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
new file mode 100644
index 0000000000..a21eaf65f0
--- /dev/null
+++ b/application/src/main/data/json/system/widget_bundles/outdoor_environment.json
@@ -0,0 +1,20 @@
+{
+  "widgetsBundle": {
+    "alias": "outdoor_environment",
+    "title": "Outdoor Environment",
+    "image": null,
+    "description": null,
+    "externalId": null,
+    "name": "Outdoor Environment"
+  },
+  "widgetTypeFqns": [
+    "temperature_card",
+    "temperature_card_with_background",
+    "horizontal_temperature_card",
+    "horizontal_temperature_card_with_background",
+    "temperature_chart_card",
+    "temperature_chart_card_with_background",
+    "simple_temperature_chart_card",
+    "simple_temperature_chart_card_with_background"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_temperature_card.json b/application/src/main/data/json/system/widget_types/horizontal_temperature_card.json
new file mode 100644
index 0000000000..153195a499
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_temperature_card.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "horizontal_temperature_card",
+  "name": "Horizontal temperature card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest temperature telemetry data in a horizontal layout.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 5,
+    "sizeY": 1.5,
+    "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: '130px',\n        embedTitlePanel: true\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\":\"Temperature\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\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\":\"thermostat\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":-20,\"color\":\"#234CC7\"},{\"from\":-20,\"to\":0,\"color\":\"#305AD7\"},{\"from\":0,\"to\":10,\"color\":\"#7191EF\"},{\"from\":10,\"to\":20,\"color\":\"#FFA600\"},{\"from\":20,\"to\":30,\"color\":\"#F36900\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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\":null,\"to\":-20,\"color\":\"#234CC7\"},{\"from\":-20,\"to\":0,\"color\":\"#305AD7\"},{\"from\":0,\"to\":10,\"color\":\"#7191EF\"},{\"from\":10,\"to\":20,\"color\":\"#FFA600\"},{\"from\":20,\"to\":30,\"color\":\"#F36900\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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 temperature card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"°C\",\"decimals\":0,\"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": [
+    "temperature",
+    "weather",
+    "environment"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_temperature_card_with_background.json b/application/src/main/data/json/system/widget_types/horizontal_temperature_card_with_background.json
new file mode 100644
index 0000000000..1c711e7e1f
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_temperature_card_with_background.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "horizontal_temperature_card_with_background",
+  "name": "Horizontal temperature card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a latest temperature telemetry data in a horizontal layout with background.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 5,
+    "sizeY": 1.5,
+    "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: '130px',\n        embedTitlePanel: true\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\":\"Temperature\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\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\":\"thermostat\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":-20,\"color\":\"#224AC2\"},{\"from\":-20,\"to\":0,\"color\":\"#2B54CE\"},{\"from\":0,\"to\":10,\"color\":\"#6083EC\"},{\"from\":10,\"to\":20,\"color\":\"#F89E0D\"},{\"from\":20,\"to\":30,\"color\":\"#F77410\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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\":null,\"to\":-20,\"color\":\"#224AC2\"},{\"from\":-20,\"to\":0,\"color\":\"#2B54CE\"},{\"from\":0,\"to\":10,\"color\":\"#6083EC\"},{\"from\":10,\"to\":20,\"color\":\"#F89E0D\"},{\"from\":20,\"to\":30,\"color\":\"#F77410\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Horizontal temperature card with background\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"°C\",\"decimals\":0,\"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": [
+    "temperature",
+    "weather",
+    "environment"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_temperature_chart_card.json b/application/src/main/data/json/system/widget_types/simple_temperature_chart_card.json
new file mode 100644
index 0000000000..f89e7ec47b
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_temperature_chart_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "simple_temperature_chart_card",
