{ "layers": [ { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 1, "name": "LstAC Avstånd till närmaste allmänt tillgänglig grönyta per byggnad", "type": "Feature Layer", "description": "

Metadata: https://ext-geodatakatalog.lansstyrelsen.se/GeodataKatalogen/srv/api/records/GetMetaDataById?id=6cf444e4-8032-4883-ac3f-c4d1320cb643<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "classBreaks", "authoringInfo": { "type": "classedColor", "colorRamp": { "type": "algorithmic", "algorithm": "esriHSVAlgorithm", "fromColor": [ 245, 245, 0, 255 ], "toColor": [ 245, 0, 0, 255 ] }, "classificationMethod": "esriClassifyManual" }, "field": "AvstandTil", "classificationMethod": "esriClassifyManual", "minValue": 0, "classBreakInfos": [ { "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 105, 143, 92, 255 ], "size": 4, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": { "color": [ 0, 0, 0, 255 ], "width": 0 } }, "classMaxValue": 200, "label": "0-200 m" }, { "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 153, 220, 151, 255 ], "size": 4, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": { "color": [ 0, 0, 0, 255 ], "width": 0 } }, "classMaxValue": 300, "label": "200-300 m" }, { "symbol": { "type": "esriSMS", "style": "esriSMSCircle", "color": [ 218, 255, 202, 255 ], "size": 4, "angle": 0, "xoffset": 0, "yoffset": 0, "outline": { "color": [ 0, 0, 0, 255 ], "width": 0 } }, "classMaxValue": 726.37911624, "label": ">300 m" } ], "legendOptions": {"order": "ascendingValues"} }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 566814.5597999999, "ymin": 7055933.173500001, "xmax": 798257.4401000002, "ymax": 7271407.928100001, "spatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "BYGGNADSNA", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "BYGGNADSNA", "type": "esriFieldTypeString", "alias": "Byggnadsnamn", "length": 254, "domain": null }, { "name": "BYGGNADS_1", "type": "esriFieldTypeString", "alias": "Byggnad", "length": 254, "domain": null }, { "name": "AvstandTil", "type": "esriFieldTypeDouble", "alias": "Avstånd till grönyta", "domain": null }, { "name": "ANDAMAL1", "type": "esriFieldTypeString", "alias": "Ändamål-1", "length": 100, "domain": null }, { "name": "ANDAMAL2", "type": "esriFieldTypeString", "alias": "Ändamål-2", "length": 100, "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R469_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S444_idx", "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, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": false, "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": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "47dd36cd2a4f49efad10094c82c6805b" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 26, "name": "LstAC Anläggning anordning friluftsliv", "type": "Feature Layer", "description": "

Metadata: https://ext-geodatakatalog.lansstyrelsen.se/GeodataKatalogen/srv/api/records/GetMetaDataById?id=fb35a21c-e288-492f-8689-4a621280a80f<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 500000, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "uniqueValue", "field1": "Kategori", "uniqueValueInfos": [ { "symbol": { "type": "esriPMS", "url": "5b5393e74dcadb2f188bcc2f08d5312c", "imageData": "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", "contentType": "image/png", "width": 13, "height": 12, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Sevärt", "label": "Sevärt" }, { "symbol": { "type": "esriPMS", "url": "13372b56c913047fd76dd1c54f277daf", "imageData": "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", "contentType": "image/png", "width": 12, "height": 12, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Vindskydd", "label": "Vindskydd" }, { "symbol": { "type": "esriPMS", "url": "702f4e6da36883372be5826acad1a94b", "imageData": "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", "contentType": "image/png", "width": 13, "height": 13, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Badplats", "label": "Badplats" }, { "symbol": { "type": "esriPMS", "url": "f9873432c3cbe1770d4fc050ab74a2d4", "imageData": "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAIAAAAHjs1qAAAABmJLR0QA/wD/AP+gvaeTAAAW10lEQVR4nO3deVgT1/oH8CRssiqLIqCgAmpFrFZbuW5UbdXeWterVXFpta33ilZ2Ahgom+waVCy4FkXrLm4/667VuqCgIqBsshn2zbCFRfL7Qx9qIUyGM5OYzHk/f2Fy3nPmefyKk8nMe9g6M/eyumfRX/ebCeaTbE0szfT6G2iqq6po9VIlGA+APDWK2ppb35RWN+YKhHeelZ67W1BYVk8wnt1d3D/7qJ/PijFTx5ix2bI5UgDoJhazrqcIgg6mPHpRIXGAhLibG+tE/M/u33bmsj88AOgnFrMu3CvwjH1QWN75N72KutXc9//8+WjT82GzbIcYyvHwAKATm80aOrDPsi+sUrIrC0r/kfh/xH3BlMEHN03T0VST+xECQDNNDdWF9kOyXwlfFNZ2vMjp+GnyKJM9HvYaaiof4tgAoJ+GmspeT/tJtv07XnkXd1NDrX1cezVVTjeFACglNVXOPu7nJoZab//47qpixDq7/gZaxJXVwubK16IGUatsDxAA0rR7qRn17mWgp0EwxsRQK+y/41cG32C9jbudjfGciYO6G13X2Lr9VNqRazl5JXV0Hy0ANBhiqrdkmuWGhSO7+9g5b9Lgzz5KT3perqJuNTfGedJgEz2J4+48K53l/n+Xkopq61tkecAAoKupa76dWnroSs64YX0H9tPpOoDNZpkaaR29nssZZKI7dYyZxFluPime4/VHeU2TjI8WABqUVjd+w714O7VE4rvTx5qZ99PhzJlgIfF705q65lWbb7S2tcv2GAGgT0tb+4qgG68lnYlw2OzZEyw440f0k1i57WRatbBZxocHAM2qhKLtp9IkvmVn048zYpB+1zfEYtbR67kyPjAAZOL3azkSXx9hoc+ReP2xSigq6nK/AQBKobCsvqZOwomJiaEWR+INvRW18PEUKLEySddXtDXVOBxJH1Rb28SyPyQAZKWlVcIlFhUOG+4aABiBuAOMQNwBRiDuACMQd4ARiDvACMQdYATiDjACcQcYgbgDjEDcAUYg7gAjEHeAEYg7wAjEHWAE4g4wAnEHGIG4A4xA3AFGIO4AIxB3gBGIO8AIxB1gBOIOMAJxBxiBuAOMQNwBRiDuACMQd4ARCd2uPxRVFY6pkZTNLoHSKa5sbHujKFseKVDcTY200uMXf+ijADSzWXWssExRtsaAkxmAEYg7wAjEHWAE4g4wAnEHGIG4A4xA3AFGIO4AIxB3gBEF+lZVYaWmph4+fBi53M7Obt68eVKHJSYm3r9/H3kVBwcHW1tb5HJMQNylGz58eGJiYmZmJlq5jo5OZmamqakpwZji4uIVK1bU1yN+2T5s2LDAwEC0WqzAyYx06urqkZGRyOX19fU+Pj7EY7y9vZGzzmKxoqKi1NTUkMvxAXEnZfbs2bNmzUIuj4+PT0pK6u7dBw8eHDhwAHnyr7766uuvv0YuxwrEnawtW7Yg/wYVi8UbN24Ui8US33JycpL4FhlqampbtmxBq8UQxJ2sjz76aN26dcjl9+/fP3ToUNfXExISqHxCdXR0HD58OHI5biDuPeDn52dkZIRczuVyO52g19fXe3l5IU9oZGTk5+eHXI4hiHsP6Ovr+/v7I5cLBIKwsLD3XwkNDRUIBMgTBgQE9OnTB7kcQxD3nlm7du2oUaOQyyMjI/Pz89/+nJeXFxUVhTzVxx9//NNPPyGX4wni3jMqKip8Ph+5XCQSeXh4vP3Zw8NDJBIhT7V161YVFRXkcjxB3Hts6tSp8+fPRy4/fvz4zZs3b968eeLECeRJFixYMHXqVORybMG3qihCQ0MvXLjQ0tKCVu7m5kZldXV19dDQUCozYAt+u6MYOnSoq6srcnlycnJycjJyuZubm7W1NXI5ziDuiLy9vYlvg5ERU1NTKtcuMQdxR6SjoxMcHCz/dTdv3qyjoyP/dZkB4o5u1apVn332mTxXHD9+/MqVK+W5IsNA3NGx2ezo6Gg2my235fh8vtyWYySIOyV2dnbLli2Tz1oODg52dnbyWYupIO5UhYWFaWtry3oVHR0duPhIHcSdKjMzM09PT1mv4unpaWZmJutVGA/iTgM3N7dBgwbJbv5BgwZR/GYKvAVxp4GmpmanWx3pFR4e3qtXL9nNjw+IOz0WL15sb28vi5nt7e0XLVoki5kxBHGnDZ/Pp/0WRYo3YIJOIO60GT169OrVq+mdc82aNaNHj6Z3TpxB3OkUFBRE4+NFffr0CQoKoms2wIK406tfv36bNm2iazYej9e3b1+6ZgMsiDvtNmzYMGzYMOrzDBs2bMOGDdTnAe+DuNOMYsuxDtAYTBYg7vSbPXv29OnTqcwwffp0aAwmCxB3+rW3t9fU1FCZoba2tr1dUbbeZRKIO/0OHDiQkpJCZYbk5OSDBw/SdTygA8SdZkKhkMvlUp/H09NTKBRSnwe8D+JOs5CQkLKyMurzlJWVwR2/tIO40yk7O5vGfrxRUVHZ2dl0zQZYEHd6eXp6Ijef6aqlpYWW8yLQAeJOm8uXL58+fZreOU+dOnX58mV658QZxJ0ebW1tzs7OspjZ2dm5ra1NFjNjCOJOj7i4uIyMDFnMnJGRsWvXLlnMjCGIOw2qqqp4PJ7s5ufxeFVVVbKbHx8QdxoEBARQ/BqVWHV1NewjSQuIO1XPnj3buXOnrFeJiYlJS0uT9SqMB3GnSj4fJdva2pycnGS9CuNB3Ck5e/bstWvX5LPWtWvXzp07J5+1mArijq65udnFxUWeKzo7Ozc3N8tzRYaBuKPbtm1bbm6uPFfMzc3dvn27PFdkGIg7opKSkg9ytSQgIKCkpET+6zIDxB0Rj8erq6uT/7p1dXW+vr7yX5cZIO4oHj58uH//fuRyGxsbGxsb5PJ9+/Y9fPgQuRxnEPceE4vFGzduRH64js1mx8XFxcbGIm9M0N7e7uTkJBaL0cpxBnHvsaNHj967dw+5fOHChRMnTpw0adKCBQuQJ7l79+6xY8eQy7EFce+ZhoYGd3d35HItLa2O5z8iIiKo9PV1c3NraGhALscTxL1nIiIiXr16hVzu4uIycODAtz8PHjyYyuasr169oqWhDVYg7j1QUFAQHh6OXG5ubt5pS1Rvb29zc3PkCcPCwgoKCpDLMQRx7wEul9vU1IRcHhwcrKWl9f4rWlpaVJqeNjU1wZbCPQJxJ+vPP/88cuQIcvmkSZMcHBy6vr58+fLx48cjT3vkyJHbt28jl+MG4k7K22t/yOUcDqe7LVHZbHZMTAyHg/gXQfGqKG4g7qTs37//8ePHyOUrVqwYO3Zsd++OHTt2+fLlyJM/fvz4t99+Qy7HCsRdutevX3t7eyOX6+npSd2oLDw8XE9PD3kJLy+v169fI5fjA+IuXXBwcHl5OXI5l8s1NjYmHmNsbExlc9by8vLNmzcjl+MD4i5FVlZWdHQ0crm1tTXJi+uurq5WVlbIC/H5/KysLORyTEDcpXB3d6fSGCw0NFRdXZ3MSA0NDSpNIVtaWjw8PJDLMQFxJ/LHH3+cPXsWuXzGjBk9ujFm4cKFX375JfJyZ86cuXTpEnI5DiDu3WptbaXybJ6qqurWrVt7WrV161ZVVVXkRZ2dnVtbW5HLGQ/i3q3Y2Njnz58jl//4448jRozoaZWNjc0PP/yAvOjz58/j4uKQyxkP4i5ZZWWln58fcrmhoSHy3QHBwcGGhobIS/v6+lZWViKXMxvEXbJffvmFSmMwHo9nYGCAVmtgYEBlc9aamhp/f3/kcmaDuEuQmpoaGxuLXD5y5EhHR0cqB7B+/fqRI0cil//666/Pnj2jcgBMBXGXwNnZ+c2bN8jlfD6fysdNFurH3A5v3ryBlmMSQdw7S0xMvH79OnL5zJkzpW6qWlpaKnX/pi+++GLGjBnIh3H9+vUzZ84glzMVxP0fRCIRlSeMNDQ0YmJipA7z8PAg85VQTEyMhoYG8sG4uLhAy7FOIO7/wOfzX758iVy+YcMGS0tL4jF37txJSEg4ePDggwcPiEdaWVmtX78e+WBevnzJ5/ORyxkJ4v634uLi4OBg5HITExOpDY86emaIxWJHR0ep96n7+fn1798f+ZCCg4Oh5dj7IO5/8/Hxqa+vRy4PCAjQ1dUlHpOQkJCcnPz25+Tk5EOHDhGP19XVDQgIQD6kuro6Hx8f5HLmgbi/k5SUFB8fj1w+bty41atXE48RCoWdTtm9vLyk/gNbs2bNuHHjkA8sPj4+KSkJuZxhIO4sFoslFoup9OVis9nR0dFSH8ALCwvrdEFGIBBIvQuS4ME/MqDl2Psg7iwWi3X48GEqjcEWL148YcIE4jHZ2dkS28JERkbm5OQQ106cOHHRokXIh3fv3r3ff/8duZxJIO6shoYGKk8SaWlpkWlvxOVyJd4339zcTGZr7MjIyE5NO3rEw8MDWo6xIO4sFissLEwgECCXu7m5DRgwgHjMlStXTp061d27J0+evHnzJvEMAwcOpPKFgEAgoNIQijFwj3t+fn5ERARyuYWFhdTfzWQ21F6/fr3U/cy8vLyotByLiIjIz89HLmcG3OPu6ekpEomQyzdv3qypqUk8Zvfu3enp6cRj0tPT9+zZQzxGU1OTyvPXTU1NZM6amA3ruN+6dYtK2+jJkycvXbqUeExVVRXJu3l9fHykbo29bNmyyZMnkz2+Lo4ePXrr1i3kcgbAN+4UbxvkcDjR0dFSrw8GBgZWV1eTmbC6ulrqEyFsNpvP5yO3HGOxWE5OTlRu9lR2+MZ97969T548QS5ftWrVmDFjiMekpaWRuWOsw44dO6Se9nzyyScrV64kP2cnT5482bdvH3K5ssM07rW1tVSeGOrdu3dISIjUYT3dUJvk1tihoaFUWo5t2rQJ25ZjmMY9KCiooqICudzLy0tqY7Dz589fvXq1pzNfvXr1woULxGOMjY2p9LkuLy+n0mVbqeEY98zMzG3btiGXW1tbS72w2NzcjPzBwMnJSep96i4uLtbW1mjzs1isbdu2ZWZmIpcrLxzj7urqSqUZS3h4uNTGYDt27EDeUDsnJ0fqGb+6urrUNqsEWlpa3NzckMuVF3Zxv3jxotSzBQIzZ86cN28e8ZjS0lKKvQD8/f1LS0uJx8yfP5/K033nz5+/ePEicrmSwivuFBuDqampdeybR8DX15fihtpCoZBMlxuKLcdcXFxwazmGV9xjYmJevHiBXL527VqpjcEePXq0d+9e5CU67Nmz59GjR8RjRowYsXbtWuQlXrx4sXPnTuRyZYRR3CsqKqicYxgaGkp9sIjGrWNI3qceGBhIpeWYv78/Vi3HMIq7r69vbW0tcrmfn5++vj7xmOPHj9+9exd5iU7++uuvEydOEI/R19eX+oAsgZqaGirlSgeXuD99+nT37t3I5ba2tuvWrSMe09jYSPvlDldX18bGRuIx69ats7W1RV5i165dT58+RS5XLrjEneK9Inw+X0VFhXhMZGRkUVER8hISFRUVRUVFEY+h3nJM6tcIjIFF3Mk8P0Fg7ty506ZNIx5TUFBAZe8NAiEhIYWFhcRjpk+fPmfOHOQlbty4QfD0CZMwP+4ikcjd3R25XENDg8zFR29vbyobahNoamois+/fli1bqLQcc3Nzo3Lfv7JgftyjoqLy8vKQyzdu3DhkyBDiMbdv35bps8+HDx++c+cO8RhLS8uff/4ZeYm8vDwy/6qVHcPjXlhYSOUJIBMTE6k3TsqhswXJ65s8Hs/ExAR5lZCQkOLiYuRypcDwuG/atEnqlQ0CQUFBUhuDxcfHp6SkIC9BUkpKyoEDB4jH6OrqBgYGIi9RX19P5UZLpcDkuD948CAhIQG5/NNPP/3uu++IxwiFQrlFhMvlCoVC4jHff//9p59+irwEmUatSo2xcW9vb3d0dJR1Y7CQkBCpndrpUlZWJuuWYxS7qSk+xsb9/eajCJYsWfKvf/2LeEx2dracP95FRUVlZ2cTj5kwYcK3336LvMT9+/ep/Jeo4JgZ967NR3tEW1ubTBMiDw8PKhtqI2hpaSHT8CwiIkJbWxt5FTKNWpUUM+Petfloj7i7u0ttDHbp0qXExETkJZCdPn368uXLxGMGDBhA5asGMo1alRQD456TkyP1i3cCFhYWUv9naGtro3LfPEVknvj28PCwsLBAXoLilxUKi4Fx53K5VPYkCg0NldoYLC4uLiMjA3kJijIyMnbt2kU8RlNTk0yvhO6IRCIqZ4MKi2lxv3LlysmTJ5HLp0yZsmTJEuIxVVVVPB4PeQla8Hg8qS3Hli5dOmXKFOQlTpw4QeVGI8XEqLiTaT5KQEVFhczeXf7+/lQ21KZFdXU1mU1sKLYcI9OoVbkwKu579uyR2oWLgIODg9TGYJmZmVQ21KZRbGxsVlYW8ZgxY8Y4ODggL5Genk7Lg4iKgy3xO4XU3OqJjvK+7GBurJMevxi5vKqqaujQoSQbMgKS+vbtm5WV1adPH+QZbFYdKyyT92XNv2LmjbI06Po6c367BwUFQdZpV1FRQWXrP0XDkLinpaXt2LHjQx8FM23fvp3KKaJCYUjce9p8FJBHslGrUmBC3NGajwLyyDRqVQpKH3cqzUcBeWQatSo+pY87leajgDwyjVoVn3LHnXrzUUAemUatCk654069+Sggj2SjVkWmxHGnq/koII9Mo1ZFpqxxp7H5KCBPDm0XZEpZ405v81FAHplGrQpLKeMui+ajgDwyjVoVk1LGXRbNRwF5ZBq1Kibli7vsmo8C8sg0alVA6Dv7fCglJSXKfjmMGYqLi83NzT/0UfSM8sXdzs7Ozs7uQx8FUErKdzIDADKIO8AIxB1gBOIOMAJxBxiBuAOMQNwBRiDuACMQd4ARiDvACMQdYATiDjACcQcYgbgDjEDcAUYg7gAjEHeAEYg7wAjEHWBEgZ5VLa5stFl17EMfBaBZcaUCdaRRoLi3vWmX/55VACtwMgMwAnEHGIG4A4xA3AFGIO4AIxB3gBGIO8AIxB1gBOIOMAJxBxiBuAOMQNwBRiDuACMQd4ARiDvACMQdYATiDjACcQcYgbgDjEDcAUYg7gAjEHeAEYg7wAjEHWAE4g4wAnEHGIG4A4xA3AFGIO4AI5x2sbjrq2qqbPkfCgB0UVeT8Hv8TbuY0yhq6/pG3z6asj8kAGTFWF9CgBuaWjmCioaubxj17mVl1lv2RwUA/awH9NbX1ej6+quKBk5mUa3EmnmTB8n2oACQjQVTBkt8PbOolnMntVTiez8vHGmgJ+GfCACKzFCv14YFIyW+dSe1lHMxqUjSh1WWvq5GvPdUNVW4dAOUhroq5+Cmqb111Lu+1S4W//GgiJNfUnfjsUBi8eejTc+GzOon6awfAEXT30DrXOhXk0eZSHz3WrKgsLxeRd1qbtrLmtVfD2OzJVx8NDfWWf3v4epqKoKKhtr6FhkfMAAohpjq/W/uiH3czy3N9CQOaBeLlwder6gVsXVm7mWxWHs87L+dZkk8abWwWdgAiQeKRU9bXeqHzMNXc9ZG/snq2GjSd+9D+9Em/Q20CGoM9DTgwytQOiVVjb/sf/T253efRIurGv/Du9LYLOErJwCUV6Oo7T++l0uq3m1l/PeFl6e5Vf+NvC1qefOBDgwAmola3qyN+jM1t7rjlX9cZzx9O2+a07mC0jq5HxgANMsvqZu68Vzi7fz3X1RRt5r7/p/La5pO3sozNtAaMUhf4rUaABRcu1h85HrudyE380o6/+J+d2WmqzHWRn7fjZ32iRlkHigLsZh1LUXwy75HT3OrJA7oNu5vWfTX/WaC+SRbE0szPTMjbV0tNdkcJwCIhA0tgsqGXIHwzrPSc3cLCsvqCQb/P8y5FmIXZWUqAAAAAElFTkSuQmCC", "contentType": "image/png", "width": 13, "height": 13, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Campingplats", "label": "Campingplats" }, { "symbol": { "type": "esriPMS", "url": "d7a8dbd84f4ec075d9d8bd77bdb71024", "imageData": "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", "contentType": "image/png", "width": 12, "height": 12, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Gästhamn", "label": "Gästhamn" } ], "fieldDelimiter": ",", "authoringInfo": { "colorRamp": { "type": "multipart", "colorRamps": [ { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 189, 252, 231, 255 ], "toColor": [ 189, 252, 231, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 252, 182, 250, 255 ], "toColor": [ 252, 182, 250, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 252, 201, 179, 255 ], "toColor": [ 252, 201, 179, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 