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 64f427fd69..1d30ca6b8c 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
@@ -155,6 +155,16 @@
     "simple_flooding_level_chart_card",
     "simple_flooding_level_chart_card_with_background",
     "flooding_level_progress_bar",
-    "flooding_level_progress_bar_with_background"
+    "flooding_level_progress_bar_with_background",
+    "illuminance_card",
+    "illuminance_card_with_background",
+    "horizontal_illuminance_card",
+    "horizontal_illuminance_card_with_background",
+    "illuminance_chart_card",
+    "illuminance_chart_card_with_background",
+    "simple_illuminance_chart_card",
+    "simple_illuminance_chart_card_with_background",
+    "illuminance_progress_bar",
+    "illuminance_progress_bar_with_background"
   ]
 }
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_illuminance_card.json b/application/src/main/data/json/system/widget_types/horizontal_illuminance_card.json
new file mode 100644
index 0000000000..d07223f469
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_illuminance_card.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "horizontal_illuminance_card",
+  "name": "Horizontal illuminance card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest illuminance 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: 'illuminance', label: 'Illuminance', 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\":\"Illuminance\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\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\":\"mdi:lightbulb-on\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#FFA600\"},{\"from\":5,\"to\":20,\"color\":\"#F36900\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"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\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#FFA600\"},{\"from\":5,\"to\":20,\"color\":\"#F36900\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"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 illuminance card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"lx\",\"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": [
+    "weather",
+    "environment",
+    "illuminance"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_illuminance_card_with_background.json b/application/src/main/data/json/system/widget_types/horizontal_illuminance_card_with_background.json
new file mode 100644
index 0000000000..1e70bae331
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_illuminance_card_with_background.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "horizontal_illuminance_card_with_background",
+  "name": "Horizontal illuminance card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest illuminance 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: 'illuminance', label: 'Illuminance', 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\":\"Illuminance\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\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\":\"mdi:lightbulb-on\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#F89E0D\"},{\"from\":5,\"to\":20,\"color\":\"#F77410\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"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\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#F89E0D\"},{\"from\":5,\"to\":20,\"color\":\"#F77410\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"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 illuminance card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"lx\",\"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": [
+    "weather",
+    "environment",
+    "illuminance"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/illuminance_card.json b/application/src/main/data/json/system/widget_types/illuminance_card.json
new file mode 100644
index 0000000000..f118b2dd61
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/illuminance_card.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "illuminance_card",
+  "name": "Illuminance card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest illuminance 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: 'illuminance', label: 'Illuminance', 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\":\"Illuminance\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\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\":\"mdi:lightbulb-on\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#FFA600\"},{\"from\":5,\"to\":20,\"color\":\"#F36900\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"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\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#FFA600\"},{\"from\":5,\"to\":20,\"color\":\"#F36900\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"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\":\"Illuminance card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"lx\",\"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": [
+    "weather",
+    "environment",
+    "illuminance"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/illuminance_card_with_background.json b/application/src/main/data/json/system/widget_types/illuminance_card_with_background.json
new file mode 100644
index 0000000000..7cdf502d79
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/illuminance_card_with_background.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "illuminance_card_with_background",
+  "name": "Illuminance card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a latest illuminance 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: 'illuminance', label: 'Illuminance', 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\":\"Illuminance\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\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, 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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\":\"Illuminance card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"lx\",\"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": [
+    "weather",
+    "environment",
+    "illuminance"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/illuminance_chart_card.json b/application/src/main/data/json/system/widget_types/illuminance_chart_card.json
new file mode 100644
index 0000000000..1ff8482347
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/illuminance_chart_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "illuminance_chart_card",
+  "name": "Illuminance chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a illuminance 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: 'illuminance', label: 'Illuminance', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'lx', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'illuminance', 'lx', 0);\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\":\"Illuminance\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"lx\",\"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\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#FFA600\"},{\"from\":5,\"to\":20,\"color\":\"#F36900\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"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() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"lx\",\"decimals\":0,\"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\":\"lx\",\"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\":\"Illuminance\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:lightbulb-on\",\"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",
+    "illuminance"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/illuminance_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/illuminance_chart_card_with_background.json
new file mode 100644
index 0000000000..bac5f3d382
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/illuminance_chart_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "illuminance_chart_card_with_background",
+  "name": "Illuminance chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a illuminance 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: 'illuminance', label: 'Illuminance', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'lx', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'illuminance', 'lx', 0);\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\":\"Illuminance\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"lx\",\"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\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#F89E0D\"},{\"from\":5,\"to\":20,\"color\":\"#F77410\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"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() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"lx\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta 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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\":\"lx\",\"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, 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Illuminance\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:lightbulb-on\",\"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",
