diff --git a/application/src/main/data/json/system/widget_bundles/indoor_environment.json b/application/src/main/data/json/system/widget_bundles/indoor_environment.json
index 94841e7293..1e8712e0f6 100644
--- a/application/src/main/data/json/system/widget_bundles/indoor_environment.json
+++ b/application/src/main/data/json/system/widget_bundles/indoor_environment.json
@@ -53,6 +53,14 @@
     "noise_level_chart_card",
     "noise_level_chart_card_with_background",
     "simple_noise_level_chart_card",
-    "simple_noise_level_chart_card_with_background"
+    "simple_noise_level_chart_card_with_background",
+    "indoor_pm2_5_card",
+    "indoor_pm2_5_card_with_background",
+    "indoor_horizontal_pm2_5_card",
+    "indoor_horizontal_pm2_5_card_with_background",
+    "indoor_pm2_5_chart_card",
+    "indoor_pm2_5_chart_card_with_background",
+    "indoor_simple_pm2_5_chart_card",
+    "indoor_simple_pm2_5_chart_card_with_background"
   ]
 }
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_horizontal_pm2_5_card.json b/application/src/main/data/json/system/widget_types/indoor_horizontal_pm2_5_card.json
new file mode 100644
index 0000000000..1d05a49308
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_horizontal_pm2_5_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "indoor_horizontal_pm2_5_card",
+  "name": "Indoor horizontal PM2.5 card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest indoor fine particulate matter (PM2.5) 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    };\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\":\"PM2.5\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 150) {\\n\\tvalue = 150;\\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:broom\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":35,\"color\":\"#80C32C\"},{\"from\":35,\"to\":75,\"color\":\"#FFA600\"},{\"from\":75,\"to\":null,\"color\":\"#D81838\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"valueFont\":{\"size\":36,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":0,\"to\":35,\"color\":\"#80C32C\"},{\"from\":35,\"to\":75,\"color\":\"#FFA600\"},{\"from\":75,\"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\":\"µg/m³\",\"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": [
+    "environment",
+    "indoor",
+    "pm2.5",
+    "particulate",
+    "matter",
+    "air"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_horizontal_pm2_5_card_with_background.json b/application/src/main/data/json/system/widget_types/indoor_horizontal_pm2_5_card_with_background.json
new file mode 100644
index 0000000000..15e2dd67a6
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_horizontal_pm2_5_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "indoor_horizontal_pm2_5_card_with_background",
+  "name": "Indoor horizontal PM2.5 card with background",
+  "deprecated": false,
+  "image": 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+  "description": "Displays a latest indoor fine particulate matter (PM2.5) 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    };\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\":\"PM2.5\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 150) {\\n\\tvalue = 150;\\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:broom\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":35,\"color\":\"#7CC322\"},{\"from\":35,\"to\":75,\"color\":\"#F89E0D\"},{\"from\":75,\"to\":null,\"color\":\"#DE2343\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"valueFont\":{\"size\":36,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":0,\"to\":35,\"color\":\"#7CC322\"},{\"from\":35,\"to\":75,\"color\":\"#F89E0D\"},{\"from\":75,\"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\":\"Indoor horizontal PM2.5 card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"µg/m³\",\"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": [
+    "environment",
+    "indoor",
+    "pm2.5",
+    "particulate",
+    "matter",
+    "air"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_pm2_5_card.json b/application/src/main/data/json/system/widget_types/indoor_pm2_5_card.json
new file mode 100644
index 0000000000..f1a2e99e2a
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_pm2_5_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "indoor_pm2_5_card",
+  "name": "Indoor PM2.5 card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest indoor fine particulate matter (PM2.5) 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: 'pm2.5', label: 'PM2.5', 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\":\"PM2.5\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 150) {\\n\\tvalue = 150;\\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:broom\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":35,\"color\":\"#80C32C\"},{\"from\":35,\"to\":75,\"color\":\"#FFA600\"},{\"from\":75,\"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\":32,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":0,\"to\":35,\"color\":\"#80C32C\"},{\"from\":35,\"to\":75,\"color\":\"#FFA600\"},{\"from\":75,\"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\":\"Indoor PM2.5  card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"µg/m³\",\"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": [
