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 1e8712e0f6..1377fd8de6 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
@@ -61,6 +61,14 @@
     "indoor_pm2_5_chart_card",
     "indoor_pm2_5_chart_card_with_background",
     "indoor_simple_pm2_5_chart_card",
-    "indoor_simple_pm2_5_chart_card_with_background"
+    "indoor_simple_pm2_5_chart_card_with_background",
+    "indoor_pm10_card",
+    "indoor_pm10_card_with_background",
+    "indoor_horizontal_pm10_card",
+    "indoor_horizontal_pm10_card_with_background",
+    "indoor_pm10_chart_card",
+    "indoor_pm10_chart_card_with_background",
+    "indoor_simple_pm10_chart_card",
+    "indoor_simple_pm10_chart_card_with_background"
   ]
 }
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_horizontal_pm10_card.json b/application/src/main/data/json/system/widget_types/indoor_horizontal_pm10_card.json
new file mode 100644
index 0000000000..6eecda0f21
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_horizontal_pm10_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "indoor_horizontal_pm10_card",
+  "name": "Indoor horizontal PM10 card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest indoor fine and coarse particulate matter (PM10) 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\":\"PM10\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 50 - 25;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 200) {\\n\\tvalue = 200;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"horizontal\",\"showLabel\":true,\"labelFont\":{\"family\":\"Roboto\",\"size\":16,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"labelColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showIcon\":true,\"iconSize\":40,\"iconSizeUnit\":\"px\",\"icon\":\"mdi:broom\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":50,\"color\":\"#80C32C\"},{\"from\":50,\"to\":150,\"color\":\"#FFA600\"},{\"from\":150,\"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\":50,\"color\":\"#80C32C\"},{\"from\":50,\"to\":150,\"color\":\"#FFA600\"},{\"from\":150,\"to\":null,\"color\":\"#D81838\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Horizontal temperature card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"µg/m³\",\"decimals\":0,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}"
+  },
+  "externalId": null,
+  "tags": [
+    "environment",
+    "indoor",
+    "particulate",
+    "matter",
+    "air",
+    "pm10"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_horizontal_pm10_card_with_background.json b/application/src/main/data/json/system/widget_types/indoor_horizontal_pm10_card_with_background.json
new file mode 100644
index 0000000000..d1ba92cdba
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_horizontal_pm10_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "indoor_horizontal_pm10_card_with_background",
+  "name": "Indoor horizontal PM10 card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest indoor fine and coarse particulate matter (PM10) 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\":\"PM10\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 50 - 25;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 200) {\\n\\tvalue = 200;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"horizontal\",\"showLabel\":true,\"labelFont\":{\"family\":\"Roboto\",\"size\":16,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"labelColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showIcon\":true,\"iconSize\":40,\"iconSizeUnit\":\"px\",\"icon\":\"mdi:broom\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":50,\"color\":\"#7CC322\"},{\"from\":50,\"to\":150,\"color\":\"#F89E0D\"},{\"from\":150,\"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', 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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\":\"µg/m³\",\"decimals\":0,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}"
+  },
+  "externalId": null,
+  "tags": [
+    "environment",
+    "indoor",
+    "particulate",
+    "matter",
+    "air",
+    "pm10"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_pm10_card.json b/application/src/main/data/json/system/widget_types/indoor_pm10_card.json
new file mode 100644
index 0000000000..a8610563ef
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_pm10_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "indoor_pm10_card",
+  "name": "Indoor PM10 card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest indoor fine and coarse particulate matter (PM10) 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: 'pm10', label: 'PM10', 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\":\"PM10\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 50 - 25;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 200) {\\n\\tvalue = 200;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"square\",\"showLabel\":true,\"labelFont\":{\"family\":\"Roboto\",\"size\":16,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"labelColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showIcon\":true,\"iconSize\":40,\"iconSizeUnit\":\"px\",\"icon\":\"mdi:broom\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":50,\"color\":\"#80C32C\"},{\"from\":50,\"to\":150,\"color\":\"#FFA600\"},{\"from\":150,\"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\":50,\"color\":\"#80C32C\"},{\"from\":50,\"to\":150,\"color\":\"#FFA600\"},{\"from\":150,\"to\":null,\"color\":\"#D81838\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Indoor PM10 card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"µg/m³\",\"decimals\":0,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}"
