diff --git a/application/src/main/data/json/system/widget_bundles/indoor_environment.json b/application/src/main/data/json/system/widget_bundles/indoor_environment.json
index 1377fd8de6..2569a8c62f 100644
--- a/application/src/main/data/json/system/widget_bundles/indoor_environment.json
+++ b/application/src/main/data/json/system/widget_bundles/indoor_environment.json
@@ -69,6 +69,14 @@
     "indoor_pm10_chart_card",
     "indoor_pm10_chart_card_with_background",
     "indoor_simple_pm10_chart_card",
-    "indoor_simple_pm10_chart_card_with_background"
+    "indoor_simple_pm10_chart_card_with_background",
+    "radon_level_card",
+    "radon_level_card_with_background",
+    "horizontal_radon_level_card",
+    "horizontal_radon_level_card_with_background",
+    "radon_level_chart_card",
+    "radon_level_chart_card_with_background",
+    "simple_radon_level_chart_card",
+    "simple_radon_level_chart_card_with_background"
   ]
 }
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_radon_level_card.json b/application/src/main/data/json/system/widget_types/horizontal_radon_level_card.json
new file mode 100644
index 0000000000..8821cb4a43
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_radon_level_card.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "horizontal_radon_level_card",
+  "name": "Horizontal radon level card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest radon level 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\":\"Radon level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 75 - 37.5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 300) {\\n\\tvalue = 300;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"horizontal\",\"showLabel\":true,\"labelFont\":{\"family\":\"Roboto\",\"size\":16,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"labelColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showIcon\":true,\"iconSize\":40,\"iconSizeUnit\":\"px\",\"icon\":\"mdi:radioactive\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":100,\"color\":\"#80C32C\"},{\"from\":100,\"to\":200,\"color\":\"#FFA600\"},{\"from\":200,\"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\":0,\"to\":100,\"color\":\"#80C32C\"},{\"from\":100,\"to\":200,\"color\":\"#FFA600\"},{\"from\":200,\"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\":\"Bq/m³\",\"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": [
+    "environment",
+    "indoor",
+    "air",
+    "radon"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_radon_level_card_with_background.json b/application/src/main/data/json/system/widget_types/horizontal_radon_level_card_with_background.json
new file mode 100644
index 0000000000..e05ece881b
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_radon_level_card_with_background.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "horizontal_radon_level_card_with_background",