+    "environment",
+    "indoor",
+    "pm2.5",
+    "matter",
+    "air",
+    "particulate"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_pm2_5_card_with_background.json b/application/src/main/data/json/system/widget_types/indoor_pm2_5_card_with_background.json
new file mode 100644
index 0000000000..56de801a4f
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_pm2_5_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "indoor_pm2_5_card_with_background",
+  "name": "Indoor PM2.5 card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a latest indoor fine particulate matter (PM2.5) 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: 'pm2.5', label: 'PM2.5', 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\":\"PM2.5\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 150) {\\n\\tvalue = 150;\\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:broom\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":35,\"color\":\"#7CC322\"},{\"from\":35,\"to\":75,\"color\":\"#F89E0D\"},{\"from\":75,\"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\":32,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":0,\"to\":35,\"color\":\"#7CC322\"},{\"from\":35,\"to\":75,\"color\":\"#F89E0D\"},{\"from\":75,\"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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+  },
+  "externalId": null,
+  "tags": [
+    "environment",
+    "indoor",
+    "pm2.5",
+    "matter",
+    "air",
+    "particulate"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_pm2_5_chart_card.json b/application/src/main/data/json/system/widget_types/indoor_pm2_5_chart_card.json
new file mode 100644
index 0000000000..3b173cc6fe
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_pm2_5_chart_card.json
@@ -0,0 +1,34 @@
+{
+  "fqn": "indoor_pm2_5_chart_card",
+  "name": "Indoor PM2.5 chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a indoor fine particulate matter (PM2.5) 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: 'pm2.5', label: 'PM2.5', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'µg/m³', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'pm2.5', 'µg/m³', 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\":\"PM2.5\",\"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;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 150) {\\n\\tvalue = 150;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"µg/m³\",\"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\":0,\"to\":35,\"color\":\"#80C32C\"},{\"from\":35,\"to\":75,\"color\":\"#FFA600\"},{\"from\":75,\"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;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 150) {\\n\\tvalue = 150;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"µg/m³\",\"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() * 6 - 3;\\nif (value < -10) {\\n\\tvalue = -10;\\n} else if (value > 10) {\\n\\tvalue = 10;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"µg/m³\",\"decimals\":0,\"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\":\"PM2.5\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:broom\",\"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": [
+    "environment",
+    "indoor",
+    "pm2.5",
+    "particulate",
+    "matter",
+    "air"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_pm2_5_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/indoor_pm2_5_chart_card_with_background.json
new file mode 100644
index 0000000000..48889b3d9b
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_pm2_5_chart_card_with_background.json
@@ -0,0 +1,34 @@
+{
+  "fqn": "indoor_pm2_5_chart_card_with_background",
+  "name": "Indoor PM2.5 chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a indoor fine particulate matter (PM2.5) 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: 'pm2.5', label: 'PM2.5', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'µg/m³', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'pm2.5', 'µg/m³', 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\":\"PM2.5\",\"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;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 150) {\\n\\tvalue = 150;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"µg/m³\",\"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\":0,\"to\":35,\"color\":\"#7CC322\"},{\"from\":35,\"to\":75,\"color\":\"#F89E0D\"},{\"from\":75,\"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() * 40 - 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"PM2.5\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:broom\",\"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": [
+    "environment",
+    "indoor",
+    "pm2.5",
+    "particulate",
+    "matter",
+    "air"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_simple_pm2_5_chart_card.json b/application/src/main/data/json/system/widget_types/indoor_simple_pm2_5_chart_card.json