+  },
+  "externalId": null,
+  "tags": [
+    "environment",
+    "indoor",
+    "matter",
+    "air",
+    "particulate",
+    "pm10"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_pm10_card_with_background.json b/application/src/main/data/json/system/widget_types/indoor_pm10_card_with_background.json
new file mode 100644
index 0000000000..5387b784dc
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_pm10_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "indoor_pm10_card_with_background",
+  "name": "Indoor PM10 card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a latest indoor fine and coarse particulate matter (PM10) 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: 'pm10', label: 'PM10', 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\":\"PM10\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 50 - 25;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 200) {\\n\\tvalue = 200;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"square\",\"showLabel\":true,\"labelFont\":{\"family\":\"Roboto\",\"size\":16,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"labelColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showIcon\":true,\"iconSize\":40,\"iconSizeUnit\":\"px\",\"icon\":\"mdi:broom\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":50,\"color\":\"#7CC322\"},{\"from\":50,\"to\":150,\"color\":\"#F89E0D\"},{\"from\":150,\"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\":50,\"color\":\"#7CC322\"},{\"from\":50,\"to\":150,\"color\":\"#F89E0D\"},{\"from\":150,\"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\":\"Indoor PM10 card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"µg/m³\",\"decimals\":0,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}"
+  },
+  "externalId": null,
+  "tags": [
+    "environment",
+    "indoor",
+    "matter",
+    "air",
+    "particulate",
+    "pm10"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_pm10_chart_card.json b/application/src/main/data/json/system/widget_types/indoor_pm10_chart_card.json
new file mode 100644
index 0000000000..96fd8e1a7e
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_pm10_chart_card.json
@@ -0,0 +1,34 @@
+{
+  "fqn": "indoor_pm10_chart_card",
+  "name": "Indoor PM10 chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a indoor fine and coarse particulate matter (PM10) 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: 'pm10', label: 'PM10', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'µg/m³', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'pm10', 'µg/m³', 0);\n        }\n    };\n}\n",
+    "settingsSchema": "{}",
+    "dataKeySettingsSchema": "{}",
+    "latestDataKeySettingsSchema": "{}",
+    "settingsDirective": "tb-aggregated-value-card-widget-settings",
+    "dataKeySettingsDirective": "",
+    "latestDataKeySettingsDirective": "tb-aggregated-value-card-key-settings",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-aggregated-value-card-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"Main building\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"PM10\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 50 - 25;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 200) {\\n\\tvalue = 200;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"µg/m³\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"#4caf50\",\"settings\":{\"position\":\"center\",\"font\":{\"size\":52,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"1\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":50,\"color\":\"#80C32C\"},{\"from\":50,\"to\":150,\"color\":\"#FFA600\"},{\"from\":150,\"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() * 50 - 25;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 200) {\\n\\tvalue = 200;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"µg/m³\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta percent\",\"color\":\"#f44336\",\"settings\":{\"position\":\"rightTop\",\"font\":{\"size\":14,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"20px\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"rangeList\":[{\"from\":null,\"to\":0,\"color\":\"#198038\"},{\"from\":0,\"to\":0,\"color\":\"rgba(0, 0, 0, 0.87)\"},{\"from\":0,\"to\":null,\"color\":\"#D12730\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":true},\"_hash\":0.06392321853157967,\"funcBody\":\"var value = prevValue + Math.random() * 6 - 3;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < -25) {\\n\\tvalue = -25;\\n} else if (value > 25) {\\n\\tvalue = 25;\\n} \\nreturn value;\",\"aggregationType\":null,\"units\":\"%\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta absolute\",\"color\":\"#607d8b\",\"settings\":{\"position\":\"rightBottom\",\"font\":{\"size\":11,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"rangeList\":[],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":false},\"_hash\":0.44695098620509865,\"funcBody\":\"var value = prevValue + Math.random() * 6 - 3;\\nif (value < -10) {\\n\\tvalue = -10;\\n} else if (value > 10) {\\n\\tvalue = 