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 f2db1c22a3..bf60c159af 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
@@ -45,6 +45,14 @@
     "simple_wind_speed_chart_card",
     "simple_wind_speed_chart_card_with_background",
     "wind_speed_and_direction",
-    "wind_speed_and_direction_with_background"
+    "wind_speed_and_direction_with_background",
+    "rainfall_card",
+    "rainfall_card_with_background",
+    "horizontal_rainfall_card",
+    "horizontal_rainfall_card_with_background",
+    "rainfall_chart_card",
+    "rainfall_chart_card_with_background",
+    "simple_rainfall_chart_card",
+    "simple_rainfall_chart_card_with_background"
   ]
 }
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_rainfall_card.json b/application/src/main/data/json/system/widget_types/horizontal_rainfall_card.json
new file mode 100644
index 0000000000..2e619546cb
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_rainfall_card.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "horizontal_rainfall_card",
+  "name": "Horizontal rainfall card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest rainfall telemetry data in a horizontal layout.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 5,
+    "sizeY": 1.5,
+    "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: '130px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'rainfall', label: 'Rainfall', 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\":\"Rainfall\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 4 - 2;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 8) {\\n\\tvalue = 8;\\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:weather-pouring\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":0,\"color\":\"#7191EF\"},{\"from\":0,\"to\":2.5,\"color\":\"#4B70DD\"},{\"from\":2.5,\"to\":7.6,\"color\":\"#305AD7\"},{\"from\":7.6,\"to\":null,\"color\":\"#234CC7\"}],\"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\":0,\"color\":\"#7191EF\"},{\"from\":0,\"to\":2.5,\"color\":\"#4B70DD\"},{\"from\":2.5,\"to\":7.6,\"color\":\"#305AD7\"},{\"from\":7.6,\"to\":null,\"color\":\"#234CC7\"}]},\"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 rainfall card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"mm\",\"decimals\":1,\"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": [
+    "weather",
+    "environment",
+    "rain",
+    "rainfall"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_rainfall_card_with_background.json b/application/src/main/data/json/system/widget_types/horizontal_rainfall_card_with_background.json
new file mode 100644
index 0000000000..c8aa515031
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_rainfall_card_with_background.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "horizontal_rainfall_card_with_background",
+  "name": "Horizontal rainfall card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a latest rainfall telemetry data in a horizontal layout with background.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 5,
+    "sizeY": 1.5,
+    "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: '130px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'rainfall', label: 'Rainfall', 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\":\"Rainfall\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 4 - 2;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 8) {\\n\\tvalue = 8;\\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:weather-pouring\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":0,\"color\":\"#6083EC\"},{\"from\":0,\"to\":2.5,\"color\":\"#4369DD\"},{\"from\":2.5,\"to\":7.6,\"color\":\"#2B54CE\"},{\"from\":7.6,\"to\":null,\"color\":\"#224AC2\"}],\"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\":0,\"color\":\"#6083EC\"},{\"from\":0,\"to\":2.5,\"color\":\"#4369DD\"},{\"from\":2.5,\"to\":7.6,\"color\":\"#2B54CE\"},{\"from\":7.6,\"to\":null,\"color\":\"#224AC2\"}]},\"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 rainfall card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"mm\",\"decimals\":1,\"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": [
+    "weather",
+    "environment",
+    "rain",
+    "rainfall"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/rainfall_card.json b/application/src/main/data/json/system/widget_types/rainfall_card.json
new file mode 100644
index 0000000000..a231670288
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/rainfall_card.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "rainfall_card",
+  "name": "Rainfall card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest rainfall 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: 'rainfall', label: 'Rainfall', 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\":\"Rainfall \",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 4 - 2;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 8) {\\n\\tvalue = 8;\\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:weather-pouring\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":0,\"color\":\"#7191EF\"},{\"from\":0,\"to\":2.5,\"color\":\"#4B70DD\"},{\"from\":2.5,\"to\":7.6,\"color\":\"#305AD7\"},{\"from\":7.6,\"to\":null,\"color\":\"#234CC7\"}],\"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\":0,\"color\":\"#7191EF\"},{\"from\":0,\"to\":2.5,\"color\":\"#4B70DD\"},{\"from\":2.5,\"to\":7.6,\"color\":\"#305AD7\"},{\"from\":7.6,\"to\":null,\"color\":\"#234CC7\"}]},\"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\":\"Rainfall card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"mm\",\"decimals\":1,\"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": [
+    "weather",
+    "environment",
+    "rain",