+  "name": "Horizontal radon level card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAACgCAMAAAB+IdObAAAC/VBMVEUAAAAKCgoPCwnTg0wSDQqzbjaOSCI+IRTZn25oMx2yiFxSKhmuaD6TTi4DBAIHBQQGBgQCAgIJBQEDAwAMCATDw8MEBAPFxMN8wyLHxcTIxsTKx8X46dv04tT25dXUycbz39H15tjw3M/z3c/35tb14M/049by4NP24tEIBgL58eoPCgb139HSy8j14dHMyMb259ru28725NP24tPWzcnRyMYCAgL46Nns2s7n18358+3469/16Nzw3tLWy8f459cUDAf26t/PyccMCAT47OLazcfOyMXez8nMx8Xr2M3j1MwfEAklEwzt3dH47+b25dcaDwnXij/p2c9MTEraz8r24NLn1MuYxF6FwzazxJsuFQzy3M/f0stpNyLi0cnksIDr2tDTdz0zMzKNQiFfJxS7w6+pw4bSgkg7Gg7jn2LWkFLeikragz1KHxBDHQ/ek1DQh081GA3Yyb+8YzNzLhY1HxVYJRS/sKePxEnNfkWhVS9eMB3IgE1VUEzOcTvXg0fEbjvVgTi2XC2uVSpMJxg8HhKBxCyYRh8oGhJSIhHAta23q6SzpZzgrHjNnXJwamWKxEDThTvDZjNzPyalTyO+xbDGua/broXmo3TfnnTXom3amlg6NzNoKRXAw7mmoqCil5DZqXnWmmG9ekrXjkm9ajioXDJULRtrLhhEJRern5ivxJChxHLPlG3hm1hhXFfck0fbfULFekCzZDbMvbOvxojTfEHeiUDQeTSFOh7Sw7WTjYjfpn3UoX2dxGi+hljgg0fMej2KxjfKazWvXTGTTCp/QSVLLh92NhzR1qXSkV7NiVnnjVJQTUmUVzfkt46mxHzWpnV9dnK7dEBFPTmcTih9NBi60n3IlWeidGGJZlqvbT9VPzhbNibu4djfzLy/jW2pzmaUaluTxFRJRkSqZT3o1sa4xKXpw6HF1JDCkmZ8SC/Hx7vNwrvGybLAy5+2yY6CV0MpJiXf27aJgn/ClHZ2YVfo4L/Ur5KfylpnRzju4Me1gGUzLCieZkM1YQFdAAAAFXRSTlMABSYgICYmJiEmJiAgIMBEQeDgUsDZtn90AAAUd0lEQVR42uzBgQAAAACAoP2pF6kCAAAAAAAAAJj9OWhtEwzjAD5wh0B0dBv0O0i/RGHHeMg54IYkYF+FaGAEXpUqy0K7Sy/ZYbPsUGtcepgQA0IOxRS6tsTgRQoBGcull+YL9DDKHl0pZYe2p57eH8rzyCvP+/wJgiAIgiAIgiCe0vPHoMsMTdMMVaIAUy4zTKlE0TSVoyno4eCuEjygaAsUfXuQD4Kv/8EvxWwYDoWGCveWAdTCTYVNGGjvKGKsvFx9EMtuX58uE7C/mE/jOFvqJ8nV29+L63iqGkYqSpJjO6ooipKIVRyarqtG0d47pCiuafo+AlkWmK4CRDzyNM0bjSwhHArDiSAIZmCZM+QLliBsavyBrsnH/T7/vfuxMRg0PjWbzVZN1w+6G9X1aqVS23j/eeusxa2vsSz7b71XryHH6mOw2wnXS5Z8FkVzSGJkyYVh7FztLCBHmgYYS7Yk5UFUjLEYhq5jH+593VUUWZYVyOEjI0shiurKYjC6SH5q2vm553nHwmRmmqHVt2Q0m02Gmx86nbF+Yllblsf36vX6eDz41mi3IUxb79a4SpWr1FqNcad+xq3dLgdxVp69uD/Bm+pNkB7H/zpN9qPocv4jjo3C4Z/LqZoaKmyv7kp5Eizm79FR4Nj21HGQr8gKQl8QctMg+Ms3HasmDMRhAO8TdPQlfAnB0Qx9gQxB4dQQTVADOeUS1AwuDrZQaeliSGIHoTEQcNJgIpIEpEi6lI5Z6uYu9B8LBYd64033u+/7zmLJ3Su46HvwyBj7uGFFLCvbthyBg5A1GfUeunGv12UUw4gX01KJq6m1fp8TBEEVKKpACdz0Y7FVC/mLd97eXEnheMpk7rK/5tZ94atFawlIhrMgSCWapi2/Q83o8FI4C84OBB2TkUPIPKU9pd1iU0al7gJOQkhy566iY7/o4xh7tt7oNqBcK8WJIjayyJqxwFfcbuiiR1y7rdY4URTb5mtZ5QZiCbLhymm/ctkspHBxrkCyp+NfdvnWgTIPSYIhkeFkEgQ8ODp7bakln/w8DDWe56u8hORqFSGHYRzkVt8fd7vnt/p4PK7U4QqGw7JI0m1bN2yMdV1XCEMIgYmkS2FXK4tZjxpbw6Np2jQ3ieyr8PtNum0OBi/TJsQAg+HKqkoVcnlw/AP54ZuOdRoEwjiAP0XTpHJ6FYWFoE2bCElRa6yGJgSDwYWm8CLdXawjMvoAvMHxCOSSTh6DEiZmE0iHDn6ADYOpv9zdl3zT98/dfT/uF8fLMinTokjTzSb/opT6ftQoWBFFvk8IiXxKGkHlneZ5Tl23KdB4cV2XBKswhNUIgrcAds2FHYRbtk0/UpZlSclWBCpjLEmSDBpVYeUyrrWjPf9+912Q63Vnv263dzaazyzPMz7Hk9vJ+LwvCKKoGYqlAsvQRBEJZt8UEBoihDGPsYxOriocx10cypjnJduW8Q7vONCp2ZINJOd4oOjKoDrVGVB1XX+qLRb3YDq9PLrrdf+Otn6AZ9beyGvn3yAHN6O5anlGGwSJWhME2hAEQRBTEBAkGWJw+sNI/a0kDMZhHL+KEGeu/ZGJZGvTQgUXSeRfxmK0TpQYHXUUeBddYIfRnQR9f3tfHZqID4Lbjp6Pzzv9jimSHo6kTnHXamd+toUQDSkdMByBzAZkx/FIcNSqlf1ilaqBhL+tloLcnx2FVK+vnufS+AfIaDS0bToLJM/TtB/HEQ6CQyKStt/tNJSjYTYjGqrepWOHYjkhcQQCiLALBgJDFHcXt9PDDsP4vFy0Nou8HapfXnGyGEQdLRLYdqImCWMUEYNsEJ5pIvEzHCyiHN1mRMvlpnbBWBK3PF2ug4JHOPQws5fXScGYKMZ4auDY/4HFYfxyuB5aGnJ8kRqDpASIZwc4NEQMRBzcK0fiQeFBkgRBLwgSs1tvxjntXL2IMBwJNFlDPlbhwtHHIZA+DlIyakaF/NujRr4W5OkUSHV8s0pzeR/yyEOhIUiK8rTmrKnY4kwS+Rqen3ONA3KoIeo9d7TDynSQiA/HTEHCwRwCKRQwmENHCEQzpuR7vX7/WJ8AYZDVIAcyF4i3hRAY3AR/jJbfS1NhHMb7J8q3/dKFLZDCs1w/TjvNtpyOU9MYy53FiCg2ujHoIOrNuWywFZxzo1eHtctwg3PjLkzYxa7ahSBD8iaCcCgDTU1BqJue77umtm56UN7tbGzvZ8/3ed4jUWr4nxSEJBKtYPK4MGl9tO++y7RdQiDx9A9BjztG8d6CbnuxTqbCYR9RIBp2GzD+UnukQDF6A/ry5GVuJvc/IO2EoBW7HOEctGcC4UDoNFKQxK9OuFxD5MkVXgB9CHX7J+cY1ylQZAXHoLqaRF3RIo/FfYFrNFHwAsLeTyk4AiBA0Uv6+WoqNzX1L0i6wJfkadRXGo1dcKRkMSpbbRDOMdnwCFKQ+phTrOziyfj4+MA4BBhcJRAXJs1DJwycuYu0gAT2wA1Xv4sKDVw83