From 0448b5728909b537e0823f8122568d3f13957a44 Mon Sep 17 00:00:00 2001 From: Igor Kulikov Date: Tue, 24 Oct 2023 15:27:01 +0300 Subject: [PATCH] UI: Outdoor Environment: Noise level widgets. --- .../widget_bundles/outdoor_environment.json | 10 +++++- .../ground_temperature_chart_card.json | 2 +- ...emperature_chart_card_with_background.json | 2 +- .../horizontal_noise_level_card.json | 28 +++++++++++++++++ ...ntal_noise_level_card_with_background.json | 28 +++++++++++++++++ .../widget_types/humidity_chart_card.json | 2 +- .../humidity_chart_card_with_background.json | 2 +- .../system/widget_types/noise_level_card.json | 28 +++++++++++++++++ .../noise_level_card_with_background.json | 28 +++++++++++++++++ .../widget_types/noise_level_chart_card.json | 31 +++++++++++++++++++ ...oise_level_chart_card_with_background.json | 31 +++++++++++++++++++ .../widget_types/pressure_chart_card.json | 2 +- .../pressure_chart_card_with_background.json | 2 +- .../simple_noise_level_chart_card.json | 31 +++++++++++++++++++ ...oise_level_chart_card_with_background.json | 31 +++++++++++++++++++ ...l_moisture_chart_card_with_background.json | 2 +- .../widget_types/temperature_chart_card.json | 2 +- ...emperature_chart_card_with_background.json | 2 +- .../widget_types/value_and_chart_card.json | 2 +- 19 files changed, 255 insertions(+), 11 deletions(-) create mode 100644 application/src/main/data/json/system/widget_types/horizontal_noise_level_card.json create mode 100644 application/src/main/data/json/system/widget_types/horizontal_noise_level_card_with_background.json create mode 100644 application/src/main/data/json/system/widget_types/noise_level_card.json create mode 100644 application/src/main/data/json/system/widget_types/noise_level_card_with_background.json create mode 100644 application/src/main/data/json/system/widget_types/noise_level_chart_card.json create mode 100644 application/src/main/data/json/system/widget_types/noise_level_chart_card_with_background.json create mode 100644 application/src/main/data/json/system/widget_types/simple_noise_level_chart_card.json create mode 100644 application/src/main/data/json/system/widget_types/simple_noise_level_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 2c3d0b8919..cc3b703fa3 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 @@ -103,6 +103,14 @@ "simple_soil_moisture_chart_card", "simple_soil_moisture_chart_card_with_background", "soil_moisture_progress_bar", - "soil_moisture_progress_bar_with_background" + "soil_moisture_progress_bar_with_background", + "noise_level_card", + "noise_level_card_with_background", + "horizontal_noise_level_card", + "horizontal_noise_level_card_with_background", + "noise_level_chart_card", + "noise_level_chart_card_with_background", + "simple_noise_level_chart_card", + "simple_noise_level_chart_card_with_background" ] } \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/ground_temperature_chart_card.json b/application/src/main/data/json/system/widget_types/ground_temperature_chart_card.json index 2f829baf42..93c92941b2 100644 --- a/application/src/main/data/json/system/widget_types/ground_temperature_chart_card.json +++ b/application/src/main/data/json/system/widget_types/ground_temperature_chart_card.json @@ -20,7 +20,7 @@ "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\":\"Ground temperature\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"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\":-20,\"color\":\"#234CC7\"},{\"from\":-20,\"to\":0,\"color\":\"#305AD7\"},{\"from\":0,\"to\":10,\"color\":\"#7191EF\"},{\"from\":10,\"to\":20,\"color\":\"#FFA600\"},{\"from\":20,\"to\":30,\"color\":\"#F36900\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"decimals\":null,\"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\":\"°C\",\"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\":\"Ground temperature\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"device_thermostat\",\"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}" + "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"Main building\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Ground temperature\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"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\":-20,\"color\":\"#234CC7\"},{\"from\":-20,\"to\":0,\"color\":\"#305AD7\"},{\"from\":0,\"to\":10,\"color\":\"#7191EF\"},{\"from\":10,\"to\":20,\"color\":\"#FFA600\"},{\"from\":20,\"to\":30,\"color\":\"#F36900\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"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\":\"°C\",\"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\":\"Ground temperature\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"device_thermostat\",\"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": [ diff --git a/application/src/main/data/json/system/widget_types/ground_temperature_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/ground_temperature_chart_card_with_background.json index 933461c9d8..33ba24a526 100644 --- a/application/src/main/data/json/system/widget_types/ground_temperature_chart_card_with_background.json +++ b/application/src/main/data/json/system/widget_types/ground_temperature_chart_card_with_background.json @@ -20,7 +20,7 @@ "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\":\"Ground temperature\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"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\":-20,\"color\":\"#224AC2\"},{\"from\":-20,\"to\":0,\"color\":\"#2B54CE\"},{\"from\":0,\"to\":10,\"color\":\"#6083EC\"},{\"from\":10,\"to\":20,\"color\":\"#F89E0D\"},{\"from\":20,\"to\":30,\"color\":\"#F77410\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"decimals\":null,\"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 = 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Ground 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"{\"datasources\":[{\"type\":\"function\",\"name\":\"Main building\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Ground temperature\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"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\":-20,\"color\":\"#224AC2\"},{\"from\":-20,\"to\":0,\"color\":\"#2B54CE\"},{\"from\":0,\"to\":10,\"color\":\"#6083EC\"},{\"from\":10,\"to\":20,\"color\":\"#F89E0D\"},{\"from\":20,\"to\":30,\"color\":\"#F77410\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta 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"tags": [ diff --git a/application/src/main/data/json/system/widget_types/horizontal_noise_level_card.json b/application/src/main/data/json/system/widget_types/horizontal_noise_level_card.json new file mode 100644 index 0000000000..a32b3ff059 --- /dev/null +++ b/application/src/main/data/json/system/widget_types/horizontal_noise_level_card.json @@ -0,0 +1,28 @@ +{ + "fqn": "horizontal_noise_level_card", + "name": "Horizontal noise level card", + "deprecated": false, + "image": 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+ "description": "Displays a latest noise 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: 'noise', label: 'Noise 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\":\"Noise level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value;\\nif (!prevValue) {\\n value = Math.random() * 120;\\n} else {\\n value = prevValue + Math.random() * 40 - 20;\\n}\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 0;\\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\":\"bar_chart\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":50,\"color\":\"#80C32C\"},{\"from\":50,\"to\":70,\"color\":\"#FFA600\"},{\"from\":70,\"to\":90,\"color\":\"#F36900\"},{\"from\":90,\"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\":50,\"color\":\"#80C32C\"},{\"from\":50,\"to\":70,\"color\":\"#FFA600\"},{\"from\":70,\"to\":90,\"color\":\"#F36900\"},{\"from\":90,\"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 noise level card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"dB\",\"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, 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", + "description": "Displays a latest noise 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: 'noise', label: 'Noise 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", + 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noise level card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"dB\",\"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", + "noise" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/humidity_chart_card.json b/application/src/main/data/json/system/widget_types/humidity_chart_card.json index 9b59059ac2..c66869c29f 100644 --- a/application/src/main/data/json/system/widget_types/humidity_chart_card.json +++ b/application/src/main/data/json/system/widget_types/humidity_chart_card.json @@ -20,7 +20,7 @@ "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\":\"Humidity\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"%\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"#4caf50\",\"settings\":{\"position\":\"center\",\"font\":{\"size\":52,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"1\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":20,\"color\":\"#D81838\"},{\"from\":20,\"to\":40,\"color\":\"#FFA600\"},{\"from\":40,\"to\":60,\"color\":\"#5B7EE6\"},{\"from\":60,\"to\":80,\"color\":\"#305AD7\"},{\"from\":80,\"to\":100,\"color\":\"#234CC7\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":false},\"_hash\":0.9408410830697858,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"%\",\"decimals\":null,\"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\":\"%\",\"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\":\"Humidity\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:water-percent\",\"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}" + "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"Main building\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Humidity\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"%\",\"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, 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a/application/src/main/data/json/system/widget_types/humidity_chart_card_with_background.json +++ b/application/src/main/data/json/system/widget_types/humidity_chart_card_with_background.json @@ -20,7 +20,7 @@ "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\":\"Humidity\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn 