diff --git a/application/src/main/data/json/system/widget_bundles/outdoor_environment.json b/application/src/main/data/json/system/widget_bundles/outdoor_environment.json
index f66977a66a..2d6c8b4247 100644
--- a/application/src/main/data/json/system/widget_bundles/outdoor_environment.json
+++ b/application/src/main/data/json/system/widget_bundles/outdoor_environment.json
@@ -129,6 +129,14 @@
     "simple_leaf_wetness_chart_card",
     "simple_leaf_wetness_chart_card_with_background",
     "leaf_wetness_progress_bar",
-    "leaf_wetness_progress_bar_with_background"
+    "leaf_wetness_progress_bar_with_background",
+    "snow_depth_card",
+    "snow_depth_card_with_background",
+    "horizontal_snow_depth_card",
+    "horizontal_snow_depth_card_with_background",
+    "snow_depth_chart_card",
+    "snow_depth_chart_card_with_background",
+    "simple_snow_depth_chart_card",
+    "simple_snow_depth_chart_card_with_background"
   ]
 }
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_snow_depth_card.json b/application/src/main/data/json/system/widget_types/horizontal_snow_depth_card.json
new file mode 100644
index 0000000000..690a99c3f0
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_snow_depth_card.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "horizontal_snow_depth_card",
+  "name": "Horizontal snow depth card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest snow depth telemetry data in a horizontal layout.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 5,
+    "sizeY": 1,
+    "resources": [],
+    "templateHtml": "<tb-value-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-value-card-widget>",
+    "templateCss": "",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.valueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.valueCardWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        horizontal: true,\n        previewWidth: '420px',\n        previewHeight: '90px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'snow', label: 'Snow depth', type: 'timeseries' }];\n        }\n    };\n};\n\nself.onDestroy = function() {\n};\n",
+    "settingsSchema": "",
+    "dataKeySettingsSchema": "",
+    "settingsDirective": "tb-value-card-widget-settings",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-value-card-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Snow depth\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 20 - 10;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 120;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"horizontal\",\"showLabel\":true,\"labelFont\":{\"family\":\"Roboto\",\"size\":16,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"labelColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showIcon\":true,\"iconSize\":40,\"iconSizeUnit\":\"px\",\"icon\":\"ac_unit\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":1,\"color\":\"#7191EF\"},{\"from\":1,\"to\":10,\"color\":\"#4B70DD\"},{\"from\":10,\"to\":30,\"color\":\"#305AD7\"},{\"from\":30,\"to\":60,\"color\":\"#234CC7\"},{\"from\":60,\"to\":90,\"color\":\"#F36900\"},{\"from\":90,\"to\":null,\"color\":\"#D81838\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"valueFont\":{\"size\":36,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":0,\"to\":1,\"color\":\"#7191EF\"},{\"from\":1,\"to\":10,\"color\":\"#4B70DD\"},{\"from\":10,\"to\":30,\"color\":\"#305AD7\"},{\"from\":30,\"to\":60,\"color\":\"#234CC7\"},{\"from\":60,\"to\":90,\"color\":\"#F36900\"},{\"from\":90,\"to\":null,\"color\":\"#D81838\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Horizontal snow depth card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"cm\",\"decimals\":1,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "snow"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_snow_depth_card_with_background.json b/application/src/main/data/json/system/widget_types/horizontal_snow_depth_card_with_background.json
new file mode 100644
index 0000000000..76fcd31a5e
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_snow_depth_card_with_background.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "horizontal_snow_depth_card_with_background",
+  "name": "Horizontal snow depth card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest snow depth telemetry data in a horizontal layout with background.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 5,
+    "sizeY": 1,
+    "resources": [],
+    "templateHtml": "<tb-value-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-value-card-widget>",
+    "templateCss": "",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.valueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.valueCardWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        horizontal: true,\n        previewWidth: '420px',\n        previewHeight: '90px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'snow', label: 'Snow depth', type: 'timeseries' }];\n        }\n    };\n};\n\nself.onDestroy = function() {\n};\n",
+    "settingsSchema": "",
+    "dataKeySettingsSchema": "",
+    "settingsDirective": "tb-value-card-widget-settings",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-value-card-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Snow depth\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 20 - 10;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 120;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"horizontal\",\"showLabel\":true,\"labelFont\":{\"family\":\"Roboto\",\"size\":16,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"labelColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showIcon\":true,\"iconSize\":40,\"iconSizeUnit\":\"px\",\"icon\":\"ac_unit\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":1,\"color\":\"#6083EC\"},{\"from\":1,\"to\":10,\"color\":\"#4369DD\"},{\"from\":10,\"to\":30,\"color\":\"#2B54CE\"},{\"from\":30,\"to\":60,\"color\":\"#224AC2\"},{\"from\":60,\"to\":90,\"color\":\"#F77410\"},{\"from\":90,\"to\":null,\"color\":\"#DE2343\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"valueFont\":{\"size\":36,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":0,\"to\":1,\"color\":\"#6083EC\"},{\"from\":1,\"to\":10,\"color\":\"#4369DD\"},{\"from\":10,\"to\":30,\"color\":\"#2B54CE\"},{\"from\":30,\"to\":60,\"color\":\"#224AC2\"},{\"from\":60,\"to\":90,\"color\":\"#F77410\"},{\"from\":90,\"to\":null,\"color\":\"#DE2343\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"image\",\"imageBase64\":\"data:image/png;base64,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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Horizontal snow depth card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"cm\",\"decimals\":1,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "snow"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_snow_depth_chart_card.json b/application/src/main/data/json/system/widget_types/simple_snow_depth_chart_card.json
new file mode 100644
index 0000000000..664cb5fe86
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_snow_depth_chart_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "simple_snow_depth_chart_card",
+  "name": "Simple snow depth chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays historical snow depth values as a simplified chart. Optionally may display the corresponding latest snow depth value.",
+  "descriptor": {
+    "type": "timeseries",
+    "sizeX": 4.5,
+    "sizeY": 2,
+    "resources": [],
+    "templateHtml": "<tb-value-chart-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-value-chart-card-widget>\n",
+    "templateCss": ".legend {\n    font-size: 13px;\n    line-height: 10px;\n}\n\n.legend table { \n    border-spacing: 0px;\n    border-collapse: separate;\n}\n\n.mouse-events .flot-overlay {\n    cursor: crosshair; \n}\n\n",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.valueChartCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.valueChartCardWidget.onDataUpdated();\n};\n\nself.onLatestDataUpdated = function() {\n    self.ctx.$scope.valueChartCardWidget.onLatestDataUpdated();\n}\n\nself.onEditModeChanged = function() {\n    self.ctx.$scope.valueChartCardWidget.onEditModeChanged();\n}\n\nself.onDestroy = function() {\n    self.ctx.$scope.valueChartCardWidget.onDestroy();\n}\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '300px',\n        previewHeight: '150px',\n        embedTitlePanel: true,\n        hasAdditionalLatestDataKeys: true,\n        defaultDataKeysFunction: function() {\n            return [\n                 { name: 'snow', label: 'Snow depth', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'snow', label: 'Latest', type: 'timeseries'}];\n        }\n    };\n}\n",
+    "settingsSchema": "{}",
+    "dataKeySettingsSchema": "{}",
+    "latestDataKeySettingsSchema": "{}",
+    "settingsDirective": "tb-value-chart-card-widget-settings",
+    "dataKeySettingsDirective": "",
+    "latestDataKeySettingsDirective": "",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-value-chart-card-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Snow depth\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 20 - 10;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 120;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 20 - 10;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 120;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"layout\":\"left\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":28,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":1,\"color\":\"#7191EF\"},{\"from\":1,\"to\":10,\"color\":\"#4B70DD\"},{\"from\":10,\"to\":30,\"color\":\"#305AD7\"},{\"from\":30,\"to\":60,\"color\":\"#234CC7\"},{\"from\":60,\"to\":90,\"color\":\"#F36900\"},{\"from\":90,\"to\":null,\"color\":\"#D81838\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}}},\"title\":\"Snow depth\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"ac_unit\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"18px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":true,\"decimals\":1,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"cm\",\"displayTimewindow\":true,\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1697382151041,\"endTimeMs\":1697468551041},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"timewindowStyle\":{\"showIcon\":false,\"iconSize\":\"24px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":true}}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "snow"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_snow_depth_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/simple_snow_depth_chart_card_with_background.json
new file mode 100644
index 0000000000..f12e8d75a9
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_snow_depth_chart_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "simple_snow_depth_chart_card_with_background",
+  "name": "Simple snow depth chart card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays historical snow depth values as a simplified chart with background. Optionally may display the corresponding latest snow depth value.",
