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 71c148d22c..298437107d 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
@@ -25,6 +25,16 @@
     "simple_humidity_chart_card",
     "simple_humidity_chart_card_with_background",
     "humidity_progress_bar",
-    "humidity_progress_bar_with_background"
+    "humidity_progress_bar_with_background",
+    "pressure_card",
+    "pressure_card_with_background",
+    "horizontal_pressure_card",
+    "horizontal_pressure_card_with_background",
+    "pressure_chart_card",
+    "pressure_chart_card_with_background",
+    "simple_pressure_chart_card",
+    "simple_pressure_chart_card_with_background",
+    "pressure_progress_bar",
+    "pressure_progress_bar_with_background"
   ]
 }
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_pressure_card.json b/application/src/main/data/json/system/widget_types/horizontal_pressure_card.json
new file mode 100644
index 0000000000..c96757cebf
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_pressure_card.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "horizontal_pressure_card",
+  "name": "Horizontal pressure card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest pressure telemetry data in a horizontal layout.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 5,
+    "sizeY": 1.5,
+    "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: '130px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'pressure', label: 'Pressure', 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\":\"Pressure\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":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\":\"compress\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1000,\"color\":\"#D81838\"},{\"from\":1000,\"to\":1020,\"color\":\"#80C32C\"},{\"from\":1020,\"to\":null,\"color\":\"#D81838\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"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\":1000,\"color\":\"#D81838\"},{\"from\":1000,\"to\":1020,\"color\":\"#80C32C\"},{\"from\":1020,\"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 pressure card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"hPa\",\"decimals\":0,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "pressure"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/horizontal_pressure_card_with_background.json b/application/src/main/data/json/system/widget_types/horizontal_pressure_card_with_background.json
new file mode 100644
index 0000000000..58d63484ae
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/horizontal_pressure_card_with_background.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "horizontal_pressure_card_with_background",
+  "name": "Horizontal pressure card with background",
+  "deprecated": false,
+  "image": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAACgCAMAAAB+IdObAAAC+lBMVEUAAACbr7dqg5eruMFIXXDNzsWHnrL9/PTj4NTNzsKZsbyetb/l4dFIYnpFYXjr5NeIp7yfs7dHYHjeI0Pm7PDq7u7j6u7O1NjT2d7p7fDR19vU29/n7vHh5+zv8fHh6e3f5urc4+jZ3+Pa4ebX3uLS2N3p7/LV3ODb4ufa4OTs7+/f5+vT2uDr8fPk6/DN09fd5enX3eHQ1trx8/LL0NXd5uzP1drM0dXFy8/r7/DP1djX3+Tl6u3u8vTU3OLN0tbGzNHV3uOWrb3g5unJztJAVWXs8PHj6Ovb4+nY4ObLz9OYsMHf5Oju8PCRqbnIz9Tc4uWSrL+TrLr09fSPqb2UrsGKpLeks7HagZSNprmgpqmas8M9UmJlgZZdd46huMiwurWcsLPc29GlusqqtrRgdoXHztOrsLTZ3+LW2dOfsrSGobRQZnjR2N2dtMWsu7qGmKXx9Paitblxj6RccoK1yNRXcIZLZn5EWWnT1MzEyMGMo7R6nLNohZp3iJXV18/ByMypvcu/xL6Ama1gfZNke4lPa4NUanyvw8/Zr7uFnrGOoKt6k6l8jptYbn9BXHNIXW/N09Chs8GKp72AkaBviZ1bc4pMYXLcOVa3v7+csLx1hZJHYniyuby8wbi3vbVpip++xceZr7N2jqLVeozTp7Kan6LY18zRucGnuL+0vrqRp7Wirq2Rlpltgo/j4+Dk3dDM0MrR0MJ/oLittrfni5s/VWrk4tiuwMl0l7CaqK6LnKbkcISrwM3IzMbJy8CVmp5lfI9LTU+2xMmWo6ft8fPc3tfExrqEo7mFlqDs5tjkztbbytOmq67Vmafhg5Y2TmLdLkzno7DUkJ/dUmtYW13fME3N3ePr19zW0NXWxM3lvMZqj6jcdYnr6uOSo67aW3JjZ2ndRWDfPFgnQlZNT1Fcg53caX/aT2i6z9jMxcvYZXswMTL39uzF1t7jmqncjZ5Pd5F9gYRwdHdAQkPu5eiKj5HjY3nXY3ksRVzc193hVW7z7+TiVm54cVsVAAAAE3RSTlMAICAgICAgICD9QN9ISN+/v7+/oJ7ZJAAAE6BJREFUeNrswYEAAAAAgKD9qRepAgAAAAAAAACYPbpnbRyG4zh+T9xwR497TVr/IJCRDEK4GjwKtJhLBseDsQnBGAIpzlA6BDxmPDjo4KFb30rfxf0qNw0tpWMnfSDBth6sL46iKIqiKIqiKPpIX1/6PDtdfj/D3Wl4vj8J169WB0+rv7zp9Pi8zzvTw/vwO0/4dhYyfvw03uZ5Xk+bzWbK7c56YkJK470hUkLqNE2d61yqObve7a4ZCI6nOkkSRsSSpCxLTcZi9eQZCSYEeWuMz3Ns5Nzf1er2cDhkbYb/KquyrBqGseHlOGTZ4BjjxyPnCS+7ph/HYaiyu7vLZ22L6UXfdPca53CYU2Cr/WK9Xi5vtsGvC3QIIRQO7a1FS40ihAitpSL0YAwpocSl5REl6MAAk8AhwSkk46nrONmptrUXpAiUwra2NuTJGFL3t0VxQEA1l7RtO3RMNzjzWEIHIWJu2O8XT/YIeewo+r5voO+LYqjay8Ua5o5/2+3N8uLT76srqQIyFD6NNTgDYhCB0z6W6DlEa44ShDCgPFehhHMtBcY1ha9gwjhCBBhr7ebPw4OdrFwV/+kolxelwjAO+zdEmHjBux6xTIVcjA2RbRRbpKggUi6iVRcmTBlwDGQih3KmGOcC1WLAVcxSiIaY/QTtz2agXTCbgbatet7v85xkoIeZ8104o+/zvb9vOEk8Oh3qgFe74zG1S3kM0ghx2HuxtTUaPRk9UYx6e3iICALTDuxyBsrT9vgkvLvkmE1saro1BKqF0DN8EJlMdLLePEaj2e9TO+DTbpeJXbPZR7BS6zcr1Uaj0FJJQw+TWq0u6To+M81z0+y2apPHa0cdIBjAQRMvOoGIjtNebwuB/f33mn3lAbhYIKEcSJUEi4fyYOKYnZyczGY8+RUViRIltEkYtTQnSIgGIn1g1hcOC9VCixebDblBlXq1WSkXGs1Kq1yQLlUXRLrn5m2zdPv8/Ky7cdyu0xkaIyoPYDClGePxlGY86o2e4LC6+kVYFY8R0Vqgp/ug0eO8Ka/vjx1IcBWPjib6lnDjh0OeXdgAFg/b7W2bD1x3+PxwONw4HmqO5dUufJXnxldgrSBWZqlYTN+AIjKmaZ7xH+WZtO2w/3bl2yH85Oftt5Wdzc2XHy1ebu7sfF9ZYGfOJlgz2Hr3qTcYn9TbDjQQWevesEj6fD6/3+8EPfiTgaARLoUiQiiUCIcNI3wvmA74fMlAOh1I+ngrlbpscdMJasMbi127trz8XLO8fI2Vesa8KT42GC7lI8AnZ+IeV9SdW1q6AktL2azb7Y66XB6FyxWNRmWDHYiyBBZXr3ri2wdrjXr52UMtMsPDhsL+gYcvmTbkK+PxTAYPIxi8GzQMLZJWIsrkstcySbHSYt7/iGByOeULBMP5fCiEByJ4ZPHQImICqlrAAlgzBTfrp1HxRCSy3eEW12oOidXabO5QvJGemzjnHrAgEkkY1K87gYHVEXA6lYPXa+vYImCL2MRoih+TcCmBihLJKg1tArmcJSNDLqfmepHNIapbEo9E1ju74/WpA4/T0wkO/CgwUdGyoCWBItmSLzTSHH6KM8cumVRGiCCktkE8LpqIykURbaJCiwsmcZcbkQuIjqo7hxYzLaHBEhUPh7v74NVgMHCcnh78+rVuGNpCDfTEL+ikk2aqDgTSwbt3fJKgGDXIroBJIAmYIKIgVdphoScWIgB68HJR5CTkkLTI3OTWdYEJv9jMtzHBwoIlTUEkEpr2HgzWGw40fv/ulP4RNlChMjFBRCpzWqSIDqdODfNd39zEakmK7ZvOmym7OYjAooeXv1cw423dlVDGE81iIhoabLSPRQ6skYl4eDKRfCLxpvO4Wq46xOP1wW2bfL5U+vMDFVUctVvZj4EyQM62k5aAvExPQLb+Ul02rU1EURjOfzhBU2Mxk4ntFD+aytgURqK1IRp1oaIlTZcuZqVbNwpxI2bdzVhwISQyUMSFFix0UQaEQmtCP6bUxkBTiSltoDWJWurG99zrYPqkpelAwn3m3PfcM93XpAtMROOSKp88D9CDFyPKjZqo4UgQJYGJ9IhdPsJRH1EWeJyNhNFyRkLPxCHs+/r9x/PHT+PgrCQ+PFynRY2bP1bHKrKTShE/Virz43kg72yC31PeJe4HXmj4g0eS0YHfE9H6Il7bYg0PHcR0WEkR+HAlIMxZ7zW0UDfKf+zB2BjGWd8MTLgiQiTAjaCYrlMunUJsonDBit40m5fPyx0lAwNBCRYtgQ33Y06NaGW3bo2cQaCOmMhgAL7oxUl6qJ7I8X5o6B43ALvEYNAvYI+HDznlkZTSfcnPPBrl0RVhR9yfpAzDgMxZlrFoCa+CoeKwQF3OnKn9+tB4rUfC/n54JALR6NDp0OkQfgJXQqevSAtFE0cLJGV8b+M/LpE0OYeXgDUEZViA8n4pxx7ISMBeKaAeMb2QzxdgIMhTHiK8tworoGhfgEOQI65FT/n9PT1dXV0Prt6cREZmZnAg3tOAmkoJlw2LiNLx4ZSqqqKb1cyom6m1X7XcWrBVbb9sVhtm1RyqDTXaQzW3FYWH+HSfqihRoGBhQFOwxaSJx0nAFpU1EiErEbAWwzjY7W2iXWjYlri2818kJkR2SWBtYBIw+pQRlAPfyyIvxifvIiP370/MT4xfl2gprgtM0oiKkRIqquq0HUervbzSmHPnatXM8WY1M1g1s062pjXduYbCGjgxwzy+aADRHUB/D8MLu1g2io5cvNsiwFlboG+5coVWewMBe4l2V2z9RmKbDuzCFuUTnkjME9ksFve3yDpUlJEQNLq6epLwYBEeVH135p+8nx+/GMXpAaTKxj4yDxOAfmw4Jv462WzDzAyapvPmlem+rWYg4mitqmnCFtUwMGfgZjGR3qAsP7yisiYSWY+Fb6U9IoSpu0IVpe/LEn05ccGilRg0EgnL2kkkimQJDx0iO8WifXzwxC6lwyjEGu0h4QvL5fVkMomCgI+TPIL67k1g2roDB8FiuoNCfFjgfIaTkzVartPfctuvm66TedtwIaJm224VuhExLnlgzAPBXq4Km5zvmFxk414g4kN2lQroV1tkDxbpIGbbCY8CbcuY52nTIloqBAfqlB5BX5+lkn/hD4FpWQ+IXIXIlO/O2Pzo6Lg3a+Wog3ocNzbO9MYFOtarY6U67n0M71khNsAGQY8A8282RVUG+rC7OkdjBFzsKeIesUo5HIXQuVChzSUEQKjs8NZa0UU28khrcZNWb9+qU4m30x/a6/lNpfLyGq17IuKZwMePguPPTnXDAhk5zHWwwS1ZAh+BWDFWCLBKwLdfTnI8kOKdBCKyKoYqmtd5CQecOzREuNNBBE8HEDmBpB/kLdpmkTz3GvbAqZGnSuT2IdEl/yzNlsu5WVpb/zQ9/TOZ/E3LHSJTU3/JsL+XpsIwDuD7Hx6Xv+hUbmWnH8z9YJ2trUYb2yxtIyHsdBESdKQYkbfdLLqp6KqrNjgXEz0kcehmAy92MRi7sikqyDQE0YvCLvRGCyLo+7znTBt+xTk2kPPZc573ed85XtVxcHtz5szly+m0a7izIjxcjiMMPGva5wGR8zlfsL3F8yH2HlxssgFxu1CS/0eoGDRfiXiFAERmyFtAZgK3d7Hoo8dnZ34vL8+iHN19PeO0lIo4iUKhKomsLUgN6WBvqbpDK6EQGE70yDS6xHHr4YcPdx7z9m8offFiZ4+gP7gM/ccYvvAcNm8ifRwoMMQ4PH9tkg8QhqMigBwfcJjBgwYQFwLCgNuGzKLXf9MqOgOZpW1Pt69nUF6iJWcyShSVqvRrZWXlG3Zs0h6tbf9hCCQhZ299Dply3EOrPHiEj+poTA+lv+5j7eKgCQRFEHKIheCLtzYMrMAViPBNjeDlcNCXswaXF5AhSNqx99GADMvy9e+06PZ60ex9W7SKj2KLFndXF/nfEIX7+gdGUktU8Y+NEfmjVTxDJEk6IMKSVWUIUxgyNTXleIDcfRzh8ykeIvg9s7BD4y4Q7NwIAAIGCDCE+eJx9fkSbmMEioRIqQSLwHiskrDDjf1BmneVdpiBuQMIHwz3acs7uEEfe86P0w+PB7Pw0y4tf+ru/oTX3Nl4JFShypiA+C2IhLRoLSl6RDCczvoU8tRx/z6+znnUxcEdx++1drjbMFB4OHIMFCST8ynBkg4EFDEloOhqopQo6AklkYjph3osr2mJhKLcVpSbN5Wg5Rh0XweEpz0sSHs34wKEF7v1j/R9HNO3vwfPfs5s089weIs+zmwu07g8koqEJAHxtyGSSHKHqpW/JCBOBBDE8e4+vqSaZ8QFOBuN6MEOreFnDwdqu9lrV66Uy5quqk3T4zGuGWWjppiG2mwaqllQzbyiqHrJNLVYSeU3mk3VyPGK5YVD5h0bMmQFDhsi1r8NHhKbvHxvbBHR5npP/zq2L7S2H0+lIr2SvwNiO5K4Y+hPFd0DhwV5OjHteP/62ed781wMdvCptFKp0rdfXy6nIbEhubJWU9RmoXktYGQMrdDUVF1tqoe6ptYMASlrGiAGYPlmzacmLAd2RcMum8IIjrVHFA48rG+sD3pF8AwDNJuNpxYWIkhXb0hCf8BhxWKMjo4mR0dbLVTjEhAWpDgxPe24i1X41hEEEv/Yiyq1rvZGTg9dHBYSE9XQappq5M1AxlBrmmGWTPxVDwumbqgKQ/KoSEKvHeZNFUpVONwsAQQUYbEdgIhtgBdhj9frnhzgyHJ2JJ6CAMHDCYjtSMLAcdqZB2NiwqHk5+c+1EV3JBGJvyg4aL2INpJMObq90Os4YHquBTKZjFZ48iSGKP8nFkPDY+VCrXw50ei2REZRbAoz2CG7YcB1y5MCNMkEBIx4SkDQsBbED4aVTobtaN9az5+XHfP1uWKxzpOFMYLij/r9UZZ0nTrLnQILhhtWraBHSJQ8HMgJRwarVkIJY+0VEoS3kWgUxMKwA5ABvJ49dy4LETIpwzACRfwsQ6DAnQWKMwlIx20FyCWbcQzJP+c4isXi55dzopwisCAYn41G8kIXisInDTfKAkkQEi4JCsI5UQ84eO39R5fdtCgRxwEc9yoE0UF6giALogiCCiqLCEq6FBt0EKKDitYqG8qyxDYHlQkREq2FQuzBxS5ShDkhK8zAWiSGnnwF7aU3EXTo+/v/Z3Y2q29Ozm5tOx9/82A7BzjUgZAeS5gUBQT5ECSLOIDA0F1HooISOnFojoFA5yFkra0h/AT2yeOXrmKOc2E/EvUfvouXD3oQJEB0LmJ7HMoRkTcoUEhRiKNAUejWcQovLoY5L98QCQNREAiaQpoTCt08JI4z/4WodQVJBa6U2l/ffA3RBVXIlRBPDJmrsexgx5Cc3utPZGf37i241/VTQE5rCKHxJ8NUvIAcZQyHbygJazsgPgYJM6E5h4zhHxN5cPDgeDw+RGqIshdqERBJrvXXleTkvgN610LiE2hh4az/RisCBAltW3hAOepTwkyEEbH5IjmuIL5ErcOg0ImbOyDeNOZq5nLvlnOBTAZH5vttN2+n5MuYjh4P+5eWyEjO6ZF4oRAHiogOiJKIxdcg8U+yYSAEhG7d8iHkQUAQkLl5/E05lWIeXNnHgzENQiD8BONpLnCoXLp+9fAR+bEmZ+Czeib8IsUQB5sveRASjK+RkxgQNxh8JDsUEmJNH+csLiTkQuYd85TIcnY5S4HBr+lAmn5Xffyjxcj5Uun8lYVzkXucpbfyzwuvut1uOS2tSOlyucxnuC8jt2UmE/dWTaFQkKXAmk7+2KluVbdznLyztSzvv7MJ205k371pX1lTWaXza9f0aoaKa17WmkWPOp1OsVh8RNZmqZ3LZhPElb1YTGaSyYwqOea3CIv6i0WrnbKr8v1tvs+7t9X8i4evn3JbbPaTfnj9nM1mG88alRVo9SVunUWj0Y2NqOpuVLe62liqp8tfvpTTZZKXgVue6VoefK2mXoZR3zQNYzg0hoZhmKxvklptNd+7xePrrW/UWteltAIHENliymBBQuJAB2Wzb9u8iI6y2FXK17485P6jcGaquzzubqzCUNtXr7gQzdguuvpMIDgIRB3H0tJKQSCOM2FxRnETRnAYDAbRABkKxMTRWvcY8VQq3k9JsVhKPoxlMegCu6fJwXQ6HYx7yV6vJ5IeiI6sW0b/g804cqbB62Pxz77vx5xat15ho9mv2B62ii1iGl1iOyuNZ0DmGECiQFb0V4mBGo1GumAn7NEHe0Sf76x/Gw4/fQryANJqmQbBwBF362tCTD9RlhLE057AroGCJIvE7geDOp3edApl02ySaViP+GTRwmKYzZQda77p99/fH00mI+d57VWX44TjQCT1xk4JD38iosZeUfduG7L8ZtfeVRCGwTAM11bxeH8FJ4c6uHbSSRDESSdnxVUCHgbdnAoFL6J30Dvo4PsnrVTQwf1/aNPQDM3XHKaM1yF/KjImGQ4TghDCBZHJs1ukqY1R5YjK/hvjQnC5GASJ457nDbqsIFAQhJtCqmdxJQkOj5lMO/aErMhRnCbzZ55n9/nheLwswoRVbreBDd2UyTWlsMggNdbIivlEqyS90Uy05dYYRsRKzCi9iirIfif2qI1HCHJEFI4bj7hPDrR+6IBHIGdk3i/adbTbt0HDd5r/8H05RsMtDz5RE3zVKFH55CmllFJKKaWUUq/24JAAAAAAQND/174wAQAAAAAAAAAwCqCi5ZfRKSZBAAAAAElFTkSuQmCC",
+  "description": "Displays a latest pressure telemetry data in a horizontal layout with background.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 5,
+    "sizeY": 1.5,
+    "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: '130px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'pressure', label: 'Pressure', 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\":\"Pressure\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":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\":\"compress\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1000,\"color\":\"#DE2343\"},{\"from\":1000,\"to\":1020,\"color\":\"#7CC322\"},{\"from\":1020,\"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\":1000,\"color\":\"#DE2343\"},{\"from\":1000,\"to\":1020,\"color\":\"#7CC322\"},{\"from\":1020,\"to\":null,\"color\":\"#DE2343\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Horizontal pressure card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"hPa\",\"decimals\":0,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "pressure"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/humidity_progress_bar_with_background.json b/application/src/main/data/json/system/widget_types/humidity_progress_bar_with_background.json
index e5b42cce70..697d527eea 100644
--- a/application/src/main/data/json/system/widget_types/humidity_progress_bar_with_background.json
+++ b/application/src/main/data/json/system/widget_types/humidity_progress_bar_with_background.json
@@ -17,7 +17,7 @@
     "settingsDirective": "tb-progress-bar-widget-settings",
     "hasBasicMode": true,
     "basicModeDirective": "tb-progress-bar-basic-config",