10;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"µg/m³\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1691927717318,\"endTimeMs\":1692014117318},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"stack\":false,\"fontSize\":10,\"fontColor\":\"#545454\",\"showTooltip\":true,\"tooltipIndividual\":false,\"tooltipCumulative\":false,\"hideZeros\":false,\"grid\":{\"verticalLines\":true,\"horizontalLines\":true,\"outlineWidth\":1,\"color\":\"#545454\",\"backgroundColor\":null,\"tickColor\":\"#DDDDDD\"},\"xaxis\":{\"title\":null,\"showLabels\":true,\"color\":\"#545454\"},\"yaxis\":{\"min\":null,\"max\":null,\"title\":null,\"showLabels\":true,\"color\":\"#545454\",\"tickSize\":null,\"tickDecimals\":0,\"ticksFormatter\":\"\"},\"shadowSize\":4,\"smoothLines\":false,\"comparisonEnabled\":false,\"xaxisSecond\":{\"axisPosition\":\"top\",\"title\":null,\"showLabels\":true},\"showLegend\":true,\"legendConfig\":{\"direction\":\"column\",\"position\":\"bottom\",\"sortDataKeys\":false,\"showMin\":false,\"showMax\":false,\"showAvg\":true,\"showTotal\":false,\"showLatest\":false},\"customLegendEnabled\":false,\"showSubtitle\":true,\"subtitle\":\"${entityName}\",\"subtitleFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"subtitleColor\":\"rgba(0, 0, 0, 0.38)\",\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"dateColor\":\"rgba(0, 0, 0, 0.38)\",\"showChart\":true,\"chartColor\":\"rgba(0, 0, 0, 0.87)\",\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"PM10\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:broom\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"24px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":false,\"displayTimewindow\":true,\"decimals\":0,\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"24px\",\"icon\":null,\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":false},\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null}"
+  },
+  "externalId": null,
+  "tags": [
+    "environment",
+    "indoor",
+    "particulate",
+    "matter",
+    "air",
+    "pm10"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_pm10_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/indoor_pm10_chart_card_with_background.json
new file mode 100644
index 0000000000..2c7c0f7935
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_pm10_chart_card_with_background.json
@@ -0,0 +1,34 @@
+{
+  "fqn": "indoor_pm10_chart_card_with_background",
+  "name": "Indoor PM10 chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a indoor fine and coarse particulate matter (PM10) 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: 'pm10', label: 'PM10', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'µg/m³', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'pm10', 'µg/m³', 0);\n        }\n    };\n}\n",
+    "settingsSchema": "{}",
+    "dataKeySettingsSchema": "{}",
+    "latestDataKeySettingsSchema": "{}",
+    "settingsDirective": "tb-aggregated-value-card-widget-settings",
+    "dataKeySettingsDirective": "",
+    "latestDataKeySettingsDirective": "tb-aggregated-value-card-key-settings",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-aggregated-value-card-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"Main building\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"PM10\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 50 - 25;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 200) {\\n\\tvalue = 200;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"µg/m³\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"#4caf50\",\"settings\":{\"position\":\"center\",\"font\":{\"size\":52,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"1\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":50,\"color\":\"#7CC322\"},{\"from\":50,\"to\":150,\"color\":\"#F89E0D\"},{\"from\":150,\"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() * 50 - 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"PM10\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:broom\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"24px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":false,\"displayTimewindow\":true,\"decimals\":0,\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"24px\",\"icon\":null,\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":false},\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null}"
+  },
+  "externalId": null,
+  "tags": [
+    "environment",
+    "indoor",
+    "particulate",
+    "matter",
+    "air",
+    "pm10"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_simple_pm10_chart_card.json b/application/src/main/data/json/system/widget_types/indoor_simple_pm10_chart_card.json
new file mode 100644
index 0000000000..347d2e7289
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_simple_pm10_chart_card.json
@@ -0,0 +1,34 @@
+{
+  "fqn": "indoor_simple_pm10_chart_card",
+  "name": "Indoor simple PM10 chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays historical indoor fine and coarse particulate matter (PM10) values as a simplified chart. Optionally may display the corresponding latest indoor PM10 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: 'pm10', label: 'PM10', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'pm10', 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\":\"PM10\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 50 - 25;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 200) {\\n\\tvalue = 200;\\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() * 50 - 25;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 200) {\\n\\tvalue = 200;\\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\":50,\"color\":\"#80C32C\"},{\"from\":50,\"to\":150,\"color\":\"#FFA600\"},{\"from\":150,\"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\":\"PM10\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:broom\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"18px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":true,\"decimals\":0,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"µg/m³\",\"displayTimewindow\":true,\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1697382151041,\"endTimeMs\":1697468551041},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"timewindowStyle\":{\"showIcon\":false,\"iconSize\":\"24px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":true}}"