bKcSqWeypNYgXEtFBqFFcDo6CwHIIgiEKDhO5ie/vx5+h+QNVbmOExJdyarefTuuZpaUOXY0yXT7Q4LbtGjAkTV3NLYyNdoUBQnVEnS8wQywAUYPlrEITgcEqX+OsUeJACpb2y0jof7XdQDsVZry+uNyXGfug/t7RHF6KCdQ9i4Sskz08VBbuxV9kHBdfBpefnFcjdIlTGD1gzjJHyymu/l56pureeL67rp1nRN1DXtyOlUNUHTmylT0JYalhbT80H/yPjAHS6Q0MnZ3z/hwFV/0CEM99PG70aj3ksbDKodogj6vDE8qXufifFro98Zl7LPs00uYNPQTjYBrLOeRKrMYAYguCO4zf/Q7UiZQTRVCn1igXfWYHP9R2Ns8Wi1uLqkmnlLWlnRZ1XN41G1vLmoLWpL5pZZtBb1PDgAckrid9CZ6B8Z8fsdt24NwwLedS1Wqx9usJprCKE5rBFILOUbtM8zVqlUEixb6CGdgFRYMoKFYDoo5cpomX3krdZ78Oblk9zM3yBphUGbSAgjlXlE4MiRFV6f1YvWrGruWkIbBDOm7ZoLb2PF1RXVnM2H9Tz8IA4uTBcAcKvlJzmgWwBxUfA3WX1YELLs+Cpa7BvLsvozOR6yXwQI2WCwDL63UEpeLMxzkjklEtmZj+yUSju2nmRpm/p3O6GUe3uBgdZ6+ODV6676zTAomwSRwSCDTk97qPk+8Hyhaa0XZ03dlHSrqRKIII1pIxgpcevHx0sNy4rpC8SBfHRAYMmJCGQCjpDqrWOMWZb9wtHRYhs1VhdTvpCNQHqgOVbCTrKYiDmWhCvzrGqPJNgmXSkZf37fdFlRdpB5nDI/p17NzHQ5ssmgzPlMNV3IMqhAhoRCoRuBuByOXnGKbjclHbVLvRuEooITp8TdK6LUHqsB0gkISDqmkCFDkNOJAsB9S4vNoXMPazURIKm4L2S3ASSdTleZ0oOuYdVSAlMOsAyDMRi4NaKYK5XxrvOJTM8a24Zd0Jcnr3O5qXM3b164cLMDYvDdl2i6Egzaxo3vIBQKjMnPcJB7JugIIRB+hqOPBBdA8IKEviKOLhAaLg5ChrjQwBwEBXZcY4c4VL4Bosb24mgqygiXgt2XWQIIBo+rYeBhgq3ZbEmWtdngWAb/Rlb5EyPz/r1Hjx78ZsT8fdKIwzD+Vxi+UErQYqWxh/RKig5AayOKhbZpGu405DYJS5vIcvwFJuVu6OJNxrv56gjLmTi4dWMw6WJKiIkuNV26WJc+73selOSS9om5LxiV93Pvj+c9wwxxC+BT++W9chGW+KRW4GUdIBAOQM2CI5m8P8v5CDTuEQYIlMcE5pTIsvz09lR8gwV+FTe5oip+5pgEIM3mQBHqfuRCDLCNoLSQHG4ZBdGj9lR0PL2MfGk2aSTQKDt4+ejlo/ClEaXFJyMTdRmltYmFnddDNkMWAeEAB8+rCQeDgCNgyOf5JDNh3XaIY2XzVAz6/T1xApJcTsL4jUGKOInRXZ+JAIQMgYLh6AESY5DYWIjuYPE5tsYwkEP+gigdUfKgDTRJgzYUjp8XeDLkQjJJ9UYcgV4HJEgIj9w8Line6KlN4PRgSY/EqPZupYHIfXWkHIS3S6h5lBWCHQQgKqqDQdilEbgi+ryj8EhGhs62W9VwEFX1ixMEbE07OMtScR0ktUKtAAzsRWtt3lTBgTUFUb6o1eLZ+As/M35C8ik8k4CDujsbpAT9AY4btvIfWyRVDK6WViVJugP5LE6iA9FBaVEYW0QwAeF26fOyWIaI5+w5/VslBORIsBlyRohj5hgldrghXTfaFoKH6lpd6xn1YaXtFWqz2bjmaKUFz5Pvzy3EqV2+c4NkE1gL8bhL5cQgebg73mTg5Tej0Y3S991aFVvYyDFRAKIomLJ7+xEMTeWog6kFgsO/QRAUQPxt8Y7md+vjxw+tkKVRsE78Hon4ILZtG7ZpOCsVs2JaprvuuIbeNXRTs4yHpZI1rJiml7y0zIKp93qWgZ3kjZxJy6k80oL9kCoM+wrlI5MZCV8KOKI+SJRQ/Km1d7GPz7xSUXAqQFRlJgykWAxQVs9bHz5NfGQiVfi6YpIxyPG1bSALdbPudntg6Bm67rY9S+8upBLWsO153vyl7g71imWm9GUatemnKQpflhN0lggDdYWnEyorODkUmSxVNOdRyeOnp50dmlpf4I7TojpHRgiEUcrn1Wp1ezckIwrcZK+DJgn0y7Yd+9iw3bajaa7hdF2n7Zi6qbua0ehaqQRA5pCR+aHpXLq61TOMzON55kBbcIeAhwdWGhyF5YCDxRRLEIHccUB05WafFjfuxhQIDHE7tNlDfpf8XSrm3q+zuj2tXq8sz8E/ECjd6DQCnPfV0700v/A5UFnoeOJAMiBKSKUB04iNIag9SEv0vTEHFALCxhaA4IpL+exttbW7/d8g+DCgrK0BZG0dHJW5BwuJbDw/ixARHgXPenLpn2n5DWYZcWL4lviHmINANt9LVEWMwX8YWg3qikHY6maaRzvTcXAdTjLCIKsHi4uvdv1mf/ZPkCju2x9C7CClYSiKwrCbsKOiD1EUCg2lhdBBMXQgYiIKOiqluALBbXQTLsHNOHQVDhz7n5Ncny0Yj05ElPdxc/tu7vKYmlCUzUaOyUkaHzF5tUeUg3fWswh9Xg51IXKHkHCMlTRhRuTcKPivKGYw+HmnHBiR7DM0ZkhPkzj2vFej6r45kANIbwQpuEns4G10zoYACNvEO47oA8phSdTj0hNWGRB1SEAWNDsVKPxQ6Sp0OeyIA8v4e0Gadw4uJBIhCJCPuhrVQJTP/x3LzsEFj0NbtJS4J/w5NHZBnM5xcVpmR7ZYktLtfP2oKuBoIQUQO/gKB42/w8Dh+PfX2jzYAeSlqRseLWfb71CvA5nR7lqdehmoTfV0yuGcgOSCEDu8Ai5ZcTFoRUmebtZMiYocJgkSD9XP62B25NgJBImzrRlQnqmI5vjBW59DfwcEChMXS3kY7DcNIQEJiRxASjtodTGGWg7R963kfEFJmHedzsPKJA7ptI/avuMwHDBC8rVqVnxTEUEGD69/QdzoV9+EmTGL2mAYx/0E7dIvcbzQqUihFF6apWCGpNAlkKHokNPE9khyBVM0ehFzg4JGsCQ4xMudl0VCO2i3gtXcVMjQo4ufoNOtnfp/U4q0pb2/gmKQPL88zwsv7w8zgDzAWfZDbBYfgwMgz++DIydBgftFwkDyTRbGCSCM41F+prIHeYaW7DmQJ09zENwLCycHAcefJOx7zrFf669v6hLbomiF24