-    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"humidity\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"layout\":\"default\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":24,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":20,\"color\":\"#DE2343\"},{\"from\":20,\"to\":40,\"color\":\"#F89E0D\"},{\"from\":40,\"to\":60,\"color\":\"#5579E5\"},{\"from\":60,\"to\":80,\"color\":\"#2B54CE\"},{\"from\":80,\"to\":100,\"color\":\"#224AC2\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 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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\":20,\"color\":\"#DE2343\"},{\"from\":20,\"to\":40,\"color\":\"#F89E0D\"},{\"from\":40,\"to\":60,\"color\":\"#5579E5\"},{\"from\":60,\"to\":80,\"color\":\"#2B54CE\"},{\"from\":80,\"to\":100,\"color\":\"#224AC2\"}]},\"barBackground\":\"rgba(0, 0, 0, 0.04)\"},\"title\":\"Humidity\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"%\",\"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\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"titleIcon\":\"mdi:water-percent\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"18px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null},\"titleColor\":\"rgba(0, 0, 0, 0.87)\"}"
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"humidity\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 7;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 0;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"layout\":\"default\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":24,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":0,\"to\":20,\"color\":\"#DE2343\"},{\"from\":20,\"to\":40,\"color\":\"#F89E0D\"},{\"from\":40,\"to\":60,\"color\":\"#5579E5\"},{\"from\":60,\"to\":80,\"color\":\"#2B54CE\"},{\"from\":80,\"to\":100,\"color\":\"#224AC2\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"barColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":0,\"to\":20,\"color\":\"#DE2343\"},{\"from\":20,\"to\":40,\"color\":\"#F89E0D\"},{\"from\":40,\"to\":60,\"color\":\"#5579E5\"},{\"from\":60,\"to\":80,\"color\":\"#2B54CE\"},{\"from\":80,\"to\":100,\"color\":\"#224AC2\"}]},\"barBackground\":\"rgba(0, 0, 0, 0.1)\"},\"title\":\"Humidity\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"%\",\"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\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"titleIcon\":\"mdi:water-percent\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"18px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null},\"titleColor\":\"rgba(0, 0, 0, 0.87)\"}"
   },
   "externalId": null,
   "tags": [
diff --git a/application/src/main/data/json/system/widget_types/pressure_card.json b/application/src/main/data/json/system/widget_types/pressure_card.json
new file mode 100644
index 0000000000..db557728f5
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/pressure_card.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "pressure_card",
+  "name": "Pressure card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a latest pressure 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: 'pressure', label: 'Pressure', 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\":\"Pressure\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":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\":\"compress\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1000,\"color\":\"#D81838\"},{\"from\":1000,\"to\":1020,\"color\":\"#80C32C\"},{\"from\":1020,\"to\":null,\"color\":\"#D81838\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"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\":1000,\"color\":\"#D81838\"},{\"from\":1000,\"to\":1020,\"color\":\"#80C32C\"},{\"from\":1020,\"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\":\"Pressure card\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"hPa\",\"decimals\":0,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "pressure"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/pressure_card_with_background.json b/application/src/main/data/json/system/widget_types/pressure_card_with_background.json
new file mode 100644
index 0000000000..b7d75d7426
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/pressure_card_with_background.json
@@ -0,0 +1,28 @@
+{
+  "fqn": "pressure_card_with_background",