182, 207, 252, 255 ], "toColor": [ 182, 207, 252, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 250, 252, 182, 255 ], "toColor": [ 250, 252, 182, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 191, 252, 187, 255 ], "toColor": [ 191, 252, 187, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 252, 199, 222, 255 ], "toColor": [ 252, 199, 222, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 191, 179, 252, 255 ], "toColor": [ 191, 179, 252, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 184, 234, 252, 255 ], "toColor": [ 184, 234, 252, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 252, 244, 212, 255 ], "toColor": [ 252, 244, 212, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 231, 207, 252, 255 ], "toColor": [ 231, 207, 252, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 215, 252, 249, 255 ], "toColor": [ 215, 252, 249, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 252, 179, 183, 255 ], "toColor": [ 252, 179, 183, 255 ] } ] } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 481098, "ymin": 7042737.307, "xmax": 816651, "ymax": 7324579.300000001, "spatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Kategori", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "Kategori", "type": "esriFieldTypeString", "alias": "Kategori", "length": 50, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "R302_SDE_ROWID_UK", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "a293_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, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": false, "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": true, "supportsQueryAnalytic": false }, "supportsDatumTransformation": true, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "47dd36cd2a4f49efad10094c82c6805b" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 27, "name": "LstAC Elljuspår", "type": "Feature Layer", "description": "

Metadata: https://ext-geodatakatalog.lansstyrelsen.se/GeodataKatalogen/srv/api/records/GetMetaDataById?id=e78d5096-5c12-4e3f-be15-aa12dc8b472f<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPolyline", "sourceSpatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 500000, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriSLS", "style": "esriSLSSolid", "color": [ 255, 219, 5, 255 ], "width": 2.4944832 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 490107.17700000014, "ymin": 7053024.4509, "xmax": 805031.9035999998, "ymax": 7316073.048, "spatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "SHAPE.len", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "SHAPE.len", "type": "esriFieldTypeDouble", "alias": "Shape.len", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R298_SDE_ROWID_UK", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "a289_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, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": false, "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": true, "supportsQueryAnalytic": false }, "supportsDatumTransformation": true, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeLengthFieldName": "SHAPE.len", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "47dd36cd2a4f49efad10094c82c6805b" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 29, "name": "LstAC Potentiellt högt friluftlivsvärde", "type": "Feature Layer", "description": "

Metadata: https://ext-geodatakatalog.lansstyrelsen.se/GeodataKatalogen/srv/api/records/GetMetaDataById?id=7ebdb3ea-162b-45c7-8f54-5884ccb2a817<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 0, 0, 0, 0 ], "outline": { "type": "esriSLS", "style": "esriSLSSolid", "color": [ 255, 255, 0, 255 ], "width": 2 } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 473076.3054999998, "ymin": 7052849.431200001, "xmax": 817489.3605000004, "ymax": 7350882.152399998, "spatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "OBJECTID", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "SHAPE.area", "type": "esriFieldTypeDouble", "alias": "Shape.area", "domain": null }, { "name": "SHAPE.len", "type": "esriFieldTypeDouble", "alias": "Shape.len", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R301_SDE_ROWID_UK", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "a292_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, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": false, "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": true, "supportsQueryAnalytic": false }, "supportsDatumTransformation": true, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "SHAPE.area", "shapeLengthFieldName": "SHAPE.len", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "47dd36cd2a4f49efad10094c82c6805b" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 28, "name": "LstAC Potentiellt friluftlivsvärde", "type": "Feature Layer", "description": "