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b/application/src/main/data/json/system/widget_types/noise_level_card.json @@ -0,0 +1,28 @@ +{ + "fqn": "noise_level_card", + "name": "Noise level card", + "deprecated": false, + "image": 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+ "description": "Displays a latest noise 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: 'noise', label: 'Noise 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\":\"Noise level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value;\\nif (!prevValue) {\\n value = Math.random() * 120;\\n} else {\\n value = prevValue + Math.random() * 40 - 20;\\n}\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 0;\\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\":{\"family\":\"Roboto\",\"size\":52,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"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\":50,\"color\":\"#80C32C\"},{\"from\":50,\"to\":70,\"color\":\"#FFA600\"},{\"from\":70,\"to\":90,\"color\":\"#F36900\"},{\"from\":90,\"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\":\"Noise level card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"dB\",\"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", + "noise" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/noise_level_card_with_background.json b/application/src/main/data/json/system/widget_types/noise_level_card_with_background.json new file mode 100644 index 0000000000..8b01223e7e --- /dev/null +++ b/application/src/main/data/json/system/widget_types/noise_level_card_with_background.json @@ -0,0 +1,28 @@ +{ + "fqn": "noise_level_card_with_background", + "name": "Noise level card with background", + "deprecated": false, + "image": 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100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"valueFont\":{\"family\":\"Roboto\",\"size\":52,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"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\":50,\"color\":\"#7CC322\"},{\"from\":50,\"to\":70,\"color\":\"#F89E0D\"},{\"from\":70,\"to\":90,\"color\":\"#F77410\"},{\"from\":90,\"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\":\"Noise level card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"dB\",\"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", + "noise" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/noise_level_chart_card.json b/application/src/main/data/json/system/widget_types/noise_level_chart_card.json new file mode 100644 index 0000000000..d267ffb8ca --- /dev/null +++ b/application/src/main/data/json/system/widget_types/noise_level_chart_card.json @@ -0,0 +1,31 @@ +{ + "fqn": "noise_level_chart_card", + "name": "Noise level chart card", + "deprecated": false, + "image": 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+ "description": "Displays a noise 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: 'noise', label: 'Noise level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'dB', decimals: 0 }\n ];\n },\n defaultLatestDataKeysFunction: function(configComponent, configData) {\n return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'noise', 'dB', 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\":\"Noise level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value;\\nif (!prevValue) {\\n value = Math.random() * 120;\\n} else {\\n value = prevValue + Math.random() * 40 - 20;\\n}\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"dB\",\"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\":50,\"color\":\"#80C32C\"},{\"from\":50,\"to\":70,\"color\":\"#FFA600\"},{\"from\":70,\"to\":90,\"color\":\"#F36900\"},{\"from\":90,\"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;\\nif (!prevValue) {\\n value = Math.random() * 120;\\n} else {\\n value = prevValue + Math.random() * 40 - 20;\\n}\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"dB\",\"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() * 20 - 10;\\nif (value < -20) {\\n\\tvalue = -20;\\n} else if (value > 20) {\\n\\tvalue = 20;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"dB\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1691927717318,\"endTimeMs\":1692014117318},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"stack\":false,\"fontSize\":10,\"fontColor\":\"#545454\",\"showTooltip\":true,\"tooltipIndividual\":false,\"tooltipCumulative\":false,\"hideZeros\":false,\"grid\":{\"verticalLines\":true,\"horizontalLines\":true,\"outlineWidth\":1,\"color\":\"#545454\",\"backgroundColor\":null,\"tickColor\":\"#DDDDDD\"},\"xaxis\":{\"title\":null,\"showLabels\":true,\"color\":\"#545454\"},\"yaxis\":{\"min\":null,\"max\":null,\"title\":null,\"showLabels\":true,\"color\":\"#545454\",\"tickSize\":null,\"tickDecimals\":0,\"ticksFormatter\":\"\"},\"shadowSize\":4,\"smoothLines\":false,\"comparisonEnabled\":false,\"xaxisSecond\":{\"axisPosition\":\"top\",\"title\":null,\"showLabels\":true},\"showLegend\":true,\"legendConfig\":{\"direction\":\"column\",\"position\":\"bottom\",\"sortDataKeys\":false,\"showMin\":false,\"showMax\":false,\"showAvg\":true,\"showTotal\":false,\"showLatest\":false},\"customLegendEnabled\":false,\"showSubtitle\":true,\"subtitle\":\"${entityName}\",\"subtitleFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"subtitleColor\":\"rgba(0, 0, 0, 0.38)\",\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"dateColor\":\"rgba(0, 0, 0, 0.38)\",\"showChart\":true,\"chartColor\":\"rgba(0, 0, 0, 0.87)\",\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Noise level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"bar_chart\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"24px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":false,\"displayTimewindow\":true,\"decimals\":0,\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"24px\",\"icon\":null,\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":false},\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null}" + }, + "externalId": null, + "tags": [ + "weather", + "environment", + "noise" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/noise_level_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/noise_level_chart_card_with_background.json new file mode 100644 index 0000000000..e263ea286a --- /dev/null +++ b/application/src/main/data/json/system/widget_types/noise_level_chart_card_with_background.json @@ -0,0 +1,31 @@ +{ + "fqn": "noise_level_chart_card_with_background", + "name": "Noise level chart card with background", + "deprecated": false, + "image": 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", + "description": "Displays a noise 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: 'noise', label: 'Noise level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'dB', decimals: 0 }\n ];\n },\n defaultLatestDataKeysFunction: function(configComponent, configData) {\n return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'noise', 'dB', 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\":\"Noise level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value;\\nif (!prevValue) {\\n value = Math.random() * 120;\\n} else {\\n value = prevValue + Math.random() * 40 - 20;\\n}\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"dB\",\"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\":50,\"color\":\"#7CC322\"},{\"from\":50,\"to\":70,\"color\":\"#F89E0D\"},{\"from\":70,\"to\":90,\"color\":\"#F77410\"},{\"from\":90,\"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 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Noise level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"bar_chart\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"24px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":false,\"displayTimewindow\":true,\"decimals\":0,\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"24px\",\"icon\":null,\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":false},\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null}" + }, + "externalId": null, + "tags": [ + "weather", + "environment", + "noise" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/pressure_chart_card.json b/application/src/main/data/json/system/widget_types/pressure_chart_card.json index 475189d065..db218a4160 100644 --- a/application/src/main/data/json/system/widget_types/pressure_chart_card.json +++ b/application/src/main/data/json/system/widget_types/pressure_chart_card.json @@ -20,7 +20,7 @@ "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\":\"Pressure\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"hPa\",\"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\":1000,\"color\":\"#D81838\"},{\"from\":1000,\"to\":1020,\"color\":\"#80C32C\"},{\"from\":1020,\"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() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"hPa\",\"decimals\":null,\"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', 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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\":\"hPa\",\"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\":\"Pressure\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"compress\",\"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}" + "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"Main building\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Pressure\",\"color\":\"rgba(0, 0, 0, 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a/application/src/main/data/json/system/widget_types/pressure_chart_card_with_background.json +++ b/application/src/main/data/json/system/widget_types/pressure_chart_card_with_background.json @@ -20,7 +20,7 @@ "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\":\"Pressure\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn 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b/application/src/main/data/json/system/widget_types/simple_noise_level_chart_card.json @@ -0,0 +1,31 @@ +{ + "fqn": "simple_noise_level_chart_card", + "name": "Simple noise level chart card", + "deprecated": false, + "image": 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+ "description": "Displays historical noise level values as a simplified chart. Optionally may display the corresponding latest noise 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: 'noise', label: 'Noise level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n ];\n },\n defaultLatestDataKeysFunction: function(configComponent) {\n return [{ name: 'noise', 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\":\"Noise level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value;\\nif (!prevValue) {\\n value = Math.random() * 120;\\n} else {\\n value = prevValue + Math.random() * 40 - 20;\\n}\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 0;\\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;\\nif (!prevValue) {\\n value = Math.random() * 120;\\n} else {\\n value = prevValue + Math.random() * 40 - 20;\\n}\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 0;\\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\":50,\"color\":\"#80C32C\"},{\"from\":50,\"to\":70,\"color\":\"#FFA600\"},{\"from\":70,\"to\":90,\"color\":\"#F36900\"},{\"from\":90,\"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\":\"Noise level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"bar_chart\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"18px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":true,\"decimals\":0,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"dB\",\"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", + "noise" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/simple_noise_level_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/simple_noise_level_chart_card_with_background.json new file mode 100644 index 0000000000..715d0d46ba --- /dev/null +++ b/application/src/main/data/json/system/widget_types/simple_noise_level_chart_card_with_background.json @@ -0,0 +1,31 @@ +{ + "fqn": "simple_noise_level_chart_card_with_background", + "name": "Simple noise level chart card with background", + "deprecated": false, + "image": 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", + "description": "Displays historical noise level values as a simplified chart with background. Optionally may display the corresponding latest noise 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: 'noise', label: 'Noise level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n ];\n },\n defaultLatestDataKeysFunction: function(configComponent) {\n return [{ name: 'noise', 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\":\"Noise level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value;\\nif (!prevValue) {\\n value = Math.random() * 120;\\n} else {\\n value = prevValue + Math.random() * 40 - 20;\\n}\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 0;\\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;\\nif (!prevValue) {\\n value = Math.random() * 120;\\n} else {\\n value = prevValue + Math.random() * 40 - 20;\\n}\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 120) {\\n\\tvalue = 0;\\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\":50,\"color\":\"#7CC322\"},{\"from\":50,\"to\":70,\"color\":\"#F89E0D\"},{\"from\":70,\"to\":90,\"color\":\"#F77410\"},{\"from\":90,\"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\":\"Noise level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"bar_chart\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"18px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":true,\"decimals\":0,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"dB\",\"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", + "noise" + ] +} \ No newline at end of file diff --git a/application/src/main/data/json/system/widget_types/soil_moisture_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/soil_moisture_chart_card_with_background.json index 60624f716a..69aacadb7e 100644 --- a/application/src/main/data/json/system/widget_types/soil_moisture_chart_card_with_background.json +++ b/application/src/main/data/json/system/widget_types/soil_moisture_chart_card_with_background.json @@ -20,7 +20,7 @@ "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\":\"Soil Moisture\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"%\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"#4caf50\",\"settings\":{\"position\":\"center\",\"font\":{\"size\":52,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"1\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":20,\"color\":\"#DE2343\"},{\"from\":20,\"to\":40,\"color\":\"#F77410\"},{\"from\":40,\"to\":60,\"color\":\"#4369DD\"},{\"from\":60,\"to\":100,\"color\":\"#224AC2\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n var percent = (temperature + 60)/120 * 100;\\n return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 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[ diff --git a/application/src/main/data/json/system/widget_types/temperature_chart_card.json b/application/src/main/data/json/system/widget_types/temperature_chart_card.json index cebef335f5..8debe15925 100644 --- a/application/src/main/data/json/system/widget_types/temperature_chart_card.json +++ b/application/src/main/data/json/system/widget_types/temperature_chart_card.json @@ -20,7 +20,7 @@ "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\":\"Temperature\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"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\":-20,\"color\":\"#234CC7\"},{\"from\":-20,\"to\":0,\"color\":\"#305AD7\"},{\"from\":0,\"to\":10,\"color\":\"#7191EF\"},{\"from\":10,\"to\":20,\"color\":\"#FFA600\"},{\"from\":20,\"to\":30,\"color\":\"#F36900\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"decimals\":null,\"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\":\"°C\",\"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\":\"Temperature\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"device_thermostat\",\"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}" + "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"Main building\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Temperature\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"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\":-20,\"color\":\"#234CC7\"},{\"from\":-20,\"to\":0,\"color\":\"#305AD7\"},{\"from\":0,\"to\":10,\"color\":\"#7191EF\"},{\"from\":10,\"to\":20,\"color\":\"#FFA600\"},{\"from\":20,\"to\":30,\"color\":\"#F36900\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"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\":\"°C\",\"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\":\"Temperature\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"device_thermostat\",\"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": [ diff --git a/application/src/main/data/json/system/widget_types/temperature_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/temperature_chart_card_with_background.json index d5be89cb73..54bee4076e 100644 --- a/application/src/main/data/json/system/widget_types/temperature_chart_card_with_background.json +++ b/application/src/main/data/json/system/widget_types/temperature_chart_card_with_background.json @@ -20,7 +20,7 @@ "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\":\"Temperature\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"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\":-20,\"color\":\"#224AC2\"},{\"from\":-20,\"to\":0,\"color\":\"#2B54CE\"},{\"from\":0,\"to\":10,\"color\":\"#6083EC\"},{\"from\":10,\"to\":20,\"color\":\"#F89E0D\"},{\"from\":20,\"to\":30,\"color\":\"#F77410\"},{\"from\":30,\"to\":40,\"color\":\"#F04022\"},{\"from\":40,\"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() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"°C\",\"decimals\":null,\"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\":\"°C\",\"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, 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nxg2sTHwNZfvxyltz33wZ/PftYBslqqPYu9QXwSd7JVnCRynHaSJFOBxk2lFMlls4pTYMp1MzT3UanQlIaJRvdp8GyM6lOyUc5OdCom5Ty9Mo1J2lg1+6xCPVbdkKhGcXYaPAHquVyLtEGGOg2k2xKSKFaJqdfbDqVi6Zs5nCuiwk7mWqxMuoRVSkrG/1kZRQGfILd+smQ2iLqR7hnau1/funrmk99fK7vdADOetIGs8X6WjvugxJJOpzlBmSEJVSmWJMSza6qlIaFJ83pYSrEkTP9uxtMeQmbC0m5KqvelWqSY5fXEdyiqmcM316J0Pqg+AbpQKToQRKY+HOEr7i8jZIGVoOUvjgo2v+byvZEmvjeplIEVb1f65vEF936J5zqkVl23O+9t1igRKVODNnWfe/2T8cPPJfKVAHVNnxqR1p14FWe7MbfRkywBaZ2GWnjXvcjSXJ7dnhBlrW/thSVD09AbOGXMJmOpne4VmopTk6cJZjytYDKd6jMdHs9M8sSKu18/ZgInSjV9ItBFMnDumYZ+ZY4ftvkAvladNoGWYSq9LSwK9pqU1uBYypL5hj51C9r+yZOpEyhPSZsMJKOWpzUnSC8+eON09GwZLLOM7+3CxG6g4JmlRdpfxfHq6gy/byI7zyE0zEAaT1hihnUkTPdHOPwIkJKKzgRtn011iKJO4r4coSAkvrNAlEhvgV6MS3zNQu0FFJRViLcFw+WZnkefCpQqvjN1VZtoEpRsrLXYEaB8PTx9/YC1UgTKAu2W8ZT5Jd5F1F6aglGDl4Mkd6/KBH61WutHEtDGcLW4pPx2nv3p+71nB7/8+er7yUtLjfde/cocdbJ5PN6brPbiTCxWpH/LQ3F5gwhDSZ328X+Imsldc5/7O65J0Cey1KOUsLQ/biL9dn2SjkWk1UNdHegtqZflXop6iVEqT2mgtEG/bjxvboOysnaLKTeaiszHgT3ZMAQzfo58nyr1Kxi1VKhCNurDsMs2WFgo0mpqdVYCtQNRyUvLHn+ovPytRVlOtGaqivz7fv3l8Q8/fOWFnz7+bDrXJLWporhiAuY8g2bKiHU0RjyyLB+IkKU1ganHTkITPLX0RKJjgtL4xgl6I87TFeekgtm80AtMhpkeo+r1pk/OTo1OWK1PovvNLMBkmGcDju8ByBypOtmJfoVnmC8LkWkd4dmwuHOuotXcJTWrhv3p8tRSgaATKNGtun5Kl6BE54BkGNBfP/vtw58//zW9LEW1aW0SmnbGxydJBtksrd7qrOa8sbNzFKwa3GnSrUaiYtIbUWwfbVpmLw2bAViwNhLF6euIxNgVukIRqIKUvdwyK0q7JjFpHgrY48bfc2Y6UztXbjSCuib1wRS+FpIkNKFQktRLYW5h3b7m0zJodbXaJzuaOqLV/NWDvqusgbYD1mypORSj6D8ZOMjW7pwDliB46M8X//hz4KYrGBrPzFOgOPzbZ+lgAE7M0/oTdlkDFCPMK1NzfXaUTJaE2kHKjkGEH6FP6GlwgiTN1Gl5vtzkVeKUZbKNi1e/etgVnBPA6ss8PHF7FqnnWeSdvuLJoLFRiUKLb1WaWohelKHFeobtUOYyvo18wIhjOkUoNSxh7AXl1ANofHk67rPKNarEo7h3xt1UwLabXCtBu3BnWV04YeGHn//x4X1O98lMAAvRd4ZM8pz/9texxHpgVg/NCTQ7SY0ziuwtOcLlI4tQljPZ0GummfDk9s5elkjwKUEtKLFoLa88a5E2t8ymT8Gqsd7ikqWkpE3cjQIVoBL0N26HnNC0RZUJ0ra5vR2hiRvefLPQdOQL3bAEB2BiK1DF40WsSdS6TROnqVs6Xidfn6ZFOa0u+WAaTkdnV2735WtIcpq6nACJ+2bqdPX8lGPg/t8/vTMgXp3PXTsBspM0KOV2f32Z9mK5IdUAhaWag2I2Q1OgwpTVeFo1z8SiZ+ee0cTnsX5dgMqoLpnVxmoa3evXkImGeeNqOj0GLCrlDdQkylD/37gdoEBskIIs5yMNgym+u8PrZ8vxVYq+Fvjq6pdpaBU+A8DyjwZLNiHqfGt+LXTSt1d5p/OQlztYC6IL11sUZb/MViseVJzuIPI8d5sky8TpEJC++uUZlyQ1LbSox8auF0Wb6eWEM7TfE5qazWMeINP4xq9y6BgK1Wf6WPImGyT46u+Ik65X97wmW6okh+eYzIk9Zf0EjhaazOvv0preNGoyVaXSrAtYhiSjxCjaRHg2JlQtW6IjU3DyaQ5HY8uiWzTJ2LvSdFX1aaDDcK75aC8KtY4qhuU83JFj1ywqw/Pd4vTqzezy/XXmJZyKjnvi1bfQgJwPOQqE55OKk77nkY66pzPNRRc9cXmFKSKNE6XJzGK3I+b3dobuWQ5qMpWd8GSi9/cRqurTbkZVnjPRJl29nc5jMjRFpnyALgBh2/yIhC2L8LyORAlReP5kI8n9GzwZFuKld83/dzbZU4gqaHV5Df/pwdGlCPZikAv+6lpvGoLVW5YWx1bDztwdh3X5H3pO54crN+wPOeXeHGZh0Em6zhz/trqfrOql0qJ/+jIs9fxceEE8O9uDphSg80yA2rOSJwy1+sTnG4EyqtikDj+EnsV6WcnqVad62wRHcDZ1kmSjEo8MaV/z+ru0AsXfNcVXmryFyApRbWrHQlXT+rs2Bou8fcPqIA9Tb+G0WcMdn0W/zcO2wMbz4emuRqsivHlUAlhcHWKgTBjuchHCkD6fZ51ptkCfllp58enK8YrogteM+QpHR4489nUveibPIDvQ11LN+kv9/VMSuen5SSpoPUZ2Gts9qUdYIvhbNc+ilmjdqeJsDJRq9XXoSHliWszj7lInwRaE1ElisOVaVCslff4Uqao2gbkLTwtOTMbTmOrhydi4pXw5bP9Dokxi0x2Z8wRl2gGrs9BTC/vu7HS4LDzfTgc6lpRhsGM5VOiArnDvu08zfnX59UE4SM+f2nTS2SopV0+lp7NsPnU6FyUA5eVkUuglX+CkS3t12pwm8em6ZMMHD2seQxEoOFPjiT5BWru8Io3sDIWsZvOWOI36vdEQpBjTTN/rzOH1BDV1bvdt0SdleI7Z1Jk9Dai7QNXCE4BWO9ldM33jpqPekf93lLqCJ5w64Asj5Wk0GWby5/l6dHqZv+WKblO/neTg9L0Al/ctW2Wc/iClAOaEZVrMebYfncS+U87ePOtFd/bffGcy4o1uKU4euZybb8eu5FW4+dzlaO1uurPZm7EbdNFmVZoKU3v11Gt77u0kLmUgrMO8gpUFoKrPSJ1ddvoKsq9lEjFecNb3TftGVGp5ubIXlBDl5p4FIwkVwdqZSniCIJ3GTonKrT3TveRLwSBXjmYwVAe/L0+czVZ7x8+r6F8L03ZhXq6c8M31CHb5eZHn78c5x6rnLvViWmunTT99Z2ugZ2s+nxTlS0HLKVZhd/3ZIu+44TO/PFyMZz/2EvJ9qifX8d66vECf+H2xNw8wHuzfO0sD+OL70FSewAakpxLF45Ur8oSf/uqhpll5uyT1e3UhX/9IdB+sFpPYkjjBkwSf8ES817zJfixql8zQhCNzzfMuifZWgprnmzStSz6/Q0XUnJ43M2RubQ780M0Xvs83RrTFggalgyzohG3v5J2U1+aI0yHK5TFvec0BNQ6vcSncOh9LKVWOlsi86Oet9K299aMpzu+l5XPPTZ308t23h3zsdspw/P6y/hFfejliIft8Z1L90ORgVf+SlN4RmDbXlqhG44Q1Nn+3FJQOTzobePbEcHqZNHuy9L4/g2DfFnDCU7rsnpBynoaxG4NSTV7rLH3afYKfO1ViRaMbtyK36ZHSVJAy05kG0zxfRbJraGPMJlTHad/avnX1zttFJ8+9qV49uQclc7jguUiygOD0ZHUfR0aRUdHHH5+crU/PC1evAL2rVfRs6uzkX3xctpx4crk9PyvkVd+K0UmM15fFOxOvq3E+OnWxCqdyJCLZWqWjMT3LVJeV3+vzh/3iHovwdoK7aBWaAlNZ6orPc5PHrMUnfTZpfuVkd05MmPK0tJ7+RK1Phnk9beOmm25tb3p1jG8pUDOfGjyb5wDk+7ocbbVp6vKOK6V+UZ5cHeXuhaSieHOpjyMdZ9lh4zvL9RWuThKVdubn61naHw0vS71KdXm8oDqdhieHlxfr9XJdRq+WpJ6UD2JF5jjlyVns3tF1Ma9IVZzAVLNw5BlaDKRU9JY/1acoMBmS3HN0YuL49v8t0Ht0WNIEKFEe0zu88T48RaxyJQpPHF8dvjpF9WKUSZBWyb0Z7q9QN9o33dRuT0O01r6dizuWG9ZyvPOjCq/RbM5Q9BnIJkrSt8v0Vy2p8mUg/0jXc+dTqwEGk3V+wd1peXbycp7fNppczGPB6bei03zp+kGenZ1MyhB42atJjjCrJxPSpfV361RSfPRJteTqC0jz/4uw6G902Fls8hLS+ky93syumWOrQKEJ1qECba5ElSVIJRgxjUeIdF7/bIwG0yc0NuHomGykgdWunKBJEkVnUZZMxPdbQUn0MZev5dnkTVvzPNetfVzkzBifHUcAz/v4auHfSlTK164v1p1ON2HmMLrX3l7v+OHFtfGq7zwzePJyqI8nTKvywsmdi/PZJA3lyn78TpoUy1J/vfNAK788+/487jmwJMaXs4WAFStjUAKzkqZJFUsYkMTnG54alYbM1Skaiz4lu6cbU1BaoMfRgQlI0NJYGZZASde8aULDFOmkGlYpqVm8hyc4b721HXZqnrTG4JaPDnL7w82tm32nk/sfIi/NRBHlUf5SOXzziyMhG7wkIkWl0VSVm/OPHb357ttPn13lR8H8yV6S9sdFmNuLaBGVy7cuUk7o/uTqcpiuC76n1mzR45PvP15zS3L/nFgvJefEsn226wOPBVnW1pGmxkWevnk2uX1UlUxIFKC4u5XyVi+ZOPeZ4VnfkwhIvb9XlEyY4tTEHj0qVkCORaB/f1fSxAnjPkSAto+CQAECDSh/t6PlUXvgWDByKE5v9jQF4A/nR97Lo9HyJXfvwM+9EFTtwYBwdI1sFNwUqEeXX7/9xQ9n61H25PnBivfenqcvUk4+X65X8zJezq+dj7KyLOeF09WbKe/qix8+PonLQM7SNFqAPi5SvSF1XH6qmkqwV5KWiWaGVXni7wgUsypJ1khEiqdb9dkToFbBN5PlT8CUgZOD01D2Lbu3hyXBqdU8NDWDsrsm8/kbg/zz1u4OPIlJVJfw5GKucvZar0v0OWjJl2HCH1wkiqHct9Jp/6nTZc4ud+4rL1C4jzLnZV6Vp+k77+0l7bBcFKcfX+0PV1dvLjuDAT7L58cpB+bTIFxkUjxFLzlk/OfvfPzxj+9dpQhVDVFOl+Xo5dIemqPRhWWhrhINrJBnx1qVS5qBNhapOvW+yXjGTDR7R25uRzgFakOdVeakEmWoaZkEUWwCTUmhFOgE4xxFoDK0VtpotYB26623t5NA9KkXIa32UcPTX7osgcTyqcQcqlPL/m+fTt233sqPOAkmRRIuSj0XuiVPcSX/HlKp78+3M+DffFRwSTf7nsgTp0m6+/HHX5wcnEa5vtcviOhh5y32Vz/++HTccspesEk+as3lP8aqJBYBdPHmGJi4PYkorf5fbyRfsgQffXpscPimRLKfMzb/A6g5vFZLBlWRzkZ/57ln+oSlwGToFR5Ad/XOHo+XiFTfQAH1ny92G06bG7tbbwLFYHPzvsHmoLvJhZKwEVKozFn48sd2EuUEoaM5NA3odPbOtaM87A52Fj8O2wvI8moyGLXCVd576urgi2+PR4+SI9zcXhVt/+Dk4OhoePXjxz+cxLF/c3dBmJeXqMIbtHqnXvjy9++UI/uZSdeLMqeycBRpwfQXF+fu2z4VxXEcNwp+JE4RjvNLWoyBgCAQHnFxBcE8yks2DETxaMlDl0gV6t5MZYmqSpnyD6Ckf0AkpjB0iLKztGLJEDb4D5j4nnPiBjj2fSQUhg/n3HPuuefGaiXZoJXfbiCuhBKtSyTpTq0OoLs4lJHmp0mMVYJRZ89SglAhKiJHIciSyPrJTklSTXJ7gTafMPUPgZHAClWJ6qmTs5AT5D9Dr1aCxRdrQglCc5EodvyIQ1B78FFEX+tOtTnFViiyp7/332rpFm3T2x8mfkL/C5y40x68NNpuLmbbycXk9816svr4rcsoGsZv9Sbr/urrEXZRZqWtJmWd/k11VbeHQ+3s956iDhIxdG1ga6SdOM1HUR6f5WN9daToAb0uiTy8XCEqhyCy8WyV8/3nv/PMMHlCe+jUgZLUFUkRkCWEQhWKKYETFzbifIm2SnwdROJ78j8n4EnBJ3kksOX0E9CyZsLwqcMLf1QqlsAJROmBGeNlc0f+3O8OQW50XHxbjy7JnksRtuIv3ZyPz8+G9d6AYoHId/XIXy1uEMLqWZQm8Xq5WG83dfJbAy2dTibr5exhfTHSfNdUsIk1qpRj9rU25Z7nL60SrK5Un9uwVJUsHdJ411KBtJuYRBgZu5MUiPPyceEpQji5M2WzlO8+RbqcJ3HrjsuxPQdPfPsTQIGR3Py/NkvwTOKaZM+U6ygfIkNRsYQC6c7S0dEM1s4vBDSBGTwJJQQ00Yn44OQgM5l6IL3wdS1KFy2jVouOFlf38fFLth/5SVxj7loWRd3JpG5XKmU9+GQ1W6+3q1ZrlJUHWG5r9V7L8Y/686N40VRsU0UIYbhw8822jdDfXZ/NN5d8jwyLxWCAg+DTL7CEfftFvT6Y0tIJ888Sug1qgieMfX/bVkPDmJc3m3yhritMGSbTZP2su1zT5Lh8ZCdrKMF8EtnKI67PXT0eCJfcQj05bw/tBE/0TBQ08cARQWUBlNAi/wyeXqkEkKUi8wQ/o1YcBMTJNlMMTX/YMqJyrNuWHw+nWnhv1CpK1GmaR37FdUa9cW8xjm/XXaerq7XV+uFhu77yAgXnJFlynB4vXYWCUqOZ9YKg5XOxRKyoaYBJpa0tl/2B7mSr+fh2crueXF/fXd+tz8ek1Jv1yZHmD4J4AM4D3oxaCtt8S8p0+ExZ36XwIOX6vvAWCFGIh67uSvjkOEST7idDwFOCehmIJTq8oMg0GeaOJ8MEO3mgpPQVO3vYO/BSdkTsHljBU1hGoEnjm/dNbMOjGux4GkVRzRkeJVGiJV7x+z91r/ZL1IpwgDxMk+HIMQ/j+LruR3guEDa9YixmD5uPu8GfATP0AWM0t32ImfJFsTQLIvyDRSttYUPafOnD5Y8P2+XdxSo5avkDe1cL5R7rNEVcdXl5vVneLvur264KnLRLarnTa50dPFz8TiQ5wgW3tJCKuNy5+FhnJXXF6DE/Oqwj4cQg2c3zYTKEa0hyPaXdPAvRFJxs42BJNSR5zT15Jj5J5gwJ9LNE3qjmKc0dzx/++MtIi5EHlcwAItAv674buHp43y7b4WH9q8V4fFzXwnA0SoIsKxcbHQpO+1HJi+CFTlzf1D+KtWKFN/n+ahC7PrLDvq+0FWSeD7NhEmhlFdHpavb4+DibDIxGtaGSKCQqHu0+sHmi2OUywq/4ZNRbJEH3NI6niVOWAh2xe53elozdltymRSc8XTQIR/euizgUKHf36AmoeHhA5TMQgMwdk+xA8QEj1zcISeK6TzbBLcHEn37qQdpb2B+paa1UsgInBFEg/etvw4G2trsngZO5bSWJFC3KtMvBwD9b9C9X89EiLmeBG7fSVIFWVw1aRm+04uD2Yb14c3E0Ou4idURBl1EdXDrdOI5bvq1rvE+N75Ps2cv10Xj782Z+DB2+vDjVpA5ldxnHQg+RI5OuQzdy6cLjp0fdZ0k8IFuHanKTEh0uFTc5vJcL9HnH6klUKX4CXtcB1t0RCPpTocm7eYErbgk9vJLIs3yXxEJkaSpKKjE9eEKQIcH7Ba7WYn+klqolLJyxUmSgr/7ybjcym5XpiR5EXi3z1SCcLq7785PR9fFicRPrlPgMokU84L+HckbN2tVpaz0bRcGhrk8R0tK3VMIzGJcDaHk5CfyiXS3qetT69PZ2+/NsvTApYQqNfWdxGugKWKd0Rp/XlkmdmRPIBR1y8kc3A9JJzodKM0UkJVp+aoQuV0sauy4tqoCJGnGwlBs2nMBziCJU9pTGfx3Ps75S+p4FmftcM4FROvh7zt4hAiUfjyno0pHIc03AAVKQsSzGY9vT+jTNMr3rpLYffjXonfcv5vFqMU9efnb8VRJ5oJzO12u/ZhRLRahhzdeLZ+vtQ990O+WywpkAWT/bi0nZoKAqjfFJm2M3//jz47Z/alfZwLn+xL1s1Q+xdtxI+aNiMENC2gxAkkt4KIdn4oOtPQnz1IglN4CUK2H5jh4UW2AI/XSgpV0opksXlsTs818j4LhenBMLD+AJruLlwfS/tYzioMRDSaUo31AmoOT2nyOGsHe81SZFol702eXLLw+jCKaMi8Tr2fLiKMaV2eOr1qB3lb0cRXY5WwTYQ/rwWVp8lQ2zePr25OGhH0Vwa5Ha5A0BHeglercfYTcbHX+x6K+3s9+WF9/VKY7lUigp4YMcXy9aLR8nHsxYNdjaMTGbcp+ZRZMyfQYJoYmuM1HmKUKVd2aeIOEiUVZW8vQkAIm0E7n6XV8nflyCR/0R5uAowhPZyItaoonIFPBYKCoF1h1PrJ+FpoKQiRW0UYMbevMmOmySi/Ja55Pe/MNFK8auMuuEYXC1Or/7JJ52fbNUfDZq/TJ6VnciVytZobudfV2o1ijuQi60Cq7uKDBq77nzUFstH37++XF9PjysJ8YrtIW1uTwCQkgB3u/2ut1pswnttNB4LTUUlOOJ3QtPqYj8n+RuCU9+1Q5Gzw0v2bkwLYOlbJbY3Ln4jqhKpaik8PIoVEbO5LFjkiV0f0uRZkKXT0OYJfRT5LmmWpkWgJOiJsszsnKYjBKvFHZvxuNy6J33xt2Xsy8vF72v5pM66oxLkVdsh7hAt35WC6MmnebV1JPZw+zsh1GA3annUeokSWKsjYPDi8cHoLw4HcA3qaAhp1QkApNoMtH4aoDFU8SW0sg24EJ4TZVjJcaJ3sztnQYIB0/Ck4d8n8SxqHgjjkLl/AO+HnNgJRFbzwseiCKE7tKyvdO1ED6kk3ockBXZ50ZFAPRj5vrycw31p89M0k+v5ulpGnXH5+Wal4z7WPFs7Xb77Xqznj/zo9rhFdK4buh5UZCdnWfR0I78tFp0gHMxm819w24FSTyK+xe9ybw1aFn+x8uHx/WkHkUasiyDstkJFLBroyHNKsV7xFKlb1stpPM0cMxLyNU2uyW8UFmLegXtf1cY926J3b0soyS5gye0Uj7iACzcvUNUXXRSiyeVosIUjmm3/6QTJfFLp/mxUr5bkpELcp5xMTOaxPk7nrXKL53QC0M0u3f+0XR8gqOI65tWWPKKH81nk7vz0bA3nqxvN/3FeX/y5dnqYj1BNF7LBs2pVVQbJW/1sA1KNYgepMnVuNfN5re96WT7OLud91cngd40rYqjV/2iZXaaVMUDF0U8Sfi81LaGrrXqxanNpY8GiJbN/FJeqtiWITzJ7HOcwrO1vyjC62gZjXnuhXJQUufkcFiK0J74whmhSZko5Jg6Nnp6xeqhpjuLF6eE9inUlLVVPoMj55mQwSc/BZ7pu9//MJ1Of7i/Gt/5ZujH2vnkGXx4qdRarm7Hl0oYqcF0vrp45+jkpKuFsEV/euyE4XBRsWq2WUMUvzxKWm6STR0zgr0Xq5735vzh5/VpVKpFg0XsGIa4KIx4zI7K+qlWaS+PBp5ZZCg67AGxaoZUkpNd3mi28EyQaxb9VAmpZu3vhOb6ScEoOkGp8VDmxvx24jp4SF5i43df4rQ9hIDi2QvvO3mDj18bk4uKkl7GgBEPdfR+CoKcZoJAVUk/zcb3f0E7I1hlWrIUfXhXj+BQsIJOlutFFmTTjxzF9l7NCtHNsyl2Q4d+KzvsDReXyIqYQRTdPsy63/eOFfwXyIvRJsu7f/i5r0dFqdTxy78EvuSmKaFqd0xWTUyhqOLpaSFwMdoQv3WEKjr4LHH2rTMbymkxTEC1MNXwME80yP6GfX7uCRGkO4vPhewduSeX1bLu7CrD93cU0U4lbKJICSPUEzjlADR5GQNecCWknGYmkSoHMnlC+1zY+OUHr1DCLt4reaPe3ZeRB60y/OJqvbq9TVqIgEphzW6HUTu4ij/SE9+qhlk4nYZO0w5Kg+VsM+/3lCJvW4tezS9Fo+3jPK4HzTyVakRa1pYpTkKCDIzB0SBTt+5Rqot6csMwy0CbucgwJyqJRTTRUloALKAUnlz7CKb7K8xIi7Cta+gwEM/c5qmRSA+1hMm7rJ2SbeaUPeHkXx5jngRTfhFPDP9TjFzRjKNkkvx0iUJRIsthaJ6wh8U/Vyj98ke7QEkm7wVtsq5HpKxh+f58OzcjD5hL6IqJFv3knp8Fzjk0CfnzzFW0ppuE6eahn5mp76RB1laL0NCSN36ctaKq0lQ6lXZq1MAOWtqOm4j/m9WqrhFalXkWU0dB+JSctywr8w1fcZA4CeSao0RTdmISTMIoYjFYaCmaSe/uQphODXPmiFmZJ/RI16WqW7cLqrJ4wvyBlotv2S3xbonE2YdOu0wzddDS4x1PqnLiq965ju42T4QT+nlQ+v7mbTAz0vClu9nF5dXZ8ObqZuSsA2gcVLVE4gXu8PP4sD7VNeWDZuSk5ttXQTo8/nK7XXTfjiNCBMVzraKnXP82PylXS8VOsQiAtImXY/048RXLUDVfZ/0ERy3o+KZtODrSospUd4PASUxZAGymiXSIC/e/52lBmOkOqmlCU3fLJ5pYvJzOc7Xoztvnq6iMBFbEgZDlH0lUKgXixFOuL6ARTHTE8pQ9/ZNI0EQPMs2I7pko9DMsvPrntOD58QI+vBeqFXb14c1lLTQsYkkql+hXij26N6NQMREuJV74119pZbp+2Hbtq0WYWfRHXmS33ZPN7LRUrSAQ5Zy/gUY0EeHbdjx1fcv3HRh3knba7Rir6ve+U7aNiuEMfC35K+GyHbRpUzUajYaeQVnzuOl/+ilctX3OnpSTnbwwpYFZSgNJtN35vOOCLLMknESUJo5z6Ehh+LGk8niUPIkU3HOTggc5pSeuWD7F/kGVeL4wdErhaHO7rEdqpeKFXqngna7roTeMQrL2gjlNQiOcz8OKDmOMh2H4wZ/jWFvNHraryc0w6vAhSQ1SGsxmrRImZlDdHUIZzJM6s+x3x1kwzMq65bOG4p+23TJ5KX38LJ76QFnlnzEpWwoK/Gwl0/huDoACHbv3nCk+06sySwh3Yvi5hnINM54W9XmaxHWp0IkmlBR15cDOQc88AwdseQcqGGnxJNOHvWMJPeY7yiJUNCaBfR40cQ+eXjita9d38Y3mTwPFC5vfwLcvv1Ot9k84+nzBi4fPMs8rT1vjJEsNL41Dz++vZ9uHh9lsHHe9kqqApUetVlrPylIgYb+tgDIfnHpelaY2nY9ahu0QXjSpIL9vUYnEVcz3yTjSp3VAAVO1bbtln9IjagNEcwFDdCYzpQWUdHW/8RQlzROj+zNll3gKVRcwyeLlSjKffrKQs3eQvWeQUFL272i70jEWWUSPX6ZEHov4JCnF4+G5914NVhebWBnaxQ/ssPi9GrSKxu05Vr2ggjA0DT4yK5Vw0f98cDJYvBOP1rfr5XY7w7HGeFq2vCjSlTyhUnohfVxgJQZZEEtNzlDzS/F7GpFCWs3IZ25cslP7ywxU+z6z+WQa39hqsZymRBPp+7QHc3gVSS7efpLZC1HpLW4mUf3fT7/wBlSEP9DE7bLhi7hEtc4K6gAtOycHNB2XgyYxeSl0IpC75L1kmukqLbCycOktMZUDO3JRzx0eL7bL4wy3qhSv4HlNr20bi4eVr5U9fPrgmw5F7pMtHVKC4nYGwQnRPO7SYtD04kRHQE5rJYA2llubZjXu2m0Pwb0noXwl5aFomr5US1DeJEoWg5OL7TzTWz6fLKlWp11RSbCl710nx4rxy5sNCpvkFZz5IDaf70K5F9FpOX3aKmEo83nIvgDXFYMHS3FOMHS3TkDh5uVeHTMV5ZTk/b7igWBKVTPej3P95Bwz9HOyvhtfLa7j3ts+PJGJY8bR5vft9u7uvJecnKwWt/3+Ziay3SwfZsvJPDuyKIyirbybIRmKyKdEGhpe/lb3vEoVNHk1LceWwET+s23UGHQGF//nue37BiKp9G4zuQlai8XZ5dkiwZflFEkBOulsJdPzYRnVFZ3X3ye6+UkIKIrsw6a9fpr7RRSNBJPuvnTsvwch6Ggh7cpZiOtSSaP8njApKG4wCM689GGHk0bgpLtLQhY85WqdrKbPzQfhGx8EmR/691mmvBvGm+V33fcabVfrLbFEkmFvN+vlZJEZXnjzsl+AWrqJJwum90MEsBQD0KdPZ+MQx3bASQLdNJLMB9F2dhPwqgoxa41vrn8bFemgxLleDFrTJLDA2h9Mx+fLy9X4+nZydXW1MG2fdqWksWk5dW3O2hsc2jesPVKBKjfAFUDcOyedcbpye148vWinvrd5fMWpEegqJUd2taKACUU9lozo6dEuZiKvhCYvgP5b3mKkGOCPokIYBMhtFhth+O3NYvm4+ni1Wr1cf9bfAOdvM5RoraPFvW8j0D9Pah5EjSPgs8u1mtrxInzBKelC6+Gx7tUik4LWIgQIPSVNMuwFMBWeUeKrnevtAjvawer3gZEESq1WpX9KzunUjyLfjyRmkkCUrzPuL4WzgYsIS1FSs2KBHjS1UjHBVrCyrYMnRCOiHC8JTFFVEOW3Dp5SyZz/SKuDhoc2SvSKgj7bH4Ay2/xUWVDyCHs/CLNF2NC/Ou6uNrPJjORBGrp514f0rm+j0utK+coPawq2QEHkwYR/Qa6zXfLge0qeUqmFvd8eV1FsK0QXiElnZe0EWfQl3o92kJuupY8fx7e//bb+fX7kUxEP7DzyreTyKpveOHS8bPua47If0pNzJc9EKY2GmH1Oct9LbI9kCS+mHC7ttvSM0txbPEQGgOQzOgj5JodToojs64cE8xAPeyWaMU8wxENYcZOBa3Ig6LGhl+0neJK9v9rpxUmwWs84AmJ5fHiSGbmgJeL2/uLDRd03KghXkMZUPnCDhDCWPMrtDxb13vJxc1TOpoHt1eB7WCFRYYaBZvgr+sazspLqJFeP65uTQWQFx+dIJ2XTs7h3nL30UssByiB1A7fdbupK0nbjpm7rfD2UQyZ6CR/YAmEOljviiUfTLNl3iktCq+gVwN2LxPc7YX11JXQCUciu/BZCWVGgpeVT1PNoH9tTxSiPNIjB5zn857qj280WQuoI2SzXF+eX19nlegaaW1CGwWMK2U76se6FNTMMSxH2w9rhKsnieHQ52W6xNiwHnbatB1ZT15pFDwSNjiWeyfNd00fAkKxuV/3ru+WNQ6V7ilusKgEd3imOFkWB24TP5zpocv47keMQW/TTyoMmbube6EU/MZiAuvdNpJgVCAZQFf1kwcgcu/n28yUXwjSBNf/Z2yMCyje9iaIE+U83bE65fIzrGymR93G++3xuTTCJG8GbtAqGZ4aBHx4U2uPN7LbvR/bxyXbWX7O2Aup6ctGfMOyHXH6DEuPTelHXjsq8P63hsdpeBENvR9nFDKvwBrV2t5NhMlU8DkvNTok8fzkwgM+JgsDABJ3BUPc8GaX0EjEJU34ZJURwUkdAIUSQphVTeO5N3tRznPUuBBtPRKDlLnBSCh+2j4f08ynb5GBkraQmOGmA0WOUIqdc2N6XzHO92VxvAGU5wW9QOs2wUKh2wgiLwO1yeX0VH2W9t0aL7Wyy2a0B+NvlzeUiybL4uGlHmq82W6PN42zz+3yhUfrPbKtcd2Le/L6+PIlT1Ss1gtSC0auktVW1Y0g2z46bzaLm6LRBair5tfu9qCIGcikWMc1FFaZP+RECqpHWElCCqDPbf99Z2ps79Y5oJ/hJDNV9iVkSUrJ6gHyJ60n26XqyeUYqPp9xUpNjEBmF5zLWtMSrtv8aL3+brW+1MEqvr69vzhfTu1nfPigUCrh2FHZ/uwi7Cc7cY/h68vRRgbKmJCr5G9j0cXz2++Ns3V+0whfMS5TC/3498EovUqCaRgGg1izTQOo6vmeYyJMYfkc1P8rKQWbKjXvgJNkDxSsPREDuqTJQfkxb0SR40giokDR560nzvUei7ikMdaXggSZoDi2ibsDOHk38Uh7Wi8j9ZKkUl3g0AUx++RdJnktG/fHFHP58c/eL7odKfTzbrsZ/4Ugj8sLCQSm73vQHHqZtL+yON4ODEB+KDRX7G73jMU/6RunAo7+IVfN5Sz+dT/B/ZT3DhbdQAXdnoDVtz3Lx/+dqvkC5zveZ6dfAkq+N6FaxHYDfvxnK9F8dAyVPL1q5p2rkUagYPSkoBno4ArUqgrasV1B+nQOltvdLdOc7v6pIaXtZP+GK8O5rHI6oY56nsqWnIBQvuSU8Yu7gWTs4UJLsJn4TJbGbze14sVjOfrsYGC+8UPAKIaGK179/6QNhqdRWpstV5L2AGD4qprr+tuVRME8JqaqKGe0vARgZKvvDzfZidX42nV6dn83H0+ymF8flDv4l9vx4mWURj4UDJYFWzS87CtD/GD13xJNFwP47jSc8qRHOXWhPLFk9gZBp4lPul/5TfguWEj6JwYuCAidX3co6ik6UUow+X0LxUNiUsI5CnivAmi3voNh+P021LD6fPW5Pzn///fbjMCyAKI7mCwcfLbfzI3CKCgflzcptYH0sgJ2fdIgniBJU5ikdVDXS5rYXIf5B7E8xahRGkWFxTC84gVKk0XTFvvOvauKU8FllsmDIL5ryRJI5CtK9SNSkAGNeF86i87M/SqaX9DIHysaOIc/ac5MlFJtQ7DzlQBlCN+fRC9lnaBA6S2bdFJ4lD9Ca6Dr+9/C12mKMmwNT2P/y0gohvtpolPzRbw+34YuFwvMF+3r6BoWTgB1W3ixg5oXUefDrudRQ2eT5i7RWxZd4q422lI5xj9FDg3CfJt8bPBExiCoTrcpA37F6Uq8YwhBNHBIGSz6x4ZsmQ8X79KOYsqFnqvT+60ypSyyfiMoHxunUJX0HmtgkCcu88HZ/z+bpp3JINdnoyd6bQBN6FShc8w2rYnc6QVaewrN/eDz+/Hp5t7w+Q6lrWNHmv23mekQ5kO//tMOCRxgPfhF9xLKQy45np1h6Iar3nkEti0AQRQQ2x1linmL3nvqDKw5IetVC6i7/Il9Mc3vnFwKq1DNBEQn0uWQMKMHzqcpJz31SWRfJK0S7/7F3YCyjSfkYuSW+VAuGsHtCuWd6ulNPDERU7idSL/rp4VIblKsJoFbFqyihr1jm68F6m5g3h0dfLebL/tnV3e2Flcxvl79OkE86qNwloQWchVKHbFmsPKMRzDBVS68WCWzBukd5o00hPf+ZWvx3lX6JoHrNoWlU868ADq4pt3YZ8jBUeIIjtWJu52r+5sJHSlYFQDGD5OUj1En4iQa2zFKXYV/O7Liin1ITnvOU3ScpqxQzs39nlqShUjImz6e0fnqpUQTVWiHsGF7N6nioY2qghKY/vbrxwzc89/zYOVpefnmWKsnlcnmFqqZf/jSgkpZXIBuHtUPazFPJAFKl02OM7J9SVN+pnISKKuCGpRRfYoKqO4zKMCKqxSoEo5XKUrpvoqHSxB8RP34w38ehAlNUloiaHIbugbKQVyqbT4soHymhywVzAMWDihwsnyJIhopPym+AEVGJ78UbiSQyHD5XAFCr2qjB5NuGUlHJCAuqZby0/K3fC/0U0bY//CseBCHO0+5/SK6Rs5z359f4DJ7MjGjV1ALNIqo7mnaAk6VE9EIlTRMF/CtFDvE9Dz1mYGpkHV5FJcdUSTty3GQw1SqPuyWULX5v8JAd2T1QUOSeyFkkCOt5HbXIP4EmNvNNgMRsX3ibp/CAEh1ZPKRbB0+4JOZJUSifhHCSWRLMEKA8fCY8ZZAJeEIaXqNasNoHBZBUEcJ0rNderK/hggrQzzD6Psw+Ok3CUiGEFIzeerb+9nZzFzfJE1HD5sdDTNqotM02knSSEQ3BrWJhCqQ2oqUQqXfai0qMVQRCI9MtTpcw1E4lI47i5gWh4MRDLME5N3w5nt8vntIsS5rJ+3hQJKRYSNGbLBjI5EVYHzHIg2XzKS3q1NkfcT1jAKSHQjYPm/JwSYTsPnnCefrcAfGsqZ5V8LKiV9iplVHzmvrZ7xMHOPXvgaaY3IX4Q4+JFq42v//+20XkiRTdaSVoNykaUiIqy/V2elhU8G/iZXWM/0oipYQ5VUOzjoaxNQXIKmsosidG878/XCTmXpVRRcfCIKXuVrUYrCCVjRL1Jho5ehDFlGHK2XwTNDU0YepiHX2qEifTF5x462CKxkAZJNQTPcOUuP7pWJ6d0hNO0k8CelCrNooFqKZHsTkecE0Pnk+Ws4ndqIQs7e9tJlqAluIrbbT8/aKFT4Zbfja1VApUS7UqDpFSDpw8lDRUSuCG8L5J1EPjE1xG8MOoo0Qe/s6Lr66HgxArAumy5kRG2d+7JjF8iCGeSVQUwosod2LpPLBiqmzsGBip6Cg6S+57yp5TWIKgdGL16GkQpyQVY1wXzkpKdbdykVZY7vp8zylOSZqsnxAwxaUE7CgV1TvwPGZWwZ7nwJzMNhdaiGwTAn6vnbaLYUi8gc47KHQnj+tVbHtJonzgiRh0yhEaxDOKMo9GdNXqCy+UCG+pnU3jNE2nbWU4dU1dCdJ0GCOHfzYM2un1vV4xi3sxhOX+454nwSWQop/7bRJarqgceQpTjOhoyHWTujzCZ6fEIKWVOcXMPHe/jOVKLCo0dzx3xSMM9h+6zp+3eSoK44n/xIUU25SQgg1EbgELuTJQQJEQspBAqgTqAKJjpAxdKjGwl6ksryokpnwD6AdAylSGDoidBcTSgRG+BM85z73HCYFj+9zrpBXw4zl/7nXyvheEqf1nkASixgTNTBkjBwpPQTZEmHbx7NvffvvyGegyQcUKOnxPY7/q5AfaCr39J5e/3T9++8HPL33w6fzi8It39pEOkyIpzirwnjRnQXW4XL2MLzU8NcWOCL7Tuj9fPi8B+M7VVYp0miPo0zn2+bG/Elf4OH4cooSUaUN+ODYsFKAkycWSoygTnJs8WeBZlIaaM/2uKGZ8/EGeNAiUZcnxhHHnXi7Jn+/oHyrKDTzpQMUY8tqLaqi753QDoFJ+06aNASrf73ATVotZ2DRlGr3y/f0PQ+hyOK50Od81F82w65IMqTQoyuXlC59//ys2ob/77u7x/s/f73/56vMvv72+vsCj6o+efPfk9vbTD558++Tup8u7ux+u5e+qWyyvPv3xet7Fyww0s1J8rqvQCQoTV0rzPoNWnMCF4GsZlKHPrglEWZzY4ZMiDiKFRJUkYablvowwa5v2fS8K8zFvrZMYF/LuL6PFSa5+bxkH8yijnvUogs1WlUwr4ZlFq3fqdFHioxl//Pz4dJyuLi8Om7FUaihpcd6k6bgrmue7aXNz/conUVBXyBnV9JmL6x+/vn/v+sUP7v749b0VPh07Q21CB4Clq2hw+sVivt+uLrtkKCvQcToEv6Ws8GGTSczvObNbIkjzoYV8DIQAKN4tO0nWNEqgzJ0wmcjwdEqU/BTz9gYeLjgHkzEPoFAoob4kSO2jDoJUcEKZVuy13mMAT0c0RX47SCJA6rp6mQZl2QXT7PgxfPxEmqJxNW4X8wVsiPZnKQ/MnxpLW/njDaqSWoIij6G86oKkG37QFdOuW6+H0i/49p6ffyyXq2dQ4PbDKVJrM+Y6lDqN4VGiCHGT5nj7zyTk4fpPHJspFBwx0tA7wacyUwNSkal0ojjLsrRP24vTBTyX84ISNuPjJW2aRKHPyveTaaDKbWZ5Nuck+uwgIc69o3GQFfH86uHh74er65sf34/r8TTZ6x67m08VeQoRdeOsi9N5+unFRxcXF3OwTePu2fubdYYedniYBwmOrn1IMGafvhsGsgmFTfzhJ12gQJVpV81nczztb2HLfTDUFh/EY438HDiN5QZYnmpcfYIkmRKmEbWg35eRNQkDt+6wIcpKn+IwkboBHImUpYn9PWo80GrMw8laiZWJMS8UwVSLOyaDh89WD8vD8SezIKi/vnt4GhUcxSld3V1fXbxbddl9dftlFCR5iG5dEj16oHq4HiOMx9E4LJuyOR6Xt3dPfgwBEUIVYuX1RYr2a/10EGiGaMv59apVbJWoExGehZAqxBoWSQKgRCryRIskN7G36VZ5d5NQROqrO88eZmZQpbGXrt619npCm1aXJHdSnpgy8sUEJ8XKcAdPTaNzdk54ovzyIVmKh3GAIX9m5Xy+vn1yd3N99fDktQ5K3BOL5vgga3Myf/gy/PZ+Px1rEwWddtMkW6eq6UkYq7Tzt87Ki+s/3uukskGEeClO15+dBPnVHIqUKjYdVsNysbxYzOefLvHpOSTUWGjql/LAVS138Q6cm109WOvEtpvs63XG0oKeHOHp3KpTPZhi4tfx+iRZRhxmWuG5y6Qmk5k2ofpFm8PGdaJzGKKfppW9/9OHpL5LOWme/2QszaUacHUl/iuQVW8+W91/38mueyQQQSxsphV/qEJdkgFXEK0fLpFH5dmHwoYMP8u61S1e6+Lm3YobfNzPCzOkzSmGAuUdMzBMQDdPMOEuKRCqZtkzYfB4PVTbD3V9E+DGfhFPbSpYi/YhnBiggmwqA1mKY8SrHuG5tQyPQ5y0TXP2o77Nh1L5ySY43+IT6ksDh686wwB1KrMEomqq6hgp4P6T4PDx80w4ifDQVqWVMb+qsk7Q6S9F3eUVnoWwMmmgr/5erW7uPlgtiqnCVEHC5VNsmaRZMQ0k5pe5RLzTaIwj4Wzj0yVbJvWdCh06kVKi8GRJI1At8TrVUYjSuL9syyWpS23J/RGnUlfrSRIcOYClXHM2TgKUIF0rivruCnyZV5GCAE1dMJVVOStPH6u3utuvw7RFosT6qG3Bw4l4L2wSkvWWPnk/ErlL7QFQScQvfH376buzdj4/We5jr6pZLObL5UWb2nMSdZww4iFUypQkq7ER9flTjrywKi8tvS2TMr8xYmnUJdLUF6VUkEKj/PNErRr1mVROxj10ipmTJE52o6bQV3AdUp008oxIsYT6NukA56dPP/X47lvp8q6GDKdYSk/5LhU4Xo85E+NYXaFTN/0CqyxNP7rE1+YWzbxdNG1T4FWoNV1miUDnp/OkuDOFYuCMpWjqPUHCc4As85xJlNuhzjzFkKN4e/4ho0Y/jPqUR0yWPzmxlTwcZgx7CnPHIFI14nR9KXg6ucnaHRSMmMhsXDx2UffuY9ex5yc8/tj0qompROJEIpXgf//vp6tISXrI07aDVXKDBpe/QXnqFC6uElZ7BVqpSqXdj3E688r0hnajkAd2jqNMtj+8zNm+jNwPFZVmpAqc4vSZJ+bKkkslcMRkRq4MepgPdo6zZ1HvUZJOVZ5w4Aiv+6Sqz0RZMQkmG3oDhBg8o+TXpyK1DfkCWZhQg3L2Mu3Gf/30/vpUVq98rQrKilMKMrGBgc6JP3KqMwdYKlP6p9wzzcWAVnjmXHMSJwu95xnSObLa0/sH86pX4FSoPpOiu2ceLUvuN83KZ0qtSzSRKHdHCFT8bK4ShcGTK+wQPM1AyfSJmfAs7lGj8ttPOyI3mGbExArk3uyG6zoI4mXh0wFKm1Z8ciRZh/EAt0KVF5w/4wTJNGZDyhrvjLv25ChE5dvJylM8ObIFNaaWT91qSeiyf5IjtedLgMoOX4C6Ly74zl7FaQaEcHphCtP1vdicPKtISYozVph20Vu/PtOFwfD+MOEP8PXIcdTRK1qgkVY1Xo0jycg5a/8w548xuKsOlmxbUAlPnBOwJM9ctVrFcLEZ5ar6hPnIt6D3+AiQc6tNlKYMup5P4bQusdQjk/bG9hNMy9Itk3Q5L2ZMHUyayhPLpvnhoLZAJiZ1JAtpvv3kZoF0+OfLYVwQKWwTO0M94oR1XcbVSSRDRdANRpOydqLJjk01/E2i7rESd+95i2uch+AJc/WIjRM3RIFsHHonl5nlVObQrK9OzKO4oE1tmkqr9faxWxJ15uoSh7kRRfKUL4BhGCARGkzyqjYUetJ9chsH05tvs0UoP7IT8gkHE6CzbnkR9OLNcmTbMrDkqTNOnSlEYlWgoKimGJUnhIorVp7yvS8CxUw8gdqDebakJkzPlx8Q9c+UHU05U7GSgy9NpZYkC3idNT3QuR449QLROavToK8yprqeWb0KotlDN1r+/sIwzWqmVXqTMZEqHdOprNLXnQeaVG2Qt1FFcvqqGQsa9RlbVuWXlfVM+PQzz3Ex3J0+Y/DkidTZP1ZSty3PrJ/igDTF8YEdRoGIqRCVAxW/LFM4EagCpURxsiUlQcMJTbpcKvJ8e0AmkXg1i3ihVZ8HUf3QBvFXt11wvthBrjSIMMKMB/PqXrMa+gLXLVBe2DD1Ro6UNTFSpxb7xKmhDqAJNKvG/KmE5WPg8NQpd0FVmh6rGcXqk6hiZRflWnwr9yxIOkCoM+RPt2uPdWhJssijXpnw4Gl1CZPG6juZWnkn3XmKsbqtk+rukzoO8uNppMlyO9cqm92gr/5+iPXtoIrbk4D4Al6cGsUtoh4nHA3kBC4GpciFUi7KpMtdefJVnx9yckCd60uV38BnpU9ZmuAyIpW+ScECIQqSW87rZThnVpF6sdION3j6A+bvTroO/nw1HV2v6iAMorwM0X0Ti7eIHMmTNwTdtesFsvGesA0zRZgbzT5z/k9lwqCreVxKkadSpShzsQIz/1EHBj2RUqZboW8zpcmPikqoEyqzJyoTfImLa6VUi/1WK+pg+lpPrc4c1lcGRYQKL1dgPRO1iZDNFrXcVzfvBtlNHRURLKnGaZpMoVTKmI4AHdKEQHHl5Xre8n9PMn3rrMia0GdMXjssc/U4JxgFJZtRkINjeQqnglJgiROh8iFIXrB1Kgru1heYKUfw2zaQZMS73TxcgOptXxJoiZIvK/oSBphwwhJT+AYOvmn6Qu+z6mxQpaZP6y3dbX5V8a3ldV3fPhtNYtm1y8Oiwb90ouCpSnqau3e5o6urZrlcR/qT7KWssdKDtiPWCUOfONk3cXcUCgVBijXk0ZuTZ4GDBrJmIed261afZIqD+bPEqQMTqfAUsCW5+kIPsALUfVSUWGmDOmlFnmY1eSanRZgsVLVwd11U3nSj46xBgFGQ7nQKNYss4g1t1Y0r+ylbIVk6/U+DPplAfTNKkG7NZFEvWI0odOqIGk1Vqs+jPVA38Xl0iJDn1j2J0gCQwa/tPRQrhkkzgz5VshBqo+tPK07QZ13HrfHsXF3Cv2VSR9Xcxf7o4cVRcDN/tWgI0Qc6vekzovNv9BZ5b0so+IhM/xeoEsXBsJe5qFLRYoaDtUgjnsYlvROqxj1M6Pkn9Nbpb/PcV8vcTnNpOMETAk017CWdQqrCE3RNpyJR1+ara7E+ql9Pot46xRllotHWU1ved8GbPy3mcV0zuXp2pEumpkDKcxtl4qZWyawwmeO4E/uuxruFaAgfu04USL1MiXNDmf6PaC3EQr2cPuGzAof/8hKRptzLY4knT9fe73PpRGs1hUKcAlEafJpbMzWzM+gThSYmJaJKJlWU5NBskoZVohn14nF5VFwO8/Z0QZjGyfG0ZaqRjazyE1zEDEqYpC53/6fOnucBhKrL+lxO39BDoLSw4Kg4gY1sC9zCZRiVpo4W/GGRZcXQ4VSTUg8TkZpESzoMihK+xQGeMJHpobb6TfuNe7jcIKG2g0iABmGeONklscyqjGjPjvXV/Y+X9RsfIovWpylyQ0bwMDpnOkk8aYL2UK3UkehWlf9/sBQl3AEO3IAnTBfzmFmZjxHz8KZSP2aZTkBUqXK7GR6qzcI+4t1WHnOoPRExoghzRL2UJYEpPGVoYZCqFHtkgIY203gXixLpk/OjSb4Jx+ZXiza/frICyxLZtojMPE0MnJlWSVD0ypTKe7/g5LUNMtidEanroORJCIFq40SGYmTJ0mSYzZhJQbDoMyek62ZKEurkpr2cKWbbRnlK1CPSAbYF2RYn16Lg2ArKWfNNMwNPVeh/UNx4tX6oF/n+1V9LvBSeno17nNyMtvJkSZLKNHK8MVNiCnQzd9qdma2Xck5lBnbuMT1xwhQieDLOGe9mmwHPIi9oYQx5MeVpnxBXtFsiZTptSqGICeSpUwj0UHgi5nHMvhG4A6LTMtQ5hnU/BmAtnG7r6KG6fffhKgS25rZViHQbU9Y1a2KNKeaCzmiSZ+SlqoMBhu2ApUABUVw8ibXBx228UY/0hXAscwW8rU863mVCOFOkhEmTCZ/V0TiWOOVyXFslSWv9551Und/A2mcGgo3waHovp90pzzgqDn96/jRP52lUn8SbuYBGiH7Se0a5gSVMChP8MVZRhYEcefJNHac9TDdnXw9PC/2AFb1ZsYWzECNIw1uIY0r1SFnpfVnatpIKlTN1LIWs8lScGNr2TOLdMyNAminU4v12GKTV8u8OQKB75B/yN6Y75oN/S699JYr6LSmswSjIzXzK+bYJSCELIRq7nuiYadNW9hr5vBjvtFicCFRfZYXHaTpVVWY7PEvydBdcq1DFdKXUgOc3Z+03jqcXqOlxq8NHz3n5TFzV9c0H1d6ortObsDn5H6BEaAFvPLlRumvKEWYAA4ezV2clLJ1EJ6CJaE9ixjvRkqdipJEjZ7lXohK15SiYStwTpcY6ZzDi3CXqxEnXGlEskjSJnmH+Tak8aUZI4337lcWJ+PZyFQd48zSus3XZa3TXAptYpYLt+Vzqbsjdrz9pxBr1ZauqrCpN3Mpe0yjQxsoznHiMdE6Ueu+6pc0410Et9GkUPsOEYZ8qU3b1u0xbcX0GlRPtUwtD9gRS6ZeMpk3roN6+Tx50XK3nHXjGp3VXh+eLNksMXB5HZlvb/USacABFa0vNNmAeHMBZwMugOA8OwFLNin2cJzEXoPkEY5KbuXgnXOnwFWiuwswJ1pFVroQqrWomBp9SotsqBUZxSrRxNFvMdMXUqjjhdH0k4W4XncNpqOsriulhdhpG0XiRBfJe8lbb+H71+JhL0f8WrfuEjqlXbsg02dsDNwImQT37mlXBH/SBP5EkChOQwnMqMLkzambRTrACbRz2hld8kcoo0lCJariH2osODSi9omS898q0Ce0b4Cypz63+syZUo0plpvpe+BA1TRifvXUUjOS9bvxmqkvS42P4zQRsfgPhCJ53e77aY8q5mS/yBlT0SZqbFsPYjCpLFazKlQHfR7/eCU4mUxf4r2LWizOEtyQqAh0CI8N+6PVpMt023IMjDsEpPMnOoNbKczunKkid1SnWSMtV3QRF4XCH528cx8Jgk56eVt8lyo0mLbAKZTwjD9N2VIwqjRVqMsFlVCFYtekkhwdPBQlvUj3CEeZESYKuyx9TpPA03zXBQDct0mK4qU8VqJofjS1Agij6Jc8TrlelIjUzgY6DqB5FdXM+Gg2/ybBAHddn+k7x9rmwPAakUTTaFLsNVKfTKbhywnaUcR9ZxNszvgPjecD6v2lAOsl1BEQlCnhg6vpS3MKOipyma1EAPLLGCcOYRB3mIXf1gVKgFkWq+tyt9MRpA0P+rFWNYg6eW8mSzo2bUo3/DtiWnq9rCX+44nXWrDI/y6tkA6RDpyed9U6U614vXjailKsVeJvZyGFCdeLiWSXInZgZ0MlmGpVXBFsoI48j104ZVcoV