+  "descriptor": {
+    "type": "timeseries",
+    "sizeX": 4.5,
+    "sizeY": 2,
+    "resources": [],
+    "templateHtml": "<tb-value-chart-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-value-chart-card-widget>\n",
+    "templateCss": ".legend {\n    font-size: 13px;\n    line-height: 10px;\n}\n\n.legend table { \n    border-spacing: 0px;\n    border-collapse: separate;\n}\n\n.mouse-events .flot-overlay {\n    cursor: crosshair; \n}\n\n",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.valueChartCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.valueChartCardWidget.onDataUpdated();\n};\n\nself.onLatestDataUpdated = function() {\n    self.ctx.$scope.valueChartCardWidget.onLatestDataUpdated();\n}\n\nself.onEditModeChanged = function() {\n    self.ctx.$scope.valueChartCardWidget.onEditModeChanged();\n}\n\nself.onDestroy = function() {\n    self.ctx.$scope.valueChartCardWidget.onDestroy();\n}\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '300px',\n        previewHeight: '150px',\n        embedTitlePanel: true,\n        hasAdditionalLatestDataKeys: true,\n        defaultDataKeysFunction: function() {\n            return [\n                 { name: 'snow', label: 'Snow depth', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'snow', label: 'Latest', type: 'timeseries'}];\n        }\n    };\n}\n",
+    "settingsSchema": "{}",
+    "dataKeySettingsSchema": "{}",
+    "latestDataKeySettingsSchema": "{}",
+    "settingsDirective": "tb-value-chart-card-widget-settings",
+    "dataKeySettingsDirective": "",
+    "latestDataKeySettingsDirective": "",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-value-chart-card-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Snow depth\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 20 - 10;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 120;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 20 - 10;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 120;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"layout\":\"left\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":28,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":1,\"color\":\"#6083EC\"},{\"from\":1,\"to\":10,\"color\":\"#4369DD\"},{\"from\":10,\"to\":30,\"color\":\"#2B54CE\"},{\"from\":30,\"to\":60,\"color\":\"#224AC2\"},{\"from\":60,\"to\":90,\"color\":\"#F77410\"},{\"from\":90,\"to\":null,\"color\":\"#DE2343\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"image\",\"imageBase64\":\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQoAAACACAMAAADESdfxAAADAFBMVEW/4vHC5PK53++43u7E5fLM5/O+4O/H5/S74PDT7PfB4vDA4e/A4vLF5vPJ6PS73+/J5/Pc7/jC5fOu0+XK6fXe8PjE4/HS6/ay1ui94vDA3+7B3Oms0eS94fG02Oq+2ue33e203OzM6fXQ6vW73e3F4Oy82ejV7Pe72Oew0uS12uu51+av1Oa53OzF3uvA5PKx1ea62uq23e3k9fzJ5fKx2Oq11ea11OSz1ea31ebE5vSy2uvf8vnX7ve93u7B2OTD4u/G5fLH4e7h8vrJ5PDV7vi/3eu11+i00ODC4e/C3eu+2um52Oi40d/K4u7E4O6+3Oq91+S61eTB3uyxzt+70+Hd8fnM5fDK3+my0+bD3urQ6/fM4++31+bO6fXM6vav1uiuzd+w0OLO6vbH4Oy23Oy32OnZ7faqzuKhxdut1OfD3+232erZ7/jT7fnR5O2/1eK93ezE2uWyzNzF4u/H3enP5fC1zt3b8/zO7Pi+4/K82+uoy+Gqy96lxtrK6vbK4ezH4+/W8fvZ7vfE3OioyN6q0OTC2uetydrs+/7n9/3z/v+ty9zH6PXS5/LP5vK31ujh9PvV7/q32uu20uLf9f3o+v7M4eu40+SkyN3r+P2r0+atzeLi9/7Q7/nT5u+cv9fV6vTV6fLT8Pq92Oesx9iNsMmsyuCpyNqpxdehwdfX7vidwtm40+GgwNOwytqmz+Wz0OTl+f7d9P3G4/GYutTO4evO4+3S6fOky+KkxNfd7vXY6/TW5++z0uLY8funw9aUutLw/f7Z6fHA2OeRtcy10uba8Pnc6/PG3Oauz+SwzeLG5/W71ejl8/nQ7Pj3/v+v2OugyeCSttGbvtKYuc6lxd6Yvdacxd2t1+mkwtOIrMXJ3efx+v3u+Puo0ueFr8vq9Pmeu8/Y8/y01uiDqcKXtst6pMKYwdni7vWLs82TvNaNt9KjvtH8//+q1euCqsy3zt/h9f2by+bH3euhzuaMrtF3o7eUx+SMtcRqmKyOweDNz97Ax9jb3+i0vdBhDhnrAABjZklEQVR42ixX3WvrZBjf/yDiRS961VGYBLxxDoQXikjYTup5Y0JfS72oFI4HLxIT0lzoSi4ym4vSeVFIhUG20KxNOW3YxVJd2xFpPDSOiTA3oRbRgtWplVMYE+H48UwNNCUJTfL+nt9XV5pLtNy5Or44vr29fXJ7t4Ptdv73079+++2367/+evrn38EPT5589+T262atvld+62E5p+W0G5bm1IUqOhISycwhY19CaCq5MoomzsIoPXp0fHzZvWwFQbfCSP5YmCIJESLJaiDKIi85viSKSJJ8glCEFrwnihIRI9jDTuKW0+mIRJEgkCkvEsFafen5FxIFjfR0jYqn4+v61mohRlWLCSGTuP8e1SgQuJfpi0KE/KmABCL46lAgm7Ee1RvamlLsjWx7kI5pWjqeLhRfrj7IHQwShdyA2no13T0pvJN71l45DmcX++2Li/07FI5vL/7HYvb06fdffv/Xv1C43Ysnv14cHz1sbG2EDSVL5YpVKqwH7mKmyGiqTtVAlshU4qeqPPMlI5Dck/2fjrntyvEjb2IYahn5cNn3p0RSVV7mARRXEqfTSOR9XhT5iGdUnmCTSEgSRE9EqioK14I0RaIg8UKvV4glslRMjwk+0snQMrXCpiX0yr2+ZWXsrEYRHcFN4AF+bypFkg8XTUawBBZrRBjoVDWWrlrPDgaFYiyONTtnx7QH9kArphN2Npf4CicGtv3KSi1wg/ZVG2hx0b69uj3e/w+LzxZP/3z69OlfTwGK2fzi51+vjuurm4U6u7nZ0HMU1sNGjZ/IgQdvzwA7VDGS0JSXGD4Q+XKpdbLDPdx++Nn2V12PFzuwXjQVpjxieNFTVU/lAxg/kiXp2pdF5g4OHrABHsBweSR5fmT6AlKIYhExjOla1lIE0yqbChansESiKcJQK5R7lvX6dc4UCj6RCEERMX1JAtCnAAYRzB4mcTNn96ii3be/sPv9YjGeKfSodCEZP3iQzeYG9gPhh+5BPHVQfOeNFVle7gfL5vHxsdu8uLho77Rv27c/Prk9nkl//rv9vXTaD5/8vFPZCHerbOomSW1SxXiDrnuTwFgwDqPOXcmX+EiKfCIQ0YOpG4gu5dllPu+eqO6SUZkO8iKEPJFHsiczgMgEFu1HMPUhL0od11OlCFgSMRHjdUQZKZIE0wX2CCOVZt/csKyhMBwJFjHxcDQc6oKgKIKimVYulkoUswWiAQZAmSkQiScoRD2i4VEvSQqjrNVLjMrZj/vVqp0uJFLp9MeDKqgsC9wg4yL9+x/xSiK9uh5fCRfLpWeEbcChebWz3w7pq9snv4NE2s0lLwXucuY22zsX7XoYbMVTWm4rFUsXXkvVa0qn4mBHnQeO66gS8AEYj6LIcZGuchV6u6V/T2+HdIdzZXmhSkiJJIdnGA9NPFmSXcRLcHRHF/AIFanwLTEyAigY3mUYVcId1WOIT8TCZi89tizhblMIEYQhwQ1CfGU4souFeO8V+73sCxqSeJINJA3xAkF8jRDCW8I+bYPdJCjLxJRgW9ZniZhG4ep4MNbsVLq4FisM8GReEHKx6j12BQe8zolcs3lSopv7OzUd7zz69cdfvr795fPPv262j4N5s3lx9PnOzlKpb6bSu7k0VSw02Aqn6DzDe7O558xdkDqC6RJeRB44Qa203+xWwhHd1HcYgzfUhYFVNVJkHggiuczECUA2jIqQ6C9g/WrATCPFR4w0xbw+ZTyaxwzH8jLWEfZiPWs4BsaPx8CHIbGE0VBRQBCRJoxG1Y107vV3rde1MiLKnbwIL5exignMBfP5mxwZZTefHVDl4Xg8sCer2X4fFyyrTyVWV4vlmF3Fs4mO31st5HIrS+9cVJQlJ3NnZ2c7D5kQK+ynh/mrs73zN/YevX/16PJob+9xiaadra3ClrabyqXPwyRLYU9U+chbzCfGXBXBFsHfHDVyJgSxuHa08/Ct00btFHIGWOHMA9VgRAz2QBiRkeWJ66qMbCxlmZkgFU0cd4wQ4KTSECmAMYiIYdZUplSrsVwya2o9eyiAQkZDqywMARJsSjopFot9eyv+TO7VYloXpIgoyJB7YLmeI4UV3anxpTiLTC1btW3BGlWrPUrXrr8fjLKJ3YRdLea2C4MH2a/+WItnqgP7+xXdAQmOfSyHoakwrC8oJj46fHRxtXkU3vtpr3nllJscd5Zv1JasTqU3czGKWk0KoVEOacc4nHnOzMA8QoRXJSB5pPI79aPPz05a+Xye5eJxrktzwQRUBNaquhCNqsgzzmwRMJ4negvHcRhmwsw6HgNg8MAuBQzFCGi6ZTCdFse9XSnHfWtkjQRyR4qRNLKGI18UYf6aNbKrhYxmDa2cmfVM0TIZYKDKqKaSrUmtfKuDtZ4ez2TTCaq+bttFq7g2/vbZfnU1n3xns5hejecKsd9/SCUGr6d2v1ghy9FofG0Nh6YJH2sEzwkbs/ovjxo3N+nH9fpZt6FjhS8PzXydKtjlJLWVMB7Hag1Fdr3ZYceduTLLMKLowtIk5LiVys7DT46aXK1Bn4ahjli6fXJ52DU86BQGj0Rm6TIBv+jKDiPzvHPHDnnyjRQh0BsPEiEgOwMipuLRMofwBpJ6vR6kozAdAilM0/KHluBjzCu9YbFoJ15cS5QlcElP4Xvm0sO8LHsmxdLlUi2fL9906vECtbueKlBKJpOrprta/8HBx+m1jepBrFho5RI/fJa2Uwe5an9FkMYjUCHwz4LdEA5G1o0Tbpw1j3JWtR4apRuih97422uarxWF9Op5Ic6l6Vq9pTvIrTjOYsKoNAjfmAVqFLke/f5HZ+8f0RxwYvv9q7qh4oo8mZ9IjKoYwAfDcJzJ4cRj1C4cisEUqe5k4oHzR6gjTiO+XAbndNUOwwISqKGX9Z7eiOmROYogRyBDBH80KiMOXGNYyKXX7t3f6oRlDckE8phVZVVG8njIbtPtVn6NjmO2BmUsWTxIFw+q6fSurjzop1OZjyvVWDeeSO/Rf/xBcundvp1bschY8K3eeAxgjACUsQ88dOph7Wzn6rxo3SD6JhRx7fqLXq0ys6zm6WmrItfoExmKpTerhSF4oiwHMprNVIiDwD3aaLz99vts/nF8/Wj7LM7SBmJnlwyY2JS5q5rexHU8R1UNh5Ei8RK6hjhBIkLQSjo8WAWDlI4BtolkWQn1uGlqyM9qApD2WoB39H3Tvx5KfMU3hzA9LVZPYhoDfo7OGwxWDcMg/HAInHC36QKmTBzXYrF7iYP+4CBZzeSu+/EDQIRii5XW/XcepE4uL/nMwUHuzcyKZYIAr6/749Gof4fECCAPjfNQD482mjcaJRkmb1S4yl5ti75s7bTPti9r98RKiWPXa3TgxWl3ASsLnIq66E6Mkts6ra+tlutv1ePJx8m9mrReOXNwd9blHMe99DqMCkEpgzEwAB8DNUKNeIWfI0ARAROwHiFCpkQE20Q0q2sF3RRMiAdoXL4JRXMYwcTGlQ7HRboJrUOIVWpYoWWM4a4dyBvaVTGILfbWukNX8nScSpYqWuJ+jLI/LiSKHz/b72gHxYNdyABuiwJhJLhL3nw2c/8gswL3B6+ADdC4Hg97/kjwicwqpl4++vycLc0OS6Vmc+es3tjaKjWazbDGrubPH7eY2JJ1Dcg83jmEQPXcmRx8dtieV5p7+SCKlanVe3trm+9u3qdpIMXhYeuw+6kbBAbEzhRkQYIuv5A6uCOKDvIOeTeaRJ0OAIDLGIseQeiUYWmVQLGUCBgEdEeBWNj3SU8wJZNzK6wOp8fDV6kKiAAzWKaRwmGa7roso2yv1UsGPjkN2Xht+4RqaFShqNvp4uCLA6NVyAzsdKqWfPA69K1Y5fcJebOaefDmShAK43+hGPfH8DAbDMrXlKJA9McbZ49r7OFV6arSPKvRYfK8naw3Nur1Haq2zhteDdMGC8OdzSbybDFfLA699v5nLacT8kS/Pl873zynP/zw9Q+5EreYz08O218HJw6PzTt/DNRuF9yRR1CTXXn62ckEqngEXQvCCMsdFTEd2jBoxRLgRRTiY9/yTRHpvuIr0GgFxJcVpPRMq2elCdI1xMkzQ6HpeJ6+vGyw5bNkpVRR8utYb6yfsslsOZUuDL8fH3zxxSCHW1n+ndxz65sHu/ezmUT8hz9yqVe+yOyufFUeXk/vFNIfja5BIb0hBBfz+Pzs/Kh+dF4/bx893G+280klCSeSm+ccW8+DJ5GRoTqOAY1w4XYvoWnNA+9yKXOX7l6dPo3HVtfP3thYvco//+H9eztGd/7N5TePHl4aIhYlBcuBZxgzA8m8HIgLvhssGFZVVYQwoIQR7rRk+oR3gCGCYCqogyosEgAKTHxB6BEoEIyOcQXd2ahl9nAUmpidT9jtzukG2+4aBluqcaR0AqWkrqxjtpFaq9+/l73uZwq7762vdvAcZV59c/XjQXbr9Qzb/d09sHcfvLPScszRNUgDQqQP3jm0rZ5tyWeN88b50frNOfzXyNPNt/IGx9XWKif5UiVRf+utEsa9vOvSZSPOGE7gLiYTYEfXMUKVvZFae4+TG+9//vYHb+RbldXYecE4XHzzzTcNeFtYTQeDXVRc8E0oovDrLnJ+mH91sqQdxDIcgBFiaL90Te6cghyEoVkudzieKCYRy2UT0tTvCbrMlEmHL/a08ZhoxCkrmO2e0BxdP9pw2g5HlfJ4nauxSZPDur6xeZ/VkltrqSyVem2t/mruY3pSXE/3B5vJV19N3lv/QxtUM/3BPxSZXWzqZBzGd6M3XhmjObGLjYmtINqIMXSNiTNkwdoyBqULH2GJbfAcOJg4RdjFSoORUi6ajcQmK5HkbAvjK4ONCw6DM8kWgZwDwcQNdk6Gn4ubH9EL4zFqvPG1FwRuSN5/nvd5fv+nU+EO+Otbn/18Cwzj7me3Gp9vNB5Sw05uCKnujtzpdAgDA7C8IGqpHa2SkKoQVIsVYZLnWJHRfp+Vly92ftu7+v3oam9+uTi7V1k8yuoF4UEz2d9/sd9Pky1RJSfVi8uJVkyFlyvkSnhxhQTzI/f2UqXSUfhicXmyk5qdDSuz4RWSJNlKRlFTShhY6K3PGhsJd8LtIGVgpvfmgTsA8wCI4XB88IHD3QKx0ri1kUi4dxxwsToi4wyj4ACsWJyUVBrnGQigqtcbs0FWAiYg2gh5obbLgLju/BzXbR9uIcjB2p1DhPjH7LM/vzWlRCLybQfz+93PwfNe1L/98CE9LAx7w6E2qNFDAqhjwGgUwSzLCWJIq5KYLdLQQGOBM5GV3G15+bfw3m8XO8vjUmqFXZ4vMkWDvtfclJK9fb0wgwswPrqY5CeXV+fVoyozv5yqlkqpakqZB4ctVnfmq6mVPLmoMf/nYK4Ck6yBTPGtVrFChjv3IrLbnXOoiuy+15FJN1jCZHcDAPZiJAK220SjgX0WT2w05KJCjlswD+GlXGwcLpY50hHnuPfeg2AYrEw2xs9TqBdHlzxo2zt3Y+3gwAGT8Nz6wbrXtfXPuAhFEdfhVBEA1IZ6+/YHn93dAH1AvBPp0CjRG9ZqNa1X09GaYVgoDBhOlTUtR/F2jkbadEwsj8spMdKBl5fDVwCogfXvpFZKoGuQwzLR8/NNITDd98wY8GwB19cvx/nLy273aswU1ZUVpQogKlyqRBKVo9JO+LRVXTxyzIe7pYTGKGosxZNcahRT2Mp85F4kkmCYRCLx3qKDId33NtyzkcRsRK64G/LGeSkSx+KRuK+BcSybZzp4D2+JWpksVVOcg4E4h9eCwubG5whuwKJL7QUMwREjvXVwZwtbuwFHZdJxxc/ZxqOR/fl159bUvbgcZ9kICI7PZiuReC6naQTQBPDNLDEA0lA1bUg8RLRep9czxGs2Xc5Aw8VWLFhnRzVGlYsqyMed8MrObxclx+K9e+H5hKnx9c+eAO7BPbkCzgf6nJjv8leX+cuLK1Yhiwp7vgy4IbUD4KCa6u6Mxl21Kicc57OzERXLNe6xnFLdK6sVB+AuUgd0LidyGltxhBtAwfJtObERYRLgW6uUSMTdPqxhs6FiuSs7cBRvVwmpWC61RgSHwbBuFbHHMYwu3vq5YfXqkdCSwQLT9I2oYf0O5mvzZohv5QyjahsxukJTt2xRTB1GGiCZHItaJ1erDWq1+GfUWeGsViM0FaWJXpqihtj2sDPwU3ML9gU+jXM0esrXgVO5GbJ1AZh75+p85/d7X30QcWNYzvf1F4IE9z0/zMRwQeoLm+N8YPMyP5nkFe52V1HGreJFCkArw/Gtq/xF/nyxVKmMWAfucGARb0Q8EVujGD7rZQBZmOA24yDZViXMso4KUBLgMiCnhF+WWUdYxhpxny0EUcbxGObxXtoWk8SxKJJEe8arw5Yos77N2HPI4R0XjNmR96GQD7VG10yuj9cO8GjUt24kIZaF/OaPXK9O+XwP47fArci5N8icVhiQGtDDw687td6g3zMN1OFw2KMpykfbML/OmLWOQpA5ZH/zI0rdrHNZLqay4aOdPeCcJaB60MYxdn+Na3RI9KG2GfCUN3fPZvT946tMYNLN53/nQNVXLRarXcYRDi9yF/eV8tVfExCeMDNRYL/BAOOqolSrYjEmuxMgTliY4dtqJTEfIysMWSIZR4qFE0w44d4AEnGEbTbbGmJxWlZPuzoUJwwYWq2U5WqNa5t0CMEhFtoa01kRUC147X2zmfDRRvuczrYOGmLeH72z5nU5z8f/WGwWIzLls0k2QJYbDxPMINLRagXgDL0aVewN07UefXRW6/WGtM1Pg8foyfKWsnUhF9KlTbihfsyJYlupcmCdOjqaXZl/7/+mrtJxMNQMxcf4wIgJCLtSINCHdiditns5mVRHJY6rn6eqLRlS9pZHo26ZG48v1fkWlBJTD9EY7+fbHJ8qiWGWgSNupsRyS+028z9cbFTIipKS5xUF8DULzzYSHYec4hELhdgp1NQdMYReb6BNOaZFcwxEcCiE45Dzun3EzK0x3o8Qg95uDkDOaMNgAaM5MBtM60/6dc5rk5V/1taN9rem/D4qB7g04k/IjJYdFApZMIzeoOCpgUlQBTqdHlIaBLLD6rRk0zxC46venj6NmjJBdiApKFONlX4rHYFVHWxcKx/EI5A+TVlC6Z6I1hOsOGqNxbIqLpK7dRAj+fzutXfLYbiqs+dae6XqzrEoHI/+irEX1y/xFkSU0zivD64WWQ7gOhtLEKzCMYQCJ94DTKFWOLbEki2FdDCKnPA3IhDU4IoYZLHbQ1i3bmqneYnwglEyBi7ut0JWuylnNFtZmEKo970Gk961NmN02cw4Yj7Y2tpGAq4Z3mUx/nOp3DiwWhamNMynUZgNG9biKiif+NpgWMjWCoP0gDD3LIXVIdBIj8DoGuX30WdWirIupAP3pbQV3w1mpJbIlloXV0fV0fh8cbazQ0ZkOpS2EgFe5NTycYzbW+KBw159dVufAYOY1G8mPWMRH6ssVz3H8yIhkeWrH1vhSUvxldsVfzDD8xzKthStos521F1J5IoZhc9FHG4AHGyqxSrKLLgvxXCEgdA48fnP70Ugq8W+8GZ+8U5vN6PP4nx5dKgDBR3ssNJReB3jl/A1c9QZouyu6DqK0BBicvpsW4c35iwQBJvNNrbr2JoOOF+a6i3osARmGOZqw9qgMKgNwHLu6GXJHtFP99BCr5ZO50wmOYIhNgQJpqkfju+izplgJpberWViRHvQOj+ajK9KADfd8zsRzHwrRBlnDELmiWORy4zbCpEMJKXF21yzO7rsZqZfTB53pXyRLWdGhslPAb6Pjy7H+CTvIKtFMSk8MJn2syPgfSKDsmSbA5zf1khHRJXbxRSQhJqqkAwT4VQ2xmctcOLOz7dYizOd5SdlGgBugCPK1SqlM1J2wxJuQb3OaTxtWgtF5/yH23bbtsFrdi7NPb2+fmB2xbfbqB9xwtG1j2wWfWhuih9GOpitV9M0jQMbOLgdZ2dng4EmZ2sgUUlp2APTQCHahkTNrprHmg76oFX7/eNY+syUqfFcUT26vJoAIg+n5slSjkQR43XPajLpMSq7wXoGr4mbkvHFVnkzeXzeHTWvvfkEX411x+NYZlzMAyYViNblj0g+cdcudjNNfTPbFILlh6B3Yfkai/Kkg0UhmSQdCVlWKhywC02tkJCqwtMz+qYhO21dbae41euZvKTXC/rpfi6fz+EzJtSB4TRMINvtJRPt+9CP2A4Pl+zONmOdsfjMLh+1tPQI5OWi9hhvMDcWXH6QIMNawxI1EATNa9JZoXwmnQULwWzts7ue7KAv3Bey/7sGTQyphTlzyNqbu27gCAIVarzeFIzxIzjLV7v5nRinkKWj4ngVcz79zJs/vL1/M82LwW5TsPd6/eBx/X69aryfH8WuvfDuyzzo97pSEMTr6U988IFHn7+MXUJmpzXffvna/cDNByfhb+4KgaKQLbYrFY7H5IpKun++i4EMYZSKwoEFSG6boJnknxz/Igr7s3XQl3X5GasQ9MyI43ww640FacobMpthA+5xWhF6Hd72rfl0Tg5HIJPLrFMRlxO3Q2sIDdsNbGLLbnS6pnILUSzar/X6ACg262f1zTJQRaFx93PwOyvp+8GgoO8PCQ/l/+i6M9R3pa+L7Ie6GC9l9LFRcVPbqHa7YrXFiuGj3786wpwzT61+8uL+yf6L+8fdYCDgaSb1yeaD+nhM5EfVUeCJWJZcHHUn7242hfyvPz0IPDiZbv344wR9o5kdiZnmr57m/v3jeCTQDHLoBqzlGAMsk+D9zzffz5IdZlZhYw4HDMu6JfTb9Img6IwmXG/s109P+Rc90+n+u6fd/O4P7Rmrc828vn3Hi+NeO2FzOo0oBC217TTsuoH455B1m8u4RFMWQ9Ti6irdJz86cLmmfCEbYQMY1R8UhLMzSSoHz4LBswLD1QpSsNALSlLwTJD0Ug8NXbeC/Na/bsywuKcveIhsJlgPbh6XwRHHo6MqCdoHD/X0c88lb+6fJAPTx0KzmX0ieXLy7cv6b386LR5Puqf7N196a+MrReo+Ebz+8l+7D5Kf3Hzx0wUQs/anQ1Ksnkn+JDz497v7/578Hci0cyIDq1yEVRWSidxtAEmoZIoskpFEotKm0Wk9XxEZK54OvOiRMrv8daNeCAYm+dP7PGUQjEaDCdgihJjxYhfzg+LKhyBpAxx1rcMG1yOIbcljwlHfwcHBP/+0Hvli68A1dZTCakbqTBCyfZCj4HoATQzK5VMhK+xuSptZffYs6wGPkbJF0+aFDz2u1R8IImOUFv4fB4dSuYvWuMVWy6wq7C3O4M9lHnv0pU/2pwOn09eSgaZn+tr+frPZPOkCO8vn9595+q2HR8FP8pvZJ05+FD7549H9m1++8913kw/pDJ3Qdnf/Tf7xxy8//ftHMtkMsozK+El5EY5pmoFkYAYYZlhkHBWZVaNvzkw/oeczZZjOea69mRa6EnDNmZc388e5Xd4/wPWGj7ZDXsRroFCDfHdt6wBxfeTFqPb2nCtq0UFOv9VqtYQO1w8OlUvy4I7r0DnVpu1W/VAoBGtZQZBigywnFYpcUDqWhPrZrgS8I9sz/fCDx4NhWNpuNoc+tNhn8B/eD1j1M3pLW2djSWm+VRztaFxwfgU3XOs/eu2Z/eT+LwFwmpP0fuDayX5z/+1v66Dt+wWE6WsvAKiezl9mvr3/Y/OpZ7985YWXbv4yOV/YDNZ5rfzd/qfNB8cP/v3375OmIKoOFGU0VaeCD1XhdQA1gEASsEEMcwHPzSdwJtaKEahlNf1m+rbsfEZ4eXpyepYVprMBQcp4Dg/X0/oAAaNY2O6lYgoAKz21tnbDZeEPQByuI65Htg4eP1C2HWs3Dh6/8R+V1hfTPBVH8QEe9EWzhDSwbD6wuTIwNJF1xARxksE3Kky2hMxsCW1wthuJoogP/RNN7MynBJpoPqk0sX7BbS6VDGOVDV1SY4kZ0Ug7/nyiDhNwBBAecNkYLxbfPLkP9/nk3N85597bxPhGftpcM1gwdMEyLBZMbW3tbomUyO5lJJmVdo38zR1xiM825yPX7N6R0U0Mo7A7xRAOCVKhDxlGU+nVeaNCpQUxueJizR90lmNxPZHIlrXsZC63uKxpCcsDQlV4bEcOxZbVkqLwh6pF+SvbWb60WNo60s88r+AkOejlD/jLKq9r52daImc4o9VhH8fGrdYVtLCCBeGVD41bsOCT1g/TKy/4PSY7bHcyJRoKkP6xT17JQEcUxCQJ3CzIvISHKJwznj3iCA3a/66lfdbrv6zrn7Z7PJ4NI5J9u2FQMeoDvtp4ef2d4cHBxcdaF5v+emFrM7RZpHZZ42gwIuNwoktb7F5KJsTd1E8p0ahTXNH7U9gf+GeKjPvCo/fHZIIIRd0JiuJ5r2uewTJiMkP1MYyDTbKiuSu2nNV28ESsHMuVEydaNmssS0zSFeZE3aEBQDc8tCtXUfVjU6eln+zvHvjttQw6FB2CrnJqUqsqSq7ee5XV9nMEk8VR9NZRC06WZgybevXdcXTcWWAK1idjXUII6ENLmN1v5yBPMIkXi+BBiYraP6QxkHLRzjEk/OkEJvjix41r2Fc7KNjCjgmbfxTyLIx+6/fZPP5AR/jxxdKUOtg81rzYlPwcXesTdqnUrsjyqa0UvFbYwhhRkA+YlCDINBratLs4zmeCyLhnbsF//8dw6XoeKx5RuSgSchEM68gYDVmwowzKHqtMbHIIyB1q5fLkpaGK5X1Ny+Wy5WxMSipiTFJXCVGWqeXysl45r2Q/6GyZIUk0v3OKwEu0+YgyiednilQ1UK9rVY3IUfO0GQ9aC24jVc8Hg6VxGEbR4CrqhKtaIYpn99D0z398B4a6MXXcjctJ8ZUIiKkohyGgMGob9Yy2O8O2UqOGrDZqdoffMbc4seh9MWBdGHvR7/n003Wye3anNDrSNtD8WNNEGwdzjiJrTMxdynCPfEpgWFZmMxmGCoFFUdiEfKQbiXLTs29PTMwi9+fs/AEMUkdepEgUaTfPZHismKSJ1YxAV5KmBAiZD7OxBw9uJwR5qwhjE4uVT5Kq1JtVZH4+rYqiohweVipArO1OvINKEMenIMbiUbNMS7KoaFeXWctV/aZ+s6dpSyBgFjMFf8SKpTGixNBLMCMpLmp4n8nGzPsstnFx8TvCQaHkMGFWMxTFhcyGakEbaAt4vEjAjxZQvnZdOGj86n874pjyfGv3+NptAYOPwIw3PjTRrP41biMD661NYxzijr8hGBnC8NKiwKYYXpAlnUpu7W4KXEEsOOztds7LHQEkAIS9nq8LfrpWImp5kMJDoRmhRGAYSdI6v6ODrsoxkLPk9dh2r2U7mzO4uJVEtnq1XC5rup7pmCEyhKjne2K9e6eVSiXa0z3THUWGlIre1mExt7Q9Q8OGO3PLbW2tVzc3V1e0oAUjbks6/ZG14HSkxUxeZGgBlXWqixD3TbibcMOfXFz8CRaLuKyeJXW66HYLJl4KmRGXHwz0kBycp11CHv210Uh7B0EkUjASid3medJl8xDeaGRsoDW/+trHH7///vtNAQ4yIXasb03YogwIgiSnZF0hki7eaMcpoegc8TtGSI6cno6SsxvxwvNye01pKA4ckIrFMUmNQlTHNJpMKsc8cVCZzClJc2/3pKUbMGgA9hOJW1l0vtS7rCtiZ8yU35El3gJIxHb1vEL0trS2Qo9AeEV5ygvdaTub3X6km9/DegeaH64bqsjiNBVE2jEZ/uajqRUMZjPD8wxDh9JJuJrjtWzVGDqBQHhhizgaSoiHrKjgMAL6IjRvBiHOP+e1k6GIlYZpotZoNNxjoYjHFvfaIqjxiwAZnAt7zRHbHc8nd7+/e4smyMMJyCb80xa2UsRYgZBkdVchCF3ldvNLUzt8sN3e7kVCm9MJ4OipMBkPkMRx5fgMBwVecwBRUYX8fgDqEdXMASsoxz+oChBr6Y2VeyezWgzHNSAQ3jAov/vE67JaNh1hiiwRsRNte/tBrnK43d8209/SgVXEljsDbbL/q4A0YJLlZx/9quWyelO/upEy6WzvNE74p6bi8JNOFAuu0ihGl84AWjup10/MwC2itLxmvm2++slRAgddmB00k5x7CPE7EXdo2kGjq41G7QMP5l1snl0chKLuiCGaSASMeCY2vr97796X9+7du9sUCozgsPMtZx+8BKcoVmCFjJwkpEqmL7Ni/eLNf/qcI4i/B0SKXZMBaGwMSLg4R+205OSVXM7UPvrjH79cXPwx92Sf0cDpo73jz15ZmGjpmLz/3Ht//vH9+//Dn+92dnZ3ifIeQfCXl9Wntw8rQEd/60NN/VCF6JjpPx96ZGaPfPYRUTd/ZWkpV6/q9boiisvLQISxkVShfaqdHg6WzCBK7Ok9rHZTP9dM0w+GugBzVwg91fVT1czwRYrgU1wE8nojMA1hCIR7Cugqc1zLF7C+yNuzb683L9qs10Hv+sL9RduGQcN/MMj4l0pzj0kqiuM4lZRhD4t0pGbp1CKxMhU0mQs17WFqwSpzJmIZlxrLVo0KzFxS0HpQYd1b1O1djjWTbNGLrus1ayRY3VvNwJlBxKLBXGX/9Ls9/uh7zz2He9gO+33O73s43AsjOVv8oU6Gy1KWLM+53qy53nUZb+1Amy+Rral7Zr1bda4x/3HJDHmXmseR1m/Zmby+dz/W98nep3uPYb2dvd2gL3TVa7f36TPsGJ1rWN/+/f9h6ATpOqGNKq7AfeCUXEfA4Qh4PVTC5PDcKWEbPX7C/VVeX2SOGcdkoaT6RmZYQmAwFPqO47dDgZ0bO2Q16M4SgeAKsrBVvpiPe9/JjlHff3pDrnUcBU8bFydl4+8G3Lha7sfhMX7N6nIUR8qrkrOrkjcUlms4ZdcQc4OAX7VybWZMSumhsvzFc1bv3hClb2k3gYLBdhPAYDTeFc/y3xbA3+5WL9Gckp/CkeYrry/LOl5JYqfu87RKJLDpkpXw2RRHfLcAXIVhLRimw6DRYy06HQRKk4AGXuzvbAHKMDw0Ol1n5z8O4I/fKQg4+pZ3PCLlCQlzHYFAm8cdPiY6kjWsGZZQNz6HR4lYidFJKE7eiIlhDXc4XC7r8gsz43PQnoYSNpddkk2aO8wdbQGKuiTZejjkHwwNtmXFxyukcWwtG/F9hdUyjiDjEI1MY0a6rNzGlXfh5mY5yi9JQYeGbs/hF9XtTt4aIy4sLWUnr8daghajxWi0wGkEIoxZZ5L5qCAnf3HOhdQc2eOu+88WCpprak5cEggWXkptnLU6NTV2demh9QUQDxDQ6/VYxm8ZMvR6iO5PxFD99hxwoEdthzdALSA69eC6s7cdPg/6O7ETmrkJubkBV8ABO4vxw6ewMgkPiUSzNCgzOjKaJS1u8HHG57Eijqbl5opv3hRoNLgZT6vb+CF9zmecxL1mJ+L1d+w9TkLatLlc8YWoladVVLB7LjXHVXCdCEEg3A/p5drikvynffbkg7fqZClSwcehb+Wl+Rx+SeHOmLN3z9nftwdVKput36bqh8aishgZ8AvXnFooy58xY3XKVHgayr+fMvXEFdkFXHCs52Hs2r13MJ0+Q9/brdP/0V8MBgM09DVMNi2agwnowsAqm8oYNIHo7KM7afAWk65T368ymgDGgvAEBz3lLsrnTxgxYgTD7eGWZR/TiCIz7XdZadFqwjx+5PiRN+a+SZJvPq5B1dlSf9zRNFhoCCdKhigq5PW6JQ2Ik3IOOk662GqF9KRcre0Y8LErSuTmz14zhaIIRcq5G+yN6eL65PKKrmLZ0NC70t2Lq1YeLCsrxXRG1ZEFSrqAbE1Ntv7+foaZQKauFMMd7IrYJTnohes5s2KnXrgiOXbltg+/96kP02cYCgAERkOgVVAghGKA2lDwl0cLPfEmrLsX04NxMgwwfpPtT9ZB8qlUqj8w2gEGIIE0aR83HPwRsPrcHmtgSkSe52sSTvLZScMy7fZC5kh1DyFdFMeNmVmf1Hy5hpeWlPcGMccn5WZpjwUoQh5PSHsQN0GFQqGs+rXiNFRRf0ih4CqQdwNa2MU88vuoELvipELL68pG5UuKNqbnzclPr3o5NPSySMxJL0s7ixltoytrK2sTaysrK6uVlUrliyPK0ww3Ip7B528QbFp2YY9EIqhKPd6Y0yBrWN7qkyVve683CAved3diNAdgAhBWREVFTRBGCYUrhCsKVhiCBoPeZNIHTfu/dP9eFuhl1HDeprIEIXyVCpAD96YFR2zQZWzXYSYTDcMCLKw+v8/jc4xgcD0+gVmUSZ0cNnLRucco0ePtqIkYz6rriuPiJNsxbENefBapCJ8brkamJBBqsQYlUP/nHY7A4Lj1uXmNqLRYqmjr4skJt1PrpNwvCadVa9W2KaQcXpGca+YWiY/Gp4uLB779qNpSVl5oD9oqK5mJaxKZzEgmM3ESs7q6ura2upbhJst5/JqrFyWSB/euPb6eMuN+iqbjFC65MiBLhRwQ9nXvB4fQnqBBCAEEnBNAQlCBUWgIZmAtsITqdO0mOCBMGkcG5JwKjialsrqy9gWUF8oX55uAhynY1N9vMZkS1f62gOurhxoR9tiN+8SRu9ltnOwczeHiYk4FQVZlRkwJ55AkLnU4ZkbwnKTZMXyu1TtvlFmdX9dA8AnqwK4D4cyDAanUyanfqHVxeHLS7R20wo7e6mIH2lyKwJs3HIWLI3fK5WnsEnHV/Vff3m1MWq+zKBMTmdE3okVQRJFMkShMJBr1fNwkxrnWmta3J5bu3TM1dsmS1NgZJy7L1JdQge/lwF0I/T1MNZYBAkMIAcSEqAl3JkAFJCY8AX8Eg+APvb49aFCpnlhUK55ArPTa2P0ebKh8Aqdy+6RJkyLHTTpQXfsCnHP6SFMTpKNN1ZKvAJNQHnfCrZqXPm/hfDaX4uaFTR81b1SY6JQZYYZPHDuHxNHwEQm5TnZ6mvnz8NkocuAAfNWySX/VZ0Cxa9e8aVNiUE7x0aRiK0dhJXo+Dw76vvoGpY6sgCO+Litr+LSYvEUsblHdyvwidhF34FujzmSrZDJFoOiIRRERrIiwYSzGsGGMsLADv7gy/5906jiOHwpcBxyeeAJZkiJFMa4vIqsQSbOrWa21atR25VHMUAZsba1xfdnVuWzpqMRZs/rc+sTWWtBW6VatNla/0BqTvvyg/oDRrOXEVWv9AT3fp/1Qrw933NDPl/fD5+v5+vKhZiO7T9x/w5UPPnzrlVdeceW1l7341VXPda55/sO/Z9fjh7+vfQ1F7BqCGCQgEJnB/mVCIwm3QBX56691BPIl35hKiuWqCBMqbl94fW21oKQLRshOmuPoZskpywoSs1wElZZW3BxFd9F57+b7f/yxI+z8cNfA4zPDrJNinTzTt1R7tpcaffGdpcvtnnev5lq0jXqn5tq/nNEf36u9s7S1WDtWCmop1hcIXGPF+LL4iy/82mnnJLvf6Rz/MTreg3I9Pjkes1qFQOiOO665+/Yvhevvv/jmar01b5mY2bHZhxKJvoTVbrdaE7gutZsoankwMvv8tbe+8vDDD+P/nO+8866rX3rj012YZXx3ba1teARAgAOCCOL8NQiniIMB7CK53kgCRD4oigzDeBiPp1DWyvX1SJznWwhYdEGiaaJBVZVlVSlrsRgPGEc0DOPPPz//9YPHHrnbdoPvwQmbk2McsXzVktv7KuxyLO0tXW/55vDaO4YSbnq4dndtQFb8S1t7i+H952oFvSLR9oB10Sx8uzKyk/Dmap2T2l7nnWjPcK+jd7Jn+JIYzatUaGhu4Ilbb7r7tvyFC8UCb+EmdtxDdmtCEISE1WoNgGaftafnkmGqfzmOw1787JWH77kVq8B7fm6jWOzi5D8bbrlqgEAQSRAK8ArcCAiQiBvumWw0GtVqnhkbG/N4xjxSgWHKZeCoa1Kal9NSKw2DlnnIQnXyThqpUvY7mnJLq8fH/+j+1vn1oW8sXPDxj4b8HO2Unfgtsnmr+87I6LN7S4//krno3rn1mdu9H/2w1w3zSit3XOP4ve6xXhV1zjJxxxNPDNzwAm/r9fouP+l0TjpbqsrG1KYsPx1z0Yre53uQo93PDDD17XrBz7l35uwEQGIkELAnhIXAwsJkKDS6MDI6Ts0uL/fPoiIOvnrbU69c3CW1Amfv/3mNgMAzAlzO/MHgcZYcqKikgpBo5PPVfHXKgxiTPB6UKL9HYiRJLBRExc/zql9RJGRGmqVdLtMM25RpvhwcdtByQStGP/+z03ngzan5wUDIx5tlXlQLvNNv/mlp7/LJ+x695srpW29/YkfUKrrsPT5dgZqeAQp5f68m6kn88dzWa89MyDNumz2UEI5POicnAuVn1RiMhMZdqfC8W+E9waJWFP0zbve0NRHYCAgCxiG7zdYnjASEwMhCaHSy10VFIvFMcHnwLAkMEPCE2bWv28gRfEa80gDwxRdAcJ4lSajCkEP/cjKfBAYxWA2S1JgnwhhDpOfH0nIBkeadJZXmFUVWlFLMRTkcjmEXTZcKzCWOZklpFWPHt7xfYzxjE8JKSOR5ukUzEuuKTl6/1322trg4PTOYT7N51OOKQu93aV6+o7bk5G867SoKj3RbvNwyp5fN9YZEC+MpuMVWS9Hlil5RSiVaUXRVUa5TlGSjIEoT0/a5oaEEWrVcyCcEhmxumy0wIgi9gZGR8d6YRg3OrrYPfx7MZPpn22fZkOk/XGufQyFe2f/FeWr8G4CAO4iABTwCuQGfCDIMIICFZJn3Qxh+Cf1LSypA8HSsGSvFmrB8QPGnaYfjaYdLlYapWEzVj57odK6hg4xs8mVLjEeWWmWFd0UDPbXjpe7SHTxd0iW+rB3VKy3Z203xU979t83qULcLtUn+FxNuXpFUXtZE3cQ6up3Os4pOzl9ylUBE0xVXzOEsMun0/MS0NfBEICBsBEI534L1Sbfb3tdntY7AKtD9l8rbFMribOQQE9Uh2gckf38GJoHHXYMEWJznhBFJ4xPyBYKhP5/HNYVfeQYkmKAhCP/YPCyCRwuTToNGAQ2dUm7E1yNvvhmvV7TtyJvt9uFsML7bjgfnHTFFe/TPfadHkUo//RCX+Zaux9Ke3p6fxkPooJfMss47Zb2iIUMgg+MfVNm7v8Wp7F5X0Rn/D3Maw/nLilZpqE6LQu91TgZUWcf3qq7rAEQHFlarSn7O8uRcQrgBsbHh8/oCgpWUDmFEAJvevt5el3akUBnoATYYWSMt9uAgSKDLhjrWzy0CN0MYyIzzagqfgHMCxnJ+eRkgpvLBPCMyCI9Hmp9PQxp+nuN4Pw8DJL0V6ayKaPLJeXScSFeONl//2pjv24ys6sddZ0HUmYMf1Ga6IpdQZ3omS0+XPu/WFlVdVGS3XqnUDRYDXYG/4+Z9m7O51fV+frxvqRc1xn9Ur5MEoluJ05OTML5Zw6XIqtpUQKXMzHMT3DQsQnhGyOV8Ue+GLxdAhBYWQnDM0MLoiEMuyCXqS7D48mKm/SYkgeT4gogDZ8WxjXbqXBA4udFmkk4LAwjJDjQXILEczC9PBfN5EZXUAxiwi3kkCG9xQsA865yX5FZaKWhKCyIvV3QE6TvI+IoLYwlG2kjmZYz3kSEbOKktlb/uukvgK5c8e7z0uCqTz1QU4DhUtT52473q4v7iDMej8+7W7GIFkCrlo/Wjio5T27qnpwP4G8oV6EExsFdEPz8z4baDxMZGIOdF+BBCyBea9EVD0e+j0cnJUYqmzZdQmeDFzy5+cbgKk8CJSS8B6/j58LD983KGtFJwS4RRNcGAdFOoGwTNMr5ORJHHS0SKMAQFTNMzzyE9OCfuNIojnv0yTtOCPCoFRPlIK1Y0SP6oAqUUweNsXfA6WveipsBPvjcpopJXnzlefJcHBr5SJKuRC5vJxjYmO8/FwUg8fvNSeICTKqK4risV7QheAtVYuyenK0BSMaKOqyxx6COm7QEh9/iGsOFNeb05nw84olG8Ut+nogcH0dFLKMpx6aVUe+2QjOGHCOzmSBDlGk+HhA4owEsjEQMD3kBiMAloIJFBbixXEVOwTjRYBAWaC4vf7wcBjqVpjnXi7lRllSe9FZ+GbNFxllFQ5ILSkgs4BaZ6zKvo1l9/GTPr5vhPk/o2thyY+reT62R2i6zWNWSAWGAkmJGnsf3XhVUsQrAnaCAXinhpdTxAFnaoYoVYRMWgo2llzBozO6Sf8uWEjcdT14cB4w6gSKV8qYNsKpU