppCHZd7TrRdairY7erLtb6aHfRjjyw1xp5AKTsQnh01Q3b1TZhdet2jWEuhgCBrn5i93k8t3GWMgCkKHbDVhbqipp0u94+/AlhriHisjPxXMdxkgCQmLu6+eIFd7/Wpds1t9XIz5/5ZfF3h/578X//5/8u3vnFO6V+7w8t+VBxy/p/WdzyO7dmv7Bye+KLMXcApKSb2bCLF/gNh3Mv2oYn7y3u+OLaJJ9bqttmvX/5/eL0SycmHoeK6Xd7uPHjNxa//8wfZ7MdWgz1dq8AILFgtzV8Pu0tJdQVHyyWl62UWudiy9szn/uz2lyIsfVwuteT8rZp7d0rtNoBMJ1//PuzZX/LPeEx71C36MqV+fWihg++sXBYm+uJSSHQPbfpyeLc8bcb/QPy4F//aZKteTtWPzDRIlkXZYdpwRjoRhzms+vU/mSeT8W7F50OmWX1fL5gIS11WQa6JcuXXLPNVNnOvPFW8cKXv+0ntmVya15K6wHGNxN7zAKUL7XlxBK4SV013y+YV0tdrpMjqgx0qY6Pc4c2u7oEOy11QOqW3/qRaxaNr9qRfS8VP93/ajLPZz6TJjoOdXGl4+KDhfEEhQ5omev6InaXJtQB3uu97xfFTaFO4538xfl0v17I8YKpItD5YOtNDatuuYtvNs4lQO/FheDjuqGpeOrzj5a+TNg8xFkaHbXWdbT4cPhgG3QHMLe4NIYQ0DtxwkKs52s/PFbZc4gTOgDojXizHj+bUwl0sVctfs4kHOjaOayjCROdttSdze3CWXXPraV+P3uL9s/oIy8Wr+79USXjIuMM3Tgm08QJgO6YCNGVk0UHrXUDHbzowRwvno27yztZAl3/xVBV1Q9glbOmAXIXF6VPaSvO+JmdY69aJ611nbTUZddKV+am7XF2q0BX7p1VFQNr45tS6s3zAKkxEaKn5mytG6jjRVRmX73lSsoXlxsp28OvPKHwAB2KjSspBbq4sHwTxrwPzJFoT+X2guJ6N3UOF3zQFRtbSAFIT0oTIdoTGOuyU1B4LeOz/flc3a+rcnvB9z/3UKnhgmrEFtKy3zRuXn+LrnaAGZgIUYoVs/3hwCzF2Jnjqy3rgorpn2rFdYXK9Nkt9yg6wBSpTYSI+6vXuas1vLa9M/3ZbC11O1yqM3v7NS02VSt74kJc3gSAX0tp3Nzld98rHr/94SaUfUt4bJ3uDwZmSIFLXark4Jkv7VIEgJJ98oFPJTcRoiGBrp3TBqf7/Zla6sZyfJFlTpL4Jx/+p36qE3D+xK8UAaBEKYW5OGmuoatQxJw22GmoW+Wynd36LfcUP93/qkIkIG7zsvK2mxUCoI/itokpDUNp+Lac006YGJimSEMuXXLyyp8fUgSAPmlPhEgl0MVJcvZZnz6vTddSN5rrCyy7K+4r33+oeOHL3/YTn8B59wMO0HspdbXGXhmfudc4WkzZYWK6UHeDOnUmdvnFcXzGdQFQJ7cPf6K4+0/+KJnn48a9MwNTirZaSebnwR/sKJYsX6IQANRCbJ1LJdAd2v68QDd72B2aMdQFe3N/gVUsCvzY8acn7moAIFdxSFFK3a0xzJ1+6YQTM7uds4W6tbm/ukNf/04l3zfe1aT0wwAAnWhPhEhlFYG45pzWuY5dk9sWq0dvtYOdCxKAXD6zUmAiRPeuttSFELKhLi8qhUAVf1DiY9U9t7rKAEhKHDKUWlerQLfg2l3dMmxyS93WOr3IuMr0uvt/t/LnsXH35vD44NdxvF9V3cMAEKUU5kYe2Fu8dcRe6l2K+W3v1FC3tk6vMG4bkkKom2zVp28rVp25zQUNQOniRIhUxs1dfve9Ru3V2mdXd5eo9Zi62Jyb+uSF4f3XN5CeP/PL4uXH/0tx7vjbLlUAuhKX3YqrNKQiToR4//L7TkwfLLpy5UoMP4Ph12fr+iLrNCv1tR8eK17d+6Pi8vnLrl7mtPHZr060EJd5IwX4/JtOHBYVe9Hoi3XhXI+1W+qG6/xK4wfNY68/VSz5jQ9n/1ru+OLaicd0YnP2f/vzF63rA9BwcZJeHNOd0ucwfTUUHldD3Ya6v9rYd7/izo8VXzvwSG1fYwytkydmTOfwt75XvD7yM5c/QE2l1Dr31OcfLd75xTtOSv/FsVw726FuVRNecRyjlsM4u36KiyTPtv1LXCfo1f88ajwfC2JnlXq49P/eNYErQyZCNNoN8T+NXHw4BrsPLflQsevUfpfBFPENYeUcrZlxXN9r/3WsOH/iVwrGdTcN5C8uvyTU5SO1zzNdrdVp7I4SceaNcLcws43razuy76XixF/+nQkdAH2UUs+T4T1CXTLhLrUfjtyt33LPxGMmJnUALNzN62+ZdkmsqmidSyTUhRMxpAzXXpTLb/1I8eAPdihIH801qSN2//xkz2EDbAGmSKkB4vE7v6FHJp0MMxRb6oS6KeJYMQGvWhO7b0yzvlps4XvuD3YLe0DjpDQRIk6qs1drcoYWq0HnAS/6zKNfSG77sSaJLXwPv/LEdb//zJd2mbgB1JKJEMwn1A2pQ+fiatiTV8RObVxDU01tTTVgF6iDlBbOt1d5+mKoG1SGhYsX+NS7lthle/9zD9ViB4tcTV2PzwKYQE5SajCw5lw21sZQt0Ideit2A073AxB3tPiDp/+DsFeByV22z2160uLKQLJSmgixY/UDE6tEkAdj6koUg8RMdztxn77f++a9Al8JJm8V5w0LSMXGZ7867QSxKsRF5kcfedFJEepYiLhe22xrtsXtl6zW33vtwcfGigBVMRECoa5h4qD/2Qb+3/jxG4t/9W8/YWbuArXHrhz97o+vmQjDPG9OfvKGItTAr34+rgglSWkihFUE8rfoP/3zf39FGZohTuC4498NzbnFF/VpuSu7O8cdPnQmjrH+2hz7bJfFRIj60FLXIPEObPTEi7OOk4hvNP/m3t9JZlxHVdotd0IK0GspTYTwHifUUWNxMkd8HCq+M+PfadKkjvjme2TfS8VP97/q4gC6suHJe5PpKTHURKiDCbNN6ogDfoce/Fytxvat33LPxMMdLbAQJkJQZqg7V1irjh6Jy4NM3XWjLffdN2KrnTdDYD5SmghhEfZmhLpxoY4yTLf7RryD/cO/+I/JbFIt2AG9kNJEiDNvvFW88OVvOyn1dyyGurHwMB2SSsSWvalvNnGW7tS9XAU7IBcmQlAVY+pITpylO/mNKMVuW8EOmOozj34hmfHEh7Y/P+uC9tTSWLulbodakKrJ3bZLli8pHjv+dBLP65MPfMqsWMBECJIJdYuuXLkSLwALEJOdFAYgp/7mafFhqP/7UJu9rJtt95nnFw0oA7mKK6BXHSJiaAKaJ479jcMwUgh0cXu++F4o0GFMHdmLb2ZVjWWJrWCzLdQM1I+JEKRKSx21ENfFi/u1ViHusAHUX7x5TCXQPbfpSYGO67Rb6k7Hz6YcnnAckHrjx/9ZKd8rzsIkH3FCRdzSK+7+UKaNuzcXp1/y5gp1lkqYu/zuexNDT2CKS5ND3WguoS4GurLWMHvmS7sEu8zE2ahlhzqgvkyEIBMTXVXt7teRXJ51mSHrN3/7JpdJhuIbH0B3DQg3JjMR4uh3f2wiBHMZi/+ZaKkLF+64vvnr3f0nf1S8PvIzhciMNz6gGyZCkOE1OxHqTJSgluLYujLF5Q2AvKU0EeKpzz8q0DFvk0PdaeXwYV0X/+dnP1cEoGMxzKWwxdf5M7+cCHPv/OIdJ4VOnWv/YvI6dTvD47DaXCtOynC3lJ+yJ7iYUAN5SmkihM8aFujqel4Dk+5SRnN59oe/9T2nEIAFS2kiRPxME+hYqHAdXx/qclL25IWUBs0C0P17+sOvPJHEc4lhzoQ8emXqNmHHwmOtslxvxZ0fK84df1shMnH78CcUAbjGJx/4VDLrWD5+5zeKy+cvOyl069jk/5naUrc1l1cRt0gp09cOPOLSyUhcjqYscTNtIG2xdS6FQHfmjbcmWucEOnpk54yhLlz0p3J5FVW0mumGZdrbpL94RREgUQ/+9Z8m894dw9wLX/62k0Ivc8nYjKGu5VIuLyZu4yXYUfU5MvMV0tOeCLF85Ucrfy4jD+w1EYJSLJ7m9zaEx9EcnnxVH6bxjcIPaJrKHkv32g+PKTo0/MZuJpfffa94/PaHnRD6Zd3U3xiY5odhLKdXVFW40mKXnpvX31LqWLpo9JEXFR4SuqlL5b057kEt0NHnHDI2Z6hryWp3ibidSlXBzo4TaYiz2ob3lzvPJ26yDSTzAVf6Td1M7wuxscEe1PTZuel+c/EMf3koPC7k8sridipx8cYqfqDjjhOR7thq38yr8LdP/EjxoWJf+f5Dxcrbbk7iufgcoEQbpvvNgRk+JC/m9uri4o1VLi0Rg0V8c6E8VW6+7c0bqtWeCJFCoIu9Rd4TKDlzTLtayeJZviZOLd2R04s89PXvFMWzRbHq07dV8v3jm0t8k4nrEJm23t8wV+XG21XMugauvYlOgYkQVGTfTH+w6MqVKzN+VbjzuJLjq42DZVMYW9GqocuvR1LYeDsuTfDWkTezqdnGZ79a6k2O6x3v7dD3m5pFM/3Z4jm+Nk6YWJXbC45dsT//m9PFY8efTuaOUuvdwqQ0Xia3QAc1+yBL4nkc2fdS8dP9rzohVOXcbH84a0td627kijeC3ovT3c2Oul6cTdyefJKSXPdp1FKHGzvXN7W6uVnU6FAXbXjy3uKOL65N9vnFcRn77trZyL0AUz83ub+Rlx3qaKZ+/YxYD5RUxBU2Yi9g6qFucQf/xk3hcTbnkxEXiI2PVN8g4jix6bqKD21/vjj90ola/ECkNBamU3G9KcuWAJCINXP9hTlDXQhC43Vpco6vI9Xuvels3L05PKb/szhG73/91Vjx5pF/qLwbN9b0tz73ryudkZpLywMALMRMy5jMK9RNSocn61CUuF9s/MCuelmMbsUxJhPjTHa70IU5AGpuTSd/aaBX6TA3sVstfoDb6ol2mBPoAEhRpzls8Tz+zWVFRluHzSfcxceKOz9WfO3AI66cBjl/5pfFM5/7M4UAIGU3dfoXOw51ceuwOrdknDv+9tWWGjOu6s1yMgDkIs5t6Hmoa/3Di+qwxMlc2uHu5vW3FMP7t7qiaiDXdeYAaHSgWzSfv794Ad8jy10mFiLuHtAOeDkuydFkp3/yxgd7AQNAph9l8/2CeYe6kBpXN6G1bqq46GB74cGclkVpCuPjAKiTmLf6HupatoXHnsYGiNayKG25L4+SIwsDA1Bj2xbyRQsKdSE97g2hZo+af6A9g7ZNS15vvfbDYxM7ggBAE8SctZCvm3Pv19k0sRt2oW78+I3F7z/zx8XylR9VjBnEXTJGdxws3vnFO4oBQFMD3aKFfu3iLr/3wfC4zymYWwwqM435WnXPrcXvffPeiT1g6y62uh1/4W8ENwC43svdfHFXLXWR1rpyxC7d3/ztm4qP3XFLserTtyX13OJM07dfe7P4x78/OzHeEACYv25a6XoV6pYWNdxpAgCgRMviRg/d/AMD3T6D1hM46FwAACzIy90Guqjrlro23bAAAPPXbbdr20BqTwgAQKCrMNS1bHJ6AADKz009635t275y83g4rHCeAABmdG73mecHkw51rWBnfB0AwAz6MWxtIJcnCgAg0JUc6lrWOG0AANdY169/uG+hLqTQU+Gwz7kDAJhwMOSjsX79430ZUzeZiRMAAMWlEOiW9vMb9D3UtYKdiRMAQGOVMd9goC4vBACgqYGutFAn2AEAAl1NQl3LMqcXAGiIUnNPqaEupNWL4XCTcwwA1Ny6Vu6pZ6hrBbvxcLjbuQYAampTP5cuSSbUtYLdaNHjTWwBABKwK+SckSq+8UBVr7j1gnc59wBAjQLdzqq+eSnr1M1m+8rN8cXvcB0AABmLu0UMV/kEBqquQCvRarEDAAS6nEOdYAcACHQ1CXWCHQCQoV2pBLqo8jF1U21fuTkW54DrBABI2KaqZrlmE+pawW4oHI66XgCABK2rYh26LENdK9gtDYcLrhsAICE3tTZSSE6yoW5SuLvi+gEAqhbC3KKUn9+AAgIA5J9HBhQSACD/HDKQWUEvubQAgJJcyqlhaSCnyobCxskT+1xjAECfHWzljmwkP1FiOttXbl4dDiddbwBAHyS5ZEktQ92kcGdmLADQMzmP4x9QeACA/HPFQE1OwMsuRQBggY7VoaEo6+7Xybav3DwYDmddlwDAPKwJge5UHV5IbULdpHBnnB0AMKe6DeMaqOkJOu1SBQBmcK6O4/IH6nimwomKS56scc0CAFPE7tbBOr6w2nW/TqU7FgCI6r5qxkBDTqBdKACguQ42YRm02rfUTabVDgCapUlr2g408MSaRAEA9XeuaZsUNKqlrm37ys1xg94LrncAqKVlIdBdbNqLbmSomxTuxsNhhWsfAGrhUghzS5v64hsd6lrBTqsdAOSvka1zQt304S5uEbJKJQAgK6db69M2nlB3fbhTEADIQNMmQsxlQAmmvUC2qQQAJGuXQHc9LXWz0GoHAGkR5mampW7uC2eZSgBA5ZYJdLPTUteh7Ss37w2HLSoBAKWKW3wNK4NQ149wF6dL36ASANBXjV5zTqgrN9wpHAD0gW7WhTGmrrsLbo1KAEDPrBHoFk5LXQ9sX7l5JBzuUwkAWBDj5oS65MKdXSkAoHN2gxDqkg93JlMAwMxMghDqsgt3igsAkxgzJ9QJdwAgzCHUCXcAIMwJdQh3ACDMCXUIdwAIcwh1wh0ACHMIdZmFO0uhAJATS5MIdcwR7ixiDEDKLBos1DHPcDdS2H4MgHTYzkuoo8twF++GTqoEABVZE8LcKWUQ6uhtwHPCACiFyQ9CHeWEO+PuAOgH4+WEOioKd0PhcFQlAOjS3SHMjSqDUEcaAc/JBGBedLEKdaQd7raGwx6VAGAGu0KY26kMQh15BTwnGIAJWuWEOuoR7obD4YBKADTOphDmRpRBqKOeAW88HFaoBEBt2b5LqKNh4S7+wF9QCYDaWBbC3EVlEOpodsDbEA6HVQIgO5YiQahjxoC3Nxy2qARAsuzBilDHvAPeWDisVQmAytnpAaGOngU8W5MBlOtcCHKDyoBQh4AHIMgh1EHHAW+s0EUL0I1jIcgNKQNCHSkFvJ3hsEMlAOZkqy6EOrIJeHFA70mVALhqXQhyY8qAUEfuIS8uiHmDSgANYmcHhDpqH/B2FrppgXrSrYpQR6NDnlY8IFda4xDqYIaANxQOR1UCSJixcQh1sICQt7PQVQtUS5cqQh30IeSNhMN9KgH0kb1VEeqggpAX75615AHd0BKHUAcJhrx4d31AJYBZbAohbkQZEOogr5AXZ6XFvWpXqAY00rnwWB1C3EWlQKiD+gW94UJrHtSVVjiEOmh40IsfAiZgQF5MaAChDgQ9EOBAqIMmB734oaLrFvpLFyoIdVBZ2BsNh7tUAubl5fAYNokBhDpIPejFmbcjwh4IbyDUQX0D39Zw2KMS1My2ENz2KgMIdUBhlwySZ/cFEOqAHgS+1eEQP1B16dIvsat0Zwhup5QChDqg2uAXu3bjwy4aTBV3VxjR0gZCHVCf4DcYDsOth/BXk7AWHqNa2ECoA5gtBA6FQ/uxVkX67lh4jMVHCGljygEIdUBKoXCw9Yi/jmMDb6h5IBuPD6EMKMP/F4C9+4+xqzzvBH4YIbSrdWoT+kdNGtnQKZRoNzZ0gW5ZYlNBAqQCswkJyR/xOGTjpJL5EYioIRvbCLBQCTGgTfAu4DHKEjfA2kRJICEp43hp+dGAJ9U2SzoBW1HwtloSrLhqyz/e84xnwNgez70z957zvud8PtL0Jg147n3O8b3f+77v875CHZB6ECwOCoPFRCA8WK9GDbcf8t8ng1jsqzY+nSmcAQIdIJwdGJmbVzR7+nZyhG48CAqBgEAH5BTWlhbW2c0k+FkrBwh0QKWhbdnEjw7Z/tpb/sT5wcPCHiDQAd2GtpgOHZoIbUba0rT9oLDn3FRAoIOWh7elE+FtuWo0Qpz4sMGIHgh0QHPDW4y4xUkSRt3aZftEyNumFCDQAXmFt8UT4c3IG0eyeSLkOVkCBDogoQAXo29ry59FqsEMjE4EvGGlAIEOqC7ADU0EOJ2m9EN02K4tA94GpQCBDuhdgIsRuA0CHDXZPRHwhpUCBDqg8wAXa+DWlj+XqgYJikaLa6zBA4EOODzERRPDl1WCDK0rw91aZQCBDtoY4BYWB6ZRjcLRJLEXXoze7VIKEOigqSFuafkwXFgLRzvsngh39sADgQ6yD3HLJkLcXNWgxfZOhLthpQCBDnIJcUPlwyaVgCmtEO5AoIMUQ5yROOhejNwNmZYFgQ7qDHELy4eRwpo46IVYc7fMdigg0EFVQS5GE3SnQv88Vga7ZcoAAh30OsTZJw7qca1jyECgg9mEuIWFKVVIRay3W2yPOxDooNMgF6MBV6sEJGtzGeyGlAEEOjg0xC0sH2Ixti5VyIdROxDoYDzIrS0f1qgEZM+Zsgh00MIgN1I+LFEJaJzRMtgtVgYEOmhuiFtYPryiEtAap9vXDoEOmhPkhgpHcUGbOWoMgQ4yDnLxBr5cJYAJumMR6CCjIDdSWB8HTG17GeyWKgMCHaQZ5HYVNgEGOre7DHYLlQGBDuoPcfPKhwhy9o8DZir2s1tYhrvXlQKBDgQ5QLADgQ4EOUCwA4EOQQ5AsEOggwTD3OuCHFBnsCtD3TxlQKCDmQW5XYWuVSAdumIR6KCLIDdS2EcOSJd97BDo4ChBbm35sEYlgEw4eQKBDg4KcvGG6KxVIFfOikWgo9VBbmH58IpKAA1xUhnsdikDAh1tCnM6V4Em0hGLQEcrgty28uFSlQAaTuMEAh2NDHLLyoetKgG0jPV1CHQ0IsjF1MOvVAJoueOdOEE/DSgBfQxzI8IcwLhfTbwnQl8YoaMfQc70KsDULls/tnGbMiDQkXKY070KMD3dsAh0JBnkNpQPV6sEQFfuKoPdNcqAQEfdQU7TA8Ds2ZSYWdEUwWzC3IgwB9ATr2iaYDaM0DGTILewcGQXQL+cvn5s405loBtG6Og2zO0U5gD66sWJ91romBE6Og1yi+NNRiUAKmW0jo4YoaOTMDcizAHUwmgdHTFCx9GCnA5WgHTohGVKRuiYKsxtE+YAkvLKxHszHMYIHUcKc24KgLQdv35s4+vKgEDHkYJc7Fb+ZZUAyMK1ZajboAwIdBwc5pzBCpAfZ8Ii0GGTYICGsL1Jy2mKaHeYGxbmABrhxYn3dFrKCF17w5wpVoAGWj+28RhVEOhofpBz4gNA85mCbRlTru0Kc8PCHEArmIJtGSN07QlzplgB2kcXrEBHQ4Kc47sAsBFxw5lybXaYGxLmAIjPgonN42koI3TNDXOxGHaRSgBwkNH1YxsXK4NARx5hzkUFYEq2NhHoSDvIWS8HQKdOKoPdLmVoBmvomhPmhoQ5ALrwysRnBw1ghK4ZYW5b+XCpSgAwA9vXj21cqgwCHfWGOfvLATBb9qsT6KgxzLl4APSMZgmBjmqDnOYHAPrFJsQZ0hSRX5hbLMwB0EexCfEyZRDo6F+YW1s+vKgSAPTZ1vIzZ4My5MOUaz5hbqR8WKISAFTIyRICHT0Mc7vKhwUqAUANdMAKdPQgzNmWBIDa6YAV6Jh5mHNxABDqEOiEOQDoKduaCHR0EOTsMQeAUEdXbFuSVpizxxwAOfjVxGcWAh1HCHP2mAMgFy8KdQIdbw9zQ8IcAJmGuiFlEOiEuQN/ETapBACZ2iTUCXTCnDAHQDNC3VplEOjaGObWCnMANMia8rNtWBnqYduSesJc3PDLVQKABtq8fmzjkDJUywidMAcAvbTcSJ1AJ8wBgFCHQCfMAYBQJ9AhzAGAUCfQcVCYGxLmABDqEOjyDnO2JgFAqLP5sEAnzAFA9pwo0Uf2oetPmIvDip3NCgCHW7F+bOOwMgh0whwA5O30MtTtVAaBLtUwN698+JVKAIBQJ9AJcwDQBseXoe51ZZg9TRG9I8wBgM9OgS5XqwdXGuYEAJ+hAp0bEQB8liLQ1XEDmvcHAJ+pAl3GN1505sxVCQDoibkTn60IdJWFueHyYZFKAEBPLXLuq0BXVZgbKh+WqwQA9IVzX2fAPnTdhTmnQABANWw83AUjdN0R5gCgos/ciU37Eeh6R0s1AFTOxsMCnTAHAD6DBTqKN7cnAQB8Fgt0md5AawvbkwBA3WxnMg1drlOHOR2tAJAWna9TMEI3NWEOABL7bNb5KtB1zAJMAEiWzleBrqMw53BgAPBZLdBlfIMMlw9zVQIAkjZXk8TbaYp4K8xpggCAvJy3fmzjiDIYoTuYMAcAeXlKCQS6N2mCAACf4QJd3jeC/WwAwGe5QJfxDTBUOAkCAHIXJ0lc0+YCtLYpYmJjQnvZAEBzHL9+bGMrtzRp8widMAcAPtsFulyZaweAxn7G7xLo2nGhlxXWzQFAUy2YWCMv0DXcVvc6ADTapom18gJdE9mrBgBao1Xr6VoT6Mowt829DQDtUX72j7TltbZi2xLntAJAa52+fmxj45sh2zJCJ8wBQDu1IgM0PtC1tX0ZAHgzCzR+s+GBhl/A2KJkgVsZAFptbtOPBmv6CJ0tSgCA8GWBLkNtGF4FALrKBo3tBB1o6AWLYdW5bl0A4JCMsFagy8eX3bIAwBGsEejySN5OgwAAWpUVBhp2gda6TQGAtmWGpo3QrXGLAgBtywyNCXS6WgGALrNDY6ZeBxpyQYYKXa0AQPcZohEbDjdlhG6TWxIAmIFG7IyRfaBzVisAMMsskf2yrYHML8DiwlmtAMDsxFmvSwW6+rzoHgQAeuApga4GZZLe5t4DAHqYLUZyfe7H7N+/P8eCzysffuXWAwB67Pj1YxuzW1OX6widMAcAyBi5BrrVgyuXudcAgD5mjez2pstxhG6rWw0A6KPs9qbLKtDlvFgRAJA5+iWbpgiNEABAxbJpkMhphG6X+woAqFA2A0lZBLqJ3Zvnuq8AgIozSBbNmLmM0D3llgIAapBFM2byga5MxmvdSwBAjVlkWKCbvTVuJQCgRssFutkl4hH3EACQQCbZJdDN3BK3EACQgAUTW6gJdF0m4dfdOwBAQnYJdN2FuYWFbUoAgLTMncgoAl2HXnHPAAAySqaBbmITYQCAJKW42XCKI3Q2EQYAUpbcZsNJBboy8Q65RwCA1JWZ5RqBbmqb3CIAQAa+LNAdOemudW8AALlIKbukNELniC8AICfJZJckAp3ROQAgR6lkmFRG6IzOAQA5SiLD1B7ojM4BADkrs8xw6wNdYXQOAMjb8lYHOqNzAEAT1J1p6h6hMzoHADRBrZmmtkDnVAgAoEnqHKWrc4TOqRAAQJPUNkpXS6AzOgcANFFdGaeuETqjcwBAE9WScSoPdGVyXepaAwBNVUfWqWOE7imXGgBosMqzTqWBrkys81xjAKDpysyzsLGBrrTLJQYAWmBnkwPdXNcXAGiBSjNPZYFu9eDKEdcWAGiLKrNPlSN0S1xaAKBFKss+lQS6ug+sBQCoQ5mBNjQm0BU1H1gLAFCTqxsR6Mpkuti1BADaqoqNhqsYoXvRpQQAWqzvGw0PqDEAQN76GuhWD67cpsQAQNv1ewuTfo/QXeoSAgD0dwuTY/bv39+vJDpUPmxy/frjhFNOKH570YJi7m+9szjxPQuLRRec2bffNfrk88XLz/6k+PmPXyle++n/K97Y94YLAADdW7F+bONwboFuv+s2e/PPOLE4+6NLi7M/lO6+zE898O3ib57462LPC6+6YABwFGWgO0aga7g58+cUf7jij4rzPvnB7F9LhLwfPfJ08dpPX3NhAeAtx5eh7vUsAt3Ewj9HfXXgfavOLy66+vLGv84IeH+56S+KfXv2uegAtNloGeh6vkdvvwKd0bmjWHb7x5OeQu23PWO/KB679WvF7h0vuxkAaJ1+TLv2PNCVYW5Z+bDV5Xq7tozEdWvfL39dPPCZO62/69+bhiLQF1tvebB4bvjpWp9DrDG+6htOlqT/ymzT6z+y580Rx/bj77lLf0Csifvkps8V8wffpRhT1eid73jzDTm6af/n5x/URQtA08UuIMkHutbzrXFmYuuVRTsPbL9y74rbTckCQId6urHw6sGVw20uZgS5mOIS5mbvM5tuGK/lWUPnKAYAjdPrzNTrkyKWt/GixNSqINcfl33hE+O1ff+NlygGAE3S08zUs0BXJs15bbwaVz3xxeKmHV9yW/ZZ7M0n2AHQJGV2WphcoCuNtOkiLLr8jPGAoeGhnmB36kWnKQYAuetZduplU8SitlT/pufuGO/OpD5D91wz/njrudfZrBiAXC3o1R/UkxG61YMrF7ei6ueePD46JMwlFK53fKm48uufUwgAsjSxf28aga5owXRrhIbovCQ9g2eeOh60I3ADQGaGe/GH9GrKdW6TK223/TxE4I5jxe6+8GbFACAXPclQsx6h69VQYYqOm3OcMJeZaFKJa3bCKScoBgBZKLPUUO2Brujx0RWpiECwbuc97rJMXf+d22xxAkAuNqUQ6Bo33RphLgIBeYstTmKfQABoulkFul4MEQpz9NPkFCwApGy2mWq2I3QbhDlyINQBkLhZTbvONtA1Zro1GiCEOaEOAHI040DXpO7WCHMaIIQ6AKjTbKZdZzNCN9yUAgpzQh0AJGDGS9lms7FwI6Zb41zWphh98vni1b/dVfzzr/+p+PmPXxn//72x71+K13762pT/zpz5c4p3zP+N8f/87veeNP548tmnFYsuOLPRf2Piut961vXeOgBIyYyz1YwCXVPObr3iq5/K7lzWCG1/9dBfFLt3vNyTPy8Otp883H7PC6+OPz43/HSxpbjvsH92/hknFr97znuKi66+PPtrH9c9rv+Wz97n7QOAZETGWj+2cWclga5owHRrhJMcRqG23vLgeMBKQQS++PnhPd9/Wx0v/vwV4+ep5iau/1+d27twDAA9sK38WVhVoFuUe7Wu+saaJJ/Xvl/+uvjadV/JJmREwLv/Y3e++d/ft+r8rEbw4vzX8tuQtw8AUrFgJv/SQBsrleK6ucfveng8WMS6rpxHjGL0Ll5H/Dz1wLezeM6aJABISfkZOq/vga78JcM5F2nR5WcktW5ueNWG8fBz8DRmU3zvtm+Ov7Z7V9ye/HM9a+gc7yAApKLrbtdj9u/f322g259zhVIZjUlpbVxVYr1dqlPdE/d242pe5f2+Z+wXxT+88qq34ZZ48ZtPFy89/hOFoLGf03V/NpR1OKabf/7YNt0kKRzUHmvk2rpdRqy3i78Yp150WjF0zzVJ3h93X3izd9MZembLD1r3JQXorSu//rmkns+axauyqV1XU645nw4Rp0HEQe112rJ6o73PSvGtPoJdbMGSkrg/Yl8+AKoXS6JS2jEhlkS9se+N2n5/t6dGdLuGbkOuN0rdp0FEyh99+AV/Yw8OuJ+9r7jj4huTek437fiSCwNQsfgyfcX6dJa9jD3/UgpLCrrKXN0GugW53ih1itGoOlN+yuIUi6hPTEW7XwDaKaUv0/F5dPB2XDXq6tSIATdK/8Mc04up6PhG5I0FoF1Sa4JIaWlUN9uXDHTxh2Y53VrnaIsw1534RpTK3nWx5hKA/tIEMa2Os1c3I3RX53izXP3YWjdFRmLvuhRC3Wce+VMXA6CPNEF0ZHk/Al2W6thEOBb6WzOXd6iruyMaoNGfzYk1QTz76Pbs91XsKNCtHly5MMcX9/4bL6n8d0YQiYX+zD7U1b2mLr49AtB7qTVBbLvhoWRrVWawxT0LdKW1Od4w533yg7UEEXqj7i6jlL49AjSFJoiudZTBOg10y3O7YepohtAEoaYATE0TxIxc2stAl52P3vnpSn9fnM1Kf9y74vbafvdZQ+e4AAA9EMc+ptQEcfdH1jVqvfu0gS7X9XNV3zTOsOyf3Tterm3j4cu+8AkXAGCWYiuolM7wjvXucb54LjpZR9fJCN3aHG+cqlM+/eUMXIB81X385sFigCDD9e7TZrFOAl126+eWXnVhpb8vp5Sfs9Enn6/l955wygmKDzBDmiB6Ytp1dI1cQ1dld2tsREg1tnz2vlp+7wXXXqb4ADOQWhNEkxvtBqZ54fPcjkeX+0aEudkz9ovKf+eiC85UeIAupdYEEZv+52y6TDbdCN01ub3gKrcrqSNctN3dF96sCACJS7EJogGb/q9tVaB7zwcWVfa7/sdV/9XfWgA4REpNEDH40pBN/6+eTaCbm9urveBPqlvv5IivetSxbtExYACdSa0Joi0zO41ripjzznf429RwdaxbPO2PBDqA6WiCSDDQlUVY6tac2rOPbleEGlW90bDGCICj0wRRSUBd1nWgKzJcP1elF7/1jCLU6GvXfUURABKRWhNEHMfZ0GVR18wk0F2a26uscgPYOI6K+qg/QDpSaoIYe/6lJh/HuWQmgS47v71ogb9VAFChm567I6nnc//H7mzldWhUoJv7W+/0N6tFYl+hKlV9RjBA6q746qeSakZsUxNER4HuaIvuUnbiexb629UiP3qk2iH1E075TUUHmBBNECk1jN167nWtqHuZ0YY6DnRFpg0ROhHbpeoFr+9+70mKDlCk1wSxZfXGYt+efW0pf1eBbonbFQA4ktSaIEYffqFN5V/STaCDLFR5nu7JZ5+m4EDraYJIk0BH1p7Z8gNFAKiIJoiMAp0TIsjJz/7y/1T2u6zRBNostSaINYtXtfZaHCmrHWmETqAjGw3dCRwgKak1QQyv2lC8se+NNl+SoU4CnSO/OvymAgBtkFITxOiTzxcvPf6Ttl+S5Z0Eurlu3emdfsk5igBA46XUBLHvl78utnz2PhflCI5VgpmJdQRbCjdVCiyKBeiP1Jogbj3rehdlCrpcAYDDaILIONDpcO3OosvPUAQAGie1Joh7V9ze9iaIwxya2Q4docs60MVCySpdsd5UHwDNk1ITxLOPbi9273jZRTncsqMFumU5v7KXn62+62XO/DluKQAaI7UmiG03POSiHNnQ0QLdopxf2d//bE/1N/6OL7mlAGiEZbd/XBNEPuYeLdBlra4h2flnnOi2AiBrC849uTj7Q0uSeT6aILqjy7UHrvrGGkUAIFvRBPGZTTck83zu/sg6TRACXU2h7okvKgIAWUqpCeKpB75d7HnhVRelA6sHV847LNDZsmR25g++q3jfqvMVAoCspNYE8b3bvumidG7ZYYGuyLzDddLjdz1c2+++6OrLnfEKQD5pQBNE7pYeKdAtbcIre2bTD2v9/bERo1AHQOpSa4JwjOPMMvmRAt2iJryyFBZRRqh7/42XuM0ASFJqTRB3XHyjizIzc48U6Boj5uDrdt4nP5jUugQAmJRSE0QslXrtp6+5KLPUyED3yJr7k3gesS5h/dhGZ74CkIyUBhv2jP2i+OE933dRBLoje+nxnyT1fOLM1wh2NiAGoE6xHCilJoi7L7zZRRHopk/9qYkNiCPYaZoAoGoxqBDLgVKhCaJndVz4ZqBr4h50D6y4M9nnFk0TEeyu+OqnxhemAkA/xWdNSqcaaYLoqcXxf46d+C+NC3T79uxL/jkuuuDMYtHOM8f/cywKtY4AgH5IqQli6y0PaoLofaDbNtDUQBeGV23I5rnGpsQxahc/TpwAoFdSaoIYe/6l4rnhp12U3hrPcJMjdEua+ApTa47oJtzFTxh98vniWzdvyWLEEYC0pNYEcf/H7nRRem/JwYGuse7+yLqk1g10a3xa9oIz3/zvW1ZvLEYffsHtC8BRaYJol8YHuj0vvNqo1xNboFyx/sB/jqHr7/zZlsa9RgBmJ7UmiFvPvc5FEehmb83iVUktCO2VwTNPfdtf2Gcf3V7suP+7FpsCtFxKn3kxs2TZkEDXE3G+a4SdlA4h7od4fQe/RgEPoH1Sa4KwTEig66ltNzzU+EA3XcCLBovt//07pmgBGkoThEDXCrEgM7YFaatDGyziNI3v3vVwtt3AALxFE0S7HfOnv/PppeXjU2264XPueu232OD4hUeesd6hIar8AhMjwC8/68tBE9gnzN/32Yq167Hcicqcd2zbXnFMNz71wLeT+haTkoP3wJv8kDZNSycOHQFGoKOdYS429RfmKrcwAt3Str3q7932zeLd/25wvEuU7j6k9/3y18WTX9nqDR8gESk1QcQggGU89QW6hW185bFQ88qvf06o61Istr3sC58Y/5kUI54/euRp3bQAFUupCSK+8G/57H0uSj2WtjbQCXW9E9PXB09hR5v6/3rwcd/SAProhFNOSGr50K1nXe+i1KjVgW4y1MU3HGvqeicC8qEheestDxY7H3neugqAHrn+O7cl81yiCYJaLYlAt6DtVYg1dbtf/Lti6J5r3BJ9cug0bWx6/Oyfj2i2AJiBlJog7l1xuy/rCThWCQ6I6cGmHhGWIqdaAMxMSk0Q8d69e8fLLopAl5b4hhEbIcZflpR22m5jwIuz/xwXA/B2qTVBxClMpGFACQ4XCztjCJn6XLH+wKke8RNvYABtpwkCgW4GYgg5RuvieCzqFW9gk+HufavOVxCglTRBINDNwt0X3uzGTUicYjEZ7hace7KCAK2QUhPE3R9ZpwkiQdbQdWBybd2c+XOKm3Z8SUES8ZlNN4w/xqJc6ziApkqpCSI2krc7QZqM0HUhDqyPYHfrudeNLwYlDdFMEd9er3rii8Vxc45TEKAxYplJSk0Qsc0XAl2jgl0sBo1wF+fWkYb5g+8a33Ymvs0KdkDuogkilpmkQhOEQNdocW5dBLvhVRsUIxHxbXYy2AHkKqUmiPicQ6BrhdiYOG74+Ik1BqQR7GIq9oqvfkoxgKyk1ARxx8U3uiACXTvFGoMIdtEdGwv2qdeiC87UFQtkI9YDp+Lxux52go9AR3THRvelkbs0RFesaVggZdEEEeuBUxD7sP7wnu+7KAIdh5ocuYufONqK6k1Ow8ZiY4CUpNYEEfuwkg/70NUkzikdffjAItPY3+78ay5521mm9FcsNo4RUy34QErvS6nQBJGfY/70dz69XxnSMv+ME4sl//ni8bVf9Ffsq9TkVvyUFlaTDx/m7f67Gk0Q1s3lxwhdgmIX7tgOZUtxn4DXZ5NTsD7AgLqk1ASx9ZYHhTmBjqoCXkzRnvHhP0hqrUUTvh0LdUDVUmqCGHv+peK54addFIGOqsRJFdF5dHD30akXnVb8x09cVAyeeaoCCXX1fPEY+0XxD6844xE6lVoTxP0fu9NFEeioW2xsHD8Hv1H8/ofPKc775AcVR6irxDNbfuDbPXRBEwQCHdOKNRDRwXlwF+eiy88o/vjzH0/moGehDmjz+0wqbj33OhdEoCMnB7ZKeeHN/67ZYmqxAbGDqIF+uPLrn0vmucQ55LGMB4GOjB3abHHcnOOKxR8+s7jsC59ofW1iFPP9N15inzqgp84aOieZtc7RBHHwUh0EOhoijiqLNVAHr4OK80//w8f/qJWjeLH+8EePPK2FH+iJWNuc0hdmTRACHS2ye8fL4z+To3jxhnTulR9ozakWsWjZejqgV+8nqfC+1jzOcqUrMVq17YaH3jyTNnYUf/bR7Y1+zSlt+gnkKaUmiDWLV7kgAh0cPeCNL7D95a8b9Rpj089oIAGYidSaIGJ5DQIdHFUssI3u0Ah30Qo/+uTzjXhdV31jjYsLdC2lJoh4P9YEIdBB16IVPrpoI9zFEH/uU7NxRA9Ap1JqgoiZk3g/RqCDWYkh/smp2Ri5i2OicuPsXKAbKTVB2FdToIPef1Pcs6+4+8Kb31xzl5PYmw5gOpogEOholVjPMTklm8OonbNxgemk1ARx74rbNUEIdFCdeMOZHLVLvZEiFjkDTPX+kEoTxFMPfHt8H1EEOqjFZCNFqsHO0WjAkcyZPyepJghHFwp0kFSwS3EqNt64AQ52044vJfNcNEEIdJCcmIqNztiUfPTOT7swwJs0QSDQQQeiMzZG68aefymJ55PKGhmgfik1QcRxjJogBDpI3v0fuzOZrU5MuwKLLj8jqSaIOI4RgQ6yEFudxLfQup1/jT3poM3iS90V61cm8Vw0QRCBbq8ykJv4Flp3qDv7Q0tcCGgxTRCkFuh2KgO5hrqttzyoEEDlUmqCiPXFtN72CHS71IFcPTf89PhUQ13mn3GiiwAtk1oTBASBjuzVOdVw9keXugDQIik1QTx+18OaIJg0EoFuRB3I3ZbV9Ux/WEcH7ZFSE0Rs4fTDe77vojDpdV2uNMLowy8oAtBXKTVBxBZOcJCdA+vHNo6oA02Qyv50QPNogiDx+3Pk2NyedJWL0Pe88Kq7JCOxPx1Ar2mCIAfZBbqrvrHGtyCmFOtKql6wHF8yhH9oplMvOi2ZJohYK6wJgqlYQ0ej/Pnn/lvlv/Pd7z1J4aGBjptzXDF0zzXJfFm1VhiBjtbYt2df5b/z5LNPU3hooHU770nmuWiCQKADgC5pgkCgg5rFZptVWnTBmYoODZJSE8SaxatcELoKdNuVgqb4u6f/VhGAGUmpCSK2Ynpj3xsuCtPZfnCgG8nlWY8++Xxlv8s5nXnScQrMRGpNELZiokMjWQa6Kv3uOe9RBICWSKUJYt8vf60Jgm7sfDPQ5XRaxMvPVveNZfEH/9BtAtACKTVB3HrW9S4IMwt0OfmXf/ynyn7X/MF3uU0AGk4TBJl/GdmVZaD7h5/9X1cPgJ7QBEFTZBfoLHgHoBdSaoJ49tHtmiBoV6Cr2llD5ygCQAOl1ASx7YaHXBB6FuhGleNwF/zJZYoA0DA3PXdHMs9FEwSzsPdIgW5EXQ43553vUASOqsq9EYHZu+Krn0rmvV0TBLO07UiBblsuz37P2C8q/X2xzgKA/EUTRCrH9d39kXWaIJitkcMCXU570T2z5QeV/r6lV13olmFKVe6NCMzuy3kqTRBPPfBtTX70whFH6LLxt9+tdrnfeZ/8oFuGKf38x68oAmQgpSaI7932TReEWVs/tvH1rAPdvj37XEWS4Vs2pE8TBE1n25IOvf/GSxQBIEMpNUGsHlzpglBJoNudyxMfe/6lSn+fadd8LLr8DEUAxqXUBHHHxTe6IPTS3qMFuuFcXsX3v1J9U+78M050+2RgyZV/rAhAck0Qr/30NReFXtp2tEA3ksur2L3j5cp/51XfWOP2ycD8wXdV9rticTOQplSaIGKrLU0Q9MHwlIEup61L6jJn/hxFSPwbeZWe/MpWRYcEpdQEcfeFN7sg9NyhmS3rpogYwq78TWLHl9xFCbv4v3y40t9X9RY6wPQ0QdBGWQe6kbufqOX3GqVL19kfWlLp77OFDqRlwbkna4JAoJuwN5cnX9eRKUbp0hTdbEB7xZKLz2y6IYnnsvWWBzVBUHugG87pBTz76PZafu9ZQ+e4exJTdTfb6JPPKzokJJUmiNhW67nhp10Q+mlzJ4FuW06vaNsND9Xyey/7wifcTgmpY++5J7+sIQJSkVITxP0fu9MFod+Gpw10Ol07V9ZKERJxxfrqFx6bToE0LLv945ogaFv+GJk20GUZU1dtqC9IfPVT7qyaXfXEFyv/nfafgzREE0TVzVBTufXc61wQatOIQPfS4z+p7XdHN5XF+PW+mVe5kfCkR9bcr/hQs5SaILas3qjrnSQD3fbcXkgde9JNisX4tjJp15t5nV8igANSaoIYffgFF4SqbO8m0G3I7dXVfaxKbGVS9SkF3szreTOPY3yAemmCoMWGOw5068c2bsvxFda9jUQEDKGuGnU2pDywwps31EkTBC3//Os80OVqy2fvq/05CHXNDnPBOhmoT0pNEGsWr3JBSMZA015QnWvpDg51J5xygrurxyIo1x3m6uyoBu8B6TRBxHtBXacVQbeB7rEcX1Dda+kmXf+d24r3rTrfHdYj0UmcwgJozRBQ75flFMTyHu8F1GT7TAJdtkMRqYyiXHT15Ukt3M3VlV//XOXHeqV8X0EbpfJeGntQprC8h9ba0HWgy/nEiJS+OcXC3ZgmNAXbvflnnDheu8EzT3VfQYu9/8ZLkmmCuPWs610QanO0ptWBpr7o1DqPYgq2jhMNcv42ftU31iTzfO7+yDoXBWr6YnfeJz+YxHPRBEHKBpr84rbe8mBab0yD7xofcTpr6Bx33hTiKLWoUSrfxkNMsex54VUXByoWTRCpfLG7d8XtmiBI2jH79++f8n9cPbhybXwpyfkF1t0VeTSxJss03gExelnHEV6dyHmfqZTvf5rzxfm54afdvzRaIp8Dd5V/J6ZcUD7dCN0GF6F/YqF/vGG1tRs29pOK1x8/qYa51EZ5oS1itB7oPJMNTPPt6PUmVOCOi29M+vlFN2yEmhilavqZsPH6oms1Xm8q+0lNJaZa+zXyAADdKD83dx3tfz+2DUV47aevjW84nMrC2qnEKFWcCRuefXR78f0N32zEqQTR4bts3fJkulU7pZsNgFx0Eug2lz/Lc3+hseHw771vcbJTe4eKo20mj7eJkaJv/dlDxejDL2Tx3GMU7owP/8H4yGOubj33Ou8OAKRi2sMeOgl0a5sQ6MLdF96c5SLb6Pi8Yv3K8uet/1+MOP7NE39de/dldKGddtG/Lf79f1qa3QjcVKJZxXmtACRk7awDXczZ5tzld6h4LU3onIrp4yNNIceRNC8/+5Pi73+2p3jjH/951oEvAtsJp/xm8e73nlScfPZpxe/8/u8ltaVIr0VQ1nkMQErK3LJz1oGuiZoS6o5k0QVnjv/QvQjDqZwFDADd6HRj4c1NDHUwaez5l5zPCECKHuvkH+o00K1tYoWEOkJMs97/sTsVAoAUdZTBOgp00+19ItSRqy2rN5pmBSBZnayf6zjQNV2EutgahHaJDadz2QoGAHoV6O5qciFiE9lYR0V7QnxsOA0ACeu4h6HjQHe0A2GbItZRPX7Xw26fBotOVtPsAGSi4+x1rFq93Q/v+X7xv7/7YnH9d25TjIaJ0x9sGAxALtaPbXy903+22zV0u9tQwJiKs66uOeJc3PHrKcwBkI+93fzD3Qa6tW2qZKyr23rLg26pTEUgjyC37YaHFAOA3HS11K2rQLd+bONw26r53PDTxZrFq9xWmYkO1gjkAJCjbjOXNXQdeGPfG+MjPYsuP6O4Yr0F9SkbXrXBWawAtM5M9qHb3NZixZ5lEexsb5JmkItrI8wB0ACPdfsvzGSELuZ0l7e5yrG9yXFzjis+/xe3FXPe+Q63Xc1BTogDoGGG+h7oooXWPl4HpmFjjdac+XOKm3Z8ya1XMVuQANBU3WxXMuNAN2G0/Fmk5MV4qIiAa8Su/2JT4C2fvU8hAGiyGW0RN9NAN1T+vKjmb5kcsQvLbv94cfaHlihKj9y74vZi946XFQKANhiayb80k6aIGArcqd5Ti33PYtQu1ncxM3EEW9QwfoQ5ANqizFgjM/n3jtm/f/+MfmH5QRvzu3OVvjPvW3V+cdHVlyvENCEujl4DgBYHumNm8u/NZh+6ofJnq9J3JoLKZFixn90Be8Z+UTx269eMwAHAAStm+i/OeIQurB5cuV/tZ+eEU04ozr3yA61YcxcBbvv93xrfzw8AeLuZjs4JdAmKbVDe84FFxQV/cln2HbNPPfDt4m+e+OtizwuvurAA0MdAN9ujv2JocJNL0DuxDUqcHxs/Bzv1otOK05aenuRI3rOPbi9e/NYzpk4BYHaZasZmNUIXjNLVL/bAO+GU3yze/d6Tin/1jn9dnPiehcW/mfcbxeCZp874z4w938LLzx44heHnP37FSBsA9MlsRufCsUqYv9gDL8KWwAUA7TTQgz9jhTICANSXpWY95RpMuwIAzMxsp1vDQI+ey16XAwCgngzVq0C3zPUAAOjaUC/+kJ5MuQbTrgAA3enFdGsY6OFzGnVZAAA6trtXf1AvA51pVwCAzi3t1R/UsynXYNoVAKAzvZpuDQM9fm6bXR4AgGozU09H6IJROgCAo+vl6FwYUFIAgLz1I9A5CgwAoMKs1PMp12DaFQDgyHo93Rr6NeVqTzoAgMPt7scf2q9At9T1AgA4zOJ+/KF9mXINpl0BAN6uH9OtoZ9drpojAADecm2//uC+jdAFo3QAAAf0a3Qu9Hsfuu0uHwBAfxtG+zpCF4zSAQBt18/RueCkCACAzFUR6M5TZgCgxfqehfo+5RpMuwIAbdXv6dZQ1ZTrOpcTAGihu6r4JZWM0AWjdABA21QxOheqbIqwhQkA0CaVnW1f2QhdMEoHALRFVaNzoeptS/a6vABAC1SaeaoOdAtdXwCgBRZX+csqnXINpl0BgKarcro11HFShI2GAYAmqzzrVD5CF4zSAQBNVfXoXKjrLNcVLjcA0EC1ZJxaRuiCUToAoGnqGJ0LAzW+ZseBAQBNUlu2qW2ELhilAwCaoq7RuTBQ82s3SgcANMHmOn95rSN0wSgdAJC7OkfnwkACNTBKBwDkbHPdT6D2EbpglA4AyFXdo3NhIJFaGKUDAHK0OYUnkcQIXTBKBwDkJoXRuTCQUE2M0gEAOUkmuyQzQheM0gEAuUhldC4MJFYbZ7wCADlIamYxqRG6YJQOAEhdSqNzYSDBGp3nNgEAEpbcjGJyI3TBKB0AkKrURufCQKK1OsntAgAk6PQUn1SSI3Rh9eDK18uHue4bACAVKY7OhYGEa7bQbQMAJOT4VJ9YsoGuTMAxQjfq3gEAErB7IpskKdkp10kaJACAuqU61TppIIMa3uU2AgBqtDn1J5j8CF0wSgcA1CX10bkwkEktbTYMANThshyeZBYjdMEoHQBQtRxG58JARjU93m0FAMgeGQe6iVbh7e4tAKACoylvU3KobKZcJ5l6BQD6LZep1kkDGdZ4hdsMAOija3N7wtmN0AWjdABAv+Q2OhcGMq21BgkAQMbIOdBpkAAA+mB7To0QB8tyynWSqVcAoFdynGqdNJB57Z0gAQC0PlNkPUIXVg+ujKHRue5DAGCG9q4f2zhPoKs/1Jl6BQBmJOep1kkDDbkW17odAYAZWNeEF9GIEbpglA4A6FYTRufCgAsCAAhzAl1K1rk9AYAO3NWkF9OYKddJpl4BgOk0bWZvwAUCAFqmcUeIDjT0Qpl6BQCO5K5cj/c6msZNuU4y9QoAHKqpM3kDLhgAIMwJdClb4fYFAIqGH0LQ2CnXSc56BYDWy/6s1tYHuolQZz0dALRUG5ZhDbTkWp7udgaAVjqvDS+yFYGuTOY7y4ft7mkAaJXRMgOMtOGFtmLKdZKpVwBojzbteDHgwgIADXR8m17sQAsvsK1MAKDZrm3iaRBH06op10mrB1fuKh8WuN8BoHF2l2FuYdtedCsD3USos54OABqmrcurBlp8zY932wOAz3aBLu8EH3Pr1tMBQDO0bt3cwVo75Tpp9eDK2KNukb8HAJCtVq6bE+gOD3WKAACZsi1Zu9fQuREAIH/WxAt0b3OeEgBAXp/dbV43J9AdwcRZb5tVAgCy8FhbzmnthDV0h1g9uDKS/lyVAIBk7S3D3DxlEOimC3WKAgCJsvb9cKZcj8wCSwDwGS3QZZ78Y9r1dJUAgKRoghDoug51seGwJgkASMNmTRBTs4ZuGk6SAIDatf4kCIGuN6FOkQCgJpogpmfK1Y0EAD6DBbrW0FUDAD57BbrMvyHofAWA6pyuo1Wg61eoiwaJFSoBAH117cRnLh3SFDEDqwdXDpcPy1UCAHouzmhdpgwCXVWhznYmANBbo2WYW6wMAl3VoS7m9ueqBADM2t4yzM1TBoGurlCngAAwS7YnmR1NEW5AAPBZKtDhRgQAn6ECXTPY/BAAfHYKdJl/w7DxMAB0zsbBAl2yoW6nUAcAHYU5GwcLdMmHOqdJAMCRrRDmBLpcQt2wUAcARwxzw8og0Al1AJCnzcKcQJdzqNusEgAIcxuHlEGgyznUDQl1AAhzCHRCHQAIcwh0Qh0ACHMCHUIdAAhzAh1CHQDCHAKdUAcAwhwCXVKhbp1KACDMMVvH7N+/XxVqtHpwZdz8m1QCgIw5AaJmRuhq5kQJAIQ5ZssIXSJWD65cXD68qBIACHMIdEIdAFTh9DLM7VQGgY4jh7p55cOvVAKAhJ1UhrldyiDQIdQBkKfjyzD3ujIIdHQe7FwcAJJRBrljVCFNulz9xQEAn0kCHRX8BdqrEgDUZK8wJ9DRm1AXa+pGVQKAio1OfAYh0NGjUBdbmtylEgBUZPPEZw8Z0BSRmdWDK5eVD1tVAoA+smGwQEcFoc62JgD0iz3mBDoqDnYuHgA9o/khX9bQ5f8XTwcsALOlk1Wgo+ZQF9Ov21UCgBnSySrQkUioW1o+rFAJALp0rU7WZrCGrkFWD65cWD68ohIAdOD0MsztVAaBjnSDnYsKwJSsl2seU67N/YvqZAkADjUqzAl05BXqYk3EtSoBwIR11ss1lynXhrMJMQCFzYIFOhoT7F4vH+aqBEC7mGJtB1Ou7fkLHSN1m1UCoDUeE+bawwhdy6weXBnrJ15UCYBGsyWJQEdLgp0LD9BARuXayZRru//CP6YSAI1hirXFjNC1nClYgEYwxSrQCXToggXI1N6JpjdazpQr4ybeENapBEA21glzTDJCx9vYiBggC8eXYe51ZUCgY7pgt618uFQlAJKyvQxyS5UBgY5uQt3C8uEVlQBIgsYHBDpmFeziDWSRSgDUYrQMcouVgaPRFMG0Jt5ITlcJgMqdJ8zRCSN0dMVoHUAldpdBbqEy0CkjdHTFaB1A350nzNEtI3TM2OrBlSPlwxKVAOgJa+UQ6Kgt1MW3SJ2wALNzUhnmdikDAh11B7vh8mG5SgB05bEyyC1TBgQ6Ugt2biiAzjjtAYGOpEPdUPmwSSUAjujaMshtUAYEOnIJdrY4AXiLpgcEOrINdfPKh1+pBNByplcR6GhEsBsqTMMC7WN6FYGORga7kcLedUDzbS+D3FJlQKCj6cEuph7mqgTQMHvLn4WmVxHoaFOoi8XBL6oE0BCnl0FupzIg0NHWYDdUWF8H5Ms6OQQ6OCjYDRdOmwDysbkMckPKgEAHRw52I4XGCSBdGh4Q6KCLYLerfFigEkAidpdBbqEykKIBJSBVE2+cxxcHusYA6hLvQccLc6TMCB1ZmDhxYldhqxOgWk54QKCDPgS7+Ib8ikoAfXZSGeR2KQMCHfQ/2MV+T0bsAEEOgU6gI/NgZyoWmC2nOyDQQULBLkbsdMUCghwCHTQg3I0U9rEDpmb7EQQ6yCjYDRdOngDe4mQHBDrIONhdUz58WSWgtdaVQW6tMiDQQTOC3dLy4SmVgNY4rwxyI8qAQAfNDHYaKKC5dpc/izU6INBBu8Ld2vJhjUpA9u4qQ9w1yoBAB+0OdovLh5HCfnaQm9PLILdTGRDoBDo4NNwNF7pjIWW6VUGgg46DnVE7SEdsArzUaBwIdDCbcLe2sNYO6mBtHAh00PNgFx2y2wonUUA/jRYHRuN0qoJAB30Pd6ZkoXdMqYJAB7WHu6HyYZNKQNdWlCFuWBlAoAPhDoQ4EOgA4Q6EOBDogOnD3bLyIT7QrLmjDWJN3FAZ4rYpBQh00NRwt3Ai3OmWpUlGJ0KcxgYQ6KCVAW9D+XC1SpAh+8SBQAccIdzFdijD5c8i1SBBMQp3TRniRpQCBDqg84A3VD7ECJ61d9Qh1sKtLQPcBqUAgQ7oXcCL6a21Ah4CHCDQQXMC3tBEwFugGszA7vJngwAHAh2QVsBbWj7EKN6lqsERPDYR4EaUAgQ6IK+QN1Q+xI9tUtple/kzbENfEOiA5oa82Oj4GiGvUeFtg418QaADhLyFxYGRvKWCXtLBbaQ4MPK2SzkAgQ7oJuxF0ItRPWvzqhFr3WK0bVsZ3F5XDkCgA/od9pYWB0b14sfIXmcmR9pGNCgAAh2QW+iLkzDmNTj4RVCLEbWdwhog0AFtD4DzJsJfMREEi4kguPigf6zXoXD7Qf9550QwC5OhbJd1a0CK/r8A7N19lJxlnSf8yxwOM7sbDWvmyAZ0E6EEcUYTGAOuLKRxRN7mSFBw0VVpfNnC2YnJKB6s6E46jlDDkcGEuJp6BNIgD+YxcQicAVRY0yGDC2Q2dFw1BguSrAOZ9QwaxszOrP/w1FVdBZ1Odadf6uV++XzOqVTSSbq7fvfd3VXf+3ddP0/oAIA8v3jsG/XH5hWEVi8gFwQbuM/EC40Xyk37Grcw5oVz/QW13mEAII+EdABAKowK1Jph2uggzZosmp0z+xq3Zktz0NIMAKSBkA4A6IpSodgM1/oab+pr/Hmh6pAQu8LL4V68H4r35WplWGkAgE4T0gEAUzJqf6EFjVtfsByUfNsfRrr3hsLLIZ9luwDAlAjpAIDmUtIF4eXQLYZwc1QGOqK5R1/zts+SXABASAcAGVUqFBeEkbAt3vqCbjdIo2agNxRe7tDbpywAkD1COgBImVHLTfvCyyGc8A3yLYZ5Q2FUoGe5LQCki5AOABJkTADXFyw7BdorTsEdCoI8AEgcIR0AdFFjCWrfqJsOOCBJ4hCMoebN0loA6B4hHQC0kRAOyLi4rHZLEOIBQNsJ6QBgihqTUJeGkRBuoYoAvGRXeDnA26IcADB5QjoAGKOxL1xfeDmI0w0HMHOjl9JusR8eABxOSAdAbpUKxRjCCeIAeq8Z4NWX0grwAMgjIR0AmVYqFJuTUvuDpakAaRSX0MbwLnbfDSsHAFklpAMgE0Z1xcXbHBUByLzmEIst9r8DIAuEdACkRmOvuNFLVIVxALRyb3g5wLN0FoBUENIBkEg64wDogBjeDeq8AyCJhHQA9FRjz7j+xk0YB0C3NZfNrrHnHQC9JKQDoCsaS1X7gwEOAKRDHFgxGEaWzO5TDgA6TUgHQNs1uuNWBEtVAcgWXXcAdIyQDoAZaewd11+7XaoaAORUfVBFuVoZVAoApktIB8CklQrF/jASyC1RDQCYUFwuuyaYMAvAJAnpAGhJIAcAbVcP7nTcAdCKkA4AS1YBoHe21W6DgjsAhHQAOTNqqMNVqgEAiXRHGAnuhpQCID+EdAAZVioUjwsjgVx/7TZfRQAgleJU2bi/XQzu9ikHQDYJ6QAypFQo9tXuBoJ95AAg6+Iy2bi/3RalAMgGIR1ASo3qkou3OSoCALnW7LZbY5osQDoJ6QBSotEl1x/sJQcATM69YSS0G1IKgOQT0gEkVKlQ7A8jXXILVQMAaIP9tduASbIAySSkA0iAxtLVpWFkPzkDHgCAbrBEFiBBhHQAPWA/OQAggYR2AD0kpAPoAqEcAJBCQjuALhLSAXSAUA4AyCChHUAHCekA2kAoBwDkkNAOoI2EdADT1Ji+OhAMegAAiEyPBZgBIR3AJJUKxb4wEsotUQ0AgKPaVbutKFcrQ0oBcHRCOoBxlArFBWEklLtKNQAAZuyOMNJpt08pAI4kpAMYpVQoDgT7ygEAdJr97ADGENIBuWYJKwBAIlgaC+SekA7IlVFTWFepBgBAYq0NI0tjddkBuSGkAzKv0S0Xl1MsVA0AgNSJU2P7ddkBWSekAzJnVLecveUAALJndbCXHZBBQjogExqTWAeDveUAAPJkWxjZy25YKYC0E9IBqVUqFJeGkWBOtxwAAHFibAzsBpUCSCMhHZAahj4AADAFhk8AqSKkAxKtsYw1Dn24VDUAAJimuCw2Dp/YpxRAUgnpgMQpFYqLwsgyVtNYAQBot11hZFnskFIASSKkAxKhsb9c7JibrxoAAHRJ3McudthtUQqg14R0QM+UCsX+MBLMGfwAAECvxcAu7mG3RimAXhDSAV1VKhTj4IeBIJgDACDZVperlQFlALpFSAd0XKlQjE9uTGQFACCtBHZAxwnpgI4QzAEAkFECO6AjhHRA2zSWsn5ZJQAAyAmBHdA2QjpgRuwxBwAAdX9i6AQwE0I6YMpKheLS2t1gEMwBAMBYcUrsinK1MqgUwFQI6YBJKRWKfWEkmJuvGgAAMCkxsFtarlaGlAI4GiEdMK5SobgojARzC1UDAABmZFft1l+uVoaVAmhFSAccplQoHhdGgrlLVQMAADpiWxjpsDuoFECTkA6oKxWKcZPb5SoBAABdtbZcraxQBkBIBzlmAAQAACSGgROQc0I6yBn7zAEAQOLtDyPLYe1fBzkipIMcaOwzF5ezXqUaAACQKveGkYET9q+DjBPSQYaVCsX+MBLOWc4KAADpd7XlsJBdQjrImFKhuKB2tyVYzgoAAFm1K4x011kOCxkipIOMKBWKA7W7VSoBAAC5YjosZISQDlKsMQQids3NVw0AAMi1OB02DpsYUgpIJyEdpFCpUBwMhkAAAACt3VG7rTBsAtJFSAcp0eiaGwqGQAAAAJOjuw5SREgHCadrDgAAaAPddZBwQjpIIF1zAABAh8Tuuj6TYSF5hHSQICa0AgAAXWQyLCSIkA56rFQoLggjE1oXqgYAANADu2q3ft110FtCOuiRUqHYX7tbEyxpBQAAkuPqcrUyqAzQfUI66KJSoXhcGAnmDIIAAACS7N4w0l1n0AR0iZAOuqAxCCIuaZ2vGgAAQIoYNAFdIqSDDmosad2gEgAAQAZYCgsdJKSDDigVivEHlyWtAABAFt1Rrlb6lQHaS0gHbdLYb24omNIKAADkQ5wKu7RcrexTCpg5IR3MUGO/uaFgSisAAJBP9q2DNhDSwTTZbw4AAOAI9q2DaRLSwRTZbw4AAOCo7FsHUySkg0lo7De3pXZbohoAAACTFveti0thDyoFTExIBxMwDAIAAKAtYljXb986GJ+QDlowDAIAAKAjDJmAcQjpYBThHAAAQFfEsG6FIRPwMiEdBJNaAQAAeshEWAhCOnJOOAcAAJAYwjpyTUhHLgnnAAAAEuuOcrXSrwzkjZCOXCkVioO1u6tUAgAAIPGEdeSKkI5cEM4BAACklrCOXBDSkWnCOQAAgMwQ1pFpQjoySTgHAACQWcI6MklIR6YI5wAAAHJDWEemCOnIBOEcAABAbgnryAQhHalWKhTjN+INKgEAAJB7q8vVyoAykFZCOlJJOAcAAMA4ri5XK4PKQNoI6UgV4RwAAACTJKwjVYR0pEKpUFxUuxuq3eaoBgAAAJP0Qu3WV65WhpWCpBPSkWjCOQAAANpAWEfiCelIpFKheFwYCecWqgYAAABtsiuMhHUHlYKkEdKROKVCcah2t0QlAAAA6BBhHYkjpCMxSoXiYO3uKpUAAACgS+4oVyv9ykASCOnoORNbAQAA6DGTYOk5IR09YygEAAAACXNeuVoZUgZ6QUhH1zWGQsSJOvNVAwAAgISJk2AXlauVfUpBN81SArqpMRTiV0FABwAAQDLF1V57a69fh5WCbtJJR1fUvrkN1O5WqQQAAAAps7ZcraxQBjpNSEdHlQrFvtrdVpUAAAAg5S4rVytblIFOEdLREfadAwAAIIPifnULytXKQaWg3exJR9uVCsXBYN85AAAAsifuV/er2uteHXW0nU462qb2Taq/drdBJQAAAMiJq8vVyqAy0A5COmasVCguCCNLW+eoBgAAADkTl8D2lasV02CZEctdmZFGi+/eIKADAAAgn+Lr4Sdrr4+HlIKZ0EnHtFjaCgAAAC1ZAsu0COmYksbU1n1B5xwAAACMJy6BXVSuVvYpBZNluSuTNmpqq4AOAAAAxhdfN+9tvI6GSdFJx1HVvqksqt09qRIAAAAwLeeVq5UhZWAiQjomVCoU43SahSoBAAAAM7IrjEyBPagUtCKkoyWDIQAAAKAj/qRcraxRBsYS0nEYgyEAAACg4+JgiQW66hjN4AheUioUB4LBEAAAANBp8XX3r2qvw3XU8RKddMRwbkHtbjgI5wAAAKDbYldd3KtuWCnyTSddzjXGQe8NAjoAAADohfh6/MnG63NyTCddTtW++BfV7oaCcA4AAACS5HRddfmkky6HGun8k0FABwAAAEkTu+q2KEP+6KTLEd1zAAAAkCq66nJEJ11O6J4DAACA1NFVlyM66TLO5FYAAABIPRNgc0AnXYaVCsU1weRWAAAASLvmBNg1SpFdOukyqPZFe1ztbl8QzgEAAEDWxK66BeVq5aBSZItOuowpFYorane/CgI6AAAAyKL4ev9Xtdf/A0qRLTrpMqT2BRrXpi9UCQAAAMiF/bXbIl112SCky4BSodhXu9uqEgAAAJBLl5WrFVNgU85y15RrjGIW0AEAAEB+3dPIB0gxnXQpZTgEAAAAMEYcKhGXv+5TivTRSZdChkMAAAAALcScYK+hEumkky5lal9oQ7W7JSoBAAAATGBXuVpZpAzpIaRLiVKhGL+wnlQJAAAAYApOL1crw8qQfJa7pkCjTVVABwAAAEzVk5a/poNOuoSrfSHFtHuhSgAAAAAzYPlrwgnpEqpUKC6o3e1VCQAAAKCNLH9NKMtdE6gxvVVABwAAALSb5a8JpZMuYUxvBQAAALpgW7la6VOG5BDSJUSpUDyudrevdpujGgAAAEAXvFC7LSpXK/uUovcsd02AUqG4tHb3qyCgAwAAALon5hB7G7kEPSak67HaF8Ka2t09KgEAAAD0yD2lQnFQGXrLctceqn0BxGkqC1UCAAAASID95WplgTL0hpCuB0qFYjzhY0BneSsAAACQNK+3T133We7aZY113nuDgA4AAABIprhPXb8ydJeQrotqJ/hAsP8cAAAAkHwbGvvo0yWWu3ZJ7cQeqt0tUQkAAAAgRXaVq5VFytB5QroOKxWKx9Xu9gXLWwEAAIB0eqF2W1CuVg4qRedY7tpBjQERvwoCOgAAACC9Yq7xq1Kh2KcUnSOk65BRAyIAAAAAsmCrgRKdI6TrAAMiAAAAgIwyUKJD7EnXZrUTdUvt7lKVAAAAADJsW7la6VOG9tFJ10alQnE4COgAAACA7FtSKhT3KUP76KRrAxNcAQAAgJwy+bVNdNLNkAmuAAAAQI41J78uUIqZEdLNQGP0sAmuAAAAQN7tbeQkTJOQbpoaI4e3qgQAAABA3dZGXsI0COmmoXbCDdTuNqgEAAAAwGE2NHITpkhIN0WNE22VSgAAAAC0tKpUKA4qw9QI6aagcYIJ6AAAAAAmdlWpUBxShskT0k1S48S6SiUAAAAAJmWJoG7yhHST0DihlqgEAAAAwJTEoG6fMhydkO4oGieSgA4AAABgeuYL6o7uFS+++KIqjKNxAs1XCQAAAIAZe6F2W1CuVg4qxZGEdC2UCsXjanf7arc5qgEAAADQNoK6cVjuOoaADgAAAKBjYt6yr5G/MIqQbhQBHQAAAEDHCepaENI1COgAAAAAuibmL78qFYoLlGKEkC4I6AAAAAB6ZK+gbkTuQzoBHQAAAEBPCepCzkM6AR0AAABAIgznfY+63IZ0AjoAAACAxMj9MIlchnQCOgAAAIDEyXVQl9dOuuEgoAMAAABImtwGdbkL6WoHeV/tbr5zHgAAACCRYlA3nLcHnauQrlQoxgMsoAMAAABItvmNRqvcyE1IVzuwQ7W7hc5xAAAAgFSY38hzciEXIV3tgA7W7pY4twEAAABSZUlegrrMh3SNgO4q5zQAAABAKi1p5DuZlumQrnYAB4KADgAAACDtrioVimuy/AAzG9LVDlx/7W6VcxgAAAAgE5aXCsUVWX1wmQzpagesr3a3wbkLAAAAkClfbjRmZU7mQrragVpQu9vqnAUAAADIpA2NBq1MyVRIVztAx9Xu9jpXAQAAADJta6NRKzOy1kk37BwFAAAAyIXhRsNWJmQmpKsdlKHa3XznJwAAAEAuzAkZatjKREhXKhQHa3dLnJsAAAAAuTK/VChuycIDSX1IVzsQA7W7q5yTAAAAALl0aSMfSrVUh3S1A7C0drfKuQgAAACQa6tKhWJ/mh/AK1588cVUfuKNCR4muQIAAADQdHq5WknlPnXHpLjoJrmSafPOOOGl37/q+DlhzvGvPuzvTzhtfvjtV/3LCd/Hyb//xjD71a884u3VHXvCPx78hwn/73M/2Rf++df/9NKf/+8//lP4xdN/99Kfn3/q78NvDv3GgQIAACBJhmJjV7laOZi2TzyVIV1jkusc5x1JNfeUuWH28XPC8SfPC8edMDe8+nWvGTcw64XC4lOP+m8Wnr+4rR+zGQw+8/julwI/QR8AAABtFvOiodptUdo+8dQtdy0Vimtqd8udc3TbsbOPDfNOf209eDvprNMSFbpl0YHqs+F/7aqG53bvDz//4V6BHgAAAFNxR7la6U/TJ5yqkK6xAeAG5xmdMHve7HDioteF+ae/Ibzx3EVhXuFERUm4Q7/8dfjx1p1h79/8NPztrv3h+aeeVxQAAACari5XK4Np+WRTE9IZFEG7zD/npHDqOb8XFi89VydcxsUltj/7wQ/Dj7/7pAAPAAAgn1IzSCJNe9INOa+YCmEcce+9eLto+RWHvT124O3Y8kjYs/1HYf/2ZxSKVDr1otOOGCgDkHRxC4sDO5/LfR3iCo43XbDQCQH43t4dQ7XbcWmoZSo66UqF4pba3aVOfSZ6sXr6u89u+7AD8iXugzd8/w/Czs2PhUMHDikIiXbl1z7mex6QOvd88c7wxOCjua/DvDNOCJ/81ionBOB7e/dsK1crfUn/JBPfSVcqFFcEAR2jxCuPb7/6HeG8j1yiGLT3CXPhxDBv+RWHdd7Frrvt3/iO4A4AACC9lpQKxYFytTKQ5E8y0SFdrYBxXO6XnUv5Fq80Lvn4xTpG6Im4VPqiMcFd7Ljbdttfhd0P/sjEWQAAgHRYVSoUh8rVylBSP8Gkd9INOYfyZ+4pc8P5f3KZUI7Eih13V5aLIZRfftvW2+8PP9jwfd12AAAAybUlDiYtVysHk/jJJTaka+xDN8f5k33Hzj42LLp8cTj/jy4z4IHUisuvRy/BFtoBAAAkTsyZYt7Ul8RPLpEhnX3osi/uK/eHf3qlbjkya3RoF/e1e+ir94ThzTssjwUAAOituD/dinK1siZpn1jiQrrYdhjsQ5dJgjlye+6/+pXhss9/uH6Lqjv2hAe+tDHpY8oBAACy6suN/emGk/RJJbGTbsi5kh1xKet7vvRhwRyMUlh8avjkt1bVf9/sskvByHIAAIAsGardjkvSJ5SokK5UKMZWw/nOk/Q7d9k7D5uGCbQ2tsvuwbWbwmMbHrEsFgAAoLPmlArFwXK10p+UTygxIV2tMEtrd8udI+kVp7Jec1fJ8AeYgRhuNwPux7+9LTzwZ5sFdgAAAJ1xVRxcWq5WtiThk0lSJ92gcyOd3rXy3YdNtQTa46z3Lqnfothh98i6hxUFAACgve4pFYr/ulytHOz1J5KIkC62F4aRMbikRNxr7kNf/+P63lpA5zU77OIedptX3Rb2PLhbUQAAANpjsHZb2utPouchXalQ7K/dXeV8SAdLWqG34tde/7oV9d/HKbHf+PhXLIcFAACYmUtjPlWuVgZ7+UnM6uUHrxUgTtHY4FxIvhjOfe6Jm8K1D9wgoIOEiJ2sq4fX1b82559zkoIAAABM34ZGTtUzve6kG3QOJJvOOUi++PV5zYbr6r+/54t3hicGH1UUAACAqRsMPVz22rNOusY010sd/2TSOQfpdNnnPxzK1Up9oAsAAABTcmljW7ae6OVy10HHPnniQIiPfvNTwjlIuThxWVgHAAAwZT1b9tqTkM4012SKL+bj/lYmtkJ2NMO6hVecoRgAAACTs6YXH7TrIV2pUOwLprkmyqkXnVZ/ER9fzAPZdGW5WP86n3fGCYoBAAAwsasa27R1VS8GRww61skQl7Zes/mzYV7hRMXosuqOPeEfD/5DeObx3fU///yHe+v3B3Y+l5rHEPctPHb2b4VXHT8nzDn+1eGE0+aH337VvwwLz1/sACfYJ7+1KhyoPhvWX/7n4TeHfqMgAAAArQ3Wbl1d9trVkK5UKK6o3c13nHvvzP6z6xvM0167HtpRD97+99MHwoEn/zbTIcjzTz1fvz8QmsHiyETRjeHWcf9PDPZ+5+TXhOMLJ4Y3vP0tllb3SAzm49L2B9duCo+se1hBAAAAjjSnVCiuKVcrK7r1AbsW0tUe2ILa3Zcd496K3XOf+b6hENN16Je/Dju2PBL2P/mzsHf70zqRpigGe/G2J+xuGQ7F83Pe6a8Np57ze+GN5y7S5dlhFy2/IpzzoQvD2ksHwqEDhxQEAADgcMsbQd2+bnywbnbSrXFseytuHB/3pWJyYlfck/c9GvY8uFsxuiSGnvu3P1O/fe+G+w77u9iF97sXnB4WXfJ24V0bxcD+c9v/ItzzxTvDE4OPKggAAMDhBmu3vm58oK6EdI3N9i51XHvnyq99zF5hE4h7dH137SbdcQkWO/AeeerhwzrwYufdaRf9Xljy0T8U3M1QXP7+5gvOCre9/2bFAAAAeNmSUqHYX65WBjv9gbrVSaeLrkcsb22tGcrpkku3GKju2rSzfmuK00uXfPxiofQ0xD0C4wTY68/5tOWvANBBzz/19+GW961WCEiBN1/41nDeRy5RiHFsLFUOez2WYTHXGuz0B3nFiy++2NEP0BgWYS+6HohhRZzkyIjHv70tPLzmPuFDDr8OhHZTt/7qG+vLjkmuLHdIW34NAPTa7Hmzw/J7BzS8jKO6Y08eV+Gs7fQQiY6GdKVCMY6q/ZXTt/vsPzciBnMP/NlmS1ipi52liy5fbLLxJAlKkk1IBwDQGe9a+W7dcxO46eKV9e2Icur1nRwi0enlrpa59sC5y95Zn9qYV3Ep6//7yf+a528ajCOGtfGFf/PFfwyz//AzH3B1bBwxzDzuhLlHDPEAAIAsshptYltvv99rg5Gca2mn3nnHQrpSobiodneV07i78pz4+4bBVI3ezy7v4fZ4mt9PfG0BAJBVccXNh77+x/U9mjnSoV/+OnzpHSutUBtxacy7ytXKcCfeeSc76QYcu+7Ka0AnnKMd4tTYeJt7ytzwH2/5z6bFjiKoAwAgq2wVNbHBZWsMXGxRltptUSfecUdCulKh2Fe7u9Rx6548BnTCOTohLpO+5cIv5PbrajyxDv/86/9TDzIBACDtDIaY2K6HdoSNn7hVIVpbWCoUl5arlS3tfsed6qSzF10Xndl/dq6ChDgMYst1dzvwdFwMgeNNWDciLgd+4e9+mZcR6wAAZJTn9+OLS1vXf7Bsj/eji7lX20O6We1+hzFNrN0tdLy649SLTsvNpMr4zWLVomUCOrouBnW172317s28i0sB5p9zkpMCAIDUiYMhytWKgG4c93zxznD9mdcK6CZnfu01Yn+73+msDnyiuui6+A2mf92KXDzWuA4+frOwUSW9JKwbcc2G6+qb6wIAQBrE564f/eanTG4dR3XHnnpDzBODjyrG1LQ9/2prSNdIEec7Tt35JpOHbzDNbxY2qiRJYlgXz8vY3ZlXcfoVAAAkXRwMsXp4ncmt41h/9Y3htvffrCFmeuaUCsW2dk61u5NuwDHyArldNpYqvlmQWPG8jN2d8TzNo/gk59xl73QiAACQSHEwxOeeuMnk1nHEvd7jKqH9259RjJkZaOc7a1tIp4uue+KVgKxfBbjp4pU2pycV4nma1666OEhi7ilznQQAACRKHAzxue1/YXJrC/F1y/XnfNpe7+3T1m66dnbSDTg2nRevBmT5SsCB6rP1wMNGlaRJs6suXo3Km6Wrr3ICAACQCPECssEQ44urgOLrlkMHDilGew206x21JaTTRdc9/+Hm/5TZxxb3n7vlwi9Y3kpqxatRcSJSnsSu3jhlGgAAeikOhrj2gRsUYpzX2rEZxmq1jmlbN127OukGHJPOiy+Es7rMdddDO+r7z0HaxYlIcRpxnly++qMOPAAAPXudHLvnDIZo7Zb3rbbXe3cMtOOdzDikKxWKS4Muuq64YPkVmXxccYnrxk/c6gCTGXEacfxhmBdxr48z+8924AEA6JpjZx9bHwzRv26FYrSw9fb764MhDux8TjG6Y05jlemMtKOTbsCx6Lw4LGJe4cTMPa64aeX6y//cASZz4g/DOM48L87/o8scdAAAuiIOhlg9vM5giHFeY8elrd+74T7F6L6Bmb6DGYV0pUKxr3a30HHovCUf/cNMPq71HyxruyWz4jjzvCx9jU+Q4sUEAADoFIMhJhZfe8TBEF5j98z8xmrTaZtpJ92AY9CFo3zOSZnsontw7SZTXMm8uPQ1nut58Nb39DngAAB0hMEQ44uDIeLS1vjag56b0frraYd0tRNgUe1uifp33r/7wDsy95hiC+4j6x52cMmFeK7H4ShZFzfrnXfGCQ44AABtYzDExK+rb7p4pSGMybKksep0Wo6ZwQe2O2MXzJ43Oyw8f3HmHtfmVbc5uOTKX37mznDy99+Y+X0z3nD2m2xOCwDAjMXBEJ/5/g32nRtHXK2j8SWxYl42NJ3/OK1OulKheFzt7ip177w3XZC9Lf/iNFdtuORN3Bfirk9/NfOP85wPXehgAwAwIwZDTPx6Og6GENAl2qWlQnHBdP7jdJe76qLrkpPOOi1zj+mxjf/NgSWX4iCJOAo9y+ITKUteAQCYDoMhJrb+6hvDLRd+wWCIdOifzn+a1c0PxtRlcanr0z/4qQNLbg3d8p3MP8bXveX1DjQAAFNiMMT4Hv/2tvpgiHjRn9SYVnPblEO6xjjZ+erdeVnsRomtuSa6kmfxqtfGUiXTjzGLHcAAAHSGwRDjaw6G2HLd3YqRPnNKhWL/VP/TdDrpLHXtkix2o/xirw3lYdemnfXAOquy2AEMAEB7xcEQn/zOn4b+dSKGVu754p3h+jOv1eSSbv1T/Q9TCukaG98tUefuyGI3yjOPGxgB0XfXbsr047MvHQAA4zl32TvrgyHmFU5UjDGqO/bUB0M8MfioYqTfklKhuGgq/+GYKX6AfjXunn913KsUATIqTjiO7etZnVj1quPnhANB5ywAAC+LgyGuuatkaus4bnnf6nBgp+fQGdMfprAiddY03jldYk0+ZNtDX70ns49tzvGvdoABAHjJlV/7WH0whIDuSFtvv78+GEJAl0nLp/KPJx3S1U6YvmBgRNfE9flAtg1v3pHZx2Z4BAAAUXMwhH2LjxRX1lx/zqfD9264TzEyrDGAdVKmsty1X2m7Z+4pv6MIkHFx0mscp37We231CQBAtsTGk2s2f9a+c+MYXLamvgUOuRCXu26ZzD+cynLXq9SVmdJdA4d78q8ey+TjsqcmAEB+GQwxvjgYIi5tFdDlShwgcdxk/uGkOulq76xfTWmHk3//jYoAo+zf/kwmH5c9NQEA8sdgiInddPHK8PxTzytEPvXXbmuO9o9mTeGdwYzFb9bzzjhBIWCUuOQVAADSzGCI8TUHQwjocm1S+9IdNaRrtOTZMIm2ecPZb1IEGGX30JOKAABAKhkMMb4D1WfDqkXLDIYgikteFxztH01muWu/WtJOFy2/Ijyy7mGFgIZnh38edj20QyEAAEgNgyEmZjAELfTXbgMT/YPJhHRL1bH7fn3gHzL9+M7sPzs8MfioAw01hw4cChs/catCAACQCnEwRGy+4Ejx4rvn9oyj72j/YMLlrpa69vZFe5Zd9vkPh9nzZjvQAAAAKREHQ3zuiZsEdK1ew//y1/XBEAI6JnDUJa9H25NOF10PxdHMWfaRDZ9ykAEAAFJg6Y0fMBhiHPd88c5w/ZnXGgzBZPRP9JfHzOQ/01n/eDDbS17j3gXvWvlum2gCAAAk1PxzTgrXbLhOIVqIjTXf+PhXwm8O/UYxmKy+if7yaCGdpa499MzjuzM/Iee8j1xSvxfUAQAAJEccDPGhr/9xKCw+VTFaWH/1jWH/9mcUgqmaMGcbd7lrqVDsU7ve+vkP9+biccagLnbUAQAA0Htx0N/q4XUCuha23n5/zEsEdExb7fzpH+/vJuqksx9djx3Y+Vx988k8rPmPQd3r3lwIt73/ZgceAACgB+JgiGvuKtl3roX42nztpQOZH/JIV8S8bbDVX8w6yn+ix7Z/4zu5eazxKk25Wqn/YAAAAKB7DIYY38ZSpT4YQkBHm1w63l+0DOlKheKi2t18deu9nz36k9w95viDIf6AAAAAoLPiYIjYLHHWe21JP1YcDLFq0bKwa9NOxaCtxttibrxOOl10CRGXvO56aEfuHnf8ARF/UJx60WlOAgAAgDaLgyE++s1Pmdw6jpsuXlnfjsnkVjqkr9UbZ03lH9Mb//3u7+f2sfevWyGsAwAAaCODIcbXHAzx/FPPKwad1NfqjeMNjtDnmiBxakxss83zN9AY1kX3fPHO8MTgo04KAACAKTIYYnxxMMSX3rFS5xzd0jJ3O6KTbrx1sfTWA1/aqAg1l33+w/XOutiWbcAEAADA5BgMMb7BZWvqgyEEdHRTq/ytVSddn1IlT9ybLrbdnveRSxQjjEyCjT9gose/vS08vOY+k3YAAADGiIMh7DvXWtz/feMnblUIeqWvdhsa/QYhXYoM3fIdIV0LcchEcxJRXBYcuw5jqAkAAJBXcTDEh77+x/adayEubV3/wbJ95+i1vrFvaBXS2Y8uoWLr7fqrb3QVZALxB9Anv7XqpT/HKyPbvv6A0A4AAMiNhVecEa4sFxWihQfXbgqPrHtYIUiCI/K3w0I6+9ElXxwiEb+pXLT8CsWYzA+n8xfXb03xisn2b3wn7Nz8mOWxAABApsyeNzssv3fAvnMtxFVX3/j4V+w7R6LEHK5crQw1/zy2k26REiVfTP1f/drXvLTEkyn80Kr9sIoB5+iQMwZ3O7Y8EvZs/1E9BAUAAEibd618t+2RxhFXpHmtR0L1hVH70o0N6RaoTzpsue7uMPff/hv7C7RBDO7iD7OxP9AOVJ8Nw/f/IPz4u0/aqwAAAEikeWeccNiWP7wsDhmMr50hwQ5rltNJl2K3vf/m8Mnv/GmYVzhRMTrxw65W13ljuu6iZufd/id/FvZuf1q7NAAA0HUGQ4zPYAhSZMKQzvrJlLnlwi8I6rqs2XnXSrP7bv/wM9qpAQCAjjAYYnwbS5Wwa9NOhSAt5o/+w0shnaER6RWDuiu/9rHDBiTQG83uu1ZigPfTR4bre98dePJvdeABAABTYjDE+AyGIK1GD48Y3UlnqWuKbfzEreG5ZftMfU2weoBXu43XhbfroR1h9/d3hr/dtV9bNgAAcBiDIcZ3y/tWhwM7n1MI0qovNIZHjA7pjlOXdItTX+Myy2s2XKcYKRQ7Icfrhox7Kvx4686w929+KsQDAIAcMRhifFtvvz9874b7FIK0e6lpbnRI16cu6Rf3QVu1aFn4zPdv0AKdIfFYnvXeJfVbK6NDvF88/XeuIgEAQMoZDDG++PrnS+9YaWkrWfFS09zokM7QiIyI36iuP/PacO6yd1r+mhNHC/GiuEfDz37ww3q3pT3xAAAguQyGGN/gsjVhz4O7FYIseemF/DFqkV1x+evOzY/ZWJS6eAVuoqtw8WrU0//jp+GZx3eHn/9wr248AADoMoMhxhebDm57/80KQSaVCsVF5Wpl+BUvvvhic7LrVmXJLldiaIc4ofZ/7araGw8SwFRvoFvicKs4pAzoLIMhWovNBOs/WPbag6w7L054bXbS9alHxp9cbdpZuxXD0hs/MOGSSJhIc0Lt0ZbV/vx/VsP+J38Wnh3+eTh04JDCAQDAOOaeMjdc+8ANCtHCg2s31VeIQQ701W5DlrvmzJbr7g4P/NlmG5DSMUdbVhvFK/LP/WSf/fEAAMi1j37zU16XtRBX8Ky//M+9TiBP6sMjdNLlUPxGF9fymxZEr8QlehMt07M/HgAAWXbqRaeF/nUrFKIFgyHIqUXxF510OSasI6niRrlHC/LsjwcAQNrE116f+f4NBkO08Pi3t9VXfkFOLYi/NEM6m5TlWDOsi85d9s5w0fIrFIXEm+r+eH//9C8EeQAA9IzBEK0ZDAF18+MvOuk4TNyUM97i5qXX3FVyhYdUm+z+eJbVAgDQKQZDjO+eL94Znhh8VCGgplQoHndM7Zc+pWCseBXj+jOvrf9edx1ZNtGy2rik9qePDNc78fZuf9rGtQAATInBEK3FFS/f+PhXPL+Gwy3SScdRNbvr4v4JF/+XyydcXghZ0lxS20oM8Ibv/0H42aM/0YEHAMBhDIYY3y3vW+35M4wjhnQLlIHJiFc54kae8SawI+/qAd7yK8JFyw9/e9xTY8eWR8Ke7T8K+7c/o1AAADliMMT4tt5+f/jeDfcpBIyvT0jHtIwO7KIz+88O5//RZX4YkXvxayBuCDx2U+DYebfttr8KT//1U+HQgUMKBQCQMQZDtBYvYq+9dMBzYJgEy11pi7jZZ3PDz9nzZoe3X/0OP6BglNh5d2W5eNjbYnD32Mb/Fn7y3V2etAAApJTBEOMbXLYm7Hlwt0LA5BwXQ7o+daCdYtgQ25ibrcxCO2gtBneXff7DtdvLb4ub6P71nQ96MgMAkAIGQ7QWn9Pe9v6bFQKmxuAIOm9saBf3aVh0+eLwtiv/YNxN+SGv4pO80U/04vKAh756TxjevMP0KwCAhDAYYnw3XbwyPP/U8woB0yCko+ti0DB6eWwUu+3OuPxt4ZwPXWhfOxglfj2MdNt9uP5noR0AQO/EhoNrNn9Ws0ELBkPAzAnpSITYbffIuofrt6YY3L3pgoU67mCUsaFd3Nfu3uvvMkkWAKDDzl32znDR8isUYoz4fHT95X/uAjLM3JIY0i1RB5IoBndjO+6i+eecFE7/w7eFs97r1IUYYF+z4bqX/vzg2k3hsQ2PeJIEANAmcTDENXeVrPhpwWAIaC+ddKRO7BiKty3X3f3S22Lb+evPOTmc1nd6+N3zzvADlNyKV3ebV3gf//a28MCfbRbYAQBM05Vf+1hYeP5ihRhj10M7wsZP3KoQ0GZCOjIhhhDxCk68bQl3H/Z38crX715welh0ydstmyVXYrdps+NUYAcAMHkGQ7QW90de/8GywRDQIUI6Mi/+AHnkqcP3u2uKS2fnLzpJgEfmjQ7sNpYqYdemnYoCADCGwRDju+eLdx6xFRHQXkI6cq25dLZVgBc78E5++xvDSWedpsWdTLmyXKzdQqju2BO+8fGv6K4DAAgGQ4zHc0boHiEdjCN24D3/1Mjgio3hyP0W5p1xQnjdW14vxCO1CotPDauH19WXLWxedZtNfwGAXDIYYnzrr76x3tQAdIeQDqbpwM7n6rfxQrz4w/61C+eH17/1jeHfLixomSex4hPS5p4rcTpsq85SAIAsMhiita233x++d8N9CgFdJqSDDhnpxHt+wr2/mt14J5w231RaEqE5HdYTMwAgywyGaC2usFh76UA4dOCQYkAPvOKzJ/+nF5UBkiluXDv3lN+xrJaeEdYlV5av/NuYGoBOPr82GKI1w8Wg93TSQYLFzVmPtqx29rzZYW7hNfUptSe8aYEgj7Y67yOX1G+Dy9bYsw4ASDWDIVozGAKSQ0gHKRdb0eOtuaHreEHeiYteF44vnBje8Pa31AcGwFTE5SBx+cP6D5bry7gBANLCYIjx3XTxSs/tIEGEdJADMcTbc2B32BN2jzsUID55+Z2TXxPmn/6G8Lo3FwR5HCE+sb32gRtcbQUAUmPpjR8IZ713iUKMYUsTSCYhHVDXHHQx0ZJGE2uJYoC7enidfUsAgMSaf85J4ZoN1ynEGHFlxJfesdLFVkgoIR0waSbWMtqV5WJ463t01QEAyREHQ3zo639sVUgL9hiG5BPSAW3VHHQRwqNhS7j7iL8f3Y0nxEu/ZlfdLe9b3TjuAAC9cWb/2eGyz39YIcbY9dCOsPETtyoEpICQDuiq0d14rUK8Zifemy84yxXQFPnkt1aFB9duGnfPQwCATjEYojVDvyB9hHRAojQ78Z4YfLTlE7DfveB0E2oT6qLlV9SPzW3vv1kxAICuMBiiNRdPIZ2EdEBqxKuAjzz18BFPOOLeI68/5+RwWt/pnqT1WAxPP/fETTYkBgA6ymCI1qo77BcMaRZDum21m1e1QGrFJyFxE9x423Ldy0tom+Hdv//wRTrvuiguNYn71F1/zqfDoQOHFAQAaBuDIca3/uobw/7tzygEpJhOOiCzRod3o8Vls79/+dlh8dJz7V3SQZ/b/heCOgCgbQyGaO3xb2877EI1kFrbhHRA7sRls9+74b76rakZ3J33kUsUqI0EdQDATBkM0ZrBEJA9QjqA0Dq4O/Wi0yyVbYPl9w7Yow4AmBaDIVrbWKqEXZt2KgRkTAzphoI96QCOMHap7LwzTghLPn5xWHj+YsWZgnjV+5rNnw23XPgFxQAAJsVgiNYMhoBMG9ZJBzBJB3Y+FzZ+4tawMdxa/3MM7S7+zJU67SZhXuHE+pVw+6UAABMxGGJ8t7xvdf35KJBZB2NId1AdAKYuPkm67f03v/SEctHli21mPIG4VGXv3/zU0gwAoKWFV5wRriwXFWKMrbfff9iWLEB2xZBuWBkAZiYuOXhi8NH6LYr72V2++qM2OB4jPvF++q8NkgAAXjZ73uz6HraeNx0uDoawry/kytAsNQBov7iX3fVnXhtKhWJ4cO0mBRnlP9z8nxQBAKh718p316fBC+gON7hsTf25pIAO8mVWuVoZUgaAznlk3cP1sO6mi1fWr4jmXdxjJi5nAQDyK+7tW3stGs77yCWKMUocDBGfN44eXgbkxj6DIwC65Pmnnq9fEZ17ytxwzV2lXF8xjsted22y5wwA5I3BEK3FC7nrP1iuP18E8qlcrexrLnfdphwA3dEM6+Iyhjw7d9k7nQwAkCOxk3718DoB3Rhxa5T43FBAB7m2P/5iTzqAHonLGOJyhse/nc/rJBctv8JJAAA5EAdDfO6Jm0xuHeNA9dmwatGy+tYoQO7ti780Q7oh9QDojS3X3R1ued/qXD72M/vPdgIAQIYZDNFaXFFxy4VfMBgCaBqOv+ikA0iAAzufq19Jzdtgibdd+QcOPgBkkMEQrcUVFAZDAC0cjL/opANIiHglNe5HEpc+5OYJfOHE+pN4ACAb4mCIj37zU+GT31qlGKPEC7E3XbyyvoICoIWh+EszpBtWD4BkiEsf8hTUveHsNznoAJABBkO0ds8X7zQYAjialzvpytXKQfUASI71l/95bpa+Lrrk7Q44AKSYwRCtVXfsqW9n8sTgo4oBTKhcrdSb544Z9bY4XnCJ0rRXXMaVxVbvuI8C0Dlx6ev6D5bDtQ/ckP3vk4UTw9xT5rq6DAApFAdD2HfuSHEoWNxzGGAStjV/M3pwxJC6MFnxBTXQWTG02liq5OKx/s7Jr3HAASBlrwcMhjjS1tvvrzc0COiAKXhpdesxrd4IR3Ps7N9SBOiCXZt2hre+Z0/m93aZc/yrHWwASIk4GMK+c4eL25SsvXQgHDpwSDGAqXppTsSsVm+kfZ5/6u8z+bhe95bXO7jQJQ9/dUvmH+NJZ53mQANAwp160Wn17jkB3eHiyoc4GEJAB0zTUPM3L4V0tW+2Q+rSfnFfKS+ogZnYv/2Z+sbDWXby77/RgQaAhDp29rH1wRD961Yoxijx+Vlc2hpXPgBM1+g87pgxf2d4BF5QQwL99Z0PZvqq9exXv9JBBoAEMhiitZsuXmnoFdAO+0f/YWxIty8I6ZjkC2rTGKF79jy4WxEAgK6Jz/XzMGV+quJgiO/dcJ9CAO2yb/QfZo35S/vSdcCuh3Zk8nG9duF8Bxd8L2mbeWec4CADQALEwRACusMdqD4bVi1aJqAD2m1o9B+EdEzbae84QxGgi555XDcdANA5BkO0NrhsTbjlwi9kdr9xoKeGRv/hsJDO8AgvrKdi4fmL65vIAt3x8x/uVQQAoO0MhmgtrmKIgyFsOwJ0ytgc7pgW/8bwCC+sJ+20i37PNCPokl8f+AdFAADaymCIIx365a/D+g+W7b8NdNq2sW9oFdINBSFdWz3/1N9n9rG99T19Qjro1hPGA4cy/fgO7HzOQQaALjEYorV7vnhneGLwUYUAumFo7BvGC+lWqVX7xL0L4kaj8wonZu6xxf0q4mbvXlwDAEA6xMEQ9p07XHXHnvCNj3/FvnNANw2NfcPYwRH2peuQnz6S3ZkcZ/2HPgcYAAASzmCI1tZffWO47f03C+iArmqVv80a599uU6722rP9R5l9bGe9d0m9XR5guuLVawCgM+JgiE9+508Nhhjj8W9vqw+G2L/9GcUAuq1l7jZeSDekXu2V9W/85//JZQ4yMG3/eNBQDADohHOXvTOsHl6Xya13pisOhrj+nE+HLdfdrRhArwy1euN4Id0W9Wq/eKUmqxaevzjMP+ckBxk6KMsdq888vtsBBoA2P2/43BM3hYuWX6EYo2wsVcL1Z16b+YFcQOINtXpjy5CuXK3EDdReULP2evKvHsv04/vgX/yRgwwddOzs38rsY/u///hPDjAAtMmVX/tYfXLr7Fe/UjEa4tYaqxYtC7s27VQMoOfGmwcxa4L/o5uuzeKS19hanVXxScC7Vr7bgYYOed1bXp/Zx/aLp//OAQaAGWoOhoirXHjZLe9bbTAEkCT3jvcXE4V0g+rWfg999Z5MP77zPnKJZa/QIW++4KzMPrYDO59zgAFgmgyGaG3r7ffXB0N4ngEkzLhNceOGdOO13jEzw5t3ZP4xXrPhuvoTBaB95p1xQigsPjWTj23XQzscYACYJoMhjhRXL8Wlrd+74T7FAJJo6iFdwza1a6/YYv3g2k2Zf5zXbP6sgw1t9OYL35rZx/bkfY86wAAwRQZDtDa4bE19MISlrUBCbStXKwfH+8ujhXT2peuAxzY8kvnHGK/kLb3xAw42tMHsebPrS8mzau/2px1kAJgCgyGOFDvz49LWPQ+aGA8k2tBEf3m0kG5Q/dovL910Z713iUES0AbvXJHdr6P4hNqVbgCYHIMhjhSXtt508cqw8RO3KgaQBoMT/eWEIV2jBc+S1w54ZN3DmZ702hS7fwR1MLMn4zHwzqr/fvf3HWQAOAqDIVqLjQ9xaevzTz2vGEAaxKWu+yb6B7Mm8U4see2Qzatuy8XjFNTB9MRlrll+Mh4vVOzf/owDDQATMBjiSAeqz9YHQ8TGB4AUGTraPzhmEu9ksHb7slq2X9wv4fFvb8t0l0xTDOpe/brXaEOHKVh+70CmH99DX73HQQaAccTBENfcVbLv3Bjrr77RRT4grQaP9g+O2klnyWtnPfBnm3PzWOPeGbFNHzi6+LWS9SflTwya6goArcQBbAZDHC42N8TBEAI6IKWOutQ1mjXJdzaonp0RN0yPV4PyIrbpx81u45VBoLUY0GV9ScvGUsWBBoAx5p9zUv25ch5W2kxWczDEluvuVgwgzSa1ldykQrraD4pB9eyceDUoD9NeR4tXBs/sP9vBh1HiptCfe+KmzAd0cR+ZXZt2OuAAMOo5wEe/+alwzYbrFGOUe754p8EQQFYMTuYfzZrCO7xXTTsnbnpa3bEnV4/5ss9/uN4xFJ+UQN7NO+OE+qbQeVjWcu/1dzngANAQL1zH5wCFxacqRkN8XRQHQ9gaA8iIbY2t5I5qKiHdGnXtrNvef3O9nTtPYsdQfFKiq448i1PbPvmtVbl4rHE/GXvJAMDIYIjYQR8vXPOyW963uv66KG4LBJARk87TJh3SlauVodrdC2rbWWsvHcjl445PTuKTFHvVkccn5xctvyIXjzdehLCfDAAYDNHK1tvvrw+GOLDzOcUAMqVcrWyZ7L+dNcX3rZuu0y9iDxwK15/z6Vw+9vgkJT5ZiftxWAKLJ+fZc/s1NzvwAOSawRAtXv/88tf11z/fu+E+xQCyaO1U/vExU3zng7XbKjXu8A+qA4fqbd55Wf42VtyPIy6BjXtRfOPjX9HqTqa8a+W7w3kfuSR3jztu/OzKOAB5FS9Af+jrf2zfubEvLpetCXse3K0QQKa/1U3lH0+pk65creyr3W1T486LL2ZjUJdnzbBOZx1ZsPCKM+pXzvMY0MV96Gz8DEBeGQxxpHgxPi5tFdABGRcHRgxP5T8cM40PEpe86s/ughjU3XTxyvqSuDwb3Vn3/33q/6l3GkJa5LVzbvSTcPvQAZBHce/Za+4q2XdujPj65vmnnlcIIA8Gp/ofXvHiiy9O+aOUCsU4OnaOenfH7Hmzw/J7B/yAb4j7VmxedZsrbyT6SfnS1Vfl/or5geqz4ZYLv+CE6JArv/axsPD8xZl8bHF5tO5LIM3i3rP2nTvcg2s3hUfWPawQQG6Uq5VXTPX/HDPNjxW76exN1yWxc+xL71gZrtn82TCvcGLu6xHDyv51K+q/3/XQjvCXn7nTvnX0XFyS/barz83NpNajEdABkEfzzjght/tKT/ScYP3lf+75OpA309q/TEiXEvGHWnzBm+XOiemItVg4PFIPV+fohbjPzGWf/7BCjHkyLqADIE8MhmjNYAggz98Cp/OfphXSlauVg6VC8Y7ab69S9+7a+IlbwzP9u4UCLcQOpmYXU1wqNbx5hyt2dORJuI658cXu1vh9CgDyIg6HurJcVAjPBwCa7m0MXp2yY2bwQWM3nZCuB+I+PU//4Ke5HygxkRhiNoPMOFny4TX3GTjBtJ160WnhguVXWG5+FFtvvz9874b7FAKAXLBv9JHi3tHrP1g2GALIuzXT/Y/TGhzRVCoUh4JJrz310W9+Slv9FJ84PPTVe3TZMaH555wU/t0H3mFp+RRsLFXCrk07FaKLsrz9QezAeOZxy6MgD37+w73hwM7nUvd55316eytxovv//O7jCgG+l+fdrnK1smi6/3mmIV1f7W6rY9BbWuynT2hHvAr+pgsWhvP/6DJXwqfppotXumLeA/YoBbIgbdOcDYYASP/38g67rFytbJnuf57Jcte4N91QqVDcVfvtQsehd2L3yu4Hl5n+Og0xlBm9NDaKy2Of/KvHwv7tzyhQ1o53I5B725V/4GulHd977DcDQM4s+fjFigDAePbPJKCLjmnDJxHX2m5wLHqrOf017p3Vv26FgszAWe9dUr+NFtv3/+Yvh8LuB3+k4y4FYhh38r8/Jbz1PX2Wg3fI+qtvFGQDAAC8bM1M38GMQ7pytTJYKhQHar+d73j0XhxxXjse9qprs1jLej3Lh7+9ufdGHORhuV93xSDuxEWvC/NPf0NYvPRcS1W7JJ7zt73/ZoUAAAB42QvlaqX3IV3DQNBNlyjxRfTcU+aGa+4qCS866KXwroW4392Pt+4Mz+3ebyPNaYh7vrzm5H8Tjn/Da8Mbz11keWoC2HsOAACgpYF2vJO2hHSNbrqYGM5xXJIjvpi+/sxrLYHtkRiOjl0220oM857+Hz8Nz/1kX/jnX/9TPdD7zaH/m7kwJIbGx87+rfC6t7w+/PYr/0U44U0Lwsm//0YhcgrYCBYAAGBcbemii45p4yc1ULt92bFJnuYSWKPikymGVHFC40ynNDbDvtH++R/+T72TbyZOOG1++O1X/cvD3iZcy4ett98fvnfDfQoBAAAwvoF2vaO2hXQxNWzsTaebLqHii+14E9ZlUzPsg5mK+8594+NfMSQFAABgYm3rootmtfmTs6YyBWJQFzvrYpcMQFP8nrBq0bL6npYCOgAAgKMaaOc7a2tIF/emq93td4zSQVgHRPF7QPxeEL8nCOcAAAAmpa1ddNExHfgkB4JJr6nSXAZrwATkR9zDcPOq2+p7VgIAADBlA+1+h+1e7trsptvlWKVPc8DETRevrL+AB7Jn10M76kta4+RnAR0AAMC07G93F110TIc+2YHa7R7HLJ2ef+r5+gv4Y2cfGy7+L5eHs967RFEgxWLoftenvxr2b39GMQAAAGauI8sQOxLSlauVLaVCcVvtt9KdFIt7U2257u76LS6FvXz1R+sTRIHki8HcX33p7rBr007FAAAAaJ9dMffqxDs+poOfdEwVn3TssiEui7v+wZHuur5PXhjO+8gligIJI5gDAADouI5t5t+xkK5crQyXCsU7ar+9yvHLjthd1xw0MfeUuWHp6qtCYfGpCgM9cqD6bNi08tZwYOdzigEAANBZ95arlaFOvfNjOvzJx3RRSJdRce+6295/c/33MbD7j7f85zCvcKLCQIdtvf3+MHTLd+qhOQAAAF2zopPvvKMhXblaOVgqFFfXfrvKccy2GNjdcuEX6r/XYQftVd2xJzzwpY265QAAAHpnbbla2dfJD9DpTroY1A2UCsX+2m/nO575MLrDbva82eGdK95tQixMQVzC+t21m+p7QQIAANBzL5SrlRWd/iDHdOnBxAdyj2OaP4cOHHppQmwUp8ResPwKy2JhFKEcAABAoq3oxgfpSkgXR9OWCsV7a7+91HHNtxhC7HlwZFlsnBS76PLF4fw/uizMfvUrFYfc2PXQjrDt6w9YvgoAAJCCl3DlamWwGx/omC4+qJg6Cul4Sdz0/onBR+u3KC6NfdMFC4V2ZErsknts438Lw5t3GPQAAACQPv3d+kBdC+ni5nqGSDCRuDR2dGgXO+1ef87JlseSnnP4l78O27/xnbBz82P18xkAAIBUi8Mihrv1wbrZSWeIBFMSu45GL4+NYrfdGZe/LZzzoQt129FTceLq3/zlUNj94I90yAEAAGRPV4ZFjPaKF198sauPsFQoLg2GSNBGMbg7+d+fEt76nr5QWHyqgtBWcbnq8P0/CD/+7pP1ycUAAADkwmVxxkI3P2DXQ7qoVCgO1u6ucrzppLmnzA2/e8HpYdElb7dclqN6/Nvbwt6/+Wl4+q+fslQVAAAg3+4tVytLu/1BexLSRaVC8WDtbo7jTrc197qbf/obwhvPXSTAy4m4X9yPt+4Mu4eeDM8O/1wQBwAAwHj+dblaOdjtD9rLkK6/drfBcSdpYgfeaxfOD69/6xvDv11YEOKlxK6HdoTnfrIv/O/qs0I4AAAApuvqcrUy2IsP3LOQLioVinFt76WOP2kT98GbW3hNOP7keeGE0+YL8zok7gf3i73PhWce3x1e+N+/DH//9C/sCwcAAECn9GSZa9MxPX7w/bXbr5wDpE3s0oq3/dufqf3p0aP++7jEdu4pvxOO/Ve/XQ/2fvuV/yKc8KYF9b9beP7iTNeqGbT98z/8n/Dc7v31t/38h3tH/m7nc04mAAAAkqK/lx+8p510kWWv0B6xu++V817VtvcnQAMAACBHerbMtannIV1k2SsAAAAAPdLTZa5Ns5JQiUYhXnBOAAAAANBl/Un4JGYpCAAAAAA5FZe5HkzCJ5KYkK5WkLjk9Q7nBgAAAABdcEev96EbLRF70o1WKhT31e7mO08AAAAA6JAXytXKcUn6hGYlsEhLnScAAAAAdFBf0j6hxIV05WpluHb3J84VAAAAADpgdSN/SpTELXdtKhWKcY+6S503AAAAALTJrnK1siiJn9ispFasVrC47PUF5w4AAAAAbdKX1E9slsIBAAAAkAOXlauVg0n95BId0tmfDgAAAIA2WFuuVrYk+RNM7J50o9mfDgAAAIBp2lauVvqS/knOSkMl7U8HAAAAwDTEPGlpGj7RWSkq6iLnFQAAAABT0JfkfehGS01IVyvovtrd1c4tAAAAACbhTxrzDlIhTZ10MagbrN3d4RwDAAAAYAJ3lKuVNWn6hFMxOGKsUqEYU9CFzjcAAAAAxthfrlYWpO2TnpXSYvcFgyQAAAAAOFzMi1I51yCVIV1jwz+DJAAAAAAYLTWDIsZKayedQRIAAAAAjHZ1mgZFjDUrzZVvDJJY7RwEAAAAyLW1jZwotWal/QjUDsBAMPEVAAAAIK/uLVcrK9L+IFI53bUVE18BAAAAcieVk1xbmZWVI1I7IHGQhImvAAAAAPmQ2kmurczK2MEx8RUAAAAgHxaldZJrK5kK6RoTX093jgIAAABk2nmNHCgzstZJFxqjdi9zrgIAAABk0tXlamUoaw9qVhaPVO1AbYkHzDkLAAAAkCmry9XKYBYf2KysHrHGAVvt3AUAAADIhDvK1cpAVh/crCwfucaBu8M5DAAAAJBqMaDrz/IDnJX1I9g4gPc6lwEAAABSaVvWA7poVh6OZO1ALo0H1DkNAAAAkCr7y9VKXx4e6Ky8HNHGAd3v3AYAAABIhRjQLcjLg52VpyPbOLCCOgAAAIBkeyFPAV00K29HuHGAX3CuAwAAACRSzG0W5O1Bz8rpwV4QBHUAAAAASVMP6MrVysG8PfBchnSNA70gCOoAAAAAkiSXAV2U1046QR0AAABAsrw+rwFdNCvPR/7/b+/ukaNI0jAA584FECdAE1E+4gT0nABxAjRWmQizrJGsMkeYZU3rBCtOsK0TrOSX0boBnIDNnCotLYaf7lb/1M/zRFRk7K73RkME736Zn6IOAAAAoBNSQTcfcwC/jP0XoKgDAAAA2KvRF3TJL34HijoAAACAPVHQtZR0LUUdAAAAwE4p6BYo6RYo6gAAAAC2LvUuTxV0DynpvqKoAwAAANia1LccjnmL6/co6b5hoai7kwYAAADARijofuBfnz9/lsIPFFk+j8czSQAAAACsLQ1CHSnovk9Jt4Qiy2/i8VwSAAAAACu7K+vqUAw/5rrrEuIP6Sge15IAAAAAWMm1gm45SrolxR/UJB4fJAEAAACwlOu2T2EJSroVxB/WcTwuJQEAAADwQ5cKutUo6VYUf2An8TiXBAAAAMA3nbf9CStQ0q0h/tDO4vG7JAAAAAAeeNf2JqxISbem+IObxuM3SQAAAAD87XVZVxdiWI+S7hHiD28Wj18lAQAAAIzci7KursSwPiXdI8Uf4DweT+P3SRoAAADAyKQ+5Neyrm5E8Tj/+vz5sxQ2pMjyeTyeSQIAAAAYgbv4HZV19VEUj6ek27Aiy2fxeCkJAAAAYMCuy7qaiGFzXHfdsPYHei4JAAAAYKDeK+g2T0m3Be2q4d8lAQAAAAzMu7KuTsWwea67blGR5Ufx+K8kAAAAgAH4rayrmRi2wyTdFrWbTWx+BQAAAPos9RpPFXTbZZJuRyyUAAAAAHrotqyrIzFsn0m6HWkfVHwvCQAAAKAnLhV0u6Ok26H2YcXXkgAAAAA6Li2IOBHD7rjuugdFlh/GI71X90QaAAAAQMe8aN/ZZ4eUdHtUZPk8Hs8kAQAAAHTAXfyOyrr6KIrdU9LtWZHlF/F4KwkAAABgjz6UdXUshv3xJt2eeacOAAAA2LN3Crr9M0nXEd6pAwAAAHbsU2iut85FsX9Kuo4psnwWj5eSAAAAALbotqyrIzF0h+uuHRP/gEzicS4JAAAAYEvOFXTdY5Kuo4osT39Y/isJAAAAYIN+K+tqJobuUdJ1XJHl6Z2655IAAAAAHuEuNO/PfRRFNynpeqDI8rN4/CEJAAAAYA3vy7o6FUO3Kel6wvVXAAAAYA2ut/aEkq5nXH8FAAAAlmB7a8/Y7toz7R+wd5IAAAAAvsP21h4ySddTRZYfxiNN1T2RBgAAABB9it+krKsbUfSPkq7niiy/iscrSQAAAMCoXZd1NRFDf7nu2nPxD+BxPF5LAgAAAEbrtYKu/5R0AxD/IKZpuqfxu5UGAAAAjMZd/J62vQA957rrwBRZfhqPPyUBAAAAg5aWQ5yJYTiUdANUZPlBPObBUgkAAAAYmrQc4qisq7kohkVJN2BFll/E460kAAAAYBAuy7o6EcMwKekGrsjyo3jMgqk6AAAA6LMXZV3diGG4lHQjUWT5NB5vJAEAAAC98qGsq2MxDJ/triPRjsO+kAQAAAD0xm8KuvEwSTdCRZan1cyvJAEAAACddF3W1UQM42KSboTaFt5UHQAAAHTPCwXdOJmkGzlv1QEAAEAneHtu5EzSjdzCW3WfpAEAAAB78UJBh0k6/q/I8ot4vJUEAAAA7MRlOzwDSjoeKrL8IB7z+D2RBgAAAGxFus12VNbVXBTcU9LxTUWWn8bjT0kAAADARp2XdXUmBr6mpOO72qm6WfyeSwMAAAAe5TZ+k7KuPoqCb1HS8VNFlk/i8R9JAAAAwFpel3V1JQZ+REnH0oosn8bjjSQAAABgKR9sbWVZv4iAZbUbZ34NzQOXAAAAwLelfze/UNCxCpN0rKXI8pN4/CUJAAAAeOBdWVcXYmBVSjoepcjyWTxeSgIAAICRuy3r6kgMrMt1Vx4l/gU0iceL4AosAAAA43R/tVVBx6OYpGNjXIEFAABgZFxtZWOUdGxckeVprfQrSQAAADBQ1+3NMtgY113ZuHZ7zdPgCiwAAADDkv6d+6uCjm0wScdWFVmeCrt/SwIAAICe+72sq6kY2BYlHTtRZHm6o/9WEgAAAPTMZVlXJ2Jg25R07FSR5TfxeC4JAAAAOu42fpOyrj6Kgl1Q0rFzRZYfxiOVdU+kAQAAQMekd+dSOXcjCnZJScfeFFk+icd/JAEAAEBHeHeOvVHSsXdFlp/E4y9JAAAAsCfnZV2diYF9UtLRGUWWT+PxRhIAAADsiKUQdMYvIqAr2r8Yn4bmcU4AAADYlvTvzqcKOrrEJB2dVGT5QTxmwSZYAAAANicthTgq62ouCrpGSUenFVl+FJqyziZYAAAA1mVjK52npKMXlHUAAACsycZWekFJR6/YBAsAAMCSlHP0ipKOXlLWAQAA8B3KOXpJSUevFVl+Fo8/JAEAADB6l7a10mdKOgahyPJpPN5IAgAAYHSUcwyCko5BUdYBAACMhnKOQVHSMUjKOgAAgMFSzjFISjoGTVkHAAAwGMo5Bk1Jxygo6wAAAHpLOccoKOkYFWUdAABAbyjnGBUlHaOkrAMAAOgs5RyjpKRj1IosT3/x/yUJAACAvVPOMWpKOgjKOgAAgD36vayrqRgYOyUdLFDWAQAA7IxyDhYo6eAbiiw/iscsfk+kAQAAsDGf4jcp6+pGFPCQkg5+oC3rpvF7Lg0AAIC1KefgJ5R0sIQiyw9CM1mnrAMAAFjebWjKuY+igB9T0sGKiiyfxuONJAAAAL7LplZYkZIO1mTJBAAAwD+cl3V1JgZYnZIOHqnI8kk8roIlEwAAwDil9+ZOyrq6EgWsT0kHG1Jk+WFoyjrv1gEAAGNwF79jyyBgM5R0sAXerQMAAAbsQ2gm5yyDgA1S0sEWebcOAAAYkHdlXV2IAbZDSQc7UGT5UTxmwbt1AABAv6T35iautML2Kelgh4osP4jHNH6vpAEAAHTYdWjem3OlFXZESQd74iosAADQQa60wp4o6WDP2quw02ArLAAAsB+2tEIHKOmgQ2yFBQAAduiyrKsTMUA3KOmggyyaAAAAtiQtgkhTczNRQLco6aDD2kUT6T0I03UAAMBjfIjfiUUQ0F1KOuiJIssn8bgKpusAAIDlpKm5VMxdiQK6T0kHPWO6DgAA+AlTc9BDSjroMdN1AABAy9Qc9JySDgaiyPI0XfdWEgAAMCqX8Ts1NQf9p6SDgWk3w07j91waAAAwSHeh2dB6IwoYDiUdDFiR5afx+FMSAAAwCO/KuroQAwyTkg5GoF02MY3fK2kAAECvXIdmas51Vhg4JR2MTHsdNj0m+0waAADQSek6a1oCMRMFjIeSDkasyPKTeKRxedthAQBg/1xnhRFT0gH312HPgu2wAACwa7azAn9T0gEPFFl+GJr3615KAwAAtuI2NO/MzUUB3FPSAd/l/ToAANgY78wBP6SkA5ZSZPlxaCbsvF8HAADL+RSaYu5KFMDPKOmAlRVZfhqaN+wUdgAA8FAq5s4sgABWpaQDHqXI8rN4/CEJAABG7rysqzMxAOtS0gEbo7ADAGBk3pd1dSoGYBOUdMBWKOwAABio96G5zvpRFMAmKemArVPYAQDQc4o5YOuUdMBOKewAAOgJb8wBO6WkA/bGllgAADokbWW9UMwB+6KkAzqhyPLjeEyDwg4AgN1JxVy6xnohCmDflHRA5xRZPglNYfdMGgAAbNhd/E7KupqJAugSJR3QaUWWH4amsHspDQAA1nQdv9Oyrm5EAXSVkg7ojSLLD0Lzht1baQAA8BOXoSnmbGQFekFJB/SWxRMAACzwvhzQa0o6YBDad+zOgmuxAABjchuaabmZKIC+U9IBg+NaLADAoL0PzcSca6zAoCjpgMErsvw4Hunag22xAAD9k7axpmm5K1EAQ6akA0alnbJLhd0baQAAdFZa+pCm5eaiAMZCSQeMWvuW3TSYsgMA2CfTcsDoKekAWu2U3Wn72RgLALBd5/G78LYcQENJB/AdRZYfhmbKzsZYAIDHuw7NtNyNKAD+SUkHsCQLKAAAVpKusKZ35aaiAPg5JR3AmoosT9diz4KrsQAAyafQ/B+arrACrEFJB7AB3rMDAEZIKQewQUo6gC1oS7uz+L2VBgAwIJehucI6FwXAZinpAHagXUJxFr830gAAekQpB7AjSjqAPXA9FgDoKKUcwJ4o6QA6QGkHAOyBN+UAOkRJB9BRRZafhOaK7DNpAAAbcBeaKbmpKAC6R0kH0BNFlk9CU9q9lAYAsITr0JRyM1EAdJ+SDqCn2mUU6XrsSXBFFgDGLl1dvQrekwPoLSUdwIC0V2TTZ9oOAIbtNjRvyU1FATAMSjqAATNtBwCDkKbkpqEp5ebiABgmJR3AyLRv26Xi7pU0AKCTPoSmkJuJAmA8lHQAuCYLAPvj2ioAf1PSAfAPRZYfxOM4NBN3zyUCABtxF7+L+E3LuvooDgAWKekAWIriDgBWopADYCVKOgAexVVZAGiurMbvSiEHwLqUdABsXJHlaeLu/rNVFoAhuQxNGXclCgA2SUkHwE4UWX4YvlyXfSYRADouXVedhua66lwcAGybkg6AvTJ1B8CefYpfmoozHQfAXinpAOichSUV6XslEQA25EP4Ush5Ow6ATlHSAdAbyjsAlqSMA6B3lHQA9N5X5d0kuDYLMBbKOAAGQ0kHwKAVWX4Uj5PQFHgWVgD0T1rgcF/EzcQBwFAp6QAYpYXpu0mwtAJg39LyhlkwFQfAiCnpAOArRZYfhi/lXToVeACPt1jEzcq6mosEAL5Q0gHACtoJvEn4UuC5QgvwRbqaOms/E3EAsAIlHQBsUPsG3mThM4UHDMn9NNzfX1lXNyIBgM1Q0gHADinxgI5TwgHAnijpAKBD2vfw7ou8dL6UCrBBt+FLCXfjXTgA6A4lHQD0zEKRt1jmmcgDrkNbvgUFHAD0jpIOAAaqvVq7+JnKg35K5dtN+FK+uYIKAAOkpAOAkWs31i6WeYdBoQfbloq3eXhYvtmECgAjpqQDAFbSXrdN3yR+iwWfK7eMVVq2kIq2efvN0um6KQCwCiUdALB1C9N6h199yj265Ouy7f4z5QYAbJ2SDgDovIXpvfuyL7TnQfvfP5PS6N2FplBLZu2ZCrdUrplqAwA6T0kHAIxSu1jjoP2Ph+0XwsMi8P5/UwI+3mKJltwXaKE9/78MoayrmbgAgLH5H4eCqg+kH9X6AAAAAElFTkSuQmCC", "contentType": "image/png", "width": 20, "height": 20, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 1998036.136899568, "ymin": -4001255.8608185076, "xmax": 3566843.46425268, "ymax": -2553247.2025489775, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "SEZIDZF.Town_Name", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "SEZIDZF.OBJECTID_12", "type": "esriFieldTypeOID", "alias": "OBJECTID_12", "domain": null }, { "name": "SEZIDZF.Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "SEZIDZF.OBJECTID_1", "type": "esriFieldTypeInteger", "alias": "OBJECTID_1", "domain": null }, { "name": "SEZIDZF.OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID", "domain": null }, { "name": "SEZIDZF.Point", "type": "esriFieldTypeInteger", "alias": "Point", "domain": null }, { "name": "SEZIDZF.Povince", "type": "esriFieldTypeString", "alias": "Povince", "length": 254, "domain": null }, { "name": "SEZIDZF.Town_Name", "type": "esriFieldTypeString", "alias": "Town_Name", "length": 254, "domain": null }, { "name": "SEZIDZF.IDZ", "type": "esriFieldTypeString", "alias": "IDZ", "length": 254, "domain": null }, { "name": "SEZIDZF.Adress", "type": "esriFieldTypeString", "alias": "Adress", "length": 254, "domain": null }, { "name": "SEZIDZF.X", "type": "esriFieldTypeDouble", "alias": "X", "domain": null }, { "name": "SEZIDZF.Y", "type": "esriFieldTypeDouble", "alias": "Y", "domain": null }, { "name": "SEZIDZF.PORT_NM", "type": "esriFieldTypeString", "alias": "PORT_NM", "length": 254, "domain": null }, { "name": "SEZIDZF.PORT_TYPE", "type": "esriFieldTypeString", "alias": "PORT_TYPE", "length": 254, "domain": null }, { "name": "SEZIDZF.OBJECTID_2", "type": "esriFieldTypeInteger", "alias": "OBJECTID_2", "domain": null }, { "name": "SEZIDZF.ID", "type": "esriFieldTypeInteger", "alias": "ID", "domain": null }, { "name": "SEZIDZF.LOCATION", "type": "esriFieldTypeString", "alias": "LOCATION", "length": 60, "domain": null }, { "name": "SEZIDZF.PROPOSAL", "type": "esriFieldTypeString", "alias": "PROPOSAL", "length": 100, "domain": null }, { "name": "SpecialEconomicZones_AddSpatialJoin.OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID_12", "domain": null }, { "name": "SpecialEconomicZones_AddSpatialJoin.Join_Count", "type": "esriFieldTypeInteger", "alias": "Join_Count", "domain": null }, { "name": "SpecialEconomicZones_AddSpatialJoin.TARGET_FID", "type": "esriFieldTypeInteger", "alias": "TARGET_FID", "domain": null }, { "name": "SpecialEconomicZones_AddSpatialJoin.DistrictMunicipality", "type": "esriFieldTypeString", "alias": "District Municipality", "length": 100, "domain": null }, { "name": "SpecialEconomicZones_AddSpatialJoin.Metropolitan", "type": "esriFieldTypeString", "alias": "Metropolitan", "length": 100, "domain": null } ], "geometryField": { "name": "SEZIDZF.Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID_12", "fields": "SEZIDZF.OBJECTID_12", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "SEZIDZF.Shape", "isAscending": true, "isUnique": false, "description": "" }, { "name": "FDO_OBJECTID", "fields": "SpecialEconomicZones_AddSpatialJoin.OBJECTID", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": false, "supportsExceedsLimitStatistics": false, "supportsAdvancedQueries": false, "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": false, "supportsPercentileStatistics": false, "supportsHavingClause": false, "supportsOrderBy": false, "supportsDistinct": false, "supportsCountDistinct": false, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": false, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": false, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 8, "name": "Heritageroutesites", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "25c968efc8ca01146acbbe2863dc42b6", "imageData": "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", "contentType": "image/png", "width": 17, "height": 26, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": [ { "labelExpression": "[Sitename]", "labelPlacement": "esriServerPointLabelPlacementAboveRight", "deconflictionStrategy": "dynamic", "removeDuplicates": "none", "stackLabel": false, "useCodedValues": true, "maxScale": 0, "minScale": 0, "name": "Default", "priority": 8, "symbol": { "type": "esriTS", "color": [ 0, 0, 0, 255 ], "backgroundColor": null, "borderLineColor": null, "borderLineSize": null, "verticalAlignment": "bottom", "horizontalAlignment": "center", "rightToLeft": false, "angle": 0, "xoffset": 0, "yoffset": 0, "kerning": true, "haloColor": null, "haloSize": null, "font": { "family": "Arial", "size": 11, "style": "normal", "weight": "normal", "decoration": "none" } } } ] }, "defaultVisibility": false, "extent": { "xmin": 2045093.0007282065, "ymin": -4016377.692202638, "xmax": 3478170.5880274097, "ymax": -2589796.273434693, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Sitename", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "Obid", "type": "esriFieldTypeString", "alias": "Obid", "length": 254, "domain": null }, { "name": "Sitename", "type": "esriFieldTypeString", "alias": "Sitename", "length": 254, "domain": null }, { "name": "Province", "type": "esriFieldTypeString", "alias": "Province", "length": 254, "domain": null }, { "name": "District", "type": "esriFieldTypeString", "alias": "District", "length": 254, "domain": null }, { "name": "Municipali", "type": "esriFieldTypeString", "alias": "Municipali", "length": 254, "domain": null }, { "name": "Lat", "type": "esriFieldTypeDouble", "alias": "Lat", "domain": null }, { "name": "Long", "type": "esriFieldTypeDouble", "alias": "Long", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 9, "name": "Infrastructure projects 2019-2020", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "uniqueValue", "field1": "Sector", "uniqueValueGroups": [ { "heading": "Sector", "classes": [ { "label": "Economic", "description": "Economic", "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 230, 152, 0, 255 ], "size": 15, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": null }, "values": [ [ "Economic" ] ] }, { "label": "Economic Services and Infrastructure", "description": "Economic Services and Infrastructure", "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 168, 112, 0, 255 ], "size": 15, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": null }, "values": [ [ "Economic Services and Infrastructure" ] ] }, { "label": "Justice, Crime Prevention and Security", "description": "Justice, Crime Prevention and Security", "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 255, 0, 197, 255 ], "size": 15, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": null }, "values": [ [ "Justice, Crime Prevention and Security" ] ] }, { "label": "Social", "description": "Social", "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 197, 0, 255, 255 ], "size": 15, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": null }, "values": [ [ "Social" ] ] }, { "label": "Social Services", "description": "Social Services", "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 255, 255, 0, 255 ], "size": 15, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": null }, "values": [ [ "Social Services" ] ] } ] } ], "uniqueValueInfos": [ { "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 230, 152, 0, 255 ], "size": 15, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": null }, "value": "Economic", "label": "Economic" }, { "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 168, 112, 0, 255 ], "size": 15, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": null }, "value": "Economic Services and Infrastructure", "label": "Economic Services and Infrastructure" }, { "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 255, 0, 197, 255 ], "size": 15, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": null }, "value": "Justice, Crime Prevention and Security", "label": "Justice, Crime Prevention and Security" }, { "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 197, 0, 255, 255 ], "size": 15, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": null }, "value": "Social", "label": "Social" }, { "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 255, 255, 0, 255 ], "size": 15, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": null }, "value": "Social Services", "label": "Social Services" } ], "fieldDelimiter": ";", "authoringInfo": { "colorRamp": { "type": "multipart", "colorRamps": [ { "type": "algorithmic", "algorithm": "esriHSVAlgorithm", "fromColor": [ 255, 255, 255, 255 ], "toColor": [ 225, 240, 233, 255 ] }, { "type": "algorithmic", "algorithm": "esriHSVAlgorithm", "fromColor": [ 225, 240, 233, 255 ], "toColor": [ 187, 196, 155, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 194, 207, 171, 255 ], "toColor": [ 130, 158, 104, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 130, 158, 104, 255 ], "toColor": [ 114, 133, 90, 255 ] } ] } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2050440.6777464268, "ymin": -4028933.0798414866, "xmax": 3453141.625036943, "ymax": -2669045.256450451, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Projname", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "Sphere", "type": "esriFieldTypeString", "alias": "Sphere", "length": 254, "domain": null }, { "name": "Department", "type": "esriFieldTypeString", "alias": "Department", "length": 254, "domain": null }, { "name": "Sector", "type": "esriFieldTypeString", "alias": "Sector", "length": 254, "domain": null }, { "name": "Projname", "type": "esriFieldTypeString", "alias": "Projname", "length": 254, "domain": null }, { "name": "Projdes", "type": "esriFieldTypeString", "alias": "Projdes", "length": 254, "domain": null }, { "name": "Lat", "type": "esriFieldTypeDouble", "alias": "Lat", "domain": null }, { "name": "long", "type": "esriFieldTypeDouble", "alias": "long", "domain": null }, { "name": "Nofinvest", "type": "esriFieldTypeString", "alias": "Nofinvest", "length": 254, "domain": null }, { "name": "Infratype", "type": "esriFieldTypeString", "alias": "Infratype", "length": 254, "domain": null }, { "name": "Currprojec", "type": "esriFieldTypeString", "alias": "Currprojec", "length": 254, "domain": null }, { "name": "SIPcategor", "type": "esriFieldTypeString", "alias": "SIPcategor", "length": 254, "domain": null }, { "name": "Totprojcos", "type": "esriFieldTypeString", "alias": "Totprojcos", "length": 254, "domain": null }, { "name": "FYear", "type": "esriFieldTypeInteger", "alias": "FYear", "domain": null }, { "name": "BudPhase", "type": "esriFieldTypeString", "alias": "BudPhase", "length": 254, "domain": null }, { "name": "Projectslu", "type": "esriFieldTypeString", "alias": "Projectslu", "length": 254, "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 10, "name": "21 Key Government projects", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "uniqueValue", "field1": "Govprojects21.SymbolID", "uniqueValueGroups": [ { "heading": "", "classes": [ { "label": "Energy", "description": "Energy", "symbol": { "type": "esriPMS", "url": "3a555c4bb21a82a3794c24c4b0754f01", "imageData": "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", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "0" ] ] }, { "label": "Energy", "description": "Energy", "symbol": { "type": "esriPMS", "url": "43a4eeea1ca3875d02204f51c3e252f6", "imageData": "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", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "1" ] ] }, { "label": "Higher Education", "description": "Higher