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 ed52d20f5e..64f427fd69 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
@@ -145,6 +145,16 @@
"co2_chart_card",
"co2_chart_card_with_background",
"simple_co2_chart_card",
- "simple_co2_chart_card_with_background"
+ "simple_co2_chart_card_with_background",
+ "flooding_level_card",
+ "flooding_level_card_with_background",
+ "horizontal_flooding_level_card",
+ "horizontal_flooding_level_card_with_background",
+ "flooding_level_chart_card",
+ "flooding_level_chart_card_with_background",
+ "simple_flooding_level_chart_card",
+ "simple_flooding_level_chart_card_with_background",
+ "flooding_level_progress_bar",
+ "flooding_level_progress_bar_with_background"
]
}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/flooding_level_card.json b/application/src/main/data/json/system/widget_types/flooding_level_card.json
new file mode 100644
index 0000000000..6a96ac6457
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/flooding_level_card.json
@@ -0,0 +1,29 @@
+{
+ "fqn": "flooding_level_card",
+ "name": "Flooding level card",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays a latest flooding level 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: 'flooding', label: 'Flooding level', type: 'timeseries' }];\n }\n };\n};\n\nself.onDestroy = function() {\n};\n",
+ "settingsSchema": "",
+ "dataKeySettingsSchema": "",
+ "settingsDirective": "tb-value-card-widget-settings",
+ "hasBasicMode": true,
+ "basicModeDirective": "tb-value-card-basic-config",
+ "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Flooding level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\n}\\nreturn value;\\n\",\"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\":\"flood\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#234CC7\"},{\"from\":1,\"to\":3,\"color\":\"#F36900\"},{\"from\":3,\"to\":null,\"color\":\"#D81838\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"valueFont\":{\"size\":36,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#234CC7\"},{\"from\":1,\"to\":3,\"color\":\"#F36900\"},{\"from\":3,\"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\":\"Flooding level card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"m\",\"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",
+ "flood",
+ "flooding"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/flooding_level_card_with_background.json b/application/src/main/data/json/system/widget_types/flooding_level_card_with_background.json
new file mode 100644
index 0000000000..351a40fe8b
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/flooding_level_card_with_background.json
@@ -0,0 +1,29 @@
+{
+ "fqn": "flooding_level_card_with_background",
+ "name": "Flooding level card with background",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays a latest flooding level 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: 'flooding', label: 'Flooding level', type: 'timeseries' }];\n }\n };\n};\n\nself.onDestroy = function() {\n};\n",
+ "settingsSchema": "",
+ "dataKeySettingsSchema": "",
+ "settingsDirective": "tb-value-card-widget-settings",
+ "hasBasicMode": true,
+ "basicModeDirective": "tb-value-card-basic-config",
+ "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Flooding level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\n}\\nreturn value;\\n\",\"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\":\"flood\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#224AC2\"},{\"from\":1,\"to\":3,\"color\":\"#F77410\"},{\"from\":3,\"to\":null,\"color\":\"#DE2343\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"valueFont\":{\"size\":36,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#224AC2\"},{\"from\":1,\"to\":3,\"color\":\"#F77410\"},{\"from\":3,\"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\":\"Flooding level card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"m\",\"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",
+ "flood",
+ "flooding"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/flooding_level_chart_card.json b/application/src/main/data/json/system/widget_types/flooding_level_chart_card.json
new file mode 100644
index 0000000000..f9cb12eb81
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/flooding_level_chart_card.json