+    "illuminance"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/illuminance_progress_bar.json b/application/src/main/data/json/system/widget_types/illuminance_progress_bar.json
new file mode 100644
index 0000000000..f90aca3d94
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/illuminance_progress_bar.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "illuminance_progress_bar",
+  "name": "Illuminance progress bar",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays illuminance reading as a horizontal progress bar. Allows to configure value range, bar colors, and other settings.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 3,
+    "sizeY": 2,
+    "resources": [],
+    "templateHtml": "<tb-progress-bar-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-progress-bar-widget>",
+    "templateCss": "",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.progressBarWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.progressBarWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '280px',\n        previewHeight: '180px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'illuminance', label: 'Illuminance', type: 'timeseries' }];\n        }\n    };\n};\n\n\nself.onDestroy = function() {\n};\n",
+    "settingsSchema": "",
+    "dataKeySettingsSchema": "",
+    "settingsDirective": "tb-progress-bar-widget-settings",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-progress-bar-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Illuminance\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"layout\":\"default\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":24,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#FFA600\"},{\"from\":5,\"to\":20,\"color\":\"#F36900\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"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';\"},\"tickMin\":0,\"tickMax\":100,\"showTicks\":true,\"ticksFont\":{\"family\":\"Roboto\",\"size\":11,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"ticksColor\":\"rgba(0,0,0,0.54)\",\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"barColor\":{\"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\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#FFA600\"},{\"from\":5,\"to\":20,\"color\":\"#F36900\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"to\":null,\"color\":\"#D81838\"}]},\"barBackground\":\"rgba(0, 0, 0, 0.04)\"},\"title\":\"Illuminance\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"lx\",\"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\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"titleIcon\":\"mdi:lightbulb-on\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"18px\",\"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},\"titleColor\":\"rgba(0, 0, 0, 0.87)\"}"
+  },
+  "externalId": null,
+  "tags": [
+    "progress",
+    "weather",
+    "environment",
+    "illuminance"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/illuminance_progress_bar_with_background.json b/application/src/main/data/json/system/widget_types/illuminance_progress_bar_with_background.json
new file mode 100644
index 0000000000..47877fee13
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/illuminance_progress_bar_with_background.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "illuminance_progress_bar_with_background",
+  "name": "Illuminance progress bar with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays illuminance reading as a horizontal progress bar with background. Allows to configure value range, bar colors, and other settings.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 3,
+    "sizeY": 2,
+    "resources": [],
+    "templateHtml": "<tb-progress-bar-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-progress-bar-widget>",
+    "templateCss": "",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.progressBarWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.progressBarWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '280px',\n        previewHeight: '180px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'illuminance', label: 'Illuminance', type: 'timeseries' }];\n        }\n    };\n};\n\n\nself.onDestroy = function() {\n};\n",
+    "settingsSchema": "",
+    "dataKeySettingsSchema": "",
+    "settingsDirective": "tb-progress-bar-widget-settings",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-progress-bar-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Illuminance\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"layout\":\"default\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":24,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#F89E0D\"},{\"from\":5,\"to\":20,\"color\":\"#F77410\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"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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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"barColor\":{\"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\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#F89E0D\"},{\"from\":5,\"to\":20,\"color\":\"#F77410\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"to\":null,\"color\":\"#DE2343\"}]},\"barBackground\":\"rgba(0, 0, 0, 0.04)\"},\"title\":\"Illuminance\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"lx\",\"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\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"titleIcon\":\"mdi:lightbulb-on\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"18px\",\"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},\"titleColor\":\"rgba(0, 0, 0, 0.87)\"}"
+  },
+  "externalId": null,
+  "tags": [
+    "progress",
+    "weather",
+    "environment",
+    "illuminance"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_illuminance_chart_card.json b/application/src/main/data/json/system/widget_types/simple_illuminance_chart_card.json
new file mode 100644
index 0000000000..831ebac2da
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_illuminance_chart_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "simple_illuminance_chart_card",
+  "name": "Simple illuminance chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays historical illuminance values as a simplified chart. Optionally may display the corresponding latest illuminance 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: 'illuminance', label: 'Illuminance', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'illuminance', 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\":\"Illuminance\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\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() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\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\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#FFA600\"},{\"from\":5,\"to\":20,\"color\":\"#F36900\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"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\":\"Illuminance\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:lightbulb-on\",\"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\":\"lx\",\"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",
+    "illuminance"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_illuminance_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/simple_illuminance_chart_card_with_background.json
new file mode 100644
index 0000000000..0549e98e77
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_illuminance_chart_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "simple_illuminance_chart_card_with_background",
+  "name": "Simple illuminance chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays historical illuminance values as a simplified chart with background. Optionally may display the corresponding latest illuminance 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: 'illuminance', label: 'Illuminance', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'illuminance', 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\":\"Illuminance\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\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() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\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\":1,\"color\":\"rgba(0, 0, 0, 0.76)\"},{\"from\":1,\"to\":5,\"color\":\"#F89E0D\"},{\"from\":5,\"to\":20,\"color\":\"#F77410\"},{\"from\":20,\"to\":50,\"color\":\"#F04022\"},{\"from\":50,\"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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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}}},\"title\":\"Illuminance\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:lightbulb-on\",\"iconColor\":\"rgba(0, 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+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "illuminance"
+  ]
+}
\ No newline at end of file