+  "name": "Simple temperature chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays historical temperature values as a simplified chart. Optionally may display the corresponding latest temperature 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: 'temperature', label: 'Temperature', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'temperature', 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\":\"Temperature\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"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() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\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\":null,\"to\":-20,\"color\":\"#234CC7\"},{\"from\":-20,\"to\":0,\"color\":\"#305AD7\"},{\"from\":0,\"to\":10,\"color\":\"#7191EF\"},{\"from\":10,\"to\":20,\"color\":\"#FFA600\"},{\"from\":20,\"to\":30,\"color\":\"#F36900\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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\":\"Temperature\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"thermostat\",\"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\":0,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"°C\",\"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": [
+    "temperature",
+    "weather",
+    "environment"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_temperature_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/simple_temperature_chart_card_with_background.json
new file mode 100644
index 0000000000..9c8d069c8e
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_temperature_chart_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "simple_temperature_chart_card_with_background",
+  "name": "Simple temperature chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays historical temperature values as a simplified chart with background. Optionally may display the corresponding latest temperature 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: 'temperature', label: 'Temperature', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'temperature', 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\":\"Temperature\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"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() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\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\":null,\"to\":-20,\"color\":\"#224AC2\"},{\"from\":-20,\"to\":0,\"color\":\"#2B54CE\"},{\"from\":0,\"to\":10,\"color\":\"#6083EC\"},{\"from\":10,\"to\":20,\"color\":\"#F89E0D\"},{\"from\":20,\"to\":30,\"color\":\"#F77410\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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 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kMIqsyROkjWQQkXDpybq2s4k/1BQMPuW2hcF71wAAsxCOseh86QC314s2YhGPJ8fDEbsdcrpxvviv+fF1QtY4ABNO8YhZZHFeJovoZR4ZR0QQbYoHBksV/UDUoNIVTA4XSVC1aMQ48uVIp1QuxRSa5AldI+ZTqKZ/aJUtYUj0JCVCIAKAHBjLkCjr2mIQRFDGhwAI9PV9Y7/N1FVSbRCcQJFImKBrDB46NW//obdDGIENCQsE0jKQKKHgILQIE6SPaHzALhoGsoXJRqUHVZIrwUM1/aSFwxWjyRBQRCwjJkhARNNa+8JBLOBWLXiuxA61/EdWKIZ1J8qNJAj4tvLLYOc3s6jadhN4GEfqH6LyyNf06NoQFR0aHSbCyvJBiEzAaCQmeGG1QyocrRFUlKDIKsuN7FsCk7A+iQCUDgUjQ05QMKRtQ0d63SFw9GxqcKHWTIdgdYPVILQvDRRNW2VnE5tQNzjq6TuQt01KQSA+jDEY/WFCk61diKhXT2fGeYBAU9ylCj2w4sBRW6SL+QA3+2lTb/9qCyBaSK/LJnUtHIp01TURwBniQJXjIFYNR9LiDYEoAC0axuem1tULAYNTai+vaTc93yLhyeLlOYEoSyDfgQ4z/dGEYC/419BZPERCINfzAl1Rp5f/ZUzhjiIQaUENt1WChs7ciT0ACA1MuoKwEAgUK3E+HYowh0ZCSQRAeyosB494VMU1msXBA9JN+9mu7CRCPuj7bv60XwqFNFjdfdA2bp+/jvcGArcBAuIm0KQIirSWEgvKpaigRTCHnl5AxC14rYZLmVVsx2BlAgdmAQGBxnog1Cq4VmAxCAohgUKZceS+Aww6bIm7lJYnDK71vvddO4wG9v7d3WG0lcnxRmyQs//BwUdFPCre2q0dbYgtCxp5gCsyBJLkhviAUIQWhUTGN8i9AqorKJwpIF8nCrZUkvsgz8oTctohFS4Nvn/2+dNa/9FUacg2lCSaeecTtVFBweOQ//8OOB+38vBNfuODNJHxzEL7QcmgVSGDRR5GV5lZLjVV6b4goRYNg8GgxsBgFAmg0alakiZROEOBtpboVrhdcK0gVVY6Ks4VR5AlA3OPoN09RYEoNJRCiNlWwEAtvx/R3dogBs0AIw268M8EOeuntjfnJc6/0g9j7P9rA0fkrnXFMgqsnoDAGBJlIl/s7uJFbVysl8gdb1dbDhlJBKpcSKuLyKdVC7uLsCIGBQRcuwsA9ViiIP8gY8imt523uvPmIUcTkDi/wQQIoqF9sPpPfur2fX52YnX91g2xlkciTIMiKQUJscYgXmshVghesEG+U2tpSAwGgsMhgdbtVN6U/NjnSTbtcOJkH/MAwkqhPIcEsINgi6UMvvjiSNBG1ufIaUOz4voklOwJ0xm68uRnubdNJyuXhy5/8ED5aWXr7PyUM2o0UExEzaFgIh4CJCAphQR1EEYotABnQtskNiqDQVWBBNNLqT1PgRSqb7I0Ij9gCkTeIlCH95MUOYPQe3rhew8QYIxCKnc3mxhMM/AA4fDaIz83iD8bMXcdpIArDdhznImRCMgFBuMTYsizLhAJpI62ELIq0IPEEqzwBBW8QiZp6eQ9KSnp6Kt6E7/wzOAn3PzNnjr1QzJf/nLF3edm6++2Re/wia7qexf8z0bSo/YsFiyCcPogHEmiodOhRcAUJr1IsFLwz+NAzkEeBPA69k/QHK0Er/RMUVAkoOEoIm83GmiYYvCeeXkSNyT98p2LQZA44rokc5+znYbV4/+7lodnV7R+Nkf72KjQLReMgRYEH4tbZo4VY2Lo2FImhUCZXaPFtE+Vs3jL9HW1p5bLEHsZDDcN7IaCQVitcQnlsqgoaC06TFSjUMQgsNIxN5CK27TKTYzEIRK646cafXbX/fPP9iyx79GHC7b8wOO+fU3UNUxQymyRqpSJzbBeIoLXVY0aRJEaiKMp8mJRFjtoyz0ukBRRM8ttDUl135ogSFAHHUWoZ1QJBBG9UYKgs6nwViwtEgcgHmVfUgyA6rp83aftuskt3m8eboWzx/2K3xxTTaf/eJEG/6ReQkMwUVEhLu8hzLoHBLX+M5F2nloEtWjAYCPJl+Ju7bxj15FTAMFXAmNA6GZtqs9qsvCtQj0JWQD0UbipGH+8ks/bt/YHLdl/qHXiiX+QY/6YCCVBYeiTRtw0OV18iFjEFWycUAABFkfQouAuLvCzkCnveMocEGPorGiD41LVYnOHwJ+uKUBFBwUqRhAO1uriooli7FoZjIjrmiuvbLhp/+fyIlnKZ3L5armGl/aPsDwTcdDr9+V6oF0tQf7gyHlsI9aHeTXVgkfXQTGG1QoBBPizVPUp72OgKdc/bJYv6J+fpjO65ZPDpgIF6FIsTFpOqMgiqEYahwCCbC1hwgqhEGoJgyCEuajJtuL5ybpx+uKS1ttcvD4/2l1ueOvUOt55lZocGNqc64ZMFDD6kDADAwniMLIWFfqUxT89+vyXhCusaLcE0LMFg3gBFTtsETThSDEUnZ5AKBV20rmdCYaGXnj2hQH2wCAVVcrdCF8yoMRSw6CsFyRXsCUKf7VtefLxc8rJaWPmMFjsY8NPSkERWWWcUdKU1a37tsQCBA6kN1B8nj09RtCOGKkVeadt1MSxMpDkoZnwMhB/GQJ1TJJA9bYGinhBOYSxMwkDYEG0FSI/CCkJ+FwGGQ3ZPp+nVGlscLi/S3fW6Wyfi1G626ah7BQNVUY9iHGVnpsh6CLLGCQpmlhGlkabeXgHDQIk4SKRMKxNfKcAo8mGuk4RGCgwSGYKAunoCCY9C6rvGirPEmgVTPJhEmmdlWkVygiFQfZDqm3aWGKL1R5eNXbN/HS83i4YvyRB1V/uRy7qGzTsZCgZ+831iYI5KNaSp5SMwZLcMT+qVeBzySPgFxtxzsAkJULD4/smSJ0Pro11panXYzhB2CapFojtDIWPQNpmwIOAKSMgT2AMUsXNsD8ns5owIGobCoevrhth8rJpsn9tjp11t2+1sNJJ/4Bc27SBACCj+qtQ6q3oH+alUI5JlUqGAH3SuYAvUUiglNVMWzNzkIeTEOp/VMgfO2G5F4qSBmilY4AAOKAQQr+UKFw/M3M4bwRYDAxCP4vDlJjcG8VXndsnlbJ+k/LNxzAts0Qmfy8w341MCY/5nyH46SE5SfPEDRca8FcxBmcyPKGCDOwjzYm6+SAjYosQmsgUkhkbBjGEoNKw6mIQtLCbnEgS0IupQFQjmKjqguHFI+1KmiiGPlX/aZZA6XOXLZrR/xTt84wYujhav1vLSGHJjAuJaK2AE5VcOWhRvqGf458+fNUdmELYetJ5DIpSIZpsHM3j1lSEk2AEaHVOOqBXEofZPW/6tFUcAZEMD9a6IDwgAmYWAxB8qSL6I6/e3D4fB4eoSN0RlMnuRNHxjUTQAAXL+2+eCAAUi81zj4zJlSKniTygSOEgyhYJkKBLDYKXCUI3Ag+m3z+jVqVd0IOHjIXANBeEQCrmiIvMts3qGK3CE9qyOcHBjEhEgggNKVFByfT2MZ8+/1o1b20+Sh9vmUDhQRAPBEAWrsojMnRHI1ELPfTEdk07RLZ0nJzRG3hK3QJEmcyuXACN4ouidYSiC2oCCqQAKHAEGI0I2mcxAgSYSi6zhj5OFTpPXr5+ZK5z2e/Ao3JirLBSJ3YnjwSBerz593I8WH97sto16SpLcS+IGCNAI1tB+Fbnjh8LZIxguCFEcpOisNlJAGApOkznXOkrmuEKNwkSmIgHAWiRKPjMevaxpIh9liVpTEo6J9Kx+Npm8Vp0wQYE1QPEsOsTIvv2w+bEjRXbPIiS4epDMn2y/02EuuVLDQBSNg5ooHSS6xSgo/IIAITKIQESMMgnjSKyAtcAuWAhDhsxZCWvg1PUl5ntjV5XTjYQP1+X3+PLlAxfJc35W78cTL9kqEU/UFBkAUQERrVywe6qDiAeSrpf2cqF5AgKRDvXXvu9tDR54RPKNgqjGkCEQV6FYpnVd6ZsrQIIIC/RyeckgSO84F0RA8FQJQSG2Tq6eN89B0cgWwYQPCTzcJfeffdtv33t6+8bNFq/wTvdO7TOiLbNW1koyGkMKHKZBybzAg66BHVoj8LRcBwi3DuEYReNG9A7pBVcJEILKkElEWtc8RGNZ12mdBQQa4mAejOyKsEUYPbEJiueIPSZdpALRsGmaSGJDr/YHT17f/fQWNgx4JFA09VgRRKSCiVSbxaHSPiDAhIAmHCSRaC/X1tu3bAwjILhfxBi5SAj2Byweb+MwPkTACCQiAYBpuY2iWlYwzMvLFWcwMgmrSt5Rev68vlPDIW5KGCBiHUo1C04A291blql9+3UZ1hup4iPUfW66wwa1plLpGKoqguyg0KiABr4oMAgZA+lkIlbhwu5pGP02CgPijSQQ8RsJHIYBFgMAlmmYoDENqzTNi4whXyzvFhzhUSWLK5V9fXweVGiIXCyigv9rEAWKJqi8T4Lz6GVTnR48uQhW+6bprnVtFsk8ikTBVSsMYoDy8mgXoWBxsS9UnU5GwFDuxz5EpnAVMDbyQIIIA+V7BShTrAAyg2JWx1hfRuSBh3BQCQV//6Se6R8ydJWwS9zCZ6QEjKoNBte9Ptf1+WN6MvKNcRpTWodX/G0aqy4API8ljy9Wgi0iEPaEMwMBpjQLq3f0/mNJ3kxl2EijAiS2YcAh0TcEAVcw6RXzNM/qpj4WcHDfjF4hQUKnBNV4RP0SJom91SHyWHFUPvUgAkd6/RSftqflPf9NLpw1Q7P+Bwt3TqFojMMGiXSQoFBlVzD+Uu8UUhQKZAgEs3CHCFdMEq4YYEGK1rnKGDHkjSplxS6S7B6LFFtiJWUYLlO7X8cTKEC1NufLjYffH52jnVj+A3+qjqdcslURb7pKLRQIZiIezEBRLpYiECiFGwmhOBgWpY6EAlAmFXLFHCDmeWFAARHgIFv8iqIOBFaceeTtC4XV9Nd0HYc+fkm4bByXjlbqb2S/oEbTRFxaMsUhw4CAG8chGAhG5mKHSK9exRQNu8InZNuIBcWGLyxMwchEYIF2NU8gEHyLVLdupcRINTgChUV5rPjwKBmD++xp7W6lM9+b94aY/QQKqbBQipW8hoTCpc+LWRA17IqgcfUlqxZqL4RyWTTaGMQH45BRMA2APFNxfUiRctu0qMsNIhY6G9qVTsfZACj8753jyMfxqmWhq7a/UjSgNIKi0mgwlxHE/qX2aBht03XdT190PJIomEnoWlhEw3DIIDYQRNi2rTcFJB8wlItE5OWCNYwCEO4VRlEkFATAaLsZxfnMJJz6dEtlXURt8xzNpcicOrJVsWyjsCs6BIKKoEIcGMq6ZjUluYIeERTIFigIgNiQPWGNgcMIItgbezxLPiDEpbp1TufEKNK+/cp2IFnnUN/cUmbJLPptUaDYb1pUpW94HQJBx8EIGMQuDgQMNHLLKCwumQQnxE2zNIsNFFQbgkjpE46HIZhmAYp3uW+SAoX0HxQchZpHKMgsmWknmsUBSMnBMh77xR1U0ytCJzI2BTBEJQSQjMMILq9ygRnCFL3aZ59xkKHAE6FXx2QgBZvCxhgKCIKvEFjsoLglJUsMnJypRIDCr7udIqv25EWgUkJKx4Gx3Dpj/w5mYLkGhSEc/TMQXHiUQmoaDERgBANbQiTEwa3TriD7fOz2xL4zQzQLo2DGHhIK6xuBq1uUtAwFltr/ZVbnpJI1LEDk5hJJy4KhEwPf113HsB2K2hwZTPZvSxRbkAiKvPDpgIO1aRJFYoqYq3ybOs4+JOaxkw4UwUEyAl7E/g2HQWYw/Q0tfpBpdr1JREEYJt4Y4k31TiPRGNgrTYyyzUJBtki7gRCakra3jb/A3+A/93lnXjgi756dc/a0N/MwM2f4eHnh2onCeZOLPVdQ7iK8JCo0hwWC6iXTuS4cFiGjoFYoIEQksiTThIHvmguMzJQICfsfYuFGC5UMybDQgQoKVwvzCP8dHjklEYsndvTY+9QXHMQO0jJrA7MpQAy5IxEKP8ZZotAQlD5/OA2NREDhuMDEefpdFhIEBgYSDNEICUVicLmIm6jwUQKGn6ZxTBEHBbIBRaQHHIxCj2bCtkggoxA1LP9gYP3X/FOycYA4X5Q9yEDw200rFiUCWIToL86CQyQcEaAgSkyCW8UCkyQY4hDWMJKFKPhmnQhyqN2MCxafYcCVML71HBTGEATSee3LupAokeQqkwGJmjb9NwSBbD+yPWNY7tpyWZQkQFEQICY4JA5HhTik+W6JBmUiOehcLYqoEA4thELCkh1GkfUCQSAkEl97cukIQssEkUbeGowe2BEZ74aNrYTDLQyFQxzLtOIqEdl+GwVxwQgCL1Qz+qVahr1whmSCUDukvlPENCJHosNAJyAYAhEQGA4KXcYhOUss8oOvj5MAYnKx5NIWxllxPE/0wBCXxGSIPmw1lTbUJFAYT+m/rBPj7PhQVBhHGqGwMkMu3sKDRcpFk67ymBY/7kdfurqr65rPske7He88f0RAFBLoGBJ1Nx0Ph6BIr42D4SfXUHvNnp4CRS6DUykqeWxIpckqDVXEATdzoLDbVsHBldUSMbPAnKLgksSAFfbj58+7Uf2lrle43jHatmsHXVV1g4OqQYWtR9++RpOVpymVQov7wRgOQ6EoFJKBHA4QmKKD17FytBwJmVm2FFk6WbxkYh3pUJQcMCzP5fPTnYUfjMIE3IS7Aaf6jeJnM6tV103awQAOVVu1RqAbw0BT7q7r6hGxItFN1O10OkyNMypKRPjFNwm45O6LiBXnBNb/UviUziQA6BjNjy+yk3BsaJ1ZoVv7JTpYFBa23CoXLpuWi6dyQhxQ3a3qVdu2k64bFHWBoULD6WDMcjqtptMxY8xg+jUFwHg7bJpmy0gUJTQOx6p3vXCyZMi489IyuHlY2iY+iowiJt8uF2eK06PUC/M4Sw+mt58ud9QD/SCAzIBDDQgCIlkEAGYBSO+ngwoLE02QEIMh2jKaZjZ7QEZhl+21Hx0ofs6CGSgcE1owKRAMw9WCqXyoJQuANBBQoxnBcZ4aZmEARnEKgxaLvvorxXAkCsqNVbsCw6QiN0SiHVTTSh4nhnAZI2GbnJma7bYRiYfZYn4zXy4XoCjCLaSFDdOh9UyxHcahwYyiw0RHFDwmBkbKJLLnDrmbsPo2slLysKDi2qCUkAiGmpxYrRQLyoSO8Mf9TIFhvOy/8LZhaJpJy+UDDi8WWi9m28X24YGN+c31ev+4frzd9woGI+BmmAoMsJLbC69cN/OILTIHvzF3H1GyxIfpmU7qhaOAWpBvG1AcfryZfvPm2zuSgnzounaF5ZrAQqqI++FYEFATmuHsrFkYwxy3AfG8mM/nv+cEwo3G+ma9h8R+s9+cls0yLJaOhbxksO61Dl233lihAKErxQMyDrzMRaw0/lUvpyiG+mQScd5L95QCRGWscX5Vf6EqRBxMYuqoCRoKBQY3HERi0WwXvOrbmV78xWKJFAQgkNbS4/oaDPunp9s9MopCw7aESHofdcFUZI9Jozrh7z6d7T1/wUX/ZCp+68UUTIrMI36rpp+SvOdD6PtLvuqPb3R3KgNS1+mMJBUGk2oSwneuEIkRpWEYMonZVo4v75YPf/7MWUiRDOvEcH13vd/fAuFpI11dbTZPT04Q6/ww4SEOhMgK+45MgxzoS4bBjyMkViz0iaSq4IGF84QZ5/XVx6uLT9IHbr6h2V3u8ve28cPKESIW3kUOpMuTOBYmLSCQq0I1VlqghvqnlGCQEuH8XPf8+ZlkuKMirO/QXJVhfXeN4xs4XD3dbq7BAArUO4sGLOO48X8hQFiS2gUNyX21hX+pOH9Qp6EojHcSFykIghT8X/uEooO0pTWtNaVN0xLoH4y4tQ4Rp7bq3OFRHDI5v+Lm4iy8SeLm5iCu7ooibu7+vpPrvy839960bzlfzvnuye3Jo7TsL37/jON+uqKsTNfukZL9+QbWY7grAbKSazhgBqSH5giVFop4x1ZGTkbTBRGBBwALjKis1ABZYElstu92urCgUOhJICBBVEgiNJNTzCEBBu7R5mkw9sIxVMyhwm3BGv7ud7vaEC4K+lXLlcMIzDATWLUDg8romBsopbLGHzO3Ygd+0W/wW75wmV9yG1w2Tje03Q4RViYHDzSxUFL+3AetVv+3GurkEMwb1IkAFw4ginZRGYmUIHQx3rxBnQZxwVK5xjsGTEadyQSXQB/gIQiClPBwZEAF9SVYLQ/XizGUlwoykM5mNnA6+/82nXxjcH8pZjQQ+kVgBTAHOVTy0TiAh5KrDTMmOKmzNkgc6YZD1AE9NEcANqFDFeBAwCdqeVRENUsVI50WFe1ur6ulwjABA0IjZ2Ti+z5ngEJIJHGEOB57c2hIPNOLwqm8yF3/Je3Ef3CvMlWpsVb7Q4kbDdULzC78fRGO86LaRfvp9iKHAB+uiPLP28HwoaLi07gDXNDLH5Q901zSDNAJRNJyJjJHDZWyokIOsWs3yxkHKhm1IymEE4huu9vFB0aDycSHC3oQx/78HvCJClPLYO5DBUupZBOMQ6iAAZozj9Mmuq5WmWKpTBYbGK7yc0CPvVV9IgI0A9ardFDWc+Q4sKprucbpkzSAO5hAWIE1UIc/9OvCHYlEC4nAM5RHM5dQ1uQW9vRAfGjdxPxyOct4hIjevmXRvCvAxaR3eIj5I9+fywmEOfBNGWCDzpuDQOHBghqvEM+xFMMrXMoNd7boEGx+0UyuMlZlpk3oODUw5s2+FFW6oOLcqBAXvwusXelkw73mR28FxshkzgQa0b9Ok07cAeTOkIBn0Eioab+XC8si4YJwUMYImEZtWygnHXHg08BkrjYPRjgD0SB5oBMnRow+Dfx4BB2eh1QE3jYJC9DgiHA39+IJo8QqiLnrRaqeLpqVXIIL9GKE7zj4TCWDuqQXDQZUQfWSjdsnDxpQIPMJD3MJTlde7byB9FEuQQYNE4yAualkizX06Gh3lOEGREVUtnwaPoRdOSJ9ZtJeEBLKIXsTAW1k0aQfwcvI3IID+0eTkUiAFOIBT0gDC457YRJ6SeJ5hfPV/2DugI2AckiFhIw3Kjhxf3proHqZl2IZsZ1OOLAOd7ipIsHbdAxQwQE0oAwEBttnsCGlhA+4EPAA+UFdsYE86ADkDTsQcWYSSuHBA8aaPWlVJJttkomoeRcycA5847A3AMqjyCgNcAEpjHgILOAY0JAkYZJst+F0uh2HXpgWzp//hwym3GM6M5Ua+upBlbJyUQEHgrHhzHeCyKCCal0QDRYOlDpZoSS1ouCqvYPRlzieLMkPtHNi0eF2noDTSUUFgQBqZjOLZERDDN4yWAKRt+YDiHgAKe2e0igesxDKwWK9PiZMfKasHINYTmHZZU5HQD6FLlhYhNstQaEDNhIvWS4Ldv9dh5GGKvZbPTBmWVH9n2+c6ZhpdaG6kM2cKrJnhXCyAE7PZjAACxBw+jreID/gQpsM9TyPygOiX/8nb8huYSGmigYhetA2NnZtgC5AAirRtEWEKblTz1xh5MsBlEJAxWAyGMSDwVquYQo6hwgiwx434CEMp9vldJp4QhKG2+mWK6hwKqhXkegEmCjOStxEeeysePkK3/CRFRHn1hMFcgAFANYzdYuk+pK9fCI9lBzkuTRXcgKgvKF/o3WHfyZC3wJwINDLJ27VYIJzRwRgLVToMdseq9060ekCPW1i9uFgIAJ6Sh46I267hcGKgTEexKvAJ0jUYCQY8zDujVdYj/nJyttPxcN2k2zBuwJ3upoHw+0G/7YOMvQ20pnijE3ArJ12m6UiWcLlooNWxv9evCm69dEVSyt3lhpAiL2YhQNwydpwvX7tzg3bajpXNx5u3CCVghitkplRcaTe9CGrQAbKwKKZ1bJb0swmZNyFg7fN7oJHi3b7kOy6rUxikruDLR3xQF0gpAGLBspgwml/EsdpqtAIIcDbePG7hNDYPlxO+SyZTguKAag4WSyWZs5a7v/BwaxcrjzYjxb1EqabG6j7jwWJICyA6yUkUakCTRyIAucFBAHBAAF4gOxvEQnuEROrUUp7pMqyZs123zgqmSZ8aqlT9CCrIAmAdeIurtFuLjq9RXvRudujjRZrnjfXx2vLpyyVkChMenhMh88OJ73JvdU9pFJEpBYQyWYfe97KC6cPl8JDImW/2Reulod9DKyfPLhaMtXjlIMPe6NukIzOXYUqzP6bHlhSkAMNsPyAKbqAEIgKCKDJD/rDc2eHrRv5VhNmYz0b8+iCZhUSBlKnLMssn96VBWVQR0dZBVoUHmQMb3nYRBsXaMIaB8C0DujCSn7CxKCzXq87MQiAkugQeDpzZbTLMVSAWGysUm87fb6ZTpdLtYccG7TiyddPHyrN/XGpWZ+xSXSTWzwbYk8tfTjZPPPr/dJNTHc6IC5QwpacQYZbIyDq+eurxoDeaWYH+hoOABCEI3Ya9HQp691eNOSIEXmEMoVaZLAHLGXTFifoZ6aFskwcSCowHUZyFrgWiBVwd9FdH2sjIiCRDu5has7ElqVSoeAFkLRK0w9pun+XBumHd2kaTvdCusn94ul9UPj+5c3nry+/vtr/2LxnX/gqunb21rAcdYInj6bJYaWFscj8kLWQ24/R/Uo2hAqpoq2HfMntr7OxUOdFXqNCaitPaKGO11pH2nLd3aq5RMFSBuJiyAYlCnoOVYAGrNWyUTPfaOIlxESEqevuAnvRBKPDomSBD2B4zGppkFcgBGPyJhJpH7P9wCSBNvZWKw9f8JJVABkrb7P/cPzhQ7rfvNtv7j/cew/vL+8vHz9+/OjRo8KLN69fv/757du3n58/fvrx4/1+f3z8bhFvNpvwFxHn85o2GMbx/iO7uR53cuCs4iZY1q3QsM6SMph6MHhKTIK5yApDInQ75OShMtlBGN4cQk7ibt48dJ4K66WTGSrSjYLYwQr7PO829jV5E2Mvz/d9vs+vQOe9ylZM1cAP4+pFyub9u2xkPp+4jyvck387lmx8KmVi4enVJF3YhBPSg5gpnRSQrHnvgWocCI7/O00xd4QIYAwuN5OUTGr0wggOPiReyranLOQOsnCRJUhmrFyBCYzkg/ROXgpp9JAnPRIs0zlqJsw+jgkLEgZhgZIBPsoqX7JoW+a4WjbH4Y5JJsXAV4ahudXj03aVoIFXDOqD4TBarIbDwXC1XC6W0+V0etntOpf91cpzj0/zVC9Pw9dxmoI4hoTdrmcUSrvJUSP7KGeak8APvk+nSydoW/F7J8poeBg9ZDSPeyQbycYJz5JJYqXERG7YeoA0pFyU9kvqpXgCDUhflchgdRoUpLGiNEjnLCuToZwGOZUkyYsSFyRVIAjaCQFesZ0/fo7RaEMFifZjrUjFUOaUOoKlymJQTul2UcN+goVRHW8FhguKG/Vap96p1+XsdIarCCcZDjijAbfzab/fvbp641x1vdAqfdt2A+9ifnthmGMidNnoel73crFYr3jWc9qnmULsDq+o0EjCkhGsWC4lMwr5EwiJkCfxUSypOqtEieAQx1FkGik1QxpYr/dyMpLns/eaMjGXlrs01j+ix6avkOhomibLswOyAGFSe7y9XXZd7bH0VRguVGgYerylEQd0t6ix6hy2rmvooegaVcMwijhFUDZ0W+nDtjfq9Zp8anVBBxpwko66n8HRcBCt1tPpYnG5WH7//vFyPl+tokgsr5y5vjOf3y55sprzfN7DX9x8vJHEL0rZHBfAplMxoQTxC/iIx8gQahabTLEkRjFpwOOp53DBfAU6ZAKZUeEACBMWy56aMzzBE/by0lIeMF+Q6IgEnmi25xpupYKdUicIE5pwgTsQFBUBcmHllsXQdXJGuYpGtCDQ9Qp/4tm6vfHj69e3P9bvopuf2A4jHaGjDoQguBn8HA7hJxp0bhbrdTQA9UEkdCyWyzmqAsqLotuLi9uLruZrWSubzVmNkoqTJ6NEPoE3qJQgc9gEV9VXlRKj0cmmjLPjydQ/PFfDF2LlrpXLFiyQQw05kcKf0dtB3nyWTm8JTE46Kr3S6zmVs0oFKspIgrAAGSpLFv9SARCIfqAd6PqrPVs3qtUgqAaGb/g28F3XCIKNo9b5+/PW0VHr1/nnt1+/rtfr1c1sNqspwIYSjjjKAJI6Skq16867KEJL0bshz5S2arAlDoO/9B2/aJinaeqhGBzErHYs3mhI77TL3jcgItUgc26qFrM0Gt1BP5IYGUSpSwZQWtFvpndUlgjRxBZRQWUFooTCKSoJ87kwPDYcxzk7q5yx4Z5PFCAWFu3iXwgJgLDI/iMY+V3H8DZETILACCaugu67G0f7zf0XL5rN5pGg1dpv/fp1fv7m5XqxGHRmM/GN2Z9A0pkpT1HAgwYQ85Ozxu+iL9QEokhy0W3X841qeRzKC5l8yG435MUVJcLubjLeSJVUFZFQKEnskLqBI1ECCY4CwlDTyFwqY5E+8+bODkRIdTTeoThoH4fkRMsi22GQ1zvzfafr6JWK43gEMMdht4tKGAq2IcurAF/QjABMON3JBB6Az+F59kZz/6jZbEHE4eFh68WLfb4rtISSz59/rMF0yrJ4d9Opz2bXtdp17RooUup8BTziBrYgQ7xlvlx+fPOx38dBjHG1ao63XxfE1l3hQvWWYXs8HofoBc0wuYxlpGwolUax0qfCp1QYpjOxRDr/bduihspILRHmnzyRUqFKbjC3CAhkTpMCwXW++E6v5/d7Xrfb611cdIn03cu+43meKyIQidhy6AbGB2hhYvieUoWvc7Ud2/c93zvb+PDh8MM+aAIYaB419w9/82Sur01DYRjfH+MfIV4QBUVEUBAppSZCUy9Nnc4OVlE0/WBNlpStDtpCWymjKk4/NODlix8m2LUKVWwN0dGqbFaktiwDUTsv4O/Ey5OTk6Q9sL7PeZ73vCfj6dChbJZLFv+0Xub0VvfnTyykt1r6+uqnhY8b1y6I0H1iBOi/ix51kDfeX/v4cOiZsi3Lct8WP60DJVtPF3bv2kHNsGnbUrO5tkZ7sWP74e37N21hnRbFk3AIGfOo2KQzbvduv5rc7L+1ZZNJbuClvVgoqZt4x8DysTQZr76OV1faU/2pSrvNTXvIDPTb/X61Ek+trU2mUmeR/9n/OMk5eRJMnYyfPCuomMJdJ2lj56WQJIUDoZvBoAjfpwFGuOcICoaCIa2slV+WtW4WZv4KpmWtAzqYIZGw2vik+ArBT2SOj8XSJ9n8acr9fhv0kUi1k2pOFCbuFyremhfvdDpN9gT3mfAdR++fOboDiZxhuRBeYRdJ6Ht2f9h9eBobnFkqTB8+wP5CFI9UDPtOs2qK2uE4XrhVGf5aaUeG1ENyewhW+n1ZthW5X0nXLY+/2TEr5FURPjFz/dcLnE1N8RXH2THp/Plo9IgRiBqGJEkhH8HglVBQEOI3eOGzbrmce6kxAn6CcAagCu6wUU5QQnL5ROmKQx6WFr6trq7m8+vriuXpLU+xZX4mIuG0+4jENoV9bKiZPkBRTBqbmBZ11P37vImmJD7tv3TcupfUyGYTKl4sFWYLW/fi9mPsIQ9SNM1enDjOcplCAcOVX+3IQj6/OBwWKXLgRM6vymotkuv16o5imnq9rth2pXqrQn6FhTh1BE0AG6Xwx9TJlV9jRvRIIhqVEpqWSCSimqGVu+WoIZE5hFGC0ALQAjiUhRLxGfBJ80dACGJBKYdCXa2FSL6t6hgq1