From ba79b58d9eca439481d04428de886e6fd1813fdf Mon Sep 17 00:00:00 2001 From: Igor Kulikov Date: Wed, 25 Oct 2023 16:38:40 +0300 Subject: [PATCH] UI: Outdoor Environment: CO2 widgets. --- .../widget_bundles/outdoor_environment.json | 10 +++++- .../json/system/widget_types/co2_card.json | 28 +++++++++++++++++ .../co2_card_with_background.json | 28 +++++++++++++++++ .../system/widget_types/co2_chart_card.json | 31 +++++++++++++++++++ .../co2_chart_card_with_background.json | 31 +++++++++++++++++++ .../widget_types/horizontal_co2_card.json | 28 +++++++++++++++++ .../horizontal_co2_card_with_background.json | 28 +++++++++++++++++ .../widget_types/simple_co2_chart_card.json | 31 +++++++++++++++++++ ...simple_co2_chart_card_with_background.json | 31 +++++++++++++++++++ 9 files changed, 245 insertions(+), 1 deletion(-) create mode 100644 application/src/main/data/json/system/widget_types/co2_card.json create mode 100644 application/src/main/data/json/system/widget_types/co2_card_with_background.json create mode 100644 application/src/main/data/json/system/widget_types/co2_chart_card.json create mode 100644 application/src/main/data/json/system/widget_types/co2_chart_card_with_background.json create mode 100644 application/src/main/data/json/system/widget_types/horizontal_co2_card.json create mode 100644 application/src/main/data/json/system/widget_types/horizontal_co2_card_with_background.json create mode 100644 application/src/main/data/json/system/widget_types/simple_co2_chart_card.json create mode 100644 application/src/main/data/json/system/widget_types/simple_co2_chart_card_with_background.json 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 2d6c8b4247..ed52d20f5e 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 @@ -137,6 +137,14 @@ "snow_depth_chart_card", "snow_depth_chart_card_with_background", "simple_snow_depth_chart_card", - "simple_snow_depth_chart_card_with_background" + "simple_snow_depth_chart_card_with_background", + "co2_card", + "co2_card_with_background", + "horizontal_co2_card", + "horizontal_co2_card_with_background", + "co2_chart_card", + "co2_chart_card_with_background", + "simple_co2_chart_card", + "simple_co2_chart_card_with_background" ] } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/co2_card.json b/application/src/main/data/json/system/widget_types/co2_card.json new file mode 100644 index 0000000000..908bb82c03 --- /dev/null +++ b/application/src/main/data/json/system/widget_types/co2_card.json @@ -0,0 +1,28 @@ +{ + "fqn": "co2_card", + "name": "CO2 card", + "deprecated": false, + "image": "data:image/png;base64,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", + "description": "Displays a latest CO2 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: 'co2', label: 'CO2 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\":\"CO2 level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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\":\"co2\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":600,\"color\":\"#3FA71A\"},{\"from\":600,\"to\":1000,\"color\":\"#80C32C\"},{\"from\":1000,\"to\":1500,\"color\":\"#F36900\"},{\"from\":1500,\"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\":600,\"color\":\"#3FA71A\"},{\"from\":600,\"to\":1000,\"color\":\"#80C32C\"},{\"from\":1000,\"to\":1500,\"color\":\"#F36900\"},{\"from\":1500,\"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\":\"CO2 card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"ppm\",\"decimals\":0,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}" + }, + "externalId": null, + "tags": [ + "weather", + "environment", + "co2" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/co2_card_with_background.json b/application/src/main/data/json/system/widget_types/co2_card_with_background.json new file mode 100644 index 0000000000..f897d0d7a0 --- /dev/null +++ b/application/src/main/data/json/system/widget_types/co2_card_with_background.json @@ -0,0 +1,28 @@ +{ + "fqn": "co2_card_with_background", + "name": "CO2 card with background", + "deprecated": false, + "image": 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", + "description": "Displays a latest CO2 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: 'co2', label: 'CO2 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\":\"CO2 level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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, 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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\":\"CO2 card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"ppm\",\"decimals\":0,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}" + }, + "externalId": null, + "tags": [ + "weather", + "environment", + "co2" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/co2_chart_card.json b/application/src/main/data/json/system/widget_types/co2_chart_card.json new file mode 100644 index 0000000000..b4b6fe348f --- /dev/null +++ b/application/src/main/data/json/system/widget_types/co2_chart_card.json @@ -0,0 +1,31 @@ +{ + "fqn": "co2_chart_card", + "name": "CO2 chart card", + "deprecated": false, + "image": 