@@ -0,0 +1,32 @@
+{
+ "fqn": "flooding_level_chart_card",
+ "name": "Flooding level chart card",
+ "deprecated": false,
+ "image": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAACgCAMAAAB+IdObAAAAzFBMVEXg4ODf39/g4ODg4OAAAAD////g4OAjTMfs7Ozj4+PIyMjz8/PPz89YWFjn5+chISHCwsKsrKw9PT3x8fHa2tr5+fmQkJC2tra8vLx0dHQ7OzsvLy/V1dXk6fjU1NRaedW6urqCgoLI0vFKSko+Ys7b29tmZmby9Puesed1j9yenp4wV8uRpeODmt+tvOokJCSsvOpMbdJDQ0MZGRkRERHW3fViYmK6x+4/Ys4xV8pohNj39/ewsLChoaGsu+rm5uaDm+DAwMCTk5Nra2s4GVQ3AAAABXRSTlPvIL+vAC9A4IoAAAhzSURBVHja7Z2HetowFEbT8bvWsPHGKy6EMkKSrnTv8f7v1CsDJphVmmBM6sOwLNl8OlxdyR9JyMnjBw9PtGPn0YPHJw9OXBw9Lmk8ugceZELDCveCk/siojUiNaMRqRuNSN1oROpGI1I3Vol0X3/FIswtV2AJtqlmmQpEvr5pXSfvJHJSg2CGjUUc3jFKvW4t9btVpcmyiNZSXE/7yVuMMRj2LCpsEiCHw51Fis1F2EIMDyuivbi+fhNfv3FnIiBIJOrFAZjTc1J0EyPhtgHHMBzXdXq91kQkb+120Y2Y0XP4gUW+vnvzRrqt668zEcPokkgnBkuYESAw1Hs/EemgZ9sx0qlIFCGIuAOH2wPYxoFF8PPN9Tv5uvVucWgFA5UYDgenZyrmIlw1RGBTESNxnAESco6odGiRd69fvMnvXxaGFu+prg4CjA1XRaQQGRtFRLoRXIYgjihsVHHoiEhtci/lSNdJArC4l1BXHWcu4saOM8uR2HA6dEYKqkzGBxaJXr94kd+/YBG3mLVUcU7KOvHyekOlv6QuK7vbcxIbh+deX6IcJf+RiMBf4+tLL29iDVWLiHbfWqHyXccSnhASi5jcxzoqFvFM6Lqn+55u9b22noUZOOd+aFGbRaXQFyHXYVlctFPR5pk6h0tkoZLioaAC7QiUqVpEmvmTkGYGqaNthqINKTxVHcISmpfpCFURUkWkTfVt3fQtZHSI6UHXQ2FhJdVGRIP+PRfxIIXf7vf9QsSim+lJAQ7rpojeDwWnM3OR0OS1EPHbMhRmyCcikBkHiVBNIaJzKfNiJmcRyTgdSKVcRLZrIQIIpeMXYjdq19aJ0s56mnWkEak9/7OIX5oIUAu2iZghPdpQSL9Y7CdkUA1S9OvgslXEFrDa0KUHumXcJxGLC18jDQlq4KHQ/LxBygw7ULVIJgWJmH5bLXrC00hE8y0habdNt5Aq6Qhd87y+H2IHqhbxwoyGlkxzEXhePrTCQsSCVCIiv1SxsAOVi5hfVI812y9EpMb9UGtPImKGUxGTU9UOVCzi+xDQIUx6VlsfELqJeYWmqwPUcaZZ56H19/jSEvh76iuyG41II3IsNCJ1oxGpG41I3WhE6kYjUjcakbrRiKzlbHQ5OhuizOkNQNRdZHTxRHFxiRKvnsw5A1Fvkcuis+dY5OKoRF6qYFxdXj2j7Qg3GT45KpGn1Mu3KiHI5ONCnrxd6n+dRU6LITUq9/uMKm6d5KlLTzzdv8hL1f1iJF3hBs+pAv/A58+fxeephtFigBFxoGPvV+Rq/rZ/ePLkU2kW+Ih/wNV13UUOcx0Ge8AZ3HHAOvsUOSeR+Wz7rOT4dHh2eTl6i50wGWOmCgdnAIl04yB20Y2CvUZE5fqsWBL5RBGZzMBPd0oVrf/OUz20A56LRLa6w+6M2UFEaL/g4y5BSeW7rMhuNbQi1yGlIEBwGJELFYvR83O1wjwb4q+J7PjXAFO6LikYY5U66aEicvry/CzfKpP3u/zK5HXMsJrqRcoLyifsYBIxVC7yaasI8WHWUuOVfXH6fbU2bGpFqbXIjQXxgnL7eEWeF4l8SqWrUqyGhWIeqzqLDNUcW7rqQnEROSqS/Vxtz0ano5fYHc8yq7mMfzmdZJ/laldPf+TbC6o4zVumih/ORs/eX73/FxMTXHIZ7lPkbX4Ncnl+oYRmWXM5CQnxadJyDiWC03M8/4YdkZoSkbAgxR5FqL8zLovcuMJEacar4b+LENWI4IzmXeJiNN2l4ilyXk5bLoe4nYipQ0Mfmr9PEeL0/fPnb+d7Z8PVLaQ3xHBYz1lrF2o9/e5AI9KIHAuNSN1oROpGI1I3GpG6sSSScYljZElE9gWOkSURU3AfhBB1+GOK9VD/toggEyBCefDkYQF3sQ7J5WYRXfahsHBomNNLWokRdNLVIdksUnDwTGFOAKSdwIjJpttBGV8cx/SbkscUl48HcRJ1jnIdSZMAC/AoIZejE1EeS3SixIn4HYt0Ioa/gQ8GUTcY2+zfPZZd7lLEiR0bW2FGqxtEkWEkPfeWHgX2oEUudyUyjl077jFsxO22DDYtxoPtQTZmkMcmXOXC7kSEqXCwqBVgPW6QGHx+Rtzd+ppRMGVrrMnlbiISxVDYsbM2KLYTdxaHyxgb6Q2qv4xnLVYMnq6LFXAaHm7JrJViA0HM9iPi6uuJfxdFGcfjpXbS6PaXaqM409dityx9R26/stsLb17Qilg5xwcMKzCMzdcjVQ8t5owX93uOXc7xlbhxd0OCVC8SxMshMtismMR8w/pgr02Q6kVYq4MSxUzMtywB42RlhzstjupFomh13jhsaapapuu4qxNknyLcmDLoLMyiDMSqoKgc34Lbi1ZOAnsVYfaUKHbmE9P6dy/l2A5LxisTpKKhZRstwy4y/TYs5wOnin2I6HJSUapmk7CwxMYtCRx2Jwnim5tFOCworJVhMXq4NUaP32CHBNnpw4fiVwpCy1uR0HcxnN24dYN/fUUr3C5S70/m/jZHpNbGMbIkAv0oA1LXT1EakeOnEakb91ckwxzhl76iauEHDroHeKgLSyJteviagN8XvkVtxXcgwfQkTA2iLWCas+8Qmx2t6b6qrZTtItwMEWqWUCKTb9LSLF9qXOqyL/VQeDL1SESGuQjVgGvc9HiaoUq2i2TyCzTuQYqpiAVPs6jngktL7VphqiKUZkrEk206yzOpbKFKtouojmUIRS7CaSekIFnClJ4mLIQk6AslgtAC/NAP6RBpSl3USURK6fd5Cp336UEVqSQnmZJRavo81ZBqPs8VdQh1cp+rRm76dCZ2peLp18IWaHj9m0SzjjQidacRqRuNSN1oROpGI1I37pHICe4F2snD+/Evmx/dn3+i/fjBI+3YOXn44PEffvfx713DlFEAAAAASUVORK5CYII=",
+ "description": "Displays a flooding level data as a combination of the latest and aggregated values. Optionally may display the corresponding historical values as a simplified chart.",
+ "descriptor": {
+ "type": "timeseries",
+ "sizeX": 4.5,
+ "sizeY": 3.5,
+ "resources": [],