+  },
+  "externalId": null,
+  "tags": [
+    "environment",
+    "indoor",
+    "particulate",
+    "matter",
+    "air",
+    "pm10"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/indoor_simple_pm10_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/indoor_simple_pm10_chart_card_with_background.json
new file mode 100644
index 0000000000..3d3388a292
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/indoor_simple_pm10_chart_card_with_background.json
@@ -0,0 +1,34 @@
+{
+  "fqn": "indoor_simple_pm10_chart_card_with_background",
+  "name": "Indoor simple PM10 chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays historical indoor fine and coarse particulate matter (PM10) values as a simplified chart with background. Optionally may display the corresponding latest indoor PM10 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: 'pm10', label: 'PM10', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'pm10', 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\":\"PM10\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 50 - 25;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 200) {\\n\\tvalue = 200;\\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() * 50 - 25;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 200) {\\n\\tvalue = 200;\\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\":50,\"color\":\"#7CC322\"},{\"from\":50,\"to\":150,\"color\":\"#F89E0D\"},{\"from\":150,\"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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RgAOtiMBzDzpWVlY72dvaEvNW7qiuNYqr4cHpjcia8Ox0ufb8gbxMtaNwqNwOlR1fjmYzKhfJ5g2yODEdSXMGjOlpXQRSFt7ceu/7+1sKsDc3FknoLakZSOnPW7Ev9V75Y0Jhvrw7ZICyoDbpyc8qmt8/NdXhWPaob7r4GQFx0EbEOR8RzOBKswZLJFBQamy1iGERyNk+tFlK40koS4RtxRAwDlNKKazbUwBOKid9kGhnN9/WIGEIRnYEVDrVc0EwgkaXNBEkLTU0Ti3KhUDZrt6AWM9jmwcEBorPnQnsGtwG1oHRhMONoU2icHe0w6vT2ep2GGb+IHd6YHsjP7E5DghwtTDw5sW6IBgAq3epLqIbTGRdFUSqTZUS8rE0hE7b44J7PL21d8dqLrYXxWAx6TL0wqjf7wCCyZiw7K4HowGPHQjaLDWjpfKAK+2pqfO7KKzLp9M13P34VkLiologjNkpAExLwzBYFDewfehoxD4a0Nq5MwGkkEhtx2IugiNZhPTewgGraAChqiXijVNYl61QLxcCPoRFS2phacjOAbSYQyFwxjS9mWPTuJCvmi4GJI8eVyzCalpN2S8DghiShi4KfO5ldbY7tZG69rbX9ttvY6jY6f3ljoHZq1BTeKB7oF3qe7FlfoIkGB6MGq8WT8abTOZri4JtRAQ6vVFCNcpmPZYY7O/zRCy+0FqCbg4cPfCUU0SHQwWRZZtZ/KEA82z57CEq5TWdPZqHzNyM6RsvVn73Ef/jxyy66tBrOBqqQUKmQHlyegi8XgsaFdLZCwWuBQUtKwjcCBmItDgc8IGqJ//YV8KjFwRTS3S3rU6tF1mg06tawmUoZWaalCqhSAocq48Mop7HSDUldDHMLmEFKpYPDb8oxX2jPHUAtGiEj49C0zVCtc+OISEB5+oFWvlpOa5/oIzfKoO0GFHuawcH1fdGEXLSwwLCiqowzPRzgM8slKRWP5zI7jX1T3+iSHldi6+oXXqCMwVwKp0bMAXsugvlDysyKQOUCLE3YYAtZASj0Np0P5tSQxYxEULpSS1ECCuIltdj5AAXUDioU0bY2KuQFE7JDqZDLyBwSdGD/gcDjcdh0TqyGKgIJAggH8DC79nX3TfRDTmmibga7TQvlRiCTNhKa8VCQZGyGkPEM5Rk05GM16bI63XHfl8qlvXIy9o1Nn7MFaGx6cPirNmOXm9V02ENQ9M6Of9XNp7Sy+dCg8bSjA6ake31wcP/719U9Cwv9bBHqSg8HHai8rVwa6cI3TvV1mTq7y9mkyrW6tpRxOqz6mLky96ViWZAhDGbZShVHgAbYZiGRSiRsOVssZlktpCx6X8puZQskMsmN+MsvuagaAgarZhJZJuPymUyeQMtlKrhcGfwrIRBIzYRGInBoJOAJzY14rPTWYpLAUoWIVR4ynwZ+IKaIMaPgUgVgmRwpiUDESYGjgAlV+amnnhLrgQWQQI577+Ny+ftQLPWNPefzoXKKOB50TRR33Czk8L1wN2OuKeAnCzt4bUzebe1CmrrLh9Jf39/7fm9/YXOzX90fzcBUGQwwueXvw514wuTkjL9vsYQkXY6ER/V5Ogjtvt5nRmAo/28wT4FIIGBAh2SY3x6bn08kxuJrs4nE6mpcH7KjIjlVKmjG4y65hFhbDeNENRFHggLIlCuYNDWPq5CBRCRkKmwjMBSNgADfTCIQwD8JBFx1JTuAH4iJwJHJRZhfwk5DzIPBBfIJExJcCHbbKG2htlCe+S7KCFh8EeyPO+7j/VLJELNHDrO+pE/PozBUDvd7xakAS3e4uDHpRlj7fiPNK8ALmHIKhSY0+Gx7R0d7+9BcbG4OQguudzmHHYG2iipMxr6dGdh5lXS2oHM+DgPZsJVNi9I0llSqqbKyAQCVVhfbYtljx1aPJWCw9biG1ubW1hKrCbfeQqfwFRIOAVAQAUV1HeDASaiwnAAUfAofUHSRYUztMoISSCQCvhHUQcKgAAscXFFBAWmFAxRahRDKKKBgY10pxovEIVSC2EiQamUtLfzod4aAmVVx8uNmQBVHh2bdYTZmN+tFbHrGa1gs5t0s1jfLG/k9BNmfNg2KZgb8XXJTt3xi0BfbKx19//3r++ub+9B36lG31+F0t7QdHAEK/87MDoYim3OKXR5VfEgVFfYbeHJrQO+LmYFFNmL+r5ZGkJh5Dk6/lhhSpVXx7SFPfCjd6zCw25gKEigeVIHDDgYp0kyWcRVtfGYbfLTIBDBxGKXY2EHiQHcFQODVgKTiGrWYbVZDemAkyEo+W8ywWjViPpMKksBXpAMBF0BRamEyr7wyo0ftUD50WOP98fpR+fCbCCSL3bXqM1B607etLIZ3vkKQg5np/N7h4b6f0N8/+mGYTDEODIz0+ZL6vcD6/uvrgGJfzIg6nL1Oh6NNffC6cRlGwZGZ4uRkOZsziFGVJ+6KB+g01JCOZ5xR0VOpyPgcbET/FUWMlWVF7HZbwm5TudKqgsfhsrnpVgOF2UIm4ImNjZAfNVU1WC1olii1Sh6TyYRRTABZDhL3wyQaBjlAwMEqnUX9hWfXYzKq5AeO0MwRyBSw3hHRhf1svgKm/EY/vA5PIjRDZjXfeSv5npabb35qaB7qB0sXMzeNH/fu+vcH5f1c7pusbt5jttA6Mh3CTtPIVyzWwej0v6rAq/vJH06T2sIbGxs7qVWHU0RRLywMGvY1QrFjuMPr7e3VymOvm/JGU3EkH34nX87uMcQWrPdKW4U0DTuYTahekivoqnhiexwDkfVh1YKl01ts9higCLoSGXB5N7QqPIWAhMdQgNhrGoBFTS1BCou5Fi14REuLlNSMh+/VmfwD/kZgwYEXY7Wjrv7sM8+sxa6piIIAXZmWSVHToGJSmNy+KakJ7/f74aVArRE61GsfeuL+J65/zLVqzyJQ2NwOT+K4zZ9LB2V1IKAxWFRBn75f6G3vfyc8AyjKI9N5F4sFCfJkD6AwdsJ4uiGb9zidGpp6QbO+/jr0LQ6H1+Htdd5KSQXC+RFTfiZfXNwpHbqF6kAm48kExQqeVeSI2Npf6pfx0y69jxUxQ0mJpEKWVCTmstlyMZsrnXYNDYs1FYPjMQWESpeAHasKUFRD5y2A5Y0AW2CRSZgAqhvO9PuxTS6BA7rHYZvdqjPPPvvsargGhAHZQYLWWiGnCdkwkDPh4lGoNcQByJtKGsF+9K47nrjhhidu/k6ljyAwJdIdcWcFRWlz372gFraLDev9n93G73mnuGNoYh3M7E7uNY3vTRf7V376cLr4zodfA4pVV28rjSbvX9