OUpl1Es3TStqgls27ToZR//iKmgDWYWX7NVWCqwa5pA1ROHp/fshYWdp1+84L8V00uzOKrpu4qSgPLpOJZPdZqzTVOpxttfvhRLJTUfWSyWRqXi4qKqzkUeOMlGr9Hrua5a7zl1p542mQWmAUNNgThptsNJgokjGQrHMV8FkmFAhKZpZVo5lgB0xk1EIHzDCR+45RK+wUE0RMOTT5akaUJPjAwxBL6y3e5PkWr+rEZ6JqOujoqWZXlQIRhRLMu04SQvC/RlG2OLDNsUSHWQ9OTxvVhh387pwunDkLG10Ox0PM/U9Zy3Bo5PptgueS0+UjKyPCwtRxZGxWJkZrn0frlUKqpO7Y37INkb9AaDr8k5pzdwGo2Gkx9iU8UyvU4n7plVuy9S+8pKlRSLSW6NhQOBgBQOhyUpoMV8IspaIhZLlMvRAAxFiRLrhLnRkAEBC8CFAFlF3GT/JBCfGIb4vEhc8BlSQjBULEqL+AXgA5gmF1vh+KsScVVsy7ZMWKnE45NsmArTWzHL7NKL5hpBW3oul07nSNx6p1PxTE9Hb3WksDATKc58ercQmSmVljfQxUJtLum67uderzd4mhyfH3+aTDYarrMYibSVOlDSdcdRAaqVZQt6Iac6ZpwLSIGrxJ4IGNEoSZQ4RDQIxICDbsKQUAxfBXAQTgpI/pCbSCAcDOIXGAjxgHBQjdANHekFnjhYlbI8QVE3V0sTRsuzYGH10TqBQIZtQ4jit3+Al7bcr2Iclv3ZFKtP09NVNaNGmPaImlcyqmwpehqJ6Om6ms9HIpGFdxvvR29LYGM0Ks25yfHx+eTgR6/39dW9eYEZ1x2v1WbmUAj8DFzHaTiqo6adeq7eqGVypLRnY7FTp2InjpAyz0vh85KhaX8CR/QhH+FgOBwyognjCDwYGCcaQCCQBOAskDC6EnKQoIORQUmKogb0AG6GD4mFWmgjCxdmF/xsrZvruTdvHj3IWZmWqVvE7sPiTiCTIVTQ9qXSqdgsDIuL+WKRGX/3ZGO0XMIJaiaT1tNCJY66mJ8rbjx+svFkNNpYvv0cg8x9defvzH/u/UAUN65fvwHuPB2fdx/NzIwPBoNXrz6/wjyuW3tQS+Ydx31Uc/OZ9GAsdjkWuwtiuOLU7ybM7zV1Owzj/R93IYdlu+iEYE3uMjQiNBeyla1KNVADLamG2GKSuokhmkwwiVL1FJVhrSj4g60Xsm5sTnGnK7R7vt0P9iamMXp6+H7yPM/7phH0ESwSKMLkQogKhUOho9jlfuzjT3B8dxlAIVTCoaMQsQ2O+7DE/iUcBp99DDqBADHZUQAJEr64SB8evgEg41pw1gh+fXDwB7rLDPsJlA5pfPnVr6AAAJ/CIcQ05M1n/wECm0+z0P6H/mTxY+fPTqezgAOCjewx6uamlYHqzz68XHcW153+B62vzT9o1qrLbla754fdLq8oSoHsutrP62Yq1d2YfsFx/HE3z7Juik0J3XyKde/vbh72IolahYmEmXAiwSQq4MIkUOHhRQi1HwscBahoFMdPYlj7ZWz/8h2GkHeXl/ufBAKxy0tAeIft7SR2FIBu0pEIhpDh8OL0NHE8PESrPT6Bw3H87Y9vfv7wtHg6L/4ws344Pf3yFIb5nvD4/nuiiYMDcHgr8pPIIwuB4MfBQaNx1jg/7/eBo/Pjj/gNjQOQuMvM50GgOH+97rxeNxeLiTbRtPl6t7nH3X/Ydbu+MVAUo6+8vi6XS0XVNR1XpIEsKopa0PNz6ITNY3uEbYgqKrXeGgAiESqXY8KRRJhJXyRIhbGgiwu0WCwRWontYwhBBQAhtk/qEoX3h4cBcAsQzUAgl9BFotc7zlq90y9PskEo+6ezYjH4xw94ZHnBRPon7l+x90Ov1/vtBI0XTIjtj0+IGohCsgcnx7/9dvL116fIBVQWRY6N4Bl8cn6uaXAJLrUy7FzLZM6C2vLlpXl9/eNiQhzC3rXvH2/QPTZwwlSxbUcfDKSlJEnAsVBAoi4OBgPFWOrziQYULsvetx+7e0ylVqmt15V1olJJ8CBCjhVgCIdxa4eHh6ARDkPsEZKcR6EACl03BFGEAlFACcA5HwMLLqbxWTR6GQAnvCckZ+fnkPVLp/Pn769/PnX+/LteXl5B46cs5rDfTm+OYfoTpOCw51qAcnJ60xNcVZn0f5qdfP0Zbn4vE0RgAgVYYOHWP0iK4Js6TwXPPyw7ryDx/vr1XPux30+171sPD22g2HTHpmHbNiwiS83rpiQ1l52l1NzKsiQpBamgFwoaO2bHMAur7/GVGp/mOb5SWdfafC3N8wySFCQIDBAhRz4xTCS49PAiTCFB0G5JkRkkgo5LYadjMAgcso/BlQqEojjbv8TrKDGbT94I/I4X1A0KL59/9+Ofrx3ssH+/+MPJ8cnXyD/ooueuejfDyPDG8iaq1GxKHdWqrDd5U5+dQBKNBpCQNhlEVDTOzlKpYvF8cnZGNPFCULxvwkFPylwQ7h/aaB2GvxkbBXtpG+pAkuLX100UeNTr9ZI0UPoSgsTRzLE39vN509wbm6vVqrvarVY7QKnytWeGeX7O5XLJZ4ar8ByDxVORRAS+6Q3DCQZ0EqdDoElT4cRF6OJweBhAUVHiG4IDvTkaI+/2A8RAgeEPrraAwfuw+NOfgEGy7/MO6hUbUhAdIZiFE+5uVhiEKuGLm7Vr+uoSgv7Armaeyep5EqQIjVbrrn2zKZ4XfzrLQBskJopzbRF//3chORdQxX33/nE37hbs6dQQsXBDN7b1ElCUmtcEyGsJROqDQV2ui3bBNKeFwhT/4Z5esEWx5M3mHttbV3ge+xqWea4Cx3OOAp1arcbzdCgCjVARCvNHhFiGSIc5TEeoCwrCCCFbKegjDcdgxysUi0ZjMeIgjG/D2bx//kcwC0sUn15/JNn39OGp/7ToLxZaMVgsQvY966bd61m93s1dZb3qeqqCTbR1duYKs9ZnB9mWdYMPdzvXnc/nKXSRYKZFgKQm/eb7+DVBsdQWi04/b+3a4/HONAuDLdZr+2ZBapauy/E4cRGOzRKA1Jv1bX0pTr28OpDlqS3tiY4kyaLoiIo66/W8FYp1d+11e4c7VKnW+GSOpmmO6IRhKIbJjZK5JM9xHJ9OpzmcpDmqwqUpKhqKhALICxRFU9gJomgo+hYlsXcfD7NFTSs2Tj779rdPweS3r07xVJvNZrIIRiyp6AoCduvAurcgDtdTNVNVFcn2XI/1XARor93urtqbsa+rppBKnQUbrVYm2EJuFs+BYIBl9jWwXYj5x3Z3vPGnNowgFcbjqT2AHoAK23sCpBSPl5rxUr2+tFXPV+ol0ZC3e/niXNUnmEIUx/ANUWN7XavCoDieR5zWmGrtgX/mRrlclQlFchSFM0DBerF6iuFIVXkgo9Jcmod8orgejaLdxEIBjB9QCw33vDWbjwI9VlcnfzQO0ERPh1+i8KeQ04u30+MDKzvLtFItIQOzCwLrbliIw/NcwZx6s1lvtfZ8f7wyp6LYOEBwCMUM6LH5ObCkiudn6KNopv2JEpfvHjfm+HEqlpr1uj827Tr8AQ5EOVdlwChDFQRHSVoqBXtQL9UHcnNvC0Wg3bD2VsRFR1XFbd1bV5AcMMauV8XYUeWeEzyRBDRBhekkw/B8hEnzME+VS3LrKqhxuRFFZJIGiuhtjArRRBdJvLBX6RzF/M3ji48Ojy3XdyfFGRIiSPomGRqHiJ8hhqYvTw9OshnLurm7z1hdtr16bG+6rud7gpb3dqayFG3VtovQEWmvB5mz1HwynyNB4ZhisYEeU0TiSmdCPt/dODIQAIUhIRziUASqfAVxxMtlYIBh4mCAMInH63i/Jxr+Nl6S5aVjDxAiorIVHUfUDcObkQ6bZnoJ9JZae80RL1QriUo1XeMZiq4SW5CAoNI0DZ0kR3Sa4app8q1kjaOo21sIB97ikrc0nUxWoR1ICZ0l9u7dxYHLwvLaZO66LpmXhoTIDQ7D0xtyQh6YBE3HY5TJsl2vCy5d37br8WVdEmcrj8QEHEKioig0igJsAiACAZRJQSboNWxeR1rYfteRSiWgKJffX70vvwcBnIICORAOb0gIiqlvilt5YNuaJtuFTN5QRMd3RFsZiAVD9319ukkzoRwWAnVwFYaHPkh8UMxFhM/xuJ7DYpM0PcLhTRiVSo3DDy5JURx9C7PEokBB0zwucdXaOoF/fIRme8T0uspguSA9VfNYBCchkMABj40WnpaEFEbHqWKYrMd2u+MuWxDtLcReF6dy6vgYf5tpISkyLatt3WfI7JHKtA4wqGXRaVoClKILqbzb/T4ly/U4AdAEDNAoX13Fr8ql8lW5XG42y6RKYLHnT6cKrCHLsjjAS1GgQEcuGI7vmzZmEQhG1fzdym9X09ValUrmRjSCM/lce1hXk8k0nXymkkkEKV2tJnm4Bh2H42rPHAdKXDKXwwhLkw3fRXNac1VojAmHoSgye0R6c7uzXEqLxVLR2DnLCquZddezUL07wZpl8v3lQFVVn515nq563s4BiWldVnShi0ghi37c7Nx8HlJAS2lZ0AXJ0pTAtq3u2L+fnczYojpQJIxY8atfrlC/AAKA/FP/stibjscpI28QFCXZcMTtVtyWpK3j6LYtTwpTRKnhaI6o+is8q6TTVfp2lLu9HY1GOQ6HKKlbFAUX0AysUmPSFX70/JyENSgAoFFJxCqHc455A4RvYLRlGJqKYYJ/F+6xiiS9YACUBnhSUObuzEI3s2YsmpnbKEI0eMzKoyeqZnflGZ7g6Xbzui6rPhJByO92O1PXkfz5cT6PwVHDFKnj7P4+gWfwe2HVdlOC1egPBqX41T8oruLlf7FgR3TAIN2xY4wzYsF0toa4FXVd9WXZKEzlJSThGNOpY+BXi2rBdxxDRyvbPNboIywrh0qOknRyVHvOwQgEyy22S0ye0dvcbe75AR+MRjSN1EgiR0Z0jqeJOEZAluQRP9ARDfuAx2VkaHn1OlCQKRPDVX+h5U3oAB2Enc+sjBAsmnMdhmE9B+t3ZwjH0tJQTVMXxxuzoMiOKDsF3EFzOtUH2+1ShnDM7r111xKQJEImVbBdAR6T42/rL/9CCmd/H+NxqIIsl4VNzGnRcAzHUT3d8Aw0koI4cAzW+cEQC/jAmPvO1DBNfMOZ+rv1ZlWBIXjgSCZH0EU0OkoyoxyEckuQxG6B5d8CJKz4Fh+N6BEqeXuL2YTh01ytCr3k8C9Q+59cWL5aL5EBGS/YQtFZr6+6rtderS3BnQkWO9FVRcNgMV65rC1vFZhYNKcqFL2VSWcgfja2pXiZ3PiOrOp51zSMlEBSpcjmN4I+g2vkLRHF/wts/gI6FVB/52kExwAAAABJRU5ErkJggg==\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}}},\"title\":\"Temperature\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"thermostat\",\"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\":0,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"°C\",\"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": [