+ "templateHtml": "\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: 'flooding', label: 'Flooding level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'm', decimals: 1 }\n ];\n },\n defaultLatestDataKeysFunction: function(configComponent, configData) {\n return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'flooding', 'm', 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\":\"Flooding level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\n}\\nreturn value;\\n\",\"aggregationType\":null,\"units\":\"m\",\"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\":null,\"to\":1,\"color\":\"#234CC7\"},{\"from\":1,\"to\":3,\"color\":\"#F36900\"},{\"from\":3,\"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() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\n}\\nreturn value;\\n\",\"aggregationType\":null,\"units\":\"m\",\"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() * 1 - 0.5;\\nif (value < -1.5) {\\n\\tvalue = -1.5;\\n} else if (value > 1.5) {\\n\\tvalue = 1.5;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"m\",\"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\":\"Flooding level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"flood\",\"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",
+ "flood",
+ "flooding"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/flooding_level_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/flooding_level_chart_card_with_background.json
new file mode 100644
index 0000000000..c70b9d88f4
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/flooding_level_chart_card_with_background.json
@@ -0,0 +1,32 @@
+{
+ "fqn": "flooding_level_chart_card_with_background",
+ "name": "Flooding level chart card with background",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays a flooding level data as a combination of the latest and aggregated values with background. Optionally may display the corresponding historical values as a simplified chart.",
+ "descriptor": {
+ "type": "timeseries",
+ "sizeX": 4.5,
+ "sizeY": 3.5,
+ "resources": [],
+ "templateHtml": "\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: 'flooding', label: 'Flooding level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'm', decimals: 1 }\n ];\n },\n defaultLatestDataKeysFunction: function(configComponent, configData) {\n return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'flooding', 'm', 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\":\"Flooding level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\n}\\nreturn value;\\n\",\"aggregationType\":null,\"units\":\"m\",\"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\":null,\"to\":1,\"color\":\"#224AC2\"},{\"from\":1,\"to\":3,\"color\":\"#F77410\"},{\"from\":3,\"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() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\n}\\nreturn value;\\n\",\"aggregationType\":null,\"units\":\"m\",\"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() * 1 - 0.5;\\nif (value < -1.5) {\\n\\tvalue = -1.5;\\n} else if (value > 1.5) {\\n\\tvalue = 1.5;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"m\",\"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\":\"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\":\"Flooding level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"flood\",\"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",
+ "flood",
+ "flooding"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/flooding_level_progress_bar.json b/application/src/main/data/json/system/widget_types/flooding_level_progress_bar.json
new file mode 100644
index 0000000000..b6e1d91994
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/flooding_level_progress_bar.json
@@ -0,0 +1,30 @@
+{
+ "fqn": "flooding_level_progress_bar",
+ "name": "Flooding level progress bar",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays flooding level reading as a horizontal progress bar. Allows to configure value range, bar colors, and other settings.",
+ "descriptor": {
+ "type": "latest",
+ "sizeX": 3,
+ "sizeY": 2,
+ "resources": [],
+ "templateHtml": "\n",
+ "templateCss": "",
+ "controllerScript": "self.onInit = function() {\n self.ctx.$scope.progressBarWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n self.ctx.$scope.progressBarWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n return {\n maxDatasources: 1,\n maxDataKeys: 1,\n singleEntity: true,\n previewWidth: '280px',\n previewHeight: '180px',\n embedTitlePanel: true,\n defaultDataKeysFunction: function() {\n return [{ name: 'flooding', label: 'Flooding level', type: 'timeseries' }];\n }\n };\n};\n\n\nself.onDestroy = function() {\n};\n",
+ "settingsSchema": "",
+ "dataKeySettingsSchema": "",
+ "settingsDirective": "tb-progress-bar-widget-settings",
+ "hasBasicMode": true,