9+D4UXeixUj29PdSbbQQgnK2iyD6uTXZUxrx9iEJiTOdAcRZwkDixzHw/NDGFCOKCNEQSpIZIUnoMRkFkwXIcy4MJ7XQ6AaLEyzEaDRZdUtGC82oJfFT4Bn520AaUcbbxiWwXKziLtnlhc5tA2sQ4u7ZaTdMzZnoCk6Qk5huNYrUY3/xrM/J6ZBMGhIPjBlUsLNVOfyAgSHaARoOz2efc1iGUDd9GLuf1hcOpcCrlzWILGM6uZLOpbCo6GZq8ZHjYanVTZLZGkA0Vfi44Nl7/j3MSxEtJSwFvXTZEQcLorzyiOCXmgQLVwwNNOEnfyJoRMzTLsiUW2oA+mrSZLdE8DSRNmo6x5map6ZRhI0gVrVzRyMT68ndrcVoFm6O6RoJsO8h8R9Ta/nm3Pzjm94+lGVGsNpLYEXzyyea5IyMvph977nQfeIFGB4vijDVgnXMPCQEYZc7nTWWz4YG33spmB7J4w8NPWdwORq1m2my2UdT54g0DJq4ImSpwcuPtP7F+3nAZjQY4EBKZM1VUYRUi/mlVYpyk14QmIARoAic3mc0sy8VYFmRw0SaTizWbaKfJ5Da5aFeMbapqWlEKLYQMI4FAXv7997UL6AhapC9Ly6hAmGLqm9gPGfuQ3w8z7okJC3pbsZrEviyCfRC2AatFrcJ9vHW6ryBBiIdqjYmh3EZiaM6e2IBB5HypcHhgxUBwefatlbfwiPzIHgRmLKzJZrMnqNXVC2Qxh0Q4381gIj1bVIEIlIALH5OIG70VAsUjk8lnDBKI6hQwEBYMIzGk7yZ+yc3MEAhmBM3SUAXerzM7bC5T02WmTGzMbULfSTnMMbYUK/EkWbA9wfHxE93+BCJoR2QaDbjDMYOhxC+jXdPgKpANynD7M+scaMCpq3XDaLA2XN/Wytb909P9daIP1KnkRMLnCwFFIAd7eDznRU5ABStAcAYE+XFwMGmWSIUhbQZFZiqylwOBCHEBZAACB8c7YYLAw9k9mYyTqppBQ0FYAIShi6AIEiQIC8lv4XkDhOmMBGumY3CImIs1OVwmM0V6b8rkoBw2dJ2UmWfxZb7JOuEpQEJMtQwrhW2srSEr2rPzfViLmznO6U+LZWwHDfM4tFh3pie4+TGm3viLeCvZGW4uHne7++7tzXWt8lfyySd83nBg7sk5ASR8N/i813sHwgMDYTAAh7fgmdFoNMQzfhoNuNtN2f6h4XxeGynjMD6zznQ6aTJOx+ykDaZIUggsDaPueInd0jGtkoveuodAshC0HppAoYdu9lDWwIKVuHSDHioKq8deRHMQKix4yaW0/gMVxItePOxf4OeZxm+SyQ9b7Pu8z/N8f7xhjVmaPFFeSIMXafLURdcZJtxvKk9ChBgKCHGC7qM6AwIoYAXycJw4l6BAM0xAAp1wY/VRtGxmzKxpmEaJB/mrngvq9ZFzgYtkoY7nlL0WIx4yC7NiQohc317F48PQ8rpeV9lY06EvGjEbPknssuv2aet+0onEvfvvvfn3J4z01xu/NGsfPHjtwcLjsLbyYGk8RiFLS2tUFSSPNfjxYOXOO0vvzl1dlfnbEjPMZjLGyc9pc7m4y0BmmKIBNtADCggURQoHSbTB+8Wp6u1d6JAi4Z6lEAiIvtsnfTA8VdbwfAdhmJFp5riz3siMAsNYzpiZ5axZMpZLpflSdjCIoqgegIaDbchCHMvz8Zluq8OkC98k14oEp98X31idA44YDzrqtPqHYsb5/YwQCsvrp7J+Kg/Sjp25ezitNPf3ll5/srY6ORiTJSgzazCDHLI3XnmwIufYG4/vrGTcK89JwoRHaIbGCdOG3g7e17s3pMGCG7pxTwmQtqWkDcUOn4kSSqMzbYDFtnAAEJWa3ZZb7vge4k7yTs4KspFpmTJOE3+0IoRhZI0AeRjyCWNAzA/gygg4DNOKTHYIs2XY6DHoaDEApDSgbNdQ7I9f4oTOIcyYVpBzuq3+Zy+/5hDqj8vGF79ffw1/fvr2a8kEM9mNDx49+pB/s4JTvD9ULV7//sc/X95/WiSh7gFGrTZW73Er7LuJw6YlSQwWGUOzKFqlu+vTHbYbEATDOu03uKQFNzcFrxU3NSYBCq4eBdTx7MYnWuVKBT5okpnzAaBuRtgDz8hAYTApAgkzbdSNUglSZJeNKMgFUWQZ2ZyJklBVJuR3wdPJs2CcA0BwCNnl75fDwu75cLeKAvOdK7f/YspMFeMUHXTVjF2igiOz8yie9KzTK+x2/4Pao9XaxkZxY27jVuj286Q7n5rYWdhkm3o7xMn6S5wTnajXpNeSPw65zQCYEUVY8eltgIAUhWohxUKmiUQAhd6j7eF95FEfUVhWYGGTObInZlAPono2yGIUhoFCBigEGAwQsiCJJZCcrAmHcBMH/BLyr+1rLC97gB5wg6O1QzIoO9c46+RV1TMC6ILFX+n5glBjzsxR1+xsSigpdAbBy5fH1+f7Y+EQMuANr666FEC2n/fQSMneNnpTboIjHdCx2kWlzKGaLWLGhB1dMRSAwlRIn/dcEcLVowoS260+uYMWzPPEuBxEBwi2X3oQKcggo7ohjmTNQQkY5kuD5QEJZBCYBp4hK62bBr+CfPjjlIDYeaLTZTLMGnWMovatN8he5B/y9iqfyrz/4oUmRFBSPsURQ6uFj+p3FCrKp1OSvZRMlXpyvNhcCIkkdrs4fOznTcrAfKUQLxgkw7N70GFK6pBXpuvuAQLFA1dBooAQNKMYpuRRJVyiAhhpHnWpMduMa2xHzifBAwReGZExKaSC0eji4qg+MAjpwyjN3wKNwXJkYKxIJe2HMlkzMrKRRTZBHFJI2YMUOsDqtrYRyfTwENO4vt3udvOjh/3Du9fXlztnZ30GPuyvT1le9ih1fUYlnt2puExZt19sP3O3KxX2TJmefLdz3Ghz/pGvVPwktsPQSfzQttW5GlV31kYMWSzl/SIvyZTDs10hMcOCJ5XYtF382JQfYIBXFRLVnpCQY1YAwksDSuCReGU0yJIhjFw0OroYjer1i1QixvxgPg0QiJYjJyoRwIEsUus0E2vE0EK73CEltTTzcG9kovYeZqQncLftnGO3WtqFws3JBsXMxE+DN44Dlv0pB4Jtu2wrKu2C3WaK4J6dNAplP1Y5sRAm4dwkBIeVtW+M52dVAeHuQo4eFrDIs/Z9ONymethdvCefBJpFKuyq8AISvdSQf5vmHNBbomfF9hEITVga5FOGuoMoh2daIwJaIJIclRUQ3Jq/BRIQY5mMqmzCjaoDBw3Qk5VDFWzoM+XmTrmrCWG7U25DDxepcIBy91udwa0Xylbox2WbGVUch+EE3vPMK0t3v9vvuW0v9uNmMdzcbE5i227b7YrNA3YUEhrWhfIkaTLTWVn65scfDbeggnHogsJNTDECMKhST6rLqHIZ6m0VBECEWabA2K6CRE9VRaFP7uAAsgM981bO8RMPz4Cx9ahu1Z1ccAEO9VydiLRsAUFLvDwfzc8bWEZpgIcMZCvZoE6Txsjegw8s+qqjkWC508Hbul6nUtZbNP/s8OeZcfx7Hc5J+JOYw43NME5sP4wnUMCP2+y/DSzN5gGz3WKx2CxuHug/tSeTx3G8ZRd6dubVSXGslvW1T3+83zBc5URMUEmB1d70FMPUDaikwImADjOgesTZ2ayuwjD7etFRa45IlZYon7E6Z+QFKp1M0sYFU94g4u2AMGSYKRjzy6VBQOldiqKBSq0AIIKc6g9nBCuuOh15hAsfun7LZnisIaHv2d20qt2eUm2QQj//4vbB6lxxM5zoDNRv24kfx75vK5K4CRDNzf1mbXV///1ic7/Y3BII8ePm5gLgHDy16depQZ88eW/Hbxro/WYsyXIJXXrChQ8UBfGhoJw5q6p6CEilttrkPucd3CrKzmgDfdZhRR5S5Ew8E7OIwCMACnAI0lskLCDFK/OvlErRoD4K8FehlI1GF2rbEJevcpVezBOjJb5y1+4ASZc1IodWvtAqbCtDvHh2ePLt6W+nfw63NkiPkGMCDzbRCthsNOcWNjaaTQ49Vh+9tTdmyLu/DznCTdSy8YimvWbbtbUnn376436jN7y8RiBKBS6rq7D659p+CCEQuPGyp7eFXwEEIKAMEKSUAAv8CvWCRAcOe0DBAnyypufUrSBgXJsfHT3kuwsPj6CEIsuiS/Nvl17FJgYDVh7UCWrN9DZiqMHdS5h9OaHjWarCMWMIh/WRoSo6cmqRDpS/XXwDahwilZc46fXl83hugZOO5kJxYUEl1CoY1PRQkb1Hrf3WCsN/xNIkikW+hbpKpzbee7K2+zlteWMKFBxqkXikEZGDvcdU8AkxQeYo1uhjl08IgYYMFfJ3GSaHDDQePtrQStIkKAi+u2Iq80M62uVc4iighghSMOQPAU4aEKjnwhnlIE7OwvadI883ScdWmCxYiaVDf2RRbrULbeXDMwrbKXQk+dMvUDVRXwIGISM9vfz+cW2D1X+8WrvzDs0G7cfNWFeXJWLvrbdWH9X2iY3Vza1mcam2tXv3+GSxipnGBqN6QSE0tG5doL+kwpKFBVRJ8eDOXvCWn9HmuF2d/6Qmr2YUg4AUGvfnmdaBQhrfMdE8IuScdVNKAQtZwggIYMTFqH5EyXHhYZg0sgm0MLOZkKD+zoQpGKgfoVTAnD9VvU5KSv7Igi5ThlmHJ1/dfBmKHq3x5fjOO+/s3z/nK4Onl+e/fPkRbSiDvCXFBx+MmXGilfGd1czELjROTxu9aiXeOjj46LHRrjCvJwquAEllIY7crF4PocOzQsK5YZFm/CqqCu1OHmGXO3kVwoDBzNJj5ZrXP+QcTyCkQ8wR68Y8B7oEMyyiwKqneATOqE5lZVqOmZhmVvMDSmOlx8QRNybJ/16o/22F6oD4BWTYCxV5FMwvdvgO2PSrr16e/vbF+fPj48Zi4fnZLvpevHu6+NESw5q1pbU3195cWoIrTCxW4mqlerx+r/D0abz1eOv+0/M//6PhfF4bKeMwPlNnpnEmaWJtEye6Il1rFcQ0NEhZtEymQ0q6pVMY2EFp60FIwNFDYeihvTj0pGJTFC/rqV73mkPAguBlL0v/A4WCF/8LP890fSd5Z5KdLP0+8zzfX28mYsWXJRIYKAyuWy0xAfiFvyC5vxA6QZsIxI6sVVB88SWJFZTAL2gJCHHMy2kSO1kXpU6nr8kR0HyBzdbZmU/YPFvEeqAhdHJkUqPgNBAF1TxAmJ7vNb2m6SkBghi9Zl/hsk/q0CNGEidBwH5ot+z/sdGV4TJJN3/89McTmr9//rU94/5J7qu9boHGE3qy41k8nFzf3NwcZl9/9evPx89bx08+adlRGOf55IJyszUxvlwRuBAQ+46hCBe8VVJB+mAnCJj11LucqvPIbXFoBPrS/hUbP1EWIOQVKs9l3ZIlNWAkNQjuQHZX8RPETTAg0pqPNHV4SbTgXIvEGz4YrmKB59RdFNIHgxKKYDrt9cGhd2wzccDgICpnIWJP7t0pynn2/JeN7364u46iKBUea+P7entj+8nzZ2vPvnnt+bg1iSbb11GcJPnl8mufrk3SMIkN2cTKHiaCR+uYIZhlORxRVlsOiUhwcBYP/T2AQPIjdegBAC/gAmNhXrNJOWboQi+aJhQBjx8X2RFMCSRykmcmOFGjwBL6eXzAsFyMdxyA8BxtbRDwShSa0979kN1Y/XIUekdvMkWpbZfcVpmB//jkl++f/v37aXie5XEoQGYPZw/LmPDNq9czNHG9Fg0G0c34lldRnCXcOWQQtSkflKeXVoIE/7eOwAEtlLLhpagjIEiCSXbmbcpbwj0KIfOBDTxUjcIBMOh0aoDQUQFidvwzvINJtU6uBRmUc0ohhjINq2rRx9MHq47n0nZ2TMNzHaPuaThAQw7giRa2PbV5lpzggVTECbCIQCPF64kfE/t4MlEjXG1nVaHfscJze9odxGGURocRI5WVdu/6Oj8Jf//7djyxozgeDA4G3fe6hkL2Ck/2nMUOrXAkDF4SQaKQKsAJ0ATVki09MGjyy1XWFoCgb2K5hThIpCmyHBq6HZ9Dkm0ervzHwtKLR8QL0UTiACOrioYskAIDEz64TJpd0iM3gBZu4E4DUieIIdsZHLBhOEdpMS2iqCiivNArbJWC+JPXeH7zjEYM6/Z/3xx0u7uDk8HB+SBpD4fpeBYdTrafXsxOU24L3E0ODg729t67MqR6W3kMBvbLgoXqRmi0VoRGab9owkzwlYtcsEmnwAMgpA3KcjQhMpiu6NBhzwYMFFiGuUhr26Tp/wBXYJJQkl13qmdIpaoWzjwJumnKQRiuw84VGaQQ+OAyAqc5xHNKIdNykh7gQYlHmk6FQhzFQc4Bg2kCHBO86qu6fi2F3ecb3/3+eO+jb/m22elvNxfbT9WlGs/4eLiawIfu0dXe0dHHQLHQgBNYBgArDSo5DAaQhmb4AkilW9Vru8yvbTb2xE/8JKkEg+U/7IENJlbSyJYvxC6DYaro5B99wzfwGnTvfmRiGAZUQCAQiaghGMymY4CDo+JZm4c4vHYAFjyHcgqRPU3ZIYuXDnNqR0WYD+MgRiJFD37kQJNGRZoXea9H3GktY/jt93e3LG+UndnxeG02SVfDUhfnezujo6Md7s3c3LwysLah69yAE42VhR7mLsjwJVhQOhHhxE6lsE4iwOMcRA/GUm3pkQoHWeUbLms9bsWXMHxJg2ZMBSwMOv0MzzQkFwTxSKWJcWaaZOIukvDMB65fukwm3OaWgodHYiGxSCUUDXTxm3ERSQZ2Ki2wL1mA6cEwX83BAlTAosiKrJ0l2UnbHpNCbSxTQ11fziYAwLDttCjC7GCwt8edWv/srG+ub464M27zqGs0VsrOLAhY9DwwFnMb2As6uFBQ0miAEmf0WcCdFxLyFA16uXhCvEUf2dfMCiBAh0rF9REHkGipw6iYsAN0qp7h05uocSYtCdXkYGQijKor6gBH6Sg9yx2CAXkmvGg3vTZQBGCRswWYGd17DDvqFRHUEBJFGMX3+yIfFjkwZNn5YNSd/VXCMLsEgginEHJiSh6R4Bu6O/9crf52d3f7Lz++OUFTOe8b9BFp+rLVmhSVar2DCQMugAYYqP+g9/p0Q/oMNXFxFnxgUWU5Pciaq8sNFJ0ae3bY7lQEjZqY9XrF8evIpmIsln7VVAPHOHNLeRA2SKvqEoZTakMHW5gvWuAxmIZeHsMLXXdQSJEHJtmpXAOKwEDNwzhEJXEMEpRa3beLu++XL/gKpr1f7O+Hq4yQGRQe7x193F397fbu9ibK2kkyYJx3R6NRYpAdcrVVA9ksQDSaHFvEKhFDjfGeXGR/nlTH1JehsQT7YQL/ZFnyl4t4zLNax/Irvopyfw5toAu/whNAoMeDiuMZFaP+wDdFAABZrLJGAn5NYDCani/7245yChNpBG23dJ3ogjpyKyhHLEcqDEQF4ZDqKRDAI46HaH91lfxgmHDP5Oh8/HT5hoQznV2epkCwe6BfNXn8+L3z9wdxcTlLw7itCIrLHB3trK+/nlw+3TCWGlhkuVhWsxo1zJ3v9aw+vUKQ0OjLalcLFALEtJRDqAgt8wjgIGSYCMPi+hMwxAWfVhV04IXj+I7DzB5vUHGqSjBM1AMiOBCXVyKBVy+zbFa/nIDoqQRrOA28raDZBgh40W4HXhBP87w3vQ8TSEU48BAtVot4GMCINpzgEp939283xpeTyWkKGKm+sh3uJm8mu1mShFmYrUKF5Lx70MVpbr7x4QdvHZyyvnJsG1zh0iqsnG9gnJY5y0ZpT7PKoT7/WFqtr9FopgjnoFNVMslk4CfrtKU8KUOyqAqNjg84hlNHH5VX6pW6j0g0FF7RB8PlswRap+4gCQ+pbMlbkk2giSCgF7PlBcO2hnpRuAopJC56zPAgist9HoZxkeUZlzkBBwz8ev/2bhlpAEWBKHaT7PMkI2iyKWYcZLu8wmlubv4zghCDePxwGk3J3xCIvTCPXF3KY8y2zIbVBIIm3sHqN3vzvLVgWZK4AJG/hBL3QUNgGLSfFCnnMJbIARRymgQNmIE85uoy1K3POQ6eg03Z1ss1AK3/eKblvgteYgVsQBn3DkJ7j1UsDyyIqluB0MA1DsGjXcRFLgBwdYSKVaJFHDNh4Ul3lG7fXdzMiBhgcbi/v5rsDnT7echPvPCTYFlC+BgcdPeuNtc/W7/aOdmP4zgooqBnPzTUKAECo+nWam5Nf54LBLwHHxZwHrDF5PphOz1b1v0BY0UMAQiEDgM6SqUUPfENc5VXiBzl4lcdNwkOcxCi4rwCaQy/KtY4XtX0SjDQhwUN/HqzrsJDDkJzO0AmRE/RASjEiyBoFu08VjqVJzmUiJM4y2IGfi/jePckHqD8UXJ9t/0av/NEYYEw0v39w8P0cJLiOfflSwqBhjzOuQ875CeOd0ajbvskyUhnXz3uGahDl1yZHpOQ8Kwm4PQUMOa1mlvrV80XLPMs0bZb+ZEO7qMXuEpg0FXu0LouH3Sw59TUFyXOIEeF54N3IAvaYZI7ZR2dxTJcBm6izLBMGjS+5zA89SjAo3wogLZfQlE+A8AogjCYBiUO4TDO7mkQxycKAZmm7mh/+W75Qt+9vLm8POXefHxEpuChiV8+yjhJkRROjHZ2cBO0crrnXfV+j9HH8D+izme1cSuM4rLcEa4dKqg7aSxbsdIqxiZxIpnB47Zg3CZY+A+TQBZDzKSL4jgD9kZgsog3yWYWhWYCs5tdQh8h0MDMI5Q8wkAgD9LfURb97MiymYbq+JzznXt1pRjJCRzYWhBvZWhZmP+VijRNPtSiALTzzXc6R6WhKGczOHmjfwcf1CI5TNqHVcjw3RdwiKUcGLk4pmgBCLZpm+l0xoY9mQLCwDSy2xaUSC3nUgXkY+QoI4tpShcELRTCTGzbjy18ApJIHsTHDkOn+Zxo2d2DC92D9S4Di0WXY4vD6eXJ/Q5AfL6+xC7fwIf139Q/R+tbbKajrjDALsLJVTSJWo/RYb6UDyZh3Lu9/v2H23kuXij0yNWRMH6nFVJZN8XRkxZSag/f/Euq/o5ZqR9YQAkOf5Gzic1KBiksgido2ABQ4MuHHFjEV66bzSzxAdTwbdPPmA0TQJYAGq6c8WJaBS46tpbppjACNlCauYIPtxZW0c6qa8Sc6I1zTo9y9pAGXcKZd/Z20ci0O0XxB93pPv2wy82Hv3wkV59cX0OHN0m94gkSXIO+3u/397HNxWA/YUTYHD4GwSbXrQYrq0TSr5/ddpw4DhcIhAQMEOTBbbGC+EzrBIVs6lumKrk+QyMNPOJfLRTSmhAhAWpukrCfKGFLD0zpZ1gsYMGMJcu0XCGR9iSQNBYiD7VgkAXkuKTBU4HChwSWTfoGD2SCKfSAgciJZR50OnMIsdcjWoOFM5csGDuI6YsDfsK905Pnf35hMenzT59vrqFDgoBEoc14fTRe56ZxIFCpLMLKMAzRxdXRoZDI54NoOr/9/sXciev1GGIZHFfSEVM6PDaGzn4zqaT1EZqJoMDiKwUJpJGEiZTGnrJKuaA0ol05hcGZLrRRML/NAI7tAkHaRjaNtGkbYOabhv1EA3oosAOC5QOG1SZoWUJjuZfr/ZpFIXyGS5Aqegpa6AMsgIKa9haOwtGrTzsPHxEF1nB9c/P+8vL95WuudBqvb4EECIwwiH4fKgwG+9zPJ+Q2P4/N1tHRYe0wyOffbU6c+d2PzzpOfbGYhRM8l8PWaECn82E5ZibDQBspQrJ6JmmDmQZg0ZJLcCA6axKOjYbhBcowzMQpkqSgn59dTIKMSTP1wMDMeB68kH6yYoYElcVDQIAf286pdwgOsUFhmyB12/N9csTy3CFZdEADakw5p4VTAsMifH238/GeJegnQuESFOiTp68gxPqIYgMcI67+6lb6B4NKZTgMK+Tt5mOzpiq9fVeKFtMXv+86M2bAZ/TgkCGq4ZIMsq64ACHYWxJ1wYHOwsgJIjDWSlFYCk9arIbVOj3O2V6XjSHz3E4xBE1igysXgQ8FL4NieDS0pbXADnTk1VFTOvs05ODoOXVjs8nlQKUDCSzNYnIS+OKiwyATgfTmnZxUouRA6yQ4xO93vtzDBYwBZzh9DQryhjH3A+1vIYctClZACG6CM6hsDKmI+YiI0WcLbZTevg2iRXzx7MIB1NUZxZrnWRTB8bOC4oG1pKOwjKeeb/Cta2HINuoBimSCLsv843Z2GcqwaAo4aDTCI2XQEM4MzIZFIy6g0kpdcDBJ3OykCZsN+kjaNuUYosNT6vr/gj6THXbJVY7VY3oCCDjTe3ELCgkn6J1Ob8+J5ZCfHh52uHv/Z5HhFEGc/vPm/Pwce+QSwBEYjIqQgt3+PkBUqtXKsHp0BBitq1aTR5AvlfKtSezsPuvFPncnWYk4TTSbRSvBo8EZXVhuW66qgEpyIJODJLgjK8AAQOnYNSjgQBliBcpBK0zRkJpgFRhSypjACicsFyQsz7RlFY1GQzqxSN8WoJg8LBpKzl622lnJxAcTgqVlKWKTKXAKRqJ0UYdJGfHBcbpON57EJx9FB1AQGy7fnNIywWE8FgJoYqTCJsa/jUbFfr9cHkAKhAEjms2W6rC0WcuXalE4f/aCnhGtBtFsEgFHiwQeGAYdgLKIyIalsSQ+byXMQBMJU9jDIZLJKZQEGiwjQSpixbdiBF6D30AI291mK0ZYFm2D4/fTJpwwTV9thBPoPh/ZXgMA5A7Ztm9RitjSCn2TXdZCzDkX1LkgaQMCfcNh3B3WZ1wk+gkY7k7BAXukXp2PudMXSBAeRsgCEF7xd0B4j1+OumUaRxUwqkdQosUN32qlWo17XQTxiznnj1e5LGKyCAMS5yR43AzyIIHlmcjZptJp33T5JKcUTWWgzJlr6KtPnRkMOlO0ChXg4LSGZhvwl7OM1hRZWiFhJOglrRUASFaevQYoJr8+aay+6fkIBDCkDymjDRhA