UuhTwlbmqVL97r582R3ujY9ghZN2GhoDoXi4AlEduIqqpLFlEUkwQalOmdfr8/CbMs8/2gKrZFlldnn73UddNd6lJ3Z8mbRky6lmfFJlYuoXzXsUocBzHFwuFNSiXK40RxakyheRWtUh6XYbAuNYlQgVCpXijeSiIIkmPJ8nbzBVZZ18cnOtLp6ABpLVFtErwMAnyivqHKQGofVRUYi7egyDHCfuj7WZjB/EbqcCiK0dn3NDVNcwcQYsoek21m1zR5V6CEI0QwjxyZAwFH8QMKLUmUKpWKYVwx+3akaJe9k7JxrNUlaDh4OPiR4q/8i4Mr8bw7j4+3m8Yn2G/oS9vWoV07ndH6RastRlE1qqIfCUBYQ2rL2lJVE/QCAQTqnx0eBr4fZlUGwXjf3Oy+Wc7cguYEjiPPHcfpSgwCFAQo/LwbuwfgoJxAeL4u4aHDhuJI8cqoVKbGdW/cQ3PqioR/UYAUC3fA8F+YA8o7c9nymOI/h7Btrke2brOWjNbr5qqdV4Zgslar9rKGoCuLnxxhNhgMvs4QP5xMwlmkiq3WuwtP9mIzlree5WCWKKGU5pIDL4wWwuOCySGEdUPBxZJyivo/XJd7yHjcKxuGMdWUU00SBIzfvcLd4u/5uyO84/xg14x1EwTCOA5NrMJi2j5Fw0uYOMqAKwmDsSPVGHVpJ0QDXUgQVpYmjXF0w9EE0RewcXHsYufu/X9X6bWJ6QM09+Puvpjjg/vl+BbhMbLe8Gyts8ztT0fuDsNoCqCSpmnohGjkkdpdeCwWJxEsHSIf+30QoDzwFYRtL1bZOrcieEAksua+bmgM5oEV+cMaVcnYmhsaSqNea+gabY15n9wlHgS8GBpLlAp4wp+MPcqqVyX55uqsySlqG1/XJxPTnHXGybb94GV9N/bwZNFIhZI6TtgMsSnk0bK79Ja55UAEHkQQHI/HffDcBLa9etnl+TaPxvPN5jB7Pwx9vWEY2BKMBhncYhfQNT2ySAQqEESZmJ1ksIzduN3G4OFrg9dBMoBKzyCN66osybJ88Qdl5SvQUVYU5VK5LJVKrDNKhErtN6qqVioqh+ZZkkKUGbhYGZdFZ1DgKOwnh07/Aa6BVqTKsgTk/4DEQGQHoFioIRaeNIvGMvgkOk87j1ScwLO+A79PMfAppBU355FP81VREAgEAoFAIBAIBILP9uCABAAAAEDQ/9f9CBUAAAAAAAAA5gKNeo1wfp0RrQAAAABJRU5ErkJggg==",
+  "description": "Displays a latest radon level 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\":\"Radon level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 75 - 37.5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 300) {\\n\\tvalue = 300;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"horizontal\",\"showLabel\":true,\"labelFont\":{\"family\":\"Roboto\",\"size\":16,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"labelColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showIcon\":true,\"iconSize\":40,\"iconSizeUnit\":\"px\",\"icon\":\"mdi:radioactive\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":100,\"color\":\"#7CC322\"},{\"from\":100,\"to\":200,\"color\":\"#F89E0D\"},{\"from\":200,\"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\":0,\"to\":100,\"color\":\"#80C32C\"},{\"from\":100,\"to\":200,\"color\":\"#FFA600\"},{\"from\":200,\"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\":\"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\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"Bq/m³\",\"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": [
+    "environment",
+    "indoor",
+    "air",
+    "radon"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/radon_level_card.json b/application/src/main/data/json/system/widget_types/radon_level_card.json
new file mode 100644
index 0000000000..ab1533e4c7
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/radon_level_card.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "radon_level_card",
+  "name": "Radon level card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest radon level 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: 'radon', label: 'Radon 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\":\"Radon level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 75 - 37.5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 300) {\\n\\tvalue = 