+ "basicModeDirective": "tb-progress-bar-basic-config",
+ "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Flooding level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\n}\\nreturn value;\\n\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"layout\":\"default\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":24,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#234CC7\"},{\"from\":1,\"to\":3,\"color\":\"#F36900\"},{\"from\":3,\"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';\"},\"tickMin\":0,\"tickMax\":5,\"showTicks\":true,\"ticksFont\":{\"family\":\"Roboto\",\"size\":11,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"ticksColor\":\"rgba(0,0,0,0.54)\",\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"barColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#234CC7\"},{\"from\":1,\"to\":3,\"color\":\"#F36900\"},{\"from\":3,\"to\":null,\"color\":\"#D81838\"}]},\"barBackground\":\"rgba(0, 0, 0, 0.04)\"},\"title\":\"Flooding level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"m\",\"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\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"titleIcon\":\"flood\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"18px\",\"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},\"titleColor\":\"rgba(0, 0, 0, 0.87)\"}"
+ },
+ "externalId": null,
+ "tags": [
+ "progress",
+ "weather",
+ "environment",
+ "flood",
+ "flooding"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/flooding_level_progress_bar_with_background.json b/application/src/main/data/json/system/widget_types/flooding_level_progress_bar_with_background.json
new file mode 100644
index 0000000000..66351866eb
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/flooding_level_progress_bar_with_background.json
@@ -0,0 +1,30 @@
+{
+ "fqn": "flooding_level_progress_bar_with_background",
+ "name": "Flooding level progress bar with background",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays flooding level reading as a horizontal progress bar with background. Allows to configure value range, bar colors, and other settings.",
+ "descriptor": {
+ "type": "latest",
+ "sizeX": 3,
+ "sizeY": 2,
+ "resources": [],
+ "templateHtml": "\n",
+ "templateCss": "",
+ "controllerScript": "self.onInit = function() {\n self.ctx.$scope.progressBarWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n self.ctx.$scope.progressBarWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n return {\n maxDatasources: 1,\n maxDataKeys: 1,\n singleEntity: true,\n previewWidth: '280px',\n previewHeight: '180px',\n embedTitlePanel: true,\n defaultDataKeysFunction: function() {\n return [{ name: 'flooding', label: 'Flooding level', type: 'timeseries' }];\n }\n };\n};\n\n\nself.onDestroy = function() {\n};\n",
+ "settingsSchema": "",
+ "dataKeySettingsSchema": "",
+ "settingsDirective": "tb-progress-bar-widget-settings",
+ "hasBasicMode": true,
+ "basicModeDirective": "tb-progress-bar-basic-config",
+ "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Flooding level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\n}\\nreturn value;\\n\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"layout\":\"default\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":24,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#224AC2\"},{\"from\":1,\"to\":3,\"color\":\"#F77410\"},{\"from\":3,\"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';\"},\"tickMin\":0,\"tickMax\":5,\"showTicks\":true,\"ticksFont\":{\"family\":\"Roboto\",\"size\":11,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"ticksColor\":\"rgba(0,0,0,0.54)\",\"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}},\"barColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#224AC2\"},{\"from\":1,\"to\":3,\"color\":\"#F77410\"},{\"from\":3,\"to\":null,\"color\":\"#DE2343\"}]},\"barBackground\":\"rgba(0, 0, 0, 0.04)\"},\"title\":\"Flooding level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"m\",\"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\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"titleIcon\":\"flood\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"18px\",\"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},\"titleColor\":\"rgba(0, 0, 0, 0.87)\"}"
+ },
+ "externalId": null,
