diff --git a/application/src/main/data/json/system/widget_bundles/outdoor_environment.json b/application/src/main/data/json/system/widget_bundles/outdoor_environment.json
index cdba1b55af..ea545ac988 100644
--- a/application/src/main/data/json/system/widget_bundles/outdoor_environment.json
+++ b/application/src/main/data/json/system/widget_bundles/outdoor_environment.json
@@ -173,6 +173,14 @@
"pm2_5_chart_card",
"pm2_5_chart_card_with_background",
"simple_pm2_5_chart_card",
- "simple_pm2_5_chart_card_with_background"
+ "simple_pm2_5_chart_card_with_background",
+ "pm10_card",
+ "pm10_card_with_background",
+ "horizontal_pm10_card",
+ "horizontal_pm10_card_with_background",
+ "pm10_chart_card",
+ "pm10_chart_card_with_background",
+ "simple_pm10_chart_card",
+ "simple_pm10_chart_card_with_background"
]
}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_pm10_card.json b/application/src/main/data/json/system/widget_types/horizontal_pm10_card.json
new file mode 100644
index 0000000000..5f7242e7fb
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_pm10_card.json
@@ -0,0 +1,30 @@
+{
+ "fqn": "horizontal_pm10_card",
+ "name": "Horizontal PM10 card",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays a latest fine and coarse particulate matter (PM10) telemetry data in a horizontal layout.",
+ "descriptor": {
+ "type": "latest",
+ "sizeX": 5,
+ "sizeY": 1,
+ "resources": [],
+ "templateHtml": "\n",
+ "templateCss": "",
+ "controllerScript": "self.onInit = function() {\n self.ctx.$scope.valueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n self.ctx.$scope.valueCardWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n return {\n maxDatasources: 1,\n maxDataKeys: 1,\n singleEntity: true,\n horizontal: true,\n previewWidth: '420px',\n previewHeight: '90px',\n embedTitlePanel: true,\n defaultDataKeysFunction: function() {\n return [{ name: '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() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 500) {\\n\\tvalue = 500;\\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\":\"bubble_chart\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":20,\"color\":\"#80C32C\"},{\"from\":20,\"to\":50,\"color\":\"#FFA600\"},{\"from\":50,\"to\":150,\"color\":\"#F36900\"},{\"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\":20,\"color\":\"#80C32C\"},{\"from\":20,\"to\":50,\"color\":\"#FFA600\"},{\"from\":50,\"to\":150,\"color\":\"#F36900\"},{\"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",
+ "particulate",
+ "matter",
+ "air",
+ "pm10"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_pm10_card_with_background.json b/application/src/main/data/json/system/widget_types/horizontal_pm10_card_with_background.json
new file mode 100644
index 0000000000..13315c949b
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_pm10_card_with_background.json
@@ -0,0 +1,30 @@
+{
+ "fqn": "horizontal_pm10_card_with_background",
+ "name": "Horizontal PM10 card with background",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays a latest fine and coarse particulate matter (PM10) telemetry data in a horizontal layout with background.",
+ "descriptor": {
+ "type": "latest",
+ "sizeX": 5,
+ "sizeY": 1,
+ "resources": [],
+ "templateHtml": "\n",
+ "templateCss": "",
+ "controllerScript": "self.onInit = function() {\n self.ctx.$scope.valueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n self.ctx.$scope.valueCardWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n return {\n maxDatasources: 1,\n maxDataKeys: 1,\n singleEntity: true,\n horizontal: true,\n previewWidth: '420px',\n previewHeight: '90px',\n embedTitlePanel: true,\n defaultDataKeysFunction: function() {\n return [{ name: '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() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 500) {\\n\\tvalue = 500;\\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\":\"bubble_chart\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":20,\"color\":\"#7CC322\"},{\"from\":20,\"to\":50,\"color\":\"#F89E0D\"},{\"from\":50,\"to\":150,\"color\":\"#F77410\"},{\"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\":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\":20,\"color\":\"#7CC322\"},{\"from\":20,\"to\":50,\"color\":\"#F89E0D\"},{\"from\":50,\"to\":150,\"color\":\"#F77410\"},{\"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 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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",
