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 2569a8c62f..2253099739 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
@@ -77,6 +77,14 @@
     "radon_level_chart_card",
     "radon_level_chart_card_with_background",
     "simple_radon_level_chart_card",
-    "simple_radon_level_chart_card_with_background"
+    "simple_radon_level_chart_card_with_background",
+    "volatile_organic_compounds_card",
+    "volatile_organic_compounds_card_with_background",
+    "horizontal_volatile_organic_compounds_card",
+    "horizontal_volatile_organic_compounds_card_with_background",
+    "volatile_organic_compounds_chart_card",
+    "volatile_organic_compounds_chart_card_with_background",
+    "simple_volatile_organic_compounds_chart_card",
+    "simple_volatile_organic_compounds_chart_card_with_background"
   ]
 }
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_volatile_organic_compounds_card.json b/application/src/main/data/json/system/widget_types/horizontal_volatile_organic_compounds_card.json
new file mode 100644
index 0000000000..f12df49c7f
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_volatile_organic_compounds_card.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "horizontal_volatile_organic_compounds_card",
+  "name": "Horizontal volatile organic compounds card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest volatile organic compounds (VOCs) 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\":\"VOCs\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 500 - 250;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 2000) {\\n\\tvalue = 2000;\\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:molecule\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":500,\"color\":\"#80C32C\"},{\"from\":500,\"to\":1000,\"color\":\"#FFA600\"},{\"from\":1000,\"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\":500,\"color\":\"#80C32C\"},{\"from\":500,\"to\":1000,\"color\":\"#FFA600\"},{\"from\":1000,\"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\":\"ppb\",\"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",
+    "air",
+    "vocs"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_volatile_organic_compounds_card_with_background.json b/application/src/main/data/json/system/widget_types/horizontal_volatile_organic_compounds_card_with_background.json
new file mode 100644
index 0000000000..338183a297
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_volatile_organic_compounds_card_with_background.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "horizontal_volatile_organic_compounds_card_with_background",
+  "name": "Horizontal volatile organic compounds card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest volatile organic compounds (VOCs) 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\":\"VOCs\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 500 - 250;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 2000) {\\n\\tvalue = 2000;\\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:molecule\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":500,\"color\":\"#7CC322\"},{\"from\":500,\"to\":1000,\"color\":\"#F89E0D\"},{\"from\":1000,\"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\":500,\"color\":\"#7CC322\"},{\"from\":500,\"to\":1000,\"color\":\"#F89E0D\"},{\"from\":1000,\"to\":null,\"color\":\"#DE2343\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Horizontal temperature card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"ppb\",\"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",
+    "air",
+    "vocs"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_volatile_organic_compounds_chart_card.json b/application/src/main/data/json/system/widget_types/simple_volatile_organic_compounds_chart_card.json
new file mode 100644
index 0000000000..5729a2166d
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_volatile_organic_compounds_chart_card.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "simple_volatile_organic_compounds_chart_card",