4TNNwx4Zu4dAbknbPHqMsah4Ft993Dm5eX96CRX+OR/rISy2OPDxeDQaJ+/42zC8lUsMKt3KoFgpD3FMOAEQQQ0+vKXy8evdjjOZrUZcCRDCCJJnEAWPpZKRLmBp2Jq2yf8wo2rNvxuMNNGLAWG2XTBBDhADIGAHIknccimjDUwgSPDjSiVqQ6bBb8rQQ9Neg21mrWF5AOH7a2YaWthJ7xAdfAd2UG34QaLqMcsNBssoQ8MPkJgijUW4+Pxl5yQJT2hiDAMEwFg/ZIffxiqBMuqXB8UirbNcrsCHYbV6VB22WrXDQzYgARSl/flur9eesc45IngHAadRN/ObcpCSIQzweBQsZniIm10DaEBBhEE1Zxl2z8wzw9rGEgFB68lAyZU/AACScDM4hsQEMVzCJ7BCCf22NQHimT7a4F0bioBFkifaRArSQwef8HuwQy89WUROKBA249iZxosPs72Hh5M76MD3TmoojsCC0tGfrwNCH8eUJorlQbkihyhXq4PqxvBq46dhExhqkAJtAMTV9G63N52Gk9VJMNnUNTKTlceV4AmKvAGHTb67J4NLewIFy4MnGWgsGwEs21KsdkFHi6cyttKzXDJlgJdL2RktTU3c0zV4CE9hwNNcM701IZG2LWEDFDyQhY0/AEZbFWvZQxyDRhsQlh2HjxYLJ+alvnry8PzmNKEDAkj88Rwk+tQWb576xVa3WO6XKxjloCp/uPppo1J9Sc84FCv+EA6l4fT1Hgj7WKXWe0fRpB6Bg6LnJkiUDC+Nta1B47U1tg3e2kLF8wryPeHCVgMKdhSvMQyOHwAUJBQtyVJwAhQoqYSJmiWb6+PxCo+NB7weoNTTDXyC13Y7TUuFFDaTeH4bXsg02gLDFySMB/jI7y4+dONZGO3d71wLiHMRQXTQj5hQRAxbRWAAi2Jxv1wEAUyCqg43ms2Naq1ZQxcvayVVc8Hcxt5BOyanKkREKxF8KJU4tw4Q1LuS0TA9fX0Zcw0ucxMa7xhCW3yfvthhUkBFaKYR0A6FBIvWcYSUgSnAdNuVPvARVzhgNPwbqW1N/4EHCGkMwufFOzaPEYnfPvbqli990EyFAkKJIUAOpbDvAEU3xijDDwh69nzn5pJOgSsUk575RItisTgqF1UDegXbYr8MFljE30SJ6tXRVbMVqYHWBEQt/64ZhQd0I83naiAir2xFm0HCBgChZJsQQhQWDL/ADK8Bl489XpUSKYguQrBJqxVACc1XEh7AQm7rWksZTVUimcySDFjGKD40jv0G7ZSyxbW659WPj32fJyD43CkAOHJ1xweAHNfD8onj1GNfg6MFfIhXVifv709uCJJQQYffFwxFSECOGsAE/iDLoDwYYQ88pY4yqjjaeNn8qcnfG2i9PDz8448kaNdaoSK7E6qAgcfjYUkeASfeJZwISvn/ajqDF8epOI6XDgyCwiBFiNrNJBBL+pJIWkiaENjDLmzBLSpehsAGgvjGpfYyFy97lR486EBv5rSyf4BHYRf/AA8Dc+xpEOYP8fN9oy/Jy8srDvv79vv9/n4vbeMoVMTiA1AICyLHQG2Irq0SbKiy6BHMEBpUSZwfjU+hAp0oINeAF1xQN9CEWIgmgsipQ38m5MhEC8BgXpzIovczYWCzT7LHn/D4hOzq8aurKDtcZRACCi92fnpxo7SBU6IDaPCphMDzRuhIESSLN+f4A5IABKae191MOKxWZXm9aUu8sp3Pc4Bo7xfPuHm12+wuAWLnQQmSBy6RplO+lsaDpJDHfj8K8MomXAqFACzMEj4QPjOKRIUS7VFEoPBdhqoKWvZB1iS9IAo6MoYQ1Z07cih8kMKyIHQ/fbchGAgUAFgG1mbRIQgOQcYZbRyixwd4sthF2RWEyBZXr+TwXv7s7dtfLr5EGP83weFgoBMk5wxhAsJIoMVmlpRJUgNGW3VtBRIUVO1LVl6T9TMnjQW6uLz31rl3iUOAQy4s9nIKqCGvIOyAPQwB47YJmyKCHlyMmcbmpHJKA07vnX0QUTZ9rKip1F1VBjWUg05GSsEndNqDAGpZa0ITWVh1yh8zmfu+HDhkgGEPhpGoADUAgB8GZybKgAU2LHyal35/gzRInecEL2dAHoT+k7DgLE3MMMr4fBZ/2mEPFNg1HwFjl6UKSwxTTdyvXv3w7OrV5StUcX3vDDP1HAwPHiGBvJzS5SPlUOcT1ja3x1ABhBZ6LG3QSBxB9GAU40A3qqITNAMQIOFu1rGyeETsp7IRRAEKZ0tOCOHEBCdhFGTCxGYGIIAARICBPRMwBgQOGTvHbs0PIH3WzPqt9Hb49Z+3P35JogABB8WMXMkZEP7vUQj1Q8wja5M4TpI46eKynIsN5fzvlbQhUmAT7o7fJVA4j8ghhcetPPRxP6X+nDhSCJaUTyr4V5twWQBAcSSBGKgRNsaGNEBC7ChlrJ2gSSJaWlA5Umww1vyDrZIveJXAAQKzsFaCyHiz8WCgCEwGAH5k3WDn28eZNebgO0b4ZHo/831ggBD5/urp099fSBkOCKKefU2SgApggldyKYv4NKkliERLz7herTpsYlXNV9VKlbbckrd6w0dEazgBGS4B4x5WVBNsAtOcvMQtJlNGwxQZwYqzJoAL1tIXptCPcQta0wRL2Qe5Vki8hxQcO9gCphT2Y3KwyyrKvuNlcGYgzJg5lqTCAmpgPzayJhCwhshNYzLjIDD+lTlEfhbpF24eZMh25qBSOB0uP/zo9YsnnyOK51/ABswRFiAFhjFXsRjBZRzLG+o6rpOuhBFVuQIANoDgFg3RzTeuhlhsZBN4BZzALcmhEzwCXqjinkAPWMHMeqRlUmjQB5ZpilvQaAoLFOz86wPRXfESXvAebkCKcF5K70AKVaMKIYljSQ1Bh6oghbFN1mT8DXQBE6x/8O3OWEDw/YMxPhyhmd0OIjCgp6X7/gKT+O4LigTnCuTIBC28YZ/NgECCABIkAQ4JCqmruOwwiroqlT7pq3nuqktmocCGzwO5RaXvEORrj/grYaDmCs10DxIAAUlGEXTX+xYSPYg0/51MsWwCFKKkmp0pWsqm4AGE94jW4YPHSB/aI5CIzqwKyjBT8gQIeOFn0AwkyBTA4cOIwjfC4SCSFATf+6nf972/lpcN/p8/f//rE2SBFt4gB4KfJTOsET58Gj+ngpqddyoe4AJwkC9WVJZdt6JRWZZ0GKYWoGWXt/fV5TP3qQfrTxAgha5TtIFHAAZdSgrVMPWEzMgGZ2MrWiAOHX3RmyY8ohGsFK8YK3wKsDMAOOFK1sGaSlpRYxJinNqT8WlI5kBlgi+0WWMNJmB2UM30fgMKAkF7/8CCNb+Y9/p+XWwBZNf3+eRu8fbm3S8vuEWNOBIIkah0pIEFgyQ+J3wmUQTveAcSumO5WZVs9eovLTe06pq+nHebdp5PWp7wvd4oZ9znhJtXqZBQ1FNZBCPOXGKcTKejiDdZVokwMgsAAuNW8sAtimWh8Ig3ABQOilJwCJoxM7iDc1a9YnkNXHAEPLLBJY2JXNi+bIfODSy9m/KBo8ciUq8XLfytl/bbu91Hv717wZ0Y7kgKgDd0CQhwYvBN4hpYoIlOp7qMk1rJs0tK55bfYpXfTqdtqZV5m3NbZkHKgA4VUa85VGXLJ1pxQo6Z7oEjnTKVcowCVtAyC6I/hv1t4aMQ7cjEUGcR74kqDgIPZAtiBuGrGrEOhzBkbMBKpEAKoSscQos/FmIByAoGKCEMuNoa6cEzW4+z17svYA/pMLy+ec3z1j9/7lbZNUuqhE5pMsYM4g6fBJY3QoK5uoMenUrssu5q1NGWf7WCotrMwKFqWWqUUsW8msyljUleTefEraoKKconhIeIwZUHMtPRmTlVuXnrsoa5BQUocuyb5oiVhg2xqtwaYxyIRelSwRM4CNEQh2WMMFRHyiNNJB7ove9BAjc4FFw9QLL11W37fuCFXk+RGO7Up8Mfu5vXX7La+jqRN8RkBu0xh3OFso5lDTN114w75Y5rdFJKHdqr6zk20c0WG8Lvqs7lzUp5c57n9/LHdM6W5kCixOEJib2HOFLVGBj2ZKR1ObVxARa3R5ghfTBo6G8J2vmFq0eJGF64E//N2HECVzEgFTQPecI5AidTsO0KqA/9wfjASDLwPa62adEDRt+n22EY3OMD/hj+vPnlM+7WIwjirB3pBUZH2DQQ6Vy2iGUa3YqrDq8UHaquopVlq1NXtqTRvC3bfHPvVZNqMuHSS6URUUFb7pjhxLJHHABCEsnnk+1+RGg0SHAs/CMYcOYEDke6Rm1pwwyjJGKZQZMJDuSCLRiwgBQFnAABfKBpSBlssAAJEH76oAGf6EWInuhhxeDdOW4MQoP/YcTi6bsLvieFDSp0YUDJxJYQKwqoVx2kAKNroQIidVkjmpKXKtUTHKoy16oqppCjzPkYbC5XABavWiOQqSSx5oRFyiH24KA8ktOlKQcKQSAqlBvXiiOt52iOt3cQhNLCzcMDbQ1FV2GseIAUVDMU1pJoXL7kEAAiRCFbgBCmL1LSA86AMMBDwYsJ7gCSuz8Y8MTzi48unvxwnmzqZBUTJZXTCgzqmhFwlEzRb8igqqS44OAVyohK4tBtqumk1XK8rXItRtfrzSJvEUc+zxEIMJBF8Qz8ALPEMQYljYHx4PIH/KBDIIHKBzhNO6oNWzHCAdIYwQAcVE/ZibMOzSwli/C/OiywhYUauCwAcACAguYV0NCu978Hj23K6G4Y7vZbIXE33LEDxFdP3z35WvF3SOCa2AGh5OhK9aiFEZSAB0npGm7ZKWWovsYvQQIQWI7miINwKzRDuO08fciTSg4gAk3gAySALaolwEHxs2spwuX+X+8Np6M41gGLAAAAAElFTkSuQmCC\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}}},\"title\":\"Snow depth\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"ac_unit\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"18px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":true,\"decimals\":1,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"cm\",\"displayTimewindow\":true,\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1697382151041,\"endTimeMs\":1697468551041},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"timewindowStyle\":{\"showIcon\":false,\"iconSize\":\"24px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":true}}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "snow"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/snow_depth_card.json b/application/src/main/data/json/system/widget_types/snow_depth_card.json
new file mode 100644
index 0000000000..af275581c6
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/snow_depth_card.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "snow_depth_card",
+  "name": "Snow depth card",
+  "deprecated": false,
+  "image": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAACgCAMAAAB+IdObAAAAmVBMVEXg4ODf39/g4ODg4OAAAAD////h4eEjTMetvOqrq6shISHI0vE+Ys7k6fiRpePw8PAwV8vIyMh1j9xYWFjz8/ORpuO7u7vOzs4/Ys62trb5+fnn5+fy9PtaedXW3fWwsLA8PDzV1dWkpKSCgoLCwsLb29uenp6fsedKSkq6x+2Dmt+QkJB0dHQvLy9aeNVMbtJohNlmZmbm5uar8hRNAAAABXRSTlPvIL+vAC9A4IoAAAZFSURBVHja7M9JEQAwCAPAcH7x77aVEZisg0Wao7cLSxim1hsY4sDjTxxdJ+BKpBUhowgbRdgowkYRNoqwUYSNImweu3W02zYIhmH46MPmZykhzBxsbYSFZLEBU33/N7eftEaLrCztpFg+2Cs7shMs8cRE8QcgB6Ww/z4AOXUd9t/fIcPQIP0Jq7TQuJtIAuvGtCVk6LrhHdJ33UoSiCjfpRgyuE5IQNKWkPORJRVSHd0TrpNkMJb0eYikTSFNwpC1g8ukATkhhOCtAKT1WSBlYDZwVoObfAwM0cFHB20nGxOkJztK4o/cJhC1SHhbHOr6q/ZSALCUZAmQFJyPmIo2lJEtOEHZRYZY7wKNgi8I5MZMUtTRsWwBGbphkTRHf/07ETNR0LAWvPNWbUaQCbEgBnCJdH1vJAeUSZAEfG5LS5J4POT5S9ckzcEH6vrqidICiRmoU/VTdMWRAZf9BWeoli4Qa7eF4PCnpDl6oGXn+hIXyPx2RxAi6WwLaqGg3ZE3JuK8JaRJ2h/i2oFEk3ElLxDJp9EDjmYYsqgZSmZmnPfG2FFQHANjJDm9FaRJGmTlYImnEjTyjLrXUysA7SV0lO9DSgneQNg6UpD1JdQRZFwl+8dDzj038Nx/9v0LCy7HLz2n8M8Jklj1YMhTd6tf/yHQaURrI8hBcae6tJR67Tqlfhx5aSnujH3WIKva8xV72nPXfmPIHQdeGbJ/CUPuOOrBsH/JLcjzsTlqTaLwmb59x830100gPOvf7NlBy9wgEAbg0ysMlErAOowWBsWk9/7/H9cZ6Yay3cse9sODL0HUGQIPCyFxb8eU3Ht3jvZ0q4LnVPoLOv/BMcMj59dA8PPh+DavH4+9O4N9LLEAsKHQ6cvkV7INL1Xy0UBXAlKCJYkO+MIhs3/eI/n0M5D7/cqeWvd713+QRJliokGNuxagkl+iQimRKoGtAXINHEoMDxvk7NIdclq1zEbfovIhyHTAIJiSV5AYUubYU6qgihtyIrcgCLaKyaoXrCf2G6IVahCvUuXsjRSR28e+2c0xIS75/goS9FDGKfQM4cHDp6w8IeESkfKA9OQ9mNU62BuvZJWPfbObY0JM8guvIONA5t+MlkEBQOwIBmHoWeeUQpoQG1HxgMwGABpKr03Q6P6Rvv6A7iCiFomEyyCNaFcFkHsWiHYpOHzaKGstpGDrhqcd5iXKweddJJTcRX1rLHf2+96jtZw4ZM1D7KO+BRkqaU3Im9l/K2zIwtmQ1bIhq2VDVsuGrJYNWS0bslo2ZLVsyGrZkNWyIatlQ1bLhqyWDVktG/KHfTNmuRaGofAULLSRIggO1VV0uPr/f91X7Wmoljt8izcveKY07dBHT6JC1aYXRJteEKJgrQ0E2bltF4yyJM9USxFIJ+eZaXFy9OYi41O+qxH1gNhGQOYmq6NSveS3mkQNiBMQjqGzbEcksqY4/sT8jjNsV2kB6RsBWWLAOKxW3pII5nIwUiUdIBztkkHavOE1Jos1cd5k63m6KExmmRAyByLOR6Mx8QgIjMUVSHsB4WEY0ubMDST0ZxNwBpMbj+d4IuvOgB8DmQ/XF9byARbqvvS3z/XQPdSDEgk/I+/CQyDsG0cCQi4CcCob/vK3gLn17XZZYE1zdjtjjqwE7QMg2IoBSN6pH4c4nolqrbAexFiHHmBkeAAg2B8Bwb98AJFnyjeOGUVfcdmIn0ByhXlZ8AgIu1SOAMEDfPAw/U1T6RRc8FXecQoQIz3jIRAYCyDwyhrSpZ8rDn/vAEMJ9jMQNCl76Ni3tWhKYo660D+kE2RsSjkiH4GkjKeKYwt/BUSKOcBsJUf9dNvFa8z8SxBroKO4zUI05Oq1N5CwVRwwoHStH4JAKHYUv+dj3w47WDqTrj0mRHLfemDuqkAmH6O9XT0arYXX1sN5I7RSEvJjWs6qQORDEFVsEIzffjJbkfOGVIDI2y1x5459fdIw4IHZDYV2KmS2czmfPoyThCDRzgieAKkVmP9zuY4PK3V6QbTpBdGmF0SbXhBtekG06QXRphfkX3t3QAQACAIwEAHpH9kak9s3WILRGEJjCI0hNIbQGEJjCI0hNIbQGEJjCI0hNIbQGEJjCI0hNIbQGEIzEXeFidyxbK49E+0+Nb+LPP0AHfPQJKP0zj4AAAAASUVORK5CYII=",
+  "description": "Displays a latest snow depth telemetry data in a box layout.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 3,
+    "sizeY": 3,
+    "resources": [],
+    "templateHtml": "<tb-value-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-value-card-widget>",
+    "templateCss": "",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.valueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.valueCardWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '250px',\n        previewHeight: '250px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'snow', label: 'Snow depth', type: 'timeseries' }];\n        }\n    };\n};\n\nself.onDestroy = function() {\n};\n",
+    "settingsSchema": "",
+    "dataKeySettingsSchema": "",
+    "settingsDirective": "tb-value-card-widget-settings",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-value-card-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Snow depth\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 20 - 10;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 120;\\n}\\nreturn value;\\n\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"square\",\"showLabel\":true,\"labelFont\":{\"family\":\"Roboto\",\"size\":16,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"labelColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showIcon\":true,\"iconSize\":40,\"iconSizeUnit\":\"px\",\"icon\":\"ac_unit\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":1,\"color\":\"#7191EF\"},{\"from\":1,\"to\":10,\"color\":\"#4B70DD\"},{\"from\":10,\"to\":30,\"color\":\"#305AD7\"},{\"from\":30,\"to\":60,\"color\":\"#234CC7\"},{\"from\":60,\"to\":90,\"color\":\"#F36900\"},{\"from\":90,\"to\":null,\"color\":\"#D81838\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"valueFont\":{\"size\":36,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":0,\"to\":1,\"color\":\"#7191EF\"},{\"from\":1,\"to\":10,\"color\":\"#4B70DD\"},{\"from\":10,\"to\":30,\"color\":\"#305AD7\"},{\"from\":30,\"to\":60,\"color\":\"#234CC7\"},{\"from\":60,\"to\":90,\"color\":\"#F36900\"},{\"from\":90,\"to\":null,\"color\":\"#D81838\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Snow depth card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"cm\",\"decimals\":1,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "snow"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/snow_depth_card_with_background.json b/application/src/main/data/json/system/widget_types/snow_depth_card_with_background.json