jfd0dFmjTUj+GODgE7+Tpu0mic3IEF6MjRgYFNC6jSLpeLrWzruK11yCx65sm8LGq12lkpKCjmNdfsLMwpKlXclhxTOcAsvHD/hBSKkKulYvYHgaU9pnYQNSxvBDCjcyQkAuYJ1WdfODAAVQK+I2nG1UJU12Mo6ojVmGOCI0jJVC23DWwWBnpt1yjZiPeDkxLhGix7wG9vuubGe+64+4kHPqO7bEnfd9/Buvq4nzEUrx/trTM0TiG8pUC5Td4zWdzZRJDyyO7k/qFuz19c+eOT2t3i5Ndff7ghSwzLFRS2WLTwOsOqUTMczo6gs2OYL7av45aNpnzXOzszM6XSOlutB90PBwFF+xVXqnxc/pNdU1YaPQf7crvZsjY/li6MxYOZ1W0wzCAshjueoVGgn6TJJBy4zzXVEJD2lbzHN5M5sNjENt7NeEwwNRdeCKAGcEQ4M74aXkOsOfPsM847G66CeoN5o1SgVEBwuQqlljpiMplASnAhxhdeAlly2VXXvPLwHTff9xn9pZfQ756yQd973LsYioVS6egrNKP5uKef177SMxnOa3Ss0sjujh5sc7f4y+9/XxQu5r/+euPD7hBkM5MipsOMAwOi0Br0Ooa9Gmjc6CaZydSdX9wZqaCgoS5VOuhga7m3XX3F2Cp5YqFrWSNXB+wukSUBddY1rOptdaq2xwtrUDzirl4am6lQcuVUDgG21lU1IAkIrMWCA4NXcghkCXgkponamrPPhlP5YWiFVqKqqg5DccY5516IaQiqKISUqgQOWGrA+GKEZCIS67BOFPhi7nNJ7SWXX3PNK0989tlnz/B5zzzzjGVudg5UASz2yuVyAHVrevrZ7b0rK++Ep6wIqzSzO+VpOtzbnfn2978ubiTtgCg+nAwxoLBRhCKxSMiQy+mMYLRjuINBE9OE9M0J2VT3xM7oSKkE6YZmHEFHmqbkitv4IR916l1j96ZIHTX7UN/26vyaR5UYyqgSc7PbYx74JP0MhYet6xSQ+9XVNfWYX1byA7uJzZAYBAIwwiReDV8+q74WvozVUGJdw1lVdTX1F557yjlnV1VQQNPFIctalFSqkgoywhP8/1oPQPj/p1506aWXXH7V4088cfPNnzGVSoHspdVEAVB8Xz44CoVKMEcb+vvb23/7BUNh0CHlmfCUnoW4wjs/AopwEVBMfziZo2mZ3BY1hclks3kKmsFgEHs7GGy2ga0WDYo0C/1TneSSHShFg/DmhpPHbRPK2bYUd2rQuLy5MGEw2/Sh1aG1bRhS1uZVYwXoMT1DcSi6lRlBoCVgf3PVWQ3gmNX/BhG6Q/gqjtAIHDAvbWg4swEIgSYAW1XDmfUNVfXnnnLyOVjpJWLlpJEMIQC3kJFwOMiYyoqrtgbmVVjrAOXzq2svuvzyq655+OF7ZGSlQiqRPTWWHoIE+f7goJQMHZRz+q96Vn775advhVPhbkMki6FwHfvj1/DMtz/+VbMLKDYARYimhGEAxMyDOY3KY0BrSxdpFOyUQcnmqp0ag0E0aA/RW9W5oMPpdVDa+AudZH1SMTU4mn93sPv1A9QdX1PZ7Xo0lgq5LBZ478CjUn33DA9GC4mEQ26srYOzVlDUQkCCVNIA2k5Id0zj2DLiwjMwG8HhG+tgeQdxVv15p51WQQHzCOQNmYM5C+y98OCTRMCBcaivrLfOOquqqrr6oksuvRzs4pq78Tgp8KdEEx5MFUelki01lgzp0a9Wfvvt2x8/+Ulm7HYWIuWd8ORHP/747e7Ob7/+/vXuv6p4L8fn8pjQ2VPY7WJ6C1ctptMZoiiXEjNIlIRmSrtQrlnJbWecGjTo9TrS7La2wU6T3N5Cnhjt+vjjzvUDS8AzprK40Kg9ZjG4HSonpFHwKb5WAvUBAodpogojUQMYsH4TmzyxrIBnHSYJEMF551WB2OtwtQ1QOM7893lePdaOgVJgAQgcYNMHq2FcLXC4iAgVBmPWAD8We55fdREEzHuQJDDfUvl0vW+7ggLeTU4O2XNoQENb+e3bnz76Zcc05T12LLYc7g7+8eMn4BV/fPT1dEUVG50ltRx2af1WWJyKREyespXRYfUaKGJzgKMkh5ff2zF1snPHVEGHy+GFd/9oTG5/30jfXt9yZ9dIz7udC+WA2xO37KFoFEYvjduxAuuHZ2AhRYZZAo6BiQK2cQ1w0MoAAvlQR4QOqgrYAJ2qyoHqzzu3Cl5VRaw+C+Nw4YVnA4wG7Aoi1llLsAUHV8uBwltZ6wCKmvoKsHogCpiB6fnnXwzKOP+SZrBVLpuO2sxzx22+DiTM9kLMji6o5U//9u0vP/2yU1w2HMvGusLXff7nn93hu375cerrcHHyw11AcTSoXl//eFAkZqwvbPKV1Os6nL0dVspXc7OqZNfGyOJyuKvPhsTTDo8DNsZpEVPZPzHa+X1n15P50SffWd4sGaIuFNZEsPWxuOmwG2GreRSoeFJwQWwDU1nVYues+7eeAgqsG6iqRH1FAPWAoh7igipM8BUUkCOVC3AECBjXtBxSM3gqMKiByzG8cCFcidGEJ9jQ+Rdfegn09BwOZrEifSg19w/P5h/UdB3Gcf7KO+iIWWFUc6H8+LYpW2NrbhPcEDbaBjH2wwEWjmoNcAhjReBgEUMLCmt4nSxNRP1Dzp1LkLPzVmY1Y1kHQo1TKTvToOjkuvynu+56P9/NHufmpn7d5/V9Pz8+z+cxZTEajZ7va3vzdote4ZNpu5fuhhf4Znfkt74mvvnGyuo/Zc0/La14r0MV6G9eWjiv90fjcT8ObRcXxxVii7Ze2G0TynbNHR7b4bo0Oj8yMBGo69vf2Ph2Y2dj566ugoLxQL4TqvC4qsPu4cgv40JHy4yxVlhbU2WUC4UipoJv5avyi1ATo9hGGOTAA/DAEiCKVKyCBMHJ4GQARGYm1s3hZD7KAZSNFCU4CVVglRQUsPegPkYxe9iMQIErsAEGjgQDYFIX4SEUQFyahRJdJRJc7Hq5LmUhHI9W9Rx6Z2pK5/Oh4uy+u6A+WBxs/eefV188eXd19d5P7VtW77mBYgSquLLY5vN4wv74OLX1fDqdTCSQy01ya8Pc4cPPuy4Nz09MuwOH2mqV9fvru7E9ERqramrVvhnvFl+12TniiszGI7FZ47heL3R06eUCyVZrRQVaEJgHeYwSJTTBIVWgQ4mlgQwSK6IDHAEKT0/PzMxMx8qTRggyQCI9fcNauEs2PKwwPy9/KxJvHjoT2aBAKQcXhShYJ2JJUM7lch/KZYuQxwr5Gm39rlu3bqUshPyKnT1NL7cKBeKA75MCm21p6bMXb6z8/fffQLGydO+nk9N/LXkJxZEjl67Ez0uCQW84Ph7zLYRCXnGtQq5kJqUa49wYUFwfHZ4YGHH/UlegFjc01Ndj46bW4yitamZcFykaCI0ORmOQVCSqQHfJYRQKbJpqdzUftxCjNE/CHeADHHxh8meES0gcy6D8x2Hvf2Y6kSDDMxmogA85CBJDGoVIeEgRNqEoz5FDSVV44HIQFMmKUhNFZODIpX8AXcDs3R+eOX3tGGYvUhZDOsXO/raqVr1eINUt18106Ru6xQxKiX+LgGLlXtGRadsqUAwMXyJV1AUHvU4oadYfWgg7fVVdcoXYhI7/3Ng3O0buYIdePeL8fcYnYvQNOFxSijQ6oUzuKIcS/AF/cNAf8/vwt5XQkhCtNoZvVvU+gcEithmHdXPYAAhDiQAUD6emcpBPgALusSEhinRCAaPnTPaX8JlU8n+qpFBqUkFKgqD0g3Vj/RlkRDODJEelVi5+g03TeV++d/r0R9dYFAsexc7Xm2obpoQCmfjcsj+86J/Sx21Lq0vWkG1laRUZZKpBPdg8PXwdLBZngqqA3+OPRPyhEFxEqMNR7KTeKkSs6J+4c3J6ZGDEGZsVS0qUODiol5e4rUyFylfu80XGY7EoyrCw3+Mb10nFaqFSVmLgt7t6q9GJwm2EJKAJeHTSnWnPkMrhZawHCh7WARKQRToeZESBPiDbuDYDKqK4kIPVZcOtHqIfyD4UWMEg4R4UOAGDQg/+OHpd2Xvyth5875WjR+tvvX32VMpiXHF76NkeIzqhMhyoLisCYY9aFjIAxV2PbWllST49PPWXMtg8OnwdwcIz43ZD4vFI3BMGCh26AYzIINMID48d7nETimoXUDglEqiivlNZohKpJVt05W63zu0bVwDH+LjCr6ONUoFeILJsaR9ch6KIthZszQAlY+lggbuKTzgwHnTBS0aKR+9zgOEd+3bD42szeLm5XC43bdum7dnwC+iL9bEE3CSJJAhOkjTFieIPDu61vHb02rH9r+67MJaC49WapzFeYTTWipkCpVjsC8m6O30eJNa7huM3/jRIlVOdk0yJyj3RfKT9imdmqwuwKJ96FhacOgVTYi3pKKmYQmeuz32nfXrEXD0ciTpFjAPn90qlNxjQuYOe2YnBheaJQH6w9lB5lx6NJblC0dWiEKsLe8292InS10+FAQUFN6oqCA0PHDKwlo0bNyBI0uKx+vsYHnkE74jExs2cXOKwLScHWYGwwi+SuQJ4geB/EhR36HNqHuN8Ze+ZNz76ZLm8rh9zD/0pv8eih57pO+QoF8oZqcmmllmlUq3BEggEJie/Pn5GU6FtOPhcK8OodT5ncLraX65yD084/ZF4yAnTFTCSEpFdUtHwzYVTTcN3roxiSmkiFgkE5F2ObpNcKcJJhFfljRGKQa+5SNHicDQ0CvUFeqUcOtTkrzOva+6lrMfGds59FGlUf1Ow3MzZvBGCoEUTCCw/iYJ9Ay/ZuHYzL5WLUjoHJ4u0ZQFYYExoIhEyWeOg5iZnY+MQmhqoJ0wmzKqV19XtpJHKoZTfzrfsfKanrcUolKvVDJo+aqnaIBVJ3BKN5YxFs5evOf6lVmsx2LUmyzsN3cs17kBofh5DC2FnyOnVFQi0WhO6Ag0XLrSdH75zZHQU8XU2FvDQPk0uELi9Xp1a5Y6MVIfaByYw/eioNTpagELAMGKZqKyIRYE0Sihow8ShEoFQoJ4gLpshiceBgjSABz2xSOgDYMHt3sxJ5WKnCSvdtI1CJzkbNUWRMMkAA26BcElF97pEOzx7zwdl0nP7a5r6hqihx3aeUzAa1vRsWxUym1IgQC9QoJahw15SgbE4lcXQYe8wGN5993OL/TPL55+/8dWnZ3cqFj3OeSeFitC8M+yTG5hdSlnZO3NzfT/M37k0DRSu2ajTH4vpFRjzCUIVTpczPl29YDZPm80+h14fm1UodFaJSCxRFWVhI9GL7/cQoaDvup5SHqhQ/U3Cxs/HN2Ri4WvWsDRYS/pJOhUWALGpsvKF3cV7YJVwD0QLSiB4AAWVq+y+hYyDC0M2lEML91pMmK4ABqKQQDH07Os7hqqwJRAWKAWYXRBOCXDDpKIydJktlg5Nh0ajOf7GpNbe0fHxGy99d+zATMSD3BF1hoAiFPbLZbb9XYaDu+a+6fkRDjI92ntyNBoPecYj2LEK1Hx0MAJ8DD4OeDEj1m72G7F/w3yEqEIlYfj5hdmPoTXHipbHQ6igMLeeDfDwDyqfACP98fRH1sDAATjWkOE1iSIjA96Rgz7M7kKCUZmdjb4Gcghr3AQJ0sV64MClKdFQUVr8Yoe2vmboBE5tcXKXRLEDI0YYAyrHOIawAA3iKQEjU+sYtUgGf7HYLRq73aC5YTfYO+wfv/LS0WMHasr9qDcXneFweCHs94sZk01kebHx1Jsvn6dYARSu2KITKBQKHFar+EGnd9CrcA2EzO2j7VmecbFCHEC/SoXJyy2FeSDR/CS75eRRhIQvY14mGUFBIpkvEot/FM9Je3ANPCSTSqv1PB53W07lC1nFe3bvLs4CiUJq/CJwckkVSQ+hah5GRSw1d9BDL5Ev7xx7H3YCPFhlpPRh2KKfBhmNXUYMxzIAILMi10lEOESYEtQzjFYqhTg69nYYXnvt9NF9lx21fmTTcNgDIj6f2qK1G6T27n1vHqpzP9U+OthbPRJJqAJtW3XQpXKjKHNXDziBornZWqAWWN3oMEn4qhIcWD2MkSkaCEAzikOxjV7w3eHbeEso2BSaEAIheOBBesYLYAAFWPBy0xAxS7N3V1ZuR+DcU7zn4W2lOWlckMgFB7aCZYsLUkainkcXWHOztmaMpkDO/vzzryeGWFX0v475wfIuxDIHdCGHe4vhH1JJmYoPHFam22aymbQGrabDPmnrrL92+XLrRYE/HkdRAdPpdAgoZQYbpg/OXQyuw/TTY9Wu6OJ82INIQbHC5cIhhCYrO89rbh/o7fViPk7tDeYXVuQTiiwaG1pHXxiJcz0lO9qFw0sSGZCKKAoQD2LlhIAMOB4AEMginSWRClEgj26v3LS9NI2bs700Jxd0tuVyc7blUBPvfxQcXJkOSbLR+ZTcvHhgx9i+q19ghPHXP8ZweAlVYKK0v6eqy3G7xYHZTvQslViAjsHpZIVGhYYVo2U6sa/qNE1Odu5qbb119ez+xpu6aIRIkCoEUilcyGYyHb14UVZW5hVhI+QJuNxeD6aECEX+cLCwjPNk3nB7u6u51+mTMQFviQq9o3zV1icIBY0BQMNAAUmsXwscFCVgKLCpfEC4vK+EpCQIBRIJaisikcZ2KreXbiqFGNJyctJ4UEpuKvUjHmajJ2AQDSq5sYvP27qlQqav6n//8IGrV3/+niZbyUGePZHSh5P+pnI6mrp924g+NkU1LAG6wJS5FfnObmAYZFJGq+2sfxv/u+Gty9c+uvkJBk08ePh8YovFYEWu1Xz8yrlzy7U3z8kFBp93MOh0qjEhqFPlDw4H81Qb1uW5m9sx1+YNVEjyVTjw42NkuTAr+yFCwboxh4f6J4NVBXggYJJvEAYsO0kgIQrWQIKKK05qLoJmKeVRKAN1BQotLsIOPubm5vJwXWRptnnFegc1NCAJdUF5z4lTl5/79ttPv//1D6CAKN4f+49pc/tpsw7jOPHKqFHwFGVOnMhWQdqK1NLiJgXbF6EYZ22DzMFKVzamLjDFFrrqPEQltlERWkOTNk11jZZYUQJBGyeuxAsCTdQbiIe5w5WX/gN+nt9eM5+2b7twyN4P3+fwe37Pr+otRksPHeydOomHTEmjktlnUomVUoseptXsMru9msvr9Ro8nqXJ6GT0yE45v2C02+2vvPL728xxaH5Q+EPxdDp+Np3LZaLvHjH2vESI8DH65MBBfp3f21jbsGv+x5c/e+ONU32PODtPd7Z2dPTR0QeFjE6p/2eNbqCo+a/Mvl0hAIR6v145Bk9eqs6sl5IC3+iCBSXF42J82N1QV9fAhTjcfKtgUCxuIB7jHXvbWs327vFf3nnv4sVLK6tbW6D49NEHP/z076oTrz746nhv7wBTjagC95BmpY2/Z49DTXr2tfpdLkqttojTPTTp8WiTmXw5FTUu2l9/5W37F7aefovXbfFG5s4mEon4uXOxublcv83VOn/aZ7V2Wn2n5o937G28o27X+2+8zIaEr+2uAx0dZki0MR1211230LxTJpGCvA8GEqQKmCp5iggUCkhcLyR0u1NE0Sye8ABh4okHHoAC7RjA3Lj7xt3IgpVLs/wiCZf4HKFY3KNr7z5Xi2nq0Gtnhi9ezK5sr/55+TKx4tGHv/3zctUJJucO9ZquXOm+ctC0TP5rtxunbGRTq9nqdbu9fqfL7/KHXLPEzWh0KZoql8uVcnlx8W0jccXUrml+0UwoEUnDIh0JJRIhLYpD+Rya2xKNXmhpcX6UqKnbtf+eZ5k09TXu2dXZ19rnjKii4h5UoXRRLSYdaXENTMpsHEMpABN5XH89riJxQ2XWm2uvrj3wD+KlVNzIgMixW+SgFnGwwOoJl8KYQlP22c6GtMzYzth7lwor2WR2e20LFp9il9e2qsZPvDXOiGJv78gV03JL+9GTJpuMiJos1s5Ohn28TL66oEHVGXNnUktLqUwpWamUF0VANrzJsBQKiQu5QnNziXhjKNEYmTUMLQ1FLZrF63drwYBnSVtKJNoa99zNILajcc/+VjNDZc42ujXSslbl5bXRU2nP8ZJSGwC66a4CCVCoahMSRIo6UDz+BPZ4A5GB+8fQA44hLJop2esxGOMgbATJ1gfbxqlycqdSSGazoBAWf2OX19aqPhk/8fxzvTIyjSiWTSeffprGlMNgtDLa56S86GAM2OWKhEJ+99JOPrAeyJcKhXJm8QeTRJWWJo8WCfm9w++NRSeCsXQoFEqE/P1DjH1qFsoNt8c9obndwQnNamC8cP9+R8euNqevlSMvex9RKG4VAcNATBxa8oa8QCGS4CF5U+cCBGW4h07iRpajVBMSKpUUmrkKg6v/EF5kXCnl6eI9tOep83PFII2abKHMI5ldWdlYW13b4kzA35e3qg6Nv/U8E2lPH1w2gaK9aYrZzd4Wh83nI50KidZOHi6/261p4UCJ2rtSSVYyo6OLy0ZmISc1LZJwWaZZ8W9f2r40PTpJupk+0q+xuvVa/F63gFBG5GHQfLFjV+OpmdMz8489A4p77gEFpvrXUnnXgYLVJoYQVPZQpruFMKF7oxo2CsVu/EJFiQalhZoaEUFzdTMsqoUI34SBQhZ4D+w5cH4unlvPbxaS5c3NzXIBFCvbhE60IShOjDMd1919qNvUvrzMqCfTymRUi8FqGjD0QcHphIS5lZvyeCYmAmFkUSgUkjujRhuppn/Y7Y3PJdye0bHkDq3SYwwZLE1/9/kRj0YshYZbSMSCwXB4YkkL54LTGgddjn91mgM8MiBwG7MymHRUANFQd6+OgtpKOYPOQociqpDMUosRM0mZ0qfYrbKFigy1yurFqsFx9TPfKHUY7vHi2cS5cGmzvJnfzOfzFSWL7MrqnyRVaFQ9/9qroBg5ecUkpRUD8lMjMtpndgwQMdqb7BQYCKOTOSjrUiAAjMCmeNnO8JBxYGAo2u8OFuOz/O0XJoJ8cSdT3skkN5I7YUKp0+n3a8gjHINEMMyXJwIZj2u+Y37m1EvPvPCCNHZr9A4TKBpQdPV9CgV/ekRxLX3IJ/VR2lY4h4TMZm6RQupGxUF0ILeOXP5rbFWrfyoUUKaf0XX4/Fw6ViqVyoAoc6kkk0mUsb22sQGJrSpEwXmlERbpNtKn3ciijLhpsgiKg73mJrvJ4TIbmF3hdEmKmynly/x0dmz4SPe7Y9HRfk+4GI8HA8VwMZ0LBkvr6XTuXKycj/mpuli6eDTNgndMBBCGXFPu1r6Obz5+iWzCBjcboMRIheI+NNF8PyUWksADCAj6/SsQ+kcSh/INuT9YcIu7JUo0CwZlCkStyKq+RlAoP0IVDdSjaCIdW0fV+VIpL2mwUsCSyGJje5WIQdgcf6775JVe4kSPz0dSMNjam3ooOGXws93c4vC1OA2G7t4mo2HRdiG1UMrkV1ZXV3Z+Ovbk0aOTw55ALpwu5gIT4aCgWI+l0+lEbjOQ09yuSKSx0WDob7kQCCykUkgitRAMhAb37eNQl0wX0mwiiarcLyjknqpxEOlgIgpQ6LU2F/3THarGVCiIj0r40v5UIHQUigUvdozuVyQkmSCKrsNnE7lwKb9eyuMfPMsVPESh2NigwEAVzPCO0HHqtbWwY8eAq51zrBy6MDgMLUa7wcqAjcPc0/K2ERYyDf9kZrPCz25f+vprOSc16omth8/lYmHecuH19XAsl+O5HosF3P7GSNugy2twXLiQypQz2Oioxx2SMX6qKxm4ooEHBIGhFmHkQam47yQi3EnGUCgw/QoRFSv0WNBcJ7pQMYKUWSsA1Ju4kDzlJaqolxUbonjqy/OJYrCUBwNyqOS5ZJM8kPg2oVNQcGwL51jGO3wWSm2GlwxNZuncOMxNMz2sMnpO+V63O9g5M40cfP7ku6uV8sbq9gZna48xDDAWjQUEQj4cCIfDsTAsYrzzSLkjs7Ozg5GQq6+zs1gMIAqtbXDwo8F9g/v3MWbXpcbO7gWFgiEbFIrJ/QyN3IQklLHwgoS66uv0O6Sri4kq9Ms1TYDiWusTFpiogpwroogj3lIJGCp9wCKZhAWqyGYvraCNKs5TDchRiZkZh8/XSUSwOBglcfa5rBa2uDhswEk1Ryeb51NT3SPjAwPlnwswXL349ZMfHHvv6PBkMLiQCwWzARFETFuSkBAWs/0W+uOP2UEq0AguU6R6nzu/z/XY3gOPMGm9nykIaWdSaQIBU36CSZl5O4stKKhiW0xV3LBQ3cw7leSx6noYoAgxhaFZlKHC7bW2OEpBOQ03PoAo4ufwj1J4XWBICimsJHEQSagFeV/Zrhqanra32xy+meMzx81mH8aBPTqbrdaeJoTBbJeFXGozNQ1MDYx0Gxcza5sFYszXZ86cOXb0yPBwSgNFcWEhSLSMaYBILRAec/3L2vesSw5zLvSPSDxejOx/5MDhFx97jPlRMZmXkfaSFAMk0v+x0Bs1eIWQuB4OkFAo9P0f/APJqwriVnENMUUCFNy9VKNCAwEpp6muIVA80SUoYLEeC5dwEREHXoIuCpVsNlnATUAxOhRtYl6iZ+Y4R9zJmRYdhdNpoZdlZcLNjNs4bPYBaNhPdv+8tpnEszioeOzYmeEjk/2THs3rzWiZCRqgUkPsjGqk2GjUmwvMFW/p2jc7F48U42c5HYgU7r5L5vXlk6C4Txqw0qbQUUgyERB6d0IJQqHAQFGLqVDBHpHkBwKokNDD6FUSeo2qlim19RCSfh959MXzcywW07jwer5ckLJCAmcWFDhJObu9sbFR1e+xGF6n+3D8+OlTpzp9PofF1woJV1+ji0UTVTfnDpyc8bUaW4inTz+3w28iC//8zpk332SKgu3yfs1nnpwcKw/1s453a2Oj7klQLBRdX73+103XNX/Z8E88FBk8fPjA4bvv6nqIPuxeGUTeQyaVBaNqzKvu3dWSW68lbtIp6KIQI2KK6aGi/qpAYKNXVf/1/sAm5NQ6RWoPReLLLwVFGhi59dJmIVsuFDYrOEdS0kgyubFN5+JfMs4tpM07CuChskvXsfuljo0ypjU4H6QqtsPpNJmZw4XNzC27GI1aVIgkc4hmMSAyqlaDRJPI6oiWjgyZi1ubbVQlaclKB9J1tHvoSnCje9qDDyK0SsvY7/y/T9PRkzQKBtLvl3M///MZnOTHb3JAoPPbnhMnSourmYOweYFVcIcAp9NJZepzOmtLSS2qy/AZh2wLbSfp/Vxhc+HYUMeg10sDq7ymfaK1vqvF6x/1jozY6ABen1lpLD304fcHNnIMtzc3w7G0lZPVHPmh15RrMskiyz5CqTSjd0mAgtnwU7BQHnMXBCJKIgqvo+BVixkoheYRFBTRCQpYRLU+QSFFPD1gVyycTofD4SiPcGq8nzrq0vTPYh6kFgQSbgbA7r6hr7G0eHLyW6Z+Uz2dA+WHDlWXv1mO86yhfpRUEVS0cWtLq1kkIcK+ZyGlPH/2ysTQsaGJicEOjjbaq4uLjzQn6i22Zpuf/dt3WhYubW2t9Dfa60/e3rhz+87GzZs3N6xW18EXixBgmCg+9tNpUyMsaiUdhfSt7kEBCAVDMk0NhR4xyCkVCi1UCBnxMqAwGAywwEIeIQfDZUrwCIT5NmKRcCQWAEU/sV8yb2R6+vK0JAdk3gZf7Vs9ndeufXetc6qzc5ImnJH13LLi91AWo42HkQLTaDeyJWT3ct62tBEW0z+dHpwfWvpyaaiD1NvGJpOFrDKQ8CYSJBtvj6xsbd68tb29vXFzz/1QuHPnNjya3C73fjN1JN0mdfYubx8ktBmFyi1Ufxu3938DgYIWTEXj1fcvGLSzBY88QfQkCUF0P8F7IZFjUOhUu6+KyjwcicTiSDqdjkeIJMBYkZzzEkaicqy/6WedN4QKC08MTE5e+3Zq6veByXIMxE6/H01AJYxGlJ0Xr9fb3MWhXK/fbvzL0jt78srQ0FdLS1evDrZTjVN50c5YjIYDfcmMt9X+8uylrc3tW8j29sOPx6s2bv17a2OD+ZUbrRAUSqooKSmnVEM6ayCk21r7MmsfSsQN6lqhSMj16wGDP0jUgJ5EHAGRk4Na4GUfA0WVHEmMIfEmxkaueDwciaZwnsTUthUiKo4Crbhx8Q9Bcfi1ngEGwQxCp5jelJWXcfWYhaCABO1dhqxIa63ZUc9dUr5vbp69vDox8f4nHUNLE8N+u99mWU8SJgIxmliBmUR57WLbSmozfemb81ubgfSm9cK/W1YrQzzOWpnzmPtLMUnHhdY0JPbJpHdXKVQA0C8KQdNBwe8aCpRCE96G8LJjTTvRRnEQFIb7H8A8qD3oAcMi7oo3WUWa4rFwIEoaKDAkuYAFanHxohgI5157WLxjDDo1dWKgh24N0zAcJQ7C4scnWmx2lKKrucvhdjgtRvsP/pmZr78eHvro7bql+boW/+z1mfp6Z5K+ZiQWjgXGTxGFjRdSqcXFwFGHpTHGx1uZ1uRaTftNpqI8amVQiFRhIPnaJE9XiWwRxmVBAeHrFcE8tJybpyTXGgJkdzCCYBc5muzFQp4ifrxE+KAitSoxIWb8RvhUKhVNpY4enZlZmJm9TBSZ9tzgFjV/GhpY0D3T09P5+wAoZBBUyNPnW2Matp7IJCwkCcSII0e8NSUFPmdjNSYzMzs7PNE+0oGr8Ix8+P1n9aWMi8bHx3HP5DGBxUXaWTiqw2VvFRe6+E4YZZqs/D/2Yx/MKWgyMMRhfPECpvyoCiKQAMWOtUMCCJro6ZXyFLrgHYElouqTrEboGPbuBcWDD0sslXGq2aQgMCHgN6srjlZEo6koeWAbKK6TYdFzUOXYGDtOX5yZGuDUxBfdLOPUFnLs0VEYCgVDSS7Otfbje/UWp/GI18YJFTp0BAr/7KxneXh4/stfWM3/+J+3z31e2zyzsnJhJTUOiZgK4IGIo6DmRM9BNwqRa7XSnTeJUuQx/mdAoSZ5CgUsKD4EBSAUCWzibhQSDHRPISK8BNcuCmVAOgkY8E9H8RTO4iGZjeQxEFAjI/TDXUmpHgDGYj8k/P7mUc/f09enT65KkT43plD09ExNdcshcZ+vz+FzhBxra2vJVCoZ7LPU+3yWhKXWhrn4yxphQZ3Zslx3bGn+6kTL6BsfnPvnjVe6EpS//eOpQDTchKMGRyxYUdjdU+ALp1+0ohl8OfSl6c9rwgQnvyqfyZZWkgkJTEA0Xowii0LFRf0cgfKTOAjdkUBCR6KcikEg7NkrL3v2wAK/qUoxwa1mJTAxv5jrduHVxHP2Liws+O3Noy0to9dFKf781fDu8YbjX5w5w5ObCFUUOBwFhVI/hvrWQslosi+Yyawnk5lEZjyBz7DbGZIlbAuzox1D89yrYXDY+Be3vvntXPNoZqW/P4UVRuJNgiIcrzxY0tBdaOwNmN2xWBqvxaDbSkM2X6GQnw+BAhURpRD7172EaIIKBDtaoTd30Qs4KAu6K8rKT+3tIMhKTg5q8bTWAOXjoCAo0EyrJBkBEvBeWih2OydLRz03bhBKV88aGkDBLZPm5rp5LQCFI4Ss+ZJroVAgmVxLJNYz65lx9ssDGTvDMVvClmib7WqfH5TdHo+xpqb8B9ZxR9nFj0bDXHS6iQgeSxMxqDdeLW30vWAOh4llBFM3o13t/FiR/PIQLHg9oKHYCRwGubAsCq5YQ6E4aCAUoiwKXndJZFGIr31GQ4GDkvNJPPGbGMgi7ZQ2PJ7d29oKCrzmlV9XzxuOjzU0jM11z3ETqTlQVAQRhwBZQzMCa32ZBA/LODxCjX47KJC2hWbP0Ihn2FPXVUvp+lrBYVvLqVQ0nI67FAaSGa67aB/njIO+yOOgSMcJJKpJz9WjC3lVMFD9OEHxEi5Tu8ysZaiYqH35GglAZEloLNT7NRJ3o7jvvj17haH0/0izQA8IEfEZ1nQER9HftoDT9FKWt3hueIgfq2fRCjY2WQ8dG+vGgb5aUOEoKVEoUIpQIBRKrmcymcR4EgkkiaU2O7Iw4/cse9glbPHWFteUl1W82ugMkdBhBbgFxYJ86knZX8o9aH7MFIo1SQjJUy5TUOA8QQAKrIRu1BMqodBDgcKAqOvVvOZdKpE1HT3aGu4xj/tAIUmWWAgo8lXg5rM1GNZ0gEbbBVpJuE1cRfvICKH09Nmzf4ACFqDongMFnYRg0O0WGEQQXygS6mtMZpxEVWHhLGPiBQlbW6+ta7Dd42n3Wny15a8ZD1eWBF1BF7WnCWkS0fsRz+7PffKAyRdsMhVVqXmFZiAaCoTGgyoydRI4TMMuihwdhTYS0t+g/VFnldUhnCUiXlOhUCFEFS0v0cISFsgOirDqPOI2Z72tnuE6WYo/dvoiRfq7yKc4DB6gQCVKXCXBCryno7DQgZBvQQEUfX1JqVTrCSG945bmVjJQb9nrjooKWcZhv83tzsVNm1XMclWaOAJE45ZtpecPFAVd1tw8yawwC5Jtwgg8FAo1ydI9hZ4eZDNGRULlV5DYVYm9msgbsu++VylILFQT64DsR4loKMxN8QhKcaEXt/kzNxisG1penmePr25k1cDNrrCQhoZPG8aON7DgXelyse3OuXmuERIVhQyHE9BwMgOkYC9tBMfRU/Ve8nEGxyGXyZxbSUOmiGRGhvvWon1FZjdugRUlrvRZOpgHnqysxDryBQC6oNRCWtWiEjK5eU55CgkeyjyyKHQSkmpq9ZkCsSeLQgQMOoosCWUfSin0saqgEBKqnRVZTPVjIKRXLHR1LC9NTBzrIAJM/MfG2bxEFYVhfII2NVROVmpT2HX8ANEIbDGLGqOJPiAiIhcVTd9IMOQqKiWoFuaikAFrYxRUBEIgCW6yRS0C17avttE/0e957pl7FHtnunOpBr0/3q9z3vc9oChiIb3nhKNYrEACFpVKb+Ow/OfhWply8LV7P9GKCWD8vEctGSojN26NHDjCgRgdHKugmV9awPLKqqtM3lRZf9pDag3QnS/lL18+c3mgZzMvUHBxA8RmVTW1J+dKmEhIAgk/aSCRtppYJ6IhmEZKghtdAwguJoF9OLHQj8tLWlkPpxUyihT3Z2dn6UG/fXN6eW5hcnJy4dHkklCcB0XveYAUi2N0dXEyFx+NGrZSqw/VGo2h8gQkyLmIsBOWlxOAOaJJeUb6EMKCf+SwoqU1kcRBNtCDoyz0HCOpGAANGFAK3vhKFmFIqUskQpaZhY4MBSDCeismD5FF0zK4zfQikiB8qJjo2O05ADo2B6oVKmTvyLmJH1duX796anRu5dvCAp1I9FdoaL1YbKIwiPRSbzTqiiZAKfP0iigA+KkjQF/iVWs1mq4q7ey/KF/s7GxRaBweGIYJHoqXq5moJcaQH1C6aZOAhrSFdikEj9nl9WgIkjx/XEV4JdYk4dTLzxtFAMKNv5JhyuXsX1QDAYVB8Opu7a4mY3X2suZZf5BVXLn99NTk5JNv1NJXfiG5x489FYFqgKJjDOcnxUCSSq2CUvTVazXS8RmS8hlqPJQ2+mZqQ/XGWJXZVk2zuJuuwIUIztMrQO6VYriHVIZCktN9mUVhvhkzkBbVdMmtSixHRcJ+ItiGxUphFBaD8tPaCLj4GrEEyZSC3DTUQOjWs310axi30njxcv4Zhcs3oLg6dWpybnrh24oFFFILjyQiXMZ043u85xBqgfPsnynjQct95OQNZGgsqY5VdeqIJpvdfuxqjptejKJH0YJ328Cx4W2DBSoyrAzzPakuiIP2Xxn7KW1P12BxaRlRBE9BTplZRyBhWcvCX/MljR5ZW468tNr08F4iMfTh+WuhIH6A4unU6JPphZW/cJCB0E2bJE0U3CG6q8ho8KCNIbxF30wfDMBCpFXLLNu17d3d6g5lyzqbO9Fz2iniOGygyEB1IL+7RZkvWxWgsAwi/G9PwHlV4UeNYTGzD1FAYhQ1iI1BjIKLvhG9p3JUakopibAcy7uxu8rIXG2GAu9do5glv5riRA2abuCA5FqxkHaAWYQiKaY0CKhWC/05RAJVdxc1krgZjgZq7T/hJ7rUV9iCdBa8m2jR/BK99zpRotSZz9tmHDQwDkjQD8In31uVTGf5QWYeliyuQAIQRrFBsjHTDWMIkkujh4ftPE6pvILRwQSdYCZo4jVek5r+7OwbDnCemrrwZInDdJH373MMDQgF/9MvaUgqvcFIeiV1qQNxpSMhh+LJ2sigvSepFbYqvlILa4ZZwMmyOY8VUZ7ChSi/cnsQGNQJgmIAUShWJ1bB7COKSCKgCBzMAjELk4ggbB4pCc8E4TI5mRCdgMQ8WbcaQT7+Xlzc/2mcY1WW37+CAzxy6oRP2qsJOCxWDRkMHOAxZBZF3KhVokM7tbIA6ToQLASBHbvSW+I4++2aXKSbWvbDbIb+QuGWxIqEindJI6LblWV27bJHXG8eQiEMa0BkJLYgGQ2rRSTRrBOYBZU3oWjtRu1ZJpf7742