+  "name": "Simple volatile organic compounds chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays historical volatile organic compounds (VOCs) values as a simplified chart. Optionally may display the corresponding latest VOCs 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: 'voc', label: 'VOCs', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'voc', 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\":\"VOCs\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 500 - 250;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 2000) {\\n\\tvalue = 2000;\\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() * 500 - 250;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 2000) {\\n\\tvalue = 2000;\\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\":500,\"color\":\"#80C32C\"},{\"from\":500,\"to\":1000,\"color\":\"#FFA600\"},{\"from\":1000,\"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\":\"VOCs\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:molecule\",\"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\":\"ppb\",\"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",
+    "air",
+    "vocs"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_volatile_organic_compounds_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/simple_volatile_organic_compounds_chart_card_with_background.json
new file mode 100644
index 0000000000..d98b64afc2
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_volatile_organic_compounds_chart_card_with_background.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "simple_volatile_organic_compounds_chart_card_with_background",
+  "name": "Simple volatile organic compounds chart card with background",
+  "deprecated": false,
+  "image": 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abRUggpyXBkhjxl6X+VMm7DXak2NPumpASiC4kSA5lV8eP8HoVlfDMf0V/x7V0DHNicn8gI3Gh3UVpEsf8kXs4NZUiIgAOLu823jswhzaTOEmYXZkt5stHXuR8/Ex9Ep4Rc4dy8zd+r5eSlYpplNrYNZQoT0RW9Xg8YVzD8EgZx7E8UhX4u4BBc97E56afrKiu6y+yToTEuqA+zV5fKKzEgkPtcXV6D4tApCCSTfEyGkB+0ZVpCUFO3yyHpXfnNqLm+yhDGcXz+CWOGs1aTElJoHDmsNvti3dflEMfmsq4buWxZl5LcElHILeQeIteEkii3yAsi5Q1eeYF3yuWd7+/73PZxLL6zM/vMs7N7fp/5/n7PzD57AnAABLIJSxJGps4jFobjy47wjIjMWHCsEW8Q8WYzcpDER9G38sYS5k6oFJVmZyaNP39+EiyRL3hiAjElxyg08I6JE8flxs2bOE5AFisWMxQSxJ5Aj8ADYU25HNS+2RxzbwcCF8rd31Nq2lSGW51WCJi6mx5VILWoy/LlBDGcAiBiCyAgGTeRjoAjnx9Lm6MIB/yPWtSFpMWNuUQggMFg0zR+N9OSAIS1wLislqUXM+CAIz27dKQruvivChaEvnETJ+Y2jZuIGhkr6p3P57uoI3h1aCImjmzQUiAsKUMCLLCY4/5mJ2vLgaAaSBKu61h++yiL/cx+GDL+/HiAyOSBPb32GaIj0NBxuaETg7G9JbHyYwEiGPyW4QffcHbpgBlnFQgy0ZkiRxP0nzKm8CMQcqt8cV9aSveX0g4k+MX0fSt6F4yvwZGuGLcQHBcyaCIDkstNFBCFke8nw35X/sLRtSEztAmhS34LgvEaUWR5Kl16sRz+R9oUOJIZr0Fml5ZGUT3tWPfqTHpRQMajROBe/dw6Rk8cu7JKhCInrgS9ewMiL45ACqS79cKPnUBaErqAxFnWacMXxf/kIPyKjtvL6xdbBQQfszSty2jzPoUeTDKjb0+ZQke++alleHJ0BGswtl8ePyVCci/EfwRg5uMg7xrnSWJlbvUESFaNcvROXc7D5oqwWDGVzqTnnpEDhqQXeaf19taDxzK50traqgeBl7fDJpqYG608CfpJYvXTICAhhxoOXRqpFDvR4kakE3tR7l0IEkf2FPsFUi6f/gNJg0qlu2F0sXT2cSunTUuzydEqAFr6Dr8jvavRl64LPQFCKaAb2hGicJLmxv1yUQ0+H2btIMyJcpIk6KRmbU6StlmcOyCIFkEdbZLM+qsj99J7MovyNn0QY5TBJP98hxGLLMi6UkmS6+j+VGZoPRDxgyB5klQBYhTuvSRBFzEa7Z2FVlsoHG1ooPdDCH1Mks1AuYws9UAMDVeCRL9xePv1c+DA2Lv/TITi7FYq+RxUZJPw7JWz6ZllR5dhWAud2sHQrkCgYYLiblMRI3QzjopstElYS5K2E+GJHckOtIs81bNAJanFuVtfqJI/OxJBjgUAvNF9kNZXDVhRT4+SQ09y+SBwo/65Pp/uzE5vO1NGtyuQ0YFwDMtXq1XeevMeKSnfvwSQbFzcvKS4D46ELQjqnUI4SagQ2gxLrCN7i19CoxNoI7kIUilWLIVejNalHazGWtyRpqU07Ygzxo0wJGIjiHfVR23Z1AJIO1gCYgyrDhsGECzCspcR38xkszciRs39ooSbJKjfT8m+ENqXfJLrSDY7M1nyUZwDY9iWXC5L+wQdWSLtfUSJuKHUXoQfi6SDXzo6ZtdRIJAJXjiI5Msk2n4vtdrhSwBDoGrfqr7rlo0GEZOjmQbkpM4WBoumIApIBiBJsqOMuqngNWnvAMleHIyuHegoG0OsiNSRroucYsOhiOPmhtBNm1rWkWF5UCCzpgKAKBRBSKJAkGoVByIbH6TIQz5GeK2tgvphJiZsX8arHodpLd/PzthIFwdj534zQ7SjKrWG59pBMrw9yFf79pVHtcVJpVI2I1Igp5PkRHMQVTNlPOG1JSEzbJ8p9r2opdBG71DCl3V5YsBW6CAz/SEV1ZynfTiUwxoAYWpV5rTtRRtqERD5sCECEgGkqSMZDUIbIgGRgmYXD2ZJGQwORqqJErlnE6qmMXQlcSqlSWb5XQqkHY+gWu0LYY5LIIhhHMGfUY7gTxd9EJxigvQM9SERBNgoUiCRBaFTZTrAPHIg+AZLDBmpatYMbsjHzPqnhIMowTD4gS/w4ghBKIKEEfJmCEJCyZ+0o9Y7po9EtS8peyCzDAhfQ1cDiCIhiE6tpaUz+voHEEsXcolNZv0tqxwIFUydqia0+6LXB+GpkShRhDdIwG453TuiiDELyBADsg9XSwWCDEPwBkRqhCSeIT/Ti5Yjw056oQ/L/k+F+CD4dQFz2VhDynckiqUAhqAOyhyB9jFkhXM/SS4ZRzA2i2lLQIBBmK+dhiN4D426JCAeRzw7vWXuRzhvbf2AzFwjO0J2/g8IKwSTXJ1BSCIgQ4Zknm5O2sqbGV8YlXFt2MHrg3aE+wy7TbUJLNcR1Q4bSbAKR61Wy0DgsHzOD51ZJuE0kC/uHwbDKILIBPBoTMvnOoPwj0tqCUmxTeK6H4kqEnqyD9c8Mx5845Wd+fbju7BUCHK/zbQpMkic4JhUq8VaPkjD5K+7OdOGdeYhxGE8AnCMw5ob7eNWKntVgd6oVAQE6fW0ePJGpFUpFtF2IOh4Kv2skae6XanciE4WK52u3kMUx/Xr1yMFYfLNM8TCOR5uFIpuAWQUNTygIeDY1Ok7AzlYJ5okjnyFDSCQBekkWxmqug0H/5250Y7YGOJA4tCWDgNSXSwfxgkESa3DowL8vjB69OgcHdEAhoAyJBDt/o1Eg5hYYw0S66DYdhyZSQsWLHgPjkm1+PoeA9KYVZ4h2FPdYezucWQnshI3RsgmEAyKDAbCR8mChCA+SehAdNCxgDAAJ5c5MGSBgGB2GhyTwdGTzOZMQ9aQrHBwhbj1goIpyiCBIEywKWdAIi4+gglBkfDzYweic+vm6UukEF06fVNjaBjPWIKMx5iL/p6QYrYgVNaUOhZi2s8SM+T2hYBMMIKMGCE0ARDaV45eufJ11FzOEzfoEwSK2efHzkOMMQ2D0ZDW8QRxOeqOUEDkIAikEBSr2bfP+o3AEJThIwCyUvyYMaMpRKxJBIV/wzpOEHaZHDKf78hcvPIRrZg9nGRB/FL3DdFFwtWyuE81HSO04AjMwLqSIP/0hIWStSEakGxjRbhWY4R4G0