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 9df61bf1bf..78ed32295d 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
@@ -27,6 +27,14 @@
     "indoor_simple_humidity_chart_card",
     "indoor_simple_humidity_chart_card_with_background",
     "indoor_humidity_progress_bar",
-    "indoor_humidity_progress_bar_with_background"
+    "indoor_humidity_progress_bar_with_background",
+    "indoor_co2_card",
+    "indoor_co2_card_with_background",
+    "indoor_horizontal_co2_card",
+    "indoor_horizontal_co2_card_with_background",
+    "indoor_co2_chart_card",
+    "indoor_co2_chart_card_with_background",
+    "indoor_simple_co2_chart_card",
+    "indoor_simple_co2_chart_card_with_background"
   ]
 }
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_co2_card.json b/application/src/main/data/json/system/widget_types/indoor_co2_card.json
new file mode 100644
index 0000000000..3a3c955819
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_co2_card.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "indoor_co2_card",
+  "name": "Indoor CO2 card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest indoor CO2 level 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: 'co2', label: 'CO2 level', 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\":\"CO2 level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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\":\"co2\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":600,\"color\":\"#3FA71A\"},{\"from\":600,\"to\":800,\"color\":\"#F36900\"},{\"from\":800,\"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\":600,\"color\":\"#3FA71A\"},{\"from\":600,\"to\":800,\"color\":\"#F36900\"},{\"from\":800,\"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\":\"CO2 card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"ppm\",\"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",
+    "co2",
+    "indoor"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_co2_card_with_background.json b/application/src/main/data/json/system/widget_types/indoor_co2_card_with_background.json
new file mode 100644
index 0000000000..3629187ba6
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_co2_card_with_background.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "indoor_co2_card_with_background",
+  "name": "Indoor CO2 card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest indoor CO2 level 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: 'co2', label: 'CO2 level', 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\":\"CO2 level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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\":\"co2\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":600,\"color\":\"#3B911C\"},{\"from\":600,\"to\":800,\"color\":\"#F77410\"},{\"from\":800,\"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\":600,\"color\":\"#3B911C\"},{\"from\":600,\"to\":800,\"color\":\"#F77410\"},{\"from\":800,\"to\":null,\"color\":\"#DE2343\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"image\",\"imageBase64\":\"data:image/png;base64,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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"CO2 card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"ppm\",\"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",
+    "co2",
+    "indoor"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_co2_chart_card.json b/application/src/main/data/json/system/widget_types/indoor_co2_chart_card.json
new file mode 100644
index 0000000000..1fa38e4b05
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_co2_chart_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "indoor_co2_chart_card",
+  "name": "Indoor CO2 chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a indoor CO2 level 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: 'co2', label: 'CO2 level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'ppm', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'co2', 'ppm', 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\":\"CO2 level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"ppm\",\"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\":600,\"color\":\"#3FA71A\"},{\"from\":600,\"to\":800,\"color\":\"#F36900\"},{\"from\":800,\"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() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"ppm\",\"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\":\"ppm\",\"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\":\"CO2 level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"co2\",\"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",
+    "co2",
+    "indoor"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_co2_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/indoor_co2_chart_card_with_background.json
new file mode 100644
index 0000000000..c8db6aa95d
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_co2_chart_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "indoor_co2_chart_card_with_background",
+  "name": "Indoor CO2 chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a indoor CO2 level 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: 'co2', label: 'CO2 level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'ppm', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'co2', 'ppm', 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\":\"CO2 level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"ppm\",\"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\":600,\"color\":\"#3B911C\"},{\"from\":600,\"to\":800,\"color\":\"#F77410\"},{\"from\":800,\"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() * 160 - 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"CO2 level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"co2\",\"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",
+    "co2",
+    "indoor"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_horizontal_co2_card.json b/application/src/main/data/json/system/widget_types/indoor_horizontal_co2_card.json
new file mode 100644
index 0000000000..87ed101aee
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_horizontal_co2_card.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "indoor_horizontal_co2_card",
+  "name": "Indoor horizontal CO2 card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest indoor CO2 level 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: 'co2', label: 'CO2 level', 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\":\"CO2 level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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\":\"co2\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":600,\"color\":\"#3FA71A\"},{\"from\":600,\"to\":800,\"color\":\"#F36900\"},{\"from\":800,\"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\":600,\"color\":\"#3FA71A\"},{\"from\":600,\"to\":800,\"color\":\"#F36900\"},{\"from\":800,\"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 CO2 card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"ppm\",\"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",
+    "co2",
+    "indoor"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_horizontal_co2_card_with_background.json b/application/src/main/data/json/system/widget_types/indoor_horizontal_co2_card_with_background.json
new file mode 100644
index 0000000000..1c12804184
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_horizontal_co2_card_with_background.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "indoor_horizontal_co2_card_with_background",
+  "name": "Indoor horizontal CO2 card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest indoor CO2 level 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: 'co2', label: 'CO2 level', 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\":\"CO2 level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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\":\"co2\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":600,\"color\":\"#3B911C\"},{\"from\":600,\"to\":800,\"color\":\"#F77410\"},{\"from\":800,\"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\":600,\"color\":\"#3B911C\"},{\"from\":600,\"to\":800,\"color\":\"#F77410\"},{\"from\":800,\"to\":null,\"color\":\"#DE2343\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"image\",\"imageBase64\":\"data:image/png;base64,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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Horizontal CO2 card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"ppm\",\"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",
+    "co2",
+    "indoor"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_simple_co2_chart_card.json b/application/src/main/data/json/system/widget_types/indoor_simple_co2_chart_card.json
new file mode 100644
index 0000000000..5b4e7fac62
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_simple_co2_chart_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "indoor_simple_co2_chart_card",
+  "name": "Indoor simple CO2 chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays historical indoor CO2 level values as a simplified chart. Optionally may display the corresponding latest indoor CO2 level 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: 'co2', label: 'CO2 level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'co2', 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\":\"CO2 level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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\":600,\"color\":\"#3FA71A\"},{\"from\":600,\"to\":800,\"color\":\"#F36900\"},{\"from\":800,\"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\":\"CO2 level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"co2\",\"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\":\"ppm\",\"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",
+    "co2",
+    "indoor"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_simple_co2_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/indoor_simple_co2_chart_card_with_background.json
new file mode 100644
index 0000000000..97e51b9c66
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_simple_co2_chart_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "indoor_simple_co2_chart_card_with_background",
+  "name": "Indoor simple CO2 chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays historical indoor CO2 level values as a simplified chart with background. Optionally may display the corresponding latest indoor CO2 level 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: 'co2', label: 'CO2 level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'co2', 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\":\"CO2 level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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\":600,\"color\":\"#3B911C\"},{\"from\":600,\"to\":800,\"color\":\"#F77410\"},{\"from\":800,\"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",
+    "co2",
+    "indoor"
+  ]
+}
\ No newline at end of file