Metadata: https://ext-geodatakatalog.lansstyrelsen.se/GeodataKatalogen/srv/api/records/GetMetaDataById?id=1faca7fa-e327-4fa5-9597-3f82f46cc385<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 0, 0, 0, 0 ], "outline": { "type": "esriSLS", "style": "esriSLSSolid", "color": [ 230, 152, 0, 255 ], "width": 2 } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 474338.16449999996, "ymin": 7040525.366300002, "xmax": 808502.9961000001, "ymax": 7344762.851199999, "spatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "OBJECTID", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "SHAPE.area", "type": "esriFieldTypeDouble", "alias": "Shape.area", "domain": null }, { "name": "SHAPE.len", "type": "esriFieldTypeDouble", "alias": "Shape.len", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R297_SDE_ROWID_UK", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "a288_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, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": false, "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": true, "supportsQueryAnalytic": false }, "supportsDatumTransformation": true, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "SHAPE.area", "shapeLengthFieldName": "SHAPE.len", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "47dd36cd2a4f49efad10094c82c6805b" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 31, "name": "LstAC Stigområden", "type": "Feature Layer", "description": "

Metadata: https://ext-geodatakatalog.lansstyrelsen.se/GeodataKatalogen/srv/api/records/GetMetaDataById?id=de5eff5f-5ab3-4621-88b2-18ffd5c4cdfd<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 255, 170, 0, 255 ], "outline": null } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 463884.29669999983, "ymin": 7040567.771200001, "xmax": 817470.0000999998, "ymax": 7350662.940200001, "spatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "OBJECTID", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "SHAPE.area", "type": "esriFieldTypeDouble", "alias": "Shape.area", "domain": null }, { "name": "SHAPE.len", "type": "esriFieldTypeDouble", "alias": "Shape.len", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R295_SDE_ROWID_UK", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "a286_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, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": false, "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": true, "supportsQueryAnalytic": false }, "supportsDatumTransformation": true, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "SHAPE.area", "shapeLengthFieldName": "SHAPE.len", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "47dd36cd2a4f49efad10094c82c6805b" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 32, "name": "LstAC Utsiktsområden friluftsliv", "type": "Feature Layer", "description": "

Metadata: https://ext-geodatakatalog.lansstyrelsen.se/GeodataKatalogen/srv/api/records/GetMetaDataById?id=863b108d-def8-4bf9-8f17-c94268fee18f<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkt": "PROJCS[\"SWEREF99_TM\",GEOGCS[\"GCS_SWEREF99\",DATUM[\"D_SWEREF99\",SPHEROID[\"GRS_1980\",6378137.0,298.257222101]],PRIMEM[\"Greenwich\",0.0],UNIT[\"Degree\",0.0174532925199433]],PROJECTION[\"Transverse_Mercator\"],PARAMETER[\"False_Easting\",500000.0],PARAMETER[\"False_Northing\",0.0],PARAMETER[\"Central_Meridian\",15.0],PARAMETER[\"Scale_Factor\",0.9996],PARAMETER[\"Latitude_Of_Origin\",0.0],UNIT[\"Meter\",1.0]],VERTCS[\"unknown\",VDATUM[\"unknown\"],PARAMETER[\"Vertical_Shift\",0.0],PARAMETER[\"Direction\",1.0],UNIT[\"Meter\",1.0]]", "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "sourceHeightModelInfo": { "heightModel": "gravity_related_height", "vertCRS": "unknown", "heightUnit": "meter" }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 