+    "temperature",
+    "weather",
+    "environment"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/temperature_card.json b/application/src/main/data/json/system/widget_types/temperature_card.json
new file mode 100644
index 0000000000..8986d46d23
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/temperature_card.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "temperature_card",
+  "name": "Temperature card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest temperature 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: 'temperature', label: 'Temperature', 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\":\"Temperature\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\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\":\"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\":\"thermostat\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":-20,\"color\":\"#234CC7\"},{\"from\":-20,\"to\":0,\"color\":\"#305AD7\"},{\"from\":0,\"to\":10,\"color\":\"#7191EF\"},{\"from\":10,\"to\":20,\"color\":\"#FFA600\"},{\"from\":20,\"to\":30,\"color\":\"#F36900\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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\":{\"family\":\"Roboto\",\"size\":52,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"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\":null,\"to\":-20,\"color\":\"#234CC7\"},{\"from\":-20,\"to\":0,\"color\":\"#305AD7\"},{\"from\":0,\"to\":10,\"color\":\"#7191EF\"},{\"from\":10,\"to\":20,\"color\":\"#FFA600\"},{\"from\":20,\"to\":30,\"color\":\"#F36900\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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\":\"Temperature card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"°C\",\"decimals\":0,\"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": [
+    "temperature",
+    "weather",
+    "environment"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/temperature_card_with_background.json b/application/src/main/data/json/system/widget_types/temperature_card_with_background.json
new file mode 100644
index 0000000000..e6743fbe8a
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/temperature_card_with_background.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "temperature_card_with_background",
+  "name": "Temperature card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a latest temperature 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: 'temperature', label: 'Temperature', 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\":\"Temperature\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\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\":\"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\":\"thermostat\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":-20,\"color\":\"#224AC2\"},{\"from\":-20,\"to\":0,\"color\":\"#2B54CE\"},{\"from\":0,\"to\":10,\"color\":\"#6083EC\"},{\"from\":10,\"to\":20,\"color\":\"#F89E0D\"},{\"from\":20,\"to\":30,\"color\":\"#F77410\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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\":{\"family\":\"Roboto\",\"size\":52,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"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\":null,\"to\":-20,\"color\":\"#224AC2\"},{\"from\":-20,\"to\":0,\"color\":\"#2B54CE\"},{\"from\":0,\"to\":10,\"color\":\"#6083EC\"},{\"from\":10,\"to\":20,\"color\":\"#F89E0D\"},{\"from\":20,\"to\":30,\"color\":\"#F77410\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Temperature card with background\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"°C\",\"decimals\":0,\"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": [
+    "temperature",
+    "weather",
+    "environment"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/temperature_chart_card.json b/application/src/main/data/json/system/widget_types/temperature_chart_card.json
new file mode 100644
index 0000000000..3f23b0e277
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/temperature_chart_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "temperature_chart_card",
+  "name": "Temperature chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a temperature 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: 'temperature', label: 'Temperature', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: '°C', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'temperature', '°C');\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\":\"Temperature\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"decimals\":0,\"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\":null,\"to\":-20,\"color\":\"#234CC7\"},{\"from\":-20,\"to\":0,\"color\":\"#305AD7\"},{\"from\":0,\"to\":10,\"color\":\"#7191EF\"},{\"from\":10,\"to\":20,\"color\":\"#FFA600\"},{\"from\":20,\"to\":30,\"color\":\"#F36900\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"decimals\":null,\"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() * 4 - 2;\\nif (value < -6) {\\n\\tvalue = -6;\\n} else if (value > 6) {\\n\\tvalue = 6;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"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\":\"Temperature\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"device_thermostat\",\"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": [
