{ "layers": [ { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 0, "name": "Kék Kör Túra", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 10000, "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": "e63b163c4622626f1a16cc69cefbfd5b", "imageData": "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", "contentType": "image/png", "width": 30, "height": 30, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 1822122.9010000005, "ymin": 5795765.115800001, "xmax": 2466840.4921999983, "ymax": 6203122.632799998, "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": "hossz", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "objectid", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "hossz", "type": "esriFieldTypeDouble", "alias": "hossz", "domain": null }, { "name": "korok_szama", "type": "esriFieldTypeSmallInteger", "alias": "korok_szama", "domain": null }, { "name": "shape", "type": "esriFieldTypeGeometry", "alias": "shape", "domain": null } ], "geometryField": { "name": "shape", "type": "esriFieldTypeGeometry", "alias": "shape" }, "indexes": [ { "name": "r60_sde_rowid_uk", "fields": "objectid", "isAscending": true, "isUnique": true, "description": "" }, { "name": "a49_ix1", "fields": "shape", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Query,Map,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "hasZ": true, "hasM": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": false }, "dateFieldsTimeReference": { "timeZone": "Central Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": { "timeZone": "Central Europe Standard Time", "respectsDaylightSaving": true }, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "67a837b8d2214b358f7cd6fa044d26c2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 1, "name": "Bélyegzőhelyek", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "uniqueValue", "field1": "teljesites", "uniqueValueInfos": [ { "symbol": { "type": "esriPMS", "url": "e4d0b4dbb626823236b1339b2cd22fbf", "imageData": "iVBORw0KGgoAAAANSUhEUgAAAI4AAACPCAYAAAAsoeOtAAAs43pUWHRSYXcgcHJvZmlsZSB0eXBlIGV4aWYAAHjarZxnkpw5km3/YxW9BEgHsBxIs9nBLH/ORQTJEqwae8+m2UWRGfEFhPsVDke689//dd1//vOf4FPyLpfarJt5/pd77nHwl+Y///v8GXx+v3++dL7fC3/+umv3+43IlxJ/ps8/7fuGMPh6+fWGmr9fn3/+uqvr+5z2fdD3Gz8emPTJkb98X9e+D0rx8/Xw/bfr3/eN/IfpfP+7K75vl/n51l//nSuLsQvPS9HFk0Ly/N70Kenz3+Brgd/5Fy/y7yusKL+n1H+/du7+w+L9/Ntf1s6P79fTn5fCefu+wP6yRt+vh/L7tXsr9McRhV+f/Kdv5BSr/+P//rh2d7f7psIkRjZWytx3Uj+m8v7GC6ce9d5m/Kr8V/h7fb86vxpTXOzYZjcnv5YLPURW+4YcdhjhhvP+XGExxBxPrPwZ44rpfa2lGntcLH1IWb/CjTX1tF1q7NNi1xJfjj/HEt7n9vd5KzQ+eQdeGQMPC7zjb7/c7774//Pr54PuVeiG4Nt3nY42OCqmGYZ2Tr/zKjYk3O+alre+75f7Q9z4P2xsYgfLW+bGBIefn0fMEn7FVnr7nHhd8dn5T2qEur8PYIn47MJgiO4cvIVUggVfY6whsI6N/RmMPKYcJzsQSok7uMvepGRsTov6bN5Tw3ttLPHzZaCFjSjJUmVrehpsVs6F+Km5EUOjpJJdKcVKLa30MixZtmJm1YRRo6aaa6lWa22119FSy600a7W11tvosScgrHTr1fXWex+DDx08evDuwSvGmHGmmWeZNutss8+xCJ+VV1m26mqrr7HjTpv037ar2233PU44hNLJpxw79bTTz7jE2k0333Lt1ttuv+PnroVv2v5p18Jfdu7fdy18d007lt/r6q9d48u1/nhEEJwU7Rk7FnNgx6t2gICO2jPfQs5RO6c98z2SFCWya6Foc3bQjrGD+YRYbvi5d7927l/3zZX8/7Rv8Z92zmnr/i92zmnrvjv39337za7t8RglvQ1SFmpNfboAGy84bcQ2xEl//3MsZt32euPcU0uw6rFC+OQBzsQ+QZnlDrtaQk/LL9Z/bMimjtmHHda020zVb7ujnH5ZqJ3GCKzf2RaslxZP5n2ER3fLMrtzayhn9hPs7n5q2XPONXMneGZcgfX3e97D1uZAnOw1TGnP7rctjLTuzqgtnblKnfu2OgHA4W+zuI/PO97M85rVNjaryUJu87n0U2DrGs8ZxCrhkoNLPKmzHNfnGRgOI0FJlJPZqTvW6aDN6OvcLj7Ng88My0IepPA66bZWx007uknws/4bgCSFxiEOIGJ/Zuvgd6mMqtcy21rT+PfDq030mD9AUk2HCbMqAVkDF7LdnRju+4S1w/E78jBGNNNuK2i5GpGUzt6LPbyRQSf2pvZURshFQsKV71+QSaE2wizf0cu8bY9rrPQc1noJ8BdRHztLHkc/J21jTf0F8Ii2K33UoiVWu9ekYI+setc3mm/jEMGEuh9pbRJ3F9unrUvCJWI65V3jnDbY6XkdI+BtsF1Ot+66jKAZkQ+JReHUbztkyQ1mPXnr/TCqQJSwq7G3vDyxHnmzm0vQUVdvZ61scTYyfrYY2h07zFjHKHvXS2zexravFGY5gYefS/zuUleo18O0K4dRCoEET/NmAvOS1DfmsyLZEMoesDRvfpGTw9IMWPhbGmGO4GO52EAXycSU67aalxYhMtIUBxgx3wBIAv6xC8hxeIzE5amkdF/gFxHGCvHSYm5HywRtrxdUnZ0pAhPojLvBUTIz3+QbAWdjsdysetCIFjMgrU5hFe0lpWu7+qkFNmUlGzijB+UI/mACrpPbauAG4Qxx9mtw2Jmn3RlvWIe4nuuGWV2baaU5qg1EI1gcM1NihqmHXjLIGtftCQwjG/o4RgYl0ikCCSxG4/cTQKzsAEJbiz00Inj27M8Gn0NdgGMgSi+z3QtsDo21IWnbOoH19SwVyTRhcTL3VoTWiRPcbvPOMNuGEQKg6idbuOYcEyg/oXdwKU2wDChDvIDckbDmCTDAUnK8XHtZ8r/8WRjp1bZ7gueMUgGpw8MgrBJWHa70nBlBmbUopcaBEyqSbzKUCn6VyD73GOZuCqRUD2TZ4iUWLjoEkCe52WQ3eDMJXoltgqlHsueQ/qT4zk2Og7ED0QHU9sKdeYgUT/Dwcecq1+uIoIWDNi5IdmJZs547bLcBxxjAtyfcwuLDyYCAhw+8fvv9n+7zl/AFhJYBhc6KZwLTKsC2syLlAGqswDF/px8t3GTsGcM/hXRKNwUHS2ak72n7Mrbrj3Z8sAwBCD3ts96VdWvn59qXmoj8YuTWnFD22GYOis7GliKxYY8Mw41WoGAAQRhkisVF/vNRVzGZciO5UOOrz0xwF2aAOFhugQ+YOYA/Mv6GDshxzEmW2+Ep+AiCGbA18FDIeiX7zzlrg+As5skZxD3bFbQCQbqG1ERc9obOYwCQvWoMuZ8EzAzoo5JLJ5U5YPtu6xZGPNdGdxRrbhBBiIiqGZI67DaPCIyEhR67AZkia6JKWHNHUu5HUmQlM6IpsJy1H39ljsfD6DsPmgqKm52ZX1grlwREl3CQFQP+EC6hQk7t4VqEhdhmENLao2wTMJz8gHB6cGqc9tUQ9g+pUohDxkLGsi9i6g4kOFTYgyrLC20QUYnaUX0FWQZUkmKwCHFqDZk0Rf53QiGb6IsKcEClsd0O5oiQRyYDQYEOUO/DkgN9m/AgqFhPaKya74ADC0XEgw/omttJF9KCzIKZ3IniOdTHITBQEhkNhGGDMjfQwmfUPHYGu9FidwVAiqknA3LhuYEoQhgwiejMECZaA/36dzSxLJCMHeojA08mBUNF92ceGRyZYWxS2mXVhqmAOtElBvPHDTfOGCzdl/TkbWOFPIESkClI7kb8jLYmMmy7+yKjGaI3SLBuxIKhgtJRLOwX7vhRgs1iQnnAQcolv5XOtbC3PVQixs0MR5lELsCH5E53iDpS0Y4QgIgrNAl51ZEzu1nJwCLsDPkssgqhiionJB07t0QOx9cqb8tTFoGFeCuMv42F1griBggJCm4IJEKSQUEpGYU0MqGL03VhKMxBwQyKGRkOHqMT2G/AxPe3zmTPz+BEwMMiiIoN4FglQkHoNTeKrYLfGRoM4XZgHNseYcwTCVm0wtMqHSEWL4qGDANIJsoR5GZHQA6InZU5wAiGHqWBsIQIDQgBa8gmFtOkTFDJ6NMT2Zvr18EaIOYXOcfEQPhTvTQkeCQ9wJp0rCsC+u69Mw+8Zw4iD8Z4jzqE/Ga8JwouB4CSsQIGZ2uH+ZTr3ciwbmB3iFoIoLBcEC6ZuafcBigXgRYAL0fxNkDOzKGpCbATlDuhV38QZHpcMIk8bBnyQkGLPULas/mMsHcSlyXsTHh6cLIVAR/yFgzIHj6rKzpmfpKNeV64IfZwNCyB1Gr3PBKcwrL0LguOzpYrQe1rZ45Jce/TF0SCg7xPKrA3uPcKTmdWpmdsA4sJx03WDB28jmfNMk4jgP34gsQeMG7eiBTGMThEiIEpRF1F1MBpbEOaAIvgm2gi3hfpioRQwEsMwQosJqiElNiCV6i340VQxwovYgqwPghzIjim1eQ01iKj+toZ5kYGbt6LsyQ4IBJApzVZSnYfaeNwQAnpilwEBVFcaH2W8LLBgRgcuUjoFEhJ7Om7VQiKaYGAHlcZpNvZ51McwctHDpYV/wTZA07MAepdFQ7P5zTNb2BhK2ZywlCZcMfNRUaO8QMGZmh5OMQi6BdFpZdPxd1KdAEyENQH8gqIO+IvlJM5LpF5PblMyGVpZ8cChbsq3oGU64NcmhEqCwtbhEfCMioJEA9sGCaD74QqzPELMaePaggBENDxtBsOX4GbyLqpmEnYmeLBB3Yaxm6EOibHQ6951k3wJF5GGKIyCBriHG1AisjVM/GkEZEpUDBkPzqiZDKoQY69ZUaqkelFFIWugv1bQ83yREABz+CIPFxLf56715BE6gQfwg0rUvFKA3HHcmKTZ/f4L8y/f9yc+ObCLaTNiJaDaCsfRyRBaxUvplLmJZmOIXBQVhvkyrDDmRdoWVIaaxAWd6LygcEtD2TXsasojHKDLx3xDongcHZDcONeqhy+3GKIwgTEcMpw+kTJs6uAk/HEPNLE1JScyGyJiEr4YM/FlwlShLG0B6Qw1gIb0cliqKZprRPYxuQxZA2jRXCG5EaFdTAnyM10SELUZCsVHQYH7iTGAdywX4P5+F7iJw1kACfRcUYjqRGA2WGRFdhYQmAcLr7nqiJz9XwE+sXHIFsw6YnH4lfBDiSVjyA/pKqx4fTZB8d7kPEdonmukpUD1rBFOEti8QD3LCCkUD5RDtAz4a+jDuQlQoB1t4nyB8BRFAUQZB9xV37uuVYrAC37gWbnMWC5B0oyZAfSk0hEFb8hD498FGTuVr0qX2BhorKjkRBSPjNkqVGDCJAEZF7UXAErqQ9ZGjkEBsJwMJDsj8PiLpgqHMAaWsUzIG2ZSLyxd9BVYmf6hSUi2LVnV4tn1RfZS1ALXK8wt9sK/Rl6tUhE4aO0RmiNj1A34ER1IBAzQh+mBRdOpIXWABYQxJvMguXcQrrCMU1PCvFOQPBOhDQ7OlicU1NnokAlT0DIAimlI9rQonskQghoigm+dXvkCGVBP9KmyAzWAjEL8MFr0BPEhTbiTToZwrIryzaUjLBBYxNLhU0Ko2OOAV1SQebXo+DZYmwVEmTKCEspK2PI94h+jSA6zIBCIfhZHwaM/U6iRXcJU8CW97Fq/WrIt3y1R/Sq/7MsEUswEtmKtBTSME40CS4cdPc8AGPrEDwQfwc3cFqP2hvEmci4ubQ9M/bqGcxZExMN25LlyJQF7vs7wrjDlwBJO8QS4FteRVwlpcVaEVM5sSBzXuKL7FlDJ0OIIfDFnpo/+JHyw/YlaMUhLPsrPMUpRExoR76DseM37fqqNaCgkADa9LUKkAr6oSq3/r9K6rzmeFcl9H0AgAbyd5hKOAWIJKswa4yBOEDoXSbHPCTT0BlZIqFV8eaPDHQM4EcKAg8BeEGr+Mu0qspaAHNErQHsSRjSL7F6+i0xdCnlEGRNopXqdk4sfVfpE9k82eBiBYBja8YmLZHXNRb280gwKKBBXoKxhJQ/BVWmTA46iWG0CTkof6nsiqoytKSjBYYJWN8GmgRlLzAXVP6tqo0EWG5YkiYpB4QEKNNgsAAtHI4AgKjHVC6gwA3p/HRRA58hfdDqSKlhai7MemBHDPQAoJ1VAgkNjTnGWiKpR2Dx+IjqUSiXqL6QDSAYJODZDxZyQm6fKBA4MQH4xzFIiJx9h38RMkQ9OeGzN9WLmHFi7vMVyOEn+WjV1bFUUCE2IwlyWfl5oGzS6XTonamDQhAOAiNEhMRNidljT1hAL4clAwFC6QwBumAJoFmwKO96l0NBRaJdUIOdBd5QdQzsqBaVPLSNeGy5YB2HR14aYMl4Udkyvujmi0VhoMFFfB7+Uec+Kx/+bId/DQD7FWP91Q4uY5WbqBDGK2F3NiegnAfmY2eQbhSdHa3VLamKgZFp0pTbNjtHamIk4f4Z+W4khpgnqnwdnfdh+xGm+0gzqk7jLkCzEGG8OukUkFVEshg+fyWMs2H3BLNNRInnMKh7VyFoExDrZbg0xIHbOulkIxKpCGp7YmIcwF4HGiDklZu4gZevHWErG5DZx86TO+BCZCsLH4Hvx72pnI5YAgAW3y1DSBtIHdQfknlKp2YjgWOZNcG9xaS5s0pF86j8MotSBDIekA5G/8hQe1ExsxkeD09SelVm0bjQIfh5ZteGHJmnqqGxRIgbc4kly/zTvigVfoLBKnfh8NEeLDuKQIHfBJ/4WNYBsY3QuqpBApkdT3tVu22ImqOMZxGRkezLs9YGBoF/gejGCSD4yLVnprGtiVXDxXTGikFy34rVwEX/qlg9RA1ekeB1BBLVmcBLYgqCfvQeOYwwHoMHodCiVVcz9jagb0VpEiZgKjGOOJsRiIP0sNpVfmMB48pE/GHPc3+Pcz5oNKL7Fu1QOUc1E4zJBEDA6cnO+K2jEAIB1eRjYT6nTkZMCCZjA+LKKviyo/g1RBq+WudbcCyMg2+FXeG0E8SJcFLW0cXm7aG2zQYy30kMVwQjPhMxHKVGAPe+6qgyrxVkq1iKhFHaoGpQoek9seoc9zMXpFNShaCMmUAMMT/hX5xf2Q5TG6zswUpJ9rFfqHA0rrKOvMPn4yhtqqQSFsJmrw7aEYwqdGRpDXJtqN6MGyHdESbF8MAwBJkvJQFuts62MVoVvlH84ZWYZ5bszmhsxT2QZY5xoFF4bwMgWVapGpSuol+si0ZQ+a6y+ZgU7VotiZUgulBS0aNj23OLYLbSAH9xpW4rVhdjVIInztiQpcibxJGOee6jV5hbq45qB9IyxpTggFyc17lpZ5DoGlQ7shyD99a9kZ4RjLtwXRZsbpw1PhkdhOvcmPn7Mfrkejuuql1E5WGWRMWFgTKLdxH8wLLHZPVVdPZxn0EjDMjxGQAlQ8Jj3bEECIeSHFpGKnHj0RDjcclv1gn2xdDQG8gD0prsLsRKLTinLAbG6eqAgFl/UozIrvNvtTVsAoEQMXaBbL2d9KxJecJyvJMIhIYC8dVG6+tWAI8uDhUKvSHjEkZF9PJ1JhKxcQKpV6sltqVsVC5shh6/KFXIrYN/HiqUcHIGXOuoBiSBDvg+GgNb8ER+xo0gQ079nLOSFQ2rOVhbXDmsyHqWFWEayMeBsZge5ONLSrLoBCIfAU0wgwRDJUgp9hEQFzrrjhImBalZGmBMDiJLSDYHXPC6spLsQ1VtGcWJHuLFU3qiZOJskURyMAN7QhAY+pQ1/2ApIlgnve57cPiFV6T/xYBjsCNbQwYS6lHuJprKHa3aEhkVFZFU2g5FZ6HdhEeACWYatBSEgkJdVR6hYDuPVFkKfEx4B9t8BvRCqng8IsIE2wvOhvkpRFVSqeuAbvWr0zP4dLJUU8xJDm8Y6XNCbWwacocYYmNSwdLtqHKtXHbCruOk2baZ0QiBZxaJ2QHG6cQQHXBNh6TlstFzhYJGwo0ohEhnBEbVXkFUrmImM68qSAQsirf9Sf6rU2b2EYGGliU6wZPLhBIfevL5nm08egYGfAZGiK6rgnOp2CLVpPJS5l2CKEulISW6HD0jIkb21kmlNNVVEJjn8UDodcmQweDchWfQsl9qmEk9En891rGF6yRsSZmIocpyf3AnmZyGU3+ADnm04OgNFBhqeheGVyFG+UZkmLoukIHs0gV529RB6dPToD9cBgcuN4OOjddLvBNLUUMDprQVnX900cgGFuBHlhifjuyJchqq10rSQldYqzGWewXvCY6W/CkkFfOQ4ROsINVCaWGSBhLeQ8dKWJ4x+URiqoIjSJOkwzSXQSMioKNe5TcQUl0lYTQadEFexK/bgCDyPxbxc6jaNR1moO1Yo4uKbnISpAqMhoSb/EO9ZvjCObShEvUMURSe81AhlOD1IzkCviNODoITbxAU2x2vl8kY5OlAL9SJpLYflQgEgIq3LHoNB0okSlnUwK6xt1t+pm8c3xhowEzQjapnqdhF+HcmfeNocI3SGKufn+JmJrDXesHs0D0E4uIzRKhLRUPVvv8QuFUtDlgGTFSQHhb/69BSfjLyGtaBrXWoRwhVB8ryl9iMtlUOwkIik96hBLBYDCuPeIdMwPt9mqon39gdn9h1vz2bTGRGU+52e0cTs5KCE+2DzVs6QVYdnxQiQHPQK8d2lVfgLCZmtKWcQGdWoHoiiU0DtNNrjUImQysTaoMO+QewjbZOY71qVSAPXYB2n+s26fLKhsHhbfrek2JfVRDEAiZ5fgBLxxzEOIprY+MMZCDY0DDuAvuEcklAVNklqG2JpMEHL/to+jDaiReMGT/YkDxff41J9wcF+to2mqq1BJtqkBmoS2ywRI+qD0CypYCbg0/WO+WMeuXFl0GQTdo/4itjhPUNFQJx59JV5CDOkWpiyoDgJI3KQsTi8BGTa6lTRpWpiObwLuWi3h5IpiTo6+4h9h/sIBodXUC6EtAqrRc+QQehneU+Hla186EjNVJkt9dR8Z3kIUEHpsxDIeqsWu+UD1GysPIX+EIvqW8kPWJor1Ex6kA3oW8QWkQ0y0zSTvWFzMD7ixJlMAIWf5K9TUGbgvIrth4kNnEriCOSTEGCAgX8p+m4SKcqE25NpKoGiFQarRLRSN+fagqawaJ21e11rjJVE1SnRgbg1aMl4yFncpgT5HO2xOxzHKjzjCPkxXAJuypfAH2ykqWoPQqOVWMLfv2aw12KZz3+VJYJzGOeTIEQlIuYry+kwbhfGGlYEP+zRejHn0UlVlkOvbqCQig6fNZRAknQgm5Z7S15Hx2cAP7zytiHo3pCiyrdMw3VyxyYkHBTvPzAj9AXi4VWiHn1lFTHRPUh0wZLkwpSqktXQQyIBNSUSuBkQVTjAHSbPt0pVW1ZIZbnQDJRsaA+kPE2THAApM5FG0M/a3pYNUsNbHK8s7jJFWlwqBSGSlH1TLYdCYPTUOXV0LhNK6SOEUgHmYVSVTmWxESSXHwFf8OZuv098QDo6v5ZlPr7cgIVMviaC+l4dLjb/Y2BjJIOKk76sb028lWaBIpSdKkFBBm7kVxEKGaVSCiAaL3yCVq/CKz32p93RkQ3x1oJFDEbM0UrvmF8dNBYe0a3XBmDxRo2/trIC/UxDFb/2jo2ddgBlKuA7LRkjHqwGjr+1mujoBrQwblOFQNI26TD8Sr5ALlttX0tW4IAEZyp3udwNgRF16EZ0LNe+2LsWMqtVoiA3FjAA8jHHNSipg6yxai7/MhtZdybDxSBPAZl4bRVFBFYptcjqFDHjqB8lVFwhuo7+h0wh9QxefOyxgVBg+m9iCXnL1QDV+gEMk+dIW0JKzRY1XxNumY0gKJ34qerF/a82ppgAjWh8FJ2uCEHvmCC9I5OJcoBVyaqQ0LVoQlFKOV4lKcOqVHxQOO3WmBsiTy3TkU1P9FjuVJBGD1Rjvo4o47/dXAIq6A2WbKkE9+uVn3gAfnFomu3h46E5I7C2FDx0T+TLM1YKg5r2cXZ+CyILfC4GLe32JuaPVpGXyBFEFkslUblcCDzMmeiLGb0bMF5fKEMfaHq+1CJVx2nOphnfYmaPXzhWao2ZPy7qmju6HRPzkOtaoEtJ5XkYHVACBuimVCD6AR0Cfm+VCUgvYa2DjcH38KEBJJhRRHzjANfrwokMT+Tiv1MN56uQIhI8ds/Z2r4cnKKEMhRragN8u1VbXIFc3w7AMx/WtKIyBgAD4sasdddleit2iRETKCXbU8yXlOzSobd+bzja4lkv47rS7/CUcRRV5feYoIgMRaB4VTynLwPaunCVDS1OagKAT1P8EptYqqryK6zw1FtXN5QbEOdyBlKVeGigu44vmOqhQ1ZwQVeQmnKL3SGSuyjCEamQ0MtHK2UHhyp5oSm1qeNDmUP1PqoKCBk2cqmE3whsCUEAuzFREgq0qJup7HN/ulT7qV0cIGNzEfHSbBjeIoGAkQiTl100Dm9qtSxSSa21x3pe5DLlhggm3QEwY6jN1WVuCoUq71F7QusTMIzYHg/TRsLMi8Ac/daqKVOtug6UUUuoHIRZyAyws0wA8prUhl7e0yeIoAcKMN+lM9knW52wGOXtK6sThwOfZGAtLReJ+yRHRcDYM1T1XyrdFlQUze5hmxQVxoOHmu2E6u4lTmpteUQVbOGRu4m1f0vHhBj32FdcIJdVPcRmMu6JmYPU6WEJ1GbDF573bYM5Nch1GYq7yhZgXXAYLlUFPtt72RoS50hXtC1yGAmclTMwZeR0iF6OBnfjO0wZywaZg56U6ERb4SULzpMMCBuL/WiVILiqsTdr8QymlYRjfWV7IBvTHYQyi6MbqJBKpJrqnMkqO/9GAKQIO+hsTagXsD8Xnl6OJv1U8/M5JHIY6CkEdnoNBIrG5jugwwKakbnxjoXQjtDSiQHsHrRuKofm46GBRQ6YY/BR52yhe3IP/4gs97bR8rqrp88DKBhg1pZOrcGowtzgCINomwVgY14ZErkEpCD0HEdHQ6O6ChO1hUeYa/hNq/zlC0qb7WBX6ep90/BDVvmlPCpiBwfC/GMYpyON8GJutIATEId4z6hLy++kGQQGkm0bWZUUlp+amSZKGWTNhJYJX/5CKAWBFfzdUgE70ZwbHxg9rVJ7enyAlGthgD8KsO96qI+jHRpBYguNNd+7S/IGmNMhD16+4JZ6tDoqxwEJhE2JMw/firHxLKrpoB5u17MzxTV0KIWY3NZPuH0rqs+ECKBEYKpso+GQSLX5NVLQlY/99MAz6S6naQqD8GfAJQqa7seks5pN3tKvgadsKg3XWd1ijnp2hp4Iv9ZA5OGur1U7+YjGqwDLauOchxEhDpAdLOXVS3yGwj+9J0As6wXqyW5qhocAs1UgQMdDb36inw6p0TQXfXWIGJy17mJzlSqSn9dp7VRx9RT3YlqG57P1UmKe5Q3vHtZJeAyqBDdUnOqznszXY3IRWVvIDK9Q8ImDOh6sIEI+0v3UXT/mzrC6z1GhVweXdXaqpwer/ZP0nW/A2wPNyhXA4s04BopbDKbYGFKyd8slnDp3TxoKr/VAW8mnd+o5RmQgqdywNQkic9JnhNvNpp6m/Yrd10UNl9GnXSHwKmox6NBqpYhD8UK7KBDNmx9ZtidxdbCqWFbxSdQS21zBOSezXStBOWvOtYSt6HFhs4oWXMlmDi16DD7qHOHTVg66wH88gsoMMAQVJ1Pe3dBhhu6WuPbjEBhg9nauyqDJvOXaCiY69rRkavETwcDAXelHy+8D7CWXsEn+3VSgxz+GEtwL2BMo1pRgAx1SKgpmlhB72z1/eHHcENH7k3RlgfbvY7TAVQ1YI3Emqrt6SSZ0Ff7/5R7zPEScirmG4QffWgoabjugAJAdmg6TMP3d5Xo0b0wAupElikiEXQDJgOiQ+VN4Scy5eiNXeV/te1oG9U3ruMJgzIcBjJ/rp7ozsgi/RBGrxqK3chNHc06xc1ok0aUx8Vv5JT6pV9LXVLUBQR7yRHQ1gGIzjnxPpFneZRM0E0dmS5Gq25DUy9PUzsL4ARDXVUCMRsqaMDaThe/gOqgSxKIJPAwvINcdbWppiQnM5aqTOjGzpwTIrBPpDODwrLLEd54BwEZ1QSTVR2RCJ7Hg/VDLeE6IN5ZLaR9q1uJ70qj63xENwWY37oYbcIFWeHWUH8J/AWrE2n8o06JAFhYFhvTIX0Nmq540C+YQRgvyvnAYHgWLyGd/XLyEQyF8ErYMjlCDNxVeZfsb+r6VNi1lzMV93F6EkCq2QDkXg8dUd7y/QPZD3hpsQ7wdxQdPpvXOQuA0tS0DywElQ2HhuF1+sI7ADldlNPFJZ+deuw3KdO6TlQsKQLB+kUqjqrzcHX/R9nlUHBOHofJINPRUUXbv97jxlAQBfIQhweGqMsai7N5KcadZ5HbUdFtr7IddRJMFmwcg8kvAwlWiDw3/WzqwiEqYvZhylOrBAxtAS/gBMQYYdUTt/FOi4+9Wo0esD4S5E82X9dUbDdJfPSxbk8ErzrDqmqRCQp6pBIYwBJDqWrxIdeaREJmpZsuPWcgGxbBIV51G70itRogUUnqCMQR6goApLDuUCfwuyGSXruXzk+LLv/tUtT4c+d26kEmA8FYLzm6mRkAvXXzDMBDldamWwQRKG86cL1qdVyyDVc7rcrk1oVJhyhSVMGIqnJC2RtbhEHufc/YCmor67JPEMHCfoUMuHcQ9EDOZrq56to3gp1VwBBv6+rsE8g+d/PaY5MaSJfujCkE19Q5qSq7ICCApcYWAsnU54yid6N9WESVxtc25QFJnDJTI85R0I1vENZLt+ReKUKH7l2xoLj5DtF795tRPnz6MUyY/sdAs865Mc4Ex3pBT4xddTADv0qR348m/ZrBd/xeR2aDNFCvAd9AEqLDdKr6RtRBecjhc+emflqAdYMDBgQZ1+uV7+2quUmXKdR38Zqh1dcYVefSQeWYwSGB1IMC6oOxqlYiHHQHCwGNclcTNNpIQb