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 75b41d4e4d..c3d69318d7 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
@@ -85,6 +85,14 @@
     "visibility_chart_card",
     "visibility_chart_card_with_background",
     "simple_visibility_chart_card",
-    "simple_visibility_chart_card_with_background"
+    "simple_visibility_chart_card_with_background",
+    "ground_temperature_card",
+    "ground_temperature_card_with_background",
+    "horizontal_ground_temperature_card",
+    "horizontal_ground_temperature_card_with_background",
+    "ground_temperature_chart_card",
+    "ground_temperature_chart_card_with_background",
+    "simple_ground_temperature_chart_card",
+    "simple_ground_temperature_chart_card_with_background"
   ]
 }
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/ground_temperature_card.json b/application/src/main/data/json/system/widget_types/ground_temperature_card.json
new file mode 100644
index 0000000000..202e88bcca
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/ground_temperature_card.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "ground_temperature_card",
+  "name": "Ground temperature card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest ground temperature telemetry data in a box layout.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 3,
+    "sizeY": 3,
+    "resources": [],
+    "templateHtml": "<tb-value-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-value-card-widget>",
+    "templateCss": "",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.valueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.valueCardWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '250px',\n        previewHeight: '250px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'temperature', label: 'Ground temperature', 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\":\"Ground temperature\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"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\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"square\",\"showLabel\":true,\"labelFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"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\":\"thermostat\",\"iconColor\":{\"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';\"},\"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\":-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\"}]},\"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\":\"Ground temperature card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"°C\",\"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": [
+    "temperature",
+    "weather",
+    "environment",
+    "ground"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/ground_temperature_card_with_background.json b/application/src/main/data/json/system/widget_types/ground_temperature_card_with_background.json
new file mode 100644
index 0000000000..402501f7e8
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/ground_temperature_card_with_background.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "ground_temperature_card_with_background",
+  "name": "Ground temperature card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest ground temperature telemetry data in a box layout with background.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 3,
+    "sizeY": 3,
+    "resources": [],
+    "templateHtml": "<tb-value-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-value-card-widget>",
+    "templateCss": "",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.valueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.valueCardWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '250px',\n        previewHeight: '250px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'temperature', label: 'Ground temperature', 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\":\"Ground temperature\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"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\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"square\",\"showLabel\":true,\"labelFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"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\":\"thermostat\",\"iconColor\":{\"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';\"},\"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\":-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\"}]},\"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\":\"Ground temperature card with background\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"°C\",\"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": [
+    "temperature",
+    "weather",
+    "environment",
+    "ground"
+  ]
+}
\ 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
new file mode 100644
index 0000000000..2f829baf42
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/ground_temperature_chart_card.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "ground_temperature_chart_card",
+  "name": "Ground temperature chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a ground temperature data as a combination of the latest and aggregated values. Optionally may display the corresponding historical values as a simplified chart.",
+  "descriptor": {
+    "type": "timeseries",
+    "sizeX": 4.5,
+    "sizeY": 3.5,
+    "resources": [],
+    "templateHtml": "<tb-aggregated-value-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-aggregated-value-card-widget>\n",
+    "templateCss": ".legend {\n    font-size: 13px;\n    line-height: 10px;\n}\n\n.legend table { \n    border-spacing: 0px;\n    border-collapse: separate;\n}\n\n.mouse-events .flot-overlay {\n    cursor: crosshair; \n}\n\n",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onDataUpdated();\n};\n\nself.onLatestDataUpdated = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onLatestDataUpdated();\n}\n\nself.onResize = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onResize();\n}\n\nself.onEditModeChanged = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onEditModeChanged();\n}\n\nself.onDestroy = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onDestroy();\n}\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '400px',\n        previewHeight: '300px',\n        embedTitlePanel: true,\n        hasAdditionalLatestDataKeys: true,\n        defaultDataKeysFunction: function() {\n            return [\n                 { name: 'temperature', label: 'Ground temperature', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: '°C', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'temperature', '°C', 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\":\"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}"