mAMslOLjAeQ+s4CGrL3bdCsZvEgyNaAfwABUH+j0SfL1YLa4QgznwDZfOLnQTRnjC3vKM8DptZ5mFoNJaFoyMO5PCMGa9fz2Bq/TdJ1oQgIESjGLAfIDu1GCjKRCeXUyeQuLNc1kJq64PMWDljIZaVC//KoEEciS362OU0+rhkXW75GASZhHJvBuIMaYbChlkJsh7LiAIcmQEtXDhj4/TORY7YhSErTxQ8oUgSaRAFRg6y2Ep1teF8ymAINvWuU9QdzNQjyD9kb226wAtQAAcgwFi4ceHCQ51ByEEINkWgaKUnDNiOMp4aTh/hY/aZUOVnD5S76+KXdvNZ1D8oTPWgcWd9oTBi/XqgBMqOhRs3Tpnj5RK3FDliTZTRJKxedYrJRSu0Gs8wOVztsEi8cpcDjMSQ/3DE3TrMmUJDCsAByAxQ4DFyyp2Dc+bMGWweWAcP5uppt2jIw4NodsNBBw8+fLh7d+MBLS2PDw6ejr45g6dTg2UZjB1u8ErLgiEt2BOxJ3tw+urVqtmS4TvwhiaaIwuD61KrvXozqlAAhShgYmEZuXCkaAJW9Txo2oRpayb0nzZhTf/+E/pPmNBfadAErBeurd0y6tCA59sXjTj1aGv/QegS9R/Yf+7xJ0c29Fm7dluPNYUe/XvJo1evHhA3a3qweezqXNVgb5+du+SJ2rqzXR9XkGe2sfCNY9as6VEYM2ZMoQfiHlMYcODr8xdvRxS0gl/slL+LE0EUx9e4kEODIPZbzRRTRJztLHTYC8IZJc1q+kVQGxuzxQV/HIK5IAmmEOKJxMB1d5VBLDyPFEFR/HkoyvmjsvEsRP0P/L437g2HREEs850f782byc773Nu9k5cswiZAdbpSqVambe5VDKRJKFhX4LN0fdB4e/bVs+HH8suHDzVTYC+Sq/1rN5N6PQlKYTENCKIoMAKmYZHb6DQEiaMiXjgEj93kdqnEsGMEBJ6DclB6vTL89mX0hqAYBLWwAkEVunBhZgZZQ9ViRhFSy/7scNMobA6W9q1/+dy7+6GxpFMdRmFUlKsL1+bi+rwKijIMNf1U4LQURshZoZCsgijfVitWxEGhIHl0BpZZ2yiIxXP1QNJblkyC2JP10cbGaIbYUCaAbHJQGSqzC6/X312+UAmpHL/SJwCdQURwdRSm84PB2ufei0fvl5dqaRiKKEr6j58fIIxZnNBFtAh5Si1CYWRRKBFIwThCtjvzgRKQAVvy6LjghYpbB0uAYChlSa1Azz4iBIaB/uTr8MXToExQQPGIIQPB99Dvdlee9T4dBAC985UwTVOtozRKdQqQtKg10sQqai4Nnlwp9xeb95JIA6NdXjxVT1QgtZQRho40KZKhlkpKY1AarQwlLJqdNtuAsJp3j8Gn3mgfZlRqCiMrFGSROAxldUExSAGad6k6jUairyC83l0ZrvVGT0OSRmNRQhovFIBAQUKgNmgt3Lhzde9SXcpm/+7ixSQOlJZA0NzRCNtiSCulpFHKyFsPEpVp9fGMMQYkSatcQtrwsnqQQygZDCyzODZbDjB5u6r0daMYIIHur7z48X3UIxCqBOWeakF5ywhDEgQSYjdpdTud81f18nLjxs2bQRxwHWiyhioDhz1DDV2jKEbLRmfZoDoGHKL/eFYZJrpzWFAgIA7DODgsCEUZTlwxilXZYaA4u7yd+EeFrxriL7s8/PZjo7d2IgSBRhE0Z45kyJOypjlZOBJa7XRv7587ffTI8/fnAoWNWg2kknZrER3RBEPGAIJBrFRy+1YMGRUr1TglyJqkdSMAnQEFDcBx5+8nAB6wrE9AFsJpyvN37pm2HCFPTz/2hl/fFu3bIyHG0Jw5T+yjI8nkQffe/qtzc4uLJaURZNWyrhnIBg0cYkHukIzVnc68AokysWpfFnDiuHHrmFEiVgFgEBeKiUgxDAAsHCBogULxxNq1M+fl/G2789ut8tTzEPyxmrITq1Ao7CDlbZAGul3A2gCLws7HqjCFm/iyAixtFabydCgTNjG7MZUncdjGaGWP7fZ9AvG3jZG/afwx2/9f/u9L/++X+bmc5+VyPmQPk8M+pq35uyiMe7aNuVudn+367gjJeRx0njPuSu7unmxGaOtVzOGhKMSC4Txe2eEMR9mgZQF4ML/LRsdvZJN7NvJxAWed63bsebcPBpaloU6To+NYNjxeZWecsHDW+fzszPfcvudCNvLrFMlto7vfj5V7xh+U+1P4X345fm/8YTdNNNFEE030sz04JAAAAAAQ9P+1L0wAAAAAcAhG/AQ8BP8lsgAAAABJRU5ErkJggg==",
+  "description": "Displays historical volatile organic compounds (VOCs) values as a simplified chart with background. Optionally may display the corresponding latest VOCs 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: 'voc', label: 'VOCs', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'voc', 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\":\"VOCs\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 500 - 250;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 2000) {\\n\\tvalue = 2000;\\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() * 500 - 250;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 2000) {\\n\\tvalue = 2000;\\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\":500,\"color\":\"#7CC322\"},{\"from\":500,\"to\":1000,\"color\":\"#F89E0D\"},{\"from\":1000,\"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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40AfAaIjG5gf5+reTEjJulfvnXz5996psP0g9dXEGsVvRwtSubmBjAV9PnTjiyaafhgGXJhApVDk9o4HMGnx2O3goglEpolFaJABMybG4UlZBctCUHATR6KiNplAl8mTY8fW9nFZjwm+fgUPBuXNXqulyWXLdplmF/mDj/wW6FxLFT+/YGwRSVoX2TDQYGsmSD2Ais+OerX3750fghdx0AhuSoMHig/sfPAWK1s2YdVLffoZlopRTeWSqKhp4loYAZW425vFI8RkUdDHW2JGCJQmI2LDNKJJHUBnsEExRE+QB9gCwU6DjYGcmG6y04sfNYjx2zeoS/JW4cbJXLAphwmzc3lIHrHjrZtaXLj87pkwRJNWL8wbNBEAFVbKr45CuvtK370H0QheFSK8vGadcoKEJzqnTT2E4IoVHJf0RSZJo6k2KGggB60KaAkeXSmEAPlVDBZTIbEbCleKGoj7slqwP4KQxJYiskeqBPLFhywniLz+rYoTegGq4fHHHZNR3kzdOBWAqh8/xV3Vpo8DWjvUFwUcSSILMmiKJoiWI5EHak1SVnNfNz02QP/tpbUklNKF0xbaoVqWA3MSF1wC8bKVFRCHVwGTbGXYKOwPNcMJfdsoV5ldy3y0cHuwUJsD1BpgSXGVVh520tbWZX1zmpqdfpZiu4bPWwBx1QIHr7GZETmz5jcqrK97WrdYkylj0KpMh2WLTYgshkEXwgQZGs89CpFQrv4peGtKy44Fhl8CDHM6PYV0QkDcQLB888r0zeyAKSCLmDYsknqMmDIiN2wWmlQQ9VwOz10p4XBTgPWdIlynS4QgSdG3R7j122JoUa2GrmCI9K4L9sbSf0L23Sb55uirECgnT74OqMRmb0zkDvggMEEYn2NeESY4QrUUuKYDdY/6qHqhGxX55qvVPmEKyxhZBqQrsgDxgpnVLWkMYujxepPCuEqsBjhQDwSRrjZxdNxyslTIggaDwrOGxrsNAFfblEAv6wdK+/tv1Y4N5qXi/QYsMp3X7oskCDDJhunp5F5hh8feP7LSdPHslv7musiJ0NQFqGNskpQaWnYdOPOWv58kvSInqKQNROu/BROMG+BEnVjqM7KWtax9E6y0s+RPeUToGHpZOXniBBqBAvGYeYsvdtYQETUW7aHIEwIOC9B5IO4bJtsmWOLQgCf6sdWiPH5QPAy7rkBzdyvRsLxF6cqI1U++rBhhQybRyF6WuaoUPHY6ThKjA3PeOglUctb0rbL443TGDGnHBNiqhNDLyycsIl6rLlLA8GMy0bIZkQHeTTqjG3HU4UkUNjo5JQV6ZBMh6m8uBWJV0zMekUMmggBhxQEaTDXXDi+IKdXT2neSSiCIJdebsePwOXqJ1RCK5p3sDYK7PPDgnk6a7JkyFdR86D5MYQkgnbCogCcYu5A87p9106t0X9x1IGfVMZmwsF6wyNWVaSPXqbIqbx/ZVYOq/SwAnLpcBBbjvpnbZOwE9e3tl7hfBgf4JaJrxCogaM2OFuXYJ3QQVmsOuJNy3WgbvxVrO59gN7Ktx0ecll9J38vDO1w3oAVEqAeNtWDTZUETTNqkMyRSrEECsWnt7vLe5Y41nYfJe8XHFBrURow8bqNcNUQLJHAqzlVSpknkpDFiQllW9UCngJ25YGwddhMvJJc49U0BriJvFAfYE8FBJhiBQ4yAQHbwbXPt3WEjg1J/VKn/TRKAC7dNODHgqCDTI1r5JNwJAMHdozU5u+889QciIWDTfs7wbxSY9MnXPFhXtFo11dwwkuRDp4/E5PMaoEfkX1stl2lWhBIifvm5hbYBOawNOoGvPbNaZwaCADahr8djErwk5eCRH2ik1H/DRBTpdMGmTB8Mgj7WlXb9w04mpQwYrweSRcttqV+0PRpJp3Mb5RATYxjCYlANq/dnC41ighQikBjxUBiNMb7HXg8ocOS3eM9g1XVVakVAJOspYLrksW2uKdWTnhIMimjZa0JZADNSFLagRMzFWoGHTlfLoxHebZlCwZW4gqrMVUFCwbXsKFHBVCAmMGJEAdPDmA/W8urbS3jSqKzhtPPE2oSTCevArMMmWZ2C4jBmPSCYttTEhDYgEpTQsEaCkESELagFgKpWHfVdayr2LfxCI2EfYdBIgPbJ9AICH4B0h84pz7ZgjixvPefW8M5Jx37jJD+l5ad2ynv//QJKOhJc9ZPkPkoXfGfJ/h4Nv1pdYAPemnhQpz/NsePKNDiwaSpjlRNBe6f/NxIz2HXtC3euKo4eWDV/dp6J7QPJMJbnjCsb00DGxade4VOoYCDnRTQpLR250zkgSxIkac3UPQQxqoCjOLJapAQLxtHrooB0ZHmiLKZIBPm0YPLfTZl151y3DH0f2rxjp9j9VAUgXgdjw9vwYlEW6HU2kCLu5KXkR2hESoBjxsnL1j21JQYJjBIIYbQf/o6Kp8ZOm9e06ec+zcknOOa6/UvJmCe+M2x04XDs4e575k3RFYpF9wNtpCEUekB3wrCDk4zBqhYzshljb6iANjkYSQQGFgh2a9zbZKWPjfQxcHtFJlsIH/8XsqSmdnueWXoxvmNmbLK+pbsx2SGWkNH2ijhx9Z60cNSkHVFUoFTV4r0IlwwoJ87Y4v4XlCgFg2wLD34MhQfsAjpH3iaSLe7fRNm0Z7E/QcmDcJc6PJGLTMfg90GeypLFJBmB8xcw8SsBAcIWYJE2NMFwfWanSYNs3L/EU6JDbKoEEiBARgBh9+WR60y1c9O+GVDxg8qAtF0hcu0i46d9o2EBL5nqfqGfZM0honzw0+Zi6RKM/Y8UBG6oBtbcwKqt1GR07ae5ddzPEuV9MCXvds3rKlnREoHNBv/gdaKKBXbtzWIRtOApsCMA4nx7Fr2AqgiANDrIJaGBxYww/GWsJELXUdyzyJiy2+j8CbKMBHTJjieSpipFXm0PnhV6sd/8j21DQkgVaywclnLPhR9qZTQEgE9Pl6bPG9Cq7I1Exr8WHBs9bOfHmqTc8cYKE+clKf49mJ1DO5Lsw0VblkyyWrMtoctvPR7Q5nQc6BtmRqnXhCjGNmXHRBCqg4kMsANDhWMKwDRAORi6Vu4ITCj4V3VcyXhgfzQUAYAxdMFy2qosx4aD39xlq3Y0V7jy6/wRaKdEAdOO5dkBI+fR7wj4L48w/FAlvqpPnw4mgeHp9/cBvULmu33r6jxxn4NxtavUt3+ffw86s2zV5SyRuWbjgRc2KOGRz10NqD6BsjdnMLDl1uwRUvhBeAC0aHjfQAVoBfhsBQAUWkT6EGPykBeNZPqoEk4GKROKrVe+VNrr/ijsnObKPVQTGADKkTPhKj/9wjnkRFtlBdoAq8EBJhA2xyg1BjzF0788KpPL3isjsGqzVsG1Fz2DXDEkkqNJb7jW6ZPa5fwQuevM1dZCIlK9O3rdNJiUnvpj7dwDhhGDB2YoxBENugg/CNSmpYYbZQPEx/zamTTxsIDnkxBxbEWDB9vpvySzdMDfsr2ocd5kn3hKwQMTPiktTwxbXSUVmQfDOFLW2EWdjgBmNgIfHZG6/Z8WZOH9kerTd3T/VgVL/rnrt4hhmDaqfNs+PnrIRz510Fh9ty0pgMAz3HbstSBcNcLFIiNy0ySDGQEnywC0GEMQsLFWEuksHJSpNllwjDxIYhAVOLGYKvJFt8R5u98us565jBsQGvkfWxROFogIMIc+RBFw9fOy0vCbzDH2pGdOTZyDN9Q7jYLQlytfraeeuOSjdcY2nEZ5b7Ef1U4ra75L7Z8ZGVTu91h2KDYnEMXDNUJs8jfPEX2aCBMtfhSsvNA5E2KYgaLGZMYDow0EFMLhAlpIIcvE1hADyo6MTcwptJpkr0DC0ESJltVPaNhyesFSN7TLNI+FEHRiQEX/pmVgbr4Zkx8yyZqQcmGuSdGtGbYdFwQitXXbjjTYe+6IEmrXLm0AFuJIEvQ66+aXzL4DF3nc6F7Mm28XPVtZOyJ9QlNznI5XKMqQqUUjuOayAkxheJng0F56Am8rAoCqYJM7JeUBd8i08KWj6aar9c9jDf/+TW4WPa03gT2cHeGcbAgECyoSep8elr1wA/1LBbPS9ULJqHligBbJriY65uX7DPmnfe6UxjXyyAu7THswjFYhAYc+3C4JYNW75/Ik2IZk4sszfShesYs+nxtotv6JQXG5ugAFdQA/wAzVcMq8VNMgIuak1RBVNlmSNJgBAws4Vgv4CwaJEKVInGD0/cFB8zMr2HvG/BZd4wk4NsCNiYvrhmrSfv1A6uxAkRSaeMrGXRC+GWEKmFVe32oQBbOH/HNW4i6pSLQjW2ZGlGbRs4+42O33NbLseTxhaNoAVo1VnncU4Dg7M23GizEfwrlZibQcAYqdmsHRo0xDVSYiE00hf6EAUiQ8oFHjUYGI0GhhbyQOQX3oMmBjunAD5qeF7D9yIPrhWBEZ8JIcq655/PoLCsg+sOdqiA1P5tBbmXZ9nQWSJXU/Pv7FwCXjGHqa1QqUVwh3myWqeKx9Vz4t3LzuxRZkfLrmHEraw5TxxRxKI+ZJQrlhjRmkxYWvQQOzXtiCaSoUkqqAq0VWACVobxHQRfw3gdDXSZjTKU4bw2t/HgzdM785GbxiiRbjLkm9WkUP50ITxs7F1R/32opCgC5kGSo9Uho4NLmlkrNPDzqTC0NuGuqrGXwjf8aMIANZnr7hgf37zSRRpM+RgWL3fouj2cRRP8iSr4CVx32CJR2nWxjGP4yBAB5IAcETNAaFaqCD5vMFF28WnjVARHGVyADQ/hAVU88fDEbqPemNX79+9fd0ZRBO1jCBkBnsCHhV8/z2MPreV1N8mTmoOU9qQjdnsG2/Uc9pzQKtmCZ+KRa4/I2fYwoVEK/d2eYeBftUsdgUQ+eqq+acPs6H4ExChxeZv4ejLrOhR50QLfNU7yBeYNLf+IG5s9rWtujKhoOmQjsdjamcXDdBGgogth0YImODV8zObPAPwb779p+Ui2K2t9f/xff36z2jxmRrg4RqQBDNgPPyIEhDtJuJtzD8kOKAkCRsGKwdGhPsmb2i7p5NzVOrzUUaj+mmS49YynUyaIjLsGwg1vOJmh2fWzgwW57ZIIztqpzCFEgNdEiYJDb9G0iRRhqeawlMbgo8Yk4dQC5otmzeoqMzTKxrr8Fkxayw4fvXXk++whvDuf2NrXzk55vrruol++wx9KeqG0C4wUZgGPMRBaX80PAHJo71WhBHBj0ei7K6GI5ZYHVqB3DW5IBzXccfbMESowmPUhhQGHR066XOIzBv/b24Bl+cj4uZtWgQxSIEbw1a1HkAVXcNNLdWEIc80eP7GG16y5lAOuYAHNBv0FUlE2CZNtRBlc+C2+g2i0ssyOvLx93lvdu9kaY0r8+4/PPvvtp108+kmWAAehh8G2n0aPhQmqcGxwknQM8DUbvV2vbg/1DXu2U7IDOW2cvQJ83i7cMnOz5WoRfKVvQEJFeCBgjGAMizvvVg5WK88c33DJslyCTgvevfvO6xJqRCZywwyyNBtasmqsECexq1Wt6cSKYaIgCcjDKpfZUVEWIAEJooG6QU1AFOwnG41spN6be3kkO8VykT3qm1/xJ3FIkiQAfIQmPQbyWuSr+TG7BBL2rMasgjSgFjdYevUonjYs3Ccu/s4lqZOEX3JKTnzzzAN5rbA+pG8XowrXhL0SHCSk9+KVBnj1kvUbzllisCaE7ZNZ52mueF8mw4CSPVmrGr+MYSF2wEC8HcpwVIwfUKEWLKYIefhqoWxCGUIFZOG1/Aa7SiTGT5459kxnEq1jI4rCgbm5OTKB6hl6GGEBIkXi4Yeb10jLvFMlRlksBZomz