/CQw2gAnTQGSWZc4kvVUCn385PA1B0WYgsW7qPnExNVl0mBjk8nrFB+5hOe3FJDXQ0IPlE+bNAFGIL13RJZ8L68QHkW7b8+iARk+op2oqgKSvIc7Ea/bA4rzebqENTH6h+Is+L4U/wtLEkXo4CW4Z2VI2mqqG//WgPSSKqH7dHGeYMrwhAsuhMEo+A3W3BARCI+nyIfChVvenGbHFvuseU0YIX/QG0zmdCLyyFbdy6FoH3zlvdxq9q7eTQVOupuWHOYE1SFl2DoG+6y6SaWdPhfvaFUbTjdYgoiVRkltViqeOraU7VPdZhndeZ1EBabC3s2yYxA+rofB8boBZ22XH79ELCW6mpIXzrTHpiHZ0FCHeqP6wh5z8nFOvTePE9mLiyJLoK+C4vFsBBLZ5DcYAPg9IRPXs5kEcXGZ9PQ7/ooqv0ZNdPX0jqG1HvXlQDzFJ3nnXo/N34YxWv4DrGB9tOWE9I+dhx2Z9EVMfEqx4vNhQ0bSwLuY+dmQcSYA1VYlS3HVOVEZWFczMEsC5i9N5paCU2VQU56E70ho49LAT1wncsxUmf5c5+q8S4dHCu7l5e7YB4ZRXC4p0hIjPCc/BXFktB8APdm87aURJyfoz/sj71eVF1oI9Ersnu6wpiPANSlCRCX0JpQb1Z6t+VY1ArtbpHmHa9NaKlX8ueunzZ1lULdj2+br+fh0qeSA7oUBSYWs31X3tNpDi5wIeqqq/zebXmQObog6VGagcB4Vr2u3CVXqMeGbVj14EbqqOpT6zqBB117Q900HSjBekk15Hh+mu6h9Wdzh7EExnMgwhhToGIWku0XUQfqLhVwJrMmvmyjHWBmbgr3bKFCIZOuK8j1RoTYuy6/KUFPOyybqUUAs+GitNn6Ffo+VFbVAuDmmcEEMV0TwWjw9Reqz1kMV5tJvlt4FndKLeLGNgqHRadpKEP2aYXaeS4Tm2TWAtYU0ndsXPoindRGrauJX5676CGNid4IHE3deKlK2j5c3/Pymt0A6E2iofP8nU6vN3WZU6taVPhGJIGumH0qR5cMEGrP0nkStjh57N699EW2mncOuCuODpOXhqVgMR853K6GN7feQYBJo9ddQ1jTPXnseFF3WLy4cD9YkbSHR38vcvpyhPfxoWDrlGeFPEH/7ATJmNDOiGI1M2ug2q1rkRdgn+HZWokrq/FcjYXFSSK7qq7s3pWQv6m+W3B0I9D+HlzGwgMxDKronvMsClbn6cuWS38GtCa1K0Sju65fV5a9+elmxeRqltN7gixqTJMRWOaDs6WmpwSqaXDmviO6YlTQToBKjapatNhpwBocp2gBwfwmgsLvJ72iwvZluTRCeMe+biLF3lxgQ8FtjyQhEmrU9cNyuu2kTU+cseka55Z19NUzu47eZ3Dm6oXaklKyy1dOZhyv9aWbkIEdcapscPSO77Cz6K3mNlY/3gdEeuIPlI9d2Vd2YUesMUgYSOkslrAp34cjp4envJLcpE6YKu4R3AzSDptXZjfTqWCjPrMGj+YglkmzLcaEohRebMpPCxqRoNQVbwCvk0D+4HddkADh2Ucul+QhvrGsgoL6nJpHW3ml+fNm/jeSz5xZBWUsIVbhgm1kD43HzEE3VWVKpC8SQXbngt4FpOu/CSAypDUUOmcz1lgl7Rp+ukEQSWGpnukugUJ6VWY9pq8Z4c6k7rSo37IQE6606WfTdBMvUbEWMSAFU0W6EX9ihh1vX0JLhmEe9dGCRACfaqoGrTjuiJGmPG0rB/e0QAdsFWn6129o+/QN6U14YL6vbXnSgz+nw/V/v6n+jUgxaszwIKRfjcr8QSO7GXqupQG9AIuao7bOp5GdDDh3XWGO7Q+K6Sn+5F/k60BP8S7g9iN0ADAdqPuxYIHVS16pnZOhdHl+7NY1ulTXQyh3TR16g6FhrHV0TGLKjIMKTcPHsFEyNyOhuyVoI+6OpBgXShMeOb1Uy2k8+S8WdCiLgDU8nqN5jzDUmWXnSqnePd3JVwHigd4120j9TMk5OlYV8j3egHU9VtRKsBgQUEMdRdU3Vojp1zkbeofQ1Wjg6fKR42EJ2PZXGjaQDXWiDSYpHKNumgD6yX1WGgvz7cgB/eP8+8Z+bc/IQjE7OvKDqo2L5V69FMZDiSkCz7frmxZ4/q6ss/n5oUnS3RqqZ8TAZQGdUbLLe0gqc3ygvHFIfI2dnXB/WB7A9wtize8rtGS60N8q1ZTXR3DykYdGqqGjNYuKozFF73qGF/o2aWuSl28QQKhRNQ6w7guTKjzeR11LJUh8Le6cMlzmtrdPfY59He7OTv9tBT5UzytP7rqhPmP/nlancxENZqQEQAIDAqP69IdizyrbsJc/eV1/hTHaLUXiGErJi+JRVEzQ8rr04anIi8YxJwGawBhynP5gJI0XaBCcppq2o7gIPTUSuQ7YOPX+xEerCz7DLHkd0998PGo8RAEKYnoburAk2IiJHRxqE0XZGf180Gq7tPrKqXuQV5dywt7IoqP7qCaKti6/x8BEN6d1EGMUtqE3xYrMzWwI6qyVnB1gDcZgBTYiLSltsoN2MpZq98h60ZyQ2qpwPEysOhmUFYjUXY1i8myLCoCFKelbucO44Ck85nkdXQHCLeo1rR1pCR5JPGY3k+ekClFJTrwmyQ8Oa611aKvILRnPJdX7SNF8oAtBClU6xtTYF7VpjkLIhQjOOwQmg4lEc38AYaSqu54VYEDuE4u+vfzvnQjbZ1aX10dBPE6ZSdEdSzE1HTX6izH8LFzOuBkDUdEcMIbgVcg6dg0y4ypsXm3ZiCLUZNYKmopUZFrCApoB9hwEf+p/jksNGN5jWgXjMzoCTR0bfj6/W5tYCGsvfYM070Jn7J+/JAa3cPsNbrPnRtf5eYO+8fGba20TpJIx8UGN/Uf6+euzNffDrLkxqbp5uLJo6B2sQ6q1rCi8EnCIcDzWT91jXDiA4kOdJfpp7xMFbk1bVZq6/Z41E+6Ao3N6wf7YKQdwDTiaz14l0uRGKoDSTkm/QymJFqSzFHnd8HF4MF1biQMqFE/x23opKkzIjH/0O3rZvoJS/WA8Vc32TXmK8jVD19pW3eu1XW/on6IE14aZNI1TJZ7wiW6d2RJ10+XeiVBcMB4emjlhp2EdwPiVce2yQ/c0KO69NTEoObrasJbOXOnDsiDzWJ+OnREGwODgBsgo9YXQy7dqRIG7yLn2LWmghu0gqnpB/SRYonJBf2oq6irurxQF3ZrKkHNHTGOEA6upTF7+NDrxxmV4dXY/Zsnup+P/P0TgfuU7J9+zAgJKlPg/gdyZOxOZ3QxQgAAAAZiS0dEAAAAgAABb3GQaQAAAAlwSFlzAAAuIwAALiMBeKU/dgAAAAd0SU1FB+QLARcDKf6b2xoAABLQSURBVHja7Z15VJNnvse/CVtAloDIMtRLlLqOgnWroChWWaQoyNy2Lj1oHZ2jU73VLsJop4COFj1O1Wqv6FV0PFbpckEUkUURwQqKVwWUChUEqYIYSSKUrUruHxAnKkiW53mXkO85HCEm7/vkeT/Pb3lWgVKpRB+UpOtHDGBM12vqv/ek6wDku364KZE1tdW5OlhdXxY6vABAVV+rQIGBg6OCwa/rXwkAL70rLVb40mujG080+bja3bOyMLv1moPV+Y8XeB4EIDeCwx9Q/NR+vEjfQCpvxYCdVhq9d2zTyVYvR+uyCUMGJK0IH/m1IYFkCOBIAIR1/UyjfbPTF2sQnOWu02fDBZkNLjaWGeOHDIj7IGRosREcdixLGIDVNKwKLXDUNaM9TTHM0SbtmzWT1/ExRuIbOH4AFgNYxFYB4pNKsaJkFNFrzjc5UzlnovuWeQEe+/jyIIQ8KefirozmHJvQAECNtJn4NY89nTl4fv6QveM+O9Wy4eDVuC6LagRHT2CqABxk2iWxoavWs0XRd8dHCmKFso93FxznMkBCHgDjzqWC/drQxMh9tj/yCRXECmWxCVcTjeBoFsNc5yIwKt2RNzN6v5ia8e+puTAjON1kSce7YhiDd0m6urCwmKy61At3fY1ZVadWA4gBYMeLNDSW/bb2Z8ucjP1rpwb1VYsjAZADYDtfoOGKDrT4BXp+mtq47dvi4L4GTlhXLDPNiIFuKrGZY/3Z7TGn2AqemXZVYgA7wHJfjK4qKK6Hd7IL58oVqsx4MNxF/Gbc8gnVhmhxVK5pEV9buaypjZPlShEEOh+9db+CSdfFFDiqNNuYMVFSjf1ck89ujznFVNrOBDiLu9Js3gfAJZUNnC9j9N3xkVHxhZl8BycGnZ15BiFF8++8KOeWB2/6/2nDmVK+gnMIQLTRibCjJGXAiLCYrDpQGu8SUoRmkaE9jJv3Zbwqb4og0PlPG85U0ICHRjpukNAAnXNxaqTNuHlfhobW35FnGcKLcocLMhv+94uZHiA4dZU0OAYLTU8qq1bgWpkUP/38AKl3HqLKfi6X4enPRXB2APior8cWUnkrfsyuRHrxPaQIAjlVNv/2tIrMTUGvcwmcxYaUPZGG6OjlKs64tY8cfircscp7IhfA8UNnP41Rvbi0zceu4XDbW6yX5QPRuQMJkdOWsgnOGAA5ZdUKu8MZvyCvsv65luXbkgovVzGCJwzELJ+BRnq6ADqc8Qs2105ktRzRA68si1kydj8b4IgfNLTkrd13aZQmrci3JRVbF4zHJE8nIz0csUAJ42556bq+S2dwTubePTHnnGS2tp/bM/oGloeP5MWDlSnaqINeUFyP+Qn5rGRjoxtPNBVvC7FhDJw9SaVf/LVkVKyuBeYaPKogNr+8vkcLEKrMgM/rTgj1lWCYO/lht61HihBZ8Qbj332h2dlLR9ZNn0QdnIOp5Z5L/m94kb4FTvOvZj3ukcpb8Ul8gdbuIlSZgahwL+LWqKxagaDtOYxbH13iHa3Bmbk+XX7WPJhIk1NGd7AGDYkWvlJ8AdGLxsJRLCJatlU7L2K3fApjdTFQlvx0wfA/eGgzEUyrsarYhKuJpKABgMTMClagWRSXQ8Qt7JZPwYSYDEjlrUTLt+sjH+wZfYOx+qixn2tyV9qYrc1nNAbnYGq5Z0zN+PdIFvj01RpWoCGZyVTZz6UCz/LwkcifW8dYvRx7OnNwTMLVpcTBySm5n0a6sEynouv3XaFyzyr7uQiPyyZ+3UmeTsifWweJLJmR+tl7/e43RMH56mjxmsPtb7nxvt+EYqdbnmUIth4pogJPYUwgI/DU9Q83X7o1N50YON9eq9kMnmvzsWvU70ErnXYUixiD50CLX+DB1HJPvcH5297CA1etZ4v4DE1ZtYIxtxifVEoVHiaUd7P2sL7giOPq3lzCd2uTklfF2L3Si+9Ru7ajWMRIwHywdbrXp98UTNEZnI93FxyiWcAIi2xGHubF2/XMQUp5Ds4kTyek+dNfd1d8X35IV3DE2x/5hNIs3LypHgbxMF9UQTFdUGf5DMQWD7oxW5Z5sMerrE6P4KzZlb+BZsEksmSDnWrBxIrPte97IVSZQfUedx417dManNy7DctoFurYEm+DaP3diamFe/tX090qJ0kZMCIqvtBdY3C+Olq8hmYmtc71MmPzcthY783Uwj1HsYh6vCN93LJXY3Byyx9E0nRRm/4yHkaRi3doJhkHWvwCNQLnYGq5Z4og0JlWQf773bHGp01Y/1w+ier1o+ILP+8VnJKqBmpBcYRFtnHuMSWXRTPLKrkn+0uv4Bwrr5tFLbaZz/wMNzZAnTLKmfF7rn2f3g4yaaZBA18Mkp8DZ9u3xcF1/cPNaQXENKZcGqXW6L1/oXbtekXz33sEp/LBY2pB8Zp3R7FWob4tqQZv5QBgXoAHtYHQWw2/vd0jOJdqFVTmHURYZBOfXqmNBomt0FcUOXUIlevmW4W4qLsroXo2Ravvho3YRl3eQ5lby8XU+FtPorl6RP5b6/KXwCm/p6CyYUCoMoP12Gb6ODeDhLQn0cqwKht+e+clcIp/lflT8bs+g1mvSCbBZRLSnrQkZBiV62aZB3u8BE6aaRCViG5egAe4oJXiC9TvIZElcyJzdBSLqA2AqkbMhQBA62AJtv39c+CE/ZH6PVaMl3Dm+wZ50rF8DU1ti5+Bc/bavXeopKVjudNLPMzdjvqcXVouQhf951t0QoRHze3jnoHzsLGVShrOFTdFO1XlQpcDU+7qVmOL5Bk4hdJG4k2F9iQjrqWqbHc5dCef18lneOV2YeJn4Kj+4HqhSYjG0toIi2xODqdM9XSlct0Fm7KDheg8nIM3heai1eGitQFAbbKcg5XFUOHK7T+F8anQJERyMHCl+AKnB29pjNPVN7WGCZ3Eli58KCzpoJ1UGaMXcXtimu9g8g1Y0fZEJLzxq4z49DE+DCr+z4rJROIlLmVS3WmgI/lnUdXcNkxobiIk/s1fc7DmPDjD3O307qDkw16G7i42VK4rbGp/Qjw4Hi2xBx+kT1DL5MZH+mjCyAFUUnLhz49bLEhf2M7anBeVqo/V4YO1AUDNlVI5dsje2gJ80Ypg7QFY53oZfV1UwOHTJti6lDUicAivHjKNLFdob2Zi3ddbjzZTLrgydYJ1i2MuEJj29UqYPELz5SwhgwbAKGbPHeestAnmbS3NjRVmBEf7lJVGhxovwZE/6Wjq65VQWPpQ4/fWSJuN1AAQtnV0POnrlaDNfjZ8OwmYV67q9MUaXlXCnitVGr83RRBIfBd12qJxrGOfj3HKqhVan9byY3al0eKMc7Amvu9YdV0jbyrgcIb2c3OOXq7iVcOgAs4TpZK4X+FTAKnLNv15liHUHggNke45Hqo4LhfaWpgRd9h8CSD1icV0sVRsaJi7HXLjgqGM7kCafzVWii/ovUzIysSk0VRkZpKOFhDdCLhIzg+Lk5ir+3lZm2snYhM6wCfN8uk8jXkXAKm8GWcu38PpqzVaH1cwxFZUKXS0syTej8PGwaTaSipv1ft8B7YOaiMhR7EI8wI88K8oPyijO3BrsQx7Rt/QaFnTU6XyvkCpVEIQK1SSLhgXztx8leKTSrGiRL/NniIssvGvKD+DzJoKiuuRW1yL1Bv3XkrnP7TNWyNQKpVw/a/jbaS