+  },
+  "externalId": null,
+  "tags": [
+    "temperature",
+    "weather",
+    "environment",
+    "ground"
+  ]
+}
\ No newline at end of file
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
new file mode 100644
index 0000000000..933461c9d8
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/ground_temperature_chart_card_with_background.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "ground_temperature_chart_card_with_background",
+  "name": "Ground temperature chart card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a ground temperature data as a combination of the latest and aggregated values with background. Optionally may display the corresponding historical values as a simplified chart.",
+  "descriptor": {
+    "type": "timeseries",
+    "sizeX": 4.5,
+    "sizeY": 3.5,
+    "resources": [],
+    "templateHtml": "<tb-aggregated-value-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-aggregated-value-card-widget>\n",
+    "templateCss": ".legend {\n    font-size: 13px;\n    line-height: 10px;\n}\n\n.legend table { \n    border-spacing: 0px;\n    border-collapse: separate;\n}\n\n.mouse-events .flot-overlay {\n    cursor: crosshair; \n}\n\n",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onDataUpdated();\n};\n\nself.onLatestDataUpdated = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onLatestDataUpdated();\n}\n\nself.onResize = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onResize();\n}\n\nself.onEditModeChanged = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onEditModeChanged();\n}\n\nself.onDestroy = function() {\n    self.ctx.$scope.aggregatedValueCardWidget.onDestroy();\n}\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '400px',\n        previewHeight: '300px',\n        embedTitlePanel: true,\n        hasAdditionalLatestDataKeys: true,\n        defaultDataKeysFunction: function() {\n            return [\n                 { name: 'temperature', label: 'Ground temperature', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: '°C', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'temperature', '°C', 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\":\"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 = (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\":\"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\":\"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": [
+    "temperature",
+    "weather",
+    "environment",
+    "ground"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_ground_temperature_card.json b/application/src/main/data/json/system/widget_types/horizontal_ground_temperature_card.json
new file mode 100644
index 0000000000..e3c564e861
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_ground_temperature_card.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "horizontal_ground_temperature_card",
+  "name": "Horizontal ground temperature card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest ground temperature telemetry data in a horizontal layout.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 5,
+    "sizeY": 1,
+    "resources": [],
+    "templateHtml": "<tb-value-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-value-card-widget>",
+    "templateCss": "",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.valueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.valueCardWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        horizontal: true,\n        previewWidth: '420px',\n        previewHeight: '90px',\n        embedTitlePanel: true\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\":\"Ground temperature\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"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\":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\":\"thermostat\",\"iconColor\":{\"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';\"},\"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\":-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\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Horizontal temperature card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"°C\",\"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": [
+    "temperature",
+    "weather",
+    "environment",
+    "ground"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_ground_temperature_card_with_background.json b/application/src/main/data/json/system/widget_types/horizontal_ground_temperature_card_with_background.json
new file mode 100644
index 0000000000..fd5124632b
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_ground_temperature_card_with_background.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "horizontal_ground_temperature_card_with_background",
+  "name": "Horizontal ground temperature card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest ground temperature telemetry data in a horizontal layout with background.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 5,
+    "sizeY": 1,
+    "resources": [],
+    "templateHtml": "<tb-value-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-value-card-widget>",
+    "templateCss": "",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.valueCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.valueCardWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        horizontal: true,\n        previewWidth: '420px',\n        previewHeight: '90px',\n        embedTitlePanel: true\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\":\"Ground temperature\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"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\":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\":\"thermostat\",\"iconColor\":{\"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';\"},\"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\":-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\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"image\",\"imageBase64\":\"data:image/png;base64,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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Horizontal temperature card with background\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"°C\",\"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": [