+    "rainfall"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/rainfall_card_with_background.json b/application/src/main/data/json/system/widget_types/rainfall_card_with_background.json
new file mode 100644
index 0000000000..1fe9cdb53e
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/rainfall_card_with_background.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "rainfall_card_with_background",
+  "name": "Rainfall card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a latest rainfall 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: 'rainfall', label: 'Rainfall', 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\":\"Rainfall \",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 4 - 2;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 8) {\\n\\tvalue = 8;\\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:weather-pouring\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":0,\"color\":\"#6083EC\"},{\"from\":0,\"to\":2.5,\"color\":\"#4369DD\"},{\"from\":2.5,\"to\":7.6,\"color\":\"#2B54CE\"},{\"from\":7.6,\"to\":null,\"color\":\"#224AC2\"}],\"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\":0,\"color\":\"#6083EC\"},{\"from\":0,\"to\":2.5,\"color\":\"#4369DD\"},{\"from\":2.5,\"to\":7.6,\"color\":\"#2B54CE\"},{\"from\":7.6,\"to\":null,\"color\":\"#224AC2\"}]},\"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\":\"Rainfall card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"mm\",\"decimals\":1,\"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": [
+    "weather",
+    "environment",
+    "rain",
+    "rainfall"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/rainfall_chart_card.json b/application/src/main/data/json/system/widget_types/rainfall_chart_card.json
new file mode 100644
index 0000000000..3a19b6e833
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/rainfall_chart_card.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "rainfall_chart_card",
+  "name": "Rainfall chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a rainfall 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: 'rainfall', label: 'Rainfall', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'mm', decimals: 1 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'rainfall', 'mm', 1);\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\":\"Rainfall\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 4 - 2;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 8) {\\n\\tvalue = 8;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"mm\",\"decimals\":1,\"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\":0,\"color\":\"#7191EF\"},{\"from\":0,\"to\":2.5,\"color\":\"#4B70DD\"},{\"from\":2.5,\"to\":7.6,\"color\":\"#305AD7\"},{\"from\":7.6,\"to\":null,\"color\":\"#234CC7\"}],\"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() * 4 - 2;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 8) {\\n\\tvalue = 8;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"mm\",\"decimals\":1,\"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() * 2 - 1;\\nif (value < -3) {\\n\\tvalue = -3;\\n} else if (value > 3) {\\n\\tvalue = 3;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"mm\",\"decimals\":1,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1691927717318,\"endTimeMs\":1692014117318},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"stack\":false,\"fontSize\":10,\"fontColor\":\"#545454\",\"showTooltip\":true,\"tooltipIndividual\":false,\"tooltipCumulative\":false,\"hideZeros\":false,\"grid\":{\"verticalLines\":true,\"horizontalLines\":true,\"outlineWidth\":1,\"color\":\"#545454\",\"backgroundColor\":null,\"tickColor\":\"#DDDDDD\"},\"xaxis\":{\"title\":null,\"showLabels\":true,\"color\":\"#545454\"},\"yaxis\":{\"min\":null,\"max\":null,\"title\":null,\"showLabels\":true,\"color\":\"#545454\",\"tickSize\":null,\"tickDecimals\":0,\"ticksFormatter\":\"\"},\"shadowSize\":4,\"smoothLines\":false,\"comparisonEnabled\":false,\"xaxisSecond\":{\"axisPosition\":\"top\",\"title\":null,\"showLabels\":true},\"showLegend\":true,\"legendConfig\":{\"direction\":\"column\",\"position\":\"bottom\",\"sortDataKeys\":false,\"showMin\":false,\"showMax\":false,\"showAvg\":true,\"showTotal\":false,\"showLatest\":false},\"customLegendEnabled\":false,\"showSubtitle\":true,\"subtitle\":\"${entityName}\",\"subtitleFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"subtitleColor\":\"rgba(0, 0, 0, 0.38)\",\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"dateColor\":\"rgba(0, 0, 0, 0.38)\",\"showChart\":true,\"chartColor\":\"rgba(0, 0, 0, 0.87)\",\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Rainfall\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:weather-pouring\",\"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": [
+    "weather",
+    "environment",
+    "rain",
+    "rainfall"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/rainfall_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/rainfall_chart_card_with_background.json
new file mode 100644
index 0000000000..75543ca962
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/rainfall_chart_card_with_background.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "rainfall_chart_card_with_background",