3cFvnepnT29KSOimPzXNFmY4H0wprUFQrR959mb0pAAyyNG+oA4iudsirrOd0RdyRNwOWMErL+AhANQC5EABes7YoI32jPMsQ3vWwGqWRrgNdPcdO1qLjNO7A5R5WB5GZEQF9wbG2NKey/wfNQ7/0FYn9Y7i0/w+DynkGTtzyCdX9mmOJn1zB5QFBEvvHMHXeFmfBAYAZokk3+5K7chSL9Fqt4NuSytnuhrJqBaZGpWH9viukj106r/rlGTiutqJ0Gl9C374SmtJn63wvVzFnv9fu4zeRZxmCzbUT4Z3sAkGsEGExWdh6pEhfkJ7FwgKl8t99fzQ6AgFudAZK5a0oLH0IRVM7SqpkuHlfpveRixJZMhaMdMNARyu4u9hgsJst6ysgpPJWDNjZ+/TWCItseA91wvRxbtqU+Q1VcPwcOD6RabX5ViFUdq/IjQumbp6vlUlRUtU5wKrqR6IxiUnT76yyTLaW5s/got2Ath4p0vr8c4ksGSGDBmDyCGfMnOjW0+rPaqjtpfQcOEu2nN9/sHX6n/lmdVbtvIjd8im8iCwlsmTc2UHvjFxBrJAI9L6DnTBllLP6M9sJYLXqj+fWVDnZWW1EK6iA8+WJEmrgFNXKedML3DkA3EHN2pBQnmUI8moB1ALI6tzPccoQ58xPF3qiW4tD013RtDokWhmTolEPmsY2ukoZ3SFQ//ulGvd0sjlE6+Z//f4qjAIUTe3Er7n9e3rbrgT8fvrSi6+9BE78J75/o2mmSZlTlfi2ogLAswCeZGKgyxRYTdXf0mxDr+AAwDvCrPO0ChFZ8UafH/x83ELW4izb8xPV8h5d/1aaRuD8h0O/z2kWZOmOPGLXunDjAe/AKaqVEw2IaXY5BD9N39Ld692Cs+3DSRf829OozYtMEQQSc1mkWy8TqmklMyxYUFyvdZ+Ntjq1ISBKY3AAYKSL3XqaBYqseIPIOArJ1stsSq5/FjU/IZ9qOf3b01J6+r8ewdmxyvu7oYrjVJ/K2qNXONN6mZa+cd4n8QXUFwVkmQeHag0OAPgP7B9Ls2BbF4znROtlQ9rskNFdXENivnRv1ubFvhuNwdm9ZvIOWlYnf26d3nsF8jk707UvJz6plHpc05u16RUcAJjt4TSbi9AAwO27jzvHVTh+BIC6JLJk+LakQt7UplMwzMQ0lXBB5rFXWRugmyGH7hSwPv22+kGeXIBGXacv1iA4y50X4Oi6bKiguB7eyS6MlLE3aDSyOAAwdmD/GVyFpi+ISWgWmp1dpsn7NAInbvmE6oVmZ49zFZrBbrbUz9skJW2PK4hPKmUMmhGPUyqPrJu+nxg4AHBk3fS5ugbKtC3NMHc7FMYEch6ePaNvaHVOKYllytpoiLVI4xRVqz2OZw0asLy8AYlMQZOYWfGqGWnPyVEs6pogZRhLckktUdZUQU9OJ6Rs9C/W9P0aBcfqCo3OSj8hDAykDY16a+P6BgYkVVatQND2HEb7p9wakh78ujNMK3+o9QyolFj/IE1cFiloACA4yx3r910xeGgSMysw/JA9452a48T9ArT9jE5T54bbWE5jChqVNtdOxKDVKaTXCXFCUnkrwmKyMD+f+cNFgp+kf5wSq7mL0tlVqbRgU/bnx57M3MgENC9qpfgCoheN5fyxhppIl1UJpOTXeir33JezpunyWZ3BAYB3N57N+aHDfxqT0Khri8c1rH3fi7duiQ0Loy5NOvqIuiqVvv/7DL8xTSdr2IAG6JyaIYgVIj6plFfATI1KYx2aSOdLEn0+r5fFAYCo+EL3wHFumdMn/GEok9B0p3WulxEROIRz50lJ5a34MbuSM8uhRzeemFq8LSSPVXC6JEbn0lB3tqB5rstAmYEgTzfWz808fbEGibkVjPbHaBIMn9oYsF3f65ACBwDGoHMLDDs2oekJIi3XSOtsWXTdApYJeTenRl/cEryBxLVIgqMxPEx3pasrwiIbf3zNHqMHO2DCyAF6ZWYFxfW4fluKmzVypN55yOlJZR+Izh1IiJy2lNT1SIPTKzxsQtOTXtwgoCexvZEBV6ChBU6P8HARGkMXDWj0TsdfoesA/AAojNCwGAg/Td9CAxqaFkc928qJTyr1MkLDz+yJLXAAQGwSPeNRh/Cc8eBYhjTf9Mzb3S3b5YOrUpf8aexZk2mtp342PlL6inS+JKENDVPgAAByvpw1MlyQecz4aOlo4m8ni4DOab5M3I8JV/WcVu/Kf29nw+RE46MmGwT3tMbbYMABOnc3HfE4pfJn29DBxseun+Z0ZHjpMp+Gl+Co1NOcHqN6l3dz6ncXtwTPY+v+rIIDdI6un6usT7ncb7aXEYfeJZElS21MTcL1Hd3mPTgqvb/53NJjbf/Ya0zbuRXLcB4cleb9I/vr757OXGXE5N/yb09LyTIPDtVnxp7Bg6MKnlWV1ddTbBdL8wg2gl9egtPXAeIyMLwAp6+5MC66JN6Do1LA+vR57R3KL86L3h5hCLCMaTpZYykU7Cc1M88IjgZu7D2TM7vKFC1h161n8259cNCT0wnpprOW8MG6GBQ4L0IU/DR9y2+/P53DVUs04nFKpbuVeQ6fYTE4cF6U56epvm6WZourm9v92BrWsG36Z8Ob5iPyACRmbgoyuLE5gwSnO4u00OzsskpFy0wbMxPJzcYWyT2HcGcS13ZrSHrgZmFWZyIQ3LI3N72UZhr0lSFYFCM4GoIFAB/a5q1RvXampmEMAIzt3++2g5VFEwAkPPzBpcXi60hAv+WzhqD/BzMu55anK+r3AAAAAElFTkSuQmCC", "contentType": "image/png", "width": 12, "height": 12, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "igen", "label": "teljesített" }, { "symbol": { "type": "esriPMS", "url": "103f2d58173d743f3b3b824176f9f6ec", "imageData": "iVBORw0KGgoAAAANSUhEUgAAAI4AAACPCAYAAAAsoeOtAAAvEnpUWHRSYXcgcHJvZmlsZSB0eXBlIGV4aWYAAHjarZxnliQ7boX/cxWzBIKey6E9RzvQ8vVdZnb38zPS0TNtqiojI0jgGgBMd/77v67717/+Zb615lKurfRSPP+knnoY/KH5zz+f382n9+vnS+f7Pfv91127328EvhT5PX7+Wr4vsMHX868X1PT9+vz9111d3+u074W+3/hxwah3Dvzh+3Pte6EYPl+3799d/75upN88zvf/u8L7dp6fb/3x76myGDtzvRhcONGi59emd4mf/wdfM37lb/yQf1/xMfFrjP2v187dv1m8n3/6w9r58f16/P1SOF++P1D+sEbfr1v+67V7K/TbO7Jf7/y7b9QQuv/tP79du7vbfY/CQ4xUWKnivg/141Hen/hBljPF97LCv5X/M3+u79/Ov41HXOzYZjcn/y5n3QKrfS3ZtmHXzvt92eIWUzih8nsIK8T3tRZr6GGx9Mbi86/dUGOP28XGPi12LfLl8PNe7L1vf++3rPHO2/jJYFzMeMWf/nV/9cX/y78/L3SvQtdIwO86HW1wUExzG9o5/cpPsSF2v2ua3/q+f91v4sb/ZmMjO5jfMjcecPj5ucTM9iu24tvnyM9ln5z/pIbV/b0AS8R7Z26G6E7mi8VsxRQP1Yx1bOzP4M5DTGGyA5Zz2OYuexNjYXNa0HvzmmrvZ0MOny8DLWxEjiVWtqbHwWallImfmhoxNHLMyeWcS6655Z5HiSWVXEqpRRg1aqyp5lpqra32OlpsqeVWWgXJehs99AiE5V56db313sfgTQeXHrx68BNjzDDjTDPPMutss8+xCJ+VVl5l1dVWX2OHHTfpv8uubrfd9zh2CKWTTj7l1NNOP+MSazfedPMtt952+x0/d82+afu7XbM/7Nw/75p9d007lt7P1V+7xpdr/XEJE5xk7Rk7FpKx41U7QEAH7ZlvllLQzmnPfA8kRQ7smmVtzjbtGDuYjoV87efe/dq5f9w3l9P/at/C3+2c09b9f+yc09Z9d+7P+/YXu7bHY5T4NkhZqDX18QJs/MBpI7QhTvrz72Px1G2vd597aglWPSUTPmmAM6FPUGa5w65m63H5xfqPDdnUMfsohzXtZcbqd7kjn35ZqB3HMNbv7GKl5xZO4nWER3erJHbnVstn9mPl7n5q3nPONVMneGZYxvr7Pe9ha5MRJ3uNorRn99sWRpbuzqgtnrlynfu2OgHA4W8rYR+fdriJ67VS29isJgu5i0+5n5zFD+cMYpVwSeYiV+osx/VpGrfDnaAk8kns1B3rdNBm9HVuF5+mwXvaKpYGKbxOvK3VceMObhL8rP8GIEmhcYgDiNif2Tr4nSt31Wueba1Z+PvDq030FH+ApBoPD8yqGLIGLmS7OzHc97G17fgduBh3NONuy7RcjUiKZ+/FHt7ATUf2pvaYh6UsIeHy9w/IpHCbwo33y/M21qew0rNHU6RauyflSDTlxNacmQ+LPGzc3oi07tK6Q2/U0knc/KmgfghwUCbIbVTusBKzdy0FJWm3w9jEfSoEWOo1zL3zHcOdUxObzjpZrNwy77wvD51G3bWMoO+EPCYrzl3y5Wul9OhL74erWmbr9gndtbQ8sdnNnyuG3pclqaSttXE8Ic+PkzxjKZXYxzt5BIKB/fBl7LvXyUV3xPcKAWQ78+Xjuf2yx2XXC2/N895hm71vJB55WNg/lrN0D6bMhaA4CVy5t7i6iei7czyeFayK3F3rIEbjKGVMwGSbscLAy0o3HKtBfxljxWqBZ4i1xlVZ7ONzHiCBlijrlaBjATsIJbZp9XQjSUXqN2K6phRBxjqAoHZBP3TDDblWB17d1bWkrF665OlL1rarn3r2omQtMc7gAT9yggfmQXkiHowgJle5YR4NbjuTTJ/x2jiNW9orEQZhXH8J0cE6sROto3DyjG3vnvwB7zthZATlhYnXvK61yRJvFrr06VnXFa8unNPu/c7EStQqmp4sTbgdEA5iKpB7tnYasuka4ITQWiVfP1nxCOQCGcjaRf4Mv+vJtxIuHVxv806bbcMYBuh6tuyuOQmwno/17gCuOAE7sA51A7QHf0ntmxP38TN//v3vDhwqFUy/LUy2veeVOwQRFeSJnOoFYXKKwKhw8TLbybb9FDLlG3pP04eRmisXcGHxCcpAmpGtJHbOJDZhuwivxos9l2GTb+YV49zZYLg1MyqsLAi0E7Cu6NkWTwMuXyDjmO0IePHgpwG2O/a6QyKJIFFtw2Sx+XoLJNIBviEsW56kbX/LH7/9PUXkaF1jEs3QDsoVvOJCxFGNe1p28BZJFnmjHU7tKZ6FZQM9+umLDOtaFkKMgBoZoD8veImkXarnhfDmzn1mNwj2usDGK1TW24cJFp+1ft7UOLx6vEhj/XhCoit7bA5M0uJdhy0yFJuHeGHJEXgxX0SuV4LogDQB/N7WWSu2LwiA+RV4YBOJI6xADqx0JS87UAt41lh4nhmQlTDyQXKgV3izfHI9sVwEx9gV8ZBqRWGcLXbpiBySFIBIxE10J0k99ILywUJxmQScHVzZSNeA1bsrNGbnWt9rtxlYPH5KUIOMQPYAM6esCdMuJAQ2AW2yilwFaYuIaqOtCyN2oOlUYWZfQABosPMC1AG/DMY28IJcTdlBb4JYXJOl3ovxE5Z5GLCHYCSKD+pkwA7CV8QMO2u3kD2ZuN6AJQ9i0LIDzCrAWTMUPnaeqbz8ybK9f/6dmyDDM+9a0xwti/A73BzBI9MdlbSQGAGxOcFFfQV1F9l4nhpSI9UaamtKQ4D+A4puPmgX4vWtkoPbERaC2MNjp04w7gOsZHaJB6ntgvAsfS2+gyEx1QlLkEfkaydd8uUSSrsD92+ULGYulgEg2vRn7fAE6rp5Q7dZnhERuX06qw6fyiIZ44QlhZBwJbyN8UM0fBYh4Bf/TcIRNhZWDguNsEE2hA/IT+BseC1O2DhMqJqU8gP6KMcaSX8OvhSyxY7CfRkI2HglFIgH9oHJTDyUkSqAtcFCjB+ZAQlhkvYmp8mbAcsH1A6YTd5taeeijGfdStPFK8tYb+fCWVp1gdzDJW4zlBMTqUhMHoibpxYrIyqIFQJmJDIHqousPhJsw0OD3WKLF0lsvCt84WDyCHFYkg5C2+S5kfgr6kqT5UaB1KHYyH0bCin6dqCt+IESIqWvjSdMTvszUvFNSbpg2Q6PTe7O2NqGMs9SOKjDtl4OdPFCeKife9/hR7g6LALJgWDQmxc2O3doijjaoCs7wtNERLEt1M8OYnISuZkcQIk4y3kw1p44QiMiTRHP3DUon2B6kK4Ayoc7RPxcQgyMMbKis9AbwCxITTg/ngCxXVgV54E8PqwzWoSHAcKq5ItMz+oA4+IaoASa4KDsekPcBshyQ1aFi0qs1fqSPjo2WRkouY86bzweSj7xLgSAZ5UvGHCrRysgSKUtqoAGfYG2a+gb9hgYa6JslmEp4iDmijQBtP6IAcoXMBR5ExXPSykZKuaAQAGjjGWMLkSC0QKMAKiBLYgcMhsWJ4LiMcglAxPsKCiKa1J8klOdW+b2J7YIzMWscqEk64OlWAbXFMn6/SGipOjCXeFjiRTwEF2QMCAEf4TIoHfWLnYsF5QH9+sVg5hNY+EK0QHwHQ5m4CeAWswvZHgq2V6XggpI2UANCFY9IhxPQRqzcs4gNZQcmptAjvAZnhNtQHyy06DR83xZ7LUvSpYcJZMOl4Fh0bqVdUN2zupyWQus5zYTMbcgIhQEJImVhjq3fObFv6H5E7k0A2mNr6iIPli0Q98L2hx9uvYqPvi78zQk5MmKySDAFiQ/dlGahq9z6Y4TAUnbAijJMETXIAvYl9PMwaV74qsGtydXVLkOzDiKDQQykAn9pboMUOplRd+hD+4VQu414YWuCgCEiIq+ADob/TNuZMfh4tZk7QCWDZyQ+yoFrMo3cAadNCdhC8YNz30iG+bYamRZ44GU+ApKElHpyLMgcRt5CNahpMtCz5PZtsSKGJLYC54B1Y4c94k1wgR6MnGRf0AFz9lRVBhdHHBA7vJ2SHqgEkDYQxkp+4Fu1d1KCmds0TXXYyWncKHK6mOD6I8ZZQbGYljIty0lDXave7SlwTw3Nnhy/DWstOBbssE7yX8e5DawBcmBNt6lV6UKaCdkJnt5X8IYaiLBoDdEBbfGVduADlaUmTmuZ91Y49XcCOSKlPNrA4QV7EIX1c0NXPasgTVDMqypls4qIFNwPth/ws9nZE0amFoeJl7wEDAPcHNFu+JyMo9scIjgVyTDhXgT0ANNL2q6/FySXbzeCZYSiQRZlEQIhoM4wGq0UxsJHCNWThrjEh47EJEJPDzaXwlc0G+g1GZcLoGhCH9y9fIwXfUmKB4bqD0lhpUiCYhCKlw0joo5quegKlSe6YA3QVthWrIT0ww3mGepbvPP5JItAkRkI1wQlYFI4yQgqVgtxAVA6EnTwAaWeaRGeAOcoZEQMrOk8hPBCbMtdYP6/QhdtA7G7/1ZsOcRSWUqB8/Vpp/hiLNI/hJME12wYLKGFGge6VZ5Wt4CxIM6kCAYNnwGv/iKWzmpALGglmoLITrypqxXv0ZuYOUxmh3pIyZHOi1QohAEuUlWgyUkP1KsLORuCFrYOcVqeNoB4aDExDwxSg9FQ0b5Cw2B5dxqaEI52TuRrNIfC0cwXlYfOvZwD2h33cT27oJ4vRUvfqVEWCCUvozgfhxCyq2l+hTqNrCCaGMCJvCeq5KXAOk52/H+yK8AUSHRcGYrhULs9QUwIc/3yImQAuNJFVJPdomkL4hvVGA45HEkZTDHBz6qSK4kwYZhVZlreflemJGNYd/B9hkz0VeVk0XmpYJGyH/yF3pnea3j19765kP2QPfIRx4TS60CAzZ9QkRQI9tmWWagVB4fmCEf+PF8TqgVi9sqGvIeFpjNay8lcaKx8l2+TeSkYMKthIxYIO0PtdlAX4GwBBGgv04KTh7g4x7D5XvC3K2yqjXYPrWexPx6g8K3LsSHRISDVOSqsJSCo/i1tjt4GEjqsyDgspWYvPA6v7K96l7sdiAM2CKEySsD6Zp4U5skRM6FdB1utAM17nnI3PxJB+Xzr3QATO6GvtnZlFgO+LauKRUZ4a47xMCkicOjosvRX6BaOUTYJ6SEmLE37HKsqmlHbgrNdBOCgnsHtTACBh0ClacA7a4iTj1cAdGgPTF1XEUVtudc/a+MnT9vUVJ1DnESOYFUBJMxiG5hNrRGUE7kfpoIFAKMakpIPg4e2tiNKu0bVdTAEhfecaxBBnD7CcG4RdlIT2Gy7kDRV9XnaEvWe5DYgOCdY6N4yo+MYY2QaDCgFdVXEpiyllMZfUkdq0uSkAYeIURG14S9VbGOH1c1CO3HXa+nRVgiyQSTvtjsnbDT8c5AGTyGuYZia8X1Q4rdqxgH7fJSYuVxoEH1UXZhJZGOt1dM4vHBCsRoAmLWRcyQOEduAJF0ZoCTKldnFyeyBF5FysKViJrwMUskKRxATMyE3TlOIJHBulMAqlZeBVH2Z+HLt6kqMNUegLwQMRuNpBIw/xHTQzyEKJFGwfffDeez9mBp+qR4Z3GASc+K3CXRieJXuy4CjTn5uORnzoeiSss47wnTelLM8+ABZaWY2KbynLHEyIUGVKO617SCRE/AJH8vx0tzPS6vqDNYeZcD96vDAIur+s1NIzfgdFytNbVPoD34HSWe65S+UhMEIxrl5NJBfoFPQBM6e7OC+dEgG4+iWVP1RTZeKL4H+pJIht8KyQBZjJ7QO+wOMI3C8qrVAS2IUfD3AnOITgKf1A/Q68YNcGn8H4CWsC+z4PuGetmtIbsnCAlZ4+YiT4cGI5Qc6hghh0dswryFRkLvXWi84TGh1Z47fkIxgXzLMCNW58BBSYb9R5kI6ehm06pru4D/k9UzkEsH7QOXGkIpr+sWIA0GamWD7lykKGua9COeCjdFQBIZJCJ+LZARVeKQpW1I7jUIRtJV3kAyA6SSrIJcrSCcG0vH7ZMWiAmMH4INWY0GVuVj2e1PLuSgogJ26qt204+apCm4EgaFKFk4ElKqA1wNnb0ktGLvpro/30JDngA2vJuWzGpKEr2uN9XYEHZhV1+g5vF8O95jqJ6NmVSZhmggRjCTLDUId/e3AHFMku9nUWISuKqCKDaM8AjqouR0sVmQF5jTxaKqXKpXikqAKubILCYeq3kkjiqVDR5iARrRHMlCoIAlz0DZASEz4MRLp+7Hdg6FG5qkefzuLTve0w+c9dwgOkQjIuSjjYQYaoYGmg7Sn6oQ4Y4RCcpqL++M1mkNH9EPlICO5+aPRJhhAtYg9ct+vR7cHcYRJ+O4yskwNcigzLJNrqOYgUl0B+YWG8lL2S0kO08AmgDM5yYVQvHzKBOuE2xJ+RtuD5UpO69CHd/I/PctaLZYIxse0JuY7HsCNpfF80IDIBTwIrdwtc6kKwFCAnGrjDWRBUegRyCT1cAEe8HDwgPrNY0U9J1thXkwvGBEfs7btWPAuVdSIRuMYCdTr6QdHOE78A5tqrPSiTrU0EIWz6KyxQKvQFYVkHHQBKQpSyB4rQCvwhuj8LgvyUZsTZZLJNq4B+KJ0DRSEHh7tU219hKPzx1tsqxflC4IAYLAkCfp5otclHYtySdE8izIqiHD1ETCkoH+ARlqn5rkdknagmRCCyMz4xR24PRYdvS85B+aMYFN2AevovMZ415W8Veg4YKjJllUf4gSPdsjttXG+pYBUAFDsryBqRg2v5Aw4Ak8gibhEYYEdQyCW/DVTR+kWHHMRTXkRXwA4jIwigNfD2hKUqAtbUgcEDLI7VbPQT8c7i5tPwEGx//wu+ZO/lBRlQV8EQ2XGhkPaRHb5PqqnxgtcEQhTu8GlhAReGm2AYV5pvwtcWvA3jitXpE+OmtlVZLV+SF7kRWwfmY9G7iO+wCb2cTgSG8186vK0Jud4T236if8HcXk1YFmM2Ekn+S10dynB/zx605z2QZ0jdkBts0WQkPYptYedTRLMrolAZFZGDhRDxHQgonJjo1lB0I0VLDRM4CfyuHq+BG3T1GyUxMlvOXPrgyUVSwK0NKQyKoReda6Q6r8PO8K2ViCwdSnAOYdq0MwYgmAAWDcSvui4Yit/bFYi2QjGOX+Ed3kZVY7scMUabkIoVU5pFVRebyn9a0KQmWdwfyAHO84vYB93uhug18hRW4OeaehnLohimTXrY88BRtV6iKFib8qHM3GtmHUvUQhWb1/CVMU/FXuq9OOnzF0rznuhm1Fm2A0iFNIfWlvwDZ2LgpMIipoYobYHdB7AewAvycfsaFZ2q+oDec6AhXCFnrg1NALIDIuOjcgBBxAPQIh5D1xz1uptL4e9nc/1boES3MiWq6DN+bABODFMLRwRFMFst14Vc/o6q8JWzPxhdmG2z7dudzgIt21z2qek2ttFCmbibRW+XNKhqkrU6U8NnoC666qHy9QqoH87D4kjaRIehmObaI7r5N1BhYuqQoqfsv2sNf5iwZhLJKBRdTSNYmEVx7L456Q4K/fDxqTX8iOhgAGrzo/wOPINycN9HkALjZ1YfOaCl+geKKoVE+PCKGEtnApCAdvVhao06Raa22YMTTvHAfevIM7wa/j9dFvR1MttlmtKXJRa7ApQJzHnqD0WSj4ZQPMaSlF0ZEe8kHaqIx61M7BN2zcNhlNgGwI19fJM6yn6IojK/05KkWwoJ2/oezzQnwTs/4UZPkiU03tGETCuhf1KomFAHh5c1O6ZOJwPzj9978HFTjYFNRtEgQDR4h84M3KIGpywdPN1yyqpXb1D+Syr4BmSTiHrBokJhEwjhqHQP1t7gjX2fE2EEhNr7MUL74dCzHVh8KEBvSRTB2xN1+TEnkfvrccPV9TGa9AHjDOsq0OPwa5IqJYvswyo7FBdvxXd9yp3xu13FTwUyXYOg4fxWFY/KQCO8zWNIgENbGUXJzo2ASHfCEYqPkqX9w+8c1lDNT+75LjH3ND0xhIn6a2EGDZbTqYuxB7UZ0EYo2dXeftLCkfuE14WV1+bJhsdVaTp+SXIFl5JXNyWRVzgeS47ChZAxR//bq/f9/SOoZg6TyaplQy+gVkJFudOoa4Y5QC+2X8Dwjqz8M0TQCcYBcVR4ghuWi4jqWRoCQR8APWQduRe3UkvQp/cv5soxq/ksLSmHDTDmq0nk2KwhYyvlwCEA5oHqIkyruAVB594OqnONLxERuJYPBkmDH3tflKvzwCJIaNIq80UrcWdrbxaKrQQIH+sEVtYbOIgZbBvSKHnD74PHjU8vXmp77Zq7+ZPPjGcfEbOsqnoLEsqsH94pjMgzjQEA3FgLZQLxrJ/9rYyKIlfIAFG9ph9fggajfXpopN0DieFK1iTR0iwr2jP9QVPteD5qhg5Gci2DC9QfirWnB9+D0aEhbwB234Ntp+D2Ibsw1B7HX9xGZtoN0G+5olBSBGGOsM7Am2C/eetI7r0ehwLCp2bjZN21TVnZVLJMY+G8Qt2IEJTAkHFzgK8BERaDEgNEt0TMTbSSgSR0okDT9sBPIGpTycbxLQA18gfKsCTjJ0b+xVJylw3qlIPq9xzlbzTP7XITHQcmtgC4ufMxO5rT5/XdW4XkHib8KzWsus0ajP0BNYHEldJKFphoNdU0eWrN67fBNEM1cNw5T2wvS+d64ee6A2KgCAlPGqDcGcks2Th1EH/BXG+9mqS686VYBfxOO5W22DnDVNp4Yd8kATeOqtNpWqTX0Wktc0KklWd/dVl1WmF/Wc6nNfJX747S/VJRfB04GfJXPbJ6vh3Rxaoku7IsRZA34iT3QjAJHJtkGK9KFChMYq1AXnWdGhSBC8d4fFkMpgDz5LU2OokY7oeIE5Ciwn8NEEIvYBC6CRsa0eOLBJJEdVsuObLe0qzUHV8Mh2XYrNhtr8ttg1TSNwN+wEyMVbExStJ8n+lV73kCxRAUgmAdJqrN3qNZuTESUt8IEYKUQp0tCfqKJOgHmE1QhL3qG3UsgNgp8bKOrg8GREu31tviOp/mHMKMNvBx9ZkSbqFCGwPdtj6jxqWG9rxkGT7NcVpWF+QcZjTL9eBZK7jppIPBB21mBvaYZjC4Wt4FaICQPmgMRMQCFMSFpyGcNbufbxslypyhppZsLAkIjzPUMzvkuoFVSDqGxBUPMQU2eqNhBRO3JHONQ3l6WZnqoZQkwNfIJTRC/h1dROC1z+CsMHHrZVAPKGq3EW5AKipICQTdNmYmS1LblLdqgLPeRkVO7FVmOLT1GH5KE7UE+2hwtbznMRb2DXrcuFKrGpErRvmsdsKkzknWICQKfqB5pYaUmFVw3sRPXV+dVr7k2jPawCkWBO5cXDdQBTVBImBbtJrBDCE1+injKhOrg9IPVNn6jtuzT4qtkrVXDJhBk6MAJYaEzxaGYIQNW022SdWeuq1spivbHXoQNOd6TzCoA9QqIg34cuEhDqPgFVSRtUnMCLbcffTjYMX47RWPK6QQdTktpCsk9XdgGCk4l41YMQERFABC5T8kQ9hkhAgz08OAzOt0BPNMV8VS1u2z//oRLJOrdpXlE2p6FJXTvl1dfTaiivHXvQWPfWwiNPEPfq61pomk5K6vd9wl7T+4GFm6bePuqTgJyvlm1+amy/p1VEyKV4ogWywbxEfClyueIX+QE81hvjT3yzvmEl9aqC065mdV55BMUx3+M+gro5ZEJJyiioJfSLOIC7cRz1M9RLFiO5SSncUYJF0Kg88OEZNLudcVVCIX4WRu+sfkkTKJR2y6TjgZvOA0/YBKiZ7GdSA1DFOk1yNr5K9FXNs6kFx4ZpHAysGkjVsxCHBUBXy2lp0oJdVuMiC0pY+RkchkktnglIbMLB819O8PDr8GQFKjY/qdBRCgRyMdsG73gN58Iz4hdeGrfDkhd1vtU3x6Dy1jGqLgwaBsVdVgUlghNhV6x9nugssrXkGFlOiBik6DMXJ3tlReTMpScSy6OANZNGgMibYBa4EA+mOSh2oWBUVKvjVuBOQknO+97opprWR7YDo37zq+zWJpBiU44g0gfFEOxbNYBIdLE0KsIoabl5lFXFbTmMJAIOXdr862oZz0dylnG0sFGBrwq6UDyWNU8EKo9mmAUVWXPQcJbPHy+imvX0o2h2I2AKgE4FbeWSUpz3VUwCAgcXAXUeWCIRhetKnqqGocooel4OUGX4oCpc4n3l1rnkWHw9SpwPDXDFcE1TBjAhMK6CjTgUezYapOTMIlc1zX+B1R5ph5veaM86NbkY1QDhiUHeqTMF3+meDXv2rpq4JlVxcMudBD8RdEgHbmNpfCC/cfqganPG0YDx2BtEv+bAWPmGPkV2S+lChWANixQn5ljNDEIEmByvOoRyasujjNWuGLos79hUtsiqOaJLQtYM87okuZimFbylg0MCGvUqWadabhl2Y9lYcuQulD9mCFWlkqqpGLjyqIqHnlbNl5AtakOd6yT64iRWTVMgh+1E9kYxN6I5vZyQAQcc/POoL++xOuzaTFfjDqDfaOaa+v5VJw6vOjGZ7c7qG7IV6pWEotkdfv6AalKnyChV1VYKOoGweBNUKr86hSwvJ/ykOFFdSxPcPSzyMVxPHOMsNFXaZXLgOTgH+wU6qFurTh1ujZV0WPdGZMLTb5Q8rALRh6H6D5wTPEkl5qwq1ZwJhOPuTDMXIjuMr0ZIuw9cSNXc0VieouqkR9Qc8lZTdZr/EHn7u+xs9QPkXnF1LFeaau4TS20B1WyPU2+QRUpkPlyAL4Njahka7MM2wCfAGfnokX0k/EYbeGneYhAf5GM4bdLtoGo1UBbfGZqjvhqaogdDPoyi8wlkglpkCIOtFu5S210jH+HorMy3CKdJEEd4BuhpR6BHhzFkhGeEmK0QSPVNHjwuK59yLk8RDfGlPSQXZNDZ/J3cHXJREXVkbzJRYwVDC0gwJfh+DkR0Q0KlptMYiNn8EG8GyIWrmUYTox9uYNorS4BBhvfJBkzOa2muo45C46oN7WKYUzxCV1+m2hNAuahNV18tYTYXMXqWEJtJxwhYbUD2DGk2tbuP7Hm9KtVODWtODdlbAZvbvlAf4Eka4VSWs3nfoY+jBlzQMZ57nqI5ILc6l6fO8hnR7poY3OQUvPKpjciwg/e8qOtCk2wEcVQ/xqTIa+bfzGn/bQFACFx0yIWYnt0h8fqRpdIBDFaZoASrwRY82UMDj/jj5uu5FS5Hvl+1ZXF06nep8sPL4kyOWGBHd/ycD/FGdkT0HtG4VI5WQwEhxnKjBIBcjRsJctX6ReNiJtSRxx+5raoYthnxu16tV+dLNigOkWjrWG5Drfb45lCwtTg04PzMOd5I3tG0/UnHJTXqWJao0RbTsSt14vhBUFnNc2WL1ApyZUZll0qTPC/ItvLTnCoBRh2qIDsrWwnj6hwcMFQVA6uDsyQ+Hr6KFypLZiiDww8WHdUhHBpOHOjUwPdU0uKMuF1ol5z8dvlA/Paq8ao5QvJBBEeEQB84NMKmBu6DEAZCdXSiJZcVzqgafgqZhfZXc5JXkkmQlty1yiKkDyBS3jy7qqiQFwsmNcbuAZaGg0wk+/MbJ6kk32GM2J+IRGNeNfkRVSB01sExYg9zDjGwVLjmdfQyLVtwOhwlwS76OmoK7avZ/fQ5saWjVusBSshNUzwYDJ1vHQd8TbChSmPqQDenMmaOb0gURr2FwMimZvsF+tT4EpPegL0diES1ouA4QFCz5SFNcK6JxsEjdJsOpHfUPxjHveJpoPzZrYuPdA6lgDLqaSCquqySjsdBpyRzJ4tZJhSY2yp5qSEYNSaoEcuUZAnYrXl0Z/LuWKI37O1RzzqhosNU2L6gSnKcXnNNyJqzkOSb/+IC8DSLkzVf4cFFjejhHXg0CLNlCVCP6OaO0JazQ7uzmc5ZhO3g0KXBY58Xoa2fb7ur3q2gNC/1qJBExT9hA4kp5Z7nJ8KgkT2vXuCkvV9Zo94OQJOoqTavKVUcIwJIJpLEuQeHhPtreBsd4Kk6Zo0u9ZV4zKpnI/nsXO0SzhSaL+mROHmnI8UwpJ6nfTjywTScRWDbUMPQNKekuQK/Xbk6HVk0vqW5D+TaK7GqdphCBCGCOi7vdeSqR2KSNxGDTDrLp8633wem1fn4jhGT7rg6OgkoX9BBR50IaBgOwMg6raUZQXBJfc4AkVdWkLWGFcZTtV0VAtQBMb1gK6T0gtzCiyKBORIpG/uNO4HJh5f3OLl4CEqH/5ecZqjNEWfhnTa81lhY/gCLaew5SNvihjTFYCB3emPsUkjAewWFSKsn0lVUNHPIRJ4+XjQmrlWa4erQl9SYJk/EMFFNx6vxVnz70NB4AR/Ub4vYBdZQtT3XvGYp1FGBT0wTrBBjNkPthECeoAkRzFxbkOZts2LtHYsP4/NG6EqYTIdO0VkEvmFDEv7Zi9w1tpYgvK0TC0/sZQmNJ4xR+RDb0bHNxyFFqvsOB92/gwDkmQ56RDbXdMgo6EwHdDw9TlkBCyW8RtW19VeXdn++9p8v3b5Xth/X/f1V3zUdF/3j3fof11SIvav+wzV/3Kv7+5v9392r++PNYj0X++cvYaDZ1lHUz0XW94MpMIyP15kDYlOssjUdctBR3SEfCcSmYYvzWpXvyOgWbg1039yNa/L30RTDGmyE9mLX5mt4WQ2oW0snRYJYC8uA3u9QB2a7BgSm4pV3OlPFgCLwQymobLt6V1ETGEf1hCN6J2CHu9gXq6r2wFRJRxWTkvK1V0hP00CbpllUAkInacpHM1ReZwgQ+VxXjZO7HALGiHfEIYqO939tWymTIlbYn9n/SB40aCeztADup25YNUbzYwyhvaMwP5phmo1RCYuIDxpgygP3o7J0s3I1gOGlqt/JY9w0upcbvRrDR/rjsnPWMYX6seIgucGJbJvOdGCHamnCaBVhixrMoQCzaBqNmei49rBZdL8O9FGR3OvEDvSmCj981QgY/msAQkXf6Dgsr1avpuPJVdfvmq8vTcOeoDcwMkHyws52aaPyGQpO0FvU6tcfQ8G565TGULl4yGW9+VDkm5ZQ3rZh19WS+jUiCofhJVt4p3whQlQD1pE0PkhB4BiL80ZE2fICS2TyOmRcTHKIp8LPH51+Qfq+z3DpeiyWWocFi9e+YdpOTJptQQlYVu8WXM0v2dqU/CDXQo5HTawBen4aA5hiwu6+s9E6Q3fhn3J7Nh90nkIXCnCPJD3grKr3VqOOv0QV3BG2Wac1D8GnATVociNi1NDZ/alqjYpptEGKd3N/mkl4jqEkkjbKhevkMqlsryHei0gWRwpxa5KOH9EpYJ2g2moCRmgF3RLUJ0ZkEQ2oePeLUzTxg8YW06hO1xd6rc7+jW6IXyeuCrGqQY2qwMQ7Ig8+oe10VCigrTbqIMPZmkZKb5IIsd/EZVOjaTyHTqfsgXRDqOAZgo7bbk28gBRqHqBfQR0JdtW0Azpw6UxlwyHrzOyIOp2qDx+QxVAZFvF0nuoTTSG9h+aIisvS4+UTxSnPpaavTNsSNLXMWkbR+NI5XNX6olBWp6xD/A40mwadDDrCHqFFOqKvIgFCB/ZMp0Dm+PaSeV1G2mYZww+VJTlND8PrqKhO6+XrAFipxK7TYa8yxp4QN9D2VacFf4RvmzokqTPW40HnQ3iM6VS7DK84cmkOta4BB52gUn8C2Rdyx8eG+D7xwLiFLPuRtYWq82SNF47OlhEbgwd7Q/nJvZplj4QzsIeAYQV0elszM4VsUi+EfTrK065DY4D1vVXnHzURKyHFbrG27r7RYnQaJK1qQ5vvswE0r6W+64k6ctgmwlUjl4S/TiF2r0MkGg6RtlU/lKQlwQkLUOFH2Uuf0SHMivFthCfRRtV5mzePhj9WKU7jZ3gkIk0HiVSJkHNBvo2TRvqM3Qf1T9m0oxOOOsvDEuX4SrI16mNBwCfliz4gKOL7vSaJg+saDXv1+lB+ddLUM3tDKFFJlV+/nL3Zmd26Qe1ofTgAmd9Ub9fPOn7Y6pvtvArbHHZXLyq9gfwtI3GGajZshkny5wzw1vKsrQ5wmGQc2equcCfW1+yxFdWVg9VbMR3HOopOKV1svGZG9bkx6EQgWWMkVXMiFUbHQbL9T0BgNjXpxbdPHEpCFWynhhdhGFPVSHiszoRO65IG+LBIui5CV2WCGNyLeqGrRlheg0wnBs3/3YFhzIaK7UjgzxC7BqbQe9HBfprABgH0uVddQ5pLZ/xjJ5HUCakL2D5qlusEZkUI8LWCA1qqixDxI5xSErsWRguqseEly1FRLqwNSumMmUY1xC1Xh1viG5KM7+xLGcgCHXRRfQZrgNDanvxcGpGP1UtG7xQ/c1lN5zezPk1lPJjRVEwPnxZP5nmqOiEIeYwGe+g0vZ70URumQgvsg2LfgxvJaFFWPN03qJ6FpKtqnmhlVV5OUr2woPlnUZvEtaZP9oD1MZR7S4XxSGDMO6qJ/1NtJ2AxlYw4+fMmLJvmbgCNLHOrQ7yaz94an9RnwOjUnbp26md1FSVzJrHePHstpe6iMhHoSabCEaP8OIXyGXd1/8GnDbzBAHGtDkog/kbDb87Vtj4jAPujOS62f6AOAwKw6GDHEOHowCNLr2NeqsroNHhWU3fAUjqCM/EMZLq6g/hoCSclrT4xar6j3awWSafz9JDoRmQQ2WrKI3OizrxdfULBAFc09LDVVQ5YpqnJccLVLUQBLgf8yUd1ahYobZXpNbbwDL7KBWNIFS5V2zpEv9DDXhPfTafn9Okz0RVNASFy3iHGIRoo9g76AeRRHz7g2bH3gS4oREhyTrUFIUJ9kpCmfR8mJOSxeiQ6vuwJm6zxYh9Nh9daU/l2q3qnD2NRH1dTrCUH1soQGVtHGn8ewnFlr/9k1z4fz/CqozqwoBOjUydZP+cV9AkoyOr1PbCgwy/vwALLgJTSpBzqk4UqQQepxdnENta6eH3+DSTSiTHNY7Z9XcsafK+an9yxgXWm1vJ8VXmd/jNWVkV0HdtO9TPNSIZvyGek59WzpuSiPrVqDdGs5lSLlJbOW2gwSr2miLDIU6dk4Eq4Kc2dSJhV6idBZcs3SiIvHRYMOfHraprpWGGozwYWSibAprsrMz0aN4H+V6dBokAXRw7Kxnw1dJ12cVtNKiSzTouTfO+gpASaSnCgOjR4pS5RzToYoyaw6nRj8gbEKnerEmIAIQOP09SjBii6DL+xsersTR1W4+vwOJh2NWNxkNfDy1nxcH4ivGrYG9jz5jXrV6T+tly8RP/zNl2f09TeNJcOz75z+zqUSiBBKBgwvA0+MsRAimJ60sZm8UZSapO06aJEfQ7WUNW6qNlbzEDrFNfrKS/p3OfEdd9bn5CSeLd7ggN4K97MNHPDTcqhXcIFh6o5RJ2EyiqP8DX5d7Vr7/LpBB28WJM02foUhbOdDhCizDVYQsDPopMwvqvRBCr71ZGBUK+fkT0BbvtoG+vVrwaTwW547gafts5CkGJVCl0fNaTzWzbsfRaICVCDbID68shohP2YGkRbe8EJZV+dRmarVWR3gBTcyz7hGkCxxnLv0jRgqvFcfUyG1yceFU3ibUEHWXNJIZhZT1oQ3gddckiRrPM2Pck/QQMTkYnm0xyZRhhxATomBp7VrcYe2klDQOq8Nn0eR1G7Cab0jvwiz/JTAM9OID5UqjT19oYmV3njN2ivTwvp4mevj01UrbC9AwwolqXmwdYHJql0HDQwEqc+TeZpP5WFwEsrvpiHOfShaRrKCupCQGavWQSl7a7auwt3aKtwEVM+RCMevqk7/z6x6GpmR0dOyVUU11LM6AM9uj4p5gIzea8IF8fmuEqT7cEqk1lZn1vzTgGpmUHSLWBRauo1vJF+ZCZYgNeqOoQVdIRR7RU8bZYo0HFscpOcJZcbOfvmLVjPKMV0WWN1N1gpfX6d7jSoVL8/H8PSNZVfnOaA2aCszovSkdip6tbM+2b4i+peYD56Y0Lj+pQk7MD7oCFs9oY1yIimao1GIir4rwI3KZYEsjx910FYnZuuGjyrXZ/K9D5bQgdlUtcnBrQMEDbgBae5o0O/3zeUoCEunQzXIFpMN0wyI+iTvlhKFWDC54PK9PkJo+F49EFNmHriUwezl1P+8UVVFjWG937yP63zf8r8Iz7fX8izvxmtsnt3d/8Dp+9KgXqzbewAAAAGYktHRADlAA8AFX/2UAYAAAAJcEhZcwAALiMAAC4jAXilP3YAAAAHdElNRQfkCwEXBCmx2k3dAAATBklEQVR42u2de1zN2frHP+1INaWN5DYUhobjlBEORXLGJbnUOJg91WFLOZFMGtMFQzGUTkMmEVF7mkoax+CQ69DkFhm00ciQLiNkn9rREGOm3x+1/TaKfVnre9ntz+vVS217r+/a3/X+Put51nrWWgb19fVogbJp/BECGNj4mvLvzekyAHn8d9dsqmuf3uvS3vSyn/v7eQBKWtoNNNBxcBQwuDT+awPAXttCK4RWr73m6ptc69jF4o5pm9bX321v+mOwp10KALkeHP6A4qL0Y0/6AjJ5HZ7Z9FDpvZP9UursLc2KhvTpuHve1P5f6xJIugCODQCPxp9RtC928Ew57N0cNPpsYHBGVWdzk8OD+3SMnj2pr1QPDjuWxQNAEA2rQgscZc0MSK2xtTTPTljktISPPhLfwHEBIAYwi60KJO4uxBQfF6JlLl6cWTxlqPVa0bjeW/nSEAKe1FPcGNGcYBMaACiXPSZeZmysqJfzjOFbHD4/8GRlysXoRouqB0dLYEoApDDdJbGh/ybNNvZd5BpaIbSqDt6Yt4fLAAl4AIw1lyr2a1UtI9dZvGyKe4XQqjoy+WKmHhzVfJjLXARGodvyx4xezy/Y9WOlLowzasWhKEkCwB16NdmFAQj1KE0X+46xnT5pRI+T+qiqIaSOAGDBh0ZsatSYaS1fsuvwthBn15YKjk2jlRnFp6efC+AADVMcMz/o8fFiL7vslgSORyM0FuCZuAKOQknrDu1c4TNIpOvgCAHEgeWxGE2VJ61ED+cBnKvX/KD0++93Fv4t2n9IqS5GVTYAcvgKDQBU1z7lZL02xXl1yrhecSs2Xeqma+AowmydH8RjzRpK/Aw9A8YcYCpsZwIcMRqmCiz43jhXiqs4X0ffRa6hYYn5R/gOTgQaBvN0QjWPf+dFPReGTRz7j5XHCvkKjgTACn0nwo7i13n284g4eg+U5rsEFKGZpWuNca2imlf13RTn1ekfK4/dogEPjXBcJ6EBGnJxymWPca2iGlV1vyMzUcyLegcGZ1T9Z/mY3iCYukoaHJ2FpjkVldbgUpEMp3++j/23H+C0xI/L8HTgIjhxAD5t6b6FTF6HXceLcUh6B5vivDhVN3FA6q0jq13f4xI4Yl2KnkhDlHG+hDPdWsyqvflxgcOHcgEcFzSM0+j1li5tzY5LiIqewXpdloV/tz05dJQvm+AMBJBTVFpjkXr4F5wsrnzpyRL5S2DfRQi3Id0xwbG7np5GgFIP/4KAEDdW67F13SG/CJ9B29gAR3i/6snJkK3nBqjyFIn8JYjxHIxhdlZ6ejhigQ6nnbLXdH2XxuD8N7dsn8OUwZPV/dy+5Bz4T+3Pi4atrnlKHfQ8aSU+ST7LSjTm6ptcK42dZM4YOJt3Fy5393GJ1LTCXINH4cSevVHZrAWYH5QOx/es4D7SBrbW5KfdYtIK4L1gLOPfPSRk57m0JaOHUQcnZf8Nu/HeIwq0rXBB9k+s+z0yeR0+S8xTu7uYH5SOsKn2xK1RUWkNXNfnMG59NPF31J5ySD9bnEuisiSW0Wr7hD+z6aGRj7Epzgs9nAcgcMMZyOR1xOpka22B23HuiIrcw+i9SJaWJ4Yl5ltTAycy+WJmasJMYnY688gtVqCZFZ1DpFsIX+GBIRGHicIDAPGfOmJfcg5j9yNP4mdYJnt0nAo4Kftv2PkFu35MssIHL5azAg3JSOa0xI8KPP5T+6Ms9ypj9yU2VtQrIvmiL3Fwcq5UEM+mZzoUXbr1ApVrnpb4YWr0ceLlDrOzQlnuVTiJkxi5P1sulyUQdY7XZUgXieaPWUejsl3llYyF1+b2faheI23jUYR4k8+OlcnrMCTiMCNOs6prtlSyOOmXyteA51qz4xL1a9AKpy2FxsiPGM+I5Vm5Ztr4lP037