+ "tags": [
+ "progress",
+ "weather",
+ "environment",
+ "flood",
+ "flooding"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_flooding_level_card.json b/application/src/main/data/json/system/widget_types/horizontal_flooding_level_card.json
new file mode 100644
index 0000000000..a37a2032b4
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_flooding_level_card.json
@@ -0,0 +1,29 @@
+{
+ "fqn": "horizontal_flooding_level_card",
+ "name": "Horizontal flooding level card",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays a latest flooding level 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: 'flooding', label: 'Flooding level', type: 'timeseries' }];\n }\n };\n};\n\nself.onDestroy = function() {\n};\n",
+ "settingsSchema": "",
+ "dataKeySettingsSchema": "",
+ "settingsDirective": "tb-value-card-widget-settings",
+ "hasBasicMode": true,
+ "basicModeDirective": "tb-value-card-basic-config",
+ "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Flooding level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\n}\\nreturn value;\\n\",\"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\":\"flood\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#234CC7\"},{\"from\":1,\"to\":3,\"color\":\"#F36900\"},{\"from\":3,\"to\":null,\"color\":\"#D81838\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"valueFont\":{\"size\":36,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#234CC7\"},{\"from\":1,\"to\":3,\"color\":\"#F36900\"},{\"from\":3,\"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 flooding level card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"m\",\"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",
+ "flood",
+ "flooding"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_flooding_level_card_with_background.json b/application/src/main/data/json/system/widget_types/horizontal_flooding_level_card_with_background.json
new file mode 100644
index 0000000000..0dbe99ca95
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_flooding_level_card_with_background.json
@@ -0,0 +1,29 @@
+{
+ "fqn": "horizontal_flooding_level_card_with_background",
+ "name": "Horizontal flooding level card with background",
+ "deprecated": false,
+ "image": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAACgCAMAAAB+IdObAAAC+lBMVEUAAACQnK3P0NWdrLWutMB6iJpYbYFoe4y3vso9UmjIzc/c3+G9xs8VKz/n7eunr7q5v8gXLD++wciZqLJZcodNZXlje5ATJTVcc4xgd4vt7/Hs7fDq7O/n6u3o6+7m6ezi5uri5ejl6Ovu8PIiSsHg5Ojv8fPf4+fj5+re4ubd4eXp7O/a3+Tk6Ovx8vTp6+3b4OXZ3uLV2t/T2d7T2NzS19zX3ODy8/Xd4OTBxc3c3+PY3eG8wsq4vca/w8vr7PDQ1tvCx9CTobDg4+bFydCzu8axusN7iZrN1NnN0diPnazU2t63v8m6v8ivt8LFy9O2vMSzucKFk6RwgpKAkqNxhJbLz9a/wsaPnq59jZ1sfpFgc4bX2t3P1dqMmquEkaGCj55qfI3P0dTJzdO3ur2jrrt2h5pidor09fbZ29/NztK9w83Dxcmos8F4jJ5dd4vS1du1vcivucWFlqYLHy2+xs6xtsCKmadZbH89V2zl5+rW1tnP09mVpLNqgZRbcoacrdvS09fJztZUcs2stcCmr7yTnqpyhpl2iJZKYXWlsr+nrriaprJcb4JOZnuutLyhq7Rle41neYpWcIVFXHFQUVLJy88uVMSjq7ifq7iYprWHmKlSbIEEGieHm9jFyM2cp7WmqKuJlaOcnqGDhIYkO0zb3uJshtK4wcu8vsGrs720trmxtLeaqreYorJ9j6F/jKB2i5tSaXuCmNWpsLufrbt3g5KNj5EtSFseNEQ5OToOIjCquOCst8Sio6ZGY3hAXHE4UWgnQlXU2uu1weJffM9dXl+nsrqtsLSfp7SqrbCZoq5kfJE3UGMxTWEVJjXf5O6fqLiPmKZneIQZLT03NzjZ3ul6ktagp6+Rm6KgsN+Tpddmgc2XoasTKjnP1+nj5OQ7XseXmpyEjppwfpF7fYBCT1s1SFYPJjbI0Oa9xtM6XsZpa2+6xeRERUbO1eXFzNdHaMpdaHRQX20rKyzc3+SYqdhJWWY8XsePotR2jtM6XsceHh8SKjRwUGBfAAAAGnRSTlMAICAgICAgICAgICAgICBEv0Df39/fv79QQGvclHYAABniSURBVHja7MGBAAAAAICg/akXqQIAAAAAAAAAWKNgFIyCUTAKRsEoGAUAjYJRMApGAYB3MUgBGIhBIDUWRMP+/7lNjv3AzkEc0JsYfwKboEip+WyulA2DJbFlB+p9ulVV7wxX4GHKCXJOAuijYI4NAIhBEAA+ilHi7z9vlIqCYyo5hLw73tW+lSPhwDAvZETTDd49KqR/vCllfQjaCJZdZlQKKuIS0jmodHybJ36hnGlZWVlJEDxtGhBn5YSvXLP6xKn+gEJbH78VrkU+Pi1rZ7o6NnmaZgX42Pjb2TXVeBa4+PqG1YSFudjZHu9JW2TbUuhiEtMUVuOS1HgxW0kms6BKv6ogs7ra0NPOF0DxHKy0EQRgHO8bWOi1UPoEhdQeRmaGDsxO2JLZnelhl7RJs3Sj0G4KqeC0Mbmk2Fx2wy4elgjCSkCRKOIhiBcvXjYavehFD4GAPoEiXl2/03f8/yASCC1hnvykZrlsURRcCNm/iPodPhnKcbfxV4xjGsazSXM6V2rKTqNrl2p2/7ix0Cp9cyrCxEoS8z3gjlJ357dfT3oKpgfd4uVNhyEWvJrJHOkAJVl4zbaTpPa87NnV0ciPricaNNkv4/diwdNWtjUIJQBgiejfKaUgwRi4sUso5iy/sJfvmbrl8rqn6547++71m7c/cpQSaflScAhZKDMNBNQ19X9EBPPSLyKnBz4akWo8TuJmDAvtZru8iM6cs/XVL3zadj+fH25+Alv7VyGBnLiEGIOBPAgu78eVowJFTrfoD7UhQn+U9GdevIyiVLI0DcYCjarVnd1dFZ76UTS5vqn0fUBW5jWNGd625xmsIJSEEFMXSyEyFDUpwYTzIN8ZgpaFabulL8/Vp1brIVdf3irlPoRKDE6kAbX/G2vsiYmy+U0aDuM4f4LnQsuA8DYmDS+tK7SVDuhWoaX40vkCvpFFEU1AA+qGJhBGVKagMQbjQTOTxZBojCGLFw96MWQn3YUdlizRk0cvXn1+7Yh+E3758euP7/N8nucpsszxFE3PSAXuJdPpPBufF2JaV1WPZa/y2Z2elr1y8/GJ7t2LK7Xrqysbi7unn578+JMr1ORan2WrDNf9tloS2vcfrg+/t1Wtcv57R+SyalVUBqutA6bB0tpcezjo1BiOr41f75xa3wFtzm9uPrlwTOWUSvp6UgGGdFYZFIoNWWQyMsMysgjlZQoaz5bSyfejQVKscQIvlePL+XK5rpUpEp+K5KgOo7SH4TvvywI716+UODYQoCXhqiQxo2FPjmjl2tZQydZeNhpXrsydP3Pp0Zcz74ori+vre7mVi4vcmfvzr+gE1+mynWyzyXBvFI5/vra1vdvKMrUuz3bEntyt8S1FTJgq167dubGltJr5TJAZ76x/VXfHP4493P5w5tb2OMGLSbFVFdNikpGVdmvlisAUGB6Gik2XeNgwb0pvkjeOD9aetwZyIqNRzYKWkzTKtuzNyHJnPOz219cGa1sct1WqqaoslTNNXualera/1euojcXxqMKxhYLaVaXe5u2H7e+fj5/IrmRmyL29vcb7Ez++yymFr3HcuX4hT5Wyq9c3R/32rdO9fnc05BhWYNID5tPRBw8ypgTPVp63ktlSNVHlVJGhcyV+fA90/isrlSkpX69qgiBkmgm2Uq3X60VKkup1TdLy9XpGW2hqzQf9ijgQEk1pIxiOx8sbZm98w2uj0kK3mStWWy1RqWYSWlYrRKk6RYfKkkQVi5LKs3I1leCrUowqh1Ox3s1T8/eeXJB7j490GsXiSiRSvHk20ShsTFOSkhx+y+S8tpAUyyis8PXoSEmXvqbFkJZgssPB/JOj7/qmUkWsckImiJnNFsthzOFyWJYjQSoVmCLhC8jhwOCJz2fRZcYwzAFHsKBzwmq323HCgrkOXb58+RAssPpdDsyCW3G4bMbA10ccxgwnByzY5LckCXdwAkxJq807Q4dCoWAwmEqlwlSIDkSD4VAgbrOS6LnF7HD5D4H8LsxC4na7FUeyLk/ZhJv32sqoWzDtrq11eIEGZ/NhiIwieKajqej0QQviQHLokPsgkBriwHQM3Gq14j6z2ezwX56AoGjoGYnCGykjX+Sz74UM0CkOIITP4iOtHqc3Eg2GUsFgKBymYjEqSNOpcCg67bTjelTHBMShRzU4gGhqytMcbamFVMA0f/TFXE3zowhGwc3kcnx2Nu7xmfUK+kEuFxzvC5vITFg9HuiGfs0PCAaEH1XeAEf56zmDEIneD7Q3OAgDhMDtNqc7Pg0gIQCJ5RcWFmLhVIiiwnQEQAjk4wLpmWDwOwIx4KhVuN1jt1bYZ7kAY7oxd2QpLUF4YPVBwaHlkKDH6tOT1kkgPX0k/kHo1zxO55SdgCvg7zemCtUDhNIkSYL4RwLGsEN72Bo3SBxEEIgj7nbHZ2lohk6yAIKmxGDAZm04zDty0UFceqsJEgdvH/KxoFJojUVVXDIdeft2VWnqTbeg0EYOlkn5XZNaGMO9j4GKcdDpdh4k9GKhOECiNx6kYxLIRScxwCYjCTsk6Ich4HB73e7pQDAci4XpAB3K6yRhmLPotIeEu4gDyXgrAQQoDGvdOHext/2ubTr74NPq0hvj1EdAHyZvgtGR/VkwXpVJVjAOMJ5Op4cwEoUVemJwEBYjTyD5b7j0LcjYolqh1wt9wMfrdrpnoyEqlqeCMzN0GDjy4WAgEpn1epAdNomPnCE2CRxGdrphufv7z4dzppPir6Wz14AAztDfwz8SY67NpNWq/2tMQFAx7fa/TJbbbwxRHMf379jO5ZzpGTN7GVSpze5DsRGhD14IEo3YECkiQXhoI9mmiLg8juKhLjsl0nqQpp3YVF+0G/FSodtGK+jKqlKtSwnhwfc3Z1zOw8zszNlzfp/z+/6+59g2c3SFTC7aqOBOSUNfTSYkLBEaBi0UFz1KhzAIwMA1GMc0OTNTmaZVzc1r6jPJuhVrmokjZoGQQAJtSY5Qkv8EQyOfmenu7r4X2X5s8/2jZ6X5yKbIxKFBVEtqdM5tNeD8G4nDTQ4M8kSQUmcSMBkKRf+v/T+fIqkaYRH4t21Qc2zGGGestZVl0w0rm6Go+hWZhqb6poZMOsa5ZTmakqDApTRonAR5lkI5/yPSz2NjY2/fRq58/Hjybr+00WjQ+cGnWx8IhBKA6FRe8bzCnkIofgxkm3OW1wJ3JhegfM+1SSBZY9RV6ie8ywCCj7A6ZsViFkgoG0QB64PGWDyD4iBNNZCmUqmvcQjONBI1CvKvwiqk10jz1ci7yZhJAU9n3nTfm4ncWXtg05bDAJGc6D0thJiefBBQ1QKEuX7vtoKntuTglbkWg61cVea+0v6Kr16azbajU7FtSXtayWk30zWpdKLgwVMSCQ0aIHshg6Ep9cBrdZREHKph4EA2OLMdxJnQjGwm9KuGhR99+dlYKpkCiq4MTubRJkOXgYw1adrQ57JlweXSjYHrpzdE9q5ft/3aXjXkRK1MCNlGJoPFJJDKxZ0V76Jbcg2vVO7dP1/6pZZri3PFoTY8oj6KbZ5b7nFzfqHgzj8CM9mqrAX1T9MdBytPurIsqgpYPMcdQMGep5t1VO0AmRJo72fj6WTcZFq0Q0ajEAdZrySheIPRmKEfP7L74LPTkf7+7VsPbaKp5PRd4m+bnqJSU223NNdbqVZ9y922yHpLnq+Xa4pLiquHvGqltgg/KbYvFqpzvu+2z3t+qeDpOlKhAsQmBVFlO5ARFt9xKAlMXhiB2PiKWQikqb5+5Zrmd0IMz3aJjtjyVIzpNbXfRT7/7Vtek7uGoYIFEOGwnES68dzr11/eRO70n9gwcBkQEmT4H0dHx6BhUDhur8ErVd+Pu9vKeg9Aaoq1AFk65FeHlhZhJ+Xc4qM9ufS8q5Wv90CFNEvAwUk75E4InUBsujvhT05fkaVACQBZUU/HrB/iOdPVTjG7PI5Sjy4R0yoZvYqMJIzxhfHx4cEF3fiQH8bu3pqNZ7n95PWFmXtjkV0ndu3YcEqFTMGhvJz+D0QxOKcw3B6DVapXkRjdK80fbHdLi1GgAGQnHnFqKOf8cmmP4ha0Qtn1AdKK+EhN3MKa06OBBDhUFjSiBJFlHiRPg9jNJChwbnwuuuKWNSKmksuzthZ9LDq0BcZ0LUoi7xMj7xHZIOnt0zKcpWKmbZweAMfbyNEtZ3bsOq8mGonkccjROUKXxwYZZRgSImhBfrO0/9/EcTZK56udD28XkXJag7TcJ9WbQUGEhw9mWtxRNXQgLYRiC3kcekVNvjeTOGatWbXquZjK1NXhWpeMMzU6Kzo7hbg1rmAanfcJ0ZcfAUR+qlMMYqFhGuqNue7RsdHI7n13t2y6pCkByIQg1p8vVeQWWlUxL5UoidzRtWBXbFQNvAISHVyyQ9WrBBLsURghbAnyeCpKOo7p+ClrEw+BeRqhW4VbCYYLQFbQsXclIdRlApDlpt4IkImJ76KDDqkOR0ZsY1yIhVZjQnSBzOSt+kD36OjYi980WEtrE1EUzu8wybyc68xNJpqCj5AsKg2u3IkSheAijEJC1Gq7EIsSzaJrXRixUB3EhiERia6kMQsbIWTTLEShikUXPpAuVHygCH7nzO1JO+1kkpn7ndf33RO73luauTWbjty52di0YS91vY0/r8AZnO64RKTE9KfpKFlwTqTJ2RK8eBh3WsUmwMFdBQGJ1L4i5G1CNaJyB6kIg6tIeoX92I+8sX9KmaJjSpog3ckEzNay16DKLaRWG1lr2wjoYwYiZbH4bX11ff1JbPHkyTNnruFZqllyDlp6g4qEgOjIummlhKE+09wTlN5QpE2RUE2P0BB7JNgH1Kl0jeU+9+FImiUAhBoWDk7K87KOwVXkmmCYrPfGbljkx4ZL31V0+tzeIGLMAIhLQBzHJCBJV64Uqh/mAeRtbG5p7vbxpxRiRHvYbCkS6dOx8ZKTiPU3G3CQrlQ9XQkZFrIcO8UYMK4G3BIpjAAQHmYVlhppLBqxICgQvVNZgQBHAbTQnf/Yr/GEpr2VYOsTM4NM+nENX2MgFoAIg4AQje6d/bA6vz4/H5s50evdmDHZjC/28yaFgmu9/dce6hoS6tKuSBqy9ExHXtVWFohBWT4RQ+mZQgEAlBKM6tlkAHg+SzNAs5LTlOsawSSRZTo5z0uZOu5JOcdpN7Sb8Z3IpczuXUinBEohHqUWImJsRwSlsQwge3RRmK0wkNXY0uKVK1cuEwzkbR/VMWwMNRQLomH1N9M7IKjG0Dk5LZnXqnc0wrFDd5Pypu9O6eVKXAeoq+8rGVmvu66UrixesqqkohyhOMRloQ72ALcn0RM4/ZAB+BBSKwvaS/A2W+0c39nt5a/2qwMHNlDiic0Wn7apaRkmgMA1tg3+ARC4qFhlIHjFer1zi4uXDZPNfdnogwOH/U0GlGQcu8bxBEaRd3w/DNKJTrxzszvODcZ+GHb8cTkcm1bGr1SDoG6W/SA/oClfQGXMSDKULk4qmxLoUgaQpLkf6KQXASSXzTlIP7LtwltrUp/RDuzesJ9DKH7+TZk+4R2pAyAWAXEvJZftx2Yxh/nq1Q+IB1Jr7uzZY6fnDCZa8acFmdNGvasUW+MdSaBbpVKQ98OFUNvT1br1Sljya50wHFTq4aiTMw2/dgdzVlHuBrVu2R8Yo7IpyJQSkd6U5/C/RoYpRjcYJxBCGZoGgaJhzHScbbI24aHFZAePXXCaSKCwBFQzSQEuR7ChyBeq1fLCwq+3nwjIEVT74t0Ih/jS7G+8s1vLW220763l1hZup+n3/PooDOp+JwdIIz+ojweHB93OuDOYDSpdH+v1aytBUBK14B4u+KXRSCkpNoGAeJ4UwiETJjE8SWCJM6nwSIqeTkWPH/6N8/CE9thqXGPIbIpbNRGptscS+fLefYfL1er3F09e/JuPLR0/fvn2U44I9D9EgepQFGeCwc4zwWrowpqF5RlGqeZERit1JPtU4ISdEXbqXPCUUgqHRFvNSgxKsM3gxSDZCIgs0h3oLIu3HeLOyJJ4JSIgPMlicjAlPuUw5yB4vIGZPbi3XFi5eP/Zt+9PYkcfzhw6f4YdSOwFKcBUR0b0Z5FDJZ5BLGHxes38lKOcKXAxl4fcjkQHVbBcwSe5lxIQpjwGkqKDhxzzABzjH0nm8MYKQHDhh2R3aUqIU0jAwWqSRRGh1BIIG9OrK7DLxyb/cGHq0f2PH++vxo71Ljw4ewouFayKpon5eJTF80KKh0z9gCuEGzkZkBkGZwYu/qfBjHXaCKIo6g9JYhvJWmfZlTzIjFa7TZSghMRFmm2zBUgUKUgRl1baVFE6OstV0iFDh0VHzy+45QMoaLnnMn4FMrJW3jPvzps7t6prt0RmhsLJqLSd3REeB0GFvmpIKqnM5XFgjhBjbJjDPMmBCogKM5GiE6Y4zi8ZBc2JZvZuIZLZn5u7ze2y96O97M6++IrQZ8qLhIaCYmFJ4KHR7wRet9QQYpp6iWHRp9yqSDXWgH1JrdQ9l4VVqCZFCLWAdPOzpOBkcpGWKs46iMWo73QhhbNw+ChOwQ1HLD6DTxqAWR1ni88ni+Pjx3+brUG6dffRLpupITuCsVV5JfZGk6AwYHo4PWjwEiyHljDnxXKh0BOAKNYXcdKQNJdUoFpR4ijy3RKgY5/8WpY6KihVXNq8LV85heIPIIkCjXuf2Pa9MYd2zP84XXw/VT1st/Plsve7bT+1V5lg1U55YEBIR2yhZGbCDFN6KJKQ7SEbdymEYJKMJef1/A+3JutcB54VPeRbN8SVZwKr0nPD5Bs/KL4mYpS2Bg56kwPSVk9JsfW1/5L4ojH88jAPcXpyenF09HcuDIGcX7//ub7vSnFQCYR5hW0aTkhpvsleA6Kbp7yKbmwGKawqvWmFYMSV0RFM/y52Gzhp2JF4L3GI0RI30CiZQCSs2Mh16Wh0zoqBc4gJCEknrhsQc2j0CKQRyMVqtXoCY77prX+dd+3Z1deBKChAaOl+X/ao5JagjEYc0lb2WojyPONRXoQmiQuOytoxCHO3HD+zZC+tTgNRAID9FYrgxoWIbgRXCm4aiZFQLWQSyAPyWJgsSjI0tSRZNAGxtg0mmMfCtBHKhUIRbl9QqUhJ053QFnqvC1duFJG78ifYqLObYRbzcc4ZhjlFYd4spgWkkBSU2w+LkjhC7t26WUCKqPyF3C0gxYYbRV7cKQ5QvMiu/Yf8+z3710soYn29uEOLiBSQrz/fFWM4v2RDmNqJ+0w6T3BCptVRza2o9KCHt1PyIrIcfz/M97EV5/t82G8uJrJC8iTNeCm3nQU/4shxIs6hgnqf5AAIlY7X+UAwYkf83hK9KV2vy3SbUHHRINl52GYQ3lAc7JXKyPhMc9ZQYgzGz5b7aEZqjkZqr/CDi4/Lb98itCEOHl+MW8d+7ANUdTGTwvAFWj22fA7uYtFCqf70/NMxq54///Xr26ePu0uRHUXrLMqyzHK2NukuyrUXBtLrMbA9Qpc7a50vl8t87+S7zdDOuel44Lb4ZvOUhTbrmWnXiT0HKinbdbA2Q3k/zgUMUJggKBhrhgFEeKJDqxNWEOextbMA3eQZ4hShqBFLOesM9AGbWWuT1eQ6IOqnrcYDmpgmA4M28AWWNJL3pccvygdWipzx0/EBrVZRtPxSH1V1P2M7Hzf75cfNLu4un/+6ZG+PkNTe2vMs3UJNXZUuekzzVJUdj1SsfNl1dvl+t9nsrbzt8oL74HejtqB7uhtKHJA40/dj3+QCmQMnDs5Ah2M64Q8RMJ4yj4DCdQQqANg8BJgkhSYQDYKRxRPXaK+0ieMowBCULLNlY4EYZJ2Vx+gzipVpHkdwXpYPL91V5UWlepYMzsa18lO1rOt6tYyuGnrihaw5jCXZND+I5uYIubxN/WwrT7zIh9G2qSclpE/0m5N1CgPN767zrnXkDDcxZFZqktQalcYo4Wlt0pdCCZgAKH6XCyiGEnk2COfmnGUoSRS0usQGGqXIs04QdGOlc1ybUGQHSuwHQZy2Jj2MCyQCOxGBHwk43kMMnmv2+wSnUFjT6BE4w7cefW6p5cr9J7VHL/XKoyk1KLVePkVLeuupvnr2jF5ugPD51cng9fnuy5VLVyGM1lDTIIRkf5IgCD2p84TtWxG0uj5U9una8pdxOtfUgd6k1fKofIH2+JQSuLmpmAA7O3v1ZiwFXiiHcexjdpud1acEjrGEvZXAH/bpWLVtIIwDuK+nu8sVeyi00Oc5mhhEyCBb4FgQWcNZk1RsE2wPcqDElWWMiRsNRfGg0YscJ9SlGULcLBnaGgJdm8lTpzxCvuQ57jeI79Pp/uK4O8ccuzfr7njSDj6PjOpmY5ds47trlU3hHA3aujE9vfzYa+l20bYsEzZiv3iW6GlWHgn92/9PUnrX23J772tjV4hkd+a15tKTvhyJVHT/XnWC45O7nWzw5+pNLvf+7emN69cn/kWlddYeLv3zQHencRytxpEZRuuo24l+XLqlf8MsCIxKktwvf7uVg/R8NbbitVW7O3yc7RjVKHJWUXdaDcMLq3SwMHqdCdwcv3c0DaM46piO0R/O4YwNisVSyZ7XQ2G7jl5uw8LLiSHSk1Gq1419salJcZ3J5NeHw8as6d17oi+be8dNOZeNx2YWWgvhxLUvldXtw8Ptz0WxLPtL6x2sA1DGGUMIYYowIgQelFFOGaOYcV6gnHMYwUhDmDAE44y/fEQpLxQQ1l7h1wxx6CCIAkIhBTqoCGMMEw4VwwDmQ8WgoUSDtxCGIAkRBoFAI1iDv2y9tIhp6LnDeZTXMMqjLaxBMEGMYIIKzygjBKaznKIoiqIoiqIoiqI8tQeHBAAAAACC/r/2hQkAAAAAAAAAgFGNTemDf0Z7AwAAAABJRU5ErkJggg==",
+ "description": "Displays a latest flooding level 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: 'flooding', label: 'Flooding level', type: 'timeseries' }];\n }\n };\n};\n\nself.onDestroy = function() {\n};\n",
+ "settingsSchema": "",
+ "dataKeySettingsSchema": "",
+ "settingsDirective": "tb-value-card-widget-settings",
+ "hasBasicMode": true,
+ "basicModeDirective": "tb-value-card-basic-config",