8j5ZaPtVcpLi4LmPXxDsRNSwocTr5n5MrsdmCv7eHKaCrJeVLum/9GdCsepXDd/9Zb146O7KSeFDHomzuNKLKFDySS0yi1dgxfHbpp+FmLERZPGxoJUSPlkxfTN67lGC1KAGwl478T3T97sjjExYIPZQaRAFjAEIVzTQIV27pR1oY2ufokJEKKW1Ogua99Rz0WAjAV/feqiSEmAEJMYRdfP73il4DrVfSypehZ2hAz8JMd85eu8I71Drj27/vrRjGKJxAfs1CcPw800GjgZ19yGGBR26SrDk6opFTNtBLUF5IrtlryaMg9e0lt50AQvvo7CT+Q99frJx8Vj7JkiosaIWT5iYRCSBSkY+uezeNh6/4o8HGsYp50G20MZrgQ7HJmUVrqodYnSpwPQavLaFzoL/T0WVi4ZMEeLmSu4eE4HNGJTrkL/ee7sYIZBIJiXL1k74C6aowganDnJhigMkgIFWKHPAgvsMWpN2vamBfzSX2KCKPihIUlAANRB5bWTn3Imw/RlJAVgnMDSodTLIET5wABCfrwmKJWC4Mh6DDUQLjLkbneMDi1nCiUBlD1N6VIJC65VUSkiV/xFjz1j5pWdloAUEbcpjgYXV+5Xd+WIRg4a1nPchvUoJnQJbsmx522UL/MbJCvGkIQPvYSTpiwkRSBZxAtNBR4UqOhqtaR2NBoNaIMsgARWjlAah8KLJx+ntmqLS4YDZG96JnmkYM0EeFIh0f/sI8MBjn1ZT0w9BKiVuw2NDu5jW6qUJEggRqJg4cCsXRBCD/jww5q3dPX8vBWjJUpQJEGPNTfwnE5NKJXcUNX71q/fVM25Sv4N9aPWcJeuUhhp6ddVkkMXuYEU+G/GrGo1+BaDgyrwW+SAcvCyJCTKsqNUr718Qi+iA8beKULRJAdRGAWAD7Sh5L/AYeHQ4bPzwyVwUD80KNlEeHi9PdSPrj9QgSqVQBpiwtFFTI5TKvLwi0XXAT/mHMGGymfw7F5wCI0hQSjEUXLz9D+6U3AYvJxzV295d8PmnrygzDw0NU0HlxL26OKj+HHgmaWroYx8zW2SI0wwqKLb8jv5/3UgC77C98tkJQIb/PtYYD/xzuHcalsUQQ4kUUYhzaYUoAXwwIuEhPrhGcvGWVeqARgpLq2PDp7geogFgMaIuaTIA01+wSLThSqJr7lmceifxrN7t1t0i0CPSRSTd4gHeZN7BCVY6fcOXn/rhtGenIL19awZSOSgjDTSFTc4JD5WSagoMLIQu9sZIOiuqQivnPVYMHxcoZeFg/i48caJo/eQCiFkBHQCWMgB3SDYcALIQAdi+s75o0t2SbWrQFZA/azkSA1YQGJURQgCIVGEAgiEUigRPGbizBsqtFpR337KzJuCRUxgOGZ68j1XjCveztPrGxm/dbzdR79S2OoYxPkUt4KlBMDMyjEUxdRa3m2Cj+3K8tlRNTyGSEOevBEaaDDlEXzorYkjxmxSIAnTRkbgEGDAJQxA9XZaLUr6grMnA9V93IZK3H/I0FA9MwwiIH+wwagAfnaLtgtiqASKvijH7XILd4tut8rvVqkVJubfObUg6CkXOoCNGX/3Tp+WgJJ7Pcfde+vsUAbfeejksUQBnHJ5szDEKHEd4+AmAiSm4NQC5AFVHN1osXru4jE/NNg2QBwWZGFFPS+ePDklzxiRFApJm3BwcQiYBfkK1cgCZTH44fk1QenER68Y6+zv3y/v2awTIKuoKX+HMuD50lA6ikYHyiVLBl+e4lhejbXqPWvmFOjIEOA6KfDMxf30cC0GAC1ffezdWx+rF9Te1alOuQnL8X5KjPmkt8RtKg5Mm92UhQUismwjGi1GRiSvsRtSMIr3Hrt6UofgQHhgReCHQwADSioCpcLURubE/S67TC17/NETTtm2dc2YBcBFwCQgXjV8pSiLWlEDNM+qm6dSxAA0edwCNd14HRgrN3Py2e/sXMBOd3LXEPXRSQkHHIBVqFIFnPHVs6/euqni7lPd6hVSFYkaElsMk8XEwZGMbMdP0/IbeOxCjCAwvAiMgI2IL6W84K366qNs6SmFDodKQC+hhQqWRJssOOyZkCCKS7uXHr7iudOWja5/6oGbT1s3aSkXyLqBHWa6ZaFE1phgUhWANb9d5bvBBISSx8nXa05e5Yu9l+04JS/fQBwlYPJXnuiCnTzOMckUOZcjLdO+93OQMdiHP0nIkKVFFiQV4d8t5F0qGznebrqGC/wCpKJDIoNxAQtDllCLZDz21MSAAwokJKgJqRdgg2oIqAKEfQn/gcwxK1b29C9bVa1XKs9ec2i1On3hNWetnYzyRe0yCmhA3g0fEzASZzFfxNqIVn5NXOCDMAv1TMAvd/fGZ1+7b0FKg9zk+O1tLumCx4+ANRxxud8H715+9z0f9+yxbPPgfnmgpTFhJAZHKHI5C5vmFskAFf9Qca3NURRRdCcdTTQzTpxpZqkR3XHiauJGLU00CVTc0nLdNYgJGsCAMQ8TIUoSxRBIUEmQtw8UUdD4QIgKKqCCKPh+llpllX6wLMsq/4HlX/Cc27uovdPdtx8bck6fe7tnNsscaEJuLRAemBI4WlMJ/V134ekjBFFnDhDlYAJE4CSFF2hwtRM2NzdlMk2FQjaTzVbWVKfT0eFVlq6svXP80SUP3zsnWVx7ixUXH8U8rrPRC7LoWEgQQWuxHTyMgAHsjrNr9XiZLnLlciG/eB5UOEXorBzQcgaz07B9/eLFv+abC/m5gUPJQAQo/p8cR7i4wbtBWiy9GyrcBLZRbqGg4krspnJmSDb1v3hs+p4WDwyAjDpKA3soRYCdwLYbL21qyuQLWewRnYXO6nSglBCMfAhnrOZc5e33JuY/fP1ZdQgVCAFIHGRNfyEjgq4oW+InQ9LHa3NNOTormF1rYPUlyrvBTOTJYVtThWA084U6vsthiQHdtW7x4vUvOmedLaJANpXhy3hIqYODRjPIUMWVIomLxSnkEJlY+836dev2tr+nuWkiHsiWUWe3tt44t9CUz+cy+XxmwYLa2kA59FlES2RulQicezYm5s2rnlzUYnnzL7nkvIRnCRGoXI8Rok74IBmu50IYsDzHSJ3TPEpVZf2rPa0tDGm0Hl69pUJTCNolgK/7BRslQCpROWRDbIJLP7948bqDF7700hLwySEHvP1HOVKQNU7egMwTuKwKVcE4gQL3HPCNy/q3rZ967ZkHb+nUPE3iZzTP3ZzJ33prPpNbnl1QW52WmOTVMRTM430Ulpp7Q5LrvmfjXWCnYyIN8Zed+8ntNyV1BfcG9waPNVXPhMW0PddGSxaWFUskbp+FKAGiLBdINIbVltXX13PhOc/d9DrnOtpxyQ/ha9E8QaKpaqa3Pf/6OeMD7zw0RwjjbOGNEwlfJnMIlxnDumxwXA8niDkMkhImQMiV8/bunSjc/cR40IAAkFs42P9sLpfP1JAB/pt46mKZoMn1TspCw4QhgfDQwL1g5IGRGlnw8nM+uS9huSACo673FJ2FeLV24TKkxBVCigTZrna5koX0ZUIWqSBV+t5PB8oUYweQvfHNbZCMLKvBwxJN0hNmFw0O7f72g51Lfn9nfEm5I2FSnwFP1GIYeZhNWghkshLYQ8ECfQNHCVz59S9ev2X16u6Wzmz/2oaGBYHSmvMRJsBBUk5MUIGcJEgAfb/OQxdOi671Q88yxIEHRua6AA2AZfhaRJl1A7QP3ChYaxpkwXbBiIZJ21JcZ43A7mRrEpqUaAfJdsBJML51jfIE8My2Ia01Oh2i50uLtzhVuaHBL9ee/Pz5dYuPLvl95a4VnrPBIVkctGAaWTgV6DD76waGGXSRY8d1EgwVKHCixBMIbJW5sfOOPPfycz/e3rkgAkCgh5sk68zBkbkCOgAzKFDJQcEzjHgovV0PAd/CvgJXnYAr5uCPOWXVSYdNMlBryB9EkAWN8wgoAGLOB4/aK1SWETTWU1MAGHbUXRQGMNhfLB4r2ECvHWRdxKcyC0c7CoE1s2/93m+Prut66JG72o1qPGFDCmPQE1ka3zH9wrnHaHl28Rwl9xpq+7KtL+M/5nh/QcS7CmwfcAdsHSID4w24uaoDCbiRIBEsXGTwgOu7bgTDRUvztgcuJF2LL0OWUQvAjoXWZ1wBl+vAdGytaGtta9vztZOtLKdnaBeLr2xHAa52a7s/fb/ZdzS+aHcipxGu2K80YNU82zF664L2dqd/7LV9OxvU7vXv3dmuPU74N1klg+cU02TlifTOUGE+3CvjbVcSfGxuH9i49bnV480BjpPUAhLjImygBxsuj9NJxgLyQom4VISJaz88AXC5pc/CNKsMJZTho+ikBhNYYhxKiz6BEuKw0a8AWdtgAgJBpTMNSUXxyHpphxeK+JZPf0wOdj2/bf2B7x9QHCMXlYMTo3lnRbsVLJ9+bd/JSmjk9PSaW6Aj6OsMAZYCVKMJqcWk2IQt2YU9HrFwpsKpgbficqhM6mteWrly5Zr6gouIcBkihLkkPsihiUJwKQUXpsdN0kgbGOcd2g8xbO5bRF9AN8CRgMTNl5eh30YiJa74BHHjAiGofFSggq7vXlfZorlj2PQbANa2Unxn9tEf1+R6v//+yZHBWwNAqP/y4MhQ7S33tG/Qau2xqX1dCxRYbT6+Z76jDYlnsmL2SKDAZ1FSi8uQgsxYIarAVYePM0hJHR5ktlS42Y6CC1GYBPDYOS2qQPjgVmDRLwAYa4wQSQOtPRst2872PUBclnQzOcnzb7qpHPR4tkmuIkeeC4ieTSZMhQxVZDMtnpgAJmpBFvtk7TXhZF/f5HW3XdFQufPgwbUbVtzTTnm8cvrA1LcNmIL5J0+UEy99B21PScQU5CIj+paSmWe8RpkqAde4gFyIKHiXAfi83Spvm5xYZFMODJPwD4ZIEzElMpgdkHdK9ARmSTNHbrHduX1DGhjRhdIFEOTknJsSlhYelIjA5sXoYMSiDXhWDa9c5kEg2rF9TV2ABF+cJL339OjExEJ9yZpryt4MVrzdDqR0qO0gIhtopTC3eWxmvoKlTJOgHVoETFsqY5FdYcRQIiTIXbi5+5bbTVQg5KqOkcFmPJer450UIwUZQIIGeDoQA/wU9wYYTG8OPOjaDUsHgVeCAbNn00t0Bf5cyUO3JvZWZB8rJ/A1VIFCie3qyqznKQ7YyleghpVGUs7R9d/3Tqr3tzzx0RrIQStirj44O/XBojTREvfO4x9LkCF+A9yAF+zIJXIUxiyZYARDKmTr4CWf39TJgykkcKFG+zrqCd5i3CzePRA6KfAYLDWbQgUTgXd236Htqr7JIhEEwiRB00rclCgHXpLh+zZ/H0hEaZ9cKFhSat2Q4dFQyFEhplAUkVKeVn+smzo1dP2PW7eu6rlfi4Rqdo5NTfdHiomYaqdPzgc+Bb9gSRYUXwLfo1i0WAiktEoMcUYiwTsNyuAySbJVoJBPJ1o7ekfnFsUgEcI1ipAMu+QWtoHNM0D85zLtN/dN+qJ5BgFlG0LISwW//gIOIq1cn0N+xGUylPjUCQXSVKAqpAMjmmQRlu+8um7dVF+me+vLz63qWQGpqPjFE1PTu2s1eUCB6btnWywBFhCrkCIFs8xivUG8R3qkbdhIJMQ95AG+PJSYZ4IkObEsf7J3JCteYcIka4mPNireUv17SnAJHeZvPa4bL52opxCocSYt0hek+OPuci9SHlGCCXLloyZkWD6XzL9xs4/JkfJ9dqlAa4yrSEW/bjvw2WhL99bnNo7v0iBiaHpqbGe1IjBgJ6nRWNd8Q4wuAmTiiHELqbVxHTTM22CziQMmPIKpjAX3B2QKQW4k3cE+Hpd4cLC4gdLysIGSBWTyQBMFEXtovTXu2OmlEyGDIDaIUvI1EcOwym6GMBQ9gZfPF/CqUPshOcFIdT7wUPsBWriomVArVXv0aH91tuGWlftXjS9rD6Llxw7MdtUE6j/J6T8QWcSGFBicRSoEfRCYlmGoSAdLDboZK4qPqJJ8kQaIgok1dLBouO9Lxftqnq8lHJgDkrG4AZR2AFMeHlBu2/btoWlp5VMPkmTtAd/DHy5a1AAvRglBHCI4hpGPll9dAJ42X5KOqAfGkJlvDm8Zf+SO9hW7Vj70XbvKvzA725UlGJMEZfpY13yDvsSQLtklTpySKT5kGAkYQuAgPFXRHZCBPjmPR0q8rqUyeC3q7R26zTx2qXM1hSCHIgrC08TrKoFNlLAOHXF128hSrDBx+y6yoLX5G9GCIsrx7Sntt9LkCCGriGUIOkK/OldrqSgCMTa50eRizzOH3ll17wag/WHFg28HmdOzB75dyxECC0rw+g/Elix7MQYYIoKANk1WpOB/CVTISEJ20DqhgskiE0mSgMzC1fm+3sF6+gT1jwughQQPtZwMuBsySdl/pF37I9trRNcS+7QA5gqziih5XXbOTRa7I3awByXAsx36VfnYU5EdhpGCKEI4T+emr7oH7lBR4ETqw/d+a9h+fPaF5bXpgFwV110T0LHTc8xmYpTxf9jCTmmkxA5LQw9jhRwpESctiEIeA/LJA4UhOwZ8I9N3avJGikELE8iStFDBwCdab9Wwlfpi/wrfH+2rZp8iE3j85VMZktgTAnXQgi/GVdBUHESnookOaCHOVTpihehCrn13x7Ijy6ATTmh7962fxmaP9acDSkKQoiJjfrT8QINVXPpIpBAgnXGfkmWMEh2mpYtUQBC8kvy8qg6iAHqGTbqECY03Lj01cam2cSsl6LWcj6kKSRIAWNPx7T3771L2ZF8VVYEuk1SIIlKC10COdAW+AeDEIVlQwC29NBv9OF9p+RHmgwsQ8cYzj++/U2tohOCrN7196MTu6iDwg8i8VBypwI8w9sEH80kCmQlQw0r/j41AWmIYPYiYStEjIXEiySDBe3A+1UFIoDA8xgQW5GL78EhT67868DVtn01owSx/EferPUt8NTnc1NYmi6hYkAcTD/giJACPVTJRViG0YBgFHCQM2ax/ttKld0QKvV88c3hVTwv6MRiEzR1Pv/b4e9WKQENhwEeFRCqWTzV4JdyCGBM0zSIHMiAGL2k4JZKoCioCGVpg8nDJg3lzjiIhngv49ROnlmbbtEu7xAEqHw0uM01tjg5Vj99p2x29Gf5u5AAYhALY6CJSxTbF3+aUJRKEyxRjOsQRx+jIN1REgA4u1+74auCdFX6gwhhvqe3/bHZs7yP3CC0BHAgQqAaDK/p2eo6CVtiZLsLnUMkUxHyD9JvO0qhRBTfNa5GReHTwzCn6KWTyYCKj1o2jw0vzbY2lSEmVS9IKBncJahwUhertlb4aHM6SCjMlgua5qKZlE2QcimJSquLssnIsL4HGEEUqjCLwlOvUIXXS+di73U/cFbVhCKmm/9js8a7MjpVeGFL/YDTAZEITQvJTr3j0jpBDICMi1nSRj4hVugTfdBqDg2k2EvQOz+JxwhUyTCpumQwV2kigsePJvlyj2NIDFkiHNudlW1ZdMSgc3tIWLuzNAQtwI8zB/WVv4DAgMQveULER4c/eK+yUBEkpUgBdyHooa9/dtGTVEkWiYrhD7vTx4y+sjaJNPYq+kwrgL0zpdJQOwUV0GqIgOqEGHawFM3NscJe6eIkhhSJLUAVZ4I4hDOAlz6Vtw4U8nAUPgv2B4d5bq7CHUgT0e/TBMLoHaix0Yxi1+XsGlHqgN5fiJPymbRGBx3EsXhHFYUzcYX0YQQLEqfFRvQYDuJAaAdzP5VWYeuPo20fuxM/EfLwti/3z2PKaOCQV6Ri6CmK+JR0xujJSZqf6ryUneIUESIOaMEXEHsU4akiQZokHqaIElAAeknVyp4XEO06QwGRTF1QEMre8heCiWUIURaEUC7+VxyBYEWxijGb2O+Gtw89GArQe6EQKDHNkIQIf0m2QK5TKwpegVD24SlEWqLMZ54sdhwZ6rFQoQSLKHsT+ubsWXpRufqwnIqcRxJCKWaVSUQpIu6bLuNroUgEyeICP4Cr5BPto0xnYH6FiIUoSB7GK/sDtk09eTcBkcCQDUrutrVpunHLDp4aa2+QOSpyBNVPxpGg2gJmNLY253oVcYdkZImGDsYBMBT47YAdRTD5SaMQK34Kw0Afbp2zyMzs+7H7nnnQUC3FNoydmp3cuqJE3ZH9+iHqCyuKaOEWGU6kUttbsgTfLI1IDvOkIdZyOjRzQBQLkgmEyaDJyMd3SmZCjFHgwTyvNk+lSRBCLa85TNKvNfcMdTSERgoPWNmBVZqcELvoJ0cw8MT/MDS9EB1eeDKQIiFmwsyP2MYCEpkyJFL4S6MRcZvRkdjzWs+pBRAFOSV3U8fTxEycbwEsK8+M9fz8SwgTaOE4jg2X5EV1jFwRpQARuaAfLzRkKVxpWEJ9BTjmAJ879t0/BUAkTK82HdHKgFDGUkvbRUKqVuwS9Ye5npzqq2xgyJe4RPclgxGukKCDWtd13hJuHh0JwQZemHkIeg0Ligj6AR8SQZhmnkGI5W+Gz/qiqJkxVv7vpt/3LVD3mAVLT8heOj3W9ElMFmFwVzvzyOH5iFb2iip4CVmJMbNq3syUdxOCC4geLEfEGoEswsx/Ai2JghUuZIemhKqgHy6WP2Hwsxcrl0zYjA25+rbZP7OaO6aKRJyeam+Hr1AN8QLD5UQpmIzrQaHhkV31huAM9GAN+KgGoUrQiIwTMqiIw4yJVMcax0OBCp1JffXN41Z2dDqfFcdXCz//4469f3qsl2phvjD986w5OBjPpmhhcR4aKrn0tKpVOpdMcoN/AimuRpY+Y0xg3ZERGDtSNkYlp/cPU2YXGUUVxPLJCF26KF1NLycNMmMvGgc4yD126U8oSGAxtd9O1okRNFWNpNUXSVlJr/ahGY6HVBhP1wSZQbUTrB9aCX/TFL7QoKlp9EB/1QRTxQRB8EMHf/yQBz8yce+7HDP3/7/+cnd1C2wML+qIhMzHgqQurVPQaHfbBqW+SCKDOi2fIGmIBahrtPnmBhoiYNi4uTfUPTe5y9AQVnOaETIxgTmIQDoEg4+kncWCf16x59eRXp37csnO/LXYf33n4/hv4R8u/W+uWb+QhFy7t5rGsBli8nmcZMZuef++agVS0JAB3NLEkQTXESydyEIKBW9ygCWIrmLQ6e8TC6o/0vDJaVsAGoamit2XloJccaQO0xffGg7OjobCUaLQb/W3J2zYeOqw0vH4k3jz+YCqFaC5YRjiIcQDkkiyw2AwYThjFTXxGX0B3N4dGR7cWzg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0.87)\",\"borderRadius\":null,\"units\":\"ppb\",\"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",