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+ "description": "Displays a CO2 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: 'co2', label: 'CO2 level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'ppm', decimals: 0 }\n ];\n },\n defaultLatestDataKeysFunction: function(configComponent, configData) {\n return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'co2', 'ppm', 0);\n }\n };\n}\n", + "settingsSchema": "{}", + "dataKeySettingsSchema": "{}", + "latestDataKeySettingsSchema": "{}", + "settingsDirective": "tb-aggregated-value-card-widget-settings", + "dataKeySettingsDirective": "", + "latestDataKeySettingsDirective": "tb-aggregated-value-card-key-settings", + "hasBasicMode": true, + "basicModeDirective": "tb-aggregated-value-card-basic-config", + "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"Main building\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"CO2 level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"ppm\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"#4caf50\",\"settings\":{\"position\":\"center\",\"font\":{\"size\":52,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"1\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":600,\"color\":\"#3FA71A\"},{\"from\":600,\"to\":1000,\"color\":\"#80C32C\"},{\"from\":1000,\"to\":1500,\"color\":\"#F36900\"},{\"from\":1500,\"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() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"ppm\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta percent\",\"color\":\"#f44336\",\"settings\":{\"position\":\"rightTop\",\"font\":{\"size\":14,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"20px\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"rangeList\":[{\"from\":null,\"to\":0,\"color\":\"#198038\"},{\"from\":0,\"to\":0,\"color\":\"rgba(0, 0, 0, 0.87)\"},{\"from\":0,\"to\":null,\"color\":\"#D12730\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":true},\"_hash\":0.06392321853157967,\"funcBody\":\"var value = prevValue + Math.random() * 6 - 3;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < -25) {\\n\\tvalue = -25;\\n} else if (value > 25) {\\n\\tvalue = 25;\\n} \\nreturn value;\",\"aggregationType\":null,\"units\":\"%\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta absolute\",\"color\":\"#607d8b\",\"settings\":{\"position\":\"rightBottom\",\"font\":{\"size\":11,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"rangeList\":[],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":false},\"_hash\":0.44695098620509865,\"funcBody\":\"var value = prevValue + Math.random() * 4 - 2;\\nif (value < -6) {\\n\\tvalue = -6;\\n} else if (value > 6) {\\n\\tvalue = 6;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"ppm\",\"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\":\"CO2 level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"co2\",\"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", + "co2" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/co2_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/co2_chart_card_with_background.json new file mode 100644 index 0000000000..e4cc301fb6 --- /dev/null +++ b/application/src/main/data/json/system/widget_types/co2_chart_card_with_background.json @@ -0,0 +1,31 @@ +{ + "fqn": "co2_chart_card_with_background", + "name": "CO2 chart card with background", + "deprecated": false, + "image": 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3ThBpwtlrKVgaT26+fjXwB5IHFr7kEIHnyM5D54P+RKm3OfnRACZD/22V4rNRw7WHUe+6j3IrXQnrCHDQgJc2Q48klWGWGjHR4PUVZpu/+DmCSqrWkaZlAfCEGJoEMRhCimdKYn98uvBj9nttPZvf/02uPz7t2xrF407/S1OVuXNjVhFzDqIKzoy4dmAWn+PPPgsVKkN3cw1+v8PBNSILVc7hgqJud2ZnO5L/kbx1ysT78qWcSAHLJiBYKY2AgiJCBk25ZuTCZHFKuNAgTqX9enb9++45hebogcJHFTzEf+C1q/jMsWyG7Ptrdv6Vi7Za3l7oHLGzYsvHIey460EIQkwc2bJzADOUZoFJCf4LRLcpoaIBFWucrF0eipiNRDcB0mCReJVLMRhJJVMfFpVEiE5/APLHNxYiQZN6k/kqif1BuNmNusrHoJqtNpfjfEyb7w6r1LHTiP7Lq88/bOy0tREc1O2igqCF6CRAgCa6Kz0RHEJIH/4b7IpyHATA4+7ZLMwqKExASBVEM2ZfZnr6aJm9eRZAH4ew2lzGmqMbnqwuzbrDYoyiLiJiH9rFaZ535/MAjrRLVd2X1tzZVVWy07t287cODw4bbZcvwIKg4ssAUhoY+XdbNgWET/QNxqZgnJn9DzsR+/jSSodiZ5FESQIjHFANEFE4QuWKvTQCUgrBTWe4gcmJmBQABpChDVoRE39C6d1h7yC8jx9nnHj584Ydm2YPuB3TvXtM2GmulshUNKKRJpdpogOjB1DBOTAwuws9VLTFwmhq5LHgmIDWJuiEVnMf8FqYcpCwRCVpyxNKuNIFw6qMIKxIrWpRDxSYHGWGNAWWhGBM/IbJxgFxDxlZu3Hl3TcWJvztIxd/72bWs2Pm8GRzNbsCJFKYlpVCDILZIARFKT3g3FTTHklJnsUWQ7luZFBljxV1T6F1//ExLsMrY51chkIojbARAs/V9EGB0Sso/FcIrREB3TULKUEBE5sJgk/vyqVWuPHlqRs2xatWjm4ZPzljZTYmz9HJzm+GyBY2GRRDhW5AxKSsbAhXYrJPwO+nkb16E48F0QXEt9GhwC4jA5wBaPAyQg1a1yiwkjIgibF1KTLwAk5mOe6WafljnL+e7kKVex5J8Wnq5Y8W6f5dXCjplzd19ua1IkA1hDBDFVzo/2MyRyhFcgJIEa/CaIirvD6+1EsUL/QB7n06yRfyBR2pV0HJkfx4IViOllFIj1jxBNQMlkQeWj+CJiE3RHhKOJXZJRQYPN7yvsKxQK7yw3T97v2HZ0DkGaeNnA6v0Hki9e7wlKD4NlaYrY7aSyu6qMgqp2YcKf0zLeHpuSVYHY6o30XxC3qhoIIaEw7LWQAqmnl6HFRTRtAsOgMLqSdnViWvgWgGAEOkSMClvTctydX3z3rmC5ufDslqNzOtoiZruVkuBxUtQzOphfWQku7+z9dOTTo2mV4uNspVrL/sg3NNQMo1KpNdRq16PVojGo1tNyo2ZgHflisaWtapS9tvyNUr5o+K8bj00Q1dWGWyHUcSP6L4U00sXhhvA0stPG15B78r5QWMVEeWke2GVbTBKCrC8ULhb2vbNcWrj25JU5c9omCAnKmyZZZ4dqsbeMRjiCg4xB17PF802fRmZ6s0Z3xlZx9WCGFB+XioONQdXGTGfVsTlTfqL36LWyXv8k0+395l1XhD2vpB9nq521kpscyh/36/eHA+mPalfT3jtwypTwQIJYhSOZTKKMAiEojJBgrhBEisPeAAkJPRVALhb2FhAVy6mNa9biwrsN53EKD/Bn9JnSsozyoOsrjSHX88Vy06em3ifdpe7loapbQEqlor/iLyYz66qhbgFxPCk7HKVuY7RBEAdAiuVMqVaOOqLMlqiYKulLIS3mA0gYK2dARo4aNWqK1yoiR2L8+MTipM8X07RGTkgUvIqd287RKCTYbJZJ/uDFwsVt+zosbzae2tKxeu7mCaZYVGF08oGsGHvpRqU4pGbcAEjkU1NLz6NM52atajOyDQ0EcVXimd7imEe+zsw0Y5oCqVWMcqZovLD1c1fS1ytGZ++0kFXdPfRzYRhYw2i1YGFn1TRmExILIKirfxzQRMjjqYP6eBgSMdSuAQABiZtHxwibV+emVe24Q35veXb/7Z63qBFC8HgesYGDw3XgyAitfZD+CxdEapQ0ecN1dbhAjMowRy8NJMePaR3j0ZC+jn+ycadR2Ok4FuXB1jf6oJDklo3lgCHCGRELEMTrnSIgOtwmQGLgWLx48fiJ+OBhfWFY+hJEpgwt4wD2SCf6gy6VnL1/8uymK0f3W249fPjw68Y965hVMvxg5xjN/jhWoRsHRf4W9F98G4T98fh8qEUKRQmQMWM8dVbd6eDA4lCXaR0CCUBSyUTC0wdrToxPxIZjpDgAgniHQyGtsdEEQYmYIKjwxlgyAcQUd6i1dWhfCCDoXF5xnE4nKs4pzVhnG+7e33Xm5K32C5bj++8/e/bwzfmQXBPhFg7L4PmGIByQ4gOAMWrcuOnTpy9bNnbs1KnDPJ6EL4Z1xHzJZGIiQcK6xEGDOBL5UB9NAyTl83n4dmxzMjDcDRBmLgub16yaFUJJAmQKVkoQtgEYE2QYYjJsGEH6IEMAzzMmUwohFw45cWa7urrObDpzwrLqRPv+Z/fvn0cbt0lIpGPDM8C4NyN0uBmaMHLKpOlLlu3YseMcNGPG5BGtrWPG+2JQKpWSyvRhJMAaYdHYPU2EwZ6Ox7ksiaEP1ZtCSNwOguAwIjNcM8d6/1F4TtWIar4BK4xMIpGgFYY0QfFyrpsyOVz5vV1dt87c2mvp6rqA37zaz+ODMHd4rYqGoM7HpmeMDJw0fZmCeE2dmzVjcmurJ4Fto1Lolb5YyEpr5BnWOmLq0L6oCZAAhCQx5ClB2FLTbsktfJWVlp1i8EBWhyTA7jFlxVQSiCHX/ggva+gHIweKJLHE3mf3vuTvZAXLCvyy1L73+HlyY59k/jvhN6SWnJgq4Fiygwymvr+eNWvGiGEeX8xpj6fj5UAqhSwLsWJ8AAGJp4/G9QWscSigDhg+Bi+QdjUARCwMQYALkQCzgu9i8cHkyyQMcJ9IKlCaJtmlOML4BPPyz59/t/flrVsrALICPy/9ptrMg6Iuwzi+/2i61Lro7EYUh2XHbrA6CyzMwnIpmJrZoVGkRjamWTBWNlkYgmnp2Ek6muSkNthp55h2EJpgRocwTUbZYZYTHaaN2jnN9Pk+L2o9TEK6LO/nfe7n+TGvGRDETQhEMpTNBNLRwTyufbo4dvSDHACkuDzo311/7TvnnDNh3anX8gNFwpF9YYmP6bR8eUAWlYgDScKzy8ryUgxEbmEjyf67lvVIbVhgSVkgL6u/zMrG7kxorlBPsvy21GkjnbjnJipn3gxH44fdgHSytJt3/0d2b6SodDwKNcBhIFtHZB5on75j26HH33+8vV0wB9vbx04p/Wj2bEBOX7pl3SnXnrJl6ZTAs0u3DE/iMEhCIELLQlynlJSODQYAUZMuUQOe1G/9UgXiSyTEkafKkr5L30TB5UjyHMgo8r+UCQlfmI9MWvn0vvWff/45Grli2YxFn33kd9GBV+MdyHAbsXa8OW1He/vM1plHHj/y+DY+Hh93cNyO5dtGr90xd+7c+mcfvGDdE3wM3HrhwfSlo3W5yZIMswlXwtIBYt7YPRrJOtFAKkQnW6oTjoEQCMVBnQms6SnJ6npHkpHN0RSELWg5Eh1yWsPqfR/XbZjvYcPbxOZ4eTAUUsweMyY/3zQ4ZAQ0IzpmH9y2s338tvePjOVj+pGxY8ceKF4+TSBI/dLrTl133bontpyzdffS9C2jVRUpmCWjDjc0gYReFsNSk5QoyRhg9mSlrVwKgcI4HH8eIFkpgwDxc6+paQLJdKEMlRiHTN9iOFgcc23vxq9feaO50XPplbfNaaqZsTkUi02fPv2a6RLR2MtGdux+s31n+0cH2g8UbYvxURSJHNxxYPSONzsMZMm6pYBct/S0rec8de3W3YAYCUc6PvxRe0p7rpIknJMTJ9UpFhPRWMYl4JA5y8cdCBh5+MggQrQsRCoZSAMmD0MjmtxRpSCKq4S5wsLC1NZXbuit2zTnc88DV1/UPaP3qtZr7vifGEzhqPGlo8YXXjx158U7Q6XB0tCoUCh83oUjkjJnuzZs0BNnn30mH6c+OGjJg4+cp1HOcdsSiHXeWpXKmcORysrcaDRcHilXyFNF5UDsmEaCoxPm+E4itJk6ylB65szketcCu+5GMZyX5AfzW+veeGP9h81Xee65dVnjw7V/drnzC8cSHyjoJ7+wVIVJYT4SlISCGIMVrRY4BtHwEjm0Epi4Za5+esjnPwliWjEQ/iFSOe6++ypziysryajhggSCfuDQvseBZLiqJ11xwH4W7k748vYHcDm/ZkMCQVFumLf5w7ovHq197WPPJTOal9Xe9EWXYSAORCK15JeOTFORVViYT/GGiMMu2xYAx0cQQuGSBBIUSbbVYpgE4RwQvCFUHimuHDdu3H36YxyqiRfAoYSHFSK8RllVx1ORn+QLl6M9Dp8Nh4Fk86ZYZMqJmasj2dnbu/e7p59/0nM7q93VX/zZdQ0Y/wNBiqYDMnJkmkjyjUS2kD5AmykTclI/h3rAAanefhCu1eafQAOSBUhQJGNhkDgSONSZ9PfngMCUZm6mhBTNzc3NiRPKfbyhBRFCAQKJccBsqvqobtPK7167aiMbqxm1r732Zasgpk6dCslJkLGx/Ewqd8pVVAKJS1ocznEQCDVMcet2+YJTtmlESVuxHO2poCXQcseQwMAf/BmNi4PgxkTCnjnwIkQibNibTCGai1TkqCVRdDAMiYsFgCsGqN1Y/sV7LU9/8d0rnjnL5rU8/eUzm6dKZs6caiDTi1RcjS2KeW3DwvsXIiok9J54oBOBqFciX1FNqIw44e5eJ6m4E3nf0rcvWF40VmI4EZ+ZkvRxqqlTL4FENiyQioqFCyuIc6qteSn1zoRh1G6IlTAOBFm+em/D3r0/f+259Op7Fz2/fdX7hTOdoBMXgacXFRUFU0mO0kjqKCQ1E20qb8luWC0Dook5zVUiHictc3wDgYRPfOFCEtHYDN08PlJULBTKTlTrQGzuhV1CquSdqjxPWwWKA4Ekkc1mj0YNEl2ZCT1NErL8j9VrGnhQx7Oiad6tL9606v2L+2Xm1Klj8gm9Y2KxWMivzk8kAlFiAcSnql3izXDDxLKCioXcHnbgw6DD4ZBfOEqvFmz4BnnDcZTyomIkohgMyED17FYSZ7pczo+gysqmpK6mYwPE/kiwok+RAJIhwSTdKj9zbd3qNS0tbQ2eOVWzZj3zzPb3RyIMsi++eJTFKCREKNVU00iYcqhg49r0xnTUPrordDOArqFi4eLFkx0K7SnBxgeIiU9eFY8XAOIElHIgysPwku8wUrfborZCuCqOhzEiNDrVUITDDiQLCs3EHYnlW05F17x5b8OaNQs2rfRcef3d2595frsbmUJSiliU4k4t1lJDDuftTTIJJ5zUDowohmJWFQsnTwZEalnIl7nWnzqx+ACxUfAGoPic0Lb4VatAgrehL+U7dQ9D0JLV/wGlzLB+noEQVyBRxlS7wooSEriXN6zp/rCqao2H5zhu3b79RQfCwhdRwE1FIYRS6YRi2EhMIVh5bjRHUkFYMS2YNYMgnMWLF7+0ODdSLgTnJK7HdyB4hA2shcPb+628VRFCAvJzZ6pWafwZGSPqyWSqUjHtvssfjPdglCKPL0lnb/rw3pq6R9s8r7766kVXzboJECMx4dOo/GAMkjAkA0/TRCJNJQ8g5fS5aDyHOK+TV5idgSUUYbwESBQSv0RNn0U6gBwI/xkOIEHpG1EYlfIEgpVBYmJ9siOhpEkfJhLNKSdkIUxx+hv3Jd2HF6xu2Puz57Yrr7jkludXCcSJA0pLDSIyL0CYrViRpjwBSBiJAoIOiJAF9LAFcXGYQnCXimhUhuP6G0DQK44MiUCMRAYWsrOrHLYoICyr0VMcSf9oiKYTwcbTmVza8tuEL7XIEMj8GS0rVzY0eG6765a3V920agrb3v/I0CFo20QgZ501eGiaRkQiCeGpStNRi/QVBSXZ2bhlv205Hcm0OacGhAMyvXoTiUg0pEdEp0tytRS8InELNw26tbk7TqISmXewCo/zw4KYnRnJ0PpZN7y+/v661z3L7rpz1Q1vvz3lOMdgx6GfhZnrIrXRP2UQIKQ3rFlqAiQSicqe4tVlBBgSGCDYmsiqGRGJRCfDAexG3K0aiLbMypwC8eK4SRJHokIAEMQ4XIdL4hKLWjAbugrBfTLj2rzvuzXN761c5Flxa8Njn9bNmiL/EMdgMBwH3y4OBXro06ylV0XuF0mMRICbY1g2SCkwh8/F96tpV51F0BgNRKyQlYEQu+gM5QNowfzY56UONEnnXdEh5AbCgggKOkMZF8JZrMqz5OlE89/hhKDNT+97eH1dXa3nskXv/dSwqWfKeQpYUshgGsMh6r7dJVruFTs5mmDhSCzfJWvohkIEksDhEQPLk5cm4hwz03aE2CO2JZCAzJzIY8afUFiGQzsuBxJyIBLZlTEGvCYiUT/GG5wE4VAj09Y+f9P9LavfWO2pamtp+6f28BSNREtNJypK/D6Lsf0gADDZxp5tG2sk0pXNBAN5KCCbmkLBKw4YXR5ZK1n37RY5qlKTbSShcsRtmflOjmaJRCIQWIN+bCvFBBAX3vzHRZrhKuXp+Ipt+0gKI6fV7qv79NPanzwvrO/lAfYF00ZotM+U1EBSg+XFVnxS5JiIR+J2sFAwT9B92a1BgqCghE9g5IBheahEMVOrNn2Ptb8BSwbSSLZTiNeBaNRi7q+HNwSCQwOHJJlLIni7q0VVLyM4i2aWCMOH1+tWtn3m2djb2/sHpjVU/VOpjIsI