new file mode 100644
index 0000000000..1505e705e7
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/snow_depth_card_with_background.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "snow_depth_card_with_background",
+  "name": "Snow depth card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANYAAACuCAMAAAB9TAOwAAAC8VBMVEUAAAAJCQnR2OO90Ny4xNSr0+aq0uS5wND+/v6m0eSs0uX////Y4Oz+/v/y+fzw+fz8/v/v+Pzv9fnw9/vu8/ju9/vy+Prw9fny9/r3+/3s9Pn////y+v32/P4iSsH1+v3u9vr0+/35/P76/f/w9vr4/P7s8/fr8/jr8vf3+fzp8fb1+fv7/P3r8fbs9vr9/P70+fzu9fjq8PX5+vzp8vjn8Pbt8ffy9fno7/Xw8/i21uaz2+yw1Oa12+z0+Prk7vWz2uu23e2w2Oqz2er19fmx2uvi6/Lm7vWu1+n6+vz19/q01eW43u6y1ea52Oiu0+X49/qw1ujj7PTg6fKx0+XX6vO01ueu1OemqavT6PPy8/jT6vXa7PXB3uu22OjO5fHQ6PPR5vC82unm6/MhISHg8Pfq7PHk6PHG4Oy61+bG5vTV5/HK4++y1uis1ujBxMfp9PnO6/fe5/Cr1Oep0+Y7X8jl8/nh6/Te5O7K6Pa93e3e7/bP5/JVddBVVlfh8vnM5O7j5u2Hn92+4fC32uq1zt/y8PW74PCouOcvVcX++vr38/fK5fLm6+7D4O7a4uy43OzT3OjY3eCvs7Xb7/fX7Pbs7/PC4/LS3PLc4OOtxtjU7/rG4vCpwtS1ubugpaekt+agtOSqrrDu9frA2ueMot5yjNegutA7PDze9f3Cz+/Y3unf4uaQpOCnvdLH3enFys2doaT89vjT19o8YMkgICG60uGyydvY8fvc5vbO0tSgtsy8y+y7v8HS6/fY4fTw6/GsvOesy9ytwddISUrJ1O/C0+PJ0t++zN23ydw8YMjk9/3p5+59lttuitaWmpxwcXPq+f3p9vv88/TO2ufJ1uWXq+Kcs8eanqB9f4C5yeql0OWkxNk9YMmXscf37vDAzO20xNovVMWUrcObtM5IaszV4eygv9NiZGUuLy+PrLqIpLiMjo9/gYGJjI6zw+pkgdTJztEtLi5gftJ4lKBffYp5kqpqi5ggICCAnK8tLy8CabYEAAAADXRSTlMAB/4i/e/BwL+xsK+v0vfBvgAALWJJREFUeNrs1r9u00AABnAISCCBnWsTSm2wHNs1Ce6RS5MQkilL5YgNxVvWE/FaZSBes2RBKMpSiZkxTDwBWxg68gw8B9+dXbm9Bmj4s/HdnZ2qQ/vTd3fKjf/5n//5t7l1p7Bcfvu2ShaJzEQmivAIwzAKoyjCeyiWSD/sD/piPkfaz2tB8MSsmvW9g3r9aL+0WxLZ0xuNhm34rkYtX8b1GCOEYKWhRPtFmHbd4M/cu3VFdfvLElksksUEpkSQgJKBSk6kO53CFMrV73ehEq6g3W4H7Wq1alZ263BVKgcHpWJJ1+HSDbh8PIDCdCmjJA+D62/F87RXquv++utyuV5LVhaA8ABIiCJAwiEG3lMM6NAVkvZ1SKuw1WrVk6OKhO1W8r5s2zEkTMajLKuKEgzG/thDslpdqt1VWAlQt9doS1YlPEgY8fi8pz7HQ6imUTidhlBJVgZ7+mhXFlY7qVaf1OsVZHdnp4TC9qRLsHJXvgflR+0nefSLn5FsK1ONuNoLhbVarwvrwmqZTDhKEhOJUxFvDvEIh5gi0fThQ/lB0LAEKzDbOGIB9mGtapqiLuRBqVQsFnXhsqCCKwv6EkO2RTVti50Iloojmsvk20NdhsKCaVkorHCw4kkYp1WJeno85LzZ5AOoBETsx2mwP0BhKK0/fP5c1pWmjbqOQDOPKqZwlURhcAmY71+AufS8L8wtWWo8Qql8a5Q4tsJaTFarBZJM4jiKY44VhzHnXc75mHe7fDgYcN7HwYqmw2kI9jQSB2y/mu3DtmAhQQAWjpcJFVxF6dIbtu8aDlgpCpOxzKXJ97Vl7Ooe1AwiyiIN5rvq2eLxYp3ESQIOJHHceYa3SBc57Q6a3cEAlYVoCTTBkjdi0MdpywtrB7VA3IlHdVPeHDtFuHRDh8u24EphHmiuR1KY3Im5a+u4BqW+RsDybcNQ24rjpIBHmjHnpx3ebZ52xt1mp9nsdJvNbhPNyVtjgKOHgbqiqQyE5zLAUFlaWEVcHdIlD5jv2zZclp/FEyzYYMpg5He2IbEfe4bgMc23rcuqm5MwWc2SRJrmvVGvNxodvxgdj14gx9nq9crlcq9cK1drwbNarfas1jFxpyNmuWyaHyofcK8fPDzY39vf0/d05FA/tB3nKTSI67mI53oyxJOstCbyiCDXU6ksrbXjOkwjYidajtIWrnTx1SKexZ3WyzT0Jb2cly9baZ5eTctoGSL4rZuFUiwAMgVhgqFG/qcYmHJsG4k0sL11y7Fcq660NUj4bDWboatUlZNUVo46VGBpwJIyioAlhoxksU0qcqmA7VmEOFbJsXAPab7SVjief57hpjg9zoraFIUlYDkNRQGVNZazUlUOU11KtnYJFbEenOg+Yw3mKiwez9/O352N56+uiNhGFkyHUKkbUSarS8ouqsiGbGRp25VF/JPXdb3hG7rCupkUzubls/F4fiwgjGKw/HWei0cLpizKRmxdOGDSlcM8tsG24arbsizmv2n4O9ShOlXaipMxH70/+zx/yzYlb0vkvCzVZTzNdiGismSuw0JVeG7HKu3YmkUtxycKK5mNxyOh+jULUVliZMlYuezcld+Im11qtlCxgwdFSh2jaGgKq/fx/ej4bP7q7aefsFqbWTKXNiKW1GWFue4F18b8CKZdh0W80kndoEX9wXfW7OdFiTAOAzj9AWm/tJ3YFJ0kZGRc2CC6ePKiJy8LQ+wlmJGgw3iygzTWZdkSLy5EHpIOtQxLEghzSAgMplvhYJc8hEsnBbXYU3TqeefHvvrq2i70+BoSJH143vfru26Abet5vt7Z+ZyrDL4ShffG86zMShaFcW7oCePnk1wFo6ZTspCboi8SWA9cDkSYkfHkyU4+PYDqGUxweaEsxiUsizfqj2GcI7MLm8EtZy2nrQ5YSZ7nxFsRMeL3Fdg7Yf7z805lMBhANR9H5bj+qRLYwui0Bwqws+9EZJXKYfFidCNw7ZovzLKefN7pEFeLsNxZRFlQvT84yCQYVmrBRcOwSOZGx3+RkYqhSnDiJre+fj3Cs2erk85VOoOv2IPOlnZkM33th0IJerIcFFYKa7YuYVlhy1gnwvBYdmk/sSweG1wU8VN4JBI5z7DOfe6QcQHWzL/3VM2mw8LR2t33xgU4bqq16lxtG7QyyqqP6wQ2/+l8oT1e3Rl7Zz+JdUsRxWJAvBhl74S4NA0qLouBNUOhZsJpazcU2ndVx+kbhmFV51zHMM6DxVRZZcZiXeJ5SU6efjdSpLebnJMFlq9UVAp+f3g9wLJ27laASiYXWS+ewmW3BVXoDcOSDDXVHk3xas7FbsVjFu+6QCJPCM4AozZXhbJ4vOm1YlEs+EW/ssWw7uYqldbXZ8/Yto5dYFGVw8pms6k1y6gG16RusN/v61otJUiabtWEqRWPD9V4Q6sSWVc3J2DlJ7rZiOa1b5o55iVd1tqS/A1/dZJrKc2pyUOBRVxiSbkoBooXRZFhYWBUWs88FlV98lxYnuoQLBu1hnwwdKkWDAY1YyqN+iivv6ebQveoqspW3NJIYXXZapiyGtP0xkRu12VdmsiNtiVLdUmeNMwRf+GsnVFVMglWYuPBdqGHW3xhnWGlOzutVmuhrWaoSaYGXK4K2Q3tpwRXhdSGhtGvrmkaaBpWKqUaas1Q++bRhtmPI2M5TzZhW25Eo6NvdVmKRnWLbEL3+XYl68Jq1gUe4ZStcrmoYGowLHxoVeBiWDe+Y/uB5brebBIVXhxSFYF1jSlYa4RmWsFgzZAEvWvujfYMNYxjZunxOFiqTDK2WZo2w6o7u+nCGUuDiXRls/xKsacoOGAsK53JLTlbD21X0nZBtemoXs2otCH5w/RYQ5SGtlJ906ha2pGwgfHR/wOW3RaH2CxzGAUp6rJ428Sv7oyhOfPCza13yv1yT/QXFlg7+JkEKnwcL7rcj2N8EjMqZPq7+2HvyPJYktFVTT0Y3DOGgmpoAnGp8lgdyiqn66qq4WyZ7YksgdR47rF4wBgVC7MXo7K7imL57ynbOFm94sLIQOgmpDnvugiLqjzWbWSq/z7qP7lqoTXynOqGhhFS1aVU1ZSccT8ejfq6ytU1eTTJ12VNH02i0bwuqw2d5xt6nblUrQjRUBZATnzFd1tbxUKhUGZY+bubFbjm23rxEWlC8uXj7iMM+N03eP3oFXJITFAhV2nWvATduB9jkIXjCOduQi6Gm4cXnr1T/ZsGEgllXSyU7j8Aq1diWbnNSsVh0TsKREsDG1SURF1XGZdPSNkwxHZhERZCvq+mmYFh/TNUFSOPWKCkvHtcuNgTFYaFo5XLZVrkmoGcgkVRTJjGEKexcBiNIflx22FRGdvZGVgcR95H3FIev9wqFAtsW3fS+Nozl5tnPfyE7JNNeHDwKxQ6OPz5FKJD5BOjuoSHmxtsY/jiGnWRhJkrVQyhssQsDI/TsGLYzlgBRVHuPS73imxb2XSOsFoZsBA6Mj5C1UzYV138f178wJzPoipGReLRbgC2IHN2IhrzXBSGnL0yyoKKQ0/F8vbr7QVWOp3DrbCSaSXcixejyvwirKzwibioChI8Z+PRbsyfMR9gdmEOjcLY1vhT23jCggsrUNpWlNLjd+Uye7bSd3N2SFu0LkeFONdcIZu1XZ4Kv0HxNFdOgmF5sg0njis876KnDIt18UtRYNkuLvaXT7t5VSIKwwAO0drIzNJFVlhaUt2s1FZtpKhVFAOjDJSIVhQYQRYY5ARFEXLRMamNA0M7B5phosUlCYK+IAiiom0t2vcf9LzvnLnHTh+P4zReutCv53jOOOOhiz2td7PXu9hXWPUT1WoVfZ08vsgq36NFS6ho+CHker6JcjhURU/FxTCm7XkkYNxY1FnY2GCiFKa2JvJ3FbOw39jraUZP07TGHzMhVNXq/SoGoQzO3aVKuMqvvt8qM4oz9xJQSVdQWXRxZY/skFVakZUlPG8XxQqiwiCjqDCZxc4YhYjf2NZt9VqGYWiaum6Rq3oCl+D3LbL2HcaJE6uebtlylVx4WzXLQEHFmXaos4pbAcytxCv2CljFwSZsg6xbzGaL7sjevHliJpOPPgxisfYAd5ILbcuZo7B22woy+Ai9iTorD8qTHTvw/IeNLNGAJBWzhGtdtzWGq3VRYb1vv8cH5Dt37pzch0QoRKjuYiZ8cVVOFySSLNO3bNe0p77X+aqjrpFNm6M79mBg67qd9eypnbQ+zJMd3faosoI3X8oEvuUHqCzQp/qmie44ego/0suyNQlTE6IEK5VZ3zWMRkPTVJbZnhy+08bFQvUydag6ANYJdokBKFm5XMINTKvjfjXNUdofpdMRayVu/QyceGBnR+7g62DwIWn6A9Pn6QOsJcddcgLMjK450V1vmhrpKX2Qmq7sENn+bxyhZGIfL3dbtVqj0VcHITJx221qS5I4D+9BxSxy3ZKqUiKfyxMrF+hzvZP76fijHLHSq6zOtDPF4VZP94i1OfhgWdYeuJjlt5esALOH53i+O/dSrp76MEl582g9U+eRf7BSqQ03u92xZvT7PYVlTsxHrgkb39/CQ+b4w7vHjzOrWn7xBe+q1a7yuCE+7WA/neetzqiT86ycH+AOufs1Hdhpp5PWV0Zf0VbcDgbMwj7J8yJYsZjlxZxgCa2NEr67YmVW9JTjppxAzI0plSbXgJDFfyeFpFtYtgwNUVjnJtcfwfUeLOnBhhw4QPuQVQYq6iqfx5af+77vPfJ9p9Oc+vqjnPdhhPqsr5aTdvSvTiU9x2H8p23po6Kt401m/0xugOtnJ5k0bXs6wtT407esUWLqW07G1PW5slQLGW8yxBKoXZnLmC4uaoZmqMuxa1La59o4hwKGwyYOH50ES6BKAvVncsjOXBhnJZemxCk4V8yKLJ4GxyjhlB8sdaxMGEGSNplFlkBlCnsNY3xRe2CM/xiEe0rN9mSCeSNE/HaHjmEnQxahkHxJUe0Wfx4ETWSO3gBLpEMV8htswwYJA23n3LHaWKn/L5M0OmDVUiHWvYHluPVg3DPUQdg813TPtXGrP8REopO8C0NjECgRkuwGRqhEDjLtILPoEM0Ri0iSJWyQIQIma1Npqk3ICMWsQjJ5+QyuPNV63ZsthTVbM1yeXW+fW56cZAXtmXSCorLCqorFIrsESrroyTq82om+wMJJPViAMQ1fGmIZu5glo8j+gwtVS7Fksne+16oZXVxUU1jXP8/WwNWcvce/nyDY8ORUEXpVpUHIrD0IoWQOcegoBGE7yEq4EvtJBReHVQjLNmTJRYn9ppOyELdtESdVSKYQS26+eEE73x+3WuOxwvq8ZvZmOLw+W26fUMNfeQpTrjMLJoQwlcohGekCbBWc36myhCuqjBuDjSNhLGObAP4+QaaEilnahdv9nlbD6a7a1mxonr5uLg+bVSVA1et1AavXD7OKURWg8Pgra/ciKyFZfABWHFvUmHCJ1iQMNBm4lE9pYgxyW/3HTwycFGpqW0dPzz7PhqeHs0kokUFDFMCkqwgRo5BFl4CwSrzck9+5E6wyrlOxilnZeHwBtplJMgInI10qClXG8N661qg1Hjduag/OKKzm9eaV5aOV5rLJEt4JFE/q0iVZx6IQTqjUtpjFo7AsWNxbHAFKsEgVLWYbOHApMlzkKchbZrsorGLWkYu1m7XHLx8/0RQWvqaLL7V+Gn66Xq+DwDkswrNfAi5RF41CqTrCe1bJRWyVhbkFrARAq6ykcKEwLg0s/qFwoUyyqTB5b5pMjGIVs7q1Pi/I/QsK683yj9eYMz6/XT4sI1HSBVaC62JSGMgUFZ6SxXXBRSNRZPECSDYLCx5RwMrCFbWWRBZdEiVUSLd26cED42xvfEmdMj5d+fT229vPb4cJRFXtQUol0aJwLarAIhUAeZmQhfCkwS6wqBRiEWz//v1ghQ2uotAWJXLJmQQqKQMJKKg4vTOPH589U6sZhjrBD398+vTu27fXM/RSWoAJVZFgiVVXfs/uCrFOMYuHIE6a8B8CmUjkIplwSRa5gMIvCJZMqML3sqPIy6gLsEJBqsBq9J+97Ncu/cF69+7t0TVrh6/f/SghsrCEXKdWGytvIhexRHgEsgoukvEOdA5c0TAUrMiVQH7RbccuTsNRHMARnB1CtJK5eKJUbBCrS9wUFdw6FBtyLQg5zOTg4g1duokiqEOxk4UOQm67Dt0M1N7u0e3gsPgnOPt9L+/lpT/xe9rWntJ8+l5+v5fKtb2Guqxa9LMBl/9xRZGycAOTsV4PDg/jtJ8k7pLxe73+/Xh1cnL+AQyGKctXFsIV46t+/zrasPyZhUemqgWwlrm0DTvGIhW4YIk10hWjAZXC1MVusCx11ote0utm8Wycugv8zfXqw4eTQllQNe43Glougt1DQnbRQfmt8BFcrKI9t6Zql5UwVmguFsje7CPCusIsBXvMsj68SuFqRTUWfl9SVhIP+oNnT7/PHNbq4XmRrz6cFj9BomI1OJCVLiwSmCqQ1t37DZzhHSzzKJd04F6J8ugwgaJQKRyWuDgdoetgxTBV/Z9lLmOhZA+SJPmYDNO3PYeVF8v5pkATggWUqCi+XmGh65B7LR+sKx2Ui1nUgFB5lDZVStKmaqnLWIKonVv6lLEaOjEqC0uIuCgqs2rRvhX3uvFw310yil/5PN9uiuUPQvH2KauwXwYLW8kKr/udq9HVjn83xB9LVaAq396Nf1kamqM4pBKpuXTExx1A+EK1wNpxRbjGMhVYaZr1emmW7jus7dl8cj5fzvNTYnk6mzLKWFquzpMOuhDlA0tU+gbUqgWXo3LS1pZVWHnXlJSaK+xStjs3gsbXWzGz4syt1nxbjLfb/HxFLB1JrVh7JYu23vCuT7Mis+6JqmnvgLGwdbVYZay2Otw/qczCq59Y9DkXRyoedbNu/2N3cJSMHNZ8khebYvFr+QqnlrLqPUisqlz3GzRqYG1EC/oeVPwGAFJz+eyCTMZCdiDSeS7L/S9a8Tguh4dqcbnwCeEo+ZQko567HS9OTsfj9SZ/byxzgYXwZSMS0q7GAy9tV0BRPA8MRF28KwF2TeK3OfU9wHqw3aiAFcpirp2yskuqhQ5MR0k6cLbjC8XR+LxYbIpv/l1zNXnN8Hym2aQX8lp5F3WAyvdwjlO7MkPqYiyLX6muMcx8JOQoC80VRVduuqzGTioXbrujfneQjuJ04FbreF3MJ0uMUK0WbcbsQm9JPETPMYSnP9xfo5GuVqyy3wATwB6l4pUmfSisykVsXqpk+IuMZSqqKo/H6sJHIPh1Z4SBMMtmmTs8HY+X+fJk+Ss/xYgku3ETwS19Xa18gNGhSoRF7LJYfBnihsG4UZXLknehYkXMipizo2pXodctXZRbH0cHw6wXp6nDmo0X81/LSX5+MfzMk599nmLjKcLd5gdBpfJAlVpquXYOnf+mfsNSPqsuWUl0kIKLNqfyNWU3E730r7j09Hr98XA/xUwYHzisxWoyWRwtNtP1ZysXIirZ2SO8ACkCcjBLo/3VkigrCODa453ZYBZmeaRCoLKxl2tFkfEXLysqDnWiletNb7Sfxt+f/bPATyb5Ao24zH+EJeu+V2NFfJFzm13ccf9jmQtLIFBeQK7g2vUbIU+GbrhGiLGEwqlt0qKiKx7rk6aeXT+z3v67WZwlmcPKF/PpeLoF6zM1oR4yWFIsdjGrWUICY/Fjq1Yo9fIDCapFPzIa/qdcouKpVyMseobvUVJ9CVV5tht0jw/SZJjtv3NZ49V0O93k0+laqiX/VptQRuboap2FSKlcFgHom8q6ga3bdbV21n08UpbhZJtSlrk8ec/F1U9n37Nh93A4dFn5Yjo9yYvpKV8sXjOWTpkwcZdLE/Ih2yOs5XKwiKzzxsKEQsGna4aiaLlYRU1o2d1+eR80VltUTenRftp7GWfPs2Tgnltn07PNYno2+cksdlWbUunSj088N1yvQFymEjBUJesRXYXWWTdEbyx2efhiTU3Y1JbYq1iySjfpkN50P+0PZkfpsbsSHuSb5XIxHo/B4sPSYomLY6bAdWm1rleqtrDICxYnrOqFGRifdxvLioC0BeiyAp9eJpBiwaXjfv9LN+4n6UHqso4m+dmfyfR4vMYpYCyFaYPvqr5+xQfO2of1YtEh6tMIjVzCIldLPr5RFhJoO3ptqCie0Xg289AP1OvBni5UNdbL7F32KRkedt+51frLxbmFKBHFYfylZ6UmuwxZY1QTBlLhQwRR70UPXR6i7CIEU+1DBRZdJNCGWoguUCS2wspuSUH5Em5SIBlFFwqKLrDYEm0ltA8F3eit7/ufc5xtPlGPx3Hm/OZ/Occ5R59U7k5U7pbHH9BVcGzzYTktlEDZFLEkrkAlswS6/WIs8xXf0LJahv+iZJLXRumAFLd0kf/VOVEdMm7kYlnAeCeVnCCbN33GZLrFUlzHMt6OLX0rdxwfDg11G75fKdcmxsceM2MFWAEYdz2duzYSa/Gb7GSsJGSw8AbbQirDlWTJCJBwSVe0iKZQYMpcUjTHFy/XMl7kwJGYL8QJ12d2br3kZbJe+BLNcHukMj5R+fR6hTEXFXgim+6K7AAM1tpw7969w6ASgNGbhcL9g/StZcQSWDJJfQnfztJCGIgpRNxU9qvNRbDg2IHZNf90usfMIDjohF7f8R19xzPZcL/1zvf3+I13E7+nEEu4RK7auzOkqRZrMFewYK0Xc7FgzRGu+7m5ogKtxc+wEqp+VPUvDgLLUKXVE6nMNDqwSGWwyGjiWO2JDkGz6gk/PpBKsIY9DAkzmRDWr8r4+Lu7Y2N3BYtcaAAftD8ZKjTASMx1by6x5LhvUdLtR6AEbSn06j83e8ZKp8EiToiZS8qYa1oIy6Z6WHJ8HFbnZJPmj3l9GOmuz2TC1vpZro1VarXGyBtzAVfFNXZjOiDulfvFo8EacnIKC+USirnR0mgeFaOLbEo+8xCv86j/QTum9YxekhhkBBaYDBcUYJHRVlJ06hMuXpILD72EuNvLDHjZldmzW8LdsY9B4a2Rkca55UZJoZOvisHZMkora8ESBus+CiWc++ZHmkuHoLt/fx60+103nUQhj6lyUhELIhVcMOCS6DJUlMEyLSAWvVCwcBUIQcyR/CEMCJHj+3ZuDWXCdyNtv1yu14e/ECaQjFjDWJS0uwXHMlggzEk2f45KttdWwvtV297vprH8/CNab7Cwx40Pq/cfKq5mqdR03VK1Okqnn843kPmNdNLoHdiBUAEqcsEJ+7xdW7zjmZPh64QTt/xGzb/VbT/6n0pFv8HSodHDgt+1BGu6wpI0XwiwxDdzuVExXFWwkj2swwVJJbmqC6wqPlTKy+uH9mhOCiVXpB1zEpVNKsdelIToTLOODXiZM5mzZ3aEu+Ov45WRsfKjPXXGViBNFViLVOSSoyFJFBZMcsL+wzbGOHk4oaZKDUGpoZTjpGwbOTPP/ECudJqxqFVgtsSndUW/yT25jRLFqiehsZBmzGtoOrDIBazNGcjLZrNHw1h3K+WvXyuVxutJUElNFeZCTJAKi+JzCyyTCaflgNNaIOFWkm6Bczkii+Iay6rrChgCCZQAun+fTgxrViWDVquoDQoFbiypSVxQluj0sFAlWPTCzeu3e30D3tG1Xhir7E+M17q1WhBbZrSghxEmZkGl0z6OPGgJFoeiC9ju/vxTvH7LcQEvoUcjgRByOdWrSn4ocTvmNWYShfUWP+lx88TBsVj4kab266RK/1XmMsG1yGDtPpttb/IyZzObw1gTv379fVRuVy4IkhnGq6EXe62AS1MtGMRZxZw1f3yn5q0/oEi9XaJX+ujlLwn+vxM9a9CCM0H7gUVKSdejOBkKS3r5Al6yIBsYrCFWSHcn9jLBZS8mFl5s2zGQXXlm56uXz0KZ8Oufn1/H/Ea5pmNLXYvgORcsKuCSMG09nfu0FYnMQ3tucM593mA/iu/5cHW2/sFxvKcSq+dFIgBLpWxllecusQ5j9NXDkkJODlRQWC6NlWJFWnNJWIu56JiLgTVt29mdO3eceHb9+vWQtf78nOjWvJFatz45VciEOzzMSIEJ1YxrOPtcPkYsIjTnsqHz57+lvRYuNEwLFRVor8XjCYBNjcXA5eYYOmyiAw0JVirAggwWoFIpcULhYg3kUAw4caljAxdfXb9zBQp3x+1yt15vjHXrSUXF6zpwMdxmzEJ/bsQBjlB9g7PcoEhx48bsODDz87k4+Cre6a0PVljN93gTz+CaMyc61YEfEkv5EzVNWyuMhQ1SlHjhJKyUo7goxtbF61cOiMJYjXeNer3+qHxYfQ1EwxEfatpZrykIjIbpyKUM7UDvFy7sp5G4+plmK2kopeZt9EppVU6AKxazbWIpqpgVc5z/sIYMllA5MUe4iKX6cfQYqFR+KEOOV3cOHDly5szevXvDXyMrte4jv+wP1+UiCBuuA17WIVqzrFlKcrUHf0wRworHuVpeWFy6pWIIqG43E1q0F9zwBxKOomq1WpYzqLFYyKUgg8VOQvxUmUs5ZUxJwEBlnQDTQLFYvHw5lDL8brvdaPh7hvepyXdmMcY87r01OGauTP6n9MZpLeaC09/icbT9udjnRggrja7paZMZ0WBFojGHGU888B4KlqWxHGI9dZhXiEVvY69HhhTMBdlgmiqyAu0euFwsHj0FsBBWu+OXO8P4yrVZLoNHCEUq4dKatPxtoVFcUga2Y2z1N0nxHg1LJOKJb9dOC8d3vjFnHm4Q4ebQXofZPzmOtRrQ36NTDZZFLIuGUFjqLyktSHG5dmxqdJIU1rbiqaNH1xWLp9aFnLDTLXf2dNp+Z5+EFKDiZAoU+rVVEDuSCVWyQwOvPpcMDxr2YoOgeI7np3mt56gQsIjF+nxBNm9FosQihGBFolYswELjIxFUIUEw1qZG5yhFKMW1+fz5VefhgsVT4SnxTs0f7nxqb33FNaQJthNkvPMptFob0lCzDRZoT7OFFKnmzRtkAUcPgpAcCYgJEY5ILqp/EE3k1ikYL0qsOWwtsWRtBqFIQS5wgkqLVNGpdNEtJ9ecLwLqVBir849yM1ZxIorCML7AhBAUlJExLyAWWgriImwhSAoJsoppbIIIQQhkXRlhtxyCRZYUSWElxHqLpBnBMqliYWdprY/gf869J2fyZyP4zc64q8nM/eY/c+5dIeDDtxeTyfqmo1I4mIyjgnACP3/+lCIEi88XMsr3X5qide8C0zUu/vmiwp8MVkBnsE+/9OVfU/B7uVyKVfL74gLuGPGP5fK9WDUgJY+lNpoQlvwENCst2M6Ds4/HjxHZfdI6L4tytsarcVVHRktS9hkjm5VCbFaxdxcLDFm1spTIUjl9jEtbR3ZvsfA2gjHKkFUa1qABarAKb0Fc6CD1ZMsKTmibJ2f37x88ePDo4CFpYd2xTter1ayalkupD1sZJqU0q1pJmoAdPyAvUcOKpcYS76ecIAnEgJtpAwq3GnJrNlLB6sbLA9BqHT5krXK1Xs9m8/m87zpyMCmGtMzKtDJg9W9ijCV3EwcQDY3repY7uAf2l2kCr3otkbBiumKlWq1Wu91+++bwkLTWKyypSqw+cs8JVuB/rJrXLQG3wq5HvcGpPvxkBiMG6atoZlbiLQ2ykaSSbOyBMiHLgvFDGzx50z58Q1o9rD4GnVHev8oliGYePi5lMgZbYSj25FgNgtoeUmcrJbEJLRjEQgWhy+BRMy33gtjL9pO37dZh6yHPW2W+Wq1RiOsa3TeW2LQKW517VmSlWlWR/WLIxEMJe2yYwP9Fw5dSSCINIGIowtbBwYP743KnCGfzGTrG7DtpRcRlD+Zk/COseq0eIDuKTKzUjrS0e8YKr5ph3voIHnfLAWlN5rCSnrGyc+hJ2QC7LamiUjiYlWnZfJlSVqrFYkmMjK7mXl6GiBVkTqjGp8enw9PTQdkjrSvzGZzkF7G+nSKiwzeDypLKuroeyMr7RY2ok1b8A/5ABk2h+UhIZ/OTtqTnYyBWnNZqJk5l2cvj2eSNdhnJR1AxxrqFSWUhLC7BVC0cfO9equVT2iWZZbGwM9kM6a6q9f286A6k6XVJS6R6Qt6MtZ0ZuIyqWTAMpeVZCUEoVbZrMO5ehy7GHT9O7wk2PUSSDflkfl52x+NuwZ1QnQaq1QSmFI7CtgW2fVL2YPkUZVrVGpTNSRLqi4CspE0Q6PdhJfyuKE465WC682ukJjgAeVMTB552k/ByFzs3kqpVKVs34ahwWjVme5WFK+NklBZIqmCVYdTeFdPh6fFx0W1RWl1YgUEvzypLn4oWyUUP9/SbIaiRS3FatV0SwMvG0I2vY1e2xBpVng+nw+HZ2fj4jLTG3UCvrzFVL+ConMnId9jMOQukDmelaXkDQWWSGL4E9wpXogpnMYAGD6ZFUYyoCMfjENakz8ttIphs2TVZKCYVR+iY1n6SyO6V40UDbNZptR6e9o7y/JyLUK3KySRPmWwXl1HYynu790EKh2azRp3FQseBQHYp8eMl1+CE97yaDnvl+ahTTFlLo0KTz2MfFTZiJLhHyMOBlOE26V4paMnWILHtzgcVVkuM/tFJcXQyffmM00JrL3XmyhNDK4nGTHZcd7ojqf/A/3NME2uo136sID0y4VXnqBg+7Y+eFdzgFTT4UYLTxjN7SzMtVyWSxNv6fzhJ/akUdoO1mDsWm3vdxsfeUYKvhy92GzxAKY5qAVXzQROW36ZaVIgWTLqM0C/l0qhMy7k0r2vYKmImZWnlf9s7lxUngigMK6KgCxeKF1xl4VpcuLK7IRcCgdgGIXYIYzIxK28JQrKxDSgYcCMhC8WND+K7+DJ+51SVpSdJe9uJf1fVVLp7Yn35T52umXRGZtWmLKd3x8YtgBDrj4ClVGx7sUKis3PAjjrKgnna4JL2onah2HlZCnRg3YQJfTv6YFROy2fDB8Njm+AhQm/efDA/L3isannE721SJiN/SCs9UKJTxrEfmKDx+7/7K1hyyOvi/dGzyf37x5uRDUJ+eYjevo1YIQijE1IOyQbfIemVy3Ug0roH6uJ5bAk+GSiwAHNH/QHuJ9xsMGw6Hhust2/vvFV9iMESk0Ycs9JVUemIq6XgPqkfMIsK0PlAIwXQQKVOBaarcofaZsS8KopxabDuqBQrUvl0DYhRQNkTf78sRdKmWvaD/jBFKphE90flCO3ewNBAcEW3RNEGq4AVVAF1SbZLB7h+mcrkEHUPJlWt9nQ6Xa+LfHbXYJ1sJCiD7MPhXGzIYDFQAcuCWSrNFb/q1G6yR/jkoWqiIRHY783G5ca4lah2sYwNe3yLy6KDUCga5olo41TaTyQAe5hQgKp5PSzytJevNy8me7Aa2AWWS1dxtLu/gzgojhkmT/VbwReuT3uRolPghLePj/u9dL1ZvdvYudVO2mAlYO23KqoK65BXyGCZfGGdOsgEMO+WRiiY0Ot0zI9bn8pybbHabfGrEYOwasL8GReFSlttGKndrjGcripScOoCBaccVlEK1Ha9F4tM+MZh+YFXXle1vVjJpFRRIHk6sYpabdWej0eGKeXvogl6uGFJuEb2cqz54u1HlrrhimkvrG5Qe2WozNQy0gOHqcKs2kWKRmFTZOLOodqDT+V6jHaw2kLFCsq5dfHwi15hXrVbUeEQvzzfbxZhF3AUKDL5W3SjVTCh+yVGiWYG6167sX0rOqoYXAXXz5hsMHIMLvo0sgF43VEFIDZD5O8p05vTgmqqIfHXQjOL1Ux08XTnzpG7xlQPz+/+IyqrGoXNrpSUhvKdlEmoDBRYYlYxy9PUYEkS3DYgG1pXoNwrfb3/jqumG8OiiWaR70SR6ApEMIn8HZsW6+F6PJvl9/I034PVyECLWJfs2G5QeevPwjl2Skzgu8PHE2owJ6rmFWaW4xGkGHhRDspSgcWsQnk6MGtCUkaWJVnWmMR/1TLdEBkmqsib6lqLJW5QfY+NYsXSgQ2kSOQ88lSa/gKUpQJrVgjVThDWkyzRMomvphFMyiX1NwSE/IefziZ6+ySfWAJMjAqf4YYJqKCY+napSIcPicBUtZPg6/UEKrBQBRYyfv1UP6AAxoa0dfOKLKhOifTmZfkYofcpWrWfSu8MfYZRqJcOLFa73mzX5eL1/EatgsmSVYsTpfEUXrB83wcKJBSuSl6hZ1YUXtCwlye9BtattVIN0l7PzK2k3Ww2WcE3sk/PzaD91Pp9KI3miEDHKGAhoITKKmY/K+cUdFA9Sr/JXrfaTewiCutJ+W4yGR4NjxCN12SymlClrGjljCg9zzweDocTqZQVm2gV9fDYaSV/Ovb+0wo9/E7HD/WhNvIM2rx+XYCT5+m9AYbtYInqbEwyUuI2a1Al5Ts1kraTnsgCUnQniIsDjVPmSpawoXpWb7kNNbklxGk+QIvy5YpfrqC7dx/ffazFiR1O7LvtVBTF3fHtIi/GqMj7aU7uy2epMuUagoPdlNHsdDpNBFsCmYxLy50tw2acScJBTqFpq60Oi6ahVdkSRaJmCOPZWoojRE1uTBJBNligZefZ0euRADxG2roelE63owqG3i2KPAULKGEBS4Duaaro9Xopm8XqzFFH1GzVGVFdXl+4xDQ1AbsEa94RfsHSNX8wSFuVc4qnaOmTiGbqTwccoXFIy+WX8sMxUEoVBg+UWMUWdnW7Xdo87/fzAioHlQPVh2GG5AFgVNgGPYM1XyzmCyWT1CHjafMSqymUREaKoZygWNglEpsEL6M4e7cSuPAkguSdmrmg4/kHSxVIX75sPwwfYQeWQOClXcyCk55CUW93+71+9zZQoLHyS/sgYE4OVpHPNA57eY5l6cDOrSUv4AI0qERyW1ST2CEe5WLWZr4RegpG7dB1WDTSgyOTE1lWJtC0XdzxNKqBBN1y4YCWX9Cy/DAcAdX1KChQwOlIu6hwTP2im/b7vTxVa/o9JDhiHpQqonCArFunl4KlcXhPDKEnbIwQJOYbgEw64VIqJIEGS6udUJ05JJmMSSRfmzoTQZoP5hJ4zqJFp77dluXx/ZVCdT2NlKLb7xYwIVh4QO3nfQRcLihChEUOStIGms00VVDBolqsM1AtwQJHxFCYZDjWpBKQ0BGFfJE45GKgWGzkR8hgorTYIbFaz7ZvM/k+HG818Uk03747ev/+/dHk06dnk3ej6dj7AYJ0dPiOsVAoHiJSxe0xVGJLXnQLB5UW4zVUMOGfYAGGBOucwTqFXeqXcwzLCEfp0OKOZGjUrLcEFCqNz0w94giuEXjS25I5UQJTBw3my0X25t3k6Gj1DKDNdPTu+FGJKQw+7woLIr7oKIa6pZApFR4w8ZE5BZ53aswPVwURGBMGcl6dPnXCcp1VLBwbqGUhipoU/KrjAsIZvLuHcYkm8DrA2AMfUHpL31buss/aMrc6nVbjyedXn3lXdzQlvT2+PVod0xF7NLwwBbc8EYkdXOdcT2pK9tALGM4IlERiv1hPp1hFENLMZH0r1aWL02dOnbRYJ/8JAfIPgp34FSy7p/oIe3navxmSebLYpfwh1C6kNnaf7doz7GHtV51pD9hvqjrjv/7rv/7rvyr0FbHz1QOAXxg5AAAAAElFTkSuQmCC",
+  "description": "Displays a latest snow depth telemetry data in a box layout with background.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 3,
+    "sizeY": 3,
+    "resources": [],
+    "templateHtml": "<tb-value-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-value-card-widget>",
+    "templateCss": "",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.valueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.valueCardWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '250px',\n        previewHeight: '250px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'snow', label: 'Snow depth', type: 'timeseries' }];\n        }\n    };\n};\n\nself.onDestroy = function() {\n};\n",
+    "settingsSchema": "",
+    "dataKeySettingsSchema": "",
+    "settingsDirective": "tb-value-card-widget-settings",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-value-card-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Snow depth\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 20 - 10;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 120;\\n}\\nreturn value;\\n\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"square\",\"showLabel\":true,\"labelFont\":{\"family\":\"Roboto\",\"size\":16,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"labelColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showIcon\":true,\"iconSize\":40,\"iconSizeUnit\":\"px\",\"icon\":\"ac_unit\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":1,\"color\":\"#6083EC\"},{\"from\":1,\"to\":10,\"color\":\"#4369DD\"},{\"from\":10,\"to\":30,\"color\":\"#2B54CE\"},{\"from\":30,\"to\":60,\"color\":\"#224AC2\"},{\"from\":60,\"to\":90,\"color\":\"#F77410\"},{\"from\":90,\"to\":null,\"color\":\"#DE2343\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"valueFont\":{\"size\":36,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":0,\"to\":1,\"color\":\"#6083EC\"},{\"from\":1,\"to\":10,\"color\":\"#4369DD\"},{\"from\":10,\"to\":30,\"color\":\"#2B54CE\"},{\"from\":30,\"to\":60,\"color\":\"#224AC2\"},{\"from\":60,\"to\":90,\"color\":\"#F77410\"},{\"from\":90,\"to\":null,\"color\":\"#DE2343\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"image\",\"imageBase64\":\"data:image/png;base64,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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Snow depth card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"cm\",\"decimals\":1,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "snow"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/snow_depth_chart_card.json b/application/src/main/data/json/system/widget_types/snow_depth_chart_card.json
new file mode 100644
index 0000000000..f63e6fd7dc
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/snow_depth_chart_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "snow_depth_chart_card",
+  "name": "Snow depth chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a snow depth data as a combination of the latest and aggregated values. Optionally may display the corresponding historical values as a simplified chart.",
+  "descriptor": {
+    "type": "timeseries",
+    "sizeX": 4.5,
+    "sizeY": 3.5,
+    "resources": [],
+    "templateHtml": "<tb-aggregated-value-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-aggregated-value-card-widget>\n",
+    "templateCss": ".legend {\n    font-size: 13px;\n    line-height: 10px;\n}\n\n.legend table { \n    border-spacing: 0px;\n    border-collapse: separate;\n}\n\n.mouse-events .flot-overlay {\n    cursor: crosshair; \n}\n\n",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onDataUpdated();\n};\n\nself.onLatestDataUpdated = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onLatestDataUpdated();\n}\n\nself.onResize = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onResize();\n}\n\nself.onEditModeChanged = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onEditModeChanged();\n}\n\nself.onDestroy = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onDestroy();\n}\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '400px',\n        previewHeight: '300px',\n        embedTitlePanel: true,\n        hasAdditionalLatestDataKeys: true,\n        defaultDataKeysFunction: function() {\n            return [\n                 { name: 'snow', label: 'Snow depth', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'cm', decimals: 1 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'snow', 'cm', 1);\n        }\n    };\n}\n",
+    "settingsSchema": "{}",
+    "dataKeySettingsSchema": "{}",
+    "latestDataKeySettingsSchema": "{}",
+    "settingsDirective": "tb-aggregated-value-card-widget-settings",
+    "dataKeySettingsDirective": "",