+ "particulate",
+ "matter",
+ "air",
+ "pm10"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/pm10_card.json b/application/src/main/data/json/system/widget_types/pm10_card.json
new file mode 100644
index 0000000000..943c8f5ae1
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/pm10_card.json
@@ -0,0 +1,30 @@
+{
+ "fqn": "pm10_card",
+ "name": "PM10 card",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays a latest fine and coarse particulate matter (PM10) telemetry data in a box layout.",
+ "descriptor": {
+ "type": "latest",
+ "sizeX": 3,
+ "sizeY": 3,
+ "resources": [],
+ "templateHtml": "\n",
+ "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() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 500) {\\n\\tvalue = 500;\\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\":\"bubble_chart\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":20,\"color\":\"#80C32C\"},{\"from\":20,\"to\":50,\"color\":\"#FFA600\"},{\"from\":50,\"to\":150,\"color\":\"#F36900\"},{\"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\":20,\"color\":\"#80C32C\"},{\"from\":20,\"to\":50,\"color\":\"#FFA600\"},{\"from\":50,\"to\":150,\"color\":\"#F36900\"},{\"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",
+ "matter",
+ "air",
+ "particulate",
+ "pm10"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/pm10_card_with_background.json b/application/src/main/data/json/system/widget_types/pm10_card_with_background.json
new file mode 100644
index 0000000000..ac01cc445f
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/pm10_card_with_background.json
@@ -0,0 +1,30 @@
+{
+ "fqn": "pm10_card_with_background",
+ "name": "PM10 card with background",
+ "deprecated": false,
+ "image": 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Zd+J4FgBUE9vHpeRSYbjMxCLIQhi1HYsxXidE8Ui4O7cbMzQJIzUYkjE6mHjCy0yBHsg2MIKnLs2MmTgPQfve73+4B4Ls29LnpEHWY+Go7nWOyS2IDYCCANa4CJK4FgygkHV+5GT0uIcR6Ru/4JIxtyMAOOc+RAQQ41ls6cmT+LipCDIY8eCYSmMZw7o9nVoflhQF7ZscSmDAc25/6gYd+eokLv6R2FQwyIoNcdoCgljrZ3mpHfIeYuXJ566VHx8p05OBZiB0bWExcQDg8tj54ZW62dmeuMf3zDVUYKeUEQOx0rqZOxmBmb42wdVCHJG1ZwyCHEqQqeSnhcgYFWZwdKYPaI36YT5nrdSV3sF62DHy1LSzJJEwQiDmUIBNG2yJXo9KsKZaAYtI8/cB7tUWuAcQm7eMxYstla7hibRoa0Ws5sxcfPkxn3t9Rk1c6BmI6EIRJOvsTiTzmjqsSrICtotqpV+cH9alPW9fQpSpt6vdW6qBCLfyfr4Hfb/jr5PBqt/rD/CtH5UpMPyQ8YiJSDDyYxpOg4deFGvKQj7BDIJw4gPl6kn2h4FW0+ysjoi3X4oNiadfiVdQhj167iLhOC/C8DjpgBBSP4FMin286DSrLc6XK4RzyPer1dFkcGAgE7NCbKHFZEKHF2wSLdLpSNhQJ9/NMhs8RuduzE80cVCBpRvpRCGciHl3EIwj+mrLd8gliaZGh9XZeXdD3UIZiSs4P/ZAftqjciBUktF6IOZ1uyR/R51fBMg1QkDiB/OLeXGJeiOAzg1tezIxOqt6XTEu+qVypaNDre75ahSOMRj0EIG8JkLDrBkEYiYjcLQdhVNOKxYYWEWEkIC8HCY2lj6ft/99ye6945ZvhqajTB/fmf972mrEVfR2YldT1kRP3kdPY3w5FfHx6+CDiWpQSi67Ek5B4ZNCH7DzglibdDgshbe2fRkmRNDjYr19GORfvBWXAQwmLo+PbsskRB0zvGDZ6CSD7dxlT+czjyyRH5svuiOMalAQmnw9b0bBKQaHT03OjoCdEMANGMQOLxltat51tD4+2EUIqF6ixcsZ1wILaNt4gdDstH7lzObq73tQ4ElL9DpsgJN2p3LOKWg5Hu/U01q+uc1YMQONb1nekLR6qdffbWbAlNC5eOH9dwN3BiPL8sXxq9c1n+VPJ4vpionq+2S01CBUC6CwVCCmeq862Op2eersVH1Q53Lnc2UeKQde62g5LFiyFRELwHIXIXau0x/Ij4GDo/OIsEIMcAaYu29aTnd9vtdigrrXt/aeL+0uhsfOLl1LJTLadK0VTybD50qXPMpfPTd5xn2wIk3WONBwSVjMzvs/rSVmHtngI+am3eD5K7IrL1WIlpfKFkW24xa0JHM2pCZB/BbgQpHiPEHVl9eYEV/Kd+IetPd/SkrVmFaiKUbXEhLWhlOy/uXAJIy/FSqTqmo9MqHe/s7GBnF0hV9ZG+zs4+KxsBZH6nFXqapINbKBt36rDxWL1SAkglBwkgTqYhHIePHCJEhl9xXCzuKRajwiAkmO/3nw8PQKagQ5zOjOtJz+oYc/5UKNsKyM2dLQcAic2+nNxaCpVKsaeTl1StjjPW/ML4hA2GJZDxPQn2EbvHQkUKe8Pda9M9CTuPZuXszeGQ2WPz6s2bNy9devToxq5zCkLGkiXoMhzGsENkBHKxeLEokFalCGZkv4Pvst27+zJrT18t7JmOp0eSLaU8IKuO589vbckuy98MtRbwbWhrtdQ93u7ea+2tdtuWpLTHsjqqhSq+xYdnuq227m4MAJeO5zOjnXLMRvegY/MKZikguiLToJDQckEeEdpFyFrcOuF5fSsdg4VQ7Vkp/jGNZzlA8YVYA2SPbfcV0c9xQqocMThSNBxGepcuVRDZE8Kx2IlQPjbKCCFoVwJJZVqNjpFGh14qehzoz+PHMGQMmEihMJ8OzoLu/ZCUGNq3b9+woQkRCS5+cS4nvyLl87NaedcuDcnsyWRahxtidgTXipz4uBDBWz8Mw/7DGXcnTZYjH2w8pmKVKApmw43euxshqeDKhXGwUqmcqygKIIcwsQsE5bgIRiZlhAzgGIM0HeYaaIcXowvKmwhRQLDzOLlgDgRzJFdQkht3HUnuIC49V6l0dZ1zJR8beDKl/FaG3yLalUDS4wfvIIPR55t09