+    "temperature",
+    "weather",
+    "environment"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/temperature_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/temperature_chart_card_with_background.json
new file mode 100644
index 0000000000..9d5ebe5911
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/temperature_chart_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "temperature_chart_card_with_background",
+  "name": "Temperature chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a temperature 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: 'temperature', label: 'Temperature', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: '°C', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'temperature', '°C');\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",
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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Temperature\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"device_thermostat\",\"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": [
+    "temperature",
+    "weather",
+    "environment"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/value_and_chart_card.json b/application/src/main/data/json/system/widget_types/value_and_chart_card.json
index aa8e6b31ee..10cfba9105 100644
--- a/application/src/main/data/json/system/widget_types/value_and_chart_card.json
+++ b/application/src/main/data/json/system/widget_types/value_and_chart_card.json
@@ -11,7 +11,7 @@
     "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.$scope.aggregatedValueCardWidget.onDestroy();\n}\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '400px',\n        previewHeight: '300px',\n        embedTitlePanel: true,\n        hasAdditionalLatestDataKeys: true,\n        defaultDataKeysFunction: function() {\n            return [\n                 { name: 'watermeter', label: 'Watermeter', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'm³', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys('watermeter', 'm³');\n        }\n    };\n}\n",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$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: 'watermeter', label: 'Watermeter', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'm³', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'watermeter', 'm³');\n        }\n    };\n}\n",
     "settingsSchema": "{}",
     "dataKeySettingsSchema": "{}",
     "latestDataKeySettingsSchema": "{}",
diff --git a/application/src/main/java/org/thingsboard/server/service/install/DefaultSystemDataLoaderService.java b/application/src/main/java/org/thingsboard/server/service/install/DefaultSystemDataLoaderService.java
index 0bb9d67c07..19d7780a79 100644
--- a/application/src/main/java/org/thingsboard/server/service/install/DefaultSystemDataLoaderService.java
+++ b/application/src/main/java/org/thingsboard/server/service/install/DefaultSystemDataLoaderService.java
@@ -534,6 +534,7 @@ public class DefaultSystemDataLoaderService implements SystemDataLoaderService {
         this.deleteSystemWidgetBundle("count_widgets");
         this.deleteSystemWidgetBundle("weather_widgets");
         this.deleteSystemWidgetBundle("status_indicators");
+        this.deleteSystemWidgetBundle("outdoor_environment");
         installScripts.loadSystemWidgets();
     }
 
diff --git a/ui-ngx/src/app/modules/home/components/widget/config/basic/cards/aggregated-value-card-basic-config.component.ts b/ui-ngx/src/app/modules/home/components/widget/config/basic/cards/aggregated-value-card-basic-config.component.ts
index ad88ee79a0..b8794b37fc 100644
--- a/ui-ngx/src/app/modules/home/components/widget/config/basic/cards/aggregated-value-card-basic-config.component.ts
+++ b/ui-ngx/src/app/modules/home/components/widget/config/basic/cards/aggregated-value-card-basic-config.component.ts
@@ -117,27 +117,81 @@ export class AggregatedValueCardBasicConfigComponent extends BasicWidgetConfigCo
   }
 
   protected defaultLatestDataKeys(configData: WidgetConfigComponentData): DataKey[] {
-    return this.createDefaultAggregatedValueLatestDataKeys('watermeter', 'm³');
+    return this.createDefaultAggregatedValueLatestDataKeys(configData, 'watermeter', 'm³');
   }
 
-  createDefaultAggregatedValueLatestDataKeys(keyName: string, units): DataKey[] {
+  createDefaultAggregatedValueLatestDataKeys(configData: WidgetConfigComponentData, keyName: string, units): DataKey[] {
+    let centerKeySettings: AggregatedValueCardKeySettings = {
+      position: AggregatedValueCardKeyPosition.center,
+      font: {
+        family: 'Roboto',
+        size: 52,
+        sizeUnit: 'px',
+        style: 'normal',
+        weight: '500',
+        lineHeight: '1'
+      },
+      color: constantColor('rgba(0, 0, 0, 0.87)'),
+      showArrow: false
+    };
+    let rightTopKeySettings: AggregatedValueCardKeySettings = {