5Q8VAQKJJqPmj7Jjq3HwSxdYKbScWEnR1dfXmi0FCYRtTkai64e+8fYSam57yXl9fX26a+wKrAIDgUOruCwXgy20cN16lZHgX4wSihg4wwLJiWlFxjCLv8i0upWvb2oh/FYtWF/VdnjTtKHYFiDDHUgwRm1nLYFQjCNJA3WbP5WXk+9sF57iSMa//O0ZyAfvdgUQgbS+a3/z+x720xgDr+n76gzJu62BEoSSEKcxEFuOEkW4IWtgnLdLGJX4Q7EianFYimJB02LYxJchq4Vk+NpHa1s28gsbnt6enp73urvr9TwawjIdEDo9RzJZbRokgGS7ajQejqh6pXY9AdL6gY5oKF0B2VZKKxhOXqb8Vhp7ma+d/BiPEyMSBeHyMD6CvvKI3+p31bsKDQwn1C6Yhgk0sZBpRLmYnMzUnEdHkGmzHt64sfeGBk9PDQ/XH65ZMlgkPCQoELJ4PiiUVYh5CsNxQPg/KqzKSoYINEZ2Cok4vj127AORjKf5yINM+jEd7LEnBPv05Vfv/q5XHiL7EBnCugzuXyAlZSpnaTHxPGet+oTn+Mq5NjjuwLwIk9IJIAiRhDUI71y/ft7DbS0tizw9nZ0LenoW1FMZyuQMhHqk0A9JjLqK9OCShQNZiJYW3/fSS/dVRn2q+ZA9sqHRmJOOuYdLy35ZqojFgl0AfTtaGUz/hINM0Gv/Im2S/KORSNgLyDl5ZdXVJQGb+LrZnZXxrgAg6BQzdAFFIAopCZFQtyanasfLoofKt+WW2k89Mx7oaVvf1ruEesqJQKjXC+mtCBe0H8pyGYAk4qKqEAkgkDgjH3xMh1S30MoXx8Ko/QP0wTXk+/cIjXTaJ++wBZZeHFOJlgNIxE+KM5BqIhoTX9OERUGRpCuvRqwPAyXm4y+Vah0IWUqPYrAf6Vlw/y2LZnh6ezuxrsZJZyGCsce2tSnUhipGJovnWB3iNkhI9ARJrnnK4K+4djgIhwD8VRwp79LxQ2owxwuAOlVAfWZEv/DVD3Qv0TAgMk98BBA2DhYT9BSI0rlISFOJTJJCYT9IcPe5gNSvLbcBi89PaGKfM2lBY1XVokWbPDOqqqpqVnTefL6e9gVEGGmaT/jzmatAgjkXqOxwSQ8YFb64CVJZWe4fMOyYQCTDBFJZHLHD2jTP+ztWR8B9l785LWVCoKx6p6xu8mK6r2i0OILPatLO5oQQDIXaRfN+3F+SfeHu3Tt3FhVHINl8dNnSQMauhw5EIm8e0Jo0nwQOSE9N88OQeLoX9KzYsGHDze4BKBxdwwlFwmD+GOYQY4I+7cwAKaPIJW6gbM4gj5cUoxJ5RJ+cpUuHZJ21RyB+qwLR1geYvj6d5mxIOqJGjppKor6MAdQBThi2pCv4CpieHZZAxhP8yszsUCSKgY0/8lBH2SNv7dgZie7fOntrOAjJyOGDJ91b08wvOTXj7Mj8q689XXLKcJXvagylkTGQjAn5EsahxVQZFkocQZxWcHn8dfy3XHtXUmC8PPrQuMpikXWl2n5HLoHPCiQlL8BsJC4QTCNCMuB9qLayrBtUvUY5xZDB7YIpoRVhHpz71pQpwWh09pvLK4sf6kjedfnfl58X3bV/69ocDslQe/CkeY01PVWbFnkuXdHZ07ni7rk8/o5GAKHhCPEiQGyPS/jOlj4QmVcC70PV4QhKWaxukFruRwu/lgJ/VGg2EKoLQGRTqFcgWXlltPc5AtF+zoGQ2ayxtQIaLdGcaxdMu55IAJI36dnfJk5MzfFtPXogN/ehDt/+X31Hn/P56nc9t7aAeoUVyaSmpsubZ/RUef6o6eH35fa1juDJn36QGCSqpphACMSXneF0bUEjXFQ0tpjtQrGBvDSZSUT0kBhE8wNqWjxZIK0D7BESgXgdCIalYl8gcSi4L0DKg2wYyO1wxBVGogkKA7iqE3FA8rKe++ah544m4ZpQRgB57qjv+47k7F27SnaV2Hx+yJL5TTXNTU01gHTWXHHjY5tL9cgiIHR0KtLg0FQun9gT9DNnwtGrXaNh40Kie2VlJSBy20N/ncjsh+h2HYgaKgeCYgQSOAmiOitoJLGQN11dR4miiEWjkjyBlMTjjE4Yj7515RUTEwkKgXg0un9H2Lf/+18xxycm/voIUU0kUzqbG5s2bKjxHO7u7v68ZW/rqBGQqDd3kwCtUJnLORAyqqoTI/GFGEYjmqw7kENKey//8gO2BQlNu4FoU+NNEwh1WT9IdTxuIImEgcTIcxqlBOBALOFGCwITUgSSIxCK5/0T2X6ryIyHwe/ftQZsKGSPbtc31XQ2zp8zx9PWiGUtqt2cZiBEXxsNa+SndJLqJoYkEyV4gXhRSbFARCInydVhu3JzCgq6vlXadiBdKBYQOTtAAlFQhUQg6vmo2g3Eq26xICcOiKkknp3HEy4k35wCTeX4uqSEmTimDb7VJyJR4gcG91t7RVN3TWNjk+fw4cPzN9Tcsla/VGKPPRB+Gfnp+VrL8EH1AidBAkl+y7Yi+UTrgYpCHY2D8BiMCMZMnrxHGkFzIe8QEXAR+jQBEkKTXm2PKvLONpX1WgChDjxhW2w+KURw/IEGwkrSgk0yIhSNOG0bkaWxef29czY0Ni0DpPtfKs49JusyiuPvPwFCXORWIxAKu2AlhgTErSKztxvUW8wyScdKiYRRUnOxDG1aZkUFmlasosgWy8KNLmC9lqTkKmxtUNoErWagoNltZrU+3/P8gjorIi4vv897nst5zvme59ieTyprK1wrkwTohNTTVDMg+LKBJhBGMEMLJSLhECQl7LTmk+Ks/BHt43CQchx127b+M84yzfiH4HdA5LQ4I9Fe32lFhySdNQpZS/TGUMWCRdH27KJUm4oK1RUIc5i0koLt9F4gH2WZCCdJbVhZTRG0cY/v6/cPU3KvaYXCA/FUu2EWdU0jJ8dv4ngmOyCQ6NxKQkiTvnBm1PwfBWKBeb7thNk3W4hCjYrJzmD7lVyM+ch2ix8FiYoAFrnE4ig45l49V3YzUVje5YoNLdcQIoEPhhpChnMMZYZWIylT9KwNx+qXVbetbPT9teLwm1+vX1Ue6oFMlj4s8oq2dC8kVmq5QCCQ2FENlhLOtnrs/XmyfJst5IW+4yvK4ITrsUfZGUfkB72rqbuExKtc0z6wO/HoyPjRubtHxheM7rYpx9L9EKE2j4vpPXccTnT6xtOQOKdoTFJ3TlGOrOrNDxa17W0EpHbwm2N75pVNSKyF4glSFXpNA0QbFyB4VyBG4mWndbbdb2OL49KoFuCs7CsfsjCe57/uM5HpbPw7C9sXjPR2Ueu4MbB/fP+duzpHf33ks/HOP8Z/PzpXII/cTKR9IYNJ2XuK6ioTAmRF1dNeSv/40c1X1PVsT9sR3BHcfh0kDK+GeV9+uaexcZHv8OFP3zy28pMy6f8JGkGBAgyvc0ale8awSKbqpD5p0IBBzE2MyGrV2Wm7yahOMAXfKaDvZD0GaJoSC+PaLnfxFS8uO2VgIHV0dNfRR3697Y/skc7izhGCNwPh7CMTiKqEXvG1ofeisJfSFzZM6e3pr9qxvSS4s2JdTm5EdFxYw7E9ewONext9H3zw5p55mxYBgnmSfadPloWeGpIWzs5BcJ6RwT9KD3h2IWYeCpcDPOvMytJx2NjM9qOCV4quc/JH7BAPyMD4rqM3/zHnj6yRzixAjIRFywYw9KSN4WClkNpcSsCX4haWXdHbc05/+faZwWsq1t2em4QcZemxRctXNqLEfq7x88Ylw5vKTDYPCd5wIB5J2CkRiYAQlRRiOQ4lXGVWA4nj2zmjv3tPPTLbgVzarvGmfbIoVelftozRz9zePx6Xrkz0wGcD+4/u6uzszP4jf6Qzv3MkGxJ21/zLL/aUy5jliHAJETlT+90LFvZef35PcPs1wZkVuV072YMAafh6XpvNkT0rV7bd+M475QJRn8K/iVVP+54cydhSZRkWnZ4VhsV4mqT5l0ISQX7gqheOjo+Oju5mWTAQhX7t4wOjIwVZs4uUkLe9b4Qf+ZFpa5n0gYEfr5u9a/duApy8+dfl3XlntowZwsZuypsJkERryrAsWl1VXn7wHJ0itCUbyKlle/Yur6b937d8b/XKD0liE/yqmTgZBLMJyXjYKZycnUv00QoGCsdmWDFRDwkIBWAimah8szxAIiPjEooUc3CI1I5h3sSZgNhhcnx8atTszqOcWVH4zvd2dfZcNF2ASic8QcLY8jSCsdF5+Umz7UfnEu+VxKTERi5ta1y+V9r45Ysav7xnwwZAXOuISOKNJH7SJYks9iy2lggqZBG3Pdmqe7xjZNCuKrydp2SPlr6xCO0i5/RTUgG5WSSuNqqoTSCuJBCSaudxrSJFynLl26Bkr7rWvs8GgmmdwP8pWofjpNBzqzwoOtldNTORSVKGxL9NINV45oktG+riATnrvPOY8CYRtqEFmbkkSXsGjy8SvbNOw0peIhs+mNga8YgnV2KdlsA3/QJlK7KROGgjxoh1UNUaCK/uQOxEcinGbooR5gDC9BQJT+6191ghK07aT9ItGAk2gZD9IOldVl29nH/afMtvrV72xIYPlxqIHtwZbcUTILjE1DSJ/GUsx6tGEZBm6T0VyNUiMRBptS5IP5WRdSFDLRtTlTfJqqCWkHMg6QlWiyopEQgHwiKLHThUX5xuDY2RPLonWkuxXmV8lDAhayXysxemyFVW3YamvK3NB83yT7ZsWHrRROseBMIxkHMNxB4iBhDO2XINGWwEkiQ57NxbaCIT9B4ZngqFigrtUIAQ/RsJC497cwXiOnPtFggFTmTpiWydzccjaIOtH4VShif1kuQPEuWYzS73Kn3MKAoNq9tkhPEMrWWVH26pu4jJ7jXc06xrIGbJBiKzzL9xMPusz8OpfjySq+UT+cPJCAj2iCc09MlBXehCG4mbGXXmEfLWvGyUSaHt/ImBwjZy+hln0F5DHQWFFHuiiakshy8SgvdUHZllZECnheCR5YtuZGi1UJ8u3fDEQvrhmOmYPrAWGwdEyVIcSwLnYixV1OzOBtdbr+ooBok0tLhEgbP0f4Bgl7qhPzXBIlUsjZKmA7Eo24UHqZYQwAzIgZhQx7VY09aKUSP11I2ciw2E100NCSlrq27beKK52vcJUkDuOlqozdDFJ9YtaQaGvkglzkzyMG21Sby2xTFsll79aiYgWg8RaKXLrJAJCDkEFqVURpRHIg2cgUCiySwQISRYoQsgUo7awVzbv0jsF84QiDPyYBMg/LnWe4YGu/cNN/tuXda2d2XbTUvJaYV4HWdq5p/sTuIzvaDbbzkgAmJKVflb0amNOen85gKSxtCJ9FAAB4SOFio8fEGPPQlyutwGC26DIcHKKh5IpIHEexcx6B3zLikwS0fFYWOLERvFgbyr+68VK44MDfrohqlceUNpXWhYNHNaSyXflS5TN5B4xkyTqdbnxEiIh+U0pg9qIwkvo7KKSTFmhIeE2UQWiaaJZOQSiUva4zRWgLhCpkgMhW8jybwWQ+rgHHKeuUTtj55wXFhs+J4oApfkKXVsy84XzYPrV2zsrvW1tN26+JWvW+qmcPKwHaqEcwv5rFzqV3QRqEkXENWKXbrfk9tb63y8RrGNOZEUs0HF8lfTXV+qTqmXS5HsNVPrugTTXtiqBQko9tv6tok2OBnCceq53uJJj0RKCundU62ZFnbTPSB8UBrasmKKFboGP11fc3hro29Jy7JXh76/q/xMhCY6c2ZbSOU0s2Y0dsSZAoRh7+5v0fsaGW/vmpuPtn6VkKRKwyGApKYCEglIgjgwqeSsOzTW3mGvz1oTXoIlcgyehAnRIt81EN0NcFlBwaxM+lmF5dg11xMQ2rJauhxMUuvL81bVdh854jte6X+8+8QrXdFJ4cr0MNKVWUAGKBiV73ILUshYaC7ywLTyuE41QCx+ibQEuiMpMY9EXnApSuUQrfyQGId+z+uJNA7MBr0GKuXNC5w4QwsEb4BIAOH6jMsKFsxZMGv6FMUanhclIdAGpAUmh/W+IK31udLnvlmxcdD37f133VW7b1i5WglNcne0FlcEf27v+jlYuCPY9cJVFFgkCJcBojHCusuuZh6RTNItJdPIhZRYXJ2eWkS1jgojs0TGR70DFmFp4ir0EQjLaQR/UOo2XILDIAFYi0G8cWTOWkDuuSBThamJtmPGlaczpLyIQ6avfurGVTUrKE+/MvTV3UtqhnbnxtjefU1/kDkSzPm58OcF/Itj9JcSzLyOTacFYa7bw9DefAogTJMZcgn1syKmS0m4bYvisIV2YmYQf1jEoMtrSJFZlBYVoc1FPjE58TT1BIsDh9yGSzhT6bont3RpH5WYXGISVbOnV6zfd6SmpmaTb2j4++b1K/7aTX3JCsQ7e/i3N3F7Dop4JOQWfZtHvOyeW4Lc0h5n61Kq5g4gGSWcENLSwks4fhcnEh/CYCDWTy9PCAWQ8wQSBofyY1hJTAIk4tBYk4LlEuMoWLCAsYUmlOEX590UQ3yv5hHpAMWTOf2Lw0fufr65Zqtv6/Drb92yZGj3nFxWI1bSK3oiIjb3J22P6blOOJS4E3/YXGYghE9Ot2oXCNBRmIpYT6qNVAw9pgYtZ49iwhVCbLI5InEDS5JtA8FsDpwaEgGHAymMupBXhEN6NK2p9A6iNUbXGtw5Z4FkupK/eXf3uNu7Yus29wgnM7qrZrC7tnbwsO/Pv//cunXVPTtzIY9ANdP/7in9vdHRPb09EcGentwcQLbbAV0gBLzojo3kdEpmebMfIhOVLVWmhKX8LHHxDFNcFxfiEzS/6j+0Rm4Dsdtd4idAsEJzSbgJIBJ4jRIXlKbNko35/YdO/tS7Ey85EIsldbcL1gAQqpnWWwb3NQ91d/uG/v5z+PgDD3dZe4LLzcXxY66hOUlPl7GDQadIQiCI5wgBEVTFqW5zpWnNJGPMt6z0nERt8iK5Sscexpt1KbJPeg7RVs1cZmRNCyfexIoFwktiCRJsA6JwThzBtX3BsYNNa0XzqH7NhS304IrkxVgRTW9dtW/x1qHDgz7ilBMnji9uZ7+wjucwtZyGeZc0mfQAFA4jFhIp3TzDkRBPzDePSMWo4gLOYBQoXGGX90YXn+sARH2OAWUO0UZCTMjBKka1/xIDKSyJsvWEGQKJ8oi54ljTl6uduUA0/sC2d9l9xAFIrMx6js6sWLLx+HD31o2+d4a+Gnq9+/v23MtSpisW9C4i4UeMJck7bgvEqw5TwlRrs0A44ajEawWfqBhmH1NwkoQgYSb1OZI8+anpHkic7Yg6GggEFJGQ0zCBTYSReCAVgT4p8gsK+IiLOn7zBw4sDUMzJz9gNEnqHoTyVc37Xt/avNj3yuuLjw/fs7G9gGIvKzammQwrBglqDoYxmmyBmM5KFQo+06d21IbEFJkIMlIwInNIDKSYgQMIpezsomk2xr09UXplnW4MRFPe6iSmBoJEHAXisI4P0yArQRrN7Sv+po7V9BqRgaTIziUCnDjK17+y6a23nn/ft2nTPfuON2/qQuKEr3QNAhYqMxQkaDlyvjYTimQcYJUI8kB4lPwfqiCRRjZrqkBwiRtQBoIIxEjW9f3UsXnzwift7hlgyPID4pGAgc9Nzswv61gASEVgG9oYCZA1vBQvXTY9Nrr8YMC/bYyfYjngLo6LsPKa2iXPPlt7i2/LA83DNSdOtHOlgziSk0Wi45UDCUkJzygUSJTTVrklGCZPAdoa8PdlU04ERGNrVkqExpYlORR/ZuGwtwsO1B9qCqzx+wNPRsrQXcMBCGYu8XYrvQsiYbLBkcnwyRRHjmuXKkDUjrt+/iUQ2NbLWIvmYh2s7Jb3H7j31VU3+l7bN7z4+U3d7RpYdoWLOSRZ6VOhaGxJzj5Tvo9zJAkekUTABwM7AoEql2OI0d8SCI9PyKbisPIowUAgqMGVvvRQU6RduBOimYQ5EAwQHTzTxvo8C/yG4Ooc6xBGsDXndlX8ratIE2jspD/QEZ5yZqhA6l577fnK0iee8zWvuPHB7prurukItQwklBkCiJE4EGJJEnPscKy6TrkjS4hgRevy/5Cx86C/T0dzjlzsRUo88386LaA1iJpd1VR/oICCfD4yvrLAwTALHtWakDEjw0gcR4bKlhVrDjU5++3FWB5HIHhkDqNLJIZicrrWjrHwNAey+oabWm547LVVvg33AlJ7RAJmgdiBlyHm5bQFEoNLACHjR3YEEnAwgMJjcn45qZLTGE6hZUVjS9PdiY71aFOv6POfXPeIlAVZRVQCr/d36AA+meKPsuqXgbB4B7YlaXAp8oCDeAsQjAkvEmvFE4mJ7s0j3OJSV7+2vvLlVQ/7tmwpvfe1xc0eSLy7FeWO0GSX0waEgamdS/UnC7cxpxUl7dvqb81RKbthm78vb6o4TMiv8NO67zrWHOotVpMYICQh8qN+WlPmQBQAQJJI8E8WBhBmeF+gwrp2k/69cemcTGtb0eJlG8qsy2Z5JJojl8TrQrCFlfPqK+tbWnxPtZQ+VXr3ifYpBkJSKDn0jjvuCHUkKLA5OH5htq6q6smP/2tPVq377SRf5xtVLx7Y23R91aStk401relbhyrGWX9/P/+ePLTQ/aq+rF/+whmfBv1jeq11+tDAta5c29r6v9eb/Ayr6rcrm86ue+y+Zyr91Tf4ljz/8rzSj/7sOn8KZhfpGUgyIKbpsHooRrLQjgq8oQxzdyNgh79CTlaV78LV29YeIIyziM7cyNQ52M+EUciCZWNoaa4IHCT0C6G9cma2PIK7mYEI8jJ2BvoIDFi1JC2/RIP8fGa7MyJITt7uE9YxO4lP58Ymrs1bWFnZQjm02rfk7tL6+trvy0NlgMgloZMgVBHdHRCumzEec9WTSEACffYdbSpYR2BbORxTMMSEP61t6k1jlGk2i8GBZEddv+Y98qnMo9mS0BHSqL+Nc+mMgwGFBiq2MbbO9ECc8fyYI4KEcwrRfaYDub5l7U3ks+p9Dzz7YWll/Yfl5xsIo85IkidArEiNEYcJxMyuVJwS2xFY7V2N4Jayst8CHbG2G12yvWntT0webXtZkyB8nDH1wJqlJF/YhFRjVa7RSLLf81eoocd6GWPSuHLSQLhQSpf/6emdR+6UFaivLZOrpwQijmW33uT7h6pzD2k6iuL4/tLWU5e0sF9NV5uFRC/IyopoBT+kmU6yDTLpZVQzegozKigKK1ote0dMaKW5QdBDhw4q6w8pKKigf4owqP7uQX/1R9/vOdcep4dDh9zP795z7rnn3HPWGovVnr3z62ap018OEJKAwoCYlmamM4G2cFISgoTSUGxebBShBRg6nlsNFySew6oy9TySixAKXo1iGv3MGR4sQQKRBDGD6w9Cg6iw491p+tvFeflF7ALrhwgIhl4J32PWqi0qAFnlL/eBpLGuDrHS+ohjf+Rk+9FD326yVwVnxDtdSdwKotuiFl/LaRpCEGw2n0PjxmlBpFqyScCOfgml84aOn+mWugbIcvqP1BCmPzQOnAx9zjMFFYUA0c3kx5mxxSxMgyMBY1wwLt+NYZQLyLR/QUiC//g/2oEFfN7g9r31+FPjOB+J3L/07cNNvg+bvjQ8cxNExERNszmVjx1lFAGJhtIoBpGKSG10KxvPiEE7dCKLVJaHOwJjqQBhIahW/sjV2za7jVXgzKXPRG6oEDBfQ9fHshcgbuXT266YDBB0v6S2q2psWVeJR11FBpTm6ZSsIkmwbu+9vQdTpx2b6o++a+27fBO+DG4IUn8AQhQDIo2oOj+r5OwvXxlz4tLKhXhNIk9CPcCQTB1zpwcG/UiiLSpEpSBAFivI0rmIumu/DhzxP4aSdD9nFpo2L4UHTqTlhj+ODQW8NLRi8kLOCCJbf5ScOoJitr9FhjInAMHCst+/7nGEM12ZWO3uZ9hv2NzN7VUSVRMRklDoJ0Xhsv1opOWK2p0AgSAbwtkoo/DAtGAu72yBxONhSRZtL7e+JTgts1+Hh5GYLz+pJh6WuMopJ5TTYC0PJJLXK3blu+eUy86OmYDhMhf3/UpipsSA1Nf1dHU53oXfnIztCD+o0EubsASQqDvZG7fivXEhOWbRoFkmmPP1i53rsEbncgyWm8pjwWB6a0xe4byVPP4eZhG+lGRR9GoS+4N4EIMbMTF6fIiZGwpN9yAWFo85JkcHkIpZznxw0PmtZDEILLCCVImQ5AWVhCAt72I9Pe2OHS2Rk6nm5gecO3gGAtKbdnckE1Y22UYr5ktwfqgso/XRd2CFDdnRzXDIjQkgBqVoDKJaKw9zSkCCYcE1hEglIoO8jCZJ7i19vDMaZXt19ljvtp9K8kqzjTIlFctcaq0wIwTxS2dVvxGSrGqoqgKHL/j+8bvM6/c7HV2vM7Vn92x9rm2InDTOA22J6QmrLZ6wEm5qf7otWiTClm0WpXEolBvOOtDnJ4bkhEd4GPEHCjNjYynEkMZNGuYCh1xG+Gz/I4OjBETeCjeNjjvWuQsx7NkQ49DP1u7vhqThez8Xlte7pufKjRt372Ycd25nLuJDPBowdeiv7ufa6ujODhgQcHjh0KjS08OXbdOIfhNCWgGZNBURf6mwZKklHi+PT7gtzKQbpg4RT9M3WhOV2naVsVNaYbr1/EptX1+BcUOg5rMwKi4ymFUFqTKiIE+2Nt29Et7Z5LjTeilVfau6Ydky7kdsnulrbEwPdBxLWJ0DCfECFESvd8AxhhhDwMFQhkHKCAJhXyQGuwo0Y00Q7dYg8QBps2mMA6LHhoQHjYICgiznlX6qBuM9pCl1QelXYI35QWIslwHxeZ+EY5kbTRd2O5pf7a9O1dagxkraoai6D3g3BJNWPJjEhJgdUrZGCl1jcujYSeMuGwYZzaQ0rBPsLKrCh+/ecELEtk2SYTPE5gSJZkFIhxSe3MECCTwXrU3AlLiwpiR2Nau4knozW7RdN3ei+EVHrp7Fx3IcbHI8rq7ZV/1q/wF0bmPcCy21AKI2mIOVV5ZRB4IaEHJQ+DZDIvFDDBzhUyQW2FHEGCVJgmoYiInacZMReVqov0G9hBEadUKtCw9acmJkNkMOrXoh0ViAWbrLQ7YoSCAQbG29fWdnU7vj9h77/OlXFxuptU4+KgFRlmGOzRC4xARxEUQnhKTKMt2AFDmnwAmfCRDeAx0vUUuQYD6kNRY7gbLAkdkj7BPKLu6AXJtezzjzBMmAz9AJKJUxMV4t28sK7BDLyKEg5Jjj25VqffM48zjmsPFxERE70gjVlbUj/tZfURAVJwVfjYbgC89oOi1CZpWW8GDoYY9+5NOkghgk2rWQWU2G4OdDAZD1cFL9hESuTavV5UGRysJ/FZUlml+YNrmE7o6QIFoHIYgsLMia2KVwKhPG3Xh73/ZIzdpd1Od8Cm/X/M/Bk5YRAVEOmT+8IolQYUSuYmZfQDKF+QQMHSTasxBMjAPx7hdVGSBFMt0E0YfOnXCFeMx4RanE+aqcTTvHabiMIAw8koUrS0F2tbaGq1M7Yo5Ndt3+vZHq1ersGpA/JBykZWbEiDFZFoI6PMnxDouPBzAn/X2AINRWInWPsFCwc0KC6aC5QqsNicjMrygmiPn9zN5KxHwkY8cihVLpiGO5E71hGbkV0hkAgadC/0tUJBAgSKq9/W5z9Tm0W7f3tERqGvE9TMr/IPKsFUSVXC2vgowogT7APaPDjcXB/pwuFI8DpJhdhyG8fIA5kfyIuduE4AkufknoQB1UH58eQ+aaumE4CQ+f2TVmB0oJ4i9VEiiXOV2Bw+g6Io23Lve9fQuQlppIDdyUoO57ydXYp2msDAdsPUGcDBrD+1JRkF2jCl4uQ8q9FG3qkNtmpyUxLxylXOcZn8eYH/O+5KB5cnlGUpcZkGGrW/3wA0bSTFd1I7wPAQ6AuNBxkd3ICUpO8R9BsooCEny8S8O1vkMX+jIbAbLNPnl0W9ArJPEE1npyYLo3PuCNJzaUleFvMhk4NXt21alPcCOTVrDXsuIEyfYX9Fdh1C8D+fmBcn+x/6WQ4FEiEartfbDFkoSGt0h8/ClazIxDOUHQyBbDpEKD26npG7buzCthLh8iIEThz7j6pskWSRAlwQ/RSjq8s6+r1lHfUm/X38OMCEk8UVS0IdGd8KZ7s6vT0bKy7mi8bXX24acVn56kk73d2WQnnJfuBEA6ngb6q2ZMaGjrPHbgUX9nSTbY4dKOCvqJCohUj5L2fPIRNBCQsGSZPi5B8H2GSbS24K9AvWHEFKQEIHwbMiJEQZEkX/0FIcma1K0jl5ubN/0m62xam4iiMJydZiFKEAUxoiGJShZxViJuhHElRhPEYFAQqVXEarVCFhXdiBA/GhwcBXGRgB8DIygYsIGCFhU3gv4AEVwouHEh/gGf95yRop7Sks60N/Pc9865Z869uTfXjrvdTlsgQulHJB/S3riUDF+XItqvgTS2LU7+2v3txsVkPDWVDn5GP/uA1H4svNu69d1C0nh7cdPwamN5b6B6o4nRZSyzKSFe85vpaPiSo/PlT3R8h3EQ09L8BJvRUMdc6wa/XTaycPrSKdTQaQNxM5D798+euDc7nevE3WZ31AZE9jrasqXf2zLup/0xIMuWpUevOsji4W8ffuR7AonW9qVI4eCTcM2axY9X0/n9lWH/7fJhJV/wtWzxCcQBmimKN9A95yanYMve0mhwSEqJ6tnBQHybAe4HM5qRr81mAwR+DsSa5NFdYs8kDtK6efkQG7XlJmamD3RGowykP0x6W6IoKfWiXmk+zRdCtobYHy282f3+1as9BxeTi4PxoDFMqd20sHKhvGrVjR9vpwZJb7hivjdvw1zUm33KaUVB61Kp6gFxV4skdnCd+Ij/fP8Gl0Tm7aZc0P4iZWpEEpBrWx1AggnXdATDY2Bu93OzD+89f3b+UI6JD9fi0Sg99sd4R95WLyp5PJ0+6tcg+iSLTIRQJ/6xnp0SqX4SzkqKTyVJ6ldipjXEAbGpQxtdEt+kJbAuQygoAsgmC20FgjzOwfQTRNqR7WEDh+2qg28zZQJZreoGh4FcevD1xPmHuWYcx+1/QEoOEjAbRM+/+ZDyAVGEYCzHXW6lU+kTSYof66svdRAfkwBEa/eZ66Hvcw6f/AUJeGopSpzLzBfZj10KPzR4hoGWbdkESeAQ/L5EAgcgrUuHPt0+eYts/Fy7c0EgSyT8bwlBAj3y4/EZqChKEqVctwPDVUhl75EV+LNliUTQhdqZDMRGCtkooZxX+CY9zHBnzAjQH/pi7gDZri3FOj89HbpLK/KiBjNGZWgiArcwrJk5R3COrSZfPm7N5O7OdZvNzqlUIrip7gJQKrVNxV04UN2Cip7hMBREEgmauCfhNZ2oVVzW9UNlISjpNoWx6wo1TrM1mdynHd6IzirAn3NYg9fmOWj4wOefsEYW7UvNquIk9iIDEUkgEr5DKXJi9u7TiVwcd5pzXz+/CaWCGQTAhpYfK6vG3VH6sKQpwkFaF3JbHduQnSYNVyqrg9UcpR49cNtRJPaCpKg+GACBoCQCo4i3FcoQCIWraFLtgGBHUKVcc0GoWONYAnETByAzs4daV6Y7uXiu03n69csjPAD6G0dY3buXUgI010UGmJNopJgcRblsIFmWG3eozF4JA0UHKxag69zKddt3A4LHUAuCxMfEdEdQ3Rh81JoPesKBOQgok+VqIAzMcKyhcO1/W+XoxPV9Z07vm86dmonj5osX3yfr/jDP39fqk6oPM5fXSOpS3jkcRJqvN5Cqg4gFg8NJNLxg8HVfxj3zBEhdRRCVawUraWUQDrLbUXbWASn9MecJ/7dk4vr1h3da9Oy/uzqfFybBMI5XdA86doqIzvUfdNwleyWyCUWQoLxZvdlKULBDoyDphcj1Oom8uIaGKbnlYZA0qks7pYOIJhXsENRp1CEo6HGtn190OnTv6+d9n+d9H2X4WAOKqvwhNAFUB9cGcRM00P69a1daV9e0BYyVUB3o4C8OAISblbWhQJdAnf8JIrfmzc27dzXPP2CG3ggcCHxp7cgHGq0nk/2/1ZCANiB7/gXZkMD2D9JnmyfdlN3YcspqX55Ecf8FkMBT4fVw0Ey4ALIZ/KCINQnUCII/euz7DbKnAdn527bAMP8hOQDxxI510Aog4NYbkHXM23QGaG2zUN1GG5LjaxCw9abMv0mAYqMNyzNqX7AxsZMt3KDdXwRhvPzy4cW9R7PZ7MTTEzNQk0HxfJNU8eShQ7CcPw9pHmGZ3Xt04hFkeDx//vDJQ3DsDOyfuHv0xFH4eh90qBFs4SD8Dg7ePXH37t3Z3aNHIR/kmaNXDx892agp9+ij2aPZ+aMnYANlruucwe69e/dgbT4fbYr8Syc3C1zQoUNPnz55H88J5QnW6ZYL2qfLWVgrr96Gy6+LqspdU43UgTGYG0lSXhmcQhBV4os6HU7VIuGV0IneJMX3YEJ7CKERouXthLuRvKTNvAp3/0KnJQqv1baNOp2ea924c+OBlQZvg2zQunjd6vcu32p1TreOnMYoqat3FWnhxJOzc4WmeDFLZS8L8izOF2m1+PpG8X0B5AuijjCWWjpBuoQJxkQiNuzYY2PqDk+duqRjtMWQw6yfpnL+KlwswiqcqmMyNiDhjWR4qtbPyhslxZLs2jYb8gXT8iBdBc2piS6i3oijZXHqksKK2y8h9OwIwki4oNz+9m1xBQ4PC/XYjRvnomXw7du7C4UlHuGucVxLOO37Hey603j5JpIQKxQNii5cV5Vj52xUxYXnVHn4dhI3IKIAq4h1QeAwIdJPEKyTromJabrTJOFNXUdbeEX2nDSqq2ixzKvKtYEaNZlQJSNfZnKmOX1NCqrpkFJWJomSa2n4djkN6wI4RPFIkgwhi1+vTIb6aDSCYOfxp9XH76vVubOc2LMHCQSnq9Xq7dd3dzweeoI7dqoFGL5/aRrXeZUvC8qswmXJTZ5Xvcjz2moaQmLlIMi9qOuDgAOwkRmP7zAdAYMkQI/AYnKSPTco6jEL69KWbWYaBNF0mkZVGFaxiRDSRZ3Yus1DkVngZEEYhXXEJ6wEaV7uGV4UFwlClCKEy2GiQzrYI2LvuThqJH9/9fjT28lH55LfESX+nNU+60zC1SKYpK3rPbuHgELwW916yuZubtCEqYnqljwbakokn+NZkQVBFjme8i4ka5B1l3hRVBQFGY2IJAiSTgRdGvPmmCKaDFn7krhlqxxrijqfu2r8Na/DgYgFLBHOVC3G5CyYLN/mTlzltcMzieqJViqMnxdeUFKaUCxQCr7SEtGplz2x1RFGvnChL7cvX84mk3OU67IrV6x+W7nc//Rx9W6RBy4HTtRcnW24zK3NGrdOJTxTDFkZFmBagWxpamC1K69avIlVn0h+4yMjEbvQa0VhCyNiY0EXMAakcWygHjet1UjfCkm0VVV1DXM8ni8Xc6O2sQ72pwS1ylMtDLxg+S5MozgLGMWUMcc4O2QpUxmSC6o3nQLqCUdEisSW2MFnMxVeCvf4zpu3jqMMy2733A2+LXvyq/7HxWQZRrLudwQgscfTUjdYbPpdWjLGFGWouG1NVowojRUliMBH6kgypRGcPRKIYZikHNpgvoQIApiYjgVoPlKW1JLTAdoC+cC3u8bcjdtuGi9qQsYYzhtbShw5vXbmyOB7YZWFqTwtyoQl8ps3iuMsC0YXXgkdIooi+MLoSLuLRRGh23IuP3igQSDXVuRzd2zC2RYP3n9n4nmh1+93Of+noOGI7bomNxiUYF2MWrxh3JE1tQ0jl6ZZWh2EeR4Nui0fROaGS0g5GCd4RMBkEMa4o9PyFCqn7oC/AmnNfwBFQY9MZ2u5xgAAAABJRU5ErkJggg==", + "description": "Displays