+    "temperature",
+    "weather",
+    "environment",
+    "ground"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_ground_temperature_chart_card.json b/application/src/main/data/json/system/widget_types/simple_ground_temperature_chart_card.json
new file mode 100644
index 0000000000..01567fb8a7
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_ground_temperature_chart_card.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "simple_ground_temperature_chart_card",
+  "name": "Simple ground temperature chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays historical ground temperature values as a simplified chart. Optionally may display the corresponding latest ground temperature value.",
+  "descriptor": {
+    "type": "timeseries",
+    "sizeX": 4.5,
+    "sizeY": 2,
+    "resources": [],
+    "templateHtml": "<tb-value-chart-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-value-chart-card-widget>\n",
+    "templateCss": ".legend {\n    font-size: 13px;\n    line-height: 10px;\n}\n\n.legend table { \n    border-spacing: 0px;\n    border-collapse: separate;\n}\n\n.mouse-events .flot-overlay {\n    cursor: crosshair; \n}\n\n",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.valueChartCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.valueChartCardWidget.onDataUpdated();\n};\n\nself.onLatestDataUpdated = function() {\n    self.ctx.$scope.valueChartCardWidget.onLatestDataUpdated();\n}\n\nself.onEditModeChanged = function() {\n    self.ctx.$scope.valueChartCardWidget.onEditModeChanged();\n}\n\nself.onDestroy = function() {\n    self.ctx.$scope.valueChartCardWidget.onDestroy();\n}\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '300px',\n        previewHeight: '150px',\n        embedTitlePanel: true,\n        hasAdditionalLatestDataKeys: true,\n        defaultDataKeysFunction: function() {\n            return [\n                 { name: 'temperature', label: 'Ground temperature', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'temperature', 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\":\"Ground temperature\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_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\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\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\":-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';\"},\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}}},\"title\":\"Ground temperature\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"thermostat\",\"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\":\"°C\",\"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": [
+    "temperature",
+    "weather",
+    "environment",
+    "ground"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_ground_temperature_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/simple_ground_temperature_chart_card_with_background.json
new file mode 100644
index 0000000000..6bacc358a2
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_ground_temperature_chart_card_with_background.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "simple_ground_temperature_chart_card_with_background",
+  "name": "Simple ground temperature chart card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays historical ground temperature values as a simplified chart with background. Optionally may display the corresponding latest ground temperature value.",
+  "descriptor": {
+    "type": "timeseries",
+    "sizeX": 4.5,
+    "sizeY": 2,
+    "resources": [],
+    "templateHtml": "<tb-value-chart-card-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-value-chart-card-widget>\n",
+    "templateCss": ".legend {\n    font-size: 13px;\n    line-height: 10px;\n}\n\n.legend table { \n    border-spacing: 0px;\n    border-collapse: separate;\n}\n\n.mouse-events .flot-overlay {\n    cursor: crosshair; \n}\n\n",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.valueChartCardWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.valueChartCardWidget.onDataUpdated();\n};\n\nself.onLatestDataUpdated = function() {\n    self.ctx.$scope.valueChartCardWidget.onLatestDataUpdated();\n}\n\nself.onEditModeChanged = function() {\n    self.ctx.$scope.valueChartCardWidget.onEditModeChanged();\n}\n\nself.onDestroy = function() {\n    self.ctx.$scope.valueChartCardWidget.onDestroy();\n}\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '300px',\n        previewHeight: '150px',\n        embedTitlePanel: true,\n        hasAdditionalLatestDataKeys: true,\n        defaultDataKeysFunction: function() {\n            return [\n                 { name: 'temperature', label: 'Ground temperature', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'temperature', 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\":\"Ground temperature\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_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\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 40 - 20;\\nif (value < -60) {\\n\\tvalue = -60;\\n} else if (value > 60) {\\n\\tvalue = 