+    "air",
+    "vocs"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/volatile_organic_compounds_card.json b/application/src/main/data/json/system/widget_types/volatile_organic_compounds_card.json
new file mode 100644
index 0000000000..0ba9f98e86
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/volatile_organic_compounds_card.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "volatile_organic_compounds_card",
+  "name": "Volatile organic compounds card",
+  "deprecated": false,
+  "image": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAACgCAMAAAB+IdObAAAArlBMVEXg4ODf39/g4ODg4OAAAAD////YGDjg4OD1xc364ubdNVHwqLSrq6vsi5vz8/PnboL98fPiUmrCwsK2trb5+fnu7u7aJkXhUmnOzs7j4+M8PDzV1dWenp4hISHa2trgQ13n5+fpfY9YWFjIyMjzt8G8vLywsLD41NrumqjkYHbcNVHaJkQvLy+kpKTtmah0dHRKSkrwqbSQkJDpfZCCgoJmZmadnZ3jYHbxqbTkYHeKLTebAAAABXRSTlPvIL+vAC9A4IoAAAZDSURBVHja7M/BEQBABAPAOIyfn/5bvTbCZDtYhD3Udm4Bw+R6DYN3HjAPlSfgSqQUIaMIG0XYKMJGETaKsFGEjSJsPnt10Js2EIRh+PRN7cVecKKg7pitk3UiaLOSjQtI/f9/rOMFgq2qVrhYe8hzAO8Bya88Y75CYvPpkG1VvWJIm/OnBlCWCLRc3Gf+kIroHUO17QBk9hElW8tvAE5eLu5OmT9EYcQ5AEeGYWdM4w2MPWjTMu4wf8gr0XqBkc4aaNsgk2+56NB4ADWXODE3BrOZDslJpbhRRHJMEtxou5GIGo2H4COcuw7dpmSHuUyHbIloCWBXBFU4vRD9Hs/WkYGGz4dhiNaxPJFUQorwdZUD6/HCn6z2BwyeSHt5mXVsXSwhyBXRHkuiX4EkrFIJ+Ykb7Z01COMFYzMcvO5PpalRti1mMx0CuW0lK14h2MlUSdXLCgPOthDMWcZsYHxbZ9wi82/GxROCnHopzgoSCiM1ZxCm8T6MknGeDxro2MczWsBqHRb+IiGxR7QmQrCQxUhxVfQLEq+JkHDvyfCfRK0QrcmQhKjAxY5EjmhNhmBJtEOQKlLrftJiNR2Syr0nwR+i/UK2JNqS6RDk9EGFnXnf4g76Cf/1PGvIij7sgcXwfYzHbxj5gX98f0Dw9DwIeDj/bjNrSD9Nf9kxo9YIYRgAP2WyLcuNJhmFStfhWthD///fW9qbd7uxl3sQ+tAPkZgo+qmp0mfjpbf9a/fZwQiGpL4SoJVaJG2hn2wTUQXZsqWV+gm5H6d0FlHtD06kpQ7skaf9Z/6rD1mfpxe4FYmYUQgd6ra6/gzasuaCoFZywBk9FVzIthI0OAIU5i5i1QC+5hothf4okc+H66j1tr9VtyJKWlMomhRWuIoo1JS9hZIoYM9mCnkXSRWk7X6uYrLcwpaSg0ROJrI397vF/4j44muCyEg3IgS8cGxhca6LOAv8RQR/egSt2veOwQFUOkjEPoJvv34an/6IBCIpi9QUPWQP/X4GBmciSpU2Z6FWiSaSrSCku4hU6j2iFQICb1JiqqR4WI88ny6j7evHxyPcwIi4xMK8EDMTOLSkFMwbrBkDCLdwQ1dESwvKWaSNWh4ZwdgwF9BSMIIvmIaboFvprmtQxWXMmUYWuANiDnPKdIqMyhQZjSkyGlNkNKbIaEyR0ZgiozFFRmOKjMYUGY0pMhpTZDSmyGhMkdGYIqMxRb7Zt5vWxmEgDMAnC30gNL7YR2EQuFbBUHro/v9ftpJfeRJlA7tLSawUz6HNyFKYJ47kxCitxQlpLVqDkFL0RAjdTygYqapt0CbI7r/CCTE+C0KmF5dk7XWHUL3I0TPlbci5tm1C5JTL25M+JZp3qyD2LV2TKOHag5At1W6VbySG6PRolUbvDSYTgnTpX2gOokSKoUBkTlB3yRRODAr3yVFK6xuERCslQ0arzAZBBcv+wBXznPMZwipolnSTVxAl58dCSJbXnhOGeGzt4pbAv2wYhDDVOaXtPelU6T1ilfikHSI91ogHr1oM4bLrcgMOWyF8x8QK4sUWWmH8u0buCZB3gfg8BsJzWjJk5J1etoKIcV2/BKaOQW4zxgIihEMuj4LIf4NgLlkMMABgKy4BElJKOkFbh8j9vTgBwsMkr1o4QC8BwTLHkE5vU4khlFe9l4DYNBIQ7jYxBE9oDoKY70LcNWQ4CKIZggvIigO8/N6D+L+ckXAEBHVA4KsLIpdeQ5abOTJUcwQdj4Bg9zxErkxWuXenChJ4ct9dtfyxq9acWn9xQQB5wgVh6SpIT4ALdbmOkMYTuZIrDHs+BF8/FrvkvyzT06RR8AWC5sQUDuOTzG6fvj4ASfnkcq6OgZAXCK14QzrirashA/cDRCN3+9WlHLfdgyFzjJGTEOPIqEyJlrjoryFVPcruBiKtTu25HyAqv/4R3CnGDzWmxjEceReFFNUNSlUpL0aEdp7sf4yj1m8HAYLYIS95X+uEnJAHBVlr1VU+p/wlIVfxs29in5AT0lqckNbihLQWv9u7gyIAQhiAgS3Q4Xe/828VZIRO4mAVRAgtIbSE0BJCSwgtIbSE0BJCSwgtIbSE0BJCSwgtIbSE0BJCSwitRpCoFu0YDdbTVd+MjAbz6f8yVs79ejFyHa+ly+6F7VKKAAAAAElFTkSuQmCC",
+  "description": "Displays a latest volatile organic compounds (VOCs) 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: 'voc', label: 'VOCs', 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\":\"VOCs\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 500 - 250;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 2000) {\\n\\tvalue = 2000;\\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:molecule\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":500,\"color\":\"#80C32C\"},{\"from\":500,\"to\":1000,\"color\":\"#FFA600\"},{\"from\":1000,\"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\":500,\"color\":\"#80C32C\"},{\"from\":500,\"to\":1000,\"color\":\"#FFA600\"},{\"from\":1000,\"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\":\"Volatile organic compounds card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"ppb\",\"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",
+    "air",
+    "vocs"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/volatile_organic_compounds_card_with_background.json b/application/src/main/data/json/system/widget_types/volatile_organic_compounds_card_with_background.json