300;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"square\",\"showLabel\":true,\"labelFont\":{\"family\":\"Roboto\",\"size\":16,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"labelColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showIcon\":true,\"iconSize\":40,\"iconSizeUnit\":\"px\",\"icon\":\"mdi:radioactive\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":100,\"color\":\"#80C32C\"},{\"from\":100,\"to\":200,\"color\":\"#FFA600\"},{\"from\":200,\"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\":32,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":0,\"to\":100,\"color\":\"#80C32C\"},{\"from\":100,\"to\":200,\"color\":\"#FFA600\"},{\"from\":200,\"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\":\"Radon level card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"Bq/m³\",\"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": [
+    "environment",
+    "indoor",
+    "air",
+    "radon"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/radon_level_card_with_background.json b/application/src/main/data/json/system/widget_types/radon_level_card_with_background.json
new file mode 100644
index 0000000000..5785502397
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/radon_level_card_with_background.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "radon_level_card_with_background",
+  "name": "Radon level card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a latest radon level 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: 'radon', label: 'Radon 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\":\"Radon level\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 75 - 37.5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 300) {\\n\\tvalue = 300;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":false,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"labelPosition\":\"top\",\"layout\":\"square\",\"showLabel\":true,\"labelFont\":{\"family\":\"Roboto\",\"size\":16,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"labelColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showIcon\":true,\"iconSize\":40,\"iconSizeUnit\":\"px\",\"icon\":\"mdi:radioactive\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":100,\"color\":\"#7CC322\"},{\"from\":100,\"to\":200,\"color\":\"#F89E0D\"},{\"from\":200,\"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\":32,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":0,\"to\":100,\"color\":\"#7CC322\"},{\"from\":100,\"to\":200,\"color\":\"#F89E0D\"},{\"from\":200,\"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\":\"Radon level card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"Bq/m³\",\"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": [
+    "environment",
+    "indoor",
+    "air",
+    "radon"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/radon_level_chart_card.json b/application/src/main/data/json/system/widget_types/radon_level_chart_card.json
new file mode 100644
index 0000000000..6f988e757f
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/radon_level_chart_card.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "radon_level_chart_card",