3m89yyp0CH/MMv8fuyO86WnikNp+dgyq6UCAjUbyCW8Yhdpbfwd6f3UyDurz5aBeZ20WRG/Hyhv04iLKM/crjuGIOqRRn8b235mVhV+wWuG3kOdU3IEo14o9LRfEBhRxD3d0hDlcTtP8iaGQ5uno6KggP8jTOn0h6Z8kp8IzBU7TJie7eVS860LPjnGBaarxPhiNNgHa+l2sl1yzEgx7e/XJoi6j6PX16XEQJpGQw49Ojt/abUF3bzi1PsqM6Mzwj9kLKg16XFLhHU82TwGAsuZTrHBKMhfHWBcPqNaYjmMqFQhxmUBtJo/tdI9E95qPmUN5yPJz10yfuM5orEe0nQpkcP2bg+N1WNco66M32mEVJcVxcZycud+Ztk1wZL8bgPH2csnmMgIWiWLEQX3CgpGbiT84OMDUpU4ewnfCRCpvg5zTZs6BU0pVSXJgHvUFHp4ot4wrJrAMhelQCzxqO5v7nUaUOMmSTT6ZSv9JM37/5tqzRmt1u+pqQfqwRlmpQTE/ej2N6iTM6+eUFDCOcAGHAsV8b7swkatWJXLd0zv5BRy4wQVqcAIT1JQnhs1d6Ak0KjxxMJfCiwlIoCRV4sSJ+Cfc2FZP1srT4fKEs0x46sqeKNk97Vp5pl4vX+OP03LgmBlATEebaElabQAVrhcd1kfDm3PrA+riHEgF5SAa7Q2cLsGGSvyHkrPLcRoIgvAQwDsSUlg5fsobY0OEgsBwiTxxBCTuwSNn4CjwxIngElR1jcsMIyQoPN098RLYT9Xu2eVHWMnRAx6Rd5l0P+ANhwEXUjg14ogrCAomNanPBTSDqacRHqWSel0WRSqqqi1JlIEQRVDxCb8vSjGj02PDo6j+zkMECxuzVKr+BE8ZVDyRaqnkCoGc8SHH+w9fz+8/XH+8eXj/4U6H1cPTR4d1JVyZE4narMhtM/X3eURPYkN6dTHyGmnSnDdjPgqu1Bg8aU6JtvQRiiiDpA3KWBj1R8xa+goJBZH6+3mBkP9DAUkG1bMw0qE6OrVW9bRnDJ4z+l0QGYfNqsPFQLdKt9Ojuxfz/OLV+XT8/un93cb6cBuRk7hdeAqFgI2Oyxr1AYkFEErVjbyFixt6ki/JraTJpWcp0YIwftCalgyq3t/1GABlUXkWRKWicY/+J7uCrezZHOu3Yt3+oTJ0Bs75eJzPWBTikS/cxLQOJNxIp4u09bkbnMk8sdDJiUQPd9Pl/O7Ll+fvXr59xpuH5eEhyYXkqQIrgGZ5M9AFyRwrSsLUCwSaQ8rkqxSPUnU+hNzCnIJkVFJh4AlfRCOzKJSQcsVOHO+rRZcN47qeV2BFQiTeIzbQ3Om2l+j1eCGRYBJIKvHwY54Xl9rLqNTju5/r5fPLF/P9/SFdCNIaJBXkSQmiECpbqsOeiEjSCJiqYWDCQxBNAvQ8EkptPOPvEHDOrzbVoibRPJMmvlgqMYYWvIRSaj06k+MDaAXn2HU8j4w3rVv1Z7oMSSbEUBn8uMz7SEp26yle4D9Ivp3Xr9d3Xz/QnITGn03sKQ15HPhOqAbzbBq9UQZicYwdM3scS7OJKLXZppBOSyK7pUmBS84EzxjvgTC6Hnr8cAqa3Og0yu0Cxn3HkyFciv/15Rj+Fc6I57kKTU+WtmpKSb0MqsBK2ZwsNK8wukGHQo0NP/HxHSBhP17fvw6geBuIHzhcr3lgRrRVWZongKlwAlMoClZcnvLseY0n1MqNJmeZc+cqW8qmgKaJ/9BOja+WQJPzCUSpZTlb67KAp0WMYGmTrk+Vb0RKpuHPJKHriQ8cEcmPGFleGAKVYPGP10gylRfbT/34tZT19fk+Jb6OOL0fLJG0DJSBMVJCEEMWISRL3gy0SFDLsZrVU0k5QikMfrgWcoyicC106lIfoIU017IAr3laFew6G+ZsEeSxVgkOpPWC285TFo1ErigCXDQ+vrUUeC8v5kfhwnR5eM34sLKu8U7j8HYd8utAY6BwsEi2oiMtcRRK7Cy5Ey41v7wXUy02pBbKVqY7IpFnaIIxmUmRMLHsyAV7A53V8AhPYdROdb4TaHzGPhlBqhRwl+5lTMSJn3EHP3H/4UKa8RDA9+nBPM8L0i2/HfD7TL1Bk4l6x8vngEqRwT71F6SCmCF3vSzayvO+51kUzXJiul+iliuDJ9lK1ZmKM5DGnMf1V4FF+ObU89SWrkRNnkG0NvTIurwO28adr+/x0M853eb1hrM3DS3PIZueHqpBFCExcjGKp3zZNzx5qtcrzyywlq0pooLKVCbkViM5iqtIVpxlk/t9LX92/DKbKJZ1VPLzk1T89INgPJVYbPwoEamB9SiIS9lev0zXQ7qblofzt6ePtncTRu9E1J2egN8jPgfSyGSpJbxkLoyUOGq17W/D1myqfc8b5hmXqD7EDfY3fkTiQxUQd5rLjIAUHBejjK25/sbTTLUQIVE1R1U+C43zqZTXhdvLo1M65CWf8rv1YPhKVjeZmn3e1g6Ue8oc28IcnSyR7R6ncqYqa7mvLl0r0MIcQWzd9MhzYDVKA71F2X62LUa7q0NjQ48FcSzsq/KujMuNH78uueFp2fKQ7kQWs5hX4rjzrUzd8r2IUShRMhinItM+9O3NSlaNruPoVDlSKiWB3Ka9ep2BuQpfw6tY4c8T1Hy2dqF2LY0/+C9ZNd7llvU+Q1puxEz17yCOgcsf0Ll0VxbUqA4oWo1u/Lb1hVOW9EGqVcBU2+PMf75HFMOWpeoVPJk0lFD82ek6MPn82T5CbcpWfs2sGJa6PaWRQRqu48lPz+r27k22X6rteze5Ol75EPWupv/9IFXq2x0lA5c2ciYijakC2vGxlisLlrtdDc9L4wjJZyUGVjuCv7MT3V7BLy9DksGJxRKr9mf6/u5/9buwawmmipx8bmJwbiq70pXkWYTAwirOsObUDHnPI6uQIZd+zDap5L4XTvPsNPzzy2Xye/QSMeQW99CY3GSlbKYp5drvf9OopdIwG6I+R1WGSljSpGWiuFgp4+KGnmSTMwEpMxZI2qFn8wxrYSEjdjy6qtcy2KyK/yDAE0xT9/Az2NawfxtFBtp3vI+luRI1zMJFsSpWQBXQalRldboiYa4CqWWZpyn08h2c+P92M1/Tv2pQbJgmw9Peasjm/st69TiSaqPsGl7jqJeAyqBCaHw7zFa0KYUIllTPs6oF1dPTSaAjJKD/rpN5OpmeSgN0yogNS5c+hopor1yfnup2lnKlgSpaHu8ILUZv9PURfzAz3DSSMOTF00D7njdqRBXmsmOfSk69hL8ZRD1IZqvnmVTmlmjf9ELJrUS6EwsljXhT1dpJTguCFnlFLr0xIyCSZshTHhehIuqT1hXBmLRwtYB6agGU56P/khnvMJMYWuSnwr3eK1iq6iXSQVQqCnJo//ystnTTWy3ewLnYpn6M3sQTMkgX4onCLIeIfxh0M3D+xdgZ9KYRA1E4qtSUUytFPdFbW1EhEHT3Ui0KEkiJOKAc+gP6T7jtb+r/63vz7GeMu2ln8Xi8IZdPbzz2BpOP9xj81/TpXe0tz1uWvO4kVG/la5QlcCkyVg/LH0U+W5eZbGNZqBNGjGqhUnmhlDmha2XaatQprqUs//Bl5l+WV//6GoEUpUsDbfdJxngVthv6qc28aLLx1RQkL+09ebZLUOU5TSiNUzDRndjRJYWxMxtYzbipRnq73ms9zx6+flTkd8Z70iSJ+DbNq6lTSmyzPSjKoTUSrZ7ecVCluRt9u92ktyhl5YmI4ixL92zOd0+ivOiETzCtL4VG4sDqq2867wt9Dlpzkt9mO0d/lSbpsVPYWLWWZ4NJnYzDC6ilWUN1yhurIN7UevnM0pWJZqZSapvv5lE4h5ccnfj2t0TlxH6qBOXe8BQbZmsuSO0Eerui17B+LqLWrj/pFFwJNPtmEUqEcnG51LvIo5lnduLhZlQu9oZWb6vM2z+VEziFEqZJGqIHrTnlW6unzqJUutzqR3cI6kf08LcWctTlbJc8FZUpFKHMO/hTNyaNyczAiZ/oNhBhlqS6Sqv/3B3c/7dp7rQhbOXpocHSNxslNA39OKQy0CMTHNRYjePpdFW156U2kaqRimY4nEfYLhbr9Z1JmiedIVl6pmhCVekxUWvYk+29Id5uisr02WKMSyRj1Jqg1c+YOHYnlOYqXfIKemDATxTrMAHPYq02Yzd2q37bdx1c3+FihPGKfCVJ6lSRDdy7BWy9LDwLv2sq0q7JKHRMXyvY8vZm4C+r0ia3m1LEXkBzjZ8yLz0d6xLVGF8BlVADJQynLjvbOHbk2G276AFRTDu0Rb/AeIv3QK+mWGCOPVjKtiVbDSRRbITrJnMdR7NVP3PcWmZ4p9aaxOmUV2tYOqhxJsi51Nu4PPoKNcKgRmQ1BLkCOHEMvyVAAl1AmNsFMIIqmaJD4zDxHzfgO+KN6wVea7zYTKNos6r0SXj18lMMM1E5xWqt+WYCqKBR6MwIQ6HGOUnTeixKtTQz1pLtXwmTSQ6cMDhYvxqDUB8taXKbbQ2I5EiJLtho8IS4DidtLpdLNvO0uYpbfr5joo7Lur4lJ+DJFBeGGnhc79xnRZ/tKmkCa/0AT04mmsrxDY9iSJxiiasDzlG61GwJF0BJj46hUJrnOvGUF0/Y8XgUGrGpUl/OhOEzW5s5od0Xjq+W9bu40CuYNm+L6CdI1jJ1okcknnqU/Jl1GwaacXRglSwQynqkejIWJGGzT70oSp2MlnoR5svLMADnUPA4sgSFuAwADcX6+jdyLIwKbHrHzfYoo1TcqLIdeZNpqBqbpc15r4s0WcaDJSmmJN/0rEOjsnurYo7Wg1C/NbqtUjlgSXrraEuKUSiZ4exAcdgdDvvDDv6molRl28wK0BiXlG9mhLx+B3cOapz1Sv619bsFmruGZrWgt3EQYy4vhZKGymFFhu9g4vlra+2Rk0gpfcO/LI8AthzCjsMRMnwZJEb+YDfsguX+ef9zD/8sLubnzFez0oTRbzNRAytcGwNbabPW6bS5rJeRObrzHAkNlifoeb/y/sSPGESCrzZkF5NlR132q9BkFJ0Fr5LLYCgx0tkGYCNLwARIADyQ7S5ADmS5OzzvCfMJrybfTdJTo3N5Anu1nZczL/GL5iqkW68D1cvzp28pnSm/jBH4knFnw0PTY1YjWHYbqpEgO5WeUQVHFcczJAvMMnC+UJPHEOUAR6MwFTCxkdV7UISBJJI8VPkkoAju2tJuZOxr/elms0M3csU3+0OBkL0h1ZamxtPzJzr2PCczJ0G8Tn6oc4pNIsCRV7Keqd2jsWeJ0UIIhi4Kd7+QJnPnEg0LfucBI8W6uQPJkOP+cgh8uJ7AEDSfYJAnRkLXmvlZqwruk3jdwVWCrnczD7I8+BiD/965295AkXOSnOPcL06p8CPWOupHkmPAHINWTIqdGHIdTqp0xAmMfZ8VKY5QJJRplkMS4fl83p2HCNEiu8/Aie6w2+8vl+cLYJImLtF8fARMxNM8xcwVnlaEqqHguoqb5QMRiAQQvtMZ7BmPYmllLcAWYPn7kUtR/KayeQ4rh1J4HA3dJ351BzIapYaJjZDqy+B6EgW8Hyg3Pe9JkT0rNiPWncDoiRLrneUQOGHR7xgBn3I8GxP8Ap5kB4CP6PdBFCHv/KwmRU+GzmeTLRug5lEw7KrGSk+wXGrfzUgUJPlVIP5jhD7brgPA/vgGbumxz1yTIsiBoM+acgRJMlxRkkhmImQLbCNAQphM5RBoAkyCa68jI15DlkpuOXHcISRNWmBkQxRFiDDB9aLpEvPlE0SKnkUI/wcTMAn1UWjMxyvy6jbuWH/VswXB8aNvQSFDnVKNA+o4EcwBjoE98PVOJPVxtQ9zpvAcjWOVZ3KEFEkTl75A6rTRgVPEMCqzrH6MjR3khzgAB1fCNMo1eqLUMhxAARKvc9TwITNFaKoHqJQ4f2eNHi57qhLGfIcp2YGURDG4w3mib2Wu0nHLdFAyABFA+V4kklLK6mcM4EjuLa4wfE8KsUZIquk0kEjiW/yqc1MfvtDDAPbD97lO8fmL4/xlXJHfm01Eqj0jxNknef5h6wxWI6miMBxFQVCDuHUhGgiEFGkjSEhTDWmqpRdDLSqQZYOL3hQErY2r6lW3YBMGZpUXCHYeQOiATIReNILL3hjiIgvdJTufwO//T1mjjKeqzr11MxlmvvnPPefenlTt0gMnCH2K8Kvk7bOph3B4LDFWWPqApRGiwoCIGu0xczVJC7SHKI1T+acoBoMMnAiUZqCef34TiExZb71Dh9e/6SESrQmKEQHlAxoExwEYOH4AQg3RRIfTXUcwA3Re/cwfpkj+l7XvgwErl3T56qd4IRk0w8TR82SgjEU3Bj2lmZCoOI4QqudLR7mMGyuTEI/U4xOT74Ozn1Na9pd53+QoLyfHk9DjxEAtSxsMYUlLT22BnXyZAhKDKvGOHmH4JiRpP2kJtgY1jdBwyhqKYR6JNp4vpb4xMkwnmubnes3wP4/nQpuY/M5rT4/iDIxy+0Q5PJsdIS6zjK02SqEZTm94Ooy0DkozTbjcJJhV2eR0rB9ZCJp9mJHM97TwWZrjZNJDi/ge4V38U1rCcqKMrjM13kKLzJMIeUf8erD1pt8yGnBsan3XdMxEJx1gyuGxhmEDLr7scXdMnujWF2FnmrSWJRcw49VOfqzE68LEt1OlQzykCdIACkmdjbGV+bl4Yso/ds5BmBCaIC3mfi6eSSQjqiPMBREQvySgOSYnUagrvAXzR9eZdqkVyql45zsKyTO+skafPLgiYAaBeLq7OaFHHaD48O0P9fBSbmjM1/DC3DJMi+fUmK2FLJatwZELRZrm/z0NVleEuuhJm1z0G5mKpynat0iPjkYA1XTpI2maWJk7k9uaft8GRUJ7Ykli0OupUXkJT4ETRa4fAUphFCMTs+4VHCdcZHUMqNk6zbYCZSAIWi0R90wIfn7Wo24xGIM3vhYnI9Gl1SGLOPeP7nPinHT8qChpUhxpXnvega2ZMh3kbkQ2It2tYLYLHrI6HpxHEDRQQ8QxZ5Lkm3jPJUZkGan9WKaKaGLrErhqesfEsHB2Fetgs9ER4GYOtQGXybMX6T1l6iwH2SKDp+M66NkjyyAIZk+FkDBX5RReK2Woxur3vNhEszF+OdzFnPbddx3jRLizuNaJ25ImE+ZnSu0BTxWSraVpMTYM6Vil8lpHsgafWZkz8VTxjgPpKEnORiNz7BhgUI2THukpyfcMV9V7P5j2vewBq8y+V3SF18V71wCFkns63AROT6flQNNphjbXi/UirWFabDUvYKTBB0PxdGi7Cw7fvwL2Ln0QM863mmnwxXuOBGIoEoxY88x3cdxpljvodEdCxSxSozRHV5s7zWJSPNGmiAIR85QpN1MSUj5Cf6x8Esd5Jzk72+M91f3d5CwKIsyd4Bk77J4/dXkaAGmk9XYG7YLvS6ZFdIp1G55KUEEz1IrPavSYLbB1tchcg2aleIolVKAprOgTZMEVRMCJtzgwaBnCmfNT95gY9a3O1KKoVB0QydphUBNKQaMiokGcbfaJWVK8uOhGkQlPFuiR0UOhs3ZxrrNj18Y14csVSfsM3enCEi+CcHjMMo3tYZXotpwyPRaWZglJKRWK4FOAG2fXJDGvLHVE3Zmt1+KZpXILmjKrTk/NU4EZmUhEQ2gaovHjXSQvvy5YqgSjMjailARbU7bmvn37ALegk5MEfX2mWxY+5iinRg6WbiErpBHqNiPlzsJUKcTVkAyOJsUdTZ8bC1Q4fW+msk5inFakczqMxO2SRqFN2NPosiaX9HxbQFJylTnMey6NsnSxqDgWqc1I6yqrqmphnqDDYRLcu/D0pSSDrg6G2sXZ+Wib+OYEGVfUklwtTngB0fUknju6Ec3/2NAbaywdMdMLoNx7zMXQfz8rEz6n7fYTRxrAMhUCSociOKbEMHXcF1Rx1don9xAuV2Avxc+aJIZlPSEMegz4pD+ApL4mJ5MuuUOfKHOx4MxQZFplSkbModCF6mrL7wDWNAhBx7Y7ng259Gk9/y2HSadzOIwfHA3aWDxzQwiNziaOcq9ZzIxWoCt0e8ZjFTls9SgdUknu7x9xkH5ixgyesZEZFXxkHPtRVJVfJQGUudEA+4mEqCvPBbXPyudZ30KcBLceCYjGu+saGHhNXthLixqmJJLRKfGFF0IAzcSwKEp41ll2CkpPpcyfzctqkaLwfWZ5xqWvbM8+J4/uFUU/n5FKRPQNxvXaZU+QkGsf5apLjfHFYWeDYwC1NTr0WHCMWlxb6QfiGRb/b8M1uoXYFOrqacTekmyxxsrSe+ymKbg5U+SetGmxesPjJEwpCGjFZRdgFmFBERTh/aOoimST6gvolUo5mMrNOitPypXvqgqgLJCEdIsHNEXG2QbpcNvvCZLDmAW3eYQNf+bH45POkIiXOVNjNK89Cbt9uhOiiy5tG93cbRPTXonHZxKObaVpSRLnyKbFFOfsYAIYMQIpGY0QpGkqp9Oqgxe+ryLYrVMbFPsMJwCFJwqNehOeZCBNj8S9G06yObywyaDH7ghGYTp59sWzL/oTyZTyHprgxBzadZ31VG8S7vVpYzUDJUC3dmbJzlCbEgfbb7zBXAknUeIJTsP3mDw7BX+49Mvu7uFwyDhHmDttDS5cTVQ33bhaXUqGH1P/cEKUEhIVOqglQsJYpjXOoYAGTd5sLnohTJESTyMl/JuvBN/k7NnZVwQ0IjVJrcSR4QT5eR9TPHOpNe6WzuJLrDcg2C8tTIwyMv1nKU7CARyd9ZpFj0r3spD1UoYzBXpW1XVFQj8PnuSiWlrdKi9Xe8vt4f5wtn3w/qGqay7bjEpwdpymx8X8dMAs+p95EenKHLDumV7EdJNyrE6LkWuGJ8VYlVATyCNDpD4HomRKB5hyjnB3vcsmhvizXU4xE1ZxNEyvzyVOLdCdgr6SEJfeA8YU9Ip6+Vy2tGCXJ8ulwh5G4HSSXpudJkflb7wju1eCOOQJUnVpy4x5c7UqhdV2Oj4dj8V162Gzua1X+dO0nuV5p6Ot8B04spd7iO0uq/Gkukif8fGgZz872MmM7mDIF2KCbBHa4pMdG4uaoWpIbbMdvbIR8Rr1T9Bh4SitajHOsPfkGBXCsDMHdVsrWZ1YpHdB6yvt0G1CPk59DxhboMum9PTciD6dcFypp+syxVjqZAKbMtLTkpLE08Y7jaSaVatyVSNJelCUTM9lz7fu766uNve3tzcvnx6nq2nyedIhHjsEZKfDBN5Nr1/M0+wZf3VIs9Dj8N6uMwm/aO9wX3S5D5KsYrTKRnOUBcQ1I5KncGIzQMn0PpZ9Mgj4RmfsWZqrWHIwSp9v9TOzyUcNUdGyEHdxEfvqBbvAlMMTA2IeHBEn8yQR7hUO6MK61u+J0jWxLJWeFF8OJgp6jFEMWQIwQpzG2aiui8vL4pJwr8tVWp+fVmlZjc9R5/z8+fPnL1483/r56rerq6u7n7/dbO439/fTp+njarUq9hQY3bRa9dIfHl7My2S2ewgpFKvJb3YAkSFDu8dF/rnryv2jj3k5XeeIlV7OuXx6KpJ8V2xnsf9rWrELfDAUKvSJwVdGG3WRYxzDKeRn2lXqaOkNwFBdP2Jbxi30NE+GEcrsaHZdsRPzSjeyY2j5g0jnbAW4cjujkuAAWLuu0zHJkhV5RnqxIdgatAxAdFXVP5bFcjlhicmvWGWL6qKqxhfZqsw8mSLQrauvvxbP++8k1LvN5ubmlvP2z+vp7ePj9PF6er3ZvJxnx3l3T5tgnTwBx+wAuvzNL+fTi7q7yzgb40dfnSUny8nq8um4+Ov2+1+/5d8lTzrMlHAB50iskK/mU8iNZCB2Omr3LjHzdEoP3ppgmTQZMU8C2kjjfxpox2gZH+ZqtUjyzvPY2tBSkiH4NSvvVKmaMt37biX7xIQyXeXuIyFLXajTEsZEcZUxwlBFw2IoW5fK51VdlAvAnWZ1mgFzQSoibC7ri/oCuNXW1+bJhal/d3d3dffT3d3m7icUe7PZbOjfXj8+zZmAn566xTjrz5KO13jHFw8PDy/n5XHSlzFHj8fVdMo/x69878vr6fhpudc524UU+Ildqq/Z0JMBeEdsX4hYm8FhaYwYvoPXKd3OQKl+U6Bj8LKXhffmG5VPjtdH5D3GPDWKYlHCLaiCDi2iVCNEhwKaNfAAWmUgqys4ncKrYoA+hvjw43GGDtW/UBLCKkCO58T8fH4+P4fnN998A0g5d642CNWMjfp33Yjs/e2ff35/c3N9ezMfUxQMxtfT6cv7zeaHP/i9+PC0m9Xzh+vnL271b8DwDz9sHn6ZP63QR0c4pczDouh4gsRGeEU596HLhuwI5xsHNI1ZN+udRpSQghw9YwSocov4mS3cZDFjFuhwoBxNooZm5BnS86DUzDdeiGiRapuo4YkwiwE8hRBgC5om38Bu7LtxVtYZAV7XiBgR/c2k2bM4