LQGJ3xL/vbGJai8VVFpDWPdYuLuQqrwMKGT1+6maguOMDB0og/frc3ekyWMXeuQ9A61si2Fxow4zF9GTbdfnJA3QmNwgjfmSWhWMDwsi5HGPHOzkjFwaOfgDLOzQkH2T9S/h7RCLtHUORZWCK2oJtkyNXrM9LLdstyr1Oe4mJiiWLd638jYgGGn1LI4i+LPrqRZKSdxks6mWjCx4jPE2x7zg9KpXuP2/2q3qt1V5ZZVUY39dvgMZ6QR86SVjIPD1MK9bUEjqZYfv86zX3NTEU2Csy5DuohmJJUQk81YXg4b672ZWrhnKTSm7u/IHj7ZojI4uTfuh9LsolbPHQy9yGiCY3eqQcbKNdPGqwROyv4bdpvivDpRizpmDNK3NmF95T+MavlhifnL3grOlZIqak5xeFiWPveYUpeVtvEoPZ/tTvXct4Kz48a9CbQqsOSTD1gx5UxrxIBOjF+TxhyZQknx3t1fdZJfAic2Xer2U+pcI1oOMY2US72UfNOss9TKrqx5/EWz4BTff0jNKV40g70t0ET+Ep23cgAgGteb2kTo9arfJjYLzrm7NUNpXDQ8LAuWQvbmSXsKTVuM1Ql1ppM6smuLuLNydyVQjqZojd2w4dsoa3hf5qYcmJp/a040V4/If6vzfw2cG3dqqGwYMD8onXXfZrRDN52EtDnRirCKq36b/ho40l+rqcyYiRx7sX4jmQSXSUibk88kWyrlShJm9n4NnKR4byoenWhcb070/UwsOXESJ3EicrQUGlObAFXk6QgAYP+pMiqzZWz398pa4PEX6teYN9iGM9/X1Y6O5auqfSp+Ac4Pl+5MpxKWDuLOKLGttQX1nF1aXYQmmvZ3Oi7C/x4/c3gBzoNHdVTCcK50U7RDVS4MOTDVXV1/9MTmBTj5skfEHxXaSUZcC1XZHnJoSo7vkY/wTiT7Cl+Ao/iD65UmIRpLa8PDsjg5neJs14VKuZ6rj7sJ0HA4B28qzUWrw0VrA4Baslx70zZ9BQvWn/bgU6VJiORkYFTkHk5P3tKYp6usrfMQWAlNOvOhsqSddlJ1XDGL24lpI3uRf4Brnj43Flz9tZp4+hgfJhWT5jkR8Ze4FEk1pe6W5Nui5PFTW4GRoYD4N3+3vRnnwbG1ttB6gJIPexladzanUq6g9tlz4s7xX23agQ/SxqllcuMjbTSkf0cqIbng54dP2pAu2MLMiBc3VRurwwdrA4BaV0rl2KF2Zm3AF81zUx+AhJhstHRRAYdPm2BrUteZ4/vwqpFpRLmCdq0NzVr606NOygVXUidYtzhGBgatWvpNcOqn+nKWST07Qi9mzx3nrNRx5tuaGOlvmB4c9UNWGgNqvARH/vzP2pZ+E/ILH6j83nLZYz01AARP//zzeUu/CersZ8O3k4B51VUdPFPOq5uw+UKJyu/dFOdFfBd12qJxrGOL93GKSmvU3nh61/FivcVxaG9GfN+x0nuPeHMDUg//ovZnMs6X8OrBoALO8/p64v0KnxxITc7GzEwUU2sQGiI9cjzaZ5tc0LZNa+IdNl8cSG18MU0sFRuytbZAbrQbusorUZD9E6Ii92i9TMjU0PCRwLi14SHSlS2Q88PiZOZqfl4W26f4aqIJjt0R/6kjbse5w6ikDLlZZzXKDujT1rhYYGlhQnwch42DSdWVTF6n9fkObB3URkKWQmOIxvXGN2Eu6CqvxKOCX7AvOUelZU1/1NdXCLQ5e5rPITmJyIiNg9podmn+U/tjT8RYdJVXoiz3KtI2Hm3SP+pibnLeoL6+Hl0W7nlKegu3hJhsTm9LS+qkPKbO2+KCP5idX46Cu3KcrKhu1woAepoYVQEgutrhZDG3b+htuX7qQF3/qHGLulIAcgEAvGvWpoi445ko5t0Iq14q6TLQOHJsZWZMZfMYLo+wtjdurUdAW3DMTIy+p3EFmod+aSsS+8dwaf8fBpUDKJ1XZRa66tmNLfHEH0OjkjJOLlqTyevwzKaHVmUwdd4Wx2TwwuIAwIfGw661pO7KUmis1WoFkb+Es9AUldbAOSwbS7deIH3s0o+KX17kG3dpa3wIwEDSX2KKjwswlZsRljZb59t3EXLWJGzcc+2lVIoKNOxX5PieFZztumizCuWFL/zS0YoVQqt6Gl+ECyZdJq9DfuED1NQ+w5WSalyrqNb6/EwncRI8+3dDd0tTWHc2R69ubVlfAaFqFxweloXhfa0w2qGbOnX+QOEcvwSOY2j23V1bxFR2r8iNpju3U1Rag0tFMlwpaZhgVYwj0UhiUvU7KyxTWxOjF3DRfoA0OavTSZyEST07wqlfJ4wZ2q05n7QUSnspvQSOz9oft30ZNX0O36xO4IYzCF/hAT7ISZyE23Hu1MoncXCtyF+Ckb2sMGJAJ+U22wAgSPHHSxmAVhamq2h9oah9V6jdrIK7ct6EJDQngGPSCoiUk5koRkCIG+zdHFAhtIJHxFHEpkuPvBRavXp8NK3uiqbVYfp4aC7eBxLDC29SV3mlgfLfr+Uc21mZS2hdfH7WRegF1NQ+I17m+qyr1Oo7e8G351597TVwEj8bGU7TTJMypwrxbUUFgBcOPMnAgGZiWQeT1ivfCg4ABH2240dalfBeMLbFT34+fELW4vhtPk21vhlL/56tEjg92r+zjGZFfONOEivr1NX7vAOHpDMfk1ZAdcjBb2Ha2qZebxKc2IBhp8QBqdTyIjfFeRHrskg/vUyovI7MgfZ50kq1x2zU1YGV48JUBgcA+ne2WEqzQt4LxhKZR+FTKE4yJJfJ6/BJ8lmq9RQHpO5t7v+aBScucPjO0T7bqLZKSMYFzjy9TEtbP++zxDzqiwIkCTPd1QYHAMZ27xBJs2IxnoM58fSyIXV2yGjKryGRL/02a/Pq2I2yXhsAfFW2wfuqaRwSUpZ7Veu9AmkPetFUbtZZjY5lStxd2JBxwIDeBM5bNx2Y3NtqMhehAYCbZQ8h8pdw/ggAZTmJkyDyl0Be+1QjZ5gJaAKDM3a8CRqVLA4AjFt66KbyQZ5cgEZZB8+Uw97NgRfgaLpsKE9aiR7OA1i3NCpbHAAY1L3Dh1yFpiWISWhCQnaq5DSqBE60/5DSkJCde7gKTa9ubamft0lK6h5XkLi7kDFoxszZXpy2ZPQ2YuAAQNqS0R9pGp7TtjS21hbIjxjPeXj2Jeeo5RAz6QgDQB8z449Ufa9KPo5CQfFnPw75wj2TKWgyj9x6U0aaTovUEmVVNSfw2+SDq8bPoQIOALivOHpo8wav8bShUX7aWtIylKLSGriuz2F0fGrorK33f93goVYOltp7AO6NHOuqSpdFChoAsHdzwNKtF3Qemswjt2Bu34fxQU0H4Tvj1P2MRptHvm9uMoopaBQKCHFDz6C9pNcJcUIyeR08Io7CecZwxq/tF5gWvDdyrFTdz6ndVSnkufr4sth/i1YxAc2riorcgxWzBumE76PJqgRS8pr3Te6JqAmjNPmsxuAAwIxVP+TEffXJKCaheSnS23gUId72vO2W2LAwylJloI9oV6VQ1hcfukz0SylnAxqgITWjQmiFxN2F/AImLJt1aL6OPmCjzee1sjgAEJaYbz3eoduR0UO69mUSmqaUEJONmeP7cO48KZm8DruOFzM6JvMmufomO0tjJ51kFZxGCdGwNNSaLWiUNT8oHa523Vg/N/PgmXJk5t5idDxGFWf4wKpx67UthxQ4QMOGBTkALNiEpjmI1FwjrbFlOXb+Dg5eLOcULApN+5dkxZm1bitJlEUSHJXhYXooXVnhYVn4y7vt8Nde7TGkf0etIrM8aSUu35ThWrkc+28/4HRS2bLw77Ynh47yJVUeaXDeCg+b0DSnVzcIaE5sb2TAFWhogdMsPFyERtdFAxqtw/E36DIAFwA1emhYdIQXpq2lAQ1Ni6McbeUk7i6010PDz+iJaYujkByAS0BB4J/6pmROiz/PnEgTGibAAQD5H5E/GHrO++ZnfZPS19fRB2yaWuvNR3AAADlRE/oHBmfs0DctHX00N6UAaEjzZeJ6jJ7J+Z/lYzxjVu0V6ZuZvBN8LmbiQG0mLbnmHDepCqFV/Zg524uPbZ/TS9/s2mnep+n2muTT8MriKNRVXmlQ+NXk3os/z/xC3/Saadq/JDu7yisN2ICGNYujrLDEfOsTxZV7v986216Pw9vlJE6SmbcynKrt7DbvwVHIe80J3x1Pv9xSvuGKQI9H875Mc/vVtFhwFBJ9efzrdbGiQD0m/y9xQOpeScJMdyadX96Bo3CeFTerpYfYnU2MZrLlx/AOnJYOEJeB4QU4La0L42KXxHtwFBq39JDo2Z/1yzM2z+qnC7BM9EspNxEYbCOVmacHR4VuLHhxZnxRzROPA0mzebc+eE7gt8nb4//pwwfrolPgvAqR38K0tb/9/scUrlqiMXO2F1ubGuXwGRadA+dV2S3eP7KbSWtx6eNnLmxNa/TzC6/6m1G/kwAyj6x2zdS1e6yT4DRlkUJCdvoV1zwZY97a0Obaoyc257+Z24lE2UNnbb3frU3re4YGBtfbGbU6lxTvvU4XLIoeHBXBAoA1K75fpHjtWHnVQAAY1OGdm+1N29QCQPKD7zrf3JQRCmi3fFYX9H8t8uZKKYpuuAAAAABJRU5ErkJggg==", "contentType": "image/png", "width": 12, "height": 12, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "nem", "label": "nem" } ], "fieldDelimiter": ",", "authoringInfo": { "colorRamp": { "type": "multipart", "colorRamps": [ { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 112, 135, 50, 255 ], "toColor": [ 112, 135, 50, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 200, 80, 230, 255 ], "toColor": [ 200, 80, 230, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 68, 123, 171, 255 ], "toColor": [ 68, 123, 171, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 222, 89, 100, 255 ], "toColor": [ 222, 89, 100, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 91, 235, 96, 255 ], "toColor": [ 91, 235, 96, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 87, 250, 234, 255 ], "toColor": [ 87, 250, 234, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 128, 61, 107, 255 ], "toColor": [ 128, 61, 107, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 247, 206, 156, 255 ], "toColor": [ 247, 206, 156, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 235, 232, 84, 255 ], "toColor": [ 235, 232, 84, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 64, 71, 168, 255 ], "toColor": [ 64, 71, 168, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 247, 166, 228, 255 ], "toColor": [ 247, 166, 228, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 51, 143, 123, 255 ], "toColor": [ 51, 143, 123, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 128, 101, 84, 255 ], "toColor": [ 128, 101, 84, 255 ] } ] } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 1818761.6917999983, "ymin": 5795377.324600004, "xmax": 2467113.8387, "ymax": 6201386.257399999, "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": "mtsz_id", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "objectid", "type": "esriFieldTypeOID", "alias": "objectid", "domain": null }, { "name": "rid", "type": "esriFieldTypeInteger", "alias": "RID", "domain": null }, { "name": "meas", "type": "esriFieldTypeDouble", "alias": "MEAS", "domain": null }, { "name": "distance", "type": "esriFieldTypeDouble", "alias": "Distance", "domain": null }, { "name": "sorszam", "type": "esriFieldTypeSmallInteger", "alias": "Sorszám", "domain": null }, { "name": "mtsz_id", "type": "esriFieldTypeString", "alias": "MTSZ ID", "length": 30, "domain": null }, { "name": "bh_id", "type": "esriFieldTypeString", "alias": "Bélyegzőhely