new file mode 100644
index 0000000000..8e205f70a9
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/volatile_organic_compounds_card_with_background.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "volatile_organic_compounds_card_with_background",
+  "name": "Volatile organic compounds card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a latest volatile organic compounds (VOCs) 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: 'voc', label: 'VOCs', 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\":\"VOCs\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 500 - 250;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 2000) {\\n\\tvalue = 2000;\\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:molecule\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":500,\"color\":\"#7CC322\"},{\"from\":500,\"to\":1000,\"color\":\"#F89E0D\"},{\"from\":1000,\"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\":500,\"color\":\"#7CC322\"},{\"from\":500,\"to\":1000,\"color\":\"#F89E0D\"},{\"from\":1000,\"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\":\"Volatile organic compounds card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"ppb\",\"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",
+    "air",
+    "vocs"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/volatile_organic_compounds_chart_card.json b/application/src/main/data/json/system/widget_types/volatile_organic_compounds_chart_card.json
new file mode 100644
index 0000000000..0de7c663c7
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/volatile_organic_compounds_chart_card.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "volatile_organic_compounds_chart_card",
+  "name": "Volatile organic compounds chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a volatile organic compounds (VOCs) 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: 'voc', label: 'VOCs', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'ppb', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'voc', 'ppb', 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\":\"VOCs\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 500 - 250;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 2000) {\\n\\tvalue = 2000;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"ppb\",\"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\":500,\"color\":\"#80C32C\"},{\"from\":500,\"to\":1000,\"color\":\"#FFA600\"},{\"from\":1000,\"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() * 500 - 250;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 2000) {\\n\\tvalue = 2000;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"ppb\",\"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() * 50 - 25;\\nif (value < -100) {\\n\\tvalue = -100;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"ppb\",\"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\":\"VOCs\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:molecule\",\"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",
+    "air",
+    "vocs"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/volatile_organic_compounds_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/volatile_organic_compounds_chart_card_with_background.json
new file mode 100644
index 0000000000..290531fff5
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/volatile_organic_compounds_chart_card_with_background.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "volatile_organic_compounds_chart_card_with_background",
+  "name": "Volatile organic compounds chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a volatile organic compounds (VOCs) 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: 'voc', label: 'VOCs', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'ppb', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'voc', 'ppb', 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\":\"VOCs\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 500 - 250;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 2000) {\\n\\tvalue = 2000;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"ppb\",\"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\":500,\"color\":\"#7CC322\"},{\"from\":500,\"to\":1000,\"color\":\"#F89E0D\"},{\"from\":1000,\"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() * 500 - 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+  },
+  "externalId": null,
+  "tags": [
+    "environment",
+    "indoor",
+    "air",
+    "vocs"
+  ]
+}
\ No newline at end of file