60;\\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\":-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';\"},\"background\":{\"type\":\"image\",\"imageBase64\":\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQoAAACACAMAAADESdfxAAADAFBMVEVPNCBLMR5GMSBFLhwvJBcnHhNbQSoqIhYVFw8+KxsvIBM0Jxk7KBlCKhmKXzsQFA00IhNJNSNhQyvi4NJYPihTOCSAaEtSPChgPyZALx84JBUeHhMfGA3s7eKKZEHr6t6FfGYqJxlPOCRlRi6UbEeUb0xcPCVJLBloSTBMPyuGYkCOhG6gfFhwUDQkGg+DeWNXOiSYc05GOijp6NtVRC0mJBaEcFRkTDRVNB43KhxpRSo4LyCddlF6WTusi2iRfGFeUT15UDCmgV0/JxYzLR4bFQt5VDSEbE6NZ0RBNiWDWTVtSCsuKRyIf2h2Vjl1UTPBnHhnWkaDXj2bfFxkV0MZGxG8mXaggF93X0JwX0aGXDlrTjSKgWuYcEqPbEptSzCkhGNyTTBkQiikflqheVNwZlF8Y0eqhF98clx7Z02dc0vBn36Md1x/XDxaOCB7bFJ/VDJcRS+QgGiJeWF/WDciIhWyj2yJb1KQaUXo5tiuiGN2ZktZTDlQQi92Ykd+X0FgSDFwVz0iHRGhlX1pWD9iVD9qXklySix0alWZdVJ3aE9sYU2PZD6Fdl2Cc1uIc1iid06KZ0etjm1/cFeXeFh1Wz9PMBuUinMrHRCajHO6lXCxjGiph2VURzXo49F/dmCceVaOb0+ReFuAa1GJa0y1k3E7MyOoflZrUzmsgVmWfF6Oc1WBYkTFo4KMfWRkUTkNEAmThW22kGyZgGK3lnaTclFyUzhkPiMUEAgLBwNgOiCTZ0CTdVVyY0vLpoOFZkhaSTLv8Ong18JfTTbp5dSlh2fGt6CmmYKeh2rHoHuxknKpi2x3bll3TCzm4MxpQSXk49XBl3Gme1NLOyiYiG6vhVx7blbi3cuxooqgkHaYg2iZbEVsXEObkHmyiGCrnobOvaW8sJm2qJC8kmueg2XOq4i4j2ff0ruijHC1i2QxLBZwXEDk28bXxaxuRCbVz7/NxLC6nH3bzbbSspGul3o3MBdHOxzEs5lCNxqokXW9q5DRybc9MxnEvqvYvZ5OQB/qUKfhAABZEUlEQVR42oSXsWsaYRjGHQrt1qHQRUrjKA4BG11cOghFMINgByGrYKAgKFKCrUPvDGI5OziIQ+1QkE6Kf8CBreFcihQieoKi5xIwkUggsWhC+rzvd73WttCf8bs7eyZ8v3ve9/tqS3nuzC6vr79fXV3PHB67PZVKeRwOv3unJUfyse3dD9Hwe3fA7XQGwGt8+jbmknTj5maxWNxgXJ9brOm9uDF0aS8ut57Kal4dZp+CcGh4eHgYCuGrY21x/qX/4AF+fueb4AA8ETx+/PiR4POjz//mEcBNND55gm9+w6/tn30B52twcS44oeFivQA0TDTGMJbaUpzo46mh3Wg2z2x2SSq+X0OFIyXwBC8D7mZLjuZyava1u1oNuAM+n68KI693msOtEVyQjA0RizVY3Gj6yFWMZOutelbOChPhUIhVhKO9hi5cgP6GCDYBF8B08V8ZUMD34PDkAF8XJk4uAGY8mSwAK2ERE0CPT1saFtpkohl6WyIXmu3O5eUlYgEVl0iFJ0WvlMMx81UDzmY2HH763l2FhKo/6Pf7AlDhPHY/jZXGnIu1pYLiQHAmioiDLGdlOcwqsmHTBE6+lvQbU8WmCTH+28Q/XZACvotNVB4QbIIeyGTJE9WEDysLEzoY06k+nU6N1Yru0KZjaTQa64Zhm5EFvK/YBcEjZQU23E7EwU84HMGgv+regYvXzeGHEnLxmwlKg8Hoo1pcVdV0Pq1GhqEseJoNyaiQUDhMV7mRsTjv961MmA74lE38LQNg5n+IoEyIm2DiCHkAbGKB2WvLqT7Wp1wESzaALKwMAx6WxlRvt8e6PgX4N1yVE4lyW5/aoIG4uiUj1xyRGeGf+YPB4MznD0KCg/PiCCIpO626HEkXXW1TxRogdpwzaTxuDxqFtKrmi4pSzEcwfcxfluVhKIRzrpYPm7EwTdBchIsnB6aIzWCYL0sEQBiEi4NK/wsDE3N68NZ0GTygFT7B5QpXSMFgJPE/6wYpkxpKTOlKYxv3CTTNq9srUgIb0OCHC5q93W5HuaBkgB1l4686d9BNC0piJE01UrHmwsDfbpeSRSVRKtUK8XQm7a0lErWeGpEtqFiYnKStLRXf8LJUwMXBZue0XAD2IE75SGGoHOFeHDtwADCsJ8gBmRhhupgv0PXxGKeSJGH6uJZKjUajPGAbqykua3hqSrdsQw7IxO3tLXTABieDZThgAC6e21MmDsTC2ZTzSq3WGLV1Y8FAA4pPahTVSESNF4r5TCSzr5AKBS3DBCqoVIioUGEhVNBjJRXCxAGJ+KNEeLQQDaLTqSBFBzAxn0/m8/V8PteMFR58e1RqlGDDBN1gVC6VyuXyAG9XLZlMlEaDAcVY6iaUYjEfr9Vs1BU4FwwdKRs+n3+GqoAIAkssZ8MR9LmbcrHWLXcHUKHdAG475cZWMZ6Gi2E6HTk9PRWpUOLpCMMuhtw3w+FoW+MCsWLBP6yi/0ez2HAhbPAHojhg4gwujo4qZydUFhNGo0qACRdRKo3KpKAEXK7dvb09l2tvb0spFLZrXc5GN5FU4vl0BCVtc3gcM+SAOydxyyPlAqkgE/eggiAZHn9gpxWvDSQYbetUhJQHpci/LI0py5jzKYh7k8lkAR+n05lMJkKO4r24evg2X2hMJ+ebocAAFSdwYaqwUiHYDIO4pupgfZ1KpfPlYqLxggGWiIRULrkwacwaNlwNPtvb3dre3traTiaVWK/XKyg1QM+r2MurSG9EtdlTHsi4RjJYhOgZcIF2mbLDwz3wSwbF4jSeKJe75QEVnzRKKGk8cUIm6vU6ZMin+0Wv92P848f4/n46g1e+gL+8XSgkpOlksz6sVfDEVAEPeFsyHtHLQnRTOsAEusOXs34HodBWeDC0ZcLJ2MzEHgmgYXd3awsePgDkoRDrfc31igWlEIttb20Xerl8Xo2EhiFTBQdDdM9buBALawoeGC4SAnuv6nFrGIdSBY+9llSKmdNWs9lsZWVsqlr1Ft71T+QDDWPfC549e7gPColSlyIJExd/mugD9D2oqFjlwSosfg8FCeJGAQNzkoFGMVmNae1comOKULALONglEcgDiYjFYh9iEJHLRfM9AmcxFqEeHqJ4bZx7rBZ3SQctquQCO08qj3v37hO/yUjxlnyYLvaoJiJYIVqt5g7R/EkL1OHjNLP/0csyHj78WEyWJWmArqVTz9yoD1bBm0Szbz6x+KXCekECgAmsGlg4IePk5GKynNJyMF2hZepsgl1QURDbUEEivn7lIQcX0Xwul4+qajSqvn0LDzCRRa+ACiBksArabfmpaT6HCiHjvrCBWNA2q46KQCkgDjuMk/ZdOyZwwTbk0/TDZ953UOH9WEgmyljPBl1pZYXim4BUsAtOBVT8y8VGKPgOdAqEAcyxdixX2CtIWCmpY0ooD4FIxNYuRBCwAA8gT0FQIeFQgH5Oex7b7O4bpOKu582blINdiPKYzSwVhFknlAo/tqCcASc4dsLBaxyPnayB0wFFGOqIxTPvSy/xrpboSm08r8FqciJMVCqmigqp6PStXsEONracAssEloxKhb6w0IgJTOjtATVywCYggU1wLER1cCpEInJRzkIkEmIJWcoE1vlXtjuY8927d9/QbsqBhYRW1GuIoA0mVYgFubB7PNh9VwMBt/v42E0cu2GDEbGwhFAsMogFiXj3LpkgF9KAVJxZLioiFh3ijJaDyhE3TZPfXZAGNgEVFbqd95VLwiATZTBiuDRMEAqrT1gqAAdiOBRxyJIHYJvNPJ43KV437amZMHF56fAAfPa3CkfQ7/PBxtWV2w0jApEOMiBkWCrggmW8qCUa1C1E1+wAqDDBBQaUyFkHKpgjZkMHw5qgAq1lTiYM2k/pY4pCqSH2D9basQu4U3CjwA9EQAW7IBOhQyQiLDZ+rwj8J91jJ7gven6wZf6uTUVRHA8SSSVDt4rEoY7iIIhSgouDUIQ4CAYiOId0ClWcYrSmTpG6BJEO1UGRDlKbP0AoFHRxM8QULJVOUukilWCQ4ud7zs19zx/fvD5f2jjcT7/3nO+5zbFDhGKvhC3SKCYSFCXB+HVFeqWbWOCKAKFJ2QgkvlXuzU3NzgoFLNa6RL3FwXAfWwhG4IEnjEVE4SCe/QVDM4kcgYhUqphw0Iw5wGskya4QcAtuCI4Qi7g7EBh0PRKLa+i6QAQSK2qmJ8uAIEEoVWZ/CAQao1hPUFjZRKSyy9CQOV5xh4azsG3CBQrKprGoTnnplNa6vd7y+913+/Q/aCAhoWISDbRBDMVY7B5/iEj0TROmEAkoQMJSBJbwyuAK/0IhVSjg4JbAE4/UNkTCUYgDygiAuoN3zJayJ13VcHjdDCxAYaxc2icu8VDpCAVDCiRWZYvqrNnixVx9rrNEvOttwYK+iQwIBNCnBAWXblEgcAjChYzad5EgSnCLgcqWf3YaBRIxV8WSiQQCFOPG4Z4QiuZKZnJSGETC2kShdScLCoaykCzWkbMQqxA62UrMZshQjDdJM9BYWYEFKB4+kC1AQcoifzfqiICxM3pHHCAcIcUJy4yQEIoopxExwEAf56M+iUMiDp2LYxTTClO8EqVJBE84C2+iVimCJ5rNzPq6U7C1cmkTZDWf/djTksuT/7BwHF40VDZCQ6GjAoN7s7lhtgDFg4qxIGSB4oap0b/d2xkN3ykSSAxQX8hJkrOIiiQAwfL5bPw/Fq95IaGw5umx0mUYktYRUBgHkTBLqJXiik1DcddRrINBWk/6xJ7ZwoZ0qoUUUEgBhR1rmS0gAYREzZXAYtVs4QLFZ+lGo12/3SMPDUYjHS8NR7uj4Re5JKCghrqSnQEJisNwxKABRB7IlCZHse0sqBXmg7PPRSExhCs6AkGC/iFhCqGQDIVhSK8XFkgbxFgkP0ujkCkkO/xV4vyo4snVFIqQvn2LoKkGrhAJJth2u79kzVV174CBfwcW+4bC9SwtlQhNGYODAy0ehrb+yMJQ0DJAEauDeNTGMhCSoYgBU7uDUCEWAiFXIF9sXO+EtVU78sUXZf0UVAETl0hYvnAUpM/jOv09fc700RPGwubMmxlYOIoXs3MNjeraIQ1G97eNt/C4xYTGqZfGVdsloEgkCggQxKnD4eDnlgkGpkUpPG3rLMJztvdOLsQI+oELDqk6AQXkJC6Z/o/C12vGaBWQnWJBIfUjR2FRS1JLZfV2EE75tNRlIXx+Y3NhBhZPqlY5p6bm7jkKkeD0057qjHW8qS99HVBLYYHIFymFA8vD0Q6BEm2xfkV4V5K1p68aCNsi7oXYNITBZXXiERgQLNL9gziU8RrhMLix3LhgfTkLKc4ihuKUu+KiJU8WjyVIXAgegnF8Hi0IReU1KF5qh+hMg/1hAgV7xYRN+hyzGos/RQGhWnJhisXlbo88ySFdom1xgQQooCAQUpi7Yszm5mF7rGscxAPCArdQNEFBrct4/yjTN0ObiCwcBZEqdpFYSwwFAoW66TkkDgIjNLBpnp9fWFiYWU16CGXzoQ55jEVbvgg02m312Ftbg+GXQ7WHQ+7SIYOWaqVuuwfL3VvESc4rt0iX0mJChbRJnZAjTI4iiRHRD/ZC45TJzT0hgQJp4izmCzFcmNwWdzSXTcSSymVlFRTeTZF6CIKEvwOGhldMIRRPKhY5p6r3vumoFxiqFnVYwEEoGpCo9zu313o/B6O0Bkzey71eT8dlW92ra5QDWOALrm2YIKfBd87cFAcu9Y8alnA/xJ6RdFApjKJ3NzfVS80TKFNmeYU7uXyxmDvaKpeTcqBhlUXnYFHw7yLnhilMJclYOAh/7+Xj+HlcQT8FhVhUK5CwQy5Y2Op1ZiAQMkW/X+90OrSVXpdKaqKgrrGoWo1uMO058iowdGz91JTQAAw7xDtozQ8mYnXQ6MX6QeHVUpe+lK2kjY27VijofpmT5cmJVi5bLBbz2dxRnOFz2aksbwsiki2dulDWk8VMBIkxCl89LOCgZ4djXQUUlM1VbPHkfqVaBQUkaLIc/RmKdrshtQ0FMAKOxx0OH2ta0ONw2lIjJvivHBjYIq1tn8yXHQWOCK0jkIh+kBvEgFrJJXHHETFpqtZl9Is+ebR47EQxy+pxglfFUr6Yz+V41IMaq1YJFMlJ+Jrj+vWAYuz6KBS4gsSJqhWhcFcIRXuuLhSBQ6AhHJ0OZ4419HgpRCRQIJ6hgS26/EGHG/YwwWLZx7Gz/vkQqEKsDNXBo2UIVa5U5IaEil1G1bKMLfKQYJMUEMcXY5e0WhdK+VI2l80C68iRExdLRkS7xsxgKKISQuoq886CaoGEQse/VjiJFRyEw8JBQAUQrk6t3+FW69eWPC1Zjh6jmCZJJQo0jATFwkkkaUoUQCAScNBLjvAowWXNI1gCFLhC0wdD2G8uzR+0qSgK4zEmqSEBSUiMwS4mIFFQi1RDkBIHRQRxUlAiOBkUKmKCOPknQUUU7SAODi4NiKhYpVC6iIUuHdwiDsHRIZDVxc3fd841qX7v5b73GlHvr98599x7X7cbV75IdXdNEx6QSdViU1OHgUG2EKVitFQqFDKWG+k9Ha4dPVqrWYgcti3VzShkC8bTarXa6BAihmLU6YxGFyT5QRKGIACYzA8czyChsZH+SyqbxMQXImiRYOhA3ArFeOj4CgpIGARn4Y4IyxObBAnjQEEU8U2f6XPdON1PKXdO74pPIaxAyRlH3MdSxWgGFIX+qdfFozXMcBxwDkO+8KBR43lUtgAFMBornTNCAQ9N2u9wIlgYBdIDFPCBPk4CCG3Edk3rE1s2Hxg63BVCoeoBRKJBsLjCxJRB9Mq/808ouB+MhFXZTsLtMM4TfUAg1iu8sJiOp9LJZG1qKs6JR3CJCxDcEiDRfgkUmWgRgcNJcE15EhEHTjcFwhYaUMmc+AIJBhyaIjEBQZbk5MLhLGyDhSkKwyhDqQaU1kUrpx3EZBouFo6DqxBNSITB0zgAAuEII0FYcDoLJ+G2EIrpEydshg6LWC2disWBcJgPDRQCD3YGplLFTKZQypwqFnWeAoakoErFYAEEtRNbMKDOzoKi8QYYgYZZYoKCHbRnT58qHlzyhqHAEYBgAVD69qlFP8VhslpJY9HCOd7wAAUcJiSg4PpvDXMziFBSuCu606BY3f5x2zQ+iMVAIQ5x9f8mTRBkZAzZ4ShNRt4gZ9aCjhMwJnFwWxAi5gsNqWMUL84HEmYILYXPz7OJ6Rz0sQDBFLgCFMPh8KXZ4oMI0GHOCQqHY+uYYcXq66Y5lzwxwQCHCYpxaDgI1u7xBShOTHfNFquwEIXuLi5A4VCOOA0du4/fPDx1mnggnyRhAYxTxdevi0UeROi1Cm8rO3UxUbUUNC/TrMxIjF6MzBfsG15/3lsQCEjMP5UxghQwSpmwUJllImNoftFqWSRMrEHzN4fq0VEAQlIVIflUQxovYo4dEQyBaOSK7dtOnFiFxOp2oHRVYhkKlDJtRhHTc0oJk87jiyBG2UzmEHT2kldv9/uakPFxEuSLNRLG6LxYjEYCYRuITqKOgGH9R7QctKQLJc5PUgtTgMKfgKGuu+QSJD5ean4NKNwR47n4RLAYi6V5w+ACxUcwcH78uLq6bRv+oMEeCggNEW4NgdFoaVjQ6ZhypuSJI5rp9wmGBKX2jRuzs4WwxgkHntY47i2NmlRZF8iaV3u9HhwEwkkMNgZ1OaPteuooOCx7Il4ModsGxtb4KadAYIeyBC0ssAUKLC6HlMklhMhkJA2jR4ABCbcGCqtYq5vm4edwBzDMBCFzAuDmTZ4Jj927Y7v5nAaGcARTQCJHFSFBAyOsiQNiY0RY1t+cZx6CJQBhnhANQ7ExHMKiPd/GHnRakkGcjWjQKDkQMeQPPMIVaQlPwiccXm3YLvH3xz4hBcOTz5+fOBL0g6n5eJXin9Tp8km6a1UcgiuIFFIGtZUnUXAgUKgERbIHOeN4Cl+MUVihvVSlocbkxrCsQb6vN2DXO80dPbbU2QnocbgvQLE8FIrlOmq5/H0FSDgMoYAEX4TEIadYsFBkUndDh6ugeHFhL1B8ty1in/Sx1I80EX54QeuJWivwRIqYmq6vuV5F4vT7gPrehYAU50RecsFCOVRKKUUka0g44IJIo8miIqRfYLAQinUOBk/Xm6W120pJaO8SLE7eQuyJIHMHLJY30M9BvT4/D4vBQOFgKBAcghQdcKDjfI9sgNksaOCPi3AMUaZKReZ7blMdvfPC/oPK/at3WGWV7ks/+HSYJ6KlyNZoMp0mGXp3a2l6Sp/TNEl6ydVGDO753XNmaKI81qjDi5J+1M9QlBMP2AC81SWGTkexdrvPkCKdur3euWooTmplj70A/mMGY/ATEgvyCcaofyBVPHcRJ3KAj6wGwl6dsolrm13HIGfB9xjF/jg8LcHor5tfeK7iHhsG9XqcIEEwUfHLnPlF5z6/vUh+ZqZU2rIVIkV1l/I6Gt2a2ZKh1X2S2UcpX0A5KTGTK5VK6nljbq5iN5K30GBxV2UEJQQwlu7d5gVYZCz2Vkcn3727xYLWnZH/OrCrXs0hfS7gFMBoDOG/fvmxTgpyKgxDwZ7a79/eb1DoZZmnbotNMEDhcYO1UKverqMFOk4BQ1pa1D+zwDNWkQQjbEswsmnOGNmTzZbL2XI2l8jlc4k9iVyCm3w+ly/NcJNJ1tJb8/oT2Uo5m0gkypVsrpTP5Rpn5u6eSZArNWrcSySMlaYc1Tfob3Qc8pUtLzNud5q3FmHRu3rhvr2vpHkqwatgkVM+03umJCxCKuPxhC88X7SGv34FFp/az55/f/T1ykGLGWcRQIQ4+jTYAIU44Ikj1xWLC/OLi/W3i9AABb54B5IdVzWu+/oavnjRPB/ZCYr9+yuVbIKbxqVymZsE9+Ch85FiOhnNVRoQgAauaMxdW+ELPHHt7ly2kKtWGqh6YxZnJG7YnAMKVbLGPZF47cXna0sX66Mdt/CFbAGJBw+WjtFqUSvskWiLhLUtlpwMBTP2oPbGEBJDrGEvFyovas72QSwCicEHfg4094SjWFxQXlIckpPeSvzEBi+Q8FVzh3zRbN7RonyzGdkyU760HxbZ3Ew+l200uMnNZHdmKxXuEqWt6S35bGOlUU7gllKhvH9u37X9lcbK3PsvX+bgIxArK4ygOQsioXjRqd6b1SAKCS39OgqKmdk3L3zJtykW9hbTWYsTMhvhS+T6Us4ja5Us2Bvg4dHzwQZj7vA33hiSOEkXqsjaLUjoh78gNGhb6U5EDXw8ggQdvuoZafHt8s/l5WWhEB37T9B/+9Cyx31+9CayJV/+Q7P5xaZVhmH80NZTKa0pBAqdTS/AMmzKgkkts4ZWq7bqzGksKlSS0laDMYMpUcvin9EuGp2JNkUwRnfRQ6k2wDQZhRnDgokhQbjwosbExniFyZJFkybeeOfvO+gbYOecAuN7vud93uf9PlirKEo4zMSbbAIAiwcwnJCDVOgeGNCZZcEZu7ELMfG4fDE3EDlcbiXkMLncFaDggSyR5Umw4MmVSsg7edTZDOgEXeo7k2yZ4b/F2h7ZQEW7HRya2tO+4ypq3R6lBe5CAWGuolHGxddTyAYKI2vAxw2QEFA0QAJaYMIY88+/cunkBICO+f4lfS3oCa+imTdCaNArU/+TQuNJYk9ArgEg8EAwIuIsePB9XBr4dH3R51OUCgkQNhEWo9FjczqdZg+agaBKNk1N7KKADOtMFbcJ+sgytAm5FCKTUTLKATkhW594oosVHrNp82ALywIa3O4V3z3BboqO7La2bxgRVuvS7a1gIZtNXFrG+5AbZDBIUAE/mj0+bpdmRWn5uQHxKY9MNcQXw/67QX4IeLTphxRcE6QQULzywS+CTh9r8ggU8CDPEbLAKdc0udyDfNqnAAeqmXB9y8xOcOv7I6PU1+1ZW4q5ibALajDDZiadMJmNXToJKDw2l0M2bZrRELPZhG6gsHETXFCSRQSDagEYlZBs1LMESPHV682B/YxIEWLyB0T0ADLwXw9dohvTCMk9GEwU8tmF5W9+0H4xsiy0U6TJ9myjXcpGQaLD/X/+uaUFZ0z/MTzBN4lNV6D6+datX7UbdvVj6MNfEFtwiKKSpRI6OZuf/a9y8ObkiqhUnU/RQYLlJOgJJ46+/FK6fEo3PTqqMDCFm3tR8blkp8PBhLusdqm7f7B/QCeH3ARPCIXhAtlCCnm3lLGXxpZ8FXclSbjlrp5e1jg0U9o19ntOuE9k9GArWavVcoVqNY1gAgExhO8UfosLt79hzeDth55Z5mO+DEF+uzmVbzdKfP5SQ4OC8RMCEZEJreOPfqHSUmo+Jmd+FgqCQ9NEkgwBJCSG4eeFcysJQPPEbJZU2cNEUExICWAQSjGUyxXAQvAiuOW1Hn35oDRyxynL2j2Px1wOV3hRiRXHky6rTrKY3DFFRh5O9fWdGvCYwiBRrCUrSCS64mAJx+xNlq/OFd3ohZKs+RxdAPHGG2LFh4UN18pYRY5vxq2yK6kWCgW17Penq0ABGUSQrjAUtyV2BN777SaUYMJuPv30zb1ovt1mdHnaNEaqcQJICKA4+acx+5EYsBAFGjlNTHlyB46vIcwnH0U5I241EMlsHm5wF3oJ50AisRcMdpBYyCVyVFKNpFvxI3RNGgELT+W+sfmzlnWwYOpdVr2+2y67QrJFBxI9/V0eG6XCrfgUr2kzBENk/JhRrtTK5bBQUBhj6uq5LLZJ7u8x3M+6Rpd7ZYfyYu0atipqulrO5cr+dG4BecJ03N4SvwPIiMlJTCFclH3NC9Eu3HwFy9mut1KpxmxUmO8o/KBj60Bx/rxQSAaNE0M3ERVgYswlgCBmP97b+4gnAwRoalB0CoemGYxfEFHQkiNEkykCjZxAwjuJFYQVl3sH9Z75i3etDw5ITugvG/t7DP3DdoSBPNANdBuNeCq8hNc7aZVZh0EWJifN5s1QUS260E/+ZNX3vsFXHlneHDYaWNN7wFzcWXS7zXqD3Vf2B9JFpVj1p9PVQsQb9x68Syxj8IbQzSxpDZux3tuviC11Mpvzf5q3ZqdIfIKNge3jhsiP89euaVigDJ04pq6ARFQkACfCsgpOtEW5AAiCAyJbKOBnsjxwHyI0UoikraogETyQaQ+A4nIv0y59N//6w4N9eqPksViMksXiMXaZHSEXWmqzGAmL7KLxtBqtcdnsUBRfsbIYDodCYTeVx2M36nt7tdVNA60J3p0mTXYvTjtMHjm0419d9eeCxfRVIpDY+mYLT347EswcHAwV/HXmTwTNKfn8SZQOHRM0y4VSFJp0Si3X0dDmybVronDCC8atwQApWo38NsbhNdoNxObSVLZUr4MFARIMPYogJbaRSM54FFBoWSqwSBQgSWYrFLeCBFDc0dunX1+6OL708Nm+nkGDXmfTLIbHbuJfR3jxfZtOp+v2uEOy7I1rvZgl7KtUYmOx6bXYeFEJy8YHRM+GeyDIm3glVvHK8qZstztiO2MTgYl0NVdTAxv7+/sbAbUGJzMZbBiSGimU2g1B4bZ40OSN/klrSzicevnDZZQUNPjxEeg0T0CiSUYIPrQ1JUFLWu088iheOYUC7SWypXarxcU8Q+em6QKBMCFV4i5Gz5ZdMlPM0RsGMyG6prh50nok9SH4yTdfXBodXZMk9NIWXhp9PbZmMs2vuR0e28NPrtmc0+fml2KKEpKHDYZ+Q7/OrjP7dnfX18ZrRa+16wEDHe1T2k7AUYgCWxzfWRnLJQ8cLt/K7m5gdyeJNVX9qzMzG9dnAn5Egw/zTdx6FA8Fsxp9s+12VDRMBK5L84fbgIIBw46L5gQJQUNazWYLLmisALmSsF2MGhyPO52X9sJ8qd6ql9IdWjDvwlpqWBA8CGyCFPdaTS1UkYsIe7q4AZoFyQDni19cfzx2333r4XDYtR5+fXFt3aLz2DwWSadbvDi/fm5+9OJobHylBhuUmMus73nAHNv9YtGhIL0PAoSB9awnjEeTXnexmEzu7FycmHhhbresTkyM7YyVkw6HEquVScw0soGG1oqZg2+otN/HvZGEYCzsTWiLGEOo6M1LL08R28AivCHDE/JR4izK2FBC/BcX4AFNOCHIhNLABhEgwDP+04UFWmHNSoEFr+TVGj7U0CIlvpxOU9bUnBa1WlHqdyrJ8uc/vrgYduvstrWH59fm378x7ZTOSo90d0v2c3fF1m2O10fveXxlbGdFvTL35pWY2z5sdyRXHPYjI0nGmrhBf2SlU4MQarHi3nnhpbmJuc+vz+xf/+K+8bGJXRUzCzGKlVCmVi3UfApCwaIGTfym8OFoGFBE8D7LlyJ4Ieo/oa10gcWCKAOII1015fAtcGL6t7WyAAQdaykeo+1Wqr5ab7XqZIyYf94yGCEHOsTL+0udwppN54l0teoPrK4GAoBRLqtVVc2p0iM62+LSPV897zz12ciZvtNn12/c+OnshQufTk9Lpy0WZ3hp2qnTXSBDHn98fFzdffPzKz5fxWzEhgNBD19xJi+6rHGv25dQwTpZcVXUCf/u3PUvvtj4/PrVK7tzM6v+8k5OXUmarMDFDKjlQo4Mxu6GggsLkUwwWU2nc0wfH34osUALJbw5g9Y6yCgzCSlInP++pwNTso1Wo+OvGGCjkRVjrafQiCbRamujBt4gSKPNgXa9vdrWyoomnVk/EVgFiVUBBbBUQSInPWk77ZxePzdtI5wej2X6p9MDZ86c6f/u4XWTLex2rnskWjKaknPrzvBibOXKSlIJuex6w+U7Lxt6n727l31klrIs00rRt+l1u2SLSUkGk+rEFVWlarx0FYlIXRUGK7gpb7pCSjFXDaT2xeSpCdKphtWIwM/gVoR5zKCkeUDZA4+paLudjbK8AU9EuojAiW0z7nrz8LB5eHJy2GKikU3yodRarQtDkmry1m3KCMmSiAhXmQ7UOYUa4MBb59Q0mSFQAAJggB8cquWyVKFaeCTT4OCF90fXB/sGL7x64ezIt4+NfPr6X9Muh9tZa+tEXdFJ0uCg5EYRfT6fw2LserD3jp6ezs6qgRiWPB5cWZz1HxcdiUvZWakll1Ym5oAidbi/mkbP4W21