M/QG6eAQ0GcIx+5P4WCYEfLzEQg2SAlwcjVhTF4GxgLuzaCdQ6QnEAatbfOolEc0tnbB4aYNiGQMCYHIxxvPA5AeOy+KroPJwxrlm+BRBiUXBHJDfQTUGBZ2AUHgpoQUvNCEFZkQIcZQopm+K+aDiOkRTq6U5BNM+YtAmTLzC0MICJBQBGLGDQkJ5AGnhIUiHK0DwjxIRg6mmkqBhNvPVzHPgeyfAtfWgIKJdoiEJF8fvel8eSBgmSQVHrQkGEaYkn+HcG4DlWPyY4DLQsQNwKhhF3eoUjHJ4QlefXyUW1X+dZbFyIPKIUHBen/Yqz+HBSr32GUhNjRXYcUZNEiP6RZFFh67yIa8vl1jadagGRSKQX5d4crCSgUBDFa9IDlqceMeV4Im5Yr2e6R6E7yqi4Qrn55Iz49GEjggowKDQm0R3+zVBOIdhBCCyFaAggtItGQO89qQgFkqkimTo0PDKHESDE4fPE7WBDtEAglfFMOT0mcqngh9XfPGg4kNhWUqbHY1HH/2rI4xBoQBohuZt6GJU/PSP8AhBIwghBIENFQAkiOfeS19JIaIG3ycETMtmMC4RIRP5w3I8N35WaHuSSqHp6CoCIzDBBKGEocSEVBnqEgZYHgEQ/bnmDbAqFBx2X4IP/C4G8PQlQ9VEEEAglrIgYNoYMSFRfCNQoWjbUT7sbKjsVsQNoIGemLrsf/QQy9TNVDP9uwb5+WBCCMcqi2BYhaNPI0nkemtk3IhLbRWK+bHcP+k2GGKId6SEMkpFBCSEBCCB0C4f7ED5Hnc1v85TAPvAMzGNMIrgZeMsLhx0pCCiUBCMM1vVp2bdzoOJZcAOMtwqYVj0lFEiFNCFbkvx1/9DXv5lit3CWQgKIskKjZxCfRDizquypwAHIER0Fq9WvH43E7hmeJgxD99w/qytWaRCvIUPFCwICD/Rx5/PgxKW4DU8OwkmgK2xXSK1vfhQJBjowFA3E6eyxu24QEYqyIMyU4Vx+IdvggPgfrQYqui0j0jEKKvyC9OFVZmHMgaFqsCCGIPWHwFSHDHCo0Y5TED+G460LCDDik6IFYS7ZoyGEUBMdD7Ors7Nixu30EQT0SiZCXwC//YGNWDHdfDBWaQYh26AGLkvAkJ8BQgtbloxDCEWs7IIcVBBIePjQa6va03YZMSCR9FdGnJ/05+Cm+jEd62qElnoIQAskkMuRbWlgSn0RDRHL4sHQRQnKE1OuvsWysHToEiDxOnPBXBK9gQUYohjE0aIUBIhWhhAqdSRiKKSGFkjUaghCyQh1zkfLqzp36O+wSy+UhtnoqOvIHRMfrcDKwYhQV3vCP9EAoUZmIFyIu/5QCyZrl9pb4yZNeyFF1iMJlPIKqANIm1YgglvwjBiRqZOWLMRpcBRFBiK+zk0KN+zM7jQtRgxchywlxJOjsrAh27BVC7t279/Vevd6oDZFmFSFk1CgtCWzVg/MDG5/+pakYQ/GixAPRR5MTxcNvmpAopkZCZjuQNfYfEJ6miARhRe7B8ehLQyB0RK1RvAy/wzw7kDLSF6+AiKFDXYiWkEKLDiAckBUEjiYkBsgCtdLqFchGkbAon+toV68BKXshiL8gRoYe2YLl4OXzS0WPwP5HPTREDciA+ApCyAIHsoEtCxKElFd36q8BaTTKQ5JJx9Fq8Tr+gPgQmqEt/ZXDNfgkepESLIpqXGxb/oIoyHaEfV1yFBBpXu/vAXKnfqJWHtL87zoWFX6IvAcHJUOUIxDWWkv0kTElIU9JCOGYBccMMMQROwmIcvTKjR/EKQkgGLPu1LG9+k3JvYXIGMZhAJ9r4+yzTjkfEitM5BjlFNFckAskuRSluKDkypWUlKxyNWtK01wpmtibUaNmmDUXI4fNbMJisXbJ+ez5P+/7zf97ew3rcVhn8/O8/+/7ZrzzxcYzhKjEMuSzJrp8iOmvQxthxwqRCIQUjgkg7GMzIFoIHfiPBkIkUgkhOGrJ8ffk5b0xECSAeCsLCo1/kvMSOvw0bMRGK+Gm/lV0QBI65hvGehMZeK4tmREcfwHBjFiGLi2F+G1E4yMaQ4zDGxKFkEKIrKxmTAgdPPZOXoJ9c3MB0PC1edMIIXglxWmknn8zGEVo/lGID2FcyOb6qGNA6Fi/1QZ9RBwh5GKxGG2kX4y4IxnqM/o964gLgUMgq0JIeOjdMVf2MW7cuJEQOjYcXYbsWsZLFDRS7IhA/EJ8Rully4dcFNP6oSVXcs7j/yzENlIofAFglC4tHrUIEUff1+viEMjauXAIZLVIVm8FY8MykweYdVSCU4kPUQcTYcRL1VSApNIl+++cywSSdOvfJO4zq9CBDS7XUYkLkatGngx/yV/0/VtYyEZCVgMi5xCzF2IbPm970H2J444Z4e57vxFlqKP1dmBzu0THh8DmamtclhUhPkMdChnVG2SHWQgU1sETO2b9G/61yrB8nWy3ZMrK2i8IBH3QIV/d6igWOyqVyvbRIWT8+EgjQ6IMveyAI1X9kEtLB3FEYFdbcu/wN2bwiOnQeA6nkAL2fQJix6TusAet999rpzf1BcH7cEIQMajDJPnkZLF48uDJ4t7RsYkIIaP8Rpwhj+cAaIkjsstcFlcLqzA/keOjVowyfIddWQWr0NM6z+urAOGoA/LtsByyFhNiGRhzZhFzq729vSivxgPCN/hij3AEAoEoGD0cVYOgFmcTsvkUHzEgN/CB33hnHrh+0T6QQS9evnqsk45kglp9QL58uv6FO8fxjYXh6fB9PhWUUYhsMN0o2cCQoZAH3d3dFT7VBcQU0jzMvRh015Wk1NraGmekAf3AivIWMpRF3cYH0xQd5iBRe9yLvZ71lXUehVwPguyXO/KT5cKYT+UAyfehEBy1vmMdv+eImKXFCbfZRoeFtFcwJ6O3x6xjHCEarw8NH2BJizFdUcEKZMXxd8mv479KLWBSV+uQHqwslAFIKhsw2eviEZI5r/f1/UxxRgjBBjRrMKlD2uHoKB6URuwtCaYOb8hwHZzxtF1hrIgd6EzI9xQCR1Xq6OlBH4AMYLJBZgAhSLmnp2YIv+504sPXROLnt684HZaDXkCwUcjsh+eeQCaEJJO3KnBUOk5uv4ZG7K0VhvfHkUun83KQKvkQjrrfCOYDRfTKgNypQz5xZRnIHXmzdFm+gadUK1I4VCUSvUHqW99XrLPJs0KIMFaaAEIGaKfa2vA093LXw4cxu7AUogqPwYcc8GDrQRosLRw15GzzmIOeDSE4gr8AZLhA+A4RGFNwjFuVBzqRsMvsex8gnHZu7d+z1ASVoAzukgfkY9vly23Pn8foAKQZEJ/hQ5h8qSne9AeI08gQgZgdkTU6FJIN0twTRAgcE98EQac4mgEpy4Tky99r709P4LRjd//GE4uikCT6EMe8Q11tHz+2dXVduCAQeZd586pRjfvQNDU1lVpuo5OmJg9Ch9sIIWm7shSCbaufMSIhZIyBYH1v3iyQOZHnIngnO9ZWWMkeKOAghPuzsRelq6ut66BA2MfU5uhRy69DJVaQ8yB0KAR/jELSbiPpIMuX6QgZKydCgeBhbE4QAsZCA5lghgSnREiS4awnk3xzPvaZn8VLv5cBuX9fnuoSkiCEBo3PYH4EQRXV6OHXjE1/IS9SdmVNFwgcEwnBu70ThMAxRyFcWyrZJgzEbPs/de/5w2PXuIMOryKhEmSAMBTiX8q2VKsfDERO6fiQ4iULksfUNIZgkGu6tMzlySuz6y6EjBSIOAihI4RwSGTL6YYtePREMOZeHMtxIzTcS2jvtb2xcTYLBijAUzBpGQ0GQ/IOH/I8nyC3IXIgQUkhg19JcwMlKQPJYGXRMd2B4BRgIXBoI7MAYSUbtmzAeRFf8NE2Mvu4bGjE+0euXYs1A9HMF+j+4Wh6F8jjR6oyHPj4wa4tft+F3ICjlDGQwSlU8gIOex4p4JQxKgqZGEIgiUI2sRFCUAkkDCWA8OYoZ7FZVt4Gs92+ruVD4l44GkGmekMeX9rOCr5Vle9X4xKFBPnqDZ4LBiM98oylN50JCOGFr3G4jcioTnMhkAjEVmJCj6wsOGbj/SPbzV0OLWTBgvEDGzgUok+s8iUw9Ac46kwIYVIWgiqYbIqQWpDBpIvDHXaOqj2PIEKpTzv2M6MThhIWAshxLCqRADIeWYAvhDSuAw58acnI48vkREFJ+qow3oWMEJLKyw8/vprNmik/X5MnyAUOOy98jWPEp2xnJyGfOzvLPOi87+zsTYQSVMIhgUQoCIrhsOAAJg68exr3CMSMnLwcmzlSgheFAFGGH3FIWlstgjK5uC/FI7FHrSFDHpec/yV68RjPRKD7LG/+LUTuGAIHILy1BSUYeAYYrYSrax82Z4ODSgTCtyICYnLwZGyMkcwkhAwjUQE/keLHf2YbQqL/bddTwFcyHDAMOH/nPB0+hKdmpaCUKVIJOllCi2hEwnMKR8RAMCYHi/J8BP+biq/qEJehH/vpGCIQOLSQV8HV8+ikJxXIidC5hYuFaCUCwZWKhXDcISEF2QHLvvVydkzusTOyG/c3ffSw0hHj/wwjEwerwmukMcN3EBLtw8x6ll8V9K4nIyTh/0sDohKGkilTjGTy4Vl4RV4CC5eXnEfwfr7j269dgeNheyU2doalDP6jwZbyZ0j4SR0+hBIoJBk6TCFRyERAKOFVxiojAWTSFEqEwlpgQTGUoJMkLn8BOSYBZISBjBjhQhRgQbaDRoWoY8jLavWdrivmxecb6XTPK/3/Q0pCh0IoGUfJNEJEAopaQgqvh5N4XaujIk/a29pi9t5chDRuhGEHXiGqoAP504YJ/94tLAQRB0IIF1d95PXeR6HkMClGglLkOXsFkEpFIDx8IIP+1oh2Uie46Y9DIcgIBo4oBCGEdz0yEFcCCCmQ8Dj8oLu9uxuvbQFSf3fwIE+hjfB71hH3B4QMhahDEzJ0ZXkQrUQhzuJiVCLXXwfeIt0GIvEhBHjH33Ds/ToYd2eUVwgdYSMKmehA6Jg2VSFWAotSRELKkZs3b74G5KMD8U+BurD0J8hwBkQVDgTxIWQQQoffCJeWuVfdJIVAItFO7GXLztevX7+9e+8uIbq0+NC8RlSnP+OkkUMVbh/e0kInhGgllEQaIYWpV8LrljU3X79F7n78aGdkWL0RXfwNGnF/DFFGQwcTcfgQlfCeYJTAoRLGlSBnbsbQybNnd+/GhuNP59/wn42oorGDcRw+ZIbXCCWIri23FkosZd3Tm7FY7Nmz1+d+c3IHt20DURBAeRaMRD0E7kgtLGDopgNvQQ68E4bYBEtgD+4jqSOzw78ZfEw2WGcky77ZD7N/uTQsT1XBfLIRd+S/VHOHINp9EyRRVIlTKGG+P7b958fH9OsP5HL5dCM+He6gQYUwcvAfSwIiB9IglGRKWl7M23xKAAHhzNfUCB/9RvxqLodDoGDCgcgRMyKHIN5JUACJ3EqVcH3xLWqE2AW704gxkoOxOc+OVxWSHQ5hmkKLq1HeZkhA2ffp8hK58sf1QnIjknX6YGxdicEEBBI6EkMQr0SbV2tkXcs8z9u2T8EAJA4fY41cvRB/X4OtK+zzycE+EEHoUCOCqBFVAshylLmglQqJb3y1M5TPiBxiuMMHJBxqhA5JBJFDkHbiUgRZl2OtmG2Co4YQGYLBp5oZcOSd1xvRiNDhECAEQXoQpEKOBREEwYyclcQYCCGcLyum3wdzMgwCSYL4qAeE6UDu7+/PClkfuRGGDH72ifE+/A5EkFyIj7rPSJ4QOkhhI3I0CSBPQBZM/PSl5doA+jVWTMqII0O8EGQAkgoJCCiAIHIEA8/7czmOo5THCXkhpN3JksCPXh/jhWjWuyMChi0tQb6BoaWlOoLy41xZZZsn3v+0RqDQ3aDqGR0QZ4QCDruq/3VEDAIGKTpqpaARXkn2MpERkNYJM9SHKF2I+qDj9WxEDkK8kWDUh4ZEDkHQR5nRCB2EaNajG0X5X0e+ofIJ8bOvhiTGPY1HHZBohJXEriWI6uBLz6GVpQkxhjmQ5Ohc2G3XUiONUVO/vC3cs0retVLGd16HuMN3LErcoRlRI4LodBKUO/qo034sDvGDrjsUFWJ1EKIxF8RH3U8oTFRiEEnumJD1WOe5ZAgY8TLsYLiF/2vbHXU4JApxCHNHG3VCNltaamPI4QsrF2J1MOYYgui8KMoNdZQZEoOYZHjHEoPxdeUOg2QJN67saOMuSKl5/K7sXFqbiMIwXMELLtSFK3dujCDowhpceCOKFW8b0aCIWCJeKNYbXqp4oRLFCmIdK23BJivJIjcYEBdWoQWz1rWQnf4Af4HP955JDsNpJD4mdtun7/fNZCZzzhfdXELkPz16XhImEqGGRIywsJxH+Kmxp8hFmxUXioilLXofsNDonYdEpJHOQ/TMw9dWmIj32MKlLufC6I5FkhIJ2rzPM3oYiNGjqrxI+sgbeqAR9kj6xvzJOF4sl+NyKPJPD+inz72HXxMWeqQ+9XqPVCBBIqFIGRYXb6ZKC4k+RMI4QhFvIY1OHOtTcUDYHU4jDCR911RDPCRSdiJRJS3S83weBvLvPJby8BphXYVxgDx8IrjII3WDDo0YkcovL7IOi155BCZhn//TI2wP7wH9eKQ/a+EhSiay6EVEclUYaiyRSE8PnQe9h//U7jVCDxF6QFokTOSjCqtebzYk4iP534vC3sddf9ddJmmPDf0HEibiRS5MooFHo9FsIuJZE1z3pffMg+SKIhlq5L4Yh+3Gxq0bN9rDSf6W+Zju/jsOAg/1GRc0xUncAEZtsW0hO1oD48I0ANAGRTKzj3GZlwWT7phSyDQ3Y2TkipGrxWXSaNTBi/i1T4Yr7gxokwwtRduvX3er2yTuLEvQWJ9iD+cdty3cp2DzB0ZcMq4T3t+fm+NVrZ6G2dkR4yRceeEmqr7TeNhzzFV9cgsYQlsq5nLPcrkFpiXC9HS7vbvd/vFj9No1ZnIyHfMrfBTPIb5j1yDlMhrNZqNebjQH0vc5peJM3B8fk8/dzRi0FC3PFnGspkPj+tGd7rniKWnIA9CAuepcFY9ZeJxIMO7wxdA7YRZIwK1SsYhDsVDMPVuw0Yv3sGB+b/vPHzy+wLVxpiaOS0QWtdrzWuw+81JUEqm3Wi4Rb+J+rMUIK7fNREYyqFzCJHtsbJA4tGBLz3/x8C0SKQuiIIzTVYVhEiPOYshAwdJAQmEoDrIgDPNgHCZxYDJBHDDaFfGB1CB+hUYFi4bRbPG1QqKgFjH8tktSSWQcmc+U2LF8fvAqJoi4J1s6RQXKQhqABxomAQ9fkAYoDSpKFoVSAQthHpOWBjDAd2LaiZjH3Y4IcfCCWhzz0R2ROo3ehJaa3auk95HctEkveluhZKxl2Ctjx/bsmK2bPaVA7CnizRLpxoGDakrIQyJ4kAQg4RqDonIiisREdhMFA0JpjGEnMQ63DTQgESGRSN+K1OsSabXIJON3+rIM+NnJwArq0pH9tnQ2u/fYoSz/ZbP5sUEWmB6GM9oUeQpkAUkY6m/4ZpyUA/gsJGGUrDOeOY1JLIwJBsWO8p74Yl1ODDO3bbLoGySAonKBxPYFD4lIpGUMrNRmeIoAVEBw5IiW/u7Nb7O9SK4e0Kq564cPvDyw69EuFOgLwxnoIKX+NgM5zH+z97f5eVPAwbc3859FiZcp3JtcWLAsHEwDJY1hhlrfNcYZ5IvI6zef3jgRsDzichTdjCI87GQIreUDK9bTGJ1l86oobKy9P7MiMJsf1HpSW9m05/yufTC1zzt0LdTeeJiCY2h+6Pv8dziXgAM5lKwr6OxisdsXk85j2pp8wjTc4XZm5i5vPIC7cE910I1NIrbTR6USRVEDiMQqi2ngK1avkYb1t4FLBosT+08cevuWnkYh2ZR2ihc86DjQEMSgA1R1dpY3ESQiUpDEk8LPwpNCoVgq2InCDq9U0QJJMGTYuhsHsM4YHh5FwiqK359/M8xzxoFInkKt68DZvPGrAr8oKCuq3wOrli37C4O7ZB4f5SMPAAAAAElFTkSuQmCC",
+ "description": "Displays a latest fine and coarse particulate matter (PM10) telemetry data in a box layout with background.",
+ "descriptor": {
+ "type": "latest",
+ "sizeX": 3,
+ "sizeY": 3,
+ "resources": [],
+ "templateHtml": "\n",