+    "latestDataKeySettingsDirective": "tb-aggregated-value-card-key-settings",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-aggregated-value-card-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"Main building\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Snow depth\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 20 - 10;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 120;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"cm\",\"decimals\":1,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"#4caf50\",\"settings\":{\"position\":\"center\",\"font\":{\"size\":52,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"1\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":1,\"color\":\"#7191EF\"},{\"from\":1,\"to\":10,\"color\":\"#4B70DD\"},{\"from\":10,\"to\":30,\"color\":\"#305AD7\"},{\"from\":30,\"to\":60,\"color\":\"#234CC7\"},{\"from\":60,\"to\":90,\"color\":\"#F36900\"},{\"from\":90,\"to\":null,\"color\":\"#D81838\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":false},\"_hash\":0.9408410830697858,\"funcBody\":\"var value = prevValue + Math.random() * 20 - 10;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 120;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"cm\",\"decimals\":1,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta percent\",\"color\":\"#f44336\",\"settings\":{\"position\":\"rightTop\",\"font\":{\"size\":14,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"20px\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"rangeList\":[{\"from\":null,\"to\":0,\"color\":\"#198038\"},{\"from\":0,\"to\":0,\"color\":\"rgba(0, 0, 0, 0.87)\"},{\"from\":0,\"to\":null,\"color\":\"#D12730\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":true},\"_hash\":0.06392321853157967,\"funcBody\":\"var value = prevValue + Math.random() * 6 - 3;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < -25) {\\n\\tvalue = -25;\\n} else if (value > 25) {\\n\\tvalue = 25;\\n} \\nreturn value;\",\"aggregationType\":null,\"units\":\"%\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta absolute\",\"color\":\"#607d8b\",\"settings\":{\"position\":\"rightBottom\",\"font\":{\"size\":11,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"rangeList\":[],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":false},\"_hash\":0.44695098620509865,\"funcBody\":\"var value = prevValue + Math.random() * 6 - 3;\\nif (value < -10) {\\n\\tvalue = -10;\\n} else if (value > 10) {\\n\\tvalue = 10;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"cm\",\"decimals\":1,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1691927717318,\"endTimeMs\":1692014117318},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"stack\":false,\"fontSize\":10,\"fontColor\":\"#545454\",\"showTooltip\":true,\"tooltipIndividual\":false,\"tooltipCumulative\":false,\"hideZeros\":false,\"grid\":{\"verticalLines\":true,\"horizontalLines\":true,\"outlineWidth\":1,\"color\":\"#545454\",\"backgroundColor\":null,\"tickColor\":\"#DDDDDD\"},\"xaxis\":{\"title\":null,\"showLabels\":true,\"color\":\"#545454\"},\"yaxis\":{\"min\":null,\"max\":null,\"title\":null,\"showLabels\":true,\"color\":\"#545454\",\"tickSize\":null,\"tickDecimals\":0,\"ticksFormatter\":\"\"},\"shadowSize\":4,\"smoothLines\":false,\"comparisonEnabled\":false,\"xaxisSecond\":{\"axisPosition\":\"top\",\"title\":null,\"showLabels\":true},\"showLegend\":true,\"legendConfig\":{\"direction\":\"column\",\"position\":\"bottom\",\"sortDataKeys\":false,\"showMin\":false,\"showMax\":false,\"showAvg\":true,\"showTotal\":false,\"showLatest\":false},\"customLegendEnabled\":false,\"showSubtitle\":true,\"subtitle\":\"${entityName}\",\"subtitleFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"subtitleColor\":\"rgba(0, 0, 0, 0.38)\",\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"dateColor\":\"rgba(0, 0, 0, 0.38)\",\"showChart\":true,\"chartColor\":\"rgba(0, 0, 0, 0.87)\",\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Snow depth\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"ac_unit\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"24px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":false,\"displayTimewindow\":true,\"decimals\":0,\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"24px\",\"icon\":null,\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":false},\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "snow"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/snow_depth_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/snow_depth_chart_card_with_background.json
new file mode 100644
index 0000000000..3be7f02c98
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/snow_depth_chart_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "snow_depth_chart_card_with_background",
+  "name": "Snow depth chart card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a snow depth data as a combination of the latest and aggregated values with background. Optionally may display the corresponding historical values as a simplified chart.",
+  "descriptor": {
+    "type": "timeseries",
+    "sizeX": 4.5,
+    "sizeY": 3.5,
+    "resources": [],
+    "templateHtml": "<tb-aggregated-value-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-aggregated-value-card-widget>\n",
+    "templateCss": ".legend {\n    font-size: 13px;\n    line-height: 10px;\n}\n\n.legend table { \n    border-spacing: 0px;\n    border-collapse: separate;\n}\n\n.mouse-events .flot-overlay {\n    cursor: crosshair; \n}\n\n",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onDataUpdated();\n};\n\nself.onLatestDataUpdated = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onLatestDataUpdated();\n}\n\nself.onResize = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onResize();\n}\n\nself.onEditModeChanged = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onEditModeChanged();\n}\n\nself.onDestroy = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onDestroy();\n}\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '400px',\n        previewHeight: '300px',\n        embedTitlePanel: true,\n        hasAdditionalLatestDataKeys: true,\n        defaultDataKeysFunction: function() {\n            return [\n                 { name: 'snow', label: 'Snow depth', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'cm', decimals: 1 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'snow', 'cm', 1);\n        }\n    };\n}\n",
+    "settingsSchema": "{}",
+    "dataKeySettingsSchema": "{}",
+    "latestDataKeySettingsSchema": "{}",
+    "settingsDirective": "tb-aggregated-value-card-widget-settings",
+    "dataKeySettingsDirective": "",
+    "latestDataKeySettingsDirective": "tb-aggregated-value-card-key-settings",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-aggregated-value-card-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"Main building\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Snow depth\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 20 - 10;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 120;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"cm\",\"decimals\":1,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"#4caf50\",\"settings\":{\"position\":\"center\",\"font\":{\"size\":52,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"1\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":1,\"color\":\"#6083EC\"},{\"from\":1,\"to\":10,\"color\":\"#4369DD\"},{\"from\":10,\"to\":30,\"color\":\"#2B54CE\"},{\"from\":30,\"to\":60,\"color\":\"#224AC2\"},{\"from\":60,\"to\":90,\"color\":\"#F77410\"},{\"from\":90,\"to\":null,\"color\":\"#DE2343\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":false},\"_hash\":0.9408410830697858,\"funcBody\":\"var value = prevValue + Math.random() * 20 - 10;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 120;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"cm\",\"decimals\":1,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta percent\",\"color\":\"#f44336\",\"settings\":{\"position\":\"rightTop\",\"font\":{\"size\":14,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"20px\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"rangeList\":[{\"from\":null,\"to\":0,\"color\":\"#198038\"},{\"from\":0,\"to\":0,\"color\":\"rgba(0, 0, 0, 0.87)\"},{\"from\":0,\"to\":null,\"color\":\"#D12730\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":true},\"_hash\":0.06392321853157967,\"funcBody\":\"var value = prevValue + Math.random() * 6 - 3;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < -25) {\\n\\tvalue = -25;\\n} else if (value > 25) {\\n\\tvalue = 25;\\n} \\nreturn value;\",\"aggregationType\":null,\"units\":\"%\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta absolute\",\"color\":\"#607d8b\",\"settings\":{\"position\":\"rightBottom\",\"font\":{\"size\":11,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"rangeList\":[],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":false},\"_hash\":0.44695098620509865,\"funcBody\":\"var value = prevValue + Math.random() * 6 - 3;\\nif (value < -10) {\\n\\tvalue = -10;\\n} else if (value > 10) {\\n\\tvalue = 10;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"cm\",\"decimals\":1,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1691927717318,\"endTimeMs\":1692014117318},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"stack\":false,\"fontSize\":10,\"fontColor\":\"#545454\",\"showTooltip\":true,\"tooltipIndividual\":false,\"tooltipCumulative\":false,\"hideZeros\":false,\"grid\":{\"verticalLines\":true,\"horizontalLines\":true,\"outlineWidth\":1,\"color\":\"#545454\",\"backgroundColor\":null,\"tickColor\":\"#DDDDDD\"},\"xaxis\":{\"title\":null,\"showLabels\":true,\"color\":\"#545454\"},\"yaxis\":{\"min\":null,\"max\":null,\"title\":null,\"showLabels\":true,\"color\":\"#545454\",\"tickSize\":null,\"tickDecimals\":0,\"ticksFormatter\":\"\"},\"shadowSize\":4,\"smoothLines\":false,\"comparisonEnabled\":false,\"xaxisSecond\":{\"axisPosition\":\"top\",\"title\":null,\"showLabels\":true},\"showLegend\":true,\"legendConfig\":{\"direction\":\"column\",\"position\":\"bottom\",\"sortDataKeys\":false,\"showMin\":false,\"showMax\":false,\"showAvg\":true,\"showTotal\":false,\"showLatest\":false},\"customLegendEnabled\":false,\"showSubtitle\":true,\"subtitle\":\"${entityName}\",\"subtitleFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"subtitleColor\":\"rgba(0, 0, 0, 0.38)\",\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"dateColor\":\"rgba(0, 0, 0, 0.38)\",\"showChart\":true,\"chartColor\":\"rgba(0, 0, 0, 0.87)\",\"background\":{\"type\":\"image\",\"imageBase64\":\"data:image/png;base64,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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Snow depth\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"ac_unit\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"24px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":false,\"displayTimewindow\":true,\"decimals\":0,\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"24px\",\"icon\":null,\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":false},\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "snow"
+  ]
+}
\ No newline at end of file