ID", "length": 30, "domain": null }, { "name": "bh_nev", "type": "esriFieldTypeString", "alias": "Bélyegzőhely név", "length": 120, "domain": null }, { "name": "helyszin", "type": "esriFieldTypeString", "alias": "Helyszín", "length": 100, "domain": null }, { "name": "helyszin_leiras", "type": "esriFieldTypeString", "alias": "Helyszín leírás", "length": 255, "domain": null }, { "name": "cim", "type": "esriFieldTypeString", "alias": "Cím", "length": 50, "domain": null }, { "name": "elerhetoseg", "type": "esriFieldTypeString", "alias": "Elérhetőség", "length": 40, "domain": null }, { "name": "nyitvatartas", "type": "esriFieldTypeString", "alias": "Nyitvatartás", "length": 255, "domain": null }, { "name": "lat", "type": "esriFieldTypeDouble", "alias": "Földrajzi szélesség", "domain": null }, { "name": "lon", "type": "esriFieldTypeDouble", "alias": "Földrajzi hosszúság", "domain": null }, { "name": "lenyomat", "type": "esriFieldTypeString", "alias": "Bélyegző lenyomat", "length": 100, "domain": null }, { "name": "url_lenyomat", "type": "esriFieldTypeString", "alias": "Lenyomat", "length": 150, "domain": null }, { "name": "url_kep_1", "type": "esriFieldTypeString", "alias": "Kép 1", "length": 150, "domain": null }, { "name": "url_kep_2", "type": "esriFieldTypeString", "alias": "Kép 2", "length": 150, "domain": null }, { "name": "url_kep_3", "type": "esriFieldTypeString", "alias": "Kép 3", "length": 150, "domain": null }, { "name": "url_kep_4", "type": "esriFieldTypeString", "alias": "Kép 4", "length": 150, "domain": null }, { "name": "url_kep_5", "type": "esriFieldTypeString", "alias": "Kép 5", "length": 150, "domain": null }, { "name": "globalid", "type": "esriFieldTypeGlobalID", "alias": "Egyedi azonosító", "length": 38, "domain": null }, { "name": "nagyszakasz_id", "type": "esriFieldTypeString", "alias": "Nagyszakasz ID", "length": 50, "domain": null }, { "name": "okk_mozgalom", "type": "esriFieldTypeString", "alias": "OKK mozgalom", "length": 50, "domain": null }, { "name": "teljesites", "type": "esriFieldTypeString", "alias": "Teljesítés", "length": 4, "domain": null }, { "name": "shape", "type": "esriFieldTypeGeometry", "alias": "shape", "domain": null } ], "geometryField": { "name": "shape", "type": "esriFieldTypeGeometry", "alias": "shape" }, "indexes": [ { "name": "r59_sde_rowid_uk", "fields": "objectid", "isAscending": true, "isUnique": true, "description": "" }, { "name": "uuid_59", "fields": "globalid", "isAscending": true, "isUnique": false, "description": "" }, { "name": "a48_ix1", "fields": "shape", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Query,Map,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "hasZ": true, "hasM": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": false }, "dateFieldsTimeReference": { "timeZone": "Central Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": { "timeZone": "Central Europe Standard Time", "respectsDaylightSaving": true }, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "67a837b8d2214b358f7cd6fa044d26c2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 2, "name": "Kék Kör Túra", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPolyline", "sourceSpatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 10000, "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": "esriSLS", "style": "esriSLSSolid", "color": [ 0, 92, 230, 255 ], "width": 4 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 1817131.2448000014, "ymin": 5795376.871399999, "xmax": 2467133.5854, "ymax": 6203841.7141999975, "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": "rid", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "objectid", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "hossz_km", "type": "esriFieldTypeDouble", "alias": "hossz_km", "domain": null }, { "name": "teljes_hossz", "type": "esriFieldTypeDouble", "alias": "teljes_hossz", "domain": null }, { "name": "rid", "type": "esriFieldTypeString", "alias": "rid", "length": 50, "domain": null }, { "name": "fmeas", "type": "esriFieldTypeDouble", "alias": "fmeas", "domain": null }, { "name": "tmeas", "type": "esriFieldTypeDouble", "alias": "tmeas", "domain": null }, { "name": "shape", "type": "esriFieldTypeGeometry", "alias": "shape", "domain": null }, { "name": "st_length(shape)", "type": "esriFieldTypeDouble", "alias": "st_length(shape)", "domain": null } ], "geometryField": { "name": "shape", "type": "esriFieldTypeGeometry", "alias": "shape" }, "indexes": [ { "name": "r61_sde_rowid_uk", "fields": "objectid", "isAscending": true, "isUnique": true, "description": "" }, { "name": "a50_ix1", "fields": "shape", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Query,Map,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "hasZ": true, "hasM": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": false }, "dateFieldsTimeReference": { "timeZone": "Central Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": { "timeZone": "Central Europe Standard Time", "respectsDaylightSaving": true }, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeLengthFieldName": "st_length(shape)", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "67a837b8d2214b358f7cd6fa044d26c2" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 3, "name": "Országos Kékkör", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPolyline", "sourceSpatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 10000, "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": "esriSLS", "style": "esriSLSSolid", "color": [ 0, 169, 230, 255 ], "width": 4 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 1817131.2448000014, "ymin": 5795376.871399999, "xmax": 2467133.5854, "ymax": 6203841.7141999975, "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": "rid", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "objectid", "type": "esriFieldTypeOID", "alias": "objectid", "domain": null }, { "name": "rid", "type": "esriFieldTypeString", "alias": "rid", "length": 50, "domain": null }, { "name": "shape", "type": "esriFieldTypeGeometry", "alias": "shape", "domain": null }, { "name": "st_length(shape)", "type": "esriFieldTypeDouble", "alias": "st_length(shape)", "domain": null } ], "geometryField": { "name": "shape", "type": "esriFieldTypeGeometry", "alias": "shape" }, "indexes": [ { "name": "r64_sde_rowid_uk", "fields": "objectid", "isAscending": true, "isUnique": true, "description": "" }, { "name": "a52_ix1", "fields": "shape", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Query,Map,Data", "maxRecordCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "hasZ": true, "hasM": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": false }, "dateFieldsTimeReference": { "timeZone": "Central Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": { "timeZone": "Central Europe Standard Time", "respectsDaylightSaving": true }, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeLengthFieldName": "st_length(shape)", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "67a837b8d2214b358f7cd6fa044d26c2" } ], "tables": [] }