104, 104, 104, 255 ], "outline": null } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 466606.5756999999, "ymin": 7049034.2458, "xmax": 815743.5996000003, "ymax": 7358789.1461, "spatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "OBJECTID", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "SHAPE.area", "type": "esriFieldTypeDouble", "alias": "Shape.area", "domain": null }, { "name": "SHAPE.len", "type": "esriFieldTypeDouble", "alias": "Shape.len", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R296_SDE_ROWID_UK", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "a287_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, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": false, "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": true, "supportsQueryAnalytic": false }, "supportsDatumTransformation": true, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "SHAPE.area", "shapeLengthFieldName": "SHAPE.len", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "47dd36cd2a4f49efad10094c82c6805b" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 30, "name": "LstAC Skogsområden friluftsliv", "type": "Feature Layer", "description": "

Metadata: https://ext-geodatakatalog.lansstyrelsen.se/GeodataKatalogen/srv/api/records/GetMetaDataById?id=74eda4d0-cd7d-4ef3-80f6-f21a5d392ac7<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 115, 178, 115, 255 ], "outline": null } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 474825.28139999975, "ymin": 7040050, "xmax": 817839.5702999998, "ymax": 7353508.2062, "spatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "OBJECTID", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "Shape.STArea()", "type": "esriFieldTypeDouble", "alias": "Shape.STArea()", "domain": null }, { "name": "Shape.STLength()", "type": "esriFieldTypeDouble", "alias": "Shape.STLength()", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R477_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S451_idx", "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, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": false, "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": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "Shape.STArea()", "shapeLengthFieldName": "Shape.STLength()", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "47dd36cd2a4f49efad10094c82c6805b" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 2, "name": "LstAC Krontäckningsanalys 3 meter Kvartersområden", "type": "Feature Layer", "description": "

Metadata: https://ext-geodatakatalog.lansstyrelsen.se/GeodataKatalogen/srv/api/records/GetMetaDataById?id=d9e56850-33a0-44bc-9b6d-e2d4295f08aa<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "classBreaks", "authoringInfo": { "type": "classedColor", "colorRamp": { "type": "algorithmic", "algorithm": "esriHSVAlgorithm", "fromColor": [ 245, 245, 0, 255 ], "toColor": [ 245, 0, 0, 255 ] }, "classificationMethod": "esriClassifyManual" }, "field": "Krontackning", "classificationMethod": "esriClassifyManual", "minValue": 0, "classBreakInfos": [ { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 219, 255, 203, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 0.1, "label": "0% - 10%" }, { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 153, 220, 151, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 0.2, "label": "10% - 20%" }, { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 105, 143, 92, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 0.3, "label": "20% - 30%" }, { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 88, 106, 80, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 1, "label": "> 30%" } ], "legendOptions": {"order": "ascendingValues"} }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 567010.5290000001, "ymin": 7055907.495999999, "xmax": 790350.9349999996, "ymax": 7271478.418000001, "spatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Krontackning", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "Krontackning", "type": "esriFieldTypeDouble", "alias": "Krontackning", "domain": null }, { "name": "SHAPE.STArea()", "type": "esriFieldTypeDouble", "alias": "Shape.STArea()", "domain": null }, { "name": "SHAPE.STLength()", "type": "esriFieldTypeDouble", "alias": "Shape.STLength()", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "sum_Area_SQUAREMETERS", "type": "esriFieldTypeDouble", "alias": "sum_Area_SQUAREMETERS", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "R467_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S442_idx", "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, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": false, "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": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "SHAPE.STArea()", "shapeLengthFieldName": "SHAPE.STLength()", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "47dd36cd2a4f49efad10094c82c6805b" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 3, "name": "LstAC Krontäckningsanalys 3 meter Sammanslagna kvartersområden", "type": "Feature Layer", "description": "

Metadata: https://ext-geodatakatalog.lansstyrelsen.se/GeodataKatalogen/srv/api/records/GetMetaDataById?id=9b6b62ea-3c9c-42e9-81f6-9b3b619074a6<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "classBreaks", "authoringInfo": { "type": "classedColor", "colorRamp": { "type": "algorithmic", "algorithm": "esriHSVAlgorithm", "fromColor": [ 245, 245, 0, 255 ], "toColor": [ 245, 0, 0, 255 ] }, "classificationMethod": "esriClassifyManual" }, "field": "Krontackning", "classificationMethod": "esriClassifyManual", "minValue": 0, "classBreakInfos": [ { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 219, 255, 203, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 0.1, "label": "0% - 10%" }, { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 153, 220, 151, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 0.2, "label": "10% - 20%" }, { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 105, 143, 92, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 0.3, "label": "20% - 30%" }, { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 88, 106, 80, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 1, "label": "> 30%" } ], "legendOptions": {"order": "ascendingValues"} }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 567010.5290000001, "ymin": 7055907.495999999, "xmax": 784723.4639999997, "ymax": 7271478.418000001, "spatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Krontackning", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "Krontackning", "type": "esriFieldTypeDouble", "alias": "Krontackning", "domain": null }, { "name": "SHAPE.STArea()", "type": "esriFieldTypeDouble", "alias": "Shape.STArea()", "domain": null }, { "name": "SHAPE.STLength()", "type": "esriFieldTypeDouble", "alias": "Shape.STLength()", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "sum_Area_SQUAREMETERS", "type": "esriFieldTypeDouble", "alias": "Summarized Area in SQUAREMETERS", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R468_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S443_idx", "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, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": false, "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": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "SHAPE.STArea()", "shapeLengthFieldName": "SHAPE.STLength()", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "47dd36cd2a4f49efad10094c82c6805b" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 4, "name": "LstAC Krontäckningsanalys 10 meter Kvartersområden", "type": "Feature Layer", "description": "

Metadata: https://ext-geodatakatalog.lansstyrelsen.se/GeodataKatalogen/srv/api/records/GetMetaDataById?id=b4700d79-327e-4174-89a0-27692e4d7a26<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "classBreaks", "authoringInfo": { "type": "classedColor", "colorRamp": { "type": "algorithmic", "algorithm": "esriHSVAlgorithm", "fromColor": [ 245, 245, 0, 255 ], "toColor": [ 245, 0, 0, 255 ] }, "classificationMethod": "esriClassifyManual" }, "field": "Krontackning", "classificationMethod": "esriClassifyManual", "minValue": 0, "classBreakInfos": [ { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 219, 255, 203, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 0.1, "label": "0% - 10%" }, { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 153, 220, 151, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 0.2, "label": "10% - 20%" }, { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 