+ "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Flooding level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\n}\\nreturn value;\\n\",\"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\":\"flood\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#224AC2\"},{\"from\":1,\"to\":3,\"color\":\"#F77410\"},{\"from\":3,\"to\":null,\"color\":\"#DE2343\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"valueFont\":{\"size\":36,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#224AC2\"},{\"from\":1,\"to\":3,\"color\":\"#F77410\"},{\"from\":3,\"to\":null,\"color\":\"#DE2343\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"image\",\"imageBase64\":\"data:image/png;base64,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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Horizontal flooding level card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"m\",\"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",
+ "flood",
+ "flooding"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_flooding_level_chart_card.json b/application/src/main/data/json/system/widget_types/simple_flooding_level_chart_card.json
new file mode 100644
index 0000000000..465fd01ab0
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_flooding_level_chart_card.json
@@ -0,0 +1,32 @@
+{
+ "fqn": "simple_flooding_level_chart_card",
+ "name": "Simple flooding level chart card",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays historical flooding level values as a simplified chart. Optionally may display the corresponding latest flooding level 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: 'flooding', label: 'Flooding level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n ];\n },\n defaultLatestDataKeysFunction: function(configComponent) {\n return [{ name: 'flooding', 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\":\"Flooding level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\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() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"layout\":\"left\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":28,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#234CC7\"},{\"from\":1,\"to\":3,\"color\":\"#F36900\"},{\"from\":3,\"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\":\"Flooding level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"flood\",\"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\":\"m\",\"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",
+ "flood",
+ "flooding"
+ ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_flooding_level_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/simple_flooding_level_chart_card_with_background.json
new file mode 100644
index 0000000000..6377995405
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_flooding_level_chart_card_with_background.json
@@ -0,0 +1,32 @@
+{
+ "fqn": "simple_flooding_level_chart_card_with_background",
+ "name": "Simple flooding level chart card with background",
+ "deprecated": false,
+ "image": "data:image/png;base64,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",
+ "description": "Displays historical flooding level values as a simplified chart with background. Optionally may display the corresponding latest flooding level 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: 'flooding', label: 'Flooding level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n ];\n },\n defaultLatestDataKeysFunction: function(configComponent) {\n return [{ name: 'flooding', 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\":\"Flooding level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\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() * 2 - 1;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 5) {\\n\\tvalue = 5;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"layout\":\"left\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":28,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1,\"color\":\"#224AC2\"},{\"from\":1,\"to\":3,\"color\":\"#F77410\"},{\"from\":3,\"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';\"},\"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}}},\"title\":\"Flooding level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"flood\",\"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\":\"m\",\"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",
+ "flood",
+ "flooding"
+ ]
+}
\ No newline at end of file