kMtV/asbh4eHqVVStZaBGgeZDMYrgrwHt4IJUQzbefQz20i1GqVERKx57bVFUWCy0c79ZgsYznM7f9jyM80ANAVPSI7UIaxIpQQkrXqdKp7OFiAAByABDSOIB2qJ1QloSMBGbhyDzq50hhjpM+tGRk5JS86BR5znbKcHPztz5vSNGxec0zeWUn/GkEn9KVqR/gHn/M5KxeSyG/TGJ0iM4QeeepCK/KhBbC7brXYXVdRudrmTF8fum5hQfeHFsbnyxAYfsO4nu+tNhq+mZ2aee655+Mf5DQBZVYPIhuhrD7ZL2QX2SRKFdvP8CSzHfJVErc0jf1ONa9cOGZ0YbfM5jlpN0IAZKWEiUIrZEn8CDFBqclHD4mpqY0a7ChYlagVuincHC4oYIl5O+8U9IGBJ+ycCgX+ZtvqQZuo4Pt9WvjKHumnDP5wvSzbRsKbWDpz4ksY6OrizRvO0SOraQwM5w162RRCDIHfcwtwFO9uR6Q1j7abV2AWxP57JQ5QEQVFQGkQkiEH0T/S5DOor96C3Z+Lvc9/v5/v5vsz0MezkZHanYfZkdubOnUW7ZWR2dmSn5/LyzuWg/Zb9MSZkXxt+bMbhaLI0ta7NLfj6aiFHuw0oHgZrYiSExSub2XZmO0NhEjHrHs/w0+4F99PDVrvvqdv+DMEKeVz4AwXhvCQWaIXmqkr5tqJwucIB4uPI+zlKt+V5Qw2VzilKyEFXCm+99Pjrj3c9f14twHLX19c5Dhe+x1EPzgUBUFQhNTgOyNzgIAAFAwNAJigFfPE8TRcKCiERFHhCNgRmVi5RBhRwDDecgZEII54YWAVQ/AuGY3bH9OkXdz6ZPRlpsszMXN55Y8reuTY4NfforU825kyOE9jsyMzqYx19MWeHre/h+kk0Z7rPXjlCTnYOZ7228XZjpUJ3Wj0LiWi4NxxUM2ky7wZZKBKhXFUrH7EgeULhFV6gy2WuoNB0JQskPoNhcvJPUxThHZUrAO6Bx1Gqvd51INAcyV1c/3WNy8CDwy865S5y5RxnaHHDrgwPQcDgDgIPASQoJAmMFEUghFNCIBQBRIJnbxyelQjW4ExJYgkesUsdIngMZjadfHxjOKij583jyy+aHD1vm+xDEzOWnp2d1rrWmqGmmTtTazuzJx9+/OHJyNQcup4rRRSjnX3BfVsMn6+NtDc2jkKCuvBskVtaWjpXwoGkmgTU7vX0lsQXCIqtXlXxVyinLFViFJ5QCjRNczReWf785iOZGCkaPY5xw7zxLLO391bXex+dixUOx+fgFuWLaxggKXO5v/7CDxfGCwZlIGsYPiFUC7mbewLeQ9KgIxCkzFQYltqjcHrQtSQBGULiCUkgWJ4HPjrKMySvg4/gFf/ZyfH00uLU0A5cpGlmaGbn5B9vcTgsb0zU9eyMnMze7Wj2qNEiCo9iMjMw6IzYsJPUWH8XJkn17Wj0tndPNoJDjcJ2IRQSs4lEguXZjJFFeAn+S7CnbHY5i3sgM54kaUJkDlPxmw/r4vrs5c/Q/hpH32v/EJmvax78URLg80YBwuXKF/AMQHADCsDJGZ5BKxR7vndeoTbnD085DhBXFXiHwgN3BINBjZubCAyQAiEwAIYBXcpyKdul+jxeVzR7sAcmZ4j/QYFnPopEMfFCGzxltjU4ZHH86y0zX7Q2NVkmjXlyeyRe3PeaMSKJ+VZc3ZiS1TVO1t+M3uvrcRnKs719shalvK0PGSfDuuWMSOwSIsEb7vrRZpeelZBeD0vSriIwyGfycnwfM5lfj45uPrP5+dH4fZFNhj0HF1KHwXgWDg+/gMEfLri/4BgwAGHc5ArV89IhdQ6CYPY299hqgUMOIQRUPIUqTxAE2IOiWIFhTwmCLc0/26XKy4ddxVTKa+6w99VaPT6xwhCZZMj04cl/WOyYamdPTiy3FgdrrKPOrGnGAiCAhmWoxdI0aQzN28cjn2PO022UHcbcaHKydnDUXNuMPYwGh7HaBhWOdZxuYGbzft7hUodDfjZRSki7BEXQZU6qgPbgqFWFqLLQFxJ0HqFQ86+mXt+HIT4+e3f8syOQBJKgeF7hrqtdto44uICgERgXZRydwz9GDjISJ46LKkQUC2A/qM09SKq9ioggEBShyvM84YczAgK6gNQiUUwJTZNsNggtEY3ZzGFPEMTkSzJiIqHppgaHgcVIw0lPh7XTMouDDx2/udQ60txds3Ln007L0I2/zN7TgOPe1YCJqgNLBxguY8buuKu53tLU09iN2Wk9YMC6q+Ear6Hwf7DdFmuf7DYHrTLPERQviRThB2PScA0Gd4hqwXhkjCxrrCIZLjyPlZz9z4wwgcV1EaH9EXV1ccWrHWYZgYD8QXJljoSw4nKKxLIHUNNsRcDPlYrhCiRXPe+CQlkWQYlGAmcIP5sUjd7AKX/KsDRf4CmqmmPD5scYUdZDoRdfzDAU8nvWBxmkmeo85hZzrMMXttRs1OHUgOWW3TxoanLMzAwdf9r26aPWuQ20OGdPbuxDwxyNtQ13tcAbjPGyYwRbXICiHlt70BiPAIrmWDHldJnPzDFf1Cceqr6kWELtMcAyCkhCYwkKBRB6GArBRJFmNJ0RGHE+3jUf92KcmDr6fF+sQA7Ob55y13RVyDr9RubN0TQ8olwu0BwIt8IibV4hnxQUMCH8hlYq1CHLlqhTohRy82mJKaEnR2miqrLSQCjrpqunDPPXX8pAyF3alLWElkkMyBR6SrKqJfWwaWnikxfsjRarbzRobnGcfDg7UvP2YwtfPdf/bdub271ffLG9/fRY/0MDq4+u1Q5O1TS3OGZHmupNK0trK+ZRUyOa3AZD1K123HV/vdGu6Ib2wgaOzYz+ZyxetHUGVT0G2REvZTE7impKxhdVo6rI6oa0kquMHgVOQo5kNDDaqdwVTz2jYlFpk6qwEkuxaYKSbnNwaVYAEnQuR5LlC9KIEXgIB6LAw6cqFZESlFyVOhDJLQF59ZRJiOgKMKn9eYagovFnSsxTWibNyIcsT2hjTFc8ntU0FEOqmtTBoFpJD5pNbxzfmp6wdDcZo1Gzpb7v0S9WrZ2eJ75dmBi69ahvoX97++f+hX776nNPfr39/vtPP9nfNv3Yan//wtIXozuGOzw82dzYXXOr01hxP2vH1Og+tLrN7cZ+kpFSGtvNZix7nnWkolFZyqqiHuyz7QdTUW9sf19VdeiegWQgQGnF3t5hT9EnI23IgVJVuUhLUADRYukZWUX912eOMyKhcLc5jkSUIPnQiDZOQa1HECBTQdkt00JFIkie3hUETqCyOqUcPnNYKclqallHrUzkyULl6i9OYqMxb2w44/cnZC2USCy8mMmC4yMmE2Yfo3UtLU1NrRMbyUfnpo+n+qzFFdfYwsLTwyuDi8/deeLpDwbmpmqQXU1ffPvBV9tPbi8uPrExHXDVNr/WMDlpBEnTjGlfHTe2kLCt9pnX43F2dzejuxdMzcf7+s7+XVuMeCHGDDuoUu6szkZB48Flvz/g3Y/Y2tE9xGjNx5OMlFd4iV9fD6Vi4/tOm9mLmSzEbEzN7NJKnqYhz8o0SSoaQSg0k1GqNFmm8zRZwE2WvL3LwXk4gIHIgb5i9WwmwSaeui7/tJ7VMlSIZ/EAXB1Wj5oMJdzEQ+uoEeRAMmp6Ym4qUqdPtB4v+fqnOicGl5Y+7awN1jhdLt8GntdY/+XiQ88FnJ1Wi6Oxc/iFy2/751584o3jF54I+4Y3Vpc6IcNfa7DUPDow7D0ztDe8IoLOH6yvz+XzyZJ41N4+DphsHePjmDba0D5blnd3JYbMyGJVDmSkZbPxhhTq3b6OIE/69Uw1RySgX4KxeAw9xDPvM88cMofRFEP7oxp9AStzPEGzfK5M5nLsfElSFBJfAtKodK3Qu2mGkNxErsCRRNLjjGRZVgsRW2ktl3vGE2J0PVIzWV/nWtYToTEt6avptK/5Vq2mT6c35nzDEzuftD335JNPPrTaOvHGzMQcuprWibVH11bblibwSlNkIR8quny1Jl/4+G3ft/3Hcys19tXe6Tdad1qc6AJi5rzhNEe87aALW9xmu3c8poeTaF7omWwEC5zGDsbZ2Ss2fBPBdLkokcOZvGqOZvyJxFZJZ7LBuLrs7dj3hfi8Pw2pnXmKiR5uHsWQrhttsbgmy6nDVKmky6JAPiXdvtjlCQ6SsmxUGdQpTfL53dz1bYXn6Ntlmt6ViBxEE9QtkvahLGbSvOiW0u7ffpT14YAWtHXX13dHrC6fFf39GmunaXV1Zc600GYd7XVZai6nn0NwKM+1hT+xWCbWWjfQ9gad7ow0mUenb00cP9H/WHLM57SbnCF6IBBybw04nbfmegcds5Yp++qgZXKtvz/kj65gtITyHH26/VhEZUJaRtTNKZSDvnAQrdQjuAXa/2py2JpKYqg2MOBPczk+kGSzpSpNLWd5gmRZhaWiciheDLjMse6H8Y5YR0dUi4rZZW+Gz/FaKJ8IGc1BitKyEuobOkfSrEQDGvBH+bp8m/ZLCvzCzxIkpfrc/lDCL6LyyWtARQsEnE4II2yt29qb72poxrw8sLriGzZdbozW2ZeO25aGZnqGeuxfPvTtSt/+XKYYttd0NnWPY044Y1l6cWLqzfL7738wEOrdIvxlmlj3+CpXie33v/ze49l4aHWxTQ2HQ+UXk8T69+mBdXdlfu/Pd757fDMV9AyHN8YykppJBg6C3lg8HlVZt1/3GF11m1ooS2H0taSntphn4s9QdEVmWJK+5phswOUJBlOpohE6fR0dtWilB6NahSdypEKnWb1YqkC9o+VximwJtXnKXkt+pAg3wZXpTNqN4kd6Kk0WMgyTz2saT2Q0xp0mQmOhhBZ1gdZv9swMidzX2emzuopjpulP7BNP2IdMEygyZk92wt8+98KdjUu78zFnT6PJ6lOdjTODvb/0r62F5xYvH0u+2ba1tb6uhUJpZevF5z74/ify57HtD/JPaaLTJ6u9Dy2+//3PytXVH9/88McPv/9+EBrozecVLj/gd/v03S0VTDUclcOqngzEjRWEQOFUlNiscIVzBWW3VJV4Gv6dIyg5lN2MOKPYWYnE9dJB195HBEAqqFlWut7luTwv4n/m05Kiq1QWoBQSGSk0wHMSxZFVhX7q0ZUF4i+/xlPretHNhJI61IPO6poa0gFyMIKIRZsF4ez12rob24MB199EXG9oAnUYdrpZOh1OZltr+MF5m12n7CBqDRW6kVkDPYw0kp1uJx1tXCwY17gvrr7EwYJuVNidH1xM1mpSXHPVKgdB0RURFkF/aP0xrRH9XRARRY9R9HMykNvw3vu97/u8z/u8P8sOk1EZteCzrY545+2+zZGt2Gl6KzXj8lhm0iNLEyHSd3r7VvQo6l8hkzS9FKsVq4rCf3qwpmTSy9QdakrcP/KiJLW6fAszpy++936y+vuvOI4IZzNhTrba7pU4SZbFZlmV9GKNrsce338V7ho+23766K4ckrqUfRvJEQjybXA60vrl+rrZR1OakbvrKHw/mPGAV9yTjrvZnl/d/Xm3amhNrmjs7Wdb3ayAR56NS6xZb8SRYAWpBfjFgrLh9sMxRedVRZ2e/ieED9iDHBdv1vbL2FKp5tHJ46nwdiAPOGy1bXsDdt8zFihsTsJcKbjx8Lvvbuy8/+ny8t23k4Q/7KxMTmwszhOxm9Mipa0MzM4szhXU4M5meC4fniGTzM7WvqKWX0WgLz9+/yiyRij08H2F2ftuf/XxT77sH8f5+h+f//bXO0Q4FQ6XaSpnELySThLNYvOOXabEKz8/9nP8jWyWNQxTq8UlSom/wWbxamTXNba+LoHkahbPkIFPUttlDmT9qzzF5RSZOMrbHxO0N3LVRqNezDaOdZnTDYFX6ppci3E5wAdJyoEjeSPOAE6K41ZHX19oc0zHaCImpo8oitEJkuYNSkePRuSTGYXk2MdUi8uxaJu1T6+evvfDi6cba72Lg5EgnQlSzXzB67llcULiKZkn3baJTDmc3Lx55BWt7A1PnMSU9OpZOR8qhwL2fDMW2IZC54kf5lcnFtL5p2/46CvY4sc/vvjqre9ufDyspDM0sxTUCT1eEo8olq0a3S57eRw3j9ezHx7UBFbY8jPMcbzdYg29KzUapmkiYbLV7KvbIPxCL5Tzj+fe2DvaE0MLKfuNdi+aCeHUq5d1CWTMPrL6hcHQghytFbu5sJdA54kgBF2rKpnY3Iz9auv141b0MQIpohYlEqmkbLISyXwIWokhiFpSpaOwjj9jeWjIOYSfyPy7I58+vHH7p++vPbrFbG2UyHw6NhNweRa4jEiLoROR868kO6W1tV4wZrc5xsSY/egsdPJg3jqeJ2opu9Vmu+90oOCFLuXeRz6DKX78CefrXffajVel1M3b70uuEVzr8q9ultUAnLW22bpEzV28bGhdlqKoGn8Br2AJ3dSk6HJdoqisybbY1h3c5ToYy7Mcw+01U2UvYueDdqsdfVl7CAg9770xHwqJTA31RFU62z9COauqR3tgJ7oSr8bLefu0xYJunjUA+mGuXNMFXpOJNts2ei3sIubC4IlgcosgoRSx3ITZmMHBqcoTp+/eLgi3f3rzxrt3r71CjNzstdnceTKWdg/biOZq+Cw1PeMN9h595TyZHnVYUzMQLobx1cZHXR73QmLFveh2TU+kC2UUGL9+9dOfP/340x9/fvnkC3dNpxZWb7595O4liu+ZutYUWqyp9ILROEsdS61qTeIUAuGN7bLdv1jgyG4wmZGlbleusq269Oo6sKVpHnYvNZavoZF/Vx7hFhK5cajk+qJKKKkfe/Xk2ePiY18DpIUzlEyKd1DVaiteDnNSDtrDAPwDXSssl2WlVJd1QuNLzIeCosmGxlPEZjQoC5xKW1BNYUAqMrjomZ1PdoObm3djb0RrE7Yx6Fot4aWQZdiW/pC0+AKjNtuc/9NP350opLw2VBuuSMTpcHgcsGXEgz9fOYplyDR/nn3j18/f/OOP13/8CQf8/ZzbVx8TFyaWlgnquNRhdZ7XhFZD4+u5Y4qoxeNyp8PKuk7phrSud7X6+s8UpWpsSzJaRrahaC1C7poGyzaMFrueCoXK92xDNYxs2A8Bo44PxhBNwmgFl/dCY6OjA950OU1wpJ/jpcdDjyuCLii+weFrH7pm6CZv2u2ZlhVqK5lKxwrk7ZuoS6QqRdFErZpVgkHL4BDI/6nIlLsC4g5KgQxJbyRvH1mYt8yukrHwXAib4fSH+xYnJyedFefie0H/fGHsJofPOjx1y0tTQ87hyC1YMMZ9N1MarREc0S2+8fP3v/zx+h8/4ZyOhlbPNnJHezWF0f46lvkok80yekOXW0VwTQiODekS8LCOFF1sSHWqGaf9itzVOkka/F2VqspNmhEYhqWibXN9Lz99cjI2fiNuGuuDcTvmLmCX/P7+g0gUsI0NojhvaMJeSMe4M2ijVEFXwnYHGjaYF8UFhWVxZYXU+Bzhp7kMV+X8QWIruhXlBWLD8hAaO5gidCUqoHAqizOJxMbNG6cvnqbTAzNkkCbTidsfvXl+0Vn5Z3meGDnfGfG95PI5KrdMgcpxeCJDU+D8Kg7xsBdN8gyxkths7v78Gw4Ixkkkl+txFArHrSwjGC2ZQDcV8FKgtDbbNdYbWS1rXGo5pv4XygZj/4Fbd+M6L7CazArKUqLEMSZrtmQ8mCSvsTRVOwvlY2domQAKQFF+PaDX9nPbfa1cOO/1Ddiuhjzb+xjTLASsUFh6T2IQ20IMMZckvWPwqsDVw7eNkwmSTPC8fqjViiSx5A1n+EwqoVA8CVI/MhwBMeW0gMACpVnxzJ5uvHjfi0vpabfVG8ssL69thCen+k5QiVQqzic2Pt04/WF20dMfC8jHBtyDTtew0xUobG7efNgzmFLKbUlcdItPffvxrzjvtSFRzTs0s8VKVVm/wBvtGZWjsxq9m1v/67KhC5rUyOaOj5E+q8eX3XqcQAysMRS5XzeMdSMrM2TQ709Qmly8YxelfO6Ot4vHSLH2/zSzdrzL4bm+rnJ8zGePKVUqPHo1sBNqu+2jB/IWOM1KTDlCihu3Wu2FAkkEo4LZNhuSrlFKKbqWiQo6wdNr6G9EcKPoB2FTYL1UmXxiaXViYNGN9OO4wuFdmlkECsW6ZarvSJOn7/4wO1v5p0E0aJ22DEVuGbLOTYtcprAQ/VAWSuKAdc7fUR6/9YE3fv51V2Y13Fxc77a0miJwOloy9aIYS3OcSoGI2lUZo3tpalQNHf7mkVrTGCVOKUciSRAAk3qtStWlWjJJ66bZr7upXHXX4MABIGwCq6Lu34b6LQTaJeALBBBM7WFRUSZGbYPgI60++wmUg/d757zpRHg1hKvHxjh/tCQoUUOTZZ1tM3JSJJIEuUVyhRDG6ODscPvn/+X/I4tuNApdD/oWVi1TLz8fGUbFMohL+msKRpv94d0n5mdX59wOF16g9Jw2cU/MMI8u+/1bNCFyJ76xic1NldGNxs9FHi4gZFnGRFVd3EuBUy3XeNCu8abKyW+rzSbLdrptTTNkSio+lhLlw3a9SoZDJwDoKqUJ61mt19bkC02XeQBQkxX42hn0lCDdQQlBGgZTlNHDDYzNWcaxQyApDa0MXO1CI9dtDUBDtu2FT5XPxPRqGuCb2xcKZHQ5NjYtimh35x5TSUKk1YKSFEH2I3/0H/r/vRDc7lRl/PFRh6uCNnIkMoQVmRqKDEXw+WzFOT9fWVzKLBQALibhJn3FkhqlD95fKy0Txq9icsdPckVpOVgS2q2srMUFjWWFjglQxeoS4HTd0ICU6x1dzwL26TlGM/Xz6BYTb3YbkkxFS4d3P7y6EF5Jq6ogSKg1L8xumyqTHMFqJk+TVC1a4rk8Rgzy2zBIfn9XOQv5YBlfAKqw0attqDqRE9HcnnTYrIG+Qp/jxFgqIybSdzNApgclJTy2upkpgNtVxUyKILag4S14Lc4r+s/6f1ugTWjzTDpGbxqKYIHddjqHsAY9FVwX8SBy3gf0MGezW1zYEc7+1rCkaZ6ikrRAXX6TNQ5HMipVC+6sHV5ctnQZQUpjogcHjI5wqF10UCmY6FzJPVbTJK1hooAULi4E7VJHR5FQzwAkvfNz3gVOoRVNN1uNLiWb55oGLCRoLSABnaKj58RJHqrQAERyYVVJZvqyc29fj485n6utCGOwBRYIeYxU2yA8jGXE5NbNL57WhAN5bSQYK8Q2V+f9fhpwUy0xJUjRVNISeQivvoPAReAPrv7NQa15xRA+nMKWgWxtyAkvKPicCCgRz6R7dcY1Pl7Bh8MDMz6bN1RIiImYuqfSjP72m/zBgX/pvZXExs4hYzRQzQOs1qo1QTu/6LTbrc5Fr2e0uqbZYU2T1Vgzi3xCfdjumJd/sXyUjqWgIgaQOqPgy4IBC2TrCsfI7Y6MHNRoy6aJTBv1i6FUGCgL/uCzWCxjwFx2aCa3IRR12MCq4vmgBr/m3yEw56QN+uSVzZG7Ny46B6Wb39tI0uRWeiWdSNLLpIqvSC6TtS1IWPsIC/eNvYG44XLh/7icg4PIKuC2b3JGrrjCOTzstC3dPeCMIJC4nR6382orrnCMD8zO+cQq0VfJQ4WicsG7CxMLmfTM/H0z7+0wVeCBJhk8YGRdbrd75+12B4GBPTi46B1+2On12ma3wSJH6J22idWVadnUdaGqltU9rlqXtUNBlpFOFJVhzQtekA3TkGHBliDw/kR6eg5Z5J8Bp9ExDPIgTCCGwhSY5rIOoAzog4mpK/9ZmLfH3phbGdlBMt+cmH1iIpSgL2B52k+SmWiNyGQy/rstYC8it0QeGurHBMfME/dZZi2eYTAaU3fegswKqwzD95yeScvDK4nE0vzSkmeor/B1ucDiTnrcgbN62TfnDUMqDzZm1YKZiRkQfCd+QqFpmlAL7y5/eC4IvU7vvNPpaWy3vfbK+4dyr9fpCAZMYNTKIiF32h0+GhVYFrBSUkg/QexTQrRfIhMKz8c1VjPYdue8J/CCYWaNblvmpmdOwin1xIuNYBkbRxkOY8BBMOWFt9WNXy7Yoj8Z2e9QOfB8HXMizZQy6QmL22WzLG2SWxQnvruzUyp9GCQTy4/+XcTZhKhWhnH8OPY1kx6mIckkzqLx4yJO6Co7nAmO0uHggQyDCMMRP0AwFINDiJuijQy4cCBkaFpMKxFaxEAJGrUuEBnBleDm0oCLBqJ99Hus6L3fd7zjnP/7PP///3ne570KASHh8IXcoDx4MmqPYs8dvkh6EBPPvxg6hhAOCYVgsD3Tc9TxQV05IjUOBYrnAkrguY9+SPLzKYup1+doNyHvpwyswh7GZSruVIvhWiKT2W1vvrp/uts+3c4XuXl9uNrt6t1wfbfLXBUK8YhhdFO3tVoq8vSDzI/fvJ+4SfRu4uW8dfF9qlcTt1m7WwNlowbR1hoQh9b67DJT6xbOuKjCcAcz51AmucLk8SvKAdL2OrzPaOXBQTL6JKp4JVyUJ1p4PHSdKWoR0PummsrUcsWBmnNdy5qPFXBgcXTue+Z5b5KnzgYU7+HzKMczPrLO62HcWdf1ZSAWS8dGo+O0WcX2HoZePVAqhR9e5vcHB0qS60WfvxzgSgkHFm/+cP7Z92/ffNqIxFt5XTdtHpJQx/HX6zXD7s9mpl2qr9elsFYwdo1UV3s3f3EbMWjC3abu7xs3tOQeGr2vPzs7t861yC2fJm53u1rXSESMxu5h19ttGxBTIhLP69Vq9Tnx37CFhEYgGcBsebnmxQH3qV5+17XceOH8CWNmFFFMBGXUchD/eF4ouJZmNOpax1yol+Fcp1hSIIlnDw/8R15vyFt22mrFw/jmWdLv975KqDGQWy47ZoUxvdDxyHPIYFK/EuVyBKNXniepwolCNGKACQ5K4+DpD59xP+Azmgm2kUlcWHqw3LogxMn426urqwjJWY5G418nwoJFvUWr4KtGPdwSw9fL3Ox6vTs6Fnd3d29jOL99l7GveItbSVzpsip6JX5xdVHrPe2NH+7v38OXxVtX57rlcpeLW50ChaQJoUFyHB56nju3464GGbgmU7gM3SU9/sNAvspYWTBvsfJuONxyZu22WRoO55sttInpPi2nuRN01nIf8+9yFaZslaPtaIAdPnk3VQ9vNq4erQZPggHf9bE/HfO8TAtCzT93dhGPHnhfxckE6B58c/s9nZwfM7WMoTGJomGSziv5uFHr3bydiqRsjcSvpzSrehKPxE2zWBqPjcy4lNlODOPC2N0/oJOZTO+ru8btVertu5vIu2dXkdZ5uVqNBuWaEpVGofUtst1Vjae//ARl1FKXiUgqHD//6AcOO05Ik1eAgkQhUl96+cxyrXKFuImmPZ6YomAMfb6knjw89HvkGlT1VHecqNcX8vfng/l82FSePQ55k6cujk2JApzykrxSD86W1ZPTZDJ50tJUNefMKq3Ck5fJQW8g6fGUb2tuPi+jegy37y+nwhnSPz379jbRWG9r38S/jcevbCK7YJdSlxFGPuOMOWrFourqJ/pZtR11iuNepjcxmtv33uvVag9PG7VejdGURq+WqN18enOb+obm9EXh/Dx/Gg2ilC+ffvb91VWtd+lW8/X7D4DuJnFld1P1HqlSePJcnjnjT3CgwCEj969Db0rMo8T82WzoOBTyZWMevy/gKIexEUPrB56AB4RClJmhZcfsd1RVOcqOZnrZLTxRDkOh42M4kcswsfQyV+znTxUIwV3OFtNpv8+gM7NFB4JoNa71g1yd4u4lUHgP0TOmNePfnv1QuLDnw0kidRXXoEOeX7MsV+t2u3akdv/epyXTdF09ycD0KGqGh6vJ2qg//PLTT3e77bqWYpOxT70GofHBDX+6pZmpxQuFd8tPOBI5Pf/+0i5qpXmn6sQTXxNAd5cF7TZVe8CuRMp636pI7KAkcuNPvjAehqe5lsXvQgyfKkHkI5oeeQHDz9kok4hAkZ62lfZyChSxdDTZjioh/hWCeu0/wDmMlp1BruCeePy62Z8tZ7NpO60EDkIvHvq98HSwYuU/4j0PfSJeB3skrq4KZ0/O8vl+pzgoWCzihha5ININd+1m4x5rtS24bqVKS+EkWbWKdsoY8ve/IC2TsVFPICHhVM8o1XAOxmW9kbjEFF+J6MfPObi0r/J6xVz0q0/etaGd2qXGGyQau/uf7sO2S2s2eiIlO8zpeZX1It4I+4hL+AINCPkDTLCXZVQ3HfPHYrHQs3vpvH4DBOjGZGPKG9e+rI8bYl6fxINYyJcVL1KRXi6svH4Sraj9WTTGq7OCI0Y2RNWhT/udfPJVBBUk+MbYKtQg7FStzmZVnTeswlR63EgY3QgHkPN5c3f/219/fZyhkVi7bZ1XgsFyvsAHkHVjsl43UPc7GDRspIpmIXx7W8tkDCgmohWoPr6/uKo80St6kE2DxYJnn4n+RnDORu0GizJJ1LvLUTp4Vv6IK8NJehe0cQQK7kBdXzMP9MyrgXYVW2wznu2ks5Sc/mcpx6m3iYujf8JDeeedZ4+Pnr0OHWCYWC8CH/cpq+ls2ulPl05uoOajbWAj246vn/EpON1gnvnF5TLqwbZAFGgUV8vOW++eKJ404+HtdDIa1C3H44nmu+GwZpfC80EuV9r9+ddff31A+6hxk7loldEFq6iqGqpuD2nWZDgxmQ9Kl5GCWwwbGO/xJKwBhU31lfj+8psyVJcUmx3gYtu78RKe7NIwak/fu99N6vVG/fyM+cjzlhRWUcLiUI74sY5HxwT7M4evB6u64yJcda0yG8Wy/mNaD6wX9o//hiyFIkMC6QiiODqW/6zg6Po4W7XK/phj9RfFzUa1Km7HeXycZn0vesutYsHKO9NRNjZq5z98SRacCcM/IeZZbd0tWEHsZ9kJeJUqZ9MFVR0UUW9zfs9g3S+XLTthfN8t5JFKy1osil0Nd1l7G9ZcN3OdeMTWtHB9vH7Y1oxwOCKmNVG7TH31/mdcCeZdOJQ9bcW1QReEjFTJQFjX4/Xk6Y1hI56F7+2CSTQHAweHgMF+H8N/zx/7PITT1NLCJU3tLB6X7REbD0b4y2Pf8bNvHHE4rIQAhTh55zWSSv6hLxTyx9KVanKkFzuP6mY+2P9QN7my3tKK80GHGxJZYMsGravPEfIA308/4s5ZMhldOlaxa5QK1rcXLS7bKUGnUumbuRzv/vjYLz396ZdequB2U7bL9ZJv4u86TmeAAUF2MpelVHiQU7uRCFBApve7cb1e6gJFpJ6QV9x+L7RTaKHQ2mVEVdlgnH3EGK9KzRU1zaQZLnLkZOf7UHO+GjggodlfgeKL5498xHqUbQL3XKfTWbZjoyjP6M36/DGv79AT84cUkHjtu38mdZ8lB8AiFhulo0Enz22I6WMuZ5odnoUHkgsyfWcJEKFr6WelF5WoR3kdqvjk26+/PD8JjNqPnUF409xI2+n27Dku35Xzbsc0zcXjdEq22b31erse1yPdlhuHXMSLhmXKtVb/vmAWw+EUdJG4iNslY7LbrowVh2jGra2FCY1buAFJvswY4S7VTZfQqWVq9dQ+iprGajLeDIpaImVX+paqWZVg8nUP5QFg8ITsMs2Ltr7oFFXNNTvmMhlInpXLVdTEMxLXgaIwoSdEKnFBIcpMIgeEIcEibzlL83G6XFB4mIsFm2qa1PiYct8RBYqMgccU5PmAi5affPbzj5QiMc5STAJIzWFpE5+dEtA/4PdyZv9xGpxNOX/L1dfbLSSZskUVaKaY5mC4Go/HkGTKWKOr9w8NIxJJlerj5rw0vvsDXolo6IVQ6IVWKBi1u68lGLqqHU7UelKGaBGDcqa52cw3wxWADAbdYtHNnwZ4PCnD/D7AQBc80anOjrrmwtGrbSVYrlScYLStyGUoBc+hvCG58fy+EgE6JJgqNBYN0vGumMVcf+qYHZ6tYwKInvZ4PYjNq28JfvJCeJM3O3z9B/otijfrV/Af/UW/kpusI3GswOlZK84nWU5nbb4tF7kNOEwm60k9DBg4xZZJMMzpeN3dNCaTh59+oprn+SDKiJYbrHaf/vTbA71NHv7C5nJOQas/PM2w9d24raUujYxRIlPG6zFKNB8MNkNQnUxK4YEKGYEFYPiV19k9ivSYEmjPZkvHcZZLR48mUTtWNJpWKOk94EUNIqkh24zZynJmSIZgRma6m8sNBma/AunxJmoHLE6TnoNXffyPNwSPFPDS0PPt+1gvi8GnbkkGcbMLszModTVXbGKl03lcztrpUbo9Q4HVTXMoVel6vCmq9sA2neVjv9+Z19e77WS8fSql+DaTSSAPmquldu/R7ElcXlxcGCk73rXxasYKjSnEL8OJS+0qXnDNXHc1NuYSi+qGz75aj5sDtTRs2lb5JEDQBmTe+lUqdy4JpvcKN132iQvcaDsIFlSf1KC+0LUCSxAX+wZVrD3z0bMjPxDEttU1VNXtuDkVCRg2i51+BZ/hQa65KCXUfOj1yREAUNDvoSqTMFMCUaey6PflH+WsKp9mOgWHGAswHs3cfLUaryZb9lGjW5JzgvKl9eORzI7Qng/HD0+3a7oXdze1brfe+wWlfMhckDFGCVaIayrqG2dpxte9iA3afaq0cLhbhNMWnf2XutkMVLsbLtl26wew8AYUChMPmLD3Sizm9+OuFybXotKj9nQ2a4+8nIgKpSggIUt8V7Y9U0JIA02LUWxUceOWgwLwZBLFA3OpE1Ze3/P0/9Caa9KDJu+hdI3EX3ixoIWzAMVcEG/6SGR0zCkg8Kn82RArCxiPnc1w2Gw2V8yFFvJ9dIqZcj1vteIpOuadXHhCvGzRR/znekJn5/4BI7qd3KYua1uyqphT6ed0wWSFN63jSSwLVYCPwAIkivKL2TetTq5YiGuFctTD7ogBVeSBvQd+6hF/ewpdVNOeEWCkxWP4hVtJEED454jjOjvTp9FqdEQYsYnL/iMRVMkHsUzt6SLnpNvB4Mjre+aZIwT5WpxpyCcHUl7wBvBkvkSzWvHEvF6QT0+Xy2maPUDREPA9BbEf5nxIWqtzfpjQtxBWtcIRZqHLCsMZazTmASeNb9o9Fc/Qu2Gw/SFT6+1QzS49DteNi5VPkUSprk1EaPCGVip1VQ3yHOTMitM3F8heQbMt/eXXlVNKE6yZFxLNZqHQ0Ki9XM7SOOj9kn3a7xVdLHyGOCxe4Zh5K35ZDibTkk+yq1GSgl31e9JB+lvpYNXrUwJJbyh0fSS5IVUpNR4OFA9qDZurZlAe/A0+H3IyG2UhVkFcfC3hFps5cLD4rQ57Fwx4Y9C6BF7exVBIGtSZkh3vJCrWky39z4fdw2+///nTT2jseDJeGSmqGVtjpXAddSNcapYYsE2VmvwKlkRbc1BsFdwcoqnZatF68txJ+QeiD5kACnEL4rrT6VE2i3EIZQmTrM8b84xiXoUCDLOVTQvDU+q4+Su3P1PIX4kxHfPojNhaXsxF/dFsGWT70x4iCgNCckgPLXmazz+JEnXzTfg8eSynJsQYB/MBxQ8U/0dFSEINBauiaXiVCqU69rRapoYrEBJMfGSMerNkNB6k9QcKUOi2x0wBB6eJeqa2gjBSpa7Na0s8eUlQkMVhpjEk8Uol5AMwWPUJqIWbzbB6RlHgVE9PomBBL5/9kIKdPGF7KEtBJgZHBqdBRbk+Yvnb6Mu0utTRmrzZX+jLCmaEDXQstdCOKbFDcW4hz9TRsQ9YMx9Msf9fwziho66yrP5y+bjIdape+qJYetLNr+zfnCWc9GJIziOqTr8C+6LT6mCg0l6qwORVJ9+ijsdYUppKbUYvnNMByBOXRV/3PfnTDbVqM1wyDGLBAANbK2rNsKbasvvdUn21mhilOlq6Ep8CJHWjzm/WkaKJXJx9e7bXCnhr5MkKClgjFl8mHJZ+xAU6VeVVH3ESm+mSFrJmjlBebtDcML5chIpyS6jFF5KdDbWrmHukB+0BCmQDag4kq7LVy6m4U4VLQsccTmFR/oPCLyrLqV20Wq7sS/cCPc2cOpiDdLFo4TgpUeV5wvRA68NmfUV//H6/do3eju7eV7/QvntgIGFMf7SGdJYGKvRoi5yorG6XYn8lUdHkF9QaQOpDo9Qc0yEbdNhd/teVSmVvI5BQ7/EeB6RToCBMpvCtajlKwJoxsMnJhYdHZJHPxRxTMvPVuDifF0FjSYZgJAj6o0N6WD5JDfgY8RAFpVAM0gaeokvQsd/Hx8hKIMCJCmmz4JNAVK9YOeH6ohs2SrYKzDSbS/Vml3v/UAXPhGu8TTWHPMlasJCjk0am0ejdfPXBe6y7r29uMo01G87QvepCMGZRJXRtSEIeHyi6xExp01wRDuSLsRKTH3b7eeuzd/NWnojUHQr9UUigkCVIwIPVHKFl9ZVopTKSDKIZQdjwoXQQAl5gAB6aNPw2g04fTVT4OMcBz/g5KGV52vT+DuU5BYpkkrI8ChDEH7Si0HMWA8c6kKUor0u7tIWnIg3m3WaTdM8tZCBwU0JUCRTLMi230+qWxtt1aWMMxxMMOg/CRqdW6x1tz/uvOBLa8teT7Xa3rduWMA7syJm1PSAa1hOkifZFE4YY1scAOhluefG4hPy2pAjOWy4i65pO0MuhpywqeJ9XrlYvcsW4m1eUdlrqTJ/QPDAxw08QwaCceTYprWBk2P7RyTtVD8LAPxU5waXB/0SFR6BQpEHXxsKOhI9pjSpIFyEhaICDhE2lXDFJNskJlT5O1zYfl318+HCFq6w4Zd0hjN1CarsdN9VOxy12eTzRXbuLqjRIlHWm1hhjMSACpKTrVijl3ItPU82uOLPd00lT6trwfI7lrNdBYrJab3cP4+F8PteodiyqIZVFHdCOha4Rzmv6UF5WDOtHppqK3/uPqoSOqEawnF4s4wipyKEHc8h5WBrQbuhQxVRjR1h5efqgDhS4LUiAPQcJxChd1afBkT8m3WUBB7glZFjPnezZsv9IYSf2vcOXs1iSUI+dOY+runmd9hexa8YRhTkRjTFwqa2a8yKoqAOsI7zYTDVXkKJhkADDTcEFr4tfeyRCeCi6u4bbYI3BYD4Z8jpqHUFiC2wiLl1NQ2rmrEHRcmYKvC9sx81RWVHdNPt95UgkRMCADHCRh9IjjomlIpW1LtLGe81zpttZ6HTK/82IKPmgwBbyuCyJsnZVX8roZ3UaJD72SChJXvhykhBCmnh21lTWcv+H9AzrMpBCtiOyOnUqrraBnNSKI3U2AdMkOZeOCcWqGt9Fbqnb4VWwQEQ0O0EJ93RCBmFJV0SvcPG8KXQDEixoZcKS8k8c7mazAQqqKSeo4KwOiWCvXxiSmhXpVCjmn8c3kh8ypxfyBLCAaQYXbUZH+AqkBVZvbpj1faSco3KRqFAC0IKYSn5Q5dAXAIqldGfkhz7FeMjHBDJxDiAwa2Pm/egWa5SWP6fTRIVUUMJGFIhBWtYSL0UIkaAYlAhxwy668IENYHimbuqmwR6zViw2aLPd4cB2QiuTIQWjCYnSL8FoyCsIOBKc38EugAIwzIBsiAr8KE+CcSSbxWJgNhUxxwIFPT2ZIpDWns/Thv/SQemjgLuK/O/jUc0Js/X1JJX4PgyyoiISI5CmglzG9lCQA2bOrI74sLSNKISfS/LoLKw+KoSIs6hRBZul6NSmWbJzFWc6m+pO33FMy+wjzR3EhTPSu13DEBepCUTq5c1XD7sVnMhm7xVCTslo8SIYPOQ8tzBd8ULzQdhogsdcLboE1CA8HAMEXAsWQ6nVcnAfph/nDQxYHmQA+otO5fj4i+sXXz0SJDhxjqVBQomS0POuKhUOn0pSpKgOCBJXJ8uyXrFtPmDAVERPys5pAExGeyxQnuFEi2LI5AXpJAthoTKFi0hFOEmaojOoJqibhYFwHB4ybiHGer/iCHvqsIaldodbOQJjPqnB5JhNmVWqTe5p28keIxdNMGn0pLUBs0MxRWGhIgtnjxsl79yF7gCvWKShUIcgIf0dyZA+jrDNkyJ5IUFDonqqiEl+6/D15BFIEBXegPQWcAEFRNtasD1s3Aa6Cc9Lm0Guz9gAizA4kBFJjtvyVqGQr8rzQgVLyi1u2hWU0D4CFEDg+z/wH7HAQgpUUoYGtNkp8nlLRp1WZx+fC7MiJTpwEBV2k1odLH755aveZIUiqjTAcJ0CxJpAwHTS3+Fnaaf/00Ze7CtTgUN6TX09yJ6moxASWb4nkCZICBTS3ETL+zAbhZV0K+RrjSqirz6CwXsEFEchXyw9ggzIXOl3kb/FueDQHAM+WQ3jBDx7PyEz09g3hwKbBlMFKkiTcGYJKGwrGoKMcS8xvmVZUrLskSAW/YIF+VAxCb3wpkRNGWef9iLDNu63klC3h+uHr776CqMlcQ1r1nd0iaV4F4813McCJYnsf87cpyZMAxakBU/aR81GvLWXnsSjEC/KwpIwBLncHg3cE10lMjVN0mIG/gZxlTo5na5HaQAAAABJRU5ErkJggg==\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}}},\"title\":\"Ground temperature\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"thermostat\",\"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\":\"°C\",\"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": [
+    "temperature",
+    "weather",
+    "environment",
+    "ground"
+  ]
+}
\ No newline at end of file