a CO2 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: 'co2', label: 'CO2 level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'ppm', decimals: 0 }\n ];\n },\n defaultLatestDataKeysFunction: function(configComponent, configData) {\n return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'co2', 'ppm', 0);\n }\n };\n}\n", + "settingsSchema": "{}", + "dataKeySettingsSchema": "{}", + "latestDataKeySettingsSchema": "{}", + "settingsDirective": "tb-aggregated-value-card-widget-settings", + "dataKeySettingsDirective": "", + "latestDataKeySettingsDirective": "tb-aggregated-value-card-key-settings", + "hasBasicMode": true, + "basicModeDirective": "tb-aggregated-value-card-basic-config", + "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"Main building\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"CO2 level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"ppm\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"#4caf50\",\"settings\":{\"position\":\"center\",\"font\":{\"size\":52,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"1\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":600,\"color\":\"#3B911C\"},{\"from\":600,\"to\":1000,\"color\":\"#7CC322\"},{\"from\":1000,\"to\":1500,\"color\":\"#F77410\"},{\"from\":1500,\"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() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"ppm\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta percent\",\"color\":\"#f44336\",\"settings\":{\"position\":\"rightTop\",\"font\":{\"size\":14,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"20px\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"rangeList\":[{\"from\":null,\"to\":0,\"color\":\"#198038\"},{\"from\":0,\"to\":0,\"color\":\"rgba(0, 0, 0, 0.87)\"},{\"from\":0,\"to\":null,\"color\":\"#D12730\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof 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level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"co2\",\"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", + "co2" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/horizontal_co2_card.json b/application/src/main/data/json/system/widget_types/horizontal_co2_card.json new file mode 100644 index 0000000000..85b8ef899f --- /dev/null +++ b/application/src/main/data/json/system/widget_types/horizontal_co2_card.json @@ -0,0 +1,28 @@ +{ + "fqn": "horizontal_co2_card", + "name": "Horizontal CO2 card", + "deprecated": false, + "image": 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+ "description": "Displays a latest CO2 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: 'co2', label: 'CO2 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\":\"CO2 level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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\":\"co2\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":600,\"color\":\"#3FA71A\"},{\"from\":600,\"to\":1000,\"color\":\"#80C32C\"},{\"from\":1000,\"to\":1500,\"color\":\"#F36900\"},{\"from\":1500,\"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\":600,\"color\":\"#3FA71A\"},{\"from\":600,\"to\":1000,\"color\":\"#80C32C\"},{\"from\":1000,\"to\":1500,\"color\":\"#F36900\"},{\"from\":1500,\"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 CO2 card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"ppm\",\"decimals\":0,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}" + }, + "externalId": null, + "tags": [ + "weather", + "environment", + "co2" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/horizontal_co2_card_with_background.json b/application/src/main/data/json/system/widget_types/horizontal_co2_card_with_background.json new file mode 100644 index 0000000000..be668528e9 --- /dev/null +++ b/application/src/main/data/json/system/widget_types/horizontal_co2_card_with_background.json @@ -0,0 +1,28 @@ +{ + "fqn": "horizontal_co2_card_with_background", + "name": "Horizontal CO2 card with background", + "deprecated": false, + "image": 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+ "description": "Displays a latest CO2 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: 'co2', label: 'CO2 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\":\"CO2 level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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, 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* 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\":600,\"color\":\"#3B911C\"},{\"from\":600,\"to\":1000,\"color\":\"#7CC322\"},{\"from\":1000,\"to\":1500,\"color\":\"#F77410\"},{\"from\":1500,\"to\":null,\"color\":\"#DE2343\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Horizontal CO2 card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"ppm\",\"decimals\":0,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}" + }, + "externalId": null, + "tags": [ + "weather", + "environment", + "co2" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/simple_co2_chart_card.json b/application/src/main/data/json/system/widget_types/simple_co2_chart_card.json new file mode 100644 index 0000000000..9a541665ee --- /dev/null +++ b/application/src/main/data/json/system/widget_types/simple_co2_chart_card.json @@ -0,0 +1,31 @@ +{ + "fqn": "simple_co2_chart_card", + "name": "Simple CO2 chart card", + "deprecated": false, + "image": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAACgCAMAAAB+IdObAAAAkFBMVEUAAAAAAAD19fUAAABvb2/9/f36+vrx8fHk5OTU1NT///+AwywhISHj4+N0dHTx8fGv2XtYWFjHx8eQy0bv9+Xf8Mq/4ZU8PDwvLy/3+/KQkJCCgoKIxzmsrKyQykbV1dWg0mCg0mGenp643Yi6urrP6bDn9NhKSkpmZmaYzlOdnZ2rq6vX7L3H5aPH5aKo1m5LZ5BzAAAACnRSTlMAH8cQMfHjso9z2hGKZwAABOpJREFUeNrsz0kRwCAQADBuKP4Fd+qgT9hJHCQBAAAAAAD8VvP16tdoq+/L9dlqymMHMFp6dggrlR3CjBIpIocROc3Lbr2s1goEURieL+pC1aQbm6ZBBEXf//2OtkJOSGBvCIQK9A+6QBz4DRQHJFoDEq0BidaARGtAovU+ZJayXFvv1UkK48oE3+TE+MXeh1guQjNQsmzXpjSlpMBfg1RiYMpwWs4ldWpo5MAN0Xlm+AK0Cvi8RIGI1H58VDIA9mepgp9n7RBOZpkrKTY7uVvagkCMF95c8JGk/5cmAJwEVyb9qhXNFXQoHXBqMSAr+wVhSw29zxClGdB1VQAdsiazbDBZSJ1WW6nGgBSZVeTQXRx3e1ZgMd3pXCe/SIyeCZK5e4Nn2dBodneNAXliq4o7zUVbsnO31lICSnZmBTpkyqx7g+Z8nCdhlVgQrZXxtCQiY4DvZboSoENUiFZ+PgktEZUgL/u3sd6riq8pf73z541flD/cgERrQKI1INEakGgNSLQGJFoD8hu5mBXHG4WGsFE2yySKl0WGcMrHtRMZXhYZItTQ26niVZEh/9gzt+VkYSAA328CgoRDOIhURWk9vP/b/etmmf50pgQbZ8yF30xhMbnYj81GikUITGwvicci9JLZUEprl3gsUkkYCeQHWPBYJI8Blq8t70TWYVwFpgpfAMvXlm8ipSximQfAv8csX1ueiaxliVkXebvaFyeAB9bWq0VWVS6PDTD820WbS/Mm+YG19WKRIC/CMpbH8VJW5rz/XP+YiKWaZUZEKz2NR5SCZ3Gidvgcswx/f4EfF4ExapqJo1Xk3Akhut5k3tVCJAcgLhjXkQY3pj0c5+ayCOdqV7bBOpZI3gBjFzlgtgmqpBhrDBJM/wJIZgY6eAZ72fLD1No0QjAjHUqkKINgf5QhT7SLJCLRoGpK+EI+O1FrACVERp8c4AmEBbd8XjRtUMlqvn77Zr3i1s/R3C5C+V7hnrzA4yAiPGpKPhM1IFtx+24enaZ6jFWach+Nse5TBb9wPI05niRSPbBJyI+FInTLMxJBKVOkHcANa0SGGyAyscFJIrlgHIkouse9mdxRfK7xFOm5FiHaplk9tG0vEaEqdNQcEUshdLElEWPIgRi2ppkijmuFk/G0xTjBE8bZTIu4YBfpsUmiWiTqW2T7i8gVqJlIpAdIhdhRjylamje6KwP8hFvEgrMI5YBcwS7CJ40iGzNvw+WDlCrFA1O4RSy4itAelR0iIS7LRM5YDMqXP7KL2J8E3UVMBufxRo8iw4wIZcz5HpaKVDIAC84inB856OmuNfCuNRX5Q0VaGYIFd5ELloILMyalxu8RDVSYiUg06ZFhiciXzFdgwVmEtx59E0JR8njcUdzTQEpSLJKhZMK71plW1s4mQh5Hq4e7CCWVdDVmyc9aXUIx+SQD/gGwiLkWir9H7mPKLlLaPNxFmAwzF/WVYnWjmAdQT2w1IFyRBAfPJt/dfUyBVaS0vwZ1Fxn5/xlJU8z0PWuMPdLjIOdLEy2QB9hxF1kOiTAksohSVvB3PBL5/AAHPBJx5/ki9D8H06c9vA6/3mu9Rd4iHvIW8Y23iG+8RXzjLfKvnTuoASCEASDYgyZw+BeMBZ7QzDhYA3sbIbdpMVYJLeYq4Y+sMUH6oud4f0s1s9cZhQEAAAAAAJzZz8keC0HEP5QAAAAASUVORK5CYII=", + "description": "Displays historical CO2 level values as a simplified chart. Optionally may display the corresponding latest CO2 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: 'co2', label: 'CO2 level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n ];\n },\n defaultLatestDataKeysFunction: function(configComponent) {\n return [{ name: 'co2', 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\":\"CO2 level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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\":600,\"color\":\"#3FA71A\"},{\"from\":600,\"to\":1000,\"color\":\"#80C32C\"},{\"from\":1000,\"to\":1500,\"color\":\"#F36900\"},{\"from\":1500,\"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\":\"CO2 level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"co2\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"18px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":true,\"decimals\":0,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"ppm\",\"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", + "co2" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/simple_co2_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/simple_co2_chart_card_with_background.json new file mode 100644 index 0000000000..a498ba3501 --- /dev/null +++ b/application/src/main/data/json/system/widget_types/simple_co2_chart_card_with_background.json @@ -0,0 +1,31 @@ +{ + "fqn": "simple_co2_chart_card_with_background", + "name": "Simple CO2 chart card with background", + "deprecated": false, + "image": 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", + "description": "Displays historical CO2 level values as a simplified chart with background. Optionally may display the corresponding latest CO2 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: 'co2', label: 'CO2 level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n ];\n },\n defaultLatestDataKeysFunction: function(configComponent) {\n return [{ name: 'co2', 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\":\"CO2 level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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() * 160 - 80;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 400) {\\n\\tvalue = 400;\\n} else if (value > 1600) {\\n\\tvalue = 1600;\\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\":600,\"color\":\"#3B911C\"},{\"from\":600,\"to\":1000,\"color\":\"#7CC322\"},{\"from\":1000,\"to\":1500,\"color\":\"#F77410\"},{\"from\":1500,\"to\":null,\"color\":\"#DE2343\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}}},\"title\":\"CO2 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