+  "name": "Radon level chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a radon 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": "<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: 'radon', label: 'Radon level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'Bq/m³', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'radon', 'Bq/m³', 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\":\"Radon level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 75 - 37.5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 300) {\\n\\tvalue = 300;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"Bq/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\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":100,\"color\":\"#80C32C\"},{\"from\":100,\"to\":200,\"color\":\"#FFA600\"},{\"from\":200,\"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() * 75 - 37.5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 300) {\\n\\tvalue = 300;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"Bq/m³\",\"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() * 8 - 4;\\nif (value < -15) {\\n\\tvalue = -15;\\n} else if (value > 15) {\\n\\tvalue = 15;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"Bq/m³\",\"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\":\"Radon level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:radioactive\",\"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": [
+    "environment",
+    "indoor",
+    "air",
+    "radon"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/radon_level_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/radon_level_chart_card_with_background.json
new file mode 100644
index 0000000000..cadf47c1a1
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/radon_level_chart_card_with_background.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "radon_level_chart_card_with_background",
+  "name": "Radon level chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a radon 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": "<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: 'radon', label: 'Radon level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'Bq/m³', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'radon', 'Bq/m³', 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\":\"Radon level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 75 - 37.5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 300) {\\n\\tvalue = 300;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"Bq/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\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":100,\"color\":\"#7CC322\"},{\"from\":100,\"to\":200,\"color\":\"#F89E0D\"},{\"from\":200,\"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() * 75 - 37.5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 300) {\\n\\tvalue = 300;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"Bq/m³\",\"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() * 8 - 4;\\nif (value < -15) {\\n\\tvalue = -15;\\n} else if (value > 15) {\\n\\tvalue = 15;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"Bq/m³\",\"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, 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Radon level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:radioactive\",\"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": [
+    "environment",
+    "indoor",
+    "air",