gE6w/2Mxb5OSKi0LxatnHirwCRTtShUVisXmgGVwqRYwDEBUiCyDqKIV3aveq/F8ahIEo+OI2fKTUogp+noG9fa5xbGMQquDMchtehEIn9ouzBIb7H7p2ptYRUSA2d0kKySgCCekBICQmElCYnUIxElIKo4hKcSyBBJnztdNanpN1k2J9Hf8zfvPshenpH+9f6Z3z4WzAiFohFhJUQUrRgQtNXOkk1FZZVrXh/jzF5O01X7X9rjIfUlC7D1qjXwJkw62F3YUeN97v64Tedk398EE9x5u6TY/ZRBFzbiQycvCIOmExD5mIUSDBrIwi+IqCWvOUBFfH8Hhldl2VU9z4/v3jjYcP9n/6evLmpUdzeIqlt8tLuba8UTw2DZxFjKuKIbDQfXvCJUlYdmrLXstqMoJsmAsxCsFQZ5BiCZ2HKIMUYpAlUTpKrq/JLgwRo0pr5WHJEbLoXBBxWGM361BYAopNBmFtcnaVoZBa5IcpTnaAoq9//sQJZ5pf7rMufbh48c+dO5dGJz8vLX1m9C23zSyEQkRkJjqRzRaSoA/WBv1TAikW/W34CUXBULdGjIPi9dYud4zZE8g97sNACOs0ShXccIWHdRsAwMyQVUV0FAGFP6JEszEIk1ivFbaQbK9HjRirUGCnsg/2dzkup3ycfkE8xcePX4ggaMU4JyiOjk5PP5njJHZQ4DgDCseSGFl5oSOaad4TDmfqTLdaSq7pUa307quVwlrpxusu2uOo+7u5yo0Qu8MIPZ4S/6CvURhNY4PT6TUorBF+RdsIHjMqxToUsDCJZp4ZlUKhFPsgha5zKtLEyIkTJBXKu2cfPlj8NM65dxzLz5H0nKwCitZMK8Qiuo32Dt34fBkWMwiHR+jZQiFLBCT+VCdIs3xnn+HGImVShd1bB1tMIg02siiUaJUjCJ+8kXUaEdJtk/ifqwgoYCGlMAp+hYyElaKJotx//OgIrcWohbLN/fs50O7Co9E5OgI4ZSZH7iwWj02CwNoUKYNEhV4fl4O6bycAkD1oMRk6TPUOtT1muwTGgxolQolEX9i601UO/XbZ7FM0DB5BFKL8DwTyXxJWClCYRZZdKacIfbGeIFRVCAPR8fD9Rw6OnL4LCunFQ7RCKNivOEU1fPpfZefSqgMUhWEDiQxEiFIiJIRccs01d4YkRYSBMjAjZWIgSkn5B36ADMz9FD/F87577f0e9sllOT6+0zk63+Ndl73W3vsLCt8aZRZNHHDxPV39eCJq2GraPrPivpLM29BtbSM2RMirihhb+QAJsx6pxVIChCNE+nbVdRivO0gmSYTEjGJFLyqImS65VV75hMxpiUIjW65I4yYgutKXtJeWRPLq2zdGOJfZXYe9+VAoNnCpWmdh89QfA4Q3TNUJpnZ9REgssFIJP8l6ofDXO6VQRkGCz/FNmeHYJhQ2/sjzX71jcRSwaLXI2IWBZ6IJkVhpEqB4yvsncFE+G5OvX3/BKuTFpdvfvn29c+fOu7dX3jL1fPMaFAQLm2RgKw52CkAUBgd+D2ZqNVnWSHgDNh+1ZZLKujYJMBNetg5deDHutbhIlBkFltdt60hscY5mAbHAPyQKkShRGMVmjZxqDgQKrsBm+HeDDUSEC8XO29++f//6/fs7hhj3nz0ascJqKBLRQ+2HMQasObr/+zsH/08MFLBAAIrga+wgOMRaUPAVLoUhkcIpZdWEAisKPI8mui2OIiUFw3aLotwjKNg7y928TG7ozz5+/PD2sb17v339+uSd7O3bR1KFEUQWp8VBc93N9gxACIPF0AMDDJwM017hkyNiOJHUFhriqKbdVgUoPLcQhaBI1CwS6UP42QgUsUEi+QNNmIRQWBYdhefn2mVCi8FNqOcXv3x+/P76kZ0/drMiY03GWkQ1+Es7CGYKpExMM16P8dyZVyUABKu/jfzHfK4WTQNEm/77rw4ZJlfK8WnRImELA5s9wijSlokkTCIGB1uRGMlDwCFRG7sHCs+pROIjHTg1q1meGgUsvn3du1duwq5Uo4hjtEetwH0wmkRA5uwbQGp7bZwj/XmDCJM20apNI0ZhLfVaWr+6pYqqCDlbUMQiCpEYs1WkmDMgBE07SKG4J/ukrQIP3j++fkQs5CDo4ut3WHxvKFbKeJQVCVWVipfa+OQxRI1s9GdQpEHf92L7WcnA6NxBqGKi9BDry2/bn0jYFiVRyzevwiwKUJR7SBQdhUfBH/UeCs+/3Lz+HhI7f6ALSCCKO3eAIRRFYJBY5SEenXnXAh73FwfZMg9sy9KMDaGGRlX58CU7jv0Dc/kQGBOKiURsJpHmhpyySHhBuL1EgYNsvHuKXMqMy++icOHi/iOHjeLYN9lXDFXIQVZ1FkDRAXE00c4fVYFdbdiyrJ+l9oGixOJP8VxiFcCkGXjWxDOpslAMBkVipjDDGA2smqKVKGqTM95RJDw8V9g8eBJT7X3mAjkE/ziCKLBve3GQvWKxZGVkAQwMTTh3tPZUk3lePI/1pCw+UyWkWDg4ZMeUnrd/x5VErELFYmrgleblB8VvrbwMCVzTxDtA4RHEnsogd/2GZZrvuszajywO8GYKugWXu1eOczrKKECggkocXGa3LErElCTSkLZZFmISqy5k794bheg0LfXNY86qy00i1khMKGYlLHzCR3qaPVrVZsYkjzaNaaIQCsZbchGxYNs65xl0ZJ4Dxrqhi/fM4KBtoQBBNwdM1uE+VOAssFAEoRDrHlMp0c6LZctUDxbsJ5xRxEEWDZQRQgSyOAlEYe8oEq40myg2uq6ABKqQLLSNfz/vQMNmbY6cg4TjLvsaClgYQqu0lUTJHA6YFS9TH85mpXQQNbUrGhXPUAP6tShW1Ci8Csrkj+4VcYPYjCLlRM/lqusWamK7xkAVNbcQNlmYCgUgdhEtODGqkx07zwICEgiDk4P0NusuRyjoNwflQVEB0yAiitmyqh5Cr551nKeu3nCkSHFdcxw+AqJswhAPiSZmEl6HRRMrW6jwtcW0aSGhdyTCxIL3l0IWO69yPQXBgguPuKoCFJ2FWtSgoAUZElHE4iS6jSFeKuEWOLJJ2yQCwgLKGFQWEn9m0UcfiZidBKtAkXCgqKCpDqXnWxgoEAUOwslZTkQd3skhQYy4SeDcZxTYKpsXYASKSqILxlaTDGwLi8WRC0v86V07mxIoCkVg9GezJmb7TROpJ4YmWp+iREGkMAo15DzgAoSiJiDwj3P7OUTMwdmzyEJhk1hxAlUMWZQmnDpq02w2kBeOYJF1DMkBBSMtth5CMW+PiCryOJHIzCeWgBlRFImswso/NJ5bWfnDAy6HigZD3nFRoYITg0eIFaDARfh9fEm7VN4sGgma0tWbSa8p8V6WZmT+lxP8Ow5LoyHLNrqBIjavM0xicRTp1CRQ1Kbnfjg7JBw0N7QB8MEdJ9WvUImlWyj289YboNh5dafyBxdxcOR6ySYvSKtR4/aESawrEg1DjKeC0AAlCi7Mg8Uj4TMSqhc/owiJoJjsV+8IinWFIsUVVqLAQxQ2d1BVKIWoquBwA4qQJrj4iquJAEGk2LdvySax8MYUULhR0zVRpUIs/aWhlP7Kkgjj0PGSDLiCYlEQQTHRSK1tUWQlKFF099CuhuQPiyIOchJDFLsosMiklBVHdjqHqODUJT9GkS6mOjWjxrSmY2NjZD5j+2UpHRZDGFh5xoSCLwmJf0SRkLmguAoKk8A/CsV5R02NwL0IwUGOnpEqWJDp46wchEv7ufrJKBIqPONot6mMtVNedyzhLyCyUiooI4DGieoPAMQWyxuLoQje30RRFXfcoxcVkDAK/ENRk/whFHgI/U10ganebLVmcxC9F1FQFInfUEzdpV9BZHDFozlYH+M78trnBWjjVgT8T8yyKMAziYjCPTxABAWiYAKy0VWFUQACAwUOYlUcPnuEYpP0cVwXgEoVyR92j+whnkgER15eNNF//IXLxz9ZgktpYbJFRBH/SND0hQSuuAtEa1F6uCcUVgUsnEDOuMK6pajpepMt/BwSxBoKrcYgQaRwoOgLj18zxPzS6rMhkZ8/HWl/Tb74Vw7tsYOYbQoUWEjYPxoJUFTIVKHptrVRVNBMsQkLx00lERLIVatiL3d1oAo0IRSqM1fjHm5QBMXvNVD7a3s+10W2+nvfL9WSa31j/oXC8I8olk7pY1lQyD1Mwu5h56j5r4ruQnFSZhRk03OwcDq9emA3Rvq4tpdYIU34AvSKFCYRFCHxm02Vcn7++kM2fUMI4kjzdy+OYmF+XlQUCZltM3ffPFORQjVFNSvUxbp47pBQKH+0wlv32ihWsEp3oAgKkQiKxLbYhOEvr2Mm6ZDCwx9JBGfyUZoU7ht2ElmQGgUYOoodQnHS2YMPVHFRRRZ2C1XgH1qa0rphOVaRwpeKBIWrik5i1sRUHf5N3pVWpu/9C4mwjHsERblHRNELim1DFA6azqSqrjChONdQ6KYuqULV5l4cRK3dvhALilFq/rZ+XvBKJkX8WRg8DptB/F0TqV7TWw4Ja8Ik2rkogcDa/lNV3TiHMdw4M2IFDYvDOykruCIVEu5iYYVijRNIQsUQxaSFCcWfYUwq+D8U0UREAYiRPZJHq7Ta0wNFVZpBAQlKrP020inBQotSo/gJ6pIlp7BBUJsAAAAASUVORK5CYII=\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}}},\"title\":\"PM10\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:broom\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"18px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":true,\"decimals\":0,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"µg/m³\",\"displayTimewindow\":true,\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1697382151041,\"endTimeMs\":1697468551041},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"timewindowStyle\":{\"showIcon\":false,\"iconSize\":\"24px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":true}}"
+  },
+  "externalId": null,
+  "tags": [
+    "environment",
+    "indoor",
+    "particulate",
+    "matter",
+    "air",
+    "pm10"
+  ]
+}
\ No newline at end of file