+  "name": "Pressure card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a latest pressure 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: 'pressure', label: 'Pressure', 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\":\"Pressure\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":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\":\"compress\",\"iconColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1000,\"color\":\"#DE2343\"},{\"from\":1000,\"to\":1020,\"color\":\"#7CC322\"},{\"from\":1020,\"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\":1000,\"color\":\"#DE2343\"},{\"from\":1000,\"to\":1020,\"color\":\"#7CC322\"},{\"from\":1020,\"to\":null,\"color\":\"#DE2343\"}]},\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\"},\"dateColor\":{\"type\":\"constant\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Pressure card with background\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"hPa\",\"decimals\":0,\"useDashboardTimewindow\":true,\"showLegend\":false,\"widgetStyle\":{},\"actions\":{},\"configMode\":\"basic\",\"displayTimewindow\":true,\"margin\":\"0px\",\"borderRadius\":\"0px\",\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"showTitleIcon\":false,\"titleTooltip\":\"\",\"titleFont\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1.6\"},\"titleIcon\":\"\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"14px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null}}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "pressure"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/pressure_chart_card.json b/application/src/main/data/json/system/widget_types/pressure_chart_card.json
new file mode 100644
index 0000000000..055e80730d
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/pressure_chart_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "pressure_chart_card",
+  "name": "Pressure chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays a pressure 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: 'pressure', label: 'Pressure', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'hPa', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'pressure', 'hPa');\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\":\"Pressure\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"hPa\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"#4caf50\",\"settings\":{\"position\":\"center\",\"font\":{\"size\":52,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"1\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1000,\"color\":\"#D81838\"},{\"from\":1000,\"to\":1020,\"color\":\"#80C32C\"},{\"from\":1020,\"to\":null,\"color\":\"#D81838\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"showArrow\":false},\"_hash\":0.9408410830697858,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"hPa\",\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta percent\",\"color\":\"#f44336\",\"settings\":{\"position\":\"rightTop\",\"font\":{\"size\":14,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"20px\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"rangeList\":[{\"from\":null,\"to\":0,\"color\":\"#198038\"},{\"from\":0,\"to\":0,\"color\":\"rgba(0, 0, 0, 0.87)\"},{\"from\":0,\"to\":null,\"color\":\"#D12730\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', '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\":\"hPa\",\"decimals\":1,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1691927717318,\"endTimeMs\":1692014117318},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":null,\"padding\":\"0\",\"settings\":{\"stack\":false,\"fontSize\":10,\"fontColor\":\"#545454\",\"showTooltip\":true,\"tooltipIndividual\":false,\"tooltipCumulative\":false,\"hideZeros\":false,\"grid\":{\"verticalLines\":true,\"horizontalLines\":true,\"outlineWidth\":1,\"color\":\"#545454\",\"backgroundColor\":null,\"tickColor\":\"#DDDDDD\"},\"xaxis\":{\"title\":null,\"showLabels\":true,\"color\":\"#545454\"},\"yaxis\":{\"min\":null,\"max\":null,\"title\":null,\"showLabels\":true,\"color\":\"#545454\",\"tickSize\":null,\"tickDecimals\":0,\"ticksFormatter\":\"\"},\"shadowSize\":4,\"smoothLines\":false,\"comparisonEnabled\":false,\"xaxisSecond\":{\"axisPosition\":\"top\",\"title\":null,\"showLabels\":true},\"showLegend\":true,\"legendConfig\":{\"direction\":\"column\",\"position\":\"bottom\",\"sortDataKeys\":false,\"showMin\":false,\"showMax\":false,\"showAvg\":true,\"showTotal\":false,\"showLatest\":false},\"customLegendEnabled\":false,\"showSubtitle\":true,\"subtitle\":\"${entityName}\",\"subtitleFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"subtitleColor\":\"rgba(0, 0, 