+  "name": "Rainfall chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a rainfall 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: 'rainfall', label: 'Rainfall', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'mm', decimals: 1 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'rainfall', 'mm', 1);\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\":\"Rainfall\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 4 - 2;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 8) {\\n\\tvalue = 8;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"mm\",\"decimals\":1,\"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\":0,\"color\":\"#6083EC\"},{\"from\":0,\"to\":2.5,\"color\":\"#4369DD\"},{\"from\":2.5,\"to\":7.6,\"color\":\"#2B54CE\"},{\"from\":7.6,\"to\":null,\"color\":\"#224AC2\"}],\"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() * 4 - 2;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 8) {\\n\\tvalue = 8;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"mm\",\"decimals\":1,\"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() * 2 - 1;\\nif (value < -3) {\\n\\tvalue = -3;\\n} else if (value > 3) {\\n\\tvalue = 3;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"mm\",\"decimals\":1,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1691927717318,\"endTimeMs\":1692014117318},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"stack\":false,\"fontSize\":10,\"fontColor\":\"#545454\",\"showTooltip\":true,\"tooltipIndividual\":false,\"tooltipCumulative\":false,\"hideZeros\":false,\"grid\":{\"verticalLines\":true,\"horizontalLines\":true,\"outlineWidth\":1,\"color\":\"#545454\",\"backgroundColor\":null,\"tickColor\":\"#DDDDDD\"},\"xaxis\":{\"title\":null,\"showLabels\":true,\"color\":\"#545454\"},\"yaxis\":{\"min\":null,\"max\":null,\"title\":null,\"showLabels\":true,\"color\":\"#545454\",\"tickSize\":null,\"tickDecimals\":0,\"ticksFormatter\":\"\"},\"shadowSize\":4,\"smoothLines\":false,\"comparisonEnabled\":false,\"xaxisSecond\":{\"axisPosition\":\"top\",\"title\":null,\"showLabels\":true},\"showLegend\":true,\"legendConfig\":{\"direction\":\"column\",\"position\":\"bottom\",\"sortDataKeys\":false,\"showMin\":false,\"showMax\":false,\"showAvg\":true,\"showTotal\":false,\"showLatest\":false},\"customLegendEnabled\":false,\"showSubtitle\":true,\"subtitle\":\"${entityName}\",\"subtitleFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"subtitleColor\":\"rgba(0, 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Rainfall\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:weather-pouring\",\"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": [
+    "weather",
+    "environment",
+    "rain",
+    "rainfall"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_rainfall_chart_card.json b/application/src/main/data/json/system/widget_types/simple_rainfall_chart_card.json
new file mode 100644
index 0000000000..2fcc6ca760
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_rainfall_chart_card.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "simple_rainfall_chart_card",
+  "name": "Simple rainfall chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays historical rainfall values as a simplified chart. Optionally may display the corresponding latest rainfall 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: 'rainfall', label: 'Rainfall', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'rainfall', 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\":\"Rainfall\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 4 - 2;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 8) {\\n\\tvalue = 8;\\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() * 4 - 2;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 8) {\\n\\tvalue = 8;\\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\":0,\"color\":\"#7191EF\"},{\"from\":0,\"to\":2.5,\"color\":\"#4B70DD\"},{\"from\":2.5,\"to\":7.6,\"color\":\"#305AD7\"},{\"from\":7.6,\"to\":null,\"color\":\"#234CC7\"}],\"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\":\"Rainfall\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:weather-pouring\",\"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\":1,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"mm\",\"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": [
+    "weather",
+    "environment",
+    "rain",
+    "rainfall"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_rainfall_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/simple_rainfall_chart_card_with_background.json
new file mode 100644
index 0000000000..9b3d56233b
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_rainfall_chart_card_with_background.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "simple_rainfall_chart_card_with_background",
+  "name": "Simple rainfall chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays historical rainfall values as a simplified chart with background. Optionally may display the corresponding latest rainfall 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: 'rainfall', label: 'Rainfall', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'rainfall', 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\":\"Rainfall\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 4 - 2;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 8) {\\n\\tvalue = 8;\\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() * 4 - 2;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 8) {\\n\\tvalue = 8;\\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\":0,\"color\":\"#6083EC\"},{\"from\":0,\"to\":2.5,\"color\":\"#4369DD\"},{\"from\":2.5,\"to\":7.6,\"color\":\"#2B54CE\"},{\"from\":7.6,\"to\":null,\"color\":\"#224AC2\"}],\"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\":\"Rainfall\",\"dropShadow\":true,\"enab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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\":1,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"mm\",\"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": [
+    "weather",
+    "environment",
+    "rain",
+    "rainfall"
+  ]
+}
\ No newline at end of file