EUVhOL9GEATBRiIrrKhlilHESiISAxHBWKSK2wwLGYbANm63WIhOxJBGyEDIByOY4IAWEVRmiyAGmyRYJIWwlc97blz37HzcucnC7JP3vOfMzQZNAGOfTeoRFBWOpQOq+P6SK9t0sJnhMEuz79MYm4UsJ2mXAF3Wn0yCIIim36c27Xh++9aPBpEfLPMX7uAIQMLWLougc0ogOdu0CgRFEKr4WMm5eL5gBml00TP5zRX6pLU8r/UgRhQhQeTHaoz0ybXlM15JQJSDd4UyowAYP6xn8McHpTA4aAaPH1tnxALmDoSgagLd4lTYQD+6FGLkiXDDelLXG2HKC01eCEQ1yMX7tUajVjuWDh1P7Q7oqWyZkFJPSfdqMWi3HvFdAcEsy17ZHJ5hnvzq+7Sf9Wf9KNipBrv6PzX+fOTnviFHdYVdkvjeVo7Q0sZApy3L85cuWhUE9bYFgqnxzKsxynfPo1UqjxPrLomdlyJdWkPu5i7CzOe5tKA1F9JqMOn3SSWi+diEifOpjlNmRFIZbhwtLKerj+vvqjcQ9NUbzIjksp5cr4cl5XrzgFyXfdaT3O2j8Xi8OimerDbjdppOe70vxy+Pj4XV6ZYwwrYLoEL4v3N26uWXnFQNp5t9+QTQTsKvZtEkKuHr9B2HBViBTwALlQRkd+5hjLJGrbbB17p2hGutvLmqLEICNaTApB8qIE4F9c6apW6+i1G61SCkSfPjUtsW2K48o4gnFSm1Ys/hYeD70UHTcEINFCDCBD5A7rXwaTeWWKRS/HVy69YOumbmOi+UUGeCbYpmGAalbTAIc7c/3y4+ePDgtkXx5ORkpVjP41pt2Dt+cgxNF//MQLsGutTGGc0SMlsONusC6DDWjnb7/YPmrZ2KepguK5Jas/I80trWgq2/hJXWz6/dxx6usbLhunSxVZViaJv16G6XQpEoqr95Q/9pRKNp3zde3XUdJHL1nIPS5ewmCUfAHyYJQKNJH6K30Ce+h7yU/4Ef3PofLtcN8WN6zHq1VJJ3htXwen0JTyTKaalTCE32ICjlRPEzQItFRhaMdCG06/W4E0uyX14any3Gf8ZwRsAG0pE+nZNNKMwOeuyzKPIX3Pgy8TxlvweDPBq0bLdGHFEC8z5qhWNBu/MATAKUjiJvUfBitwtFTFTfTF69AmoB73qqQ5In3WPl+lX1l6A87B4edruHXe8wWYSIqn9wUAoOoujAn0yanCLujQgwVkKl3bSJItlNlwDkk6guwReGS7BKnTA2ZWrUxEJzt085mk5t/8/WsEqv7biWZWkcx2ktq9V6vWPD5uL3k9+/uTgTW9ZG3dQ7lUzlsIP5gFCVCpNKNfESD+eDQt6MUZAI8pfetZJ418AmrPrfj3O8S2PhlTAL9wssr+sjuOYdXvWAVdgGOe++cqRffF3HRW3Is449LiYB2EroMwqimQ/Sfr8/m0VUTva+7sy3jxxvRI20QISoAo8AHNFsUsoZAjOAYiCFo05KfO6zxe0zDInPDiuIz1Adjz+ORpsVnmBXnVG7kaafekjX0Org8Gp3I8d5q9Nj+tpeY72GKL8YDyICQQS0yPgaPqCKfh5DzFeWy8ViwU77WkB4yJPnhwsXtLQh3EQe03BfddAI7GKmomkv4aQe/REESXhb2IAmAVemvOuhL1EOZrOJPyv5g2wW9Wd80NwPz9ycBhFIF+uF8hftWSfEgd1KuM1hvbhE06dN8PEKOE640GyuXD6C3dOnD4riWiTOZD6SLR4dCa1dHq02G1WvVbF4YpDZzBVi+vchFR7hDqlnT84Kl+Op/5L6NSIbtNvrThq7GAygWvLDEH+jOhd2eeTl70FDi7CSv+Ix25Ur6Bt0EKJefY0GeaxWvTtVRtVd+Yywu1r/IeX1z8LUpp0PLMJdIcS0DtlSk1o0i/HzbJDGWcw24ABQBUc+7cgff+zMA78ZsKbhAwpUOlgJe2z4JowMoCLQBBuTOeEsl8uPyuVWC6qW8oBV0kunjquhlR/sPX++GY9+vf24OfoHXqfi6myMG9MentlTm+DCFSnpk204nKbpGgtpS6dpFgN2IK4Ig7SpL6MBIuZCblvnaRFm11mp1KOzabBLQjPtEXrs1nazwubBvVDwMOfuFY91oioMlep0QYzUXnIk08nwaJb9zNLhcB8bs4fAms6xbqWRvskGoz9fR20+58W6PeoMIvkrAM9wnBhbd4WQNWW4c6B81Go9f1huEVA9IsAKZajC1lie2oFBXB2h0r29lpTLJvSYgF50Ad3NirdsGj/ANQSsFgaGw9r+j4/tduNHp91odBrz8Wa9BmlsPAcQbXScXNkInefzRXIVF6zjTmFYp2eHF2tB9EPJMtwBIizfsWhxs1JRt4SYVXwoGfSGPFIjSD2L0z6GXCxDuIa+0nqazbK410v3U0AOucUhCk07tf007ey/eDP68+f9+/dfG+32x1+/vjYajfbcfAAJiiHmqWDgiycSBikinb16lWu17t5t7bXK5b3nDPf2YMv2fLWnOYMlXtDVLrr/uIKSI7PMMzawzPAeB3+LVvA7+7Xa/gjAm80D9Avq0Q/udTwft9tzgpsFXXvebkgindQRZtxAtL6F7jqoV4RL+VzBXEvhDrkucUKSzoilNJwT75X5/mXL/F6XBqMw3h/WRdBVN94aFAb90DKozGwtkDQmRjYjEoIwk4wcipAIkZQjCUPBZjkksqKVTKWyC7swuupzXiuCOu3d3s253MfnPOfM72UG/svDNa261BEG/vH588V69vHFezzntY1p24OnkcCi2p3Ea1hapYTRtUrOZtldbRyzO/F9ZzLp+n5/pqooIeYrlUdsA/0CGcE/u8pHvPro492PO8BQDLMIxWSBqLJmqSWFLSvk+nxrAjisADsg81828AedcgROk6vFCskiofAS6rTiQbz3y3aP40K132h40o29FqbrWZZ1HfPK1kGdBedgAFYGIfci+jh8CtWJ/A5/WuO56O0YpYenIPVL7y66oZ2QFvud1Smfa7iySGWR2WxNSGo8fvAahAYUO3TZY4xpzLw0mSDNltNyNqvVaumYKcvarByny9IFNkbLx6vf4/IXrwhF+VBwpjt49AjK4gLPdsRQIZxAFhaimWSy9u1boQDIIINtrVoULyjGwrFYDEicLGJU+AioCaR/44DAhWoszIpQaEXukFevC1R8P5GYZQfAVFQhCU3ozpg1GoNGQxSrBoQV2Iu8yM3MVG9wWYoMz0PHCDospVu4of1+v2/34feltz58CR9cf8JgZuu+16AgCsd2ojNFlsPxeDwdt9tMu9Bsda2WqXiardRQS5mm6UhYBm978Ni2fbu//XASg2y9kaWIzciWT4evXHn0bEcU+wRksHqkyp1LtUdaNXRaRJzQLFSL2CqngDPMKhwNVZO1WpGALRELC1vmihH6jW3Z/Y2WF9S3wOWrot0DPJVxjKFk26P+sACSYNOAKTETmWJeDxiE7BDciczFClDsZWL3E/mxHBV+PvZ5Tf/BBeoNe+JNbFu4oqjHXO0b01l90iWnE8PhsIRC3VcdXXUkCunQaBIpM7XcbOAZ0HKaFtB03UShJcNKlBIDfJWY4K1odjKwurY9sfnvJlmlfW5hR/FIFExHjoggKUhHotUwBFW2iry+FcK8zL4SaCgZBH0UxW19tir8UbZo9iCYRLiKlKpoROy5Asvz7P9j67HfDMvufVP1SXjaTa3R7wnYLUbGrPGbauPPRqxAQUUclz4fvnfvAbNZ3zO8htFpt4djCqDRMCbGAAexbfKfBtr3qJGGZSFOl44YYcJ1OmXdKZnmQ00/pJub2/DM3Yho2g1C002zqVmWfAddEe5y6TiTrtO1jMnE9rqTfl9427Y969nOjlowVKsFwVhEnDBDhAVIiXmyqBrOgAxL7HkxHA1GCUSGOdSoWTKDOKFOQ3/yHjAyZ0hny1Xl2G/bRcDIlTmpv/VgOtg1LcGXH+usUPSarWarAc0eJoBISfvsoPGAI3WFkuVXDAghLS3sY2keDYMK05EeeOq6aE4ssmNxkmeT/72+b4OXk0qJ9mg0vcMpKHOal4TXrZSpa5F3geV3kWdubz4SiZTz+cgNHchWU9OR6mr15vq++4GA6awcs2VZmINhoNZm02oZnj1Z7kj6mWTt/bVrmWuqCKFRhSdWhCd5DbMkYiSwUYCiRJizHHweTgKe1/HcKojFXqu1YkwVONmhyhV4D5Q5IgJPyuFqkaMFiSL+ydOW2Kg9NBqJdZ3+yngw8FodD7dar8ncHknP8gci7kpsFWrI7uCBYIUoB8DbGQJzOp2WT5505ydd92SZSoNZDibCk+ana1HQhbh7buS6o/kUovmpkD/Udcz7esDMbb6vlm9MLZ7Px8t51vlDh8o39EOHtKH+MJXadyiy9+zeQC5lak1dLzWbQ3St68wt+oDVDkpQTSJDgE82UIUlrLYWGsI/8Vji+C22omNwClPp/yXhY4T0sexjnzQC+CPBlKyHrpDn2t9UA9Hz/Yy/yBRoUeVpS/VPdoKfs0RY4zGdtWdYnufZPcipHmvWU8mPUIFoIFPlo4qrwGQgwK2zIr5EB0ucij7nrvvVZSZADd/2aSWtkt4plQA6HZ07d6L8dMQ55XH5BjLVF2bgofnGWaJO08ztORtP54lyeh6Px8vlSITUvxF4tzd+Pp4+fzay/xCh6RqyTd0P6Lqm5zb+arUDfu9vh+CJGP1a7WaQG2fP96/xymJxDSuIFsUqGfIQpaQH1thztjAlkZnBTjhzkIIFb+ZKxYykWAjNQrVg+32v1utlyb2eNPxZAzqNuu3ZnmHwl8CXJ0VR03Ei0bI4xwPoFyTah2pP0Nt1O2tDz4YrBoA8lR2IH0ieQ5X1gAWo0lQiPS7HBZGoQXGikyxpNzRL9Dl2RyN39PTcSATKqeWxvmmlHHOzXJLTgVzu0N742Xz+bCQfn8/L8co8DVqonk3PK/Mz59NxN793fz6iDbU2OtWa93XdwSWEJxwXi/eLTC1DuTly88LpUK2KYENBAauGr/K+B5IC1FgkuX8Ri8JO7QMWroRA5DykeKRQjEUxhfBzAS6Gu1jYJcPwKLpeiTsuk2jEcPj4AY+m6vcTVq47HhootGUZkCbn+zalhMXD9L1BVjkACPkeeNjysqJdJg3PMyQUVWlv0CFSxUrhKRI1WiVNK7dLpU6iU46T7KPRU/TJx0DEmjkh4R1/udosjwZyR/ftRYln4QnAePzMqJKez+duPl45U6mciafTlfjZven8Ie3GoRu6FnhIJTMdZL0jdC3DvwUOumBChEIgXtQywduQloZp2zax6UGVOVNhhL+GiziBssPoQdKdADJ0IYrLPg+DlG6gEK5Gb8H4LYelFxN/8aA4db8S7smvbE9M2f6K0devc5KwnfAIG9Pz4NlX41vfbzW9HoS9uu23Ws0b8fy43Gl5JHu/RkK3Ep1EaTgQpjKDqEEpl5AOczjsDCk8ot25C81zT58+PVeR4lUuj0tdx6KT/7BZpe4fzeGT+9Px9N48Fnq+cubcuVGlMsIdUOvozJn0mTOVdHxv5Xwksj+f17T72v37gZzWDNzYcfvai2s3Qzev3Xz/XqC+z2RuB0OhmjDc+ukvfarCwx4BUoloUB0ENKutIEPJQpQGgBEEKu4JQmkYFOifRJrrbyJ1FIb7782XgU8wEyYYnOA0JcTIsDOdSRaYpNSQhkmoTadFuckHsSoLmSaOJltTjVkvWElrE11LKAktmniJtxj95PPD24EO993tM+855z2HbaFmhLp+phpeXrLM/+G/INEFSsi++hSedBPy9PFl9/LBix99+CEIPxI4P7yrjsfzu7OzhycffXQdzd7xofJ53+wGO9fVRmUs6zYAESByRJ6Tdrt9MYCpoDu5fMemW4n29I5/hdjgKYB+3n3qXz296rbHdfzQfJSSHSVRSaU0xbdMoPmed79NgJTo3/fh2R8WPdfv9u99SoIfyLI9kuM2ZivYmNdXSPOu0ZlW76rwnHY6Te5X0W0Hzmu0gmIaB0VroqFTVqtzfiOq7kcnByfYOpqNqA//gH4o8HEFH7fcCL5sXNYPuFAbwPqwunPZvaJjUDTXbePyh3uAcu/V53ksGKMG3gCAAXV2Ldbb67twUVnM5xTzk7v5rBt0+R2RTTBerRZLfbb0H5P7okPtIM7BoH4etun5wAUwlCeMQyj16mr7g+0PPv/g+AOuV6iTEH36YvHNXkL3PUlO6Z7bd/t4JpME7/Hu7eLnIOXSLwq5Fl3f7xOe5xvxhG4EiZScCIyNuDIa6WFpNA/HY3s0X3UanQ5MgQpLmlE2jVwbjU6zKapBsvl9EkXSpQ+Alzy5E0L5ULiD5Fa2enKwxbNrqIKhUOXBmiHCxF9t0dqyWVFtP7u5Qaev/HIWBjibtU8k/+EqYo2YZ+EJWIrWJbJitSZK6vldeL5anYtqf36xqo/0se/1acDvLKNROBqNZ7q9I9YCxNnOzvXd/K7i0DL4A9oghSs6FXXb3P7g+FjgFAL1/St4ti8qlfo349TFpqJImut699CyDN2FHjQJ1MwBlIJrkbZUpJi6ngJBzfIsNZFQ/A2ja3meNXSNcWAYY/rSqtppgG4+bawa0+m003yz0yhsTTvJwpoymUy3alQRI6iTr52Ab10c0lV4JpM0oQOBbesgC9K0KAKMWJDlyNOolOcJIVfh9U92HC14vPOALs2+/3EXpV6hWBgLp9192vWfvkPmCpG1sc93zHq319er8+tr3N6iMtMDvzvzzaJndqPxaByGbVwTA9D1+TVd9uu9aDwJbNueTMj6x20GI4Q7cSig28fb2wLp9j15QiZ09dXFxTyVqlcSumata6Sp6Lph9mEIdqFRQjAt9nhAXhQhin1iBtDpU65kecUNr+T2+yXPzVuWq9g7pDL/KLQaRVEFuPPKfLFqrAVaKyez9P9GWsRJOot8y+VCoZluNKsUYKFjFMyzvFRN04hgilifo7Am08mHfDiZ5UMghagIsbd64ZUXnnn2l7cml3738quP6eXsmEV//sders33Wzu3EALqxAnbYwLliQF6Pp+PHQOcRtc0+33fDmejaOZ8jJc6X83nUThfbMqaESiaM3EcIU4GmjZH6ivf0/gmPQk+V5y0K8KV+SP35EoqHjO9IdrztUjW0D84CQ7/8CR6Iv35KZIbvjFbKl5x6HIobigPdNu0Ak6JL+wWhlV94JydrG6RG1dESvNfINhkp/E9+uwU0p1mg5EoC6AmQIGUBSGMAAXTJkyTlOPGNJ1EuVnenFwn+r8O4D95wnddDdYm6+Ak1HF4Tx8wG2I38ZsEtfkM+ym8EvEiRj/cedB2BhPmv8FgXK9TowJntLSjiOEwGkczzZyFZ7f8i+czbZRaLOQfLc8f7PApxm/600Coc0KQ+BOmdvP+SiQBjsk89i6+X9RlObGpWEVQFa24PFKEPfqH5/E6uMMDWIKVt3meaTAxeVQA14en6au6xAxlPPBNRGqqXdMyEnrJDKtVqCymDbRZpWARnU4afSUBJAQqUj/ZRJ5TyAmLIGhzaKyoEuVCJ5ssJzkNST5TzqabhVoLfGuWz6VBD2MO5a3sCwRMWZ38chfhtydBG5N5hlV6kVkIlmAlBN6TjzDlO2+9OGiTte3wgk1POB7UnXCxqITj2agSzhSDLcY4+rqy9D1jNDMU0zM+Rt+onk6PxB1bpwCgWC4PsKJYKbGz63rHPediL6alKhcZaiasTHD63PsXJ0d+yHyg9ob9Ya8nkHoQdd3+dq9IbG8MXSvI0/z1jFX0qBbkv9d1S5wdOVxVourDamP6zeZqikfFWUF30QBpOgnJbPqkyf2HpPUBC6q0sK5NsrrDjUBfABYPESxNKPtC64aHzTKRXEc2fZCeJrEQnWqznNx65YWbz1jjPfvwbhzZ/lO8IuFM2oNbZm9s6MmaKXc43n30FojOKaJsLAdh4MwvFnSnKApny2gnDOxZNFL6uBpmQ8u45W1IVEAFqWNjnJwHE7HfmDBKYLA+Fs/i8N+ZYAYcOaZYLmiKhjxS7+GJTyWAuO5h5DtAe8PTYe+4d0xfEn9PsQfg3nFxuOGq8aMSj4YUVMUzrbyv5H23aJmW6vmWKxnjxcni7GHy4O7DanrV6DQoqus6Kdx/A87pRUM41nV+C80BTdwpN9NoEpzCc4Ea19BsLHgl26qJvlRLQryZywnivEj95TXhTVssnl75MJSjsRMErDNoJahJDKCCJSsNDgQ3ZwL03fn14B3TcOrzemI0i6JRFNajaMycbXrb2118txVGs8kAST8gANqecMHrE9RkB6JidqVAc1fsRnnO1m1OhCbvYT0BC8RjYpdbSIJ1DZTD9m6vj31ai5bY3h5uSFpCz9PNXNe8NJiwFG3HkXxTVXXFy1td13V1xQi0WSBp0QEWKI2fqlICgJnmR8Aqi0aDlUeyTQTcbPJTKFAOBFOqLL1JeFawo0lBdCudzOXoR1zK9DSAEk0+Nxe1lssWi5UXXquuxgrbiC5TKX4msMfh7fXqjgU58wWentXwLRKlNU0uDd2eKb6vBY5sswTiZNhK3+sPvT5+MaOVgvDs7K2BaEUfixp6fo5V4CEeynbabTam7PEoCMQE1dq6057orOf+NMjhIQTXdVMw/ZcsQHvHu71jmPZ5QTweFnvF3sZmKq64xaFJGVA137I8UPqur6iaqiosWYKYoVIDhpwIF0MSrRqLSrqD3hooqkO6Z+nxyTIPp+gRdASSK5TTAg2sqa2UCaIqTkO6M51SZZMUhCSf49U0V4YHPktZXs2n0waea92pqKoMUrrfx4jiQ02WkcEkJOq09vPrOVTIdpBetNu4IjYXXjcw9IDlmTwKNGU2m0UuUvlR8fqKM7i+FiV3IOJi8XU9bENOSHSAXQDoGRq9RaV8uNLeSwQ23318x8TzWAyXCPB+e/d4d3fNlOPfPP++D1WCJ9DsxuuxuGz7k8DkRHgWh2ER52T5RSAqekyRZprVtUQdcocly1J+1IJYna7dhCXSLGQLh+WyYEodLNdq2WyOREaDZWwAahW4cKCgpD5MC50GpksokutWFqCUBHFOEC6VedGgMtDSmHRpZFiBm5sbhta7ue2LtY6IPs2YwFGOBwh0gD5vz+uOIOu889Tvi3nbsNvLmW50Z1F9vvSs5WzpmkM6ByKmwlZYA1e+2ayMdNBfBpQTFArpAU2KVubgGu6u736vb14I20iXM2hf/v1V/3Nw7r7Mzz9UeUj895iGNISnJsuOnskYZqlU8ngm0DKQG7ouxbykqqWu63n5wNZnEmtUS5pIRU+VEherO/J9Ok9v1Qq5XK5WK9cKXzRrh4e1XC3XuhGHVuvmprWVK2eTtUJzCr0muNleNTuNJs/htGDK2cBB4F0LomYwky2oxdiCfyJZ3mrdtMR4+uwqMGEqhks2EfSAe6COQzD8bZZZTlITLy2QQEhnO2l2jaCyGElBNBjPZgousl/sasZoNLNtvVIfjwx8jqdoeioFWU6QoRmsj7t8Vt67+/3kl49Yu6P/x/wdHz7u9n1ylA4EPKAeP+n1gMv1f6oIdFjcqNRjypF9q7mKoeffU6z31JIW2Bk9X/IzipYXXIuulWEGy0uXbFXzSqDrGTUjBXt7cT36ulE9eI5CWe50arVCQUCq1T75olCoFWpgpkqWs61y6zOU9sJNrrBfKxx+Mp023zwsIFQCsQr3Ct1OE5kWeGLtHpD2N/PGtAlmMVG1ttbb/xX524fnPVyJfv/qyteDWdfWhUsyqHyDHZzpA0YipMdWPQpMQ45GgPdpHCzeKAKBYVpQpVmUPKtUVC2tZGp2LKbppCf2Z8imA9e0/pa4zQRBMQlt041uB5GuSiXSXIBEnj+9TAiSHESg0Q82YpaWiEt78W8zr6cS2gNEyF+Qt20cKV7OLLoIFJ6OaryhlRQFc5pxEoalWUpCtlRLycTejddXnU3G1GahSRlYQ6VvI9HcfgG1lffhShCIjQN33n77/VxW6LqVu0HJuRreCpp8NsuJ2MpBO/2wKkovTDvpMnJfzwKfPfvL9Uz1vb/XPeuj133H9IPxOLjs4u7leXgxF1MUGewEXUpuN9AN4UzHjgYud2ZIw6EifjUSsOgOt9HcNqZR0gyXfH3y5Am5+9R1DfpRRVcsmzEXpMJHjaIxKTHSJXd4+kRg/IenOHIRyu1t7KmnrpvPBOP4Uk9kPE+K6aoh5Ifpt6z3Tj3yHdeEJjOqalh+V7G6upTRMkG4ZygqjgDy+iie2tucb548TFMo05ROHCUeqIk/zaFemg1CQ3sQg6KoD+XDQrac41LItnIFYfZbLVC/ndtqfbpfTlN+ESxnp1lgPTPFG+QIPlYT30GtxoE3BCdMr/yrvtcV4fUNmsh8xYUaGPLF8OSpaa57mccg7kShY2SUeELsOgzPNIVnNF3AwIH0Lfa2ezRscpnEBbBl+brloyV58BZuF6K0fn+o7VXGYRTNJDVfgurLiJQrAU9iQ/IV6T01n1ePMu9xjpSRHEvo0UWkKZaqxGTd8kp5/G2wo6mKwz/FErZEykiS4oSBgK7pHk/GU/EUAt+rhIlRpTLHVC2m88U0jf1MQje7TmIc1bqfU0fTVNHOYjH9osDERU3FX7Vatf0398u0qDKRqwEV/oeHb4q1zAKk63OCYUXJfMO6Gnf7EF1vJDn2zcAXqxGm9nkY2VgR2+je33uf9z+/FyWXsXAZOe1K5DhKXkyJRZT5RFn+qPagCQwwrhsOV2F+SqLQlVT31JVkLNY13R+VvmOamppXlqlNtob10VKySk96ECVQKEw37JL76FQN4omEk5AyR6+fXe/t8e2dlonLcnxUr3zrljK67iulx65nZdRS31VLUmCZpqHH2RY81gwNH6Dt2XE5oym6k6IVyKnR+bx6pkUPDyrXr5ysd35lklc0fsETz7mFIMnvNDVCTFK4JDERsB3Yp1ocHh4WKA0UBlYETLG0foLgbahWuAeKdXbr2dtwmR/2GF8AeoXlYwGg2+MK3Wmm6N2uSbsXpXYb2iaJ5uvjcQXQvkkNK6LFl70SUsqP8qK5IFOYEASSg/KQMQelapomt8Pz69sX3xLjvx0YvpWRjl4fLSOSIbQtVQiVEDzf1aWdn987GiR2UolxKI/ePYqlnHjiV08LGWaNRBwxZvJDl1ZvnVpSqehJlm5J/unQUt4r5VXVsqgGmhxo7HHeY6ESOgk55ci6HPetuK2qzuqhKKU12KwrJc1lXU9bNR6ytb9Bby0iB156mAholQtfHJaFayigVhA3C+tZ9+upiDRVllpN8uf2swe3Uaa0zXj9uckqHSWaZmA7AaWf++yDPawOGu5D3O8642hkiAHFd1mB7g7zR7+dLpd/fOmSuPAUSFEpPLkgVtHIi6S+q8YwvecX/N8FIVPHpgGKnH70aLncrLPnipZSfvjb6ZMnG7KuHimie2ckJX8k70lSDFVW4o+kL/XTU9dov54pvffesGfYsXBnUK8ESiKQJLZ7Q/JhqMXiiXellKTrJL6k6Gom9ljPADgV02f5vKIpiqYtK18/zL6wbkWoDhcl+OJZW2/nAEK3ylI5ud6ssQOPTiX6vkC2lmJLEOZMdD4pUDuYCL7mBq+wj5j3+Sir7Ehh4sBOMR4S6HJidxVUyHrUZy3HK4TZNXGuaFdR0LLZP80/yR+ffvnllz+Wdrd3hSSFLefOvwlMwFNVXVfV5FSFOYL/YsOcOxBMg0mgKFDNHB0dLWejzVG0WP64UXlkaDar+nhK0jKZROpIe/Q6yY97CB9JKimcL6nyu3oghbr8Uj1Vv9ipxBN7qYqc0CQMHHqUY5ImSYxUuqUaugFbWY7JmRiNkL6VSFgZQ1lWLs7vNqedebpFT3nzk8PDTzpQ+zQnGMP37cN9Ml0IsvY+0isU4Iky9w8L3FJuO28WkC3diz7Gfnv6xx+L6SfTN/d5GS2vDUWyUUmpQ0ETsfa2hTphZuJavT6kt9cDQVFA9T0THfv81lq+eNyTXn+UOc33d396svwy8+QUVaJOkK5jd7dXOhV+PK8ZUiqq1Flf3IF0p10fc2pYzIm+dJrP/Phj5sflcrkRU/jNU85OncaHUXdUiXJiHcHxUclSJF3KP8qn6hhOtnryIw13B869Dz+q7xkZbCmOSZNpXAklE4+hcEPT8sZMl4y9WEqOUimpHtpaRlX0eIKPpaTUnPmnjGFCjyQ3shNlEo3WPq21Pv201Xr7U8oBr2Cb9t8XCgQZI9hheX//kHtvftJZ3zTwsI1OoXZY4C28YX9fuLGt6mKZOT0FqAjhr/+q4XpfW6fC8P698yXngHBMOEGJRRsc+eCcrS0YI/gDCbngIuvx53X4wUVn02FgNR8Mm0hl0zpkg0Ass9jrbcDRiW3XuV8+p+pJl7br7b3rk+d93ud937P7IqBDKY00j5npg09f/ulbiGmrgxlR7UHd7wq92TZdkiXG+gcfJHdXo5CBk//j+QFuvQ96vXXk+8yquY4piouh5z3GxiXMA/sKUq1VNaUDmjZd17L0FX9eodJJmg+aJK749sfJlssdRCpjjg5/TyxELMX10zUXxvSl2DHrpknjjDo994EB2HVC4rjDiFlDkqpUGdVhuIhj1ky8kWuMDSgXyISWJ7lVpVrIRDF8+FRhv7AKgu4hjlWVCn4BRXUA0tWlKf1lD9gqsFcBMiBXbmlDAYyqVUntJhDGDEYtIKqy2AYKWCS/s061tiSq6viApp8omj6Ak8aUA1YAYwrkLR3iqtMBOicesuz6bOvPD7bSuzB03vtzmaiXoCp+Alqk+3YPa8sdFFf2YDQcqHg7VR2ZwMcWPDQKxWg0id1ssvKoP9rWKj0IxQNKuE2aryUzx2m36tSkxKAkc10dVad0iNn6hETbAlqgtNipGYZhmsS1KAdtMeD7wZKa5/39ulZzsTnA/MR4YBhQYx3e1eS7VS5aUFhICjW1quY1WDE8Rov0/AXknPcPdzaRyJU93dlZO1CW/wg6u7e38fbR0dHexoFC9u0DaO2Sudhysay0Nk+UkSq8YzjUQyCMcmJzYxOQr649e+bp6ygQIajt5mvrn0ItEf6fKGullhrAPWgD5ZHwPa1TaWUuiDi3bQn39CbQ+OnPN1W4A9YlnutwVFt4yZnYdsfrTOREAM3+6XcoSuGHAKgqezsTttKzSu8PX6UmS8ayIS1BTbPW6zWTjDdMxzQhxSRrV0kKbAh0lhoV0/21/OJXX2+69eaDlg6xFMQoNfHVrucLnxGUXH495lrr64oGchvwE4bDc1YhECETdzW9KykEwQts4QHXIdr4a3CqgGhZpgKb/5QVbEUiA2vVsVSCg4M9PEKFBTYenmBeiLYL1g4uCcRgbQ2kVfq8toqGnydcZE0giZpEWabXoKDor32ryqrWzyDpi6oM6mhn+0HgC8bsEs7Hcl7rbf2ORL+uMlSvrRiK3lGvN5vNIJSDTjAYdUZOBVtrMR/AlpX9QMNaDty6K7OEOA0G1Uyi46vjNPo4tH+NsnYCigMHJwU/3SzW3V3IKzcdtJl7Sc2NeYWZU3jeXts1GHFaGvuKVighjehjxjSiaUI7jco4/krXWhoISoAqsLTcZotrdcvgAlmM+hqlWmT7gWBnZ++8+yQwfP5tRUZoIRh5sAcoYQhAVVUcLaVhY29vdfPwYA+wHm3sbCqWvvpwZxPGH4juPHx4crj29qubiu+QVijwwzN/MskMyCh0VMX9Ax0DSFX7Q1BbVWyXaWmNXe+s72m+b1tuzx057rrCc30dtdNoMOlBSwFm7EwdZ9ZrW4MuOlZOb1YT/dNvHgHSU5w8fGDsERErOoxlYrk66YwP7q+nrBo8+l40SFVP2pnxmtmvlIbrcOZ8zKtVGiPG9U/WDccSInWcupW5NYsyh3oaAw/hRrMgqLe6A0m1fcQBFxriu291NKKTKtF5BwaAiS6vaYJXdWGnGuNh0BdVwjQmafB4OB6vgYrPvvPRESBV+okHAPRIoQqzdQty4v4WT9SrR1DgA4B8sIE6CutCsRTqgeP9hxBUfBv2C4MBWzDyWk35JURmvQVJfU3h2/oBfeVGAzWkh9pf41xHoo5lbetlJZpQUMdC+YPU795d5fMJ2LuF4n/iOpbTa+um8ACpQhRU7XsdxP0K0+bTmfOgF1wurq/v87zsChqlDAnGNVpGzATXCCmpoVezzNJapOUkCUy8YYKVwEpCBbpVmordbQHrX6FG1kQe/NgkQaBJcRpJlFmERC2L1OBKmWYLaljE4rieEaVpx4v8b/ztkggNvpZLRZLCfjzOh2tvv/DL3iqAPNr7CGje/ofn7RJdxd7lc3UC4nuQWfRYNvbeBk03QdSTk5PDHeC5s3OIR5vwXE++Eewy2umOsOsBsVnRUT4hWdXRkf4KGzi1RlerawGzJmwyQW3fQ2mk4h0nwNoeAU6Jj9774M+t6oufAAKj9x52LXSFp3qwfdjBb/Y9X1vZ7gevN5ykHRQ7d4c3i9s7kyInx2UUtyplzOZlRqRpIcH7u/j4lJKaAZvvJq7Om5W6AonxKnmrTre/DwVJ2moZteRF6vqcRaQ2sGTFdb6SYuCYDUZkcFpBMcA7ouPtM9MEKXkjshxCKMtcpkWChWFIBeN2cfYYE5QXAJiiImA9ugWuuCmC4sDD5Uu3t0dq4REMAf4kGHuAbssS0pOdTayNncND3FQZe4yRfGegTyYTvfXJi2rY9qC6e6rmJo8xexfagFJpWcDamLzWTFS3c1knrdfccpIATojp+otoQ7lZU1VUW4lBRWj3sVG3H+w/Ou2v2DyiMplRGl+F99eLow9DwNaojLjwRf/7MPjVDIswjKS0+37gpVXXNeAnyW6WEEIYydDDzxwn2f6GswbN1pOtWr3OLMcgvYzUGdH9RiPdRnXQ8S3Hqu9Wzvq2xxxC60k3YKbDAKSqHzijticd+N16YIPGnHKG2AhzOw/fefIFlPurCqcD+CtEN7DFAn5LGcWzPcC9t6HWgfo6AHSKnTirYweQgrdYOzuvYkxlh8orm3oVyADRT3aDM7XJAJ/P09DZR28aexExDaqarru17D992v4gczDSnP3553ufbsFbAW5Aq0ZIGGiGo44qRwMv+HIljmmpxfgwj2y7uCvCR55DUJ0DjR/k04/GoTZ88hK/1OQXuAC2Lxqz2VcRMSXK/QyVk94y6Xao16SMTYvDDhlNV6dU2SRDR6bqIn4Fo4LTelegS21N4yA4DUzGjCzmFNorJQ81vsv5AOVCrNOYaGgAaBUrrksmQo+HNs0kCyED45P34YmO1w53NvYUmIBxCfDR0cHbB4h1BfcBKi08UJiqG7A8xG0Z+3uAFwugAtrzcRhNsNfg93WUmCrHDLrYUVZ4HYMMBtpXu90RDLoplO4ZDjHQRkrcXrunTP6nn8Kgok3ywQxpv7eexVqY57avaX14p5V5KWO0ndl8fFnYc6ZHsSyppCXjtY/fD9NL+/4G+/Pz8fnc9uziFVt8E6SS0VhaZua2M7SStFCwaq0FjcYU36y5BvdBYAU21yIOF2tZhBqG5NU64ZQFkBNUpDABZswDrdOAvsi6TnB5mE9Ul5WBnFbs+9TnUG9f4JziR/ZscHV8NT/G1BRZHUZTAYQSFABuLKFcxUl5gOWLSzwVXxU11YKM7uAbeIqFdz48tkewiapTp6bnzdpIjZsxdBKmzpaZE5OPjhZ446HfQO2oT2c9ZfHbbXSmUDIBzK2kqXdxqUNRFHYq7OB0ZR5RK0sSOS+886uwLDVpGaYYF39F2axre+f3vyyu376+v7kMvTwN/TDytMCcJhK8Jm6v5wgTcFWQYmJKDVfCERndroH2oSIxB2ZWzUB4Vy0qTI61nXImiY9gpgyaEnYZoRwM3qVfCd/PSMQ1Re+Uoh0YUhn5PhO25kF9KP4FOk/T0B4Pw7vzY+RvtKEBECwUgFStFbATpeer8P0q5oGhgnAJ3hLTkwtoKu7xDDe8/s4bQ2/kZD1o5BYqREDa6XRsdIsZUWMKPhp1va439Lrn47O+ECzuzZaNvJff/LSH5jNKHeaNC7sI86Io0E8shisig6nKMhFOQ2wdH5/uW7Pe9Kuzy3H54ovxVVpc39zePHFzfXtZYDe0Pe97eVRmSWXfK2xOsT3HqfsaelWZLhmjWLpDJIyp26aNhqBwAs7UUH2WmMRW9SXiwvwb0mSi6lpRmHao7fNdWwRneZymmUG536kbFUlT4sa+x2MahT4zSy7ExJJpRAQLbE1EocZy9QmOi5O1V+H+FRXXlGLuwei/vQeBhRgoJgI2xdDD/yQUiCL3Hx9DACAESlCx3hkyI5mh/tladyaWFY06gFVw5KwRsmbQDzwBa8mjCB0JdNVrCHwc6+sJ2niUgZ02UqhdoBQtLlZKWkYTi84/H087xfB8P+w2HszimW/vz9x4nM8Xi+ub6+vb1evnzv+y7fH4L59NKy3pX47DUEQooUyfS8JMDO8aqN1grGLZgi4mmSNDmiSma+ktIil0wJTVDKMV9GsszUApz0ac4Udhacr6AbxqX2v4fZH0po2/toXgbJcY8P1BHjuMSZboXESxJgSgxLv2GfIo4sVLU/xYFycKTwgoYMRa2icceKJ09N8YV6GuEAegV1cnWEttVaeTQ/SyR8jKMO5b60j9I9gqz/c6Q2Soodpm69le0deYPQ8D32YDMdCTZP21tmuZKcLdthG6YRpx+E+/Pzy+ktF0Nh9dXNznUutzyzJ3BUqXH0L78u4G3Ly9vVksPvvs/PPLJz5/5Hnh0AZ//8JlSb2IxZkTW3+UkD80WBlt6ts+kxqrWTXHioglVX3VEB0DvM3W24m2qzcNkk1nkmRGl6tFOde4U3Y06ZgRklT8cYzKKZYz1MJyWwSMeulUt1J4OIfLLIm1Oa4BZWUU5iEvWSdN5+ncRnhhsIJCFcH/f/pf5v8D0BVnlZAODnbAYkVbBP7FMvyXkB4qHRgOOxNgOluH4xt10UdSQw1AaQ+HY4EOCFp1Y7sIoJadAWm6zSa8DpunfhACzDRPI0roymUBEk7jyL+8uz64KmdM01L+A4EwxHH/bnGNeFfr/u3LsT1+8qPnCtsvLsdvPPnZo/HjAr+Wx6lJPJY2ooqRZHGs6SBWWMZZ02o6A9OAUbVIfdvfrzjUam41zbB0sQyzJnlsxaSkLJa8winZ9XnWMzLX+JhmDWJy1fyLuNDKQFLB4MxUr4qyVFJobMQllYLnIk3NMopSO0UVEM3zMoRHOd5Z21zd/I+oOJZ0hcQqUP9N+6DsEtCTqwsF6tKoKmDRD0BP2EXiSazBAC0jENUbDs8ee6PJBFJ5/s47Y/QcPJqp3QpNJNlJ6TA/BEGx5jI2VvK8YPlgCs7e7dznGWp1w/0ty2jHjzLt/vp6geOX1dvFYnF3/tQT75/b+/vnq4vPnri5xJUY9z0/eJ19P0dx+Q01uf/N/oAbyMvI1822zil8a6BlWZ0QaHcTldVEqHh3jcQtvVREFTfR+iLIKOWiS9xPUGgbaRZHtIL8FaEAlKHwIk1yrzgLBGot39biaZbFWKBrhEUjzrQiYmHOGOBNlRjMyyLHLwMdH6+9iv70Hsqn/6MfX7j/15jiBmJiXah1BYbiGc7o/48QBllPTY/btQHs6e7uYDJBIjy7PB8Pz4dFRxC36RAYF+LESkJDBHweSWfloiiteR4FYZpfL6ZW3Osls6Tl8/lYyPHdza1i6PUFcEXEr94sHhbnl5eb1x89t1jcF+O+7Php4/vgK7gKOa3y1A7g1TVmoSGlZUicJc0yWeslWdXA1CnLHJ3PXG5WZMXcNQdVk0gGEeaOMXUboLdjlfBJIqZmSYWGOKJpHxVrFIOX8HgsSlPOicW5yCGb0VTEZhQxH+9Jp5nGuJC0wzVwNYWgFXmUh3Pw9uFTKt1jkAIjADFQXFW9PxX3yFM4AdGTC1AVwALOpQXAN68mzgz+HV4TG+QfB6hR8xzQFY/HIdg3Qc/SpJRRC1feDvM0L3DOV5Jk2gjP5tNpGt2lcjrozdytD9adbHosy/Prm3tQ9P7ubnFxA2gvFovVxe35C7dHUNRfFqufF/72Iz8N8b5IWpJWTUzpTPqNR62KEZ8yNXnaehFyXHUsy0J8mm7JJUl6hEjDQDVsuUTGjYbRtDh1nVbMuW+DdaAjT3pVVEciTqeRHzOI1mX4yLfBQVgALwIRx0gEjBJiUbgTuySdXsLSkshonmpCykj4eSrmAJ7bZR5CXW37yRd2VOhDYdX6r5Za2tOl5wecV0uuLkm7RLbIywSY9l5sTVDueI+RNie5PUbiLpCNYRRhBKMJoRMWRiE8aL7SmyGbT+d3x+d38zztlCRuJGBokvhX95v3iztctLv8/u765mbx5OIXJac3q4sDsHZz4/mnntnXvoviUOx7n9slqzvTrNY2pBbobjztxUJYVoaI0VVxRyqMaloWg2PSyEi1hS6r404t16IklpEpjWRqyJDTrBKDqdJtG4CnTKJwHFmaeF30z3xYz7kdgrl0KoWQaZxyXMhYY2loETmbTWMCtyJkmcKKZXbIWRRJ4SMWc24XOPIIqJwg1tdQB0BNUQKAqygHsJZEvb+4UutCLUC6JCyyFNJnJkfwUaPRwBywfOQNEfe2GFATCX4EB84hobBMdyuz3iyZWuLqKpxH5fyd4p3HHicZAJ1u3izu7+/m8xzHxfn19S+L28Uvi5vFwdEvB9cX94eLFz778fz8sjjVIF5FsM9TXsmSj9XnAaeYIX+lWakZSTMpranMHIosZVAywcffFUz1amacGBgGZJRFKKcIwA7nksapFqNMQoHHGevbPkxsHE1jWDxkVpFGCC87YikLx0XOUzySccbDEtEHkqQ8ZVN3FIVhiauRB5GchzYuA83LHPG4TMS+rf6qu/H9+8fzfG1v9VWowX9LkfV/Pb3CV748XwzxdTeK5oBsNFFL2l7qIerBlDSHTx0xnPC8WHFnahlwx3kQvvPCC5dvPA4jip9/enRzfX9xPy2z6Xx8BTOyOLq5+UjhebO3uMjzq4dPvf/Ec0/lsSExH6SU+sFj2/PA8Nf9R14alVZsIfVajANgQ6salqbF1XLq6kRosEOk6jBvGicYWJecx8pP2QIpPGA5jyhcWGJkPJZwRdANh/rlvEjnUw50POAa2ulcVSZjG6SjLg19I4Lb340om/Z6U5rOPc5D38Mfj0uwtYTgAu08T+15Cc2FxQpzCGx0h/8ioHgIDB+Cpjj+zVTL+nS5lKguY395D5m1bbDUFiM66NqC6m4WOQ4QdnqJBNz/ADbVVGeEtqoPAAAAAElFTkSuQmCC\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Temperature\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"device_thermostat\",\"iconColor\":\"rgba(0, 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Temperature\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"device_thermostat\",\"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": [ diff --git a/application/src/main/data/json/system/widget_types/value_and_chart_card.json b/application/src/main/data/json/system/widget_types/value_and_chart_card.json index 20b0245488..a868a8d810 100644 --- a/application/src/main/data/json/system/widget_types/value_and_chart_card.json +++ b/application/src/main/data/json/system/widget_types/value_and_chart_card.json @@ -20,7 +20,7 @@ "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\":\"watermeter\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 10 - 5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 5) {\\n\\tvalue = 5;\\n} else if (value > 80) {\\n\\tvalue = 80;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"m³\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"#4caf50\",\"settings\":{\"position\":\"center\",\"font\":{\"size\":52,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"1\"},\"color\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"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\":0.9408410830697858,\"funcBody\":\"var value = prevValue + Math.random() * 10 - 5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 5) {\\n\\tvalue = 5;\\n} else 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