0, 0.38)\",\"showDate\":true,\"dateFormat\":{\"format\":null,\"lastUpdateAgo\":true,\"custom\":false},\"dateFont\":{\"family\":\"Roboto\",\"size\":12,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"dateColor\":\"rgba(0, 0, 0, 0.38)\",\"showChart\":true,\"chartColor\":\"rgba(0, 0, 0, 0.87)\",\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Pressure\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"compress\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"24px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":false,\"displayTimewindow\":true,\"decimals\":0,\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"24px\",\"icon\":null,\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":false},\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "pressure"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/pressure_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/pressure_chart_card_with_background.json
new file mode 100644
index 0000000000..b0477cc2e1
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/pressure_chart_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "pressure_chart_card_with_background",
+  "name": "Pressure chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays a pressure 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: 'pressure', label: 'Pressure', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)', units: 'hPa', decimals: 0 }\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent, configData) {\n            return configComponent.createDefaultAggregatedValueLatestDataKeys(configData, 'pressure', 'hPa');\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\":\"Pressure\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"hPa\",\"decimals\":0,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]},\"latestDataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Latest\",\"color\":\"#4caf50\",\"settings\":{\"position\":\"center\",\"font\":{\"size\":52,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"1\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1000,\"color\":\"#DE2343\"},{\"from\":1000,\"to\":1020,\"color\":\"#7CC322\"},{\"from\":1020,\"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() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":\"hPa\",\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Delta percent\",\"color\":\"#f44336\",\"settings\":{\"position\":\"rightTop\",\"font\":{\"size\":14,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"20px\"},\"color\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.38)\",\"rangeList\":[{\"from\":null,\"to\":0,\"color\":\"#198038\"},{\"from\":0,\"to\":0,\"color\":\"rgba(0, 0, 0, 0.87)\"},{\"from\":0,\"to\":null,\"color\":\"#D12730\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', '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\":\"hPa\",\"decimals\":1,\"usePostProcessing\":null,\"postFuncBody\":null}]}],\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1691927717318,\"endTimeMs\":1692014117318},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 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\",\"imageUrl\":null,\"color\":\"#fff\",\"overlay\":{\"enabled\":true,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"autoScale\":true},\"title\":\"Pressure\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"compress\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"24px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":false,\"displayTimewindow\":true,\"decimals\":0,\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"24px\",\"icon\":null,\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":false},\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "pressure"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/pressure_progress_bar.json b/application/src/main/data/json/system/widget_types/pressure_progress_bar.json
new file mode 100644
index 0000000000..1c7c5fce59
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/pressure_progress_bar.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "pressure_progress_bar",
+  "name": "Pressure progress bar",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays pressure reading as a horizontal progress bar. Allows to configure value range, bar colors, and other settings.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 3,