+ "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() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 500) {\\n\\tvalue = 500;\\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\":\"bubble_chart\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":20,\"color\":\"#7CC322\"},{\"from\":20,\"to\":50,\"color\":\"#F89E0D\"},{\"from\":50,\"to\":150,\"color\":\"#F77410\"},{\"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\":20,\"color\":\"#7CC322\"},{\"from\":20,\"to\":50,\"color\":\"#F89E0D\"},{\"from\":50,\"to\":150,\"color\":\"#F77410\"},{\"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",
+ "matter",
+ "air",
+ "particulate",
+ "pm10"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/pm10_chart_card.json b/application/src/main/data/json/system/widget_types/pm10_chart_card.json
new file mode 100644
index 0000000000..173e1be850
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/pm10_chart_card.json
@@ -0,0 +1,33 @@
+{
+ "fqn": "pm10_chart_card",
+ "name": "PM10 chart card",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays a 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": "\n\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() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 500) {\\n\\tvalue = 500;\\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\":20,\"color\":\"#80C32C\"},{\"from\":20,\"to\":50,\"color\":\"#FFA600\"},{\"from\":50,\"to\":150,\"color\":\"#F36900\"},{\"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() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 500) {\\n\\tvalue = 500;\\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\":\"bubble_chart\",\"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",
+ "particulate",
+ "matter",
+ "air",
+ "pm10"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/pm10_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/pm10_chart_card_with_background.json
new file mode 100644
index 0000000000..731e6220b7
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/pm10_chart_card_with_background.json
@@ -0,0 +1,33 @@
+{
+ "fqn": "pm10_chart_card_with_background",
+ "name": "PM10 chart card with background",
+ "deprecated": false,
+ "image": 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kgufVxGeU+DYNsFjsiCWAd2E9iXpFFqmMTvz8+PgjiuVDdDs5Ikwf2h7/fjJIkTv/EyroyT3nh8v4ZjvUbJm/nwci7YWDxVLgdPw8YoGQePT5ZZwuEoBKP0p59O50AKR6+yf9+cBTl37NICgRwmksGXL1tbW1QQQ6otoXEW0XJBl5fkVrFf63ZrhVGhltRWzG18jmGhWpfemJEfbA5r9rteo98seSc+tOuPdm17jFt4UjHjcCNYpHHxgNIcEDB8zKEkOQ7ZL+44c/rQ2a/tzo0b4Pj4bBkch8kiL76AhEEo+Mm1itnyBvUa/tjEBQsSF4KkFhjcMt4WAIcLQPCtAzEnmp43M7fUWpwpLhFIufs22KgvFlWZbO5ibSqI1FTe9s7eZQ62x0XiCEmDLZJ1ragKzRRZaY7tO1d6sR/GIwYpjza7hjA2w0JBQMI4NhZkpdObBQgssrRWX9ogMzwpz28sEoiXFVOo1LlSmVcwdpgzzq/mgcF+FbI0Ruwe5dFsNuFKQrEqpJT9LAmNM092tz61L3SDq5RDKeQoTI5S5tqdDsJ8DZ0W+vjIcShI1CKQkwAhTQg4wecx8hIMWtTM+Yl2IlkQnkeSdz5AFMNSwBi02+UKgq07l0MpiGqRiAzCIELBKMrwTyByGxMC6kDSIHmrOAbF0BEEA+eM7V04MD2FzTodQAACEghpUSBb2UMYBCCMgVvizP4/HOpWV6jZlEyrwp3lQXJKb6rkoJiOS1EBYYouU4QKcYs0OEqyMRJF2LQbWSOQ/AcGlGoVmUHktpC6ncloOoc7SEEFPN24g0NGOchqZQ5+heTFe5IEO74zmUTyd5Ad+tbgp8EcYg5IariIN1F8sJFnYYIUiDsoJo6g3aH/y1BfpQ6VlsbIb8btPETGMI4DuP+ZbexrVta5WIvBmnUf47bZlpFZktuSc7ZJyQ6tW0SOKCUrVs7CH2yNzJarJGcJuaP8oRzlD1fJH76/53l+85vHM4OvY995Md6P3/O8zzGvHmhbBMnuCJb7fPG96rCcfvJ8uOfqFPQo3IaCYPjg7jGDHQJRR1wRV/JnRf5oVyXkYIZdDxfSAVMUVK0wez3KZ/t9q6fCU+GVe/hYzvN5Vf3L/UXtfPGCQYD0GL4IkOHDO2BmglmJSBxHrqZlS0w3Vw61rh2GjYY9e0Kh0B41kLuS+VIRlXZpR+ZIgWsPdopP9Q0LrPdWeuu9yoDnVQWK+s8t8k1tV164rcu2vEWt57Vc1GJj50WBeNAs6LiL8FdrceC3IE5BdDnIQZvXI+OAhCZTymhuZSCYUlHsigSx94BN7nZ55GABO7zyor1V7aZ66+MrAanyygniBSoVZFvhtil1eRtbzsOMbGPnef6KIDUu6elKIgoKH8t4YkN4EKRVrernalsRW6Q1NdGokihHOpkQtVU/bG4ACNcBSP8qr8q/MhPSvzJeVLlXVaTNojmzCdJiY8fK/lWAQMJlkMlbLkcmAxCrHMVYC44cp1JfX19bW7MgWkbTEu0wXcZaWPXDDTo+d06AGTbE7/foW6ArfuCbn04FunpeUUGBr5WvVV5ht54tO7fs3CLg71pxMT4DEB45OM5yyaqI4zCbDCVdxo6cA8S0adPGj1+3TiCU4GBKEPWxFlbxuXAAYgkQfMFBjvhUeCRE/F2rKmcg/hl+K+aC3fBpw9CQnqoctDSvGD167rRpo0dGIhFIamsSC8oACYqDKGoaHw4zJE6Q9rYD4YN8Lz/fZVB41qquYoaOAGghKPtvdlPiV4LUc91eAcyt1GdtdaNHjx45MlJdPR0SgRBjT6gMx7iPhWAhSFhvB+mKtLEZfLVKAojAfPxLPOVlB3oGHFZj4oJkiz5rLaF4VjJwFmYlyKBqBBKBoAjBUFl0AV4QhqqyNrzcbNABMqdOKuIJhEtilcHLOsfCqF4AyD8nVbz1IxEHGhYc9LE6zXRJUVpaumkTQZYkEpCE1JASranBC6KESLIWjuUEwSMZcTyU0UYcJm59KMIQB0MKrE0F7geWQ2I7/OToFcCnIZ2wDoyVQrEJDJJMVxLUJEqXjnrUJJYs0ZTByIZj4fABumvNodTVMcS98twQXI5xILp/OCXgDYbWAsGfdCBol+oDqiG0MJ8Qi8VKY5QRJEEv0TeuqEoCDiXRbeteo5k0QkEUhghDJL6/FoQlFJuhfj1dAfVNhSFywyowH08VYkU7acyE3ZQJEybsHgEJGhdRxi+phYUikMEa8v69QFRFhOFlOhyIWWYj7LAZfM12uB6mJNaAzgWZuHQAQTiQUEkMZR0FGnJI27qXOrZmzXuC1FEGtcrRjjxxCMM4BJLRsUWQp6Kv3DrHFXEaFrYYCKIlY1iiLCRBoFkiEGpcV1PHjm1RFVGOilZOB7ErJAa5Pm5aohBG3p/hswJx6zFkKVrWrTEc07ikz2N0ZAocWnK1cXn4fRoydmwry8GVsF32VZmLcRSEzBKrHogMpZmOARYEAUQkkeksQUUM5J7a1QKkrqICkFEMceJKxCEVkWKAwRaRc5yK2I4BcEzKdKDbj0BM60K0hEvCEDVppLFn0ChA/tPhDgXMYISE6bkgqmGxg8rR+5aCnDlzZswZU5CYQNISC3LF7P1ip6WiYlSXAjMd+ZuEHcwwNUEYYkf9GfqOw9wFkX6uILoWRCEHQWKmv4tknUAGX32S0pDFXUAZVeS3p7o8UbRuxsYhFL6gHB3cHXw4GQXBAJLuH4BQFwFDQ3abarDEYFAThuD2SxVpBKTb4iI80VksEMx2TaQcAnHDDr5GcbgRiOwf0UCoC5IuiXIIRMKDioaUaQgKEiYInkwtKenkZ0ZmHAdD3Aji35DWtiNADlREU1ASC4JpCmtYoiA8RVnLC6sSPF0ISAuuhhX3hsVFkDFaHSmFiITh6R8cgWgHF4QkoKjbr3bwMAIHoiwjpCJqijIYUStEtWWqny8EhBlORVghI4D6Lif58NnHx59ePtMMDXn25tGbj1JX45B+rqdYkBCFLJBw24JDSwxEY8BQs+EazOrJIZDiEvW8Z0tLIAwXkmvsftHwtTvl+wuux8cGdeLpozTF6h+agccajIQsLEE0hCXMIAcKUpsgh16zH0BU00JXL2bIvyriOvjgMRgmj7XjU/rM/Yw3Si/FNAMOQCChmJsXbl0yICoJ/cxjSUQVJEqQIEGWG0gxdfaibtkgWStCl55lwHjRHWn4/u4Xff3oozNP6czPH/TlW75ArIkJpRcaFygi0fdhbYEECNKYepg1PEFUSbCJjXk8QfAscZeSYoK4YYglceJDqBUdpN94kFoXnflOZ/AezyF5+4HfyHKgFnDoqgS0Rjcv5NatP6YpDoRKYpoWIGhayF+blkhE4VPfxPGM/vV9Kl9x3TQmPcWZ/PzmzZs/pJLghN4+Mkt8OBjCCeA1JPr+RZRJaGLcvPQKq5p3VdS6V28+LA+bPlKMdOpqQzypByXniJ0+fNHQ0PBYH97HdeMOqC6/OeXDW9VL8Euqo2sHd3QS9KQoC0H4VqyGRyzeIxEeGEMhOFYfpy5CEE25lzIfT5eop4k7CkQo2oG4Djs8i/EoPyDAH36ELw/BQL507/4lnwsiEEQj6IU8VtqXb8SQ3KqfGY2WTdgdwxhy9sbC69XVl25cHb/u3i7eEAqFriavXGlsDIebFXdTz+HaEJk+uhJHYSdfN6l86iufNQT95ym9k9yyAFESzeDABYhVkz23b9++CAgmjtGzx65Xr7q0+vT4+s079i0rM7nb9ORJKkUQ/VR0HpqzBRGG5XCv3Z5qfrhPAHQNgjzXEDrFFWmth3RI3KRLoikE6VC5+fjxgRNiZw+dLS0F5OSpC8c61G8/t2PfgjSkqSmZbAw366YeKC7Maw4H/lKWOA4pRk7Fo/v3f9DYcbA54kK4bfE2mMQct9EQTQEEQ8rZfef3HRk4MDb/8CFAzm66tDVyadeS2n379+8zrevug9cPmpKpxmbq8W6CkCI7hBXC4N8iL+hnXDDylnqGC4EkcxihqujH4eFABKIlZl5/58SpFZcGzqKmFYsBsuLStVP31tVv3pzYvwBREDiaNKSzhgABStqRuTtq9YiMG4I1QQNE5enn7BApiTzmJ2nFI4txDOlDkNGnFl6+CIjKBdy1Tt7YjrvW7VebjyYMBA0reTMVJkihgSDOrFci1eDwS87nhw8f3n+q7lYuhCWyX+xK2sgMUhUEmXb+YgkgQwlSWo3h0OwJ1dYm9I7Q1SSSAqQr/lcN4uOmlRsily2xT1Ane/4WNbEhdEPGG+v3ZAnCEnn6XCDoIWBgL6J4EkNKaVAZrwMJ7dBHF5TdTSabkjvR2VENhjgVcYrxr3Cb+mxBGtBx6J1FwhAEDAYRRAb3ARoCx0ByDFUOhmBlBQhKEiVIU+POtr9pufMQGcM4DuDz/ztYNG7jJmcxcuyumGxtFm2OEeM2EYMi5zgiQ4iciWmyNK4k5Ur2D7No7KRcsdbYKYpyhxzJ8Yfv7znm553XO+PId1lCu/Pxe37P87zvvO/rAIIhPGhyMVA5OwdCK+Fd+csjXhBFRawQDkEgAQT1IIeCwDGxcG4hLjiDQ0Doszo/T5DbmH7jlUGHukFSV4R7nRUyGQT/S86j+/fv35F/9UgK3qotCoLffc6qyJeUckSe1igJQ6hBNKSLGFhDFWMwORgyQ0BuA4IeacUQ09zL2w8uhkZYJbSzinBrU7ejVw5wiejLPmpcL12vrib9qmnD9850+nWq5nVBwfsvGlKQgczWEDmwhpf27i/ewqJ6RAVk9c7r7zC0Ro+WkNq4CZK1e+dymBRWC37z8rFeQIh0X/cK2bCNR7fQVz2A3X69A68jkabpGuf315EPr7+la9JPtUMfwYuCQKILUli4qPvgK76oryJ6xTug4vykVdHozj5Vl5ctmychWNvjtSYIOxDLoLKDGJRP4sAq8hWNTS2CwCb+5DGBqEUEJP20fjrS8GnKecBZ974gUlNXk8p0CRwMQUVw0Hu2X7+Z56cv6u4tLZnWO+qdPzg6+HLFgKiv9ETVtXnzCCK3KFYIL9naYaNQEvw09EquEzFUs+jcwD9UkFcEqXvv1BDu+MyspVpEdzo6ZFJX3/qS0t7XfVFvdPDwikvRpdPIAAlBUBIsJQzhemiJyZE3d1EMUZY7hsoD+ScfI9LRGEfCB+p/i3yI1KQlxAkIO9TIasGQLmfFjDV9bXnJrkWLfdFo6Zhz3nOHLi33R0erYItCm634FkcreTdBPcvO1zKq8ubBo7t3H73M/pM7L6UD5ahL1eGc0ZeaCObeOmdByplKOc0OVyv0epl2UEHklaW+UlwDceVKtBy/lCz1+0Hwj/aXjy7vXRWvTSaTg1o6XApiMMPi+MfoFfZpfSTy9FtKXyQgPrGjOZ2GAAQFIYfq9Om4L9QnL+YY7fOJC1P88/wyuGqoCud+z8QZUp/r8Z8cCJ++1skUhDe/A3+GzEWH9AeEgncQiYGQYzxCkmgyLs/Gu3CQ5moFSH5HA3z8hYOXQoaoipgWdRpYmeVQryEoiITAQJFv7ZKjpERIog+T4lAXEBQEEN6YM4PCDPGJAlAzoxm5zB+5HAwxvfFIDLMDLaJOAqPXCTIMEDhKQEDAEBA4pASQ2ni85SCHdLSQECmwMJgCBee368EFMVcE4Xv8hAMFURA9aeHZAqJH/H56/X6achFAdEWStbVxvPnmcElIUwUBAT9UTAhmcMwVye+wQvSxYWsXObgg3Ox054uvZDydThHzLQKIHw5/ETV7bS1KcjGGiog7+RvaHF5w2GFOvj43O0xXjmc7WmgHILIi9NgKcQsPptremYwu9xeNLyqCw7OtqrqysrL66FFUhBztURH6pvYKZjRDsuqS38EFMVVEO3rQfyc7REU0RFwUT//5IGzDxaa4WhMQBIxt26qeVRPkqkM4FMTMsHcAgg+tsWcg7JAxXxPENyU/oRs/B+p6yA1KJwHRV/eTAwwBwaSlHIBAUr33BSDiWRsNc0NYocIQW0q2gyXcIdLRQw4LvX8nB8IVwdgStxoThT6VFxHEIy5tvl5ZXV25Ze9ehyjIQDPEyFkPc2wg2Qf/FgckPLBQEFEPtTnhgypRkaEEKVESBAURkG19AVlzplJBWkgII/INKyvEXqIcLNEji29g1QUZ0QYOBempIZAAMkxLRGgRwYe4QbRv98VHw+LxbY4WgIgeYYkdBPl9CBdExTK09LX03RRkoIRoCZodEg3BWkLrxniKWgxxJyIyPxyL0ePpHO1l6kNAiNYej9G+uNgYWuwx3O5R9g6G2EusDiuEW6SNloCiIGiSDqJJUBJIVHz4HdWnL0Hw9rR4qB5DDASQ9m5jnzG5fbHhbr7PKJYMQyJsHYhtQex7XbdINw1pw4MLDq6IgJBERULKCULX/QaDsHBFDJXWbsNtdO60jyAgIfbVYIlth1gY3CL8NBcx+1olgKBJZEWoJFO8Kj7h8Mg7Q0U9BrVUEJzXUunmRh2GdEZF6hcb44Ri5riVthClzOVgRtPsVkc0hCUEUd1eOhYQLCSqJN7BGjJ+1ZIl8ub8VVAgdF6rBcKQ1ugRNwaX22N4it0NKOOgYIeJoSB5lxBe1OFA2CEhcp/UXkC4Tza2DLRM7Jk2XEpU4ACk3LMeELpbIQhF8Eylw6WP2e1nqw52I4u3KLb14DeDm1puFFG9jh5RJYGkTEqEZkXs/JRJ+0/HoLk3X1DwkyQCsrz7T7ddbDnj6OGygYDByU3J0ejagZgdgKhelxBdElCUZXPQ3Um0e/G0/YmWsQuLh+F0o5iJpxCkO0MGXdwSx+5XJBck75xl3x/M4P4wOTTELJk9u6xsc3Bcz5GdxJqIFC44HYjtHj49s6bIOYtmrYvh0NFkrQNfidL4j+rBDCvEOu+ywwLBdxYQHlyg4F1dOALH2tKzds5CgoBSvCARSCwYrtZ5v7qJbE0Mzzk9+jBJkOY5Iaqh7Vp9/XxAcjoA2Xdk4eHSffv6mx2IcABCaSUkCEm2Bg72IggkoPSTlMITe2KBC0vQ+qgJ7X77AkJPbA0nkw5UlyHMsEbWILsg7QKBje0sDvPAGnY8cOTC8auhQKgj32vIDhMEEjxjZ+DBwMGyXvLhaFhNZvVTFmCmXkC7LKdjrfGg9PZUJZM4QqyudqixyhBMQuyw9In0MGRjoksoNJwZ1om3zcJBx/uLkdXm6gU+wLUUhCTrN23aLBLYXFaGZ3EpyVmWoCyiXXbIB23RMTtFQZDGDcjA1bApiYbgQxWkqIExJ7DCZXsstS8UGqc7pH9ooYY0YQdDNoRPnjx5irK1jCGdAJmlIR2Ignbpjp4XK3z0IYUgTUQAER/2DkWgH3xUtXEj4duFQh1+vcEadnzQwjZ83fWYwBindlDMBRkVXC+6ZAS2jwhXhCQKAkoHSIbIvb1vim/58zcJCUGAaSQBoNhHtTdBVIoCsj9QlDmWcSVH1TDTlHU46OWK0CLSGhCd8Ek41PoOh4KokswiiCqKloDirbj5PPHs2TNAJiBNChrlAOiHtHRrjZOS+N6uTK6e1M9pWh4OeVpQ1BSKlM0Mxxbh9SBtZfC6bt2SL40iJ1Zc+IbXhs8rYsPx8sQLXIkFfOVK7+TJ9BBApAgZlQmOcXEvdZHct1SgIomEghQUAPIXmT+oXabNXXsCc+RCSBXRo8p87w7SNrSdJy391DyRUYElmLZkSRBdkYx7lm4UVRKgiVLxhvLsmYMYfwbhY5DQnIwDWRMKFWbOYrWXowrJenoA2kRB4BAQJQmvQ21NEllDOCCBRWhIgvqRRFLWPn/+/PTpWwmHeobeX1TEmB9qJxWqPQr3BA+qDlmEuYqXdD7fgNwLdzZDWgvIpnAHhqjnBwoIUXRoPAIiRqIsytAxN2/ePH36+fEfld1riExhGAfwQSFjBuu+MW4ZWbfcycgtt0TWZSTr1rZlaDEuZdCaXHaYyG1HcstkJ2Rmh9LaotxSSHzyjaL4qHz00f9533Pm75zXmeXfnNV+cn77PO+5zLm8PlH8F4RHvIl6v+vq/JFEZgEYC9BVYNBBCHL3fQlShRGnHQ21s/Ro4zCTkgiFURQpiRUpSvR+W1vb+wcliP//HbEEGcqBzL2bODw8Xtu2VBxk0IHM276bh4zWZqv62DXtoESXROKUDKNELNH8/WJbGyDW811+77GARB5Yqedh4girIK4rwRdmz0ZXOerhvqizZftGDWFFCsfo4DCBxKgJugsQZlkuXyi2vX/vk6cmFIQrbmZWTCeVSNQPEweSSZBBB/oqzjvgTYd6h9DZV2FdENuxH43lBUHoKDUXIZlcLo9jAZ/10IQfDr3PK5vB9YnZ+iBxRO2y8jfcGQ7edBI+dlYcCCCqsU7gJxlw/CmxETZEJISkMplMPn/fZ93K6+exYCmVoT76X4el4UHtgwYUJMOCkEEIj0tMSJ9FtTWAaAfy4X1fA6Id7C0QILEhkCzSkEhT6u3bVK7gCxKiHZREB0T1v67LIcNSsxM3a0d4O8AI0mFAINm9fdGm0l77xDE0lpbQQQglCCBWSeotCCaaOJrKEGIrWJMBgCjWZnwdRIhkWn0iY/SVsx6EGEOkD5Kv/SP7+xLCxtISD0jNPhty9qwbAoOztxoBsUMHQwdS3sEruAjfmcKX7RHCAQIHSyIGQlTAGDas8SMgTU05n/WMnV8YbC7FSQ5NtsOghAw6zIL0IwQOE+IYIGQQAoQ4bAkWQCB5m/mztf68rKZ+GRowGAwZlFgOY9NLiSeEnUUHYkLgsBkSjJGjTamcA8IzWTC0xpF2HOa3WOYIIQQMj9YixJTY5WAapbNSeVdFNIb7k/brYUmMxqKCDkDosIYIIdz8loM4FLoiTW8zmULKAVEMDvn264GYfVXOwZFOhwkRicXgZosON6QplXFWpETApyykghBXY3n3lfcIIQThEeMQsyJyEK+iTy1lAQQlSaXyAsEqEMItl1PjUQ9CvDdYZLgcZme5N1vc/BKC08RpIxC9BY7INgv7dkBEEnBDmDIQc4Tw0J0ML8ffhzpChycEEkQgy46K5OhZN2SEaisNCTgV4Uq/pJelWNC395AhLoh5xMtyOCHeQwQQl4QQLYGCWfYWvZXJNPnUswiERLEEhgIxNBBIQhIIwBOsHOj3V84L+4dX+UdG/BVDxgKyem/Fpk1Q9BzWO9BvQ59gMFzJelDyzw4DAgorYkv0CKFDDhpTmRwGuygI6SFHV8kRSVn61OEKz9BDPer6bJ5b54/OTYbnRiIjNzaMjSxo6A7IuSkC6Xtu9KJBB+bUBEcfWiMS7+HBqSA8HC4IxrsXRCSEILkUITpR9FV1dbJHKFIJlIbI5d2Bdf6N4apIaOPgPRV7W1ePAqRvQysgPRftXKPez3qg/6FqlqN9B+JgGGcjrnNEnos4zxCbsPnN5XNuCFa+T7RHsgfWX0HChwJ1A5P+aBCXeUdGquYqSAW+rOi9Gid2gCydPmjN0EYFqZ5Hh1IQAgcZRkGoMCCUcIfoOkNMmRDsDBtDowPVuAh6KFTdYwSO3oPRUGjgZlwZrYyEhlehtSr2jO27bArGyM6evXcO692737nRY4KjG2uC4ejo/mXqUQZCBSHOQRJ2Qyg5l88rCSFKAor5fQlaq5S/70AaR0f7lz+TshV0AMJ6eDicJyT6WgklGpLNZluyuYJ7sBsOSZAOQuhAKrkjLOsgw8Ph2mjRwVMRK4QgOVdr9fgbhAoem3js0A0GHSwHGTrtOrgbMSsyVyCXLuULTgg+BsRhcTkQJ8N0sBxkuAe60VcmRAoiDERTLAcgLYDcL2oIj37LHvJ6OfiSKbOriHA5CHEyOD5EwYKocpQgSoHoimSdEKGUKYfHE/vm4ZWxsaJDK7w2vHTw6ISN5ZDYDkAuIem0gvAw3iwIGYyrHsZ7hz3KQQQdxv7jPx2ACIOQChbEVCBOhung8CjbVQbD28EtlpaAoSHsLMnuS2kpiYbwpN2ElO8raSyOjvbbyqmggxAyCOE1K4nDEU0Xi+lL2XTRV/rjVnhunfinx8d+Bax1iZxrww5X98QMDXOM6pXQ/z2uzWCRLJVMxwXDjTpq0jBJ9WRkl4o1/+OiPZJFKo2PEZkDE7OuJr+kEZTk5Uuf64U4/EvLmqsbD2WF9bPA6q0l8rCpPGqKJwjUfWyTJ+p3vuIJepk99d7zZbdu3b59e/VqfFafP5+8cQNz1cqknHV7kRpMRSqT9dYfOYIPcviwzAl8/Ph+LMdvNl9obm7efQL5/v0zEot/jcUxEfHJa0/sYFLhRy0tclRSSKeL4kBRAAnq8BWmKvhdW/pLBeRlq8j6qrF4TmX5r1+AzAFE3UQxxXoLr8VYBoY4Ll9eLQ5RNCDiqANDAgWiDIsXY9LM/TpgYE5VQWAC3xO7LcjXePwiIKcAgQF5dEcc2UwqAwgGh4K8LBbtiigKd9Toeaw+Ptog9ydUyeX9lXiaa/y4M1uReVeuyJ24eKNoaIxAHj78aZXjstTjvASQG1Ag4qhBJRAgVAQhyxbNEEizcpw+HY/HgIh9/Yo5a6+dOoh7Ok5qCD5ISwtmds0V7gtE16P40ldlvyHLentLL9QAAKujUAF5dFbeqCa3S04d92vHjhVr1SNC6oUeYxDUo7X1YSvqcQsBAtEIzZBS1H3b664FPoBsOW5VAwo01W6UI34ay4lYPB6H4skpzLx7EIsQpBjyswUSnEwVCEFrdf3j/MH+8+s3LG3bNnX+mTPr1m1dp96RKA8HLVyxVr3BcuKMZypoKBju3QPh+XOUolSIAwew3Lhx4EXdp0+famqu6mIIor5+cSlCuHDTqgUYcMQAwHIxdvHaRZnLF22FfDx63YY8QtBa+TzGSAEQUIqgdPR1ruK3nmip7mgosajxve31kgliuCIPBOEBRpRg0rOJ2vAGsUa3LoTuJ6z7iwNY9r7Ye/UFEFevPn0KgiBUHVCJ/RjZ6CdZQABE95QwpA5QXLt28qLMRyz3CokDEwmf1WMcH0kWiALGCAIHhkgnn69D5276Wx0MErl6JZ0lFdk2c9v8CWBcEcIqEFCFGShE6FkrBK1vHv78iSJAIM10+/b582CgEDBIriIwIO8W/1j8TgG2YMOE8XwBXXQclWhuVjMmY3yr7RT6KXYaiLiM7lMSVEMM+CHft4sh1fIoK8HK30fQUpIHD7p09HX4DVg1KPXAgaf2AAAAAElFTkSuQmCC",