+    "radon"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_radon_level_chart_card.json b/application/src/main/data/json/system/widget_types/simple_radon_level_chart_card.json
new file mode 100644
index 0000000000..772b3e7b51
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_radon_level_chart_card.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "simple_radon_level_chart_card",
+  "name": "Simple radon level chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays historical radon level values as a simplified chart. Optionally may display the corresponding latest radon level 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: 'radon', label: 'Radon level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'radon', 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\":\"Radon level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 75 - 37.5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 300) {\\n\\tvalue = 300;\\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() * 75 - 37.5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 300) {\\n\\tvalue = 300;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"layout\":\"left\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":28,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":100,\"color\":\"#80C32C\"},{\"from\":100,\"to\":200,\"color\":\"#FFA600\"},{\"from\":200,\"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\":\"Radon level\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"mdi:radioactive\",\"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\":\"Bq/m³\",\"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": [
+    "environment",
+    "indoor",
+    "air",
+    "radon"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_radon_level_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/simple_radon_level_chart_card_with_background.json
new file mode 100644
index 0000000000..666a71acd1
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_radon_level_chart_card_with_background.json
@@ -0,0 +1,32 @@
+{
+  "fqn": "simple_radon_level_chart_card_with_background",
+  "name": "Simple radon level chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays historical radon level values as a simplified chart with background. Optionally may display the corresponding latest radon level 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: 'radon', label: 'Radon level', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'radon', 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\":\"Radon level\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 75 - 37.5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 300) {\\n\\tvalue = 300;\\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() * 75 - 37.5;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 300) {\\n\\tvalue = 300;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"layout\":\"left\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":28,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":100,\"color\":\"#7CC322\"},{\"from\":100,\"to\":200,\"color\":\"#F89E0D\"},{\"from\":200,\"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\":\"Radon 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+  },
+  "externalId": null,
+  "tags": [
+    "environment",
+    "indoor",
+    "air",
+    "radon"
+  ]
+}
\ No newline at end of file