+    "sizeY": 2,
+    "resources": [],
+    "templateHtml": "<tb-progress-bar-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-progress-bar-widget>",
+    "templateCss": "",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.progressBarWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.progressBarWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '280px',\n        previewHeight: '180px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'pressure', label: 'Pressure', type: 'timeseries' }];\n        }\n    };\n};\n\n\nself.onDestroy = function() {\n};\n",
+    "settingsSchema": "",
+    "dataKeySettingsSchema": "",
+    "settingsDirective": "tb-progress-bar-widget-settings",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-progress-bar-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Pressure\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"layout\":\"default\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":24,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1000,\"color\":\"#D81838\"},{\"from\":1000,\"to\":1020,\"color\":\"#80C32C\"},{\"from\":1020,\"to\":null,\"color\":\"#D81838\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"tickMin\":870,\"tickMax\":1085,\"showTicks\":true,\"ticksFont\":{\"family\":\"Roboto\",\"size\":11,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"400\",\"lineHeight\":\"16px\"},\"ticksColor\":\"rgba(0,0,0,0.54)\",\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}},\"barColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":null,\"to\":1000,\"color\":\"#D81838\"},{\"from\":1000,\"to\":1020,\"color\":\"#80C32C\"},{\"from\":1020,\"to\":null,\"color\":\"#D81838\"}]},\"barBackground\":\"rgba(0, 0, 0, 0.04)\"},\"title\":\"Pressure\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"hPa\",\"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\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"titleIcon\":\"compress\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"18px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null},\"titleColor\":\"rgba(0, 0, 0, 0.87)\"}"
+  },
+  "externalId": null,
+  "tags": [
+    "progress",
+    "weather",
+    "environment",
+    "pressure"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/pressure_progress_bar_with_background.json b/application/src/main/data/json/system/widget_types/pressure_progress_bar_with_background.json
new file mode 100644
index 0000000000..ac4fd7fd6b
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/pressure_progress_bar_with_background.json
@@ -0,0 +1,29 @@
+{
+  "fqn": "pressure_progress_bar_with_background",
+  "name": "Pressure progress bar with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays pressure reading as a horizontal progress bar with background. Allows to configure value range, bar colors, and other settings.",
+  "descriptor": {
+    "type": "latest",
+    "sizeX": 3,
+    "sizeY": 2,
+    "resources": [],
+    "templateHtml": "<tb-progress-bar-widget \n    [ctx]=\"ctx\"\n    [widgetTitlePanel]=\"widgetTitlePanel\">\n</tb-progress-bar-widget>",
+    "templateCss": "",
+    "controllerScript": "self.onInit = function() {\n    self.ctx.$scope.progressBarWidget.onInit();\n};\n\nself.onDataUpdated = function() {\n    self.ctx.$scope.progressBarWidget.onDataUpdated();\n};\n\nself.typeParameters = function() {\n    return {\n        maxDatasources: 1,\n        maxDataKeys: 1,\n        singleEntity: true,\n        previewWidth: '280px',\n        previewHeight: '180px',\n        embedTitlePanel: true,\n        defaultDataKeysFunction: function() {\n            return [{ name: 'pressure', label: 'Pressure', type: 'timeseries' }];\n        }\n    };\n};\n\n\nself.onDestroy = function() {\n};\n",
+    "settingsSchema": "",
+    "dataKeySettingsSchema": "",
+    "settingsDirective": "tb-progress-bar-widget-settings",
+    "hasBasicMode": true,
+    "basicModeDirective": "tb-progress-bar-basic-config",