+ "description": "Displays a 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": "\n\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() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 500) {\\n\\tvalue = 500;\\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\":20,\"color\":\"#7CC322\"},{\"from\":20,\"to\":50,\"color\":\"#F89E0D\"},{\"from\":50,\"to\":150,\"color\":\"#F77410\"},{\"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() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 500) {\\n\\tvalue = 500;\\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, 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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",
+ "particulate",
+ "matter",
+ "air",
+ "pm10"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_pm10_chart_card.json b/application/src/main/data/json/system/widget_types/simple_pm10_chart_card.json
new file mode 100644
index 0000000000..496e6dd53e
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_pm10_chart_card.json
@@ -0,0 +1,33 @@
+{
+ "fqn": "simple_pm10_chart_card",
+ "name": "Simple PM10 chart card",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays historical fine and coarse particulate matter (PM10) values as a simplified chart. Optionally may display the corresponding latest PM10 value.",
+ "descriptor": {
+ "type": "timeseries",
+ "sizeX": 4.5,
+ "sizeY": 2,
+ "resources": [],
+ "templateHtml": "\n\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() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 500) {\\n\\tvalue = 500;\\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() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 500) {\\n\\tvalue = 500;\\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\":20,\"color\":\"#80C32C\"},{\"from\":20,\"to\":50,\"color\":\"#FFA600\"},{\"from\":50,\"to\":150,\"color\":\"#F36900\"},{\"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\":\"bubble_chart\",\"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",
+ "particulate",
+ "matter",
+ "air",
+ "pm10"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_pm10_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/simple_pm10_chart_card_with_background.json
new file mode 100644
index 0000000000..fdf7ff5d0b
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_pm10_chart_card_with_background.json
@@ -0,0 +1,33 @@
+{
+ "fqn": "simple_pm10_chart_card_with_background",
+ "name": "Simple PM10 chart card with background",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays historical fine and coarse particulate matter (PM10) values as a simplified chart with background. Optionally may display the corresponding latest PM10 value.",
+ "descriptor": {
+ "type": "timeseries",
+ "sizeX": 4.5,
+ "sizeY": 2,
+ "resources": [],
+ "templateHtml": "\n\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() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 500) {\\n\\tvalue = 500;\\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() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 500) {\\n\\tvalue = 500;\\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\":20,\"color\":\"#7CC322\"},{\"from\":20,\"to\":50,\"color\":\"#F89E0D\"},{\"from\":50,\"to\":150,\"color\":\"#F77410\"},{\"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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\",\"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\":\"bubble_chart\",\"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",
+ "particulate",
+ "matter",
+ "air",
+ "pm10"
+ ]
+}
\ No newline at end of file