+      position: AggregatedValueCardKeyPosition.rightTop,
+      font: {
+        family: 'Roboto',
+        size: 14,
+        sizeUnit: 'px',
+        style: 'normal',
+        weight: '500',
+        lineHeight: '1'
+      },
+      color: {
+        color: 'rgba(0, 0, 0, 0.87)',
+        type: ColorType.range,
+        rangeList: [
+          {to: 0, color: '#198038'},
+          {from: 0, to: 0, color: 'rgba(0, 0, 0, 0.87)'},
+          {from: 0, color: '#D12730'}
+        ],
+        colorFunction: ''
+      },
+      showArrow: true
+    };
+    let rightBottomKeySettings: AggregatedValueCardKeySettings = {
+      position: AggregatedValueCardKeyPosition.rightBottom,
+      font: {
+        family: 'Roboto',
+        size: 11,
+        sizeUnit: 'px',
+        style: 'normal',
+        weight: '400',
+        lineHeight: '1'
+      },
+      color: constantColor('rgba(0, 0, 0, 0.38)'),
+      showArrow: false
+    };
+    const datasources: Datasource[] = configData.config.datasources;
+    if (datasources?.length) {
+      const latestDataKeys = datasources[0].latestDataKeys;
+      if (latestDataKeys) {
+        const center = latestDataKeys.find(dataKey => dataKey.settings?.position === AggregatedValueCardKeyPosition.center);
+        if (center) {
+          centerKeySettings = {...centerKeySettings, ...center.settings};
+        }
+        const rightTop = latestDataKeys.find(dataKey => dataKey.settings?.position === AggregatedValueCardKeyPosition.rightTop);
+        if (rightTop) {
+          rightTopKeySettings = {...rightTopKeySettings, ...rightTop.settings};
+        }
+        const rightBottom = latestDataKeys.find(dataKey => dataKey.settings?.position === AggregatedValueCardKeyPosition.rightBottom);
+        if (rightBottom) {
+          rightBottomKeySettings = {...rightBottomKeySettings, ...rightBottom.settings};
+        }
+      }
+    }
     return [
       {
         name: keyName, label: 'Latest', type: DataKeyType.timeseries, units, decimals: 0,
         aggregationType: AggregationType.NONE,
-        settings: {
-          position: AggregatedValueCardKeyPosition.center,
-          font: {
-            family: 'Roboto',
-            size: 52,
-            sizeUnit: 'px',
-            style: 'normal',
-            weight: '500',
-            lineHeight: '1'
-          },
-          color: constantColor('rgba(0, 0, 0, 0.87)'),
-          showArrow: false
-        } as AggregatedValueCardKeySettings
+        settings: centerKeySettings
       },
       {
         name: keyName, label: 'Delta percent', type: DataKeyType.timeseries, units: '%', decimals: 0,
@@ -145,28 +199,7 @@ export class AggregatedValueCardBasicConfigComponent extends BasicWidgetConfigCo
         comparisonEnabled: true,
         timeForComparison: 'previousInterval',
         comparisonResultType: ComparisonResultType.DELTA_PERCENT,
-        settings: {
-          position: AggregatedValueCardKeyPosition.rightTop,
-          font: {
-            family: 'Roboto',
-            size: 14,
-            sizeUnit: 'px',
-            style: 'normal',
-            weight: '500',
-            lineHeight: '1'
-          },
-          color: {
-            color: 'rgba(0, 0, 0, 0.87)',
-            type: ColorType.range,
-            rangeList: [
-              {to: 0, color: '#198038'},
-              {from: 0, to: 0, color: 'rgba(0, 0, 0, 0.87)'},
-              {from: 0, color: '#D12730'}
-            ],
-            colorFunction: ''
-          },
-          showArrow: true
-        } as AggregatedValueCardKeySettings
+        settings: rightTopKeySettings
       },
       {
         name: keyName, label: 'Delta absolute', type: DataKeyType.timeseries, units, decimals: 1,
@@ -174,19 +207,7 @@ export class AggregatedValueCardBasicConfigComponent extends BasicWidgetConfigCo
         comparisonEnabled: true,
         timeForComparison: 'previousInterval',
         comparisonResultType: ComparisonResultType.DELTA_ABSOLUTE,
-        settings: {
-          position: AggregatedValueCardKeyPosition.rightBottom,
-          font: {
-            family: 'Roboto',
-            size: 11,
-            sizeUnit: 'px',
-            style: 'normal',
-            weight: '400',
-            lineHeight: '1'
-          },
-          color: constantColor('rgba(0, 0, 0, 0.38)'),
-          showArrow: false
-        } as AggregatedValueCardKeySettings
+        settings: rightBottomKeySettings
       }
     ];
   }
diff --git a/ui-ngx/src/app/modules/home/pages/widget/widget-editor.component.ts b/ui-ngx/src/app/modules/home/pages/widget/widget-editor.component.ts
index d3ba1d1daa..ea9a6bbcb2 100644
--- a/ui-ngx/src/app/modules/home/pages/widget/widget-editor.component.ts
+++ b/ui-ngx/src/app/modules/home/pages/widget/widget-editor.component.ts
@@ -607,7 +607,9 @@ export class WidgetEditorComponent extends PageComponent implements OnInit, OnDe
     this.gotError = false;
     this.iframeWidgetEditModeInited = false;
     const config: WidgetConfig = JSON.parse(this.widget.defaultConfig);
-    config.title = this.widget.widgetName;
+    if (!config.title) {
+      config.title = this.widget.widgetName;
+    }
     this.widget.defaultConfig = JSON.stringify(config);
     this.iframe.attr('data-widget', JSON.stringify(this.widget));
     // @ts-ignore