105, 143, 92, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 0.3, "label": "20% - 30%" }, { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 88, 106, 80, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 1, "label": "> 30%" } ], "legendOptions": {"order": "ascendingValues"} }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 567010.5290000001, "ymin": 7055907.495999999, "xmax": 790350.9349999996, "ymax": 7271478.418000001, "spatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "sum_Area_SQUAREMETERS", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "Krontackning", "type": "esriFieldTypeDouble", "alias": "Krontackning", "domain": null }, { "name": "SHAPE.STArea()", "type": "esriFieldTypeDouble", "alias": "Shape.STArea()", "domain": null }, { "name": "SHAPE.STLength()", "type": "esriFieldTypeDouble", "alias": "Shape.STLength()", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "sum_Area_SQUAREMETERS", "type": "esriFieldTypeDouble", "alias": "Summarized Area in SQUAREMETERS", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R466_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S441_idx", "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, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": false, "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": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "SHAPE.STArea()", "shapeLengthFieldName": "SHAPE.STLength()", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "47dd36cd2a4f49efad10094c82c6805b" }, { "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 5, "name": "LstAC Krontäckningsanalys 10 meter Sammanslagna Kvarter", "type": "Feature Layer", "description": "

Metadata: https://ext-geodatakatalog.lansstyrelsen.se/GeodataKatalogen/srv/api/records/GetMetaDataById?id=34350052-8d1a-4d45-bc4a-d1755272907b<\/SPAN><\/P><\/DIV><\/DIV><\/DIV>", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "classBreaks", "authoringInfo": { "type": "classedColor", "colorRamp": { "type": "algorithmic", "algorithm": "esriHSVAlgorithm", "fromColor": [ 245, 245, 0, 255 ], "toColor": [ 245, 0, 0, 255 ] }, "classificationMethod": "esriClassifyManual" }, "field": "Krontackning", "classificationMethod": "esriClassifyManual", "minValue": 0, "classBreakInfos": [ { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 219, 255, 203, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 0.1, "label": "0% - 10%" }, { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 153, 220, 151, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 0.2, "label": "10% - 20%" }, { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 105, 143, 92, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 0.3, "label": "20% - 30%" }, { "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 88, 106, 80, 255 ], "outline": { "type": "esriSLS", "style": "esriSLSNull", "color": [ 110, 110, 110, 255 ], "width": 0 } }, "classMaxValue": 1, "label": "> 30%" } ], "legendOptions": {"order": "ascendingValues"} }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 567010.5290000001, "ymin": 7055907.495999999, "xmax": 784723.4639999997, "ymax": 7271478.418000001, "spatialReference": { "wkid": 3006, "latestWkid": 3006, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "sum_Area_SQUAREMETERS", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "Krontackning", "type": "esriFieldTypeDouble", "alias": "Krontackning", "domain": null }, { "name": "SHAPE.STArea()", "type": "esriFieldTypeDouble", "alias": "Shape.STArea()", "domain": null }, { "name": "SHAPE.STLength()", "type": "esriFieldTypeDouble", "alias": "Shape.STLength()", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "sum_Area_SQUAREMETERS", "type": "esriFieldTypeDouble", "alias": "Summarized Area in SQUAREMETERS", "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R470_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S445_idx", "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, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": false, "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": true, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "SHAPE.STArea()", "shapeLengthFieldName": "SHAPE.STLength()", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "47dd36cd2a4f49efad10094c82c6805b" } ], "tables": [] }