Education", "symbol": { "type": "esriPMS", "url": "591b848ce99263e052784f8d4a9209a9", "imageData": "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", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "2" ] ] }, { "label": "Health", "description": "Health", "symbol": { "type": "esriPMS", "url": "64bb398f790be7c833d2e4497bbf1518", "imageData": "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", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "3" ] ] }, { "label": "Transport", "description": "Transport", "symbol": { "type": "esriPMS", "url": "7c75d9e08f46023a92b2029c84bb2995", "imageData": "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", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "4" ] ] }, { "label": "Water", "description": "Water", "symbol": { "type": "esriPMS", "url": "a999ee5ecf8a933ce09e4c22ab9ed283", "imageData": "iVBORw0KGgoAAAANSUhEUgAAADgAAAA4CAYAAACohjseAAAI7ElEQVRoge2af4gcZxnHPxuHOuJYhnYjY1l1lSldZJEVtvXQLWzT/JGDQK6Q2JO0UDGQK9xSIamX+6OkPStcSA4qG2ik/SOYBE96kAiRyx8XvJBTN96WjnbBC05xNYsOzVSGMjbTOnb8Y2Y2c/v716UR/MKwd/PO+77P9/3xvM/zvA/8H//biG1Fo57nqcDjQBpIAarjOHFRFCUAx3FsURRNQAc2gApwORaL6Vshz0jgeV7G87zjnufd8AbHjaCNzKjkGnoGPc/bBfwIyIbvDMdhtWZQMiyuWxa6bWM5LrbrACAJIrIooEoSD8kyY4pMPqGgiGK06TLwQiwWuzSMfAMT9DxvDCgSEDMdh0W9xi/0KmuGOVCbOSXOk2qSSTVB/DbZMlCIxWKlQdrsm6DneSJwHJgGMGyHE9oGP93QsV13EBmaIAkCB1MqhzMpFKlO9CTwfCwWc/ppqy+CgfL4OcGsndA2eKlcGRmxRkiCwNFsmsOZVPiqDHy3H2XUM8FgSS4Dsm7Z7FtZQzOtvgQeFJm4zBs7c6iyBGAB470u2Z4IBorkPCBeqNZ4eqW0ZbPWDpIgcGbnGBPJBIADPNGLAupKMJi5XwPiqQ2dZ1fLQws7DF7NZ5lKqeCTfKzbTHYkGOy5dUC+G8iFiJC0gIc77cm2BANteRXIXqjWeOLS2sgFHQbnd+XC5VoGHm2nXbd1aOM4kNUtm6dXBjqCthRPr5TQLRt8jX683XctCQb7bhpg38raHVcovcB2Xfat1FfVdCBzE9rNYBH8c+5OHQWDQDMtTmgb4b/FVt80EQyOhKxhO7xUrnTtRJUlZjIp9vj7oQk5Jc5MJhWeYZsQF0WeS7ev2wteKlcwbAcgG8i+CU1KxvO8dSB7eE1jobLRWNwk4J8md9XtxkW9Ss2+vddFQWA6rQK+rXp6o7qp/kQyUSd+sqJTWBtMSx9KpziRywCUY7HYw9GyTQQDN+Ut03H4ytmLXffec+kUr+RG49nYrsvnXl8aqK4kCPzlqd3hQH8jFotpYVnjEt0PsKjXelIsVdtuErLx6VQehWH3ZUM3tbuo1zZxCNE4gzeAxKMXVnp2eYq5LM+kkpQNk30rJUzntqCSIPDW3l2ossRqzeCxi6ub6u5JJng9n8VyXL63WhrYzQJ/r1+d2AlQi8ViX2wiGFgtfzYchy+cvjBwR40ID+QXy5WelNYw+MczE6HT/GBo3QiR8scBVmvG0B1l4jL71SQAaVkGIK/Ekcb8/XpOr27J8bNaM5j0+30cP96ziWAaoGQM33HEtakjn1DIJxTA154PLl4cup9GlAyLSV9pp8N3UYIpgOtWbwQFoX2Z2KkQUCSxbf1hjKaI7HUPOdqNCqA3aMZ2+PeByYEFkQShbX3bdSkbJq9UdH5ZrbX8ph0isqvhH/VjwnGcOIDlfLJ2pyQI5BMKF3bleDWf7V4hglD2kAtECIZB2TC0dzdgKqUyczse0xWh7CEX6Owu3RX4QR8EWyG6RG3wg7J3ExRRbGmot0Ioe8gFIgRd17UBZLGzBvwkIHXRyiFC2UMuECFo27YBoEq9jdbdiFD2kAtEjgnDMGqKomQekmUu9WDNHClpbcsOpNSOy0q3bF7f0EnKUhg8GgkeCqwmwzDq50udoOu6ZWD3mCLzkx5MxmNae1/xD6bF8u582/LCWrk+iIoohsGjoTGm+AQDLkBkia6srFwD6ubUMLhUM6KhhE24UK1tWiGNTvAwCGUPuUCE4OzsrO44jqmIIjkl3qJ6f3i+pHGkpNXdp5rt8GK50hShS/aw5w+muy/jnBJHEUUcxzFnZ2frcdKoejIqlcpaNpudeFJNDuWbhTimbXBM20AShLYOdCreneDeZIJn6RzOeDLwXiqVyhrQrGQAe2lp6VI2m52YVBPMlrSRhQs7tfNCqULVsjsa6Je7KD1JEJhU/X28tLR0CagfE41BJ/XmzZvL8Xhc7SXotBUItW8Q1O0JYdDJNE19+/bt4wS+IDSbaubi4uJZgMOZVM8H7CjxWi7La7nejWxJEOr3h4Hsm/ZWI0GrUChcNk1TVySRo9k0dxJ7kom6Y9xrrPRoNo0iiZimqRcKhcv4FzJ1tDK29fn5+VPgz2ImLg8teC+QBIGTkZk7mct2XUGZuFyfvUDmplumVgSNhYWFa5qmXQQ//HAnlur3UyqJ2/fxJCSRQx08CUkQeGNnDgBN0y4uLCxcI6I9Q7Rzlyrj4+OnLcvSVVnizM6W9xojxeEWZKbTatvBPbNzDFWWsCxLHx8fP42fTNSEdgQtwzDemZ6ePgFYE8lE3951v2hFIy62dt1ezWdD886anp4+YRjGOzTsvRCf6tCn8fbbb38G+Fsul8s98vm4oEgiv6r+vU/Re4P+vs3u5APcs80fc9t1+eFv/8hV491N34W3u67rOnNzcy8Xi8U3gd+3a7fbHb0E5IrF4jenpqaOCIKwpUkIcVHk24GZ+BvDbIqSh0kIrus6p06dmi8UCteANSIHeyM6zSDAR4C9vLz8n23btm3k8/lsSr5X/M5Xv8RV412MD0Ybv/nAdbluvc91630+iAxgJi5zefcOvuWTt+bm5l6emZl5E9CAf3ZqsxtB8EfHvnLlSkzX9fKOHTtSD8j33jf1NV8B/M4w+ejjj4eg1R6SIPDjR77Oz3aMcZ94D5Zl6QcOHJgrFovX8cl1dVz7yXRSgIyiKJ9dXl5+JpPJ7IY7l8qladrF8fHx04Zh/IseyUH/uWoSkAHuP3TokHrkyJGpeDyuwtYl45mmqc/Pz59aWFjQgffwyfVsqA6abZgBvgxQLBYzk5OTT4VEYTTplKZp6ouLi2cLhUIYG/lrQO6OQQZywB5gz8zMzMH19fXzt27dujloNuytW7durq+vn5+ZmTkYthv0MbC9OIqUZgX/LuD+8MX+/fuVvXv3ZpLJZEJRlIQkSYogCFI0pdl1Xdu2bcMwjFq1Wq0tLS1p586di+6r9/Bty6Hu80aZsy0DcXyynx6wjQ/xSZm0sUz6xZYkpeMrIyX4DR+4TfzD4NeOPAZ9KI9e8V+Q6VRrYUg77QAAAABJRU5ErkJggg==", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "5" ] ] } ] } ], "uniqueValueInfos": [ { "symbol": { "type": "esriPMS", "url": "3a555c4bb21a82a3794c24c4b0754f01", "imageData": "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", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "0", "label": "Energy" }, { "symbol": { "type": "esriPMS", "url": "43a4eeea1ca3875d02204f51c3e252f6", "imageData": "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", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "1", "label": "Energy" }, { "symbol": { "type": "esriPMS", "url": "591b848ce99263e052784f8d4a9209a9", "imageData": "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", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "2", "label": "Higher Education" }, { "symbol": { "type": "esriPMS", "url": "64bb398f790be7c833d2e4497bbf1518", "imageData": "iVBORw0KGgoAAAANSUhEUgAAADgAAAA4CAYAAACohjseAAAHM0lEQVRoge2ab2hb1xnGf7J0JUVoxtGEqYWTic0xWckcxUpcF0wn6JfA0uJSew3FhWUNrK7G2KBbMnAowSaQdpBtxB0JDvmQMJzGJe3GQmBeazxDUxO5QYQtuJ6nJalqNHGXGaHYsu7uPpx7lWvZsv5atcYeMFyde865z+P3nPc9f174P2obps3oVFXVFuAgsAvYA3iBBsCuVVkCHgIR4A7wGXDDZDLNbQafikBVVZ+qqr9SVfVztXR8rvXhqxSvsi2oqupB4CTQkSlcjKFEJlAefAzxu6Tjc7D0ENIJ8d7iBHsDFncLuHdjbn4aszcA9Y3GrqeBN00m041y+JUsUPsvn0MXlpRR7oyyfPsS3L9ZWqc7OrH5XsG85zA4XHrpNPADk8l0u5QuixaoqqodOA38CIDFKKmpt0nfGoGVRCkc1kJyYtl/FGvXT6Heo5f+GjhmMpmWiumqKIGa83gPaANQJt9ieWKwcsKyITmxBU5gfuZnekkYeLEYZ1SwQFVVO4E/AC7kWZKjL8EXJY2a4tHkw3H4CrhaAWTgOyaTqaB5UJBAzZG8BziU8Lssv//q5lktFyQntu4LmNu+C5BEWDKvA8orULPcnwCHMv0Oy78Pls21HNieG8bc8ToIkc/ms+SGArU59wng2gridBhEysBTG83JnAI1b/kJ0KaE32X56ksVJ1oObL1X9OEaRohc17vWbdDHaaANeVbMuS2G5fdfBXkWhEc/naveuhbUgvinAMl39uX1lrbeK5i9XavKkr/8BqwUGLIkO44f/21VkRKZyj9qmnw4Xv9U/7VvvcWAJUfTcyDiXEGhwOk2BuTSkN3e6c7f5ovbKJNv6XHyHPBUdpU1Q1QLCR0sRkUQ3+JYnhiExShAh8Z9FdabgycBUlNvVz/WlYKVhOAqcDL79SqB2tzrICmLtWWNIH1rBJIyCCuu2mplW/AIgHJntDasp2MlITgLHDG+yhbYA4gtT43BwLnHWJ4RqK1aPCzGSt/PfZm4fxMWYwAeTQuw2oIHAZTIRHWJVRAG7hlvahS4CxDHDDUKA/dd+oNR4B4A4nerx6jSeMx9j/5gXMl4AXFAVAFYWtbE3E1HOj6HVTx6MzwM7xsAcfpVAVhfvlaRforCY+4N+oNxiIpjrHQNxb9sPOaeOZLbaLv0P4GMwFQqlQTEoWytQuOe0YJhDlqt1gXg69gb4FG87G+lfvtCUfUrMmftYuppWgCDwGg0mvB4PFjcLaT/Vb4nTc/dKGrDay37i4irAIQWvSwzROPx+AMA3Lsr8KkvCRr3jBYMAtPp9C0Ac/PTVedVKejcdS1gEDg+Pv4xIG55ahQ6d10LGAQeO3ZsDohS3wg7OqtOrmzs6NSv36KaFmB1HFyYmZm5BWDzvVJlduVD56xpyHhRo8DEtWvX/gyI+zmphuKh5BScAU3DWi8KMDQ0NB6LxWZxuLDsP1pdkmXAsv8oOFzEYrHZoaGhceO77KXavbGxsVFAXD7WghUlp+AKaNzvGV9nC5SDweBHsizPU+/BFjhRJZalwxY4AfUeZFmeDwaDHyEuZDJYb7F998yZM78BxIlxUwEJD4m4OHw1/hWL7PaJApaLTb7M7a/Gec1uPdftUiAUCv2kvb39eeRZkmf9W+8YUXLi+GEIXK3MzMz8zu/3nwEmsqvl2i6F/X7/RVmW53G1Yuu+sKlcS4Gt+wK4WpFled7v919EXKOtgTlH+0eAPRqNRg8dOhSQPG1SnbMRZfb6phEuBrbnhjG3f49UKpXs7+8fDIfDYeDv69XNJRBgIRwOu4C/dHV1dUk7O7eESP12N5VKJQcHB988e/bsXWAqV/2NBAIsTE5O2puamu7v3bv3gLSzU6pzP4ny2Q34T6qyzPNBcmJ78VLGciMjI784fvz4DEJcTjL5BKYA+fr16yq6JT1tkvStHlb+MQWJhTzNK4QmH47v/5E67zMZy2nipoF/b9Q0n0AQ8zExOTlZF4lEZgKBwO5trubt0oHXqLM4UO7f3DxrSk5szw5i67kE276KLMvz/f39g9qwvA38M18XxWQ6uRB5afZQKHSkvb39eaBqqVxaKLiISMWcJiug50IhFtTxCLFK95w/f/6Ooighn8/Xsq2hcbt510GkA69Rt/1rKI9kWHyQr6/1saMT27d/LhJ+nnwBbF9BluX5U6dOnerr6/sQIW6KPMPSiFKzDX1op8fDw8P7enp6Djc2NrZm3lYgnTIWi82OjY2NBoNBPcsgghiWVYMLCADdQPfAwMAboVDog3ITYkOh0AcDAwNv6P1q33DlZJEHlUhpfgJhzSf0gr6+vube3t5ver1er9vtbvZ4PO5UKtVgtVodIM4trVbrw2g0Go/H4w8ikUjk6tWrf718+bJxbC8grFaWq65kzrYL2IkQas9TNxeWEILuUaATyYdNSUoHnAihToRY/TLEmJQOIjF9CbEDX8CwE68U/guTFEa/+Kt3RQAAAABJRU5ErkJggg==", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "3", "label": "Health" }, { "symbol": { "type": "esriPMS", "url": "7c75d9e08f46023a92b2029c84bb2995", "imageData": "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", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "4", "label": "Transport" }, { "symbol": { "type": "esriPMS", "url": "a999ee5ecf8a933ce09e4c22ab9ed283", "imageData": "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", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "5", "label": "Water" } ], "fieldDelimiter": "," }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 2073639.3256692712, "ymin": -4019883.7058308055, "xmax": 3545419.36033257, "ymax": -2717252.21639161, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Govprojects21.Name", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "Govprojects21.OBJECTID", "type": "esriFieldTypeOID", "alias": "OID", "domain": null }, { "name": "Govprojects21.Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "Govprojects21.Name", "type": "esriFieldTypeString", "alias": "Name", "length": 320, "domain": null }, { "name": "Govprojects21.FolderPath", "type": "esriFieldTypeString", "alias": "FolderPath", "length": 320, "domain": null }, { "name": "Govprojects21.SymbolID", "type": "esriFieldTypeInteger", "alias": "SymbolID", "domain": null }, { "name": "Govprojects21.AltMode", "type": "esriFieldTypeSmallInteger", "alias": "AltMode", "domain": null }, { "name": "Govprojects21.Base", "type": "esriFieldTypeDouble", "alias": "Base", "domain": null }, { "name": "Govprojects21.Snippet", "type": "esriFieldTypeString", "alias": "Snippet", "length": 268435455, "domain": null }, { "name": "Govprojects21.PopupInfo", "type": "esriFieldTypeString", "alias": "PopupInfo", "length": 268435455, "domain": null }, { "name": "Govprojects21.HasLabel", "type": "esriFieldTypeSmallInteger", "alias": "HasLabel", "domain": null }, { "name": "Govprojects21.LabelID", "type": "esriFieldTypeInteger", "alias": "LabelID", "domain": null }, { "name": "c21KeyGovernmentprojects_AddSpatialJoin.OBJECTID", "type": "esriFieldTypeInteger", "alias": "OID", "domain": null }, { "name": "c21KeyGovernmentprojects_AddSpatialJoin.Join_Count", "type": "esriFieldTypeInteger", "alias": "Join_Count", "domain": null }, { "name": "c21KeyGovernmentprojects_AddSpatialJoin.TARGET_FID", "type": "esriFieldTypeInteger", "alias": "TARGET_FID", "domain": null }, { "name": "c21KeyGovernmentprojects_AddSpatialJoin.PROVINCE", "type": "esriFieldTypeString", "alias": "Province", "length": 50, "domain": null }, { "name": "c21KeyGovernmentprojects_AddSpatialJoin.LocalMunicipality", "type": "esriFieldTypeString", "alias": "Local Municipality", "length": 100, "domain": null }, { "name": "c21KeyGovernmentprojects_AddSpatialJoin.DistrictMunicipality", "type": "esriFieldTypeString", "alias": "District Municipality", "length": 100, "domain": null }, { "name": "c21KeyGovernmentprojects_AddSpatialJoin.DATE", "type": "esriFieldTypeDate", "alias": "Date", "length": 8, "domain": null }, { "name": "c21KeyGovernmentprojects_AddSpatialJoin.Metropolitan", "type": "esriFieldTypeString", "alias": "Metropolitan", "length": 100, "domain": null } ], "geometryField": { "name": "Govprojects21.Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "Govprojects21.OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Govprojects21.Shape", "isAscending": true, "isUnique": false, "description": "" }, { "name": "FDO_OBJECTID", "fields": "c21KeyGovernmentprojects_AddSpatialJoin.OBJECTID", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "supportsStatistics": false, "supportsExceedsLimitStatistics": false, "supportsAdvancedQueries": false, "hasZ": 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": false, "supportsPercentileStatistics": false, "supportsHavingClause": false, "supportsOrderBy": false, "supportsDistinct": false, "supportsCountDistinct": false, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": false, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": false, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 11, "name": "Basic Education Planned schools", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "a72e65ddb9729b499b0d26e7e0165350", "imageData": "iVBORw0KGgoAAAANSUhEUgAAABMAAAATCAYAAAByUDbMAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAYklEQVQ4jWNhoCJgoY1hEY+kGFiZ7Ug24fffQwwr5J6hGsbMZsTw/99ykg1jZvNlYGBAM4wKgGXUMJIBC+lacINRw4ZnmDH/Oc7wj9mRZBOY/1zGNGyRzFsGBoYD1HEZFQAAsRwRrd9dLZAAAAAASUVORK5CYII=", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": [ { "labelExpression": "[Planneds_2]", "labelPlacement": "esriServerPointLabelPlacementAboveRight", "deconflictionStrategy": "dynamic", "removeDuplicates": "none", "stackLabel": false, "useCodedValues": true, "maxScale": 0, "minScale": 0, "name": "Default", "priority": 16, "symbol": { "type": "esriTS", "color": [ 0, 0, 0, 255 ], "backgroundColor": null, "borderLineColor": null, "borderLineSize": null, "verticalAlignment": "bottom", "horizontalAlignment": "center", "rightToLeft": false, "angle": 0, "xoffset": 0, "yoffset": 0, "kerning": true, "haloColor": null, "haloSize": null, "font": { "family": "Arial", "size": 8, "style": "normal", "weight": "normal", "decoration": "none" } } } ] }, "defaultVisibility": false, "extent": { "xmin": 6.327780442533911E-9, "ymin": -3923330.9856494423, "xmax": 3651701.198889485, "ymax": 7.081154551613618E-9, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Planneds_1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "Plannedsch", "type": "esriFieldTypeInteger", "alias": "Plannedsch", "domain": null }, { "name": "Planneds_1", "type": "esriFieldTypeString", "alias": "Planneds_1", "length": 254, "domain": null }, { "name": "Planneds_2", "type": "esriFieldTypeString", "alias": "Planneds_2", "length": 254, "domain": null }, { "name": "Planneds_3", "type": "esriFieldTypeString", "alias": "Planneds_3", "length": 254, "domain": null }, { "name": "Planneds_4", "type": "esriFieldTypeString", "alias": "Planneds_4", "length": 254, "domain": null }, { "name": "Planneds_5", "type": "esriFieldTypeString", "alias": "Planneds_5", "length": 254, "domain": null }, { "name": "Planneds_6", "type": "esriFieldTypeInteger", "alias": "Planneds_6", "domain": null }, { "name": "Planneds_7", "type": "esriFieldTypeString", "alias": "Planneds_7", "length": 254, "domain": null }, { "name": "Planneds_8", "type": "esriFieldTypeString", "alias": "Planneds_8", "length": 254, "domain": null }, { "name": "Planneds_9", "type": "esriFieldTypeString", "alias": "Planneds_9", "length": 254, "domain": null }, { "name": "Planned_10", "type": "esriFieldTypeString", "alias": "Planned_10", "length": 254, "domain": null }, { "name": "Planned_11", "type": "esriFieldTypeString", "alias": "Planned_11", "length": 254, "domain": null }, { "name": "Planned_12", "type": "esriFieldTypeString", "alias": "Planned_12", "length": 254, "domain": null }, { "name": "Planned_13", "type": "esriFieldTypeString", "alias": "Planned_13", "length": 254, "domain": null }, { "name": "Planned_14", "type": "esriFieldTypeString", "alias": "Planned_14", "length": 254, "domain": null }, { "name": "Schools201", "type": "esriFieldTypeInteger", "alias": "Schools201", "domain": null }, { "name": "Schools2_1", "type": "esriFieldTypeInteger", "alias": "Schools2_1", "domain": null }, { "name": "Schools2_2", "type": "esriFieldTypeInteger", "alias": "Schools2_2", "domain": null }, { "name": "Schools2_3", "type": "esriFieldTypeInteger", "alias": "Schools2_3", "domain": null }, { "name": "Schools2_4", "type": "esriFieldTypeString", "alias": "Schools2_4", "length": 254, "domain": null }, { "name": "Schools2_5", "type": "esriFieldTypeString", "alias": "Schools2_5", "length": 254, "domain": null }, { "name": "Schools2_6", "type": "esriFieldTypeString", "alias": "Schools2_6", "length": 254, "domain": null }, { "name": "Schools2_7", "type": "esriFieldTypeString", "alias": "Schools2_7", "length": 254, "domain": null }, { "name": "Schools2_8", "type": "esriFieldTypeString", "alias": "Schools2_8", "length": 254, "domain": null }, { "name": "Schools2_9", "type": "esriFieldTypeString", "alias": "Schools2_9", "length": 254, "domain": null }, { "name": "Schools_10", "type": "esriFieldTypeString", "alias": "Schools_10", "length": 254, "domain": null }, { "name": "Schools_11", "type": "esriFieldTypeString", "alias": "Schools_11", "length": 254, "domain": null }, { "name": "Schools_12", "type": "esriFieldTypeString", "alias": "Schools_12", "length": 254, "domain": null }, { "name": "Schools_13", "type": "esriFieldTypeString", "alias": "Schools_13", "length": 254, "domain": null }, { "name": "Schools_14", "type": "esriFieldTypeInteger", "alias": "Schools_14", "domain": null }, { "name": "Schools_15", "type": "esriFieldTypeInteger", "alias": "Schools_15", "domain": null }, { "name": "Schools_16", "type": "esriFieldTypeInteger", "alias": "Schools_16", "domain": null }, { "name": "Schools_17", "type": "esriFieldTypeString", "alias": "Schools_17", "length": 254, "domain": null }, { "name": "Schools_18", "type": "esriFieldTypeString", "alias": "Schools_18", "length": 254, "domain": null }, { "name": "Schools_19", "type": "esriFieldTypeString", "alias": "Schools_19", "length": 254, "domain": null }, { "name": "Schools_20", "type": "esriFieldTypeDouble", "alias": "Schools_20", "domain": null }, { "name": "Schools_21", "type": "esriFieldTypeDouble", "alias": "Schools_21", "domain": null }, { "name": "Schools_22", "type": "esriFieldTypeString", "alias": "Schools_22", "length": 254, "domain": null }, { "name": "Schools_23", "type": "esriFieldTypeString", "alias": "Schools_23", "length": 254, "domain": null }, { "name": "Schools_24", "type": "esriFieldTypeString", "alias": "Schools_24", "length": 254, "domain": null }, { "name": "Schools_25", "type": "esriFieldTypeInteger", "alias": "Schools_25", "domain": null }, { "name": "Schools_26", "type": "esriFieldTypeString", "alias": "Schools_26", "length": 254, "domain": null }, { "name": "Schools_27", "type": "esriFieldTypeString", "alias": "Schools_27", "length": 254, "domain": null }, { "name": "Schools_28", "type": "esriFieldTypeString", "alias": "Schools_28", "length": 254, "domain": null }, { "name": "Schools_29", "type": "esriFieldTypeString", "alias": "Schools_29", "length": 254, "domain": null }, { "name": "Schools_30", "type": "esriFieldTypeString", "alias": "Schools_30", "length": 254, "domain": null }, { "name": "Schools_31", "type": "esriFieldTypeString", "alias": "Schools_31", "length": 254, "domain": null }, { "name": "Schools_32", "type": "esriFieldTypeString", "alias": "Schools_32", "length": 254, "domain": null }, { "name": "Schools_33", "type": "esriFieldTypeString", "alias": "Schools_33", "length": 254, "domain": null }, { "name": "Schools_34", "type": "esriFieldTypeString", "alias": "Schools_34", "length": 254, "domain": null }, { "name": "Schools_35", "type": "esriFieldTypeString", "alias": "Schools_35", "length": 254, "domain": null }, { "name": "Schools_36", "type": "esriFieldTypeString", "alias": "Schools_36", "length": 254, "domain": null }, { "name": "Schools_37", "type": "esriFieldTypeString", "alias": "Schools_37", "length": 254, "domain": null }, { "name": "Schools_38", "type": "esriFieldTypeString", "alias": "Schools_38", "length": 254, "domain": null }, { "name": "Schools_39", "type": "esriFieldTypeString", "alias": "Schools_39", "length": 254, "domain": null }, { "name": "Schools_40", "type": "esriFieldTypeString", "alias": "Schools_40", "length": 254, "domain": null }, { "name": "Schools_41", "type": "esriFieldTypeInteger", "alias": "Schools_41", "domain": null }, { "name": "Schools_42", "type": "esriFieldTypeString", "alias": "Schools_42", "length": 254, "domain": null }, { "name": "Schools_43", "type": "esriFieldTypeString", "alias": "Schools_43", "length": 254, "domain": null }, { "name": "Schools_44", "type": "esriFieldTypeInteger", "alias": "Schools_44", "domain": null }, { "name": "Schools_45", "type": "esriFieldTypeString", "alias": "Schools_45", "length": 254, "domain": null }, { "name": "Schools_46", "type": "esriFieldTypeString", "alias": "Schools_46", "length": 254, "domain": null }, { "name": "Schools_47", "type": "esriFieldTypeString", "alias": "Schools_47", "length": 254, "domain": null }, { "name": "Schools_48", "type": "esriFieldTypeString", "alias": "Schools_48", "length": 254, "domain": null }, { "name": "Schools_49", "type": "esriFieldTypeInteger", "alias": "Schools_49", "domain": null }, { "name": "Schools_50", "type": "esriFieldTypeInteger", "alias": "Schools_50", "domain": null }, { "name": "Schools_51", "type": "esriFieldTypeString", "alias": "Schools_51", "length": 254, "domain": null }, { "name": "Schools_52", "type": "esriFieldTypeInteger", "alias": "Schools_52", "domain": null }, { "name": "Schools_53", "type": "esriFieldTypeInteger", "alias": "Schools_53", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 12, "name": "ASIDI schools (DBE2019)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "eb938592fa4014fd4d20c58935327e39", "imageData": "iVBORw0KGgoAAAANSUhEUgAAABIAAAAQCAYAAAAbBi9cAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABEklEQVQ4jb3TP0tCURiA8eeVm1C5uRW0NAoROFz/RNSQUEtEIEFGY5uT+QmUsKilqbWW2xkbCmqooAKHoM/QJ4iaIj1vFBiF9+bVpGc6vAd+vGc4Dn3K+T9IkewJsdtFXv4EpTzWbYQEsNkzNHHIMEJVlfiUYf8mz2NP0GCUMjDycW40qQJrXUNpw6haSl8DYTVj2L3L89DdRpYtYOjbRKyyDeRCQ64hqZZC24Uy53rk6iuch9vIsvf5GP9qKBcI+ivkHrMsynQAgsCk61Gow1EglDBExVILQlqJUJk/xZwt8OoLxZoUEcbp3NjTM0Vgpw1KHjCAkEW5DgGhEdIzlzhXszR+QPcbvAFLYRC/+vb73wERFUN3NUAONQAAAABJRU5ErkJggg==", "contentType": "image/png", "width": 13, "height": 12, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 6.327780442533911E-9, "ymin": -3995476.46134477, "xmax": 3455911.986450128, "ymax": 7.081154551613618E-9, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "ASIDIMTS_1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "ASIDIMTSFc", "type": "esriFieldTypeInteger", "alias": "ASIDIMTSFc", "domain": null }, { "name": "ASIDIMTS_1", "type": "esriFieldTypeString", "alias": "ASIDIMTS_1", "length": 254, "domain": null }, { "name": "ASIDIMTS_2", "type": "esriFieldTypeString", "alias": "ASIDIMTS_2", "length": 254, "domain": null }, { "name": "ASIDIMTS_3", "type": "esriFieldTypeString", "alias": "ASIDIMTS_3", "length": 254, "domain": null }, { "name": "ASIDIMTS_4", "type": "esriFieldTypeString", "alias": "ASIDIMTS_4", "length": 254, "domain": null }, { "name": "ASIDIMTS_5", "type": "esriFieldTypeString", "alias": "ASIDIMTS_5", "length": 254, "domain": null }, { "name": "ASIDIMTS_6", "type": "esriFieldTypeDouble", "alias": "ASIDIMTS_6", "domain": null }, { "name": "ASIDIMTS_7", "type": "esriFieldTypeDouble", "alias": "ASIDIMTS_7", "domain": null }, { "name": "ASIDIMTS_8", "type": "esriFieldTypeString", "alias": "ASIDIMTS_8", "length": 254, "domain": null }, { "name": "ASIDIMTS_9", "type": "esriFieldTypeString", "alias": "ASIDIMTS_9", "length": 254, "domain": null }, { "name": "ASIDIMT_10", "type": "esriFieldTypeString", "alias": "ASIDIMT_10", "length": 254, "domain": null }, { "name": "ASIDIMT_11", "type": "esriFieldTypeString", "alias": "ASIDIMT_11", "length": 254, "domain": null }, { "name": "ASIDIMT_12", "type": "esriFieldTypeString", "alias": "ASIDIMT_12", "length": 254, "domain": null }, { "name": "ASIDIMT_13", "type": "esriFieldTypeString", "alias": "ASIDIMT_13", "length": 254, "domain": null }, { "name": "ASIDIMT_14", "type": "esriFieldTypeString", "alias": "ASIDIMT_14", "length": 254, "domain": null }, { "name": "ASIDIMT_15", "type": "esriFieldTypeString", "alias": "ASIDIMT_15", "length": 254, "domain": null }, { "name": "Schools201", "type": "esriFieldTypeInteger", "alias": "Schools201", "domain": null }, { "name": "Schools2_1", "type": "esriFieldTypeInteger", "alias": "Schools2_1", "domain": null }, { "name": "Schools2_2", "type": "esriFieldTypeInteger", "alias": "Schools2_2", "domain": null }, { "name": "Schools2_3", "type": "esriFieldTypeInteger", "alias": "Schools2_3", "domain": null }, { "name": "Schools2_4", "type": "esriFieldTypeString", "alias": "Schools2_4", "length": 254, "domain": null }, { "name": "Schools2_5", "type": "esriFieldTypeString", "alias": "Schools2_5", "length": 254, "domain": null }, { "name": "Schools2_6", "type": "esriFieldTypeString", "alias": "Schools2_6", "length": 254, "domain": null }, { "name": "Schools2_7", "type": "esriFieldTypeString", "alias": "Schools2_7", "length": 254, "domain": null }, { "name": "Schools2_8", "type": "esriFieldTypeString", "alias": "Schools2_8", "length": 254, "domain": null }, { "name": "Schools2_9", "type": "esriFieldTypeString", "alias": "Schools2_9", "length": 254, "domain": null }, { "name": "Schools_10", "type": "esriFieldTypeString", "alias": "Schools_10", "length": 254, "domain": null }, { "name": "Schools_11", "type": "esriFieldTypeString", "alias": "Schools_11", "length": 254, "domain": null }, { "name": "Schools_12", "type": "esriFieldTypeString", "alias": "Schools_12", "length": 254, "domain": null }, { "name": "Schools_13", "type": "esriFieldTypeString", "alias": "Schools_13", "length": 254, "domain": null }, { "name": "Schools_14", "type": "esriFieldTypeInteger", "alias": "Schools_14", "domain": null }, { "name": "Schools_15", "type": "esriFieldTypeInteger", "alias": "Schools_15", "domain": null }, { "name": "Schools_16", "type": "esriFieldTypeInteger", "alias": "Schools_16", "domain": null }, { "name": "Schools_17", "type": "esriFieldTypeString", "alias": "Schools_17", "length": 254, "domain": null }, { "name": "Schools_18", "type": "esriFieldTypeString", "alias": "Schools_18", "length": 254, "domain": null }, { "name": "Schools_19", "type": "esriFieldTypeString", "alias": "Schools_19", "length": 254, "domain": null }, { "name": "Schools_20", "type": "esriFieldTypeDouble", "alias": "Schools_20", "domain": null }, { "name": "Schools_21", "type": "esriFieldTypeDouble", "alias": "Schools_21", "domain": null }, { "name": "Schools_22", "type": "esriFieldTypeString", "alias": "Schools_22", "length": 254, "domain": null }, { "name": "Schools_23", "type": "esriFieldTypeString", "alias": "Schools_23", "length": 254, "domain": null }, { "name": "Schools_24", "type": "esriFieldTypeString", "alias": "Schools_24", "length": 254, "domain": null }, { "name": "Schools_25", "type": "esriFieldTypeInteger", "alias": "Schools_25", "domain": null }, { "name": "Schools_26", "type": "esriFieldTypeString", "alias": "Schools_26", "length": 254, "domain": null }, { "name": "Schools_27", "type": "esriFieldTypeString", "alias": "Schools_27", "length": 254, "domain": null }, { "name": "Schools_28", "type": "esriFieldTypeString", "alias": "Schools_28", "length": 254, "domain": null }, { "name": "Schools_29", "type": "esriFieldTypeString", "alias": "Schools_29", "length": 254, "domain": null }, { "name": "Schools_30", "type": "esriFieldTypeString", "alias": "Schools_30", "length": 254, "domain": null }, { "name": "Schools_31", "type": "esriFieldTypeString", "alias": "Schools_31", "length": 254, "domain": null }, { "name": "Schools_32", "type": "esriFieldTypeString", "alias": "Schools_32", "length": 254, "domain": null }, { "name": "Schools_33", "type": "esriFieldTypeString", "alias": "Schools_33", "length": 254, "domain": null }, { "name": "Schools_34", "type": "esriFieldTypeString", "alias": "Schools_34", "length": 254, "domain": null }, { "name": "Schools_35", "type": "esriFieldTypeString", "alias": "Schools_35", "length": 254, "domain": null }, { "name": "Schools_36", "type": "esriFieldTypeString", "alias": "Schools_36", "length": 254, "domain": null }, { "name": "Schools_37", "type": "esriFieldTypeString", "alias": "Schools_37", "length": 254, "domain": null }, { "name": "Schools_38", "type": "esriFieldTypeString", "alias": "Schools_38", "length": 254, "domain": null }, { "name": "Schools_39", "type": "esriFieldTypeString", "alias": "Schools_39", "length": 254, "domain": null }, { "name": "Schools_40", "type": "esriFieldTypeString", "alias": "Schools_40", "length": 254, "domain": null }, { "name": "Schools_41", "type": "esriFieldTypeInteger", "alias": "Schools_41", "domain": null }, { "name": "Schools_42", "type": "esriFieldTypeString", "alias": "Schools_42", "length": 254, "domain": null }, { "name": "Schools_43", "type": "esriFieldTypeString", "alias": "Schools_43", "length": 254, "domain": null }, { "name": "Schools_44", "type": "esriFieldTypeInteger", "alias": "Schools_44", "domain": null }, { "name": "Schools_45", "type": "esriFieldTypeString", "alias": "Schools_45", "length": 254, "domain": null }, { "name": "Schools_46", "type": "esriFieldTypeString", "alias": "Schools_46", "length": 254, "domain": null }, { "name": "Schools_47", "type": "esriFieldTypeString", "alias": "Schools_47", "length": 254, "domain": null }, { "name": "Schools_48", "type": "esriFieldTypeString", "alias": "Schools_48", "length": 254, "domain": null }, { "name": "Schools_49", "type": "esriFieldTypeInteger", "alias": "Schools_49", "domain": null }, { "name": "Schools_50", "type": "esriFieldTypeInteger", "alias": "Schools_50", "domain": null }, { "name": "Schools_51", "type": "esriFieldTypeString", "alias": "Schools_51", "length": 254, "domain": null }, { "name": "Schools_52", "type": "esriFieldTypeInteger", "alias": "Schools_52", "domain": null }, { "name": "Schools_53", "type": "esriFieldTypeInteger", "alias": "Schools_53", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 13, "name": "New and Replacement Schools (EC) (DBE2019)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "d86cc15a6aebfd8cc1966596d8025f07", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2733878.6764683933, "ymin": -4003470.845970656, "xmax": 3339077.1069202004, "ymax": -3537295.3515437096, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NewandRe_1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "NewandRepl", "type": "esriFieldTypeInteger", "alias": "NewandRepl", "domain": null }, { "name": "NewandRe_1", "type": "esriFieldTypeString", "alias": "NewandRe_1", "length": 254, "domain": null }, { "name": "NewandRe_2", "type": "esriFieldTypeString", "alias": "NewandRe_2", "length": 254, "domain": null }, { "name": "NewandRe_3", "type": "esriFieldTypeString", "alias": "NewandRe_3", "length": 254, "domain": null }, { "name": "NewandRe_4", "type": "esriFieldTypeString", "alias": "NewandRe_4", "length": 254, "domain": null }, { "name": "NewandRe_5", "type": "esriFieldTypeString", "alias": "NewandRe_5", "length": 254, "domain": null }, { "name": "NewandRe_6", "type": "esriFieldTypeInteger", "alias": "NewandRe_6", "domain": null }, { "name": "NewandRe_7", "type": "esriFieldTypeDate", "alias": "NewandRe_7", "length": 8, "domain": null }, { "name": "NewandRe_8", "type": "esriFieldTypeDate", "alias": "NewandRe_8", "length": 8, "domain": null }, { "name": "NewandRe_9", "type": "esriFieldTypeString", "alias": "NewandRe_9", "length": 254, "domain": null }, { "name": "NewandR_10", "type": "esriFieldTypeDouble", "alias": "NewandR_10", "domain": null }, { "name": "NewandR_11", "type": "esriFieldTypeDouble", "alias": "NewandR_11", "domain": null }, { "name": "Schools201", "type": "esriFieldTypeInteger", "alias": "Schools201", "domain": null }, { "name": "Schools2_1", "type": "esriFieldTypeInteger", "alias": "Schools2_1", "domain": null }, { "name": "Schools2_2", "type": "esriFieldTypeInteger", "alias": "Schools2_2", "domain": null }, { "name": "Schools2_3", "type": "esriFieldTypeInteger", "alias": "Schools2_3", "domain": null }, { "name": "Schools2_4", "type": "esriFieldTypeString", "alias": "Schools2_4", "length": 254, "domain": null }, { "name": "Schools2_5", "type": "esriFieldTypeString", "alias": "Schools2_5", "length": 254, "domain": null }, { "name": "Schools2_6", "type": "esriFieldTypeString", "alias": "Schools2_6", "length": 254, "domain": null }, { "name": "Schools2_7", "type": "esriFieldTypeString", "alias": "Schools2_7", "length": 254, "domain": null }, { "name": "Schools2_8", "type": "esriFieldTypeString", "alias": "Schools2_8", "length": 254, "domain": null }, { "name": "Schools2_9", "type": "esriFieldTypeString", "alias": "Schools2_9", "length": 254, "domain": null }, { "name": "Schools_10", "type": "esriFieldTypeString", "alias": "Schools_10", "length": 254, "domain": null }, { "name": "Schools_11", "type": "esriFieldTypeString", "alias": "Schools_11", "length": 254, "domain": null }, { "name": "Schools_12", "type": "esriFieldTypeString", "alias": "Schools_12", "length": 254, "domain": null }, { "name": "Schools_13", "type": "esriFieldTypeString", "alias": "Schools_13", "length": 254, "domain": null }, { "name": "Schools_14", "type": "esriFieldTypeInteger", "alias": "Schools_14", "domain": null }, { "name": "Schools_15", "type": "esriFieldTypeInteger", "alias": "Schools_15", "domain": null }, { "name": "Schools_16", "type": "esriFieldTypeInteger", "alias": "Schools_16", "domain": null }, { "name": "Schools_17", "type": "esriFieldTypeString", "alias": "Schools_17", "length": 254, "domain": null }, { "name": "Schools_18", "type": "esriFieldTypeString", "alias": "Schools_18", "length": 254, "domain": null }, { "name": "Schools_19", "type": "esriFieldTypeString", "alias": "Schools_19", "length": 254, "domain": null }, { "name": "Schools_20", "type": "esriFieldTypeDouble", "alias": "Schools_20", "domain": null }, { "name": "Schools_21", "type": "esriFieldTypeDouble", "alias": "Schools_21", "domain": null }, { "name": "Schools_22", "type": "esriFieldTypeString", "alias": "Schools_22", "length": 254, "domain": null }, { "name": "Schools_23", "type": "esriFieldTypeString", "alias": "Schools_23", "length": 254, "domain": null }, { "name": "Schools_24", "type": "esriFieldTypeString", "alias": "Schools_24", "length": 254, "domain": null }, { "name": "Schools_25", "type": "esriFieldTypeInteger", "alias": "Schools_25", "domain": null }, { "name": "Schools_26", "type": "esriFieldTypeString", "alias": "Schools_26", "length": 254, "domain": null }, { "name": "Schools_27", "type": "esriFieldTypeString", "alias": "Schools_27", "length": 254, "domain": null }, { "name": "Schools_28", "type": "esriFieldTypeString", "alias": "Schools_28", "length": 254, "domain": null }, { "name": "Schools_29", "type": "esriFieldTypeString", "alias": "Schools_29", "length": 254, "domain": null }, { "name": "Schools_30", "type": "esriFieldTypeString", "alias": "Schools_30", "length": 254, "domain": null }, { "name": "Schools_31", "type": "esriFieldTypeString", "alias": "Schools_31", "length": 254, "domain": null }, { "name": "Schools_32", "type": "esriFieldTypeString", "alias": "Schools_32", "length": 254, "domain": null }, { "name": "Schools_33", "type": "esriFieldTypeString", "alias": "Schools_33", "length": 254, "domain": null }, { "name": "Schools_34", "type": "esriFieldTypeString", "alias": "Schools_34", "length": 254, "domain": null }, { "name": "Schools_35", "type": "esriFieldTypeString", "alias": "Schools_35", "length": 254, "domain": null }, { "name": "Schools_36", "type": "esriFieldTypeString", "alias": "Schools_36", "length": 254, "domain": null }, { "name": "Schools_37", "type": "esriFieldTypeString", "alias": "Schools_37", "length": 254, "domain": null }, { "name": "Schools_38", "type": "esriFieldTypeString", "alias": "Schools_38", "length": 254, "domain": null }, { "name": "Schools_39", "type": "esriFieldTypeString", "alias": "Schools_39", "length": 254, "domain": null }, { "name": "Schools_40", "type": "esriFieldTypeString", "alias": "Schools_40", "length": 254, "domain": null }, { "name": "Schools_41", "type": "esriFieldTypeInteger", "alias": "Schools_41", "domain": null }, { "name": "Schools_42", "type": "esriFieldTypeString", "alias": "Schools_42", "length": 254, "domain": null }, { "name": "Schools_43", "type": "esriFieldTypeString", "alias": "Schools_43", "length": 254, "domain": null }, { "name": "Schools_44", "type": "esriFieldTypeInteger", "alias": "Schools_44", "domain": null }, { "name": "Schools_45", "type": "esriFieldTypeString", "alias": "Schools_45", "length": 254, "domain": null }, { "name": "Schools_46", "type": "esriFieldTypeString", "alias": "Schools_46", "length": 254, "domain": null }, { "name": "Schools_47", "type": "esriFieldTypeString", "alias": "Schools_47", "length": 254, "domain": null }, { "name": "Schools_48", "type": "esriFieldTypeString", "alias": "Schools_48", "length": 254, "domain": null }, { "name": "Schools_49", "type": "esriFieldTypeInteger", "alias": "Schools_49", "domain": null }, { "name": "Schools_50", "type": "esriFieldTypeInteger", "alias": "Schools_50", "domain": null }, { "name": "Schools_51", "type": "esriFieldTypeString", "alias": "Schools_51", "length": 254, "domain": null }, { "name": "Schools_52", "type": "esriFieldTypeInteger", "alias": "Schools_52", "domain": null }, { "name": "Schools_53", "type": "esriFieldTypeInteger", "alias": "Schools_53", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 14, "name": "New and Replacement schools (FS) (DBE2019)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "f86088d969810ab6246ae33fcd296dd9", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 6.327780442533911E-9, "ymin": -3538727.3173424173, "xmax": 3245193.1426919084, "ymax": 7.081154551613618E-9, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NewandRe_1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "NewandRepl", "type": "esriFieldTypeInteger", "alias": "NewandRepl", "domain": null }, { "name": "NewandRe_1", "type": "esriFieldTypeString", "alias": "NewandRe_1", "length": 254, "domain": null }, { "name": "NewandRe_2", "type": "esriFieldTypeString", "alias": "NewandRe_2", "length": 254, "domain": null }, { "name": "NewandRe_3", "type": "esriFieldTypeString", "alias": "NewandRe_3", "length": 254, "domain": null }, { "name": "NewandRe_4", "type": "esriFieldTypeString", "alias": "NewandRe_4", "length": 254, "domain": null }, { "name": "NewandRe_5", "type": "esriFieldTypeString", "alias": "NewandRe_5", "length": 254, "domain": null }, { "name": "NewandRe_6", "type": "esriFieldTypeInteger", "alias": "NewandRe_6", "domain": null }, { "name": "NewandRe_7", "type": "esriFieldTypeInteger", "alias": "NewandRe_7", "domain": null }, { "name": "NewandRe_8", "type": "esriFieldTypeString", "alias": "NewandRe_8", "length": 254, "domain": null }, { "name": "NewandRe_9", "type": "esriFieldTypeString", "alias": "NewandRe_9", "length": 254, "domain": null }, { "name": "NewandR_10", "type": "esriFieldTypeDouble", "alias": "NewandR_10", "domain": null }, { "name": "NewandR_11", "type": "esriFieldTypeDouble", "alias": "NewandR_11", "domain": null }, { "name": "Schools201", "type": "esriFieldTypeInteger", "alias": "Schools201", "domain": null }, { "name": "Schools2_1", "type": "esriFieldTypeInteger", "alias": "Schools2_1", "domain": null }, { "name": "Schools2_2", "type": "esriFieldTypeInteger", "alias": "Schools2_2", "domain": null }, { "name": "Schools2_3", "type": "esriFieldTypeInteger", "alias": "Schools2_3", "domain": null }, { "name": "Schools2_4", "type": "esriFieldTypeString", "alias": "Schools2_4", "length": 254, "domain": null }, { "name": "Schools2_5", "type": "esriFieldTypeString", "alias": "Schools2_5", "length": 254, "domain": null }, { "name": "Schools2_6", "type": "esriFieldTypeString", "alias": "Schools2_6", "length": 254, "domain": null }, { "name": "Schools2_7", "type": "esriFieldTypeString", "alias": "Schools2_7", "length": 254, "domain": null }, { "name": "Schools2_8", "type": "esriFieldTypeString", "alias": "Schools2_8", "length": 254, "domain": null }, { "name": "Schools2_9", "type": "esriFieldTypeString", "alias": "Schools2_9", "length": 254, "domain": null }, { "name": "Schools_10", "type": "esriFieldTypeString", "alias": "Schools_10", "length": 254, "domain": null }, { "name": "Schools_11", "type": "esriFieldTypeString", "alias": "Schools_11", "length": 254, "domain": null }, { "name": "Schools_12", "type": "esriFieldTypeString", "alias": "Schools_12", "length": 254, "domain": null }, { "name": "Schools_13", "type": "esriFieldTypeString", "alias": "Schools_13", "length": 254, "domain": null }, { "name": "Schools_14", "type": "esriFieldTypeInteger", "alias": "Schools_14", "domain": null }, { "name": "Schools_15", "type": "esriFieldTypeInteger", "alias": "Schools_15", "domain": null }, { "name": "Schools_16", "type": "esriFieldTypeInteger", "alias": "Schools_16", "domain": null }, { "name": "Schools_17", "type": "esriFieldTypeString", "alias": "Schools_17", "length": 254, "domain": null }, { "name": "Schools_18", "type": "esriFieldTypeString", "alias": "Schools_18", "length": 254, "domain": null }, { "name": "Schools_19", "type": "esriFieldTypeString", "alias": "Schools_19", "length": 254, "domain": null }, { "name": "Schools_20", "type": "esriFieldTypeDouble", "alias": "Schools_20", "domain": null }, { "name": "Schools_21", "type": "esriFieldTypeDouble", "alias": "Schools_21", "domain": null }, { "name": "Schools_22", "type": "esriFieldTypeString", "alias": "Schools_22", "length": 254, "domain": null }, { "name": "Schools_23", "type": "esriFieldTypeString", "alias": "Schools_23", "length": 254, "domain": null }, { "name": "Schools_24", "type": "esriFieldTypeString", "alias": "Schools_24", "length": 254, "domain": null }, { "name": "Schools_25", "type": "esriFieldTypeInteger", "alias": "Schools_25", "domain": null }, { "name": "Schools_26", "type": "esriFieldTypeString", "alias": "Schools_26", "length": 254, "domain": null }, { "name": "Schools_27", "type": "esriFieldTypeString", "alias": "Schools_27", "length": 254, "domain": null }, { "name": "Schools_28", "type": "esriFieldTypeString", "alias": "Schools_28", "length": 254, "domain": null }, { "name": "Schools_29", "type": "esriFieldTypeString", "alias": "Schools_29", "length": 254, "domain": null }, { "name": "Schools_30", "type": "esriFieldTypeString", "alias": "Schools_30", "length": 254, "domain": null }, { "name": "Schools_31", "type": "esriFieldTypeString", "alias": "Schools_31", "length": 254, "domain": null }, { "name": "Schools_32", "type": "esriFieldTypeString", "alias": "Schools_32", "length": 254, "domain": null }, { "name": "Schools_33", "type": "esriFieldTypeString", "alias": "Schools_33", "length": 254, "domain": null }, { "name": "Schools_34", "type": "esriFieldTypeString", "alias": "Schools_34", "length": 254, "domain": null }, { "name": "Schools_35", "type": "esriFieldTypeString", "alias": "Schools_35", "length": 254, "domain": null }, { "name": "Schools_36", "type": "esriFieldTypeString", "alias": "Schools_36", "length": 254, "domain": null }, { "name": "Schools_37", "type": "esriFieldTypeString", "alias": "Schools_37", "length": 254, "domain": null }, { "name": "Schools_38", "type": "esriFieldTypeString", "alias": "Schools_38", "length": 254, "domain": null }, { "name": "Schools_39", "type": "esriFieldTypeString", "alias": "Schools_39", "length": 254, "domain": null }, { "name": "Schools_40", "type": "esriFieldTypeString", "alias": "Schools_40", "length": 254, "domain": null }, { "name": "Schools_41", "type": "esriFieldTypeInteger", "alias": "Schools_41", "domain": null }, { "name": "Schools_42", "type": "esriFieldTypeString", "alias": "Schools_42", "length": 254, "domain": null }, { "name": "Schools_43", "type": "esriFieldTypeString", "alias": "Schools_43", "length": 254, "domain": null }, { "name": "Schools_44", "type": "esriFieldTypeInteger", "alias": "Schools_44", "domain": null }, { "name": "Schools_45", "type": "esriFieldTypeString", "alias": "Schools_45", "length": 254, "domain": null }, { "name": "Schools_46", "type": "esriFieldTypeString", "alias": "Schools_46", "length": 254, "domain": null }, { "name": "Schools_47", "type": "esriFieldTypeString", "alias": "Schools_47", "length": 254, "domain": null }, { "name": "Schools_48", "type": "esriFieldTypeString", "alias": "Schools_48", "length": 254, "domain": null }, { "name": "Schools_49", "type": "esriFieldTypeInteger", "alias": "Schools_49", "domain": null }, { "name": "Schools_50", "type": "esriFieldTypeInteger", "alias": "Schools_50", "domain": null }, { "name": "Schools_51", "type": "esriFieldTypeString", "alias": "Schools_51", "length": 254, "domain": null }, { "name": "Schools_52", "type": "esriFieldTypeInteger", "alias": "Schools_52", "domain": null }, { "name": "Schools_53", "type": "esriFieldTypeInteger", "alias": "Schools_53", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 15, "name": "New and Replacement schools (GT) (DBE2019)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "b182ba16f237756473233fe5eea579b0", "imageData": "iVBORw0KGgoAAAANSUhEUgAAABMAAAATCAYAAAByUDbMAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABJElEQVQ4jb3UsSvEYRzH8fdHR6nLcGWhjEadpJhkkJhsNstlMBhMyuKPsNxmsUkpg8GGhQFZLbpRpjuixEeu3+mX+z338+jyqaeenm/P63l6ep6nQBdT+DfMbtbHgWHgCbiVeIjCbPqBTWAdKKVKHzYnwJbEVS5mMwgcAxMZ6/QA88CsTUViL4jZCNgPQOn0Abs2NYnT0M6WgZkcKD13x6Ys4dZAOhXiMgZMApdZ2BTxmW7DbHqB4h+wUqvzjUm82dSBgUjssQ1Lcg4sRmJnIawaiV1I3GRiEkc2h8DSL6AXYC3vOa0AB8BcB6jxdSclrjtiEg2bBWAV2ABGU+XnZKFtifufczMfusR7cn5VmxFgKIHuJF5D2839zyRq0Gy56ern+AljbUYqmrJ6RwAAAABJRU5ErkJggg==", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 3085405.145607248, "ymin": -3070628.6839132463, "xmax": 3197260.751068177, "ymax": -2924682.3803170244, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NewandRe_1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "NewandRepl", "type": "esriFieldTypeInteger", "alias": "NewandRepl", "domain": null }, { "name": "NewandRe_1", "type": "esriFieldTypeString", "alias": "NewandRe_1", "length": 254, "domain": null }, { "name": "NewandRe_2", "type": "esriFieldTypeString", "alias": "NewandRe_2", "length": 254, "domain": null }, { "name": "NewandRe_3", "type": "esriFieldTypeString", "alias": "NewandRe_3", "length": 254, "domain": null }, { "name": "NewandRe_4", "type": "esriFieldTypeString", "alias": "NewandRe_4", "length": 254, "domain": null }, { "name": "NewandRe_5", "type": "esriFieldTypeInteger", "alias": "NewandRe_5", "domain": null }, { "name": "NewandRe_6", "type": "esriFieldTypeDate", "alias": "NewandRe_6", "length": 8, "domain": null }, { "name": "NewandRe_7", "type": "esriFieldTypeDate", "alias": "NewandRe_7", "length": 8, "domain": null }, { "name": "NewandRe_8", "type": "esriFieldTypeString", "alias": "NewandRe_8", "length": 254, "domain": null }, { "name": "NewandRe_9", "type": "esriFieldTypeDouble", "alias": "NewandRe_9", "domain": null }, { "name": "NewandR_10", "type": "esriFieldTypeDouble", "alias": "NewandR_10", "domain": null }, { "name": "NewandR_11", "type": "esriFieldTypeString", "alias": "NewandR_11", "length": 254, "domain": null }, { "name": "Schools201", "type": "esriFieldTypeInteger", "alias": "Schools201", "domain": null }, { "name": "Schools2_1", "type": "esriFieldTypeInteger", "alias": "Schools2_1", "domain": null }, { "name": "Schools2_2", "type": "esriFieldTypeInteger", "alias": "Schools2_2", "domain": null }, { "name": "Schools2_3", "type": "esriFieldTypeInteger", "alias": "Schools2_3", "domain": null }, { "name": "Schools2_4", "type": "esriFieldTypeString", "alias": "Schools2_4", "length": 254, "domain": null }, { "name": "Schools2_5", "type": "esriFieldTypeString", "alias": "Schools2_5", "length": 254, "domain": null }, { "name": "Schools2_6", "type": "esriFieldTypeString", "alias": "Schools2_6", "length": 254, "domain": null }, { "name": "Schools2_7", "type": "esriFieldTypeString", "alias": "Schools2_7", "length": 254, "domain": null }, { "name": "Schools2_8", "type": "esriFieldTypeString", "alias": "Schools2_8", "length": 254, "domain": null }, { "name": "Schools2_9", "type": "esriFieldTypeString", "alias": "Schools2_9", "length": 254, "domain": null }, { "name": "Schools_10", "type": "esriFieldTypeString", "alias": "Schools_10", "length": 254, "domain": null }, { "name": "Schools_11", "type": "esriFieldTypeString", "alias": "Schools_11", "length": 254, "domain": null }, { "name": "Schools_12", "type": "esriFieldTypeString", "alias": "Schools_12", "length": 254, "domain": null }, { "name": "Schools_13", "type": "esriFieldTypeString", "alias": "Schools_13", "length": 254, "domain": null }, { "name": "Schools_14", "type": "esriFieldTypeInteger", "alias": "Schools_14", "domain": null }, { "name": "Schools_15", "type": "esriFieldTypeInteger", "alias": "Schools_15", "domain": null }, { "name": "Schools_16", "type": "esriFieldTypeInteger", "alias": "Schools_16", "domain": null }, { "name": "Schools_17", "type": "esriFieldTypeString", "alias": "Schools_17", "length": 254, "domain": null }, { "name": "Schools_18", "type": "esriFieldTypeString", "alias": "Schools_18", "length": 254, "domain": null }, { "name": "Schools_19", "type": "esriFieldTypeString", "alias": "Schools_19", "length": 254, "domain": null }, { "name": "Schools_20", "type": "esriFieldTypeDouble", "alias": "Schools_20", "domain": null }, { "name": "Schools_21", "type": "esriFieldTypeDouble", "alias": "Schools_21", "domain": null }, { "name": "Schools_22", "type": "esriFieldTypeString", "alias": "Schools_22", "length": 254, "domain": null }, { "name": "Schools_23", "type": "esriFieldTypeString", "alias": "Schools_23", "length": 254, "domain": null }, { "name": "Schools_24", "type": "esriFieldTypeString", "alias": "Schools_24", "length": 254, "domain": null }, { "name": "Schools_25", "type": "esriFieldTypeInteger", "alias": "Schools_25", "domain": null }, { "name": "Schools_26", "type": "esriFieldTypeString", "alias": "Schools_26", "length": 254, "domain": null }, { "name": "Schools_27", "type": "esriFieldTypeString", "alias": "Schools_27", "length": 254, "domain": null }, { "name": "Schools_28", "type": "esriFieldTypeString", "alias": "Schools_28", "length": 254, "domain": null }, { "name": "Schools_29", "type": "esriFieldTypeString", "alias": "Schools_29", "length": 254, "domain": null }, { "name": "Schools_30", "type": "esriFieldTypeString", "alias": "Schools_30", "length": 254, "domain": null }, { "name": "Schools_31", "type": "esriFieldTypeString", "alias": "Schools_31", "length": 254, "domain": null }, { "name": "Schools_32", "type": "esriFieldTypeString", "alias": "Schools_32", "length": 254, "domain": null }, { "name": "Schools_33", "type": "esriFieldTypeString", "alias": "Schools_33", "length": 254, "domain": null }, { "name": "Schools_34", "type": "esriFieldTypeString", "alias": "Schools_34", "length": 254, "domain": null }, { "name": "Schools_35", "type": "esriFieldTypeString", "alias": "Schools_35", "length": 254, "domain": null }, { "name": "Schools_36", "type": "esriFieldTypeString", "alias": "Schools_36", "length": 254, "domain": null }, { "name": "Schools_37", "type": "esriFieldTypeString", "alias": "Schools_37", "length": 254, "domain": null }, { "name": "Schools_38", "type": "esriFieldTypeString", "alias": "Schools_38", "length": 254, "domain": null }, { "name": "Schools_39", "type": "esriFieldTypeString", "alias": "Schools_39", "length": 254, "domain": null }, { "name": "Schools_40", "type": "esriFieldTypeString", "alias": "Schools_40", "length": 254, "domain": null }, { "name": "Schools_41", "type": "esriFieldTypeInteger", "alias": "Schools_41", "domain": null }, { "name": "Schools_42", "type": "esriFieldTypeString", "alias": "Schools_42", "length": 254, "domain": null }, { "name": "Schools_43", "type": "esriFieldTypeString", "alias": "Schools_43", "length": 254, "domain": null }, { "name": "Schools_44", "type": "esriFieldTypeInteger", "alias": "Schools_44", "domain": null }, { "name": "Schools_45", "type": "esriFieldTypeString", "alias": "Schools_45", "length": 254, "domain": null }, { "name": "Schools_46", "type": "esriFieldTypeString", "alias": "Schools_46", "length": 254, "domain": null }, { "name": "Schools_47", "type": "esriFieldTypeString", "alias": "Schools_47", "length": 254, "domain": null }, { "name": "Schools_48", "type": "esriFieldTypeString", "alias": "Schools_48", "length": 254, "domain": null }, { "name": "Schools_49", "type": "esriFieldTypeInteger", "alias": "Schools_49", "domain": null }, { "name": "Schools_50", "type": "esriFieldTypeInteger", "alias": "Schools_50", "domain": null }, { "name": "Schools_51", "type": "esriFieldTypeString", "alias": "Schools_51", "length": 254, "domain": null }, { "name": "Schools_52", "type": "esriFieldTypeInteger", "alias": "Schools_52", "domain": null }, { "name": "Schools_53", "type": "esriFieldTypeInteger", "alias": "Schools_53", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 16, "name": "New and Replacements school (KZN) (DBE2019)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "99443ae0a388c8d2f73ce9b9a79fb8e0", "imageData": "iVBORw0KGgoAAAANSUhEUgAAABMAAAATCAYAAAByUDbMAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABbUlEQVQ4jb3UTSiEQRzH8e/M8yASpVyQg+zjJtoUJxwkTi5ycxHl4LAepVy4suulXDYXF7dNKQcHN1woLznhWdIe9iAnj80W+4yWFPbxPJ6SX80cZprPTDP9R+cPo/8bNteFbqdpBWoFPJLjPHbNXSAsUkepVsa0nWYCqMqPqXyn4ZghdqViJprkxBebaKRaSnYUhF32kQh6HUH3ZBMjS5dseGGiRCOhlCv0OcVCsW6GSC1a7LliUwZDStHpA31ER7AKtHzcwhdMwQjB0hwxaFu+4qgAA9oDYkhBB3zDxsIUYVMeFEO9v/YXbO2YZ9PgAagIiN0XYPkIOFDQH8SSsO+K4RBHBsIOoxZnrlgsybZpsAUM/AJ6Ug7jnhWgCYZzik2gxwOygaGlJKee2MIl9iD01YcYRRABjE/TGQGbL5LZlQtuv691LfQE5LCIA/HpBuqfJTVKJ1OZxZq7JfvTcX3/s/kbUvDWfPOnn+Mr8UhjftixYgYAAAAASUVORK5CYII=", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 6.327780442533911E-9, "ymin": -3558053.4566380493, "xmax": 3524052.2519917493, "ymax": 7.081154551613618E-9, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NewandRe_1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "NewandRepl", "type": "esriFieldTypeInteger", "alias": "NewandRepl", "domain": null }, { "name": "NewandRe_1", "type": "esriFieldTypeString", "alias": "NewandRe_1", "length": 254, "domain": null }, { "name": "NewandRe_2", "type": "esriFieldTypeString", "alias": "NewandRe_2", "length": 254, "domain": null }, { "name": "NewandRe_3", "type": "esriFieldTypeString", "alias": "NewandRe_3", "length": 254, "domain": null }, { "name": "NewandRe_4", "type": "esriFieldTypeString", "alias": "NewandRe_4", "length": 254, "domain": null }, { "name": "NewandRe_5", "type": "esriFieldTypeString", "alias": "NewandRe_5", "length": 254, "domain": null }, { "name": "NewandRe_6", "type": "esriFieldTypeInteger", "alias": "NewandRe_6", "domain": null }, { "name": "NewandRe_7", "type": "esriFieldTypeDate", "alias": "NewandRe_7", "length": 8, "domain": null }, { "name": "NewandRe_8", "type": "esriFieldTypeString", "alias": "NewandRe_8", "length": 254, "domain": null }, { "name": "NewandRe_9", "type": "esriFieldTypeString", "alias": "NewandRe_9", "length": 254, "domain": null }, { "name": "Schools201", "type": "esriFieldTypeInteger", "alias": "Schools201", "domain": null }, { "name": "Schools2_1", "type": "esriFieldTypeInteger", "alias": "Schools2_1", "domain": null }, { "name": "Schools2_2", "type": "esriFieldTypeInteger", "alias": "Schools2_2", "domain": null }, { "name": "Schools2_3", "type": "esriFieldTypeInteger", "alias": "Schools2_3", "domain": null }, { "name": "Schools2_4", "type": "esriFieldTypeString", "alias": "Schools2_4", "length": 254, "domain": null }, { "name": "Schools2_5", "type": "esriFieldTypeString", "alias": "Schools2_5", "length": 254, "domain": null }, { "name": "Schools2_6", "type": "esriFieldTypeString", "alias": "Schools2_6", "length": 254, "domain": null }, { "name": "Schools2_7", "type": "esriFieldTypeString", "alias": "Schools2_7", "length": 254, "domain": null }, { "name": "Schools2_8", "type": "esriFieldTypeString", "alias": "Schools2_8", "length": 254, "domain": null }, { "name": "Schools2_9", "type": "esriFieldTypeString", "alias": "Schools2_9", "length": 254, "domain": null }, { "name": "Schools_10", "type": "esriFieldTypeString", "alias": "Schools_10", "length": 254, "domain": null }, { "name": "Schools_11", "type": "esriFieldTypeString", "alias": "Schools_11", "length": 254, "domain": null }, { "name": "Schools_12", "type": "esriFieldTypeString", "alias": "Schools_12", "length": 254, "domain": null }, { "name": "Schools_13", "type": "esriFieldTypeString", "alias": "Schools_13", "length": 254, "domain": null }, { "name": "Schools_14", "type": "esriFieldTypeInteger", "alias": "Schools_14", "domain": null }, { "name": "Schools_15", "type": "esriFieldTypeInteger", "alias": "Schools_15", "domain": null }, { "name": "Schools_16", "type": "esriFieldTypeInteger", "alias": "Schools_16", "domain": null }, { "name": "Schools_17", "type": "esriFieldTypeString", "alias": "Schools_17", "length": 254, "domain": null }, { "name": "Schools_18", "type": "esriFieldTypeString", "alias": "Schools_18", "length": 254, "domain": null }, { "name": "Schools_19", "type": "esriFieldTypeString", "alias": "Schools_19", "length": 254, "domain": null }, { "name": "Schools_20", "type": "esriFieldTypeDouble", "alias": "Schools_20", "domain": null }, { "name": "Schools_21", "type": "esriFieldTypeDouble", "alias": "Schools_21", "domain": null }, { "name": "Schools_22", "type": "esriFieldTypeString", "alias": "Schools_22", "length": 254, "domain": null }, { "name": "Schools_23", "type": "esriFieldTypeString", "alias": "Schools_23", "length": 254, "domain": null }, { "name": "Schools_24", "type": "esriFieldTypeString", "alias": "Schools_24", "length": 254, "domain": null }, { "name": "Schools_25", "type": "esriFieldTypeInteger", "alias": "Schools_25", "domain": null }, { "name": "Schools_26", "type": "esriFieldTypeString", "alias": "Schools_26", "length": 254, "domain": null }, { "name": "Schools_27", "type": "esriFieldTypeString", "alias": "Schools_27", "length": 254, "domain": null }, { "name": "Schools_28", "type": "esriFieldTypeString", "alias": "Schools_28", "length": 254, "domain": null }, { "name": "Schools_29", "type": "esriFieldTypeString", "alias": "Schools_29", "length": 254, "domain": null }, { "name": "Schools_30", "type": "esriFieldTypeString", "alias": "Schools_30", "length": 254, "domain": null }, { "name": "Schools_31", "type": "esriFieldTypeString", "alias": "Schools_31", "length": 254, "domain": null }, { "name": "Schools_32", "type": "esriFieldTypeString", "alias": "Schools_32", "length": 254, "domain": null }, { "name": "Schools_33", "type": "esriFieldTypeString", "alias": "Schools_33", "length": 254, "domain": null }, { "name": "Schools_34", "type": "esriFieldTypeString", "alias": "Schools_34", "length": 254, "domain": null }, { "name": "Schools_35", "type": "esriFieldTypeString", "alias": "Schools_35", "length": 254, "domain": null }, { "name": "Schools_36", "type": "esriFieldTypeString", "alias": "Schools_36", "length": 254, "domain": null }, { "name": "Schools_37", "type": "esriFieldTypeString", "alias": "Schools_37", "length": 254, "domain": null }, { "name": "Schools_38", "type": "esriFieldTypeString", "alias": "Schools_38", "length": 254, "domain": null }, { "name": "Schools_39", "type": "esriFieldTypeString", "alias": "Schools_39", "length": 254, "domain": null }, { "name": "Schools_40", "type": "esriFieldTypeString", "alias": "Schools_40", "length": 254, "domain": null }, { "name": "Schools_41", "type": "esriFieldTypeInteger", "alias": "Schools_41", "domain": null }, { "name": "Schools_42", "type": "esriFieldTypeString", "alias": "Schools_42", "length": 254, "domain": null }, { "name": "Schools_43", "type": "esriFieldTypeString", "alias": "Schools_43", "length": 254, "domain": null }, { "name": "Schools_44", "type": "esriFieldTypeInteger", "alias": "Schools_44", "domain": null }, { "name": "Schools_45", "type": "esriFieldTypeString", "alias": "Schools_45", "length": 254, "domain": null }, { "name": "Schools_46", "type": "esriFieldTypeString", "alias": "Schools_46", "length": 254, "domain": null }, { "name": "Schools_47", "type": "esriFieldTypeString", "alias": "Schools_47", "length": 254, "domain": null }, { "name": "Schools_48", "type": "esriFieldTypeString", "alias": "Schools_48", "length": 254, "domain": null }, { "name": "Schools_49", "type": "esriFieldTypeInteger", "alias": "Schools_49", "domain": null }, { "name": "Schools_50", "type": "esriFieldTypeInteger", "alias": "Schools_50", "domain": null }, { "name": "Schools_51", "type": "esriFieldTypeString", "alias": "Schools_51", "length": 254, "domain": null }, { "name": "Schools_52", "type": "esriFieldTypeInteger", "alias": "Schools_52", "domain": null }, { "name": "Schools_53", "type": "esriFieldTypeInteger", "alias": "Schools_53", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 17, "name": "New and Replacement school (LIM) (DBE2019)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "7d445899b07f58e51dafa6e770146997", "imageData": "iVBORw0KGgoAAAANSUhEUgAAABMAAAATCAYAAAByUDbMAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABZ0lEQVQ4jb3UwSsEYRjH8e8zdkXJQW0xK+XiKJLiJAeJCzns2IuSJAcHJ+Xij3BZJxeXGSnl4OCgcOGAXF1EzbA5YdutzTyaDWFnd03Jr57L+/Z+3rf37Xlj/GFi/4Yph7F7HnoVSSq81BG/amUqGwm7w2k00BWP7BJISzAmgE/Rd7EPQFdNps9rYh5OQtF9oC9kHwMYBRl2sedMrK2KmKLi4WxXgL6mHth0sW9NrKNQzMW2BBmqAX0kJsi6oj2CaGngc6p0LzJHhCjafc92P3BWhgEDUbAgCoNlmLIR96CJiFH80mt/w4SFoov9BDRH9B7LsPecAOPRTmYch2IKGYmEyWk7qctQLIm152LvApO/kPLK62LVDojTMFOksAOMVIGeBbVM0hdVsQQTz4oz5qHzwDLQ9WU6B+wI/lob6Zufa0MbXUi9ApmgXJwOA98EI5cnd93JbKHScWv+ZyapWyComvnTz/ENkCdqSI7XRQUAAAAASUVORK5CYII=", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 6.327780442533911E-9, "ymin": -2883149.2534041833, "xmax": 3449882.327269487, "ymax": 7.081154551613618E-9, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NewandRe_1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "NewandRepl", "type": "esriFieldTypeInteger", "alias": "NewandRepl", "domain": null }, { "name": "NewandRe_1", "type": "esriFieldTypeString", "alias": "NewandRe_1", "length": 254, "domain": null }, { "name": "NewandRe_2", "type": "esriFieldTypeString", "alias": "NewandRe_2", "length": 254, "domain": null }, { "name": "NewandRe_3", "type": "esriFieldTypeString", "alias": "NewandRe_3", "length": 254, "domain": null }, { "name": "NewandRe_4", "type": "esriFieldTypeString", "alias": "NewandRe_4", "length": 254, "domain": null }, { "name": "NewandRe_5", "type": "esriFieldTypeString", "alias": "NewandRe_5", "length": 254, "domain": null }, { "name": "NewandRe_6", "type": "esriFieldTypeInteger", "alias": "NewandRe_6", "domain": null }, { "name": "NewandRe_7", "type": "esriFieldTypeString", "alias": "NewandRe_7", "length": 254, "domain": null }, { "name": "NewandRe_8", "type": "esriFieldTypeString", "alias": "NewandRe_8", "length": 254, "domain": null }, { "name": "NewandRe_9", "type": "esriFieldTypeString", "alias": "NewandRe_9", "length": 254, "domain": null }, { "name": "NewandR_10", "type": "esriFieldTypeDouble", "alias": "NewandR_10", "domain": null }, { "name": "NewandR_11", "type": "esriFieldTypeDouble", "alias": "NewandR_11", "domain": null }, { "name": "Schools201", "type": "esriFieldTypeInteger", "alias": "Schools201", "domain": null }, { "name": "Schools2_1", "type": "esriFieldTypeInteger", "alias": "Schools2_1", "domain": null }, { "name": "Schools2_2", "type": "esriFieldTypeInteger", "alias": "Schools2_2", "domain": null }, { "name": "Schools2_3", "type": "esriFieldTypeInteger", "alias": "Schools2_3", "domain": null }, { "name": "Schools2_4", "type": "esriFieldTypeString", "alias": "Schools2_4", "length": 254, "domain": null }, { "name": "Schools2_5", "type": "esriFieldTypeString", "alias": "Schools2_5", "length": 254, "domain": null }, { "name": "Schools2_6", "type": "esriFieldTypeString", "alias": "Schools2_6", "length": 254, "domain": null }, { "name": "Schools2_7", "type": "esriFieldTypeString", "alias": "Schools2_7", "length": 254, "domain": null }, { "name": "Schools2_8", "type": "esriFieldTypeString", "alias": "Schools2_8", "length": 254, "domain": null }, { "name": "Schools2_9", "type": "esriFieldTypeString", "alias": "Schools2_9", "length": 254, "domain": null }, { "name": "Schools_10", "type": "esriFieldTypeString", "alias": "Schools_10", "length": 254, "domain": null }, { "name": "Schools_11", "type": "esriFieldTypeString", "alias": "Schools_11", "length": 254, "domain": null }, { "name": "Schools_12", "type": "esriFieldTypeString", "alias": "Schools_12", "length": 254, "domain": null }, { "name": "Schools_13", "type": "esriFieldTypeString", "alias": "Schools_13", "length": 254, "domain": null }, { "name": "Schools_14", "type": "esriFieldTypeInteger", "alias": "Schools_14", "domain": null }, { "name": "Schools_15", "type": "esriFieldTypeInteger", "alias": "Schools_15", "domain": null }, { "name": "Schools_16", "type": "esriFieldTypeInteger", "alias": "Schools_16", "domain": null }, { "name": "Schools_17", "type": "esriFieldTypeString", "alias": "Schools_17", "length": 254, "domain": null }, { "name": "Schools_18", "type": "esriFieldTypeString", "alias": "Schools_18", "length": 254, "domain": null }, { "name": "Schools_19", "type": "esriFieldTypeString", "alias": "Schools_19", "length": 254, "domain": null }, { "name": "Schools_20", "type": "esriFieldTypeDouble", "alias": "Schools_20", "domain": null }, { "name": "Schools_21", "type": "esriFieldTypeDouble", "alias": "Schools_21", "domain": null }, { "name": "Schools_22", "type": "esriFieldTypeString", "alias": "Schools_22", "length": 254, "domain": null }, { "name": "Schools_23", "type": "esriFieldTypeString", "alias": "Schools_23", "length": 254, "domain": null }, { "name": "Schools_24", "type": "esriFieldTypeString", "alias": "Schools_24", "length": 254, "domain": null }, { "name": "Schools_25", "type": "esriFieldTypeInteger", "alias": "Schools_25", "domain": null }, { "name": "Schools_26", "type": "esriFieldTypeString", "alias": "Schools_26", "length": 254, "domain": null }, { "name": "Schools_27", "type": "esriFieldTypeString", "alias": "Schools_27", "length": 254, "domain": null }, { "name": "Schools_28", "type": "esriFieldTypeString", "alias": "Schools_28", "length": 254, "domain": null }, { "name": "Schools_29", "type": "esriFieldTypeString", "alias": "Schools_29", "length": 254, "domain": null }, { "name": "Schools_30", "type": "esriFieldTypeString", "alias": "Schools_30", "length": 254, "domain": null }, { "name": "Schools_31", "type": "esriFieldTypeString", "alias": "Schools_31", "length": 254, "domain": null }, { "name": "Schools_32", "type": "esriFieldTypeString", "alias": "Schools_32", "length": 254, "domain": null }, { "name": "Schools_33", "type": "esriFieldTypeString", "alias": "Schools_33", "length": 254, "domain": null }, { "name": "Schools_34", "type": "esriFieldTypeString", "alias": "Schools_34", "length": 254, "domain": null }, { "name": "Schools_35", "type": "esriFieldTypeString", "alias": "Schools_35", "length": 254, "domain": null }, { "name": "Schools_36", "type": "esriFieldTypeString", "alias": "Schools_36", "length": 254, "domain": null }, { "name": "Schools_37", "type": "esriFieldTypeString", "alias": "Schools_37", "length": 254, "domain": null }, { "name": "Schools_38", "type": "esriFieldTypeString", "alias": "Schools_38", "length": 254, "domain": null }, { "name": "Schools_39", "type": "esriFieldTypeString", "alias": "Schools_39", "length": 254, "domain": null }, { "name": "Schools_40", "type": "esriFieldTypeString", "alias": "Schools_40", "length": 254, "domain": null }, { "name": "Schools_41", "type": "esriFieldTypeInteger", "alias": "Schools_41", "domain": null }, { "name": "Schools_42", "type": "esriFieldTypeString", "alias": "Schools_42", "length": 254, "domain": null }, { "name": "Schools_43", "type": "esriFieldTypeString", "alias": "Schools_43", "length": 254, "domain": null }, { "name": "Schools_44", "type": "esriFieldTypeInteger", "alias": "Schools_44", "domain": null }, { "name": "Schools_45", "type": "esriFieldTypeString", "alias": "Schools_45", "length": 254, "domain": null }, { "name": "Schools_46", "type": "esriFieldTypeString", "alias": "Schools_46", "length": 254, "domain": null }, { "name": "Schools_47", "type": "esriFieldTypeString", "alias": "Schools_47", "length": 254, "domain": null }, { "name": "Schools_48", "type": "esriFieldTypeString", "alias": "Schools_48", "length": 254, "domain": null }, { "name": "Schools_49", "type": "esriFieldTypeInteger", "alias": "Schools_49", "domain": null }, { "name": "Schools_50", "type": "esriFieldTypeInteger", "alias": "Schools_50", "domain": null }, { "name": "Schools_51", "type": "esriFieldTypeString", "alias": "Schools_51", "length": 254, "domain": null }, { "name": "Schools_52", "type": "esriFieldTypeInteger", "alias": "Schools_52", "domain": null }, { "name": "Schools_53", "type": "esriFieldTypeInteger", "alias": "Schools_53", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 18, "name": "New and Replacement school (NW) (DBE2019)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "eeb5305a887c8b6e62c79f70e279f18c", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 6.327780442533911E-9, "ymin": -3236809.1848156075, "xmax": 3131215.8901503882, "ymax": 7.081154551613618E-9, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NewandRe_1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "NewandRepl", "type": "esriFieldTypeInteger", "alias": "NewandRepl", "domain": null }, { "name": "NewandRe_1", "type": "esriFieldTypeString", "alias": "NewandRe_1", "length": 254, "domain": null }, { "name": "NewandRe_2", "type": "esriFieldTypeString", "alias": "NewandRe_2", "length": 254, "domain": null }, { "name": "NewandRe_3", "type": "esriFieldTypeString", "alias": "NewandRe_3", "length": 254, "domain": null }, { "name": "NewandRe_4", "type": "esriFieldTypeString", "alias": "NewandRe_4", "length": 254, "domain": null }, { "name": "NewandRe_5", "type": "esriFieldTypeString", "alias": "NewandRe_5", "length": 254, "domain": null }, { "name": "NewandRe_6", "type": "esriFieldTypeInteger", "alias": "NewandRe_6", "domain": null }, { "name": "NewandRe_7", "type": "esriFieldTypeString", "alias": "NewandRe_7", "length": 254, "domain": null }, { "name": "NewandRe_8", "type": "esriFieldTypeString", "alias": "NewandRe_8", "length": 254, "domain": null }, { "name": "NewandRe_9", "type": "esriFieldTypeString", "alias": "NewandRe_9", "length": 254, "domain": null }, { "name": "NewandR_10", "type": "esriFieldTypeDouble", "alias": "NewandR_10", "domain": null }, { "name": "NewandR_11", "type": "esriFieldTypeDouble", "alias": "NewandR_11", "domain": null }, { "name": "Schools201", "type": "esriFieldTypeInteger", "alias": "Schools201", "domain": null }, { "name": "Schools2_1", "type": "esriFieldTypeInteger", "alias": "Schools2_1", "domain": null }, { "name": "Schools2_2", "type": "esriFieldTypeInteger", "alias": "Schools2_2", "domain": null }, { "name": "Schools2_3", "type": "esriFieldTypeInteger", "alias": "Schools2_3", "domain": null }, { "name": "Schools2_4", "type": "esriFieldTypeString", "alias": "Schools2_4", "length": 254, "domain": null }, { "name": "Schools2_5", "type": "esriFieldTypeString", "alias": "Schools2_5", "length": 254, "domain": null }, { "name": "Schools2_6", "type": "esriFieldTypeString", "alias": "Schools2_6", "length": 254, "domain": null }, { "name": "Schools2_7", "type": "esriFieldTypeString", "alias": "Schools2_7", "length": 254, "domain": null }, { "name": "Schools2_8", "type": "esriFieldTypeString", "alias": "Schools2_8", "length": 254, "domain": null }, { "name": "Schools2_9", "type": "esriFieldTypeString", "alias": "Schools2_9", "length": 254, "domain": null }, { "name": "Schools_10", "type": "esriFieldTypeString", "alias": "Schools_10", "length": 254, "domain": null }, { "name": "Schools_11", "type": "esriFieldTypeString", "alias": "Schools_11", "length": 254, "domain": null }, { "name": "Schools_12", "type": "esriFieldTypeString", "alias": "Schools_12", "length": 254, "domain": null }, { "name": "Schools_13", "type": "esriFieldTypeString", "alias": "Schools_13", "length": 254, "domain": null }, { "name": "Schools_14", "type": "esriFieldTypeInteger", "alias": "Schools_14", "domain": null }, { "name": "Schools_15", "type": "esriFieldTypeInteger", "alias": "Schools_15", "domain": null }, { "name": "Schools_16", "type": "esriFieldTypeInteger", "alias": "Schools_16", "domain": null }, { "name": "Schools_17", "type": "esriFieldTypeString", "alias": "Schools_17", "length": 254, "domain": null }, { "name": "Schools_18", "type": "esriFieldTypeString", "alias": "Schools_18", "length": 254, "domain": null }, { "name": "Schools_19", "type": "esriFieldTypeString", "alias": "Schools_19", "length": 254, "domain": null }, { "name": "Schools_20", "type": "esriFieldTypeDouble", "alias": "Schools_20", "domain": null }, { "name": "Schools_21", "type": "esriFieldTypeDouble", "alias": "Schools_21", "domain": null }, { "name": "Schools_22", "type": "esriFieldTypeString", "alias": "Schools_22", "length": 254, "domain": null }, { "name": "Schools_23", "type": "esriFieldTypeString", "alias": "Schools_23", "length": 254, "domain": null }, { "name": "Schools_24", "type": "esriFieldTypeString", "alias": "Schools_24", "length": 254, "domain": null }, { "name": "Schools_25", "type": "esriFieldTypeInteger", "alias": "Schools_25", "domain": null }, { "name": "Schools_26", "type": "esriFieldTypeString", "alias": "Schools_26", "length": 254, "domain": null }, { "name": "Schools_27", "type": "esriFieldTypeString", "alias": "Schools_27", "length": 254, "domain": null }, { "name": "Schools_28", "type": "esriFieldTypeString", "alias": "Schools_28", "length": 254, "domain": null }, { "name": "Schools_29", "type": "esriFieldTypeString", "alias": "Schools_29", "length": 254, "domain": null }, { "name": "Schools_30", "type": "esriFieldTypeString", "alias": "Schools_30", "length": 254, "domain": null }, { "name": "Schools_31", "type": "esriFieldTypeString", "alias": "Schools_31", "length": 254, "domain": null }, { "name": "Schools_32", "type": "esriFieldTypeString", "alias": "Schools_32", "length": 254, "domain": null }, { "name": "Schools_33", "type": "esriFieldTypeString", "alias": "Schools_33", "length": 254, "domain": null }, { "name": "Schools_34", "type": "esriFieldTypeString", "alias": "Schools_34", "length": 254, "domain": null }, { "name": "Schools_35", "type": "esriFieldTypeString", "alias": "Schools_35", "length": 254, "domain": null }, { "name": "Schools_36", "type": "esriFieldTypeString", "alias": "Schools_36", "length": 254, "domain": null }, { "name": "Schools_37", "type": "esriFieldTypeString", "alias": "Schools_37", "length": 254, "domain": null }, { "name": "Schools_38", "type": "esriFieldTypeString", "alias": "Schools_38", "length": 254, "domain": null }, { "name": "Schools_39", "type": "esriFieldTypeString", "alias": "Schools_39", "length": 254, "domain": null }, { "name": "Schools_40", "type": "esriFieldTypeString", "alias": "Schools_40", "length": 254, "domain": null }, { "name": "Schools_41", "type": "esriFieldTypeInteger", "alias": "Schools_41", "domain": null }, { "name": "Schools_42", "type": "esriFieldTypeString", "alias": "Schools_42", "length": 254, "domain": null }, { "name": "Schools_43", "type": "esriFieldTypeString", "alias": "Schools_43", "length": 254, "domain": null }, { "name": "Schools_44", "type": "esriFieldTypeInteger", "alias": "Schools_44", "domain": null }, { "name": "Schools_45", "type": "esriFieldTypeString", "alias": "Schools_45", "length": 254, "domain": null }, { "name": "Schools_46", "type": "esriFieldTypeString", "alias": "Schools_46", "length": 254, "domain": null }, { "name": "Schools_47", "type": "esriFieldTypeString", "alias": "Schools_47", "length": 254, "domain": null }, { "name": "Schools_48", "type": "esriFieldTypeString", "alias": "Schools_48", "length": 254, "domain": null }, { "name": "Schools_49", "type": "esriFieldTypeInteger", "alias": "Schools_49", "domain": null }, { "name": "Schools_50", "type": "esriFieldTypeInteger", "alias": "Schools_50", "domain": null }, { "name": "Schools_51", "type": "esriFieldTypeString", "alias": "Schools_51", "length": 254, "domain": null }, { "name": "Schools_52", "type": "esriFieldTypeInteger", "alias": "Schools_52", "domain": null }, { "name": "Schools_53", "type": "esriFieldTypeInteger", "alias": "Schools_53", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 19, "name": "New and Replacement school (MP) (DBE2019)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "65688a0f059113eaaf865c44a3cd7af6", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 6.327780442533911E-9, "ymin": -3063079.142216449, "xmax": 3552811.642438192, "ymax": 7.081154551613618E-9, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NewandRe_1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "NewandRepl", "type": "esriFieldTypeInteger", "alias": "NewandRepl", "domain": null }, { "name": "NewandRe_1", "type": "esriFieldTypeString", "alias": "NewandRe_1", "length": 254, "domain": null }, { "name": "NewandRe_2", "type": "esriFieldTypeString", "alias": "NewandRe_2", "length": 254, "domain": null }, { "name": "NewandRe_3", "type": "esriFieldTypeString", "alias": "NewandRe_3", "length": 254, "domain": null }, { "name": "NewandRe_4", "type": "esriFieldTypeString", "alias": "NewandRe_4", "length": 254, "domain": null }, { "name": "NewandRe_5", "type": "esriFieldTypeString", "alias": "NewandRe_5", "length": 254, "domain": null }, { "name": "NewandRe_6", "type": "esriFieldTypeInteger", "alias": "NewandRe_6", "domain": null }, { "name": "NewandRe_7", "type": "esriFieldTypeString", "alias": "NewandRe_7", "length": 254, "domain": null }, { "name": "NewandRe_8", "type": "esriFieldTypeString", "alias": "NewandRe_8", "length": 254, "domain": null }, { "name": "NewandRe_9", "type": "esriFieldTypeString", "alias": "NewandRe_9", "length": 254, "domain": null }, { "name": "NewandR_10", "type": "esriFieldTypeDouble", "alias": "NewandR_10", "domain": null }, { "name": "NewandR_11", "type": "esriFieldTypeDouble", "alias": "NewandR_11", "domain": null }, { "name": "Schools201", "type": "esriFieldTypeInteger", "alias": "Schools201", "domain": null }, { "name": "Schools2_1", "type": "esriFieldTypeInteger", "alias": "Schools2_1", "domain": null }, { "name": "Schools2_2", "type": "esriFieldTypeInteger", "alias": "Schools2_2", "domain": null }, { "name": "Schools2_3", "type": "esriFieldTypeInteger", "alias": "Schools2_3", "domain": null }, { "name": "Schools2_4", "type": "esriFieldTypeString", "alias": "Schools2_4", "length": 254, "domain": null }, { "name": "Schools2_5", "type": "esriFieldTypeString", "alias": "Schools2_5", "length": 254, "domain": null }, { "name": "Schools2_6", "type": "esriFieldTypeString", "alias": "Schools2_6", "length": 254, "domain": null }, { "name": "Schools2_7", "type": "esriFieldTypeString", "alias": "Schools2_7", "length": 254, "domain": null }, { "name": "Schools2_8", "type": "esriFieldTypeString", "alias": "Schools2_8", "length": 254, "domain": null }, { "name": "Schools2_9", "type": "esriFieldTypeString", "alias": "Schools2_9", "length": 254, "domain": null }, { "name": "Schools_10", "type": "esriFieldTypeString", "alias": "Schools_10", "length": 254, "domain": null }, { "name": "Schools_11", "type": "esriFieldTypeString", "alias": "Schools_11", "length": 254, "domain": null }, { "name": "Schools_12", "type": "esriFieldTypeString", "alias": "Schools_12", "length": 254, "domain": null }, { "name": "Schools_13", "type": "esriFieldTypeString", "alias": "Schools_13", "length": 254, "domain": null }, { "name": "Schools_14", "type": "esriFieldTypeInteger", "alias": "Schools_14", "domain": null }, { "name": "Schools_15", "type": "esriFieldTypeInteger", "alias": "Schools_15", "domain": null }, { "name": "Schools_16", "type": "esriFieldTypeInteger", "alias": "Schools_16", "domain": null }, { "name": "Schools_17", "type": "esriFieldTypeString", "alias": "Schools_17", "length": 254, "domain": null }, { "name": "Schools_18", "type": "esriFieldTypeString", "alias": "Schools_18", "length": 254, "domain": null }, { "name": "Schools_19", "type": "esriFieldTypeString", "alias": "Schools_19", "length": 254, "domain": null }, { "name": "Schools_20", "type": "esriFieldTypeDouble", "alias": "Schools_20", "domain": null }, { "name": "Schools_21", "type": "esriFieldTypeDouble", "alias": "Schools_21", "domain": null }, { "name": "Schools_22", "type": "esriFieldTypeString", "alias": "Schools_22", "length": 254, "domain": null }, { "name": "Schools_23", "type": "esriFieldTypeString", "alias": "Schools_23", "length": 254, "domain": null }, { "name": "Schools_24", "type": "esriFieldTypeString", "alias": "Schools_24", "length": 254, "domain": null }, { "name": "Schools_25", "type": "esriFieldTypeInteger", "alias": "Schools_25", "domain": null }, { "name": "Schools_26", "type": "esriFieldTypeString", "alias": "Schools_26", "length": 254, "domain": null }, { "name": "Schools_27", "type": "esriFieldTypeString", "alias": "Schools_27", "length": 254, "domain": null }, { "name": "Schools_28", "type": "esriFieldTypeString", "alias": "Schools_28", "length": 254, "domain": null }, { "name": "Schools_29", "type": "esriFieldTypeString", "alias": "Schools_29", "length": 254, "domain": null }, { "name": "Schools_30", "type": "esriFieldTypeString", "alias": "Schools_30", "length": 254, "domain": null }, { "name": "Schools_31", "type": "esriFieldTypeString", "alias": "Schools_31", "length": 254, "domain": null }, { "name": "Schools_32", "type": "esriFieldTypeString", "alias": "Schools_32", "length": 254, "domain": null }, { "name": "Schools_33", "type": "esriFieldTypeString", "alias": "Schools_33", "length": 254, "domain": null }, { "name": "Schools_34", "type": "esriFieldTypeString", "alias": "Schools_34", "length": 254, "domain": null }, { "name": "Schools_35", "type": "esriFieldTypeString", "alias": "Schools_35", "length": 254, "domain": null }, { "name": "Schools_36", "type": "esriFieldTypeString", "alias": "Schools_36", "length": 254, "domain": null }, { "name": "Schools_37", "type": "esriFieldTypeString", "alias": "Schools_37", "length": 254, "domain": null }, { "name": "Schools_38", "type": "esriFieldTypeString", "alias": "Schools_38", "length": 254, "domain": null }, { "name": "Schools_39", "type": "esriFieldTypeString", "alias": "Schools_39", "length": 254, "domain": null }, { "name": "Schools_40", "type": "esriFieldTypeString", "alias": "Schools_40", "length": 254, "domain": null }, { "name": "Schools_41", "type": "esriFieldTypeInteger", "alias": "Schools_41", "domain": null }, { "name": "Schools_42", "type": "esriFieldTypeString", "alias": "Schools_42", "length": 254, "domain": null }, { "name": "Schools_43", "type": "esriFieldTypeString", "alias": "Schools_43", "length": 254, "domain": null }, { "name": "Schools_44", "type": "esriFieldTypeInteger", "alias": "Schools_44", "domain": null }, { "name": "Schools_45", "type": "esriFieldTypeString", "alias": "Schools_45", "length": 254, "domain": null }, { "name": "Schools_46", "type": "esriFieldTypeString", "alias": "Schools_46", "length": 254, "domain": null }, { "name": "Schools_47", "type": "esriFieldTypeString", "alias": "Schools_47", "length": 254, "domain": null }, { "name": "Schools_48", "type": "esriFieldTypeString", "alias": "Schools_48", "length": 254, "domain": null }, { "name": "Schools_49", "type": "esriFieldTypeInteger", "alias": "Schools_49", "domain": null }, { "name": "Schools_50", "type": "esriFieldTypeInteger", "alias": "Schools_50", "domain": null }, { "name": "Schools_51", "type": "esriFieldTypeString", "alias": "Schools_51", "length": 254, "domain": null }, { "name": "Schools_52", "type": "esriFieldTypeInteger", "alias": "Schools_52", "domain": null }, { "name": "Schools_53", "type": "esriFieldTypeInteger", "alias": "Schools_53", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 20, "name": "New and Replacement school (NC) (DBE2019)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "f6976306973fcee7c654cda9146812e4", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2291057.5344571047, "ymin": -3657715.6885726308, "xmax": 2776778.981830306, "ymax": -3152288.044072896, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NewandRe_1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "NewandRepl", "type": "esriFieldTypeInteger", "alias": "NewandRepl", "domain": null }, { "name": "NewandRe_1", "type": "esriFieldTypeString", "alias": "NewandRe_1", "length": 254, "domain": null }, { "name": "NewandRe_2", "type": "esriFieldTypeString", "alias": "NewandRe_2", "length": 254, "domain": null }, { "name": "NewandRe_3", "type": "esriFieldTypeString", "alias": "NewandRe_3", "length": 254, "domain": null }, { "name": "NewandRe_4", "type": "esriFieldTypeString", "alias": "NewandRe_4", "length": 254, "domain": null }, { "name": "NewandRe_5", "type": "esriFieldTypeString", "alias": "NewandRe_5", "length": 254, "domain": null }, { "name": "NewandRe_6", "type": "esriFieldTypeInteger", "alias": "NewandRe_6", "domain": null }, { "name": "NewandRe_7", "type": "esriFieldTypeDate", "alias": "NewandRe_7", "length": 8, "domain": null }, { "name": "NewandRe_8", "type": "esriFieldTypeDate", "alias": "NewandRe_8", "length": 8, "domain": null }, { "name": "NewandRe_9", "type": "esriFieldTypeString", "alias": "NewandRe_9", "length": 254, "domain": null }, { "name": "NewandR_10", "type": "esriFieldTypeDouble", "alias": "NewandR_10", "domain": null }, { "name": "NewandR_11", "type": "esriFieldTypeDouble", "alias": "NewandR_11", "domain": null }, { "name": "Schools201", "type": "esriFieldTypeInteger", "alias": "Schools201", "domain": null }, { "name": "Schools2_1", "type": "esriFieldTypeInteger", "alias": "Schools2_1", "domain": null }, { "name": "Schools2_2", "type": "esriFieldTypeInteger", "alias": "Schools2_2", "domain": null }, { "name": "Schools2_3", "type": "esriFieldTypeInteger", "alias": "Schools2_3", "domain": null }, { "name": "Schools2_4", "type": "esriFieldTypeString", "alias": "Schools2_4", "length": 254, "domain": null }, { "name": "Schools2_5", "type": "esriFieldTypeString", "alias": "Schools2_5", "length": 254, "domain": null }, { "name": "Schools2_6", "type": "esriFieldTypeString", "alias": "Schools2_6", "length": 254, "domain": null }, { "name": "Schools2_7", "type": "esriFieldTypeString", "alias": "Schools2_7", "length": 254, "domain": null }, { "name": "Schools2_8", "type": "esriFieldTypeString", "alias": "Schools2_8", "length": 254, "domain": null }, { "name": "Schools2_9", "type": "esriFieldTypeString", "alias": "Schools2_9", "length": 254, "domain": null }, { "name": "Schools_10", "type": "esriFieldTypeString", "alias": "Schools_10", "length": 254, "domain": null }, { "name": "Schools_11", "type": "esriFieldTypeString", "alias": "Schools_11", "length": 254, "domain": null }, { "name": "Schools_12", "type": "esriFieldTypeString", "alias": "Schools_12", "length": 254, "domain": null }, { "name": "Schools_13", "type": "esriFieldTypeString", "alias": "Schools_13", "length": 254, "domain": null }, { "name": "Schools_14", "type": "esriFieldTypeInteger", "alias": "Schools_14", "domain": null }, { "name": "Schools_15", "type": "esriFieldTypeInteger", "alias": "Schools_15", "domain": null }, { "name": "Schools_16", "type": "esriFieldTypeInteger", "alias": "Schools_16", "domain": null }, { "name": "Schools_17", "type": "esriFieldTypeString", "alias": "Schools_17", "length": 254, "domain": null }, { "name": "Schools_18", "type": "esriFieldTypeString", "alias": "Schools_18", "length": 254, "domain": null }, { "name": "Schools_19", "type": "esriFieldTypeString", "alias": "Schools_19", "length": 254, "domain": null }, { "name": "Schools_20", "type": "esriFieldTypeDouble", "alias": "Schools_20", "domain": null }, { "name": "Schools_21", "type": "esriFieldTypeDouble", "alias": "Schools_21", "domain": null }, { "name": "Schools_22", "type": "esriFieldTypeString", "alias": "Schools_22", "length": 254, "domain": null }, { "name": "Schools_23", "type": "esriFieldTypeString", "alias": "Schools_23", "length": 254, "domain": null }, { "name": "Schools_24", "type": "esriFieldTypeString", "alias": "Schools_24", "length": 254, "domain": null }, { "name": "Schools_25", "type": "esriFieldTypeInteger", "alias": "Schools_25", "domain": null }, { "name": "Schools_26", "type": "esriFieldTypeString", "alias": "Schools_26", "length": 254, "domain": null }, { "name": "Schools_27", "type": "esriFieldTypeString", "alias": "Schools_27", "length": 254, "domain": null }, { "name": "Schools_28", "type": "esriFieldTypeString", "alias": "Schools_28", "length": 254, "domain": null }, { "name": "Schools_29", "type": "esriFieldTypeString", "alias": "Schools_29", "length": 254, "domain": null }, { "name": "Schools_30", "type": "esriFieldTypeString", "alias": "Schools_30", "length": 254, "domain": null }, { "name": "Schools_31", "type": "esriFieldTypeString", "alias": "Schools_31", "length": 254, "domain": null }, { "name": "Schools_32", "type": "esriFieldTypeString", "alias": "Schools_32", "length": 254, "domain": null }, { "name": "Schools_33", "type": "esriFieldTypeString", "alias": "Schools_33", "length": 254, "domain": null }, { "name": "Schools_34", "type": "esriFieldTypeString", "alias": "Schools_34", "length": 254, "domain": null }, { "name": "Schools_35", "type": "esriFieldTypeString", "alias": "Schools_35", "length": 254, "domain": null }, { "name": "Schools_36", "type": "esriFieldTypeString", "alias": "Schools_36", "length": 254, "domain": null }, { "name": "Schools_37", "type": "esriFieldTypeString", "alias": "Schools_37", "length": 254, "domain": null }, { "name": "Schools_38", "type": "esriFieldTypeString", "alias": "Schools_38", "length": 254, "domain": null }, { "name": "Schools_39", "type": "esriFieldTypeString", "alias": "Schools_39", "length": 254, "domain": null }, { "name": "Schools_40", "type": "esriFieldTypeString", "alias": "Schools_40", "length": 254, "domain": null }, { "name": "Schools_41", "type": "esriFieldTypeInteger", "alias": "Schools_41", "domain": null }, { "name": "Schools_42", "type": "esriFieldTypeString", "alias": "Schools_42", "length": 254, "domain": null }, { "name": "Schools_43", "type": "esriFieldTypeString", "alias": "Schools_43", "length": 254, "domain": null }, { "name": "Schools_44", "type": "esriFieldTypeInteger", "alias": "Schools_44", "domain": null }, { "name": "Schools_45", "type": "esriFieldTypeString", "alias": "Schools_45", "length": 254, "domain": null }, { "name": "Schools_46", "type": "esriFieldTypeString", "alias": "Schools_46", "length": 254, "domain": null }, { "name": "Schools_47", "type": "esriFieldTypeString", "alias": "Schools_47", "length": 254, "domain": null }, { "name": "Schools_48", "type": "esriFieldTypeString", "alias": "Schools_48", "length": 254, "domain": null }, { "name": "Schools_49", "type": "esriFieldTypeInteger", "alias": "Schools_49", "domain": null }, { "name": "Schools_50", "type": "esriFieldTypeInteger", "alias": "Schools_50", "domain": null }, { "name": "Schools_51", "type": "esriFieldTypeString", "alias": "Schools_51", "length": 254, "domain": null }, { "name": "Schools_52", "type": "esriFieldTypeInteger", "alias": "Schools_52", "domain": null }, { "name": "Schools_53", "type": "esriFieldTypeInteger", "alias": "Schools_53", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 21, "name": "New and Replacement school (WC) (DBE2019)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "6cae6da3085be83a9234b8426198ed5b", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 1994702.748218629, "ymin": -4052178.093411503, "xmax": 2571306.8394065993, "ymax": -3884484.6428999794, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NewandRe_1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "NewandRepl", "type": "esriFieldTypeInteger", "alias": "NewandRepl", "domain": null }, { "name": "NewandRe_1", "type": "esriFieldTypeString", "alias": "NewandRe_1", "length": 254, "domain": null }, { "name": "NewandRe_2", "type": "esriFieldTypeString", "alias": "NewandRe_2", "length": 254, "domain": null }, { "name": "NewandRe_3", "type": "esriFieldTypeString", "alias": "NewandRe_3", "length": 254, "domain": null }, { "name": "NewandRe_4", "type": "esriFieldTypeString", "alias": "NewandRe_4", "length": 254, "domain": null }, { "name": "NewandRe_5", "type": "esriFieldTypeString", "alias": "NewandRe_5", "length": 254, "domain": null }, { "name": "NewandRe_6", "type": "esriFieldTypeInteger", "alias": "NewandRe_6", "domain": null }, { "name": "NewandRe_7", "type": "esriFieldTypeString", "alias": "NewandRe_7", "length": 254, "domain": null }, { "name": "NewandRe_8", "type": "esriFieldTypeString", "alias": "NewandRe_8", "length": 254, "domain": null }, { "name": "NewandRe_9", "type": "esriFieldTypeString", "alias": "NewandRe_9", "length": 254, "domain": null }, { "name": "NewandR_10", "type": "esriFieldTypeDouble", "alias": "NewandR_10", "domain": null }, { "name": "NewandR_11", "type": "esriFieldTypeDouble", "alias": "NewandR_11", "domain": null }, { "name": "Schools201", "type": "esriFieldTypeInteger", "alias": "Schools201", "domain": null }, { "name": "Schools2_1", "type": "esriFieldTypeInteger", "alias": "Schools2_1", "domain": null }, { "name": "Schools2_2", "type": "esriFieldTypeInteger", "alias": "Schools2_2", "domain": null }, { "name": "Schools2_3", "type": "esriFieldTypeInteger", "alias": "Schools2_3", "domain": null }, { "name": "Schools2_4", "type": "esriFieldTypeString", "alias": "Schools2_4", "length": 254, "domain": null }, { "name": "Schools2_5", "type": "esriFieldTypeString", "alias": "Schools2_5", "length": 254, "domain": null }, { "name": "Schools2_6", "type": "esriFieldTypeString", "alias": "Schools2_6", "length": 254, "domain": null }, { "name": "Schools2_7", "type": "esriFieldTypeString", "alias": "Schools2_7", "length": 254, "domain": null }, { "name": "Schools2_8", "type": "esriFieldTypeString", "alias": "Schools2_8", "length": 254, "domain": null }, { "name": "Schools2_9", "type": "esriFieldTypeString", "alias": "Schools2_9", "length": 254, "domain": null }, { "name": "Schools_10", "type": "esriFieldTypeString", "alias": "Schools_10", "length": 254, "domain": null }, { "name": "Schools_11", "type": "esriFieldTypeString", "alias": "Schools_11", "length": 254, "domain": null }, { "name": "Schools_12", "type": "esriFieldTypeString", "alias": "Schools_12", "length": 254, "domain": null }, { "name": "Schools_13", "type": "esriFieldTypeString", "alias": "Schools_13", "length": 254, "domain": null }, { "name": "Schools_14", "type": "esriFieldTypeInteger", "alias": "Schools_14", "domain": null }, { "name": "Schools_15", "type": "esriFieldTypeInteger", "alias": "Schools_15", "domain": null }, { "name": "Schools_16", "type": "esriFieldTypeInteger", "alias": "Schools_16", "domain": null }, { "name": "Schools_17", "type": "esriFieldTypeString", "alias": "Schools_17", "length": 254, "domain": null }, { "name": "Schools_18", "type": "esriFieldTypeString", "alias": "Schools_18", "length": 254, "domain": null }, { "name": "Schools_19", "type": "esriFieldTypeString", "alias": "Schools_19", "length": 254, "domain": null }, { "name": "Schools_20", "type": "esriFieldTypeDouble", "alias": "Schools_20", "domain": null }, { "name": "Schools_21", "type": "esriFieldTypeDouble", "alias": "Schools_21", "domain": null }, { "name": "Schools_22", "type": "esriFieldTypeString", "alias": "Schools_22", "length": 254, "domain": null }, { "name": "Schools_23", "type": "esriFieldTypeString", "alias": "Schools_23", "length": 254, "domain": null }, { "name": "Schools_24", "type": "esriFieldTypeString", "alias": "Schools_24", "length": 254, "domain": null }, { "name": "Schools_25", "type": "esriFieldTypeInteger", "alias": "Schools_25", "domain": null }, { "name": "Schools_26", "type": "esriFieldTypeString", "alias": "Schools_26", "length": 254, "domain": null }, { "name": "Schools_27", "type": "esriFieldTypeString", "alias": "Schools_27", "length": 254, "domain": null }, { "name": "Schools_28", "type": "esriFieldTypeString", "alias": "Schools_28", "length": 254, "domain": null }, { "name": "Schools_29", "type": "esriFieldTypeString", "alias": "Schools_29", "length": 254, "domain": null }, { "name": "Schools_30", "type": "esriFieldTypeString", "alias": "Schools_30", "length": 254, "domain": null }, { "name": "Schools_31", "type": "esriFieldTypeString", "alias": "Schools_31", "length": 254, "domain": null }, { "name": "Schools_32", "type": "esriFieldTypeString", "alias": "Schools_32", "length": 254, "domain": null }, { "name": "Schools_33", "type": "esriFieldTypeString", "alias": "Schools_33", "length": 254, "domain": null }, { "name": "Schools_34", "type": "esriFieldTypeString", "alias": "Schools_34", "length": 254, "domain": null }, { "name": "Schools_35", "type": "esriFieldTypeString", "alias": "Schools_35", "length": 254, "domain": null }, { "name": "Schools_36", "type": "esriFieldTypeString", "alias": "Schools_36", "length": 254, "domain": null }, { "name": "Schools_37", "type": "esriFieldTypeString", "alias": "Schools_37", "length": 254, "domain": null }, { "name": "Schools_38", "type": "esriFieldTypeString", "alias": "Schools_38", "length": 254, "domain": null }, { "name": "Schools_39", "type": "esriFieldTypeString", "alias": "Schools_39", "length": 254, "domain": null }, { "name": "Schools_40", "type": "esriFieldTypeString", "alias": "Schools_40", "length": 254, "domain": null }, { "name": "Schools_41", "type": "esriFieldTypeInteger", "alias": "Schools_41", "domain": null }, { "name": "Schools_42", "type": "esriFieldTypeString", "alias": "Schools_42", "length": 254, "domain": null }, { "name": "Schools_43", "type": "esriFieldTypeString", "alias": "Schools_43", "length": 254, "domain": null }, { "name": "Schools_44", "type": "esriFieldTypeInteger", "alias": "Schools_44", "domain": null }, { "name": "Schools_45", "type": "esriFieldTypeString", "alias": "Schools_45", "length": 254, "domain": null }, { "name": "Schools_46", "type": "esriFieldTypeString", "alias": "Schools_46", "length": 254, "domain": null }, { "name": "Schools_47", "type": "esriFieldTypeString", "alias": "Schools_47", "length": 254, "domain": null }, { "name": "Schools_48", "type": "esriFieldTypeString", "alias": "Schools_48", "length": 254, "domain": null }, { "name": "Schools_49", "type": "esriFieldTypeInteger", "alias": "Schools_49", "domain": null }, { "name": "Schools_50", "type": "esriFieldTypeInteger", "alias": "Schools_50", "domain": null }, { "name": "Schools_51", "type": "esriFieldTypeString", "alias": "Schools_51", "length": 254, "domain": null }, { "name": "Schools_52", "type": "esriFieldTypeInteger", "alias": "Schools_52", "domain": null }, { "name": "Schools_53", "type": "esriFieldTypeInteger", "alias": "Schools_53", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 22, "name": "Health facilities priorities (DOH2019)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "uniqueValue", "field1": "Category", "uniqueValueGroups": [ { "heading": "Category", "classes": [ { "label": "Community Day Centre (HIV)", "description": "Community Day Centre (HIV)", "symbol": { "type": "esriPMS", "url": "dcd3341d045917b2a665c937f053177b", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "Community Day Centre (HIV)" ] ] }, { "label": "Community Health Centre", "description": "Community Health Centre", "symbol": { "type": "esriPMS", "url": "d445ddda295a6927b08ae641fa2f5b02", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "Community Health Centre" ] ] }, { "label": "Day Hospital", "description": "Day Hospital", "symbol": { "type": "esriPMS", "url": "1956138f7802b3d4a4e380ba0a0a85f1", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "Day Hospital" ] ] }, { "label": "Dental Clinic", "description": "Dental Clinic", "symbol": { "type": "esriPMS", "url": "c3d5df7875474c92c748aae4b8f35c48", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "Dental Clinic" ] ] }, { "label": "Fixed Clinic", "description": "Fixed Clinic", "symbol": { "type": "esriPMS", "url": "7562194a57be6a7b229ace39b3a1cc90", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "Fixed Clinic" ] ] }, { "label": "Gateway Clinic", "description": "Gateway Clinic", "symbol": { "type": "esriPMS", "url": "e1f4225b5dffbdf62be19fe712591f2c", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "Gateway Clinic" ] ] }, { "label": "Satellite Clinic", "description": "Satellite Clinic", "symbol": { "type": "esriPMS", "url": "e1f3d295fe28deae33efb912a6cfe825", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "Satellite Clinic" ] ] } ] } ], "uniqueValueInfos": [ { "symbol": { "type": "esriPMS", "url": "dcd3341d045917b2a665c937f053177b", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Community Day Centre (HIV)", "label": "Community Day Centre (HIV)" }, { "symbol": { "type": "esriPMS", "url": "d445ddda295a6927b08ae641fa2f5b02", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Community Health Centre", "label": "Community Health Centre" }, { "symbol": { "type": "esriPMS", "url": "1956138f7802b3d4a4e380ba0a0a85f1", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Day Hospital", "label": "Day Hospital" }, { "symbol": { "type": "esriPMS", "url": "c3d5df7875474c92c748aae4b8f35c48", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Dental Clinic", "label": "Dental Clinic" }, { "symbol": { "type": "esriPMS", "url": "7562194a57be6a7b229ace39b3a1cc90", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Fixed Clinic", "label": "Fixed Clinic" }, { "symbol": { "type": "esriPMS", "url": "e1f4225b5dffbdf62be19fe712591f2c", "imageData": "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", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Gateway Clinic", "label": "Gateway Clinic" }, { "symbol": { "type": "esriPMS", "url": "e1f3d295fe28deae33efb912a6cfe825", "imageData": "iVBORw0KGgoAAAANSUhEUgAAABMAAAATCAYAAAByUDbMAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABhklEQVQ4jb3UzytEURQH8O/3eh5TkpQNZWkpQlFK0szEyordMCbJwsJK2fgjbMaGR1ajKaWI50chRUK2NlhKKbzBXG+OZorUPDNeybdO3e6pzzmbew38YYx/w2Rvz9DudbMAdQrq2XB5yXDkzhcmR4lA2nGm9PvNBMBqZu8g0Eoyb/aCTSXTZs/IWVFM1udrdCq1QbDFY44iGEaG3W9bi7Gy0NDyj5iIUG9bKxB4Qd9jkrKgN63b0vDwvieW3rEGCXYVgT5jiMKsiDSRlNzFVwsAhTH4S6PeXWoDcJKHAWj3iQEuOvIwOZ0r1Q+o8GuJkurP8xfG1jGdtq1HAJV+MIrc52G5KeAhIX3+VsOBN5bJxKnoA5NjMxS98MTKw9E1bVurAvT/QnoB1HjBF2AE3IhOlSRBBAtAT0px0OgZOi+IsTP2JIlEr65yRkFOAmj41nYAJN13mTF7h6/zFvEay4EBF0A8Wy/2Un0J3FoBHNPAFbujrz+tW/Q/CwQjtwCyVTR/+jl+AP4GjCEjb+swAAAAAElFTkSuQmCC", "contentType": "image/png", "width": 14, "height": 14, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Satellite Clinic", "label": "Satellite Clinic" } ], "fieldDelimiter": ",", "authoringInfo": { "colorRamp": { "type": "multipart", "colorRamps": [ { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 68, 173, 143, 255 ], "toColor": [ 68, 173, 143, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 176, 99, 242, 255 ], "toColor": [ 176, 99, 242, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 240, 96, 96, 255 ], "toColor": [ 240, 96, 96, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 247, 250, 102, 255 ], "toColor": [ 247, 250, 102, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 64, 83, 133, 255 ], "toColor": [ 64, 83, 133, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 138, 114, 59, 255 ], "toColor": [ 138, 114, 59, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 235, 157, 213, 255 ], "toColor": [ 235, 157, 213, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 113, 245, 126, 255 ], "toColor": [ 113, 245, 126, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 130, 49, 94, 255 ], "toColor": [ 130, 49, 94, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 130, 195, 245, 255 ], "toColor": [ 130, 195, 245, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 96, 126, 235, 255 ], "toColor": [ 96, 126, 235, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 146, 184, 90, 255 ], "toColor": [ 146, 184, 90, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 250, 87, 185, 255 ], "toColor": [ 250, 87, 185, 255 ] } ] } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 1867473.5136498052, "ymin": -4108494.4496191023, "xmax": 3597824.79173536, "ymax": -2552824.0083492887, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "FacilityNa", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "FacilityNa", "type": "esriFieldTypeString", "alias": "FacilityNa", "length": 254, "domain": null }, { "name": "Category", "type": "esriFieldTypeString", "alias": "Category", "length": 254, "domain": null }, { "name": "Province", "type": "esriFieldTypeString", "alias": "Province", "length": 254, "domain": null }, { "name": "District", "type": "esriFieldTypeString", "alias": "District", "length": 254, "domain": null }, { "name": "LocalMunAr", "type": "esriFieldTypeString", "alias": "LocalMunAr", "length": 254, "domain": null }, { "name": "LatC", "type": "esriFieldTypeDouble", "alias": "LatC", "domain": null }, { "name": "LongC", "type": "esriFieldTypeDouble", "alias": "LongC", "domain": null }, { "name": "RefurishRe", "type": "esriFieldTypeInteger", "alias": "RefurishRe", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 23, "name": "Priority housing development areas (Gazetted & proprosed)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "2183b757a240ac73033954d13d37b911", "imageData": "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", "contentType": "image/png", "width": 15, "height": 15, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 1998507.7020699389, "ymin": -4080956.56752477, "xmax": 3570212.3282289472, "ymax": -2554401.0061741048, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "PHDA_Name", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID_1", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "PHDA_Name", "type": "esriFieldTypeString", "alias": "PHDA_Name", "length": 254, "domain": null }, { "name": "Ext_ha", "type": "esriFieldTypeDouble", "alias": "Ext_ha", "domain": null }, { "name": "PHDA_Name_", "type": "esriFieldTypeString", "alias": "PHDA_Name_", "length": 254, "domain": null }, { "name": "orig_Name", "type": "esriFieldTypeString", "alias": "orig_Name", "length": 254, "domain": null }, { "name": "SubmName", "type": "esriFieldTypeString", "alias": "SubmName", "length": 254, "domain": null }, { "name": "SugName", "type": "esriFieldTypeString", "alias": "SugName", "length": 254, "domain": null }, { "name": "TOWN", "type": "esriFieldTypeString", "alias": "TOWN", "length": 64, "domain": null }, { "name": "MUN_CODE", "type": "esriFieldTypeString", "alias": "MUN_CODE", "length": 15, "domain": null }, { "name": "S12_NAME", "type": "esriFieldTypeString", "alias": "S12_NAME", "length": 50, "domain": null }, { "name": "MUNIC", "type": "esriFieldTypeString", "alias": "MUNIC", "length": 42, "domain": null }, { "name": "AG_PROV_ID", "type": "esriFieldTypeInteger", "alias": "AG_PROV_ID", "domain": null }, { "name": "PROVINCE", "type": "esriFieldTypeString", "alias": "PROVINCE", "length": 32, "domain": null }, { "name": "SANS_FTYPE", "type": "esriFieldTypeString", "alias": "SANS_FTYPE", "length": 32, "domain": null }, { "name": "SANS_ETYPE", "type": "esriFieldTypeString", "alias": "SANS_ETYPE", "length": 32, "domain": null }, { "name": "SOURCE", "type": "esriFieldTypeString", "alias": "SOURCE", "length": 130, "domain": null }, { "name": "UPDATED", "type": "esriFieldTypeString", "alias": "UPDATED", "length": 10, "domain": null }, { "name": "DISTR_NAME", "type": "esriFieldTypeString", "alias": "DISTR_NAME", "length": 64, "domain": null }, { "name": "ORIG_FID", "type": "esriFieldTypeInteger", "alias": "ORIG_FID", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 24, "name": "City Region 1 ", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriSFS", "style": "esriSFSBackwardDiagonal", "color": [ 255, 0, 0, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSSolid", "color": [ 230, 0, 0, 255 ], "width": 2 } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 3068977.060656575, "ymin": -3113958.5327477735, "xmax": 3239221.297622773, "ymax": -2889214.0060834102, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "MUNICNAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID_12", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID", "domain": null }, { "name": "OBJECTID_1", "type": "esriFieldTypeInteger", "alias": "OBJECTID_1", "domain": null }, { "name": "PROVINCE", "type": "esriFieldTypeString", "alias": "PROVINCE", "length": 50, "domain": null }, { "name": "CATEGORY", "type": "esriFieldTypeString", "alias": "CATEGORY", "length": 5, "domain": null }, { "name": "CAT2", "type": "esriFieldTypeString", "alias": "CAT2", "length": 254, "domain": null }, { "name": "CAT_B", "type": "esriFieldTypeString", "alias": "CAT_B", "length": 150, "domain": null }, { "name": "MUNICNAME", "type": "esriFieldTypeString", "alias": "MUNICNAME", "length": 100, "domain": null }, { "name": "DISTRICT", "type": "esriFieldTypeString", "alias": "DISTRICT", "length": 25, "domain": null }, { "name": "DISTRICT_N", "type": "esriFieldTypeString", "alias": "DISTRICT_N", "length": 100, "domain": null }, { "name": "REG_POP", "type": "esriFieldTypeInteger", "alias": "REG_POP", "domain": null }, { "name": "Councillor", "type": "esriFieldTypeInteger", "alias": "Councillor", "domain": null }, { "name": "Wards2016", "type": "esriFieldTypeInteger", "alias": "Wards2016", "domain": null }, { "name": "Norm", "type": "esriFieldTypeInteger", "alias": "Norm", "domain": null }, { "name": "Norm_Min", "type": "esriFieldTypeInteger", "alias": "Norm_Min", "domain": null }, { "name": "Norm_Max", "type": "esriFieldTypeInteger", "alias": "Norm_Max", "domain": null }, { "name": "Shape_Leng", "type": "esriFieldTypeDouble", "alias": "Shape_Leng", "domain": null }, { "name": "Shape_Le_1", "type": "esriFieldTypeDouble", "alias": "Shape_Le_1", "domain": null }, { "name": "Shape_Length", "type": "esriFieldTypeDouble", "alias": "Shape_Length", "domain": null }, { "name": "Shape_Area", "type": "esriFieldTypeDouble", "alias": "Shape_Area", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID_12", "fields": "OBJECTID_12", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "Shape_Area", "shapeLengthFieldName": "Shape_Length", "units": "esriDecimalDegrees", "mapUnits": {"uwkid": 9102} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 25, "name": "City Region 2 ", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriSFS", "style": "esriSFSBackwardDiagonal", "color": [ 230, 0, 169, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSSolid", "color": [ 230, 0, 169, 255 ], "width": 2 } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 3334310.3420930807, "ymin": -3538146.5127163404, "xmax": 3471630.7982633337, "ymax": -3439584.598146071, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "MUNICNAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID_12", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID", "domain": null }, { "name": "OBJECTID_1", "type": "esriFieldTypeInteger", "alias": "OBJECTID_1", "domain": null }, { "name": "PROVINCE", "type": "esriFieldTypeString", "alias": "PROVINCE", "length": 50, "domain": null }, { "name": "CATEGORY", "type": "esriFieldTypeString", "alias": "CATEGORY", "length": 5, "domain": null }, { "name": "CAT2", "type": "esriFieldTypeString", "alias": "CAT2", "length": 254, "domain": null }, { "name": "CAT_B", "type": "esriFieldTypeString", "alias": "CAT_B", "length": 150, "domain": null }, { "name": "MUNICNAME", "type": "esriFieldTypeString", "alias": "MUNICNAME", "length": 100, "domain": null }, { "name": "DISTRICT", "type": "esriFieldTypeString", "alias": "DISTRICT", "length": 25, "domain": null }, { "name": "DISTRICT_N", "type": "esriFieldTypeString", "alias": "DISTRICT_N", "length": 100, "domain": null }, { "name": "REG_POP", "type": "esriFieldTypeInteger", "alias": "REG_POP", "domain": null }, { "name": "Councillor", "type": "esriFieldTypeInteger", "alias": "Councillor", "domain": null }, { "name": "Wards2016", "type": "esriFieldTypeInteger", "alias": "Wards2016", "domain": null }, { "name": "Norm", "type": "esriFieldTypeInteger", "alias": "Norm", "domain": null }, { "name": "Norm_Min", "type": "esriFieldTypeInteger", "alias": "Norm_Min", "domain": null }, { "name": "Norm_Max", "type": "esriFieldTypeInteger", "alias": "Norm_Max", "domain": null }, { "name": "Shape_Leng", "type": "esriFieldTypeDouble", "alias": "Shape_Leng", "domain": null }, { "name": "Shape_Le_1", "type": "esriFieldTypeDouble", "alias": "Shape_Le_1", "domain": null }, { "name": "Shape_Length", "type": "esriFieldTypeDouble", "alias": "Shape_Length", "domain": null }, { "name": "Shape_Area", "type": "esriFieldTypeDouble", "alias": "Shape_Area", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID_12", "fields": "OBJECTID_12", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "Shape_Area", "shapeLengthFieldName": "Shape_Length", "units": "esriDecimalDegrees", "mapUnits": {"uwkid": 9102} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }, { "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 26, "name": "City Region 3", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriSFS", "style": "esriSFSBackwardDiagonal", "color": [ 0, 255, 197, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSSolid", "color": [ 0, 255, 197, 255 ], "width": 2 } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2037950.4083517618, "ymin": -4077020.424172791, "xmax": 2142210.016927607, "ymax": -3958026.3468272784, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "MUNICNAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID_12", "type": "esriFieldTypeOID", "alias": "FID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID", "domain": null }, { "name": "OBJECTID_1", "type": "esriFieldTypeInteger", "alias": "OBJECTID_1", "domain": null }, { "name": "PROVINCE", "type": "esriFieldTypeString", "alias": "PROVINCE", "length": 50, "domain": null }, { "name": "CATEGORY", "type": "esriFieldTypeString", "alias": "CATEGORY", "length": 5, "domain": null }, { "name": "CAT2", "type": "esriFieldTypeString", "alias": "CAT2", "length": 254, "domain": null }, { "name": "CAT_B", "type": "esriFieldTypeString", "alias": "CAT_B", "length": 150, "domain": null }, { "name": "MUNICNAME", "type": "esriFieldTypeString", "alias": "MUNICNAME", "length": 100, "domain": null }, { "name": "DISTRICT", "type": "esriFieldTypeString", "alias": "DISTRICT", "length": 25, "domain": null }, { "name": "DISTRICT_N", "type": "esriFieldTypeString", "alias": "DISTRICT_N", "length": 100, "domain": null }, { "name": "REG_POP", "type": "esriFieldTypeInteger", "alias": "REG_POP", "domain": null }, { "name": "Councillor", "type": "esriFieldTypeInteger", "alias": "Councillor", "domain": null }, { "name": "Wards2016", "type": "esriFieldTypeInteger", "alias": "Wards2016", "domain": null }, { "name": "Norm", "type": "esriFieldTypeInteger", "alias": "Norm", "domain": null }, { "name": "Norm_Min", "type": "esriFieldTypeInteger", "alias": "Norm_Min", "domain": null }, { "name": "Norm_Max", "type": "esriFieldTypeInteger", "alias": "Norm_Max", "domain": null }, { "name": "Shape_Leng", "type": "esriFieldTypeDouble", "alias": "Shape_Leng", "domain": null }, { "name": "Shape_Le_1", "type": "esriFieldTypeDouble", "alias": "Shape_Le_1", "domain": null }, { "name": "Shape_Length", "type": "esriFieldTypeDouble", "alias": "Shape_Length", "domain": null }, { "name": "Shape_Area", "type": "esriFieldTypeDouble", "alias": "Shape_Area", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID_12", "fields": "OBJECTID_12", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "Shape_Area", "shapeLengthFieldName": "Shape_Length", "units": "esriDecimalDegrees", "mapUnits": {"uwkid": 9102} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" } ], "tables": [] }