new file mode 100644
index 0000000000..6d7645447d
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_simple_pm2_5_chart_card.json
@@ -0,0 +1,34 @@
+{
+  "fqn": "indoor_simple_pm2_5_chart_card",
+  "name": "Indoor simple PM2.5 chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAACgCAMAAAB+IdObAAAAflBMVEUAAADf39/g4ODf39/f39/g4OD////k5OSAwyzg4OAhISHv9+WQy0Z0dHSQkJA8PDzP6a/f8MpYWFjy8vLA4ZWv2Xug0mD3+/OIxzkvLy+enp6srKzHx8fV1dWCgoJKSkrn9NjH5aO6urq43Yio1m5mZmaYzlPX7L25ubmQyka17GyFAAAABnRSTlMAIL9AEN/GQiaNAAAEqElEQVR42uzPuQ2AMBAAsMtD0NUp2H9TxAaUSWRv4AAAAAAAAPivl831+LSa9+byahEln7G9mS3qHAeYNXIcIUUWI7IakZfduletGIbBMLx9gg9kgTTZzg8EAr3/K2ycdjgH2iFLcFq/YDAIDc+m3hqQ3hqQ3hqQ3hqQ3vonkFrx3aaqywxUnXGkGpDFVXCW2hTXuhNS84zvElPauUHpACZSYGtdc6CVvV9IxKsDiQDcoZYD0EzZOKO9Fidc7SZISKE3xxtkd6jnAuSFgqPKwJFQNQUudQtkdpokOl4hKSkL1JOj2nRCxBJa87qU7LjWHZBCnpI3iLtWQD04HT9Kc+jrTuBSd0Ain5LyBsGZOlwpDRLriq/mDag9QlDYJPEz5IOOBlnzNk2CMmFiETdc6h4IlEfySjOcLTtirfgwEWsVWAKS0QUXuwWCRCqe1G8QSBU8qX9yaz2oAemtAemtAemtAemtAemtAemt3iERfwESKZO2yNMhYtxL2WnybIjYl2A2i0dDPtk3tx1HYRiAvhkrDpdQIKH0AtNO2f3/H1yPgcxFYaesxA6Veh5Ca6LKR7FDWql7FYFwUPuHFjnnMJLnjywSva9DonYPLNKoI4CvrccT2R3H/F9T8KT5w4k0tVKpqNQxML62HkzkqM6/mrSO3nI/AONra/MiuybZRzCRpzt5gLzmKgYI1NZyEbLwPzjWikn8TtXIJT6fJRSorWUitnCIuiRvpfUFvueqQ/amQlcRBInq9MB5T5UTqwiCHNTpX0RIswar3Ka8+H0J30J4C0bdpcQKgpyGzPN6XJAYZjjJqkWnWtVxdLdIic4AFIgdCAXeJdJhFlpdQwD4+69P7706+EPJrEmdn9kiiVOV3CvisPQXhlC7GRHbGvBoJBDItMC0xo6FWmEX7vQxp52cD1/qGOY5xPlrspMOUnl0l4gtSzMkNjTGDTs9iWSI4xoBI63EIZlupH4QOW2OUsb3hg+gSusCQrxMe+wxVWmtzhHcxb5OXxZsv4SYDRWjISQio6s0jiKlTOeQxDTfcsghSxbghjZcL77rmzhuFpzwzwtEStRj51NIREwry/NGES3JssIQuwKQ49HgzRiHMy2y+nd2ybUffAoIicjrVkpKRMwwBXm6v3XFCuCCiK6baZH1RTrOaMhc27AIDw68CAv3n0RIYhWP1Pd25ulwWF2kHz2IO94YwzVi6KtIib/fRSxqCIp4gi2ytkg77bcZeoqvIpePK5JhuVgkzdcWIT1l0FeCQ1dlowgFe6RCs1QkUc3KIqSlMTyfe+QCYDUij07yvL6JEGpYKJKoBFYWuSE6LbQBEeQF4nHYELS8NhwvlomIx9oiGidMQESz5tW3CroLT2N3WiQiHquLkMf6iPUi1hhriaZTle0RW8Lq00y57y8BYvZYXSSMFwEPdSA9oqHNWliAeGxI5Ia6KCoppmWc2GNLIqTRHz+Wiezhp0Uoy+ADpuuybfxD9sd/RXmKPEU2zlNkazxFtsZTZGs8RbbGn3bumAYAEAaAYKBhqAL8OwUJjKW5c/AGXkg1QqrJPsudyAYlO8fdUq3/t1QzOo3CAAAAAAAAnhxh9Pec6lVI3gAAAABJRU5ErkJggg==",
+  "description": "Displays historical indoor fine particulate matter (PM2.5) values as a simplified chart. Optionally may display the corresponding latest indoor PM2.5 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: 'pm2.5', label: 'PM2.5', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'pm2.5', 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\":\"PM2.5\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 150) {\\n\\tvalue = 150;\\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() * 40 - 20;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 150) {\\n\\tvalue = 150;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"layout\":\"left\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":28,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":35,\"color\":\"#80C32C\"},{\"from\":35,\"to\":75,\"color\":\"#FFA600\"},{\"from\":75,\"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\":\"PM2.5\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:broom\",\"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\":\"µg/m³\",\"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": [
+    "environment",
+    "indoor",
+    "pm2.5",
+    "particulate",
+    "matter",
+    "air"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_simple_pm2_5_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/indoor_simple_pm2_5_chart_card_with_background.json
new file mode 100644
index 0000000000..1df0e07e01
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_simple_pm2_5_chart_card_with_background.json
@@ -0,0 +1,34 @@
+{
+  "fqn": "indoor_simple_pm2_5_chart_card_with_background",
+  "name": "Indoor simple PM2.5 chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays historical indoor fine particulate matter (PM2.5) values as a simplified chart with background. Optionally may display the corresponding latest indoor PM2.5 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: 'pm2.5', label: 'PM2.5', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'pm2.5', 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\":\"PM2.5\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 150) {\\n\\tvalue = 150;\\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() * 40 - 20;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 150) {\\n\\tvalue = 150;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"layout\":\"left\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":28,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":35,\"color\":\"#7CC322\"},{\"from\":35,\"to\":75,\"color\":\"#F89E0D\"},{\"from\":75,\"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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+  "externalId": null,
+  "tags": [
+    "environment",
+    "indoor",
+    "pm2.5",
+    "particulate",
+    "matter",
+    "air"
+  ]
+}
\ No newline at end of file