+    "defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Pressure\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.2392660816082064,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":null,\"decimals\":null,\"usePostProcessing\":null,\"postFuncBody\":null}],\"alarmFilterConfig\":{\"statusList\":[\"ACTIVE\"]}}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"rgba(0, 0, 0, 0)\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"0px\",\"settings\":{\"layout\":\"default\",\"autoScale\":true,\"showValue\":true,\"valueFont\":{\"family\":\"Roboto\",\"size\":24,\"sizeUnit\":\"px\",\"style\":\"normal\",\"weight\":\"500\",\"lineHeight\":\"32px\"},\"valueColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"rangeList\":[{\"from\":null,\"to\":1000,\"color\":\"#DE2343\"},{\"from\":1000,\"to\":1020,\"color\":\"#7CC322\"},{\"from\":1020,\"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}},\"barColor\":{\"type\":\"range\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\",\"rangeList\":[{\"from\":null,\"to\":1000,\"color\":\"#DE2343\"},{\"from\":1000,\"to\":1020,\"color\":\"#7CC322\"},{\"from\":1020,\"to\":null,\"color\":\"#DE2343\"}]},\"barBackground\":\"rgba(0, 0, 0, 0.1)\"},\"title\":\"Pressure\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"units\":\"hPa\",\"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\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"titleIcon\":\"compress\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"iconSize\":\"18px\",\"timewindowStyle\":{\"showIcon\":true,\"iconSize\":\"14px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":null,\"weight\":null,\"style\":null,\"lineHeight\":\"1\"},\"color\":null},\"titleColor\":\"rgba(0, 0, 0, 0.87)\"}"
+  },
+  "externalId": null,
+  "tags": [
+    "progress",
+    "weather",
+    "environment",
+    "pressure"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_pressure_chart_card.json b/application/src/main/data/json/system/widget_types/simple_pressure_chart_card.json
new file mode 100644
index 0000000000..5813b377cd
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_pressure_chart_card.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "simple_pressure_chart_card",
+  "name": "Simple pressure chart card",
+  "deprecated": false,
+  "image": "data:image/png;base64,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",
+  "description": "Displays historical pressure values as a simplified chart. Optionally may display the corresponding latest pressure 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: 'pressure', label: 'Pressure', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'pressure', 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\":\"Pressure\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":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() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\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\":1000,\"color\":\"#D81838\"},{\"from\":1000,\"to\":1020,\"color\":\"#80C32C\"},{\"from\":1020,\"to\":null,\"color\":\"#D81838\"}],\"colorFunction\":\"var temperature = value;\\nif (typeof temperature !== undefined) {\\n  var percent = (temperature + 60)/120 * 100;\\n  return tinycolor.mix('blue', 'red', percent).toHexString();\\n}\\nreturn 'blue';\"},\"background\":{\"type\":\"color\",\"color\":\"#fff\",\"overlay\":{\"enabled\":false,\"color\":\"rgba(255,255,255,0.72)\",\"blur\":3}}},\"title\":\"Pressure\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"compress\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"18px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":true,\"decimals\":0,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"hPa\",\"displayTimewindow\":true,\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1697382151041,\"endTimeMs\":1697468551041},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"timewindowStyle\":{\"showIcon\":false,\"iconSize\":\"24px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":true}}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "pressure"
+  ]
+}
\ No newline at end of file
diff --git a/application/src/main/data/json/system/widget_types/simple_pressure_chart_card_with_background.json b/application/src/main/data/json/system/widget_types/simple_pressure_chart_card_with_background.json
new file mode 100644
index 0000000000..817dd610e2
--- /dev/null
+++ b/application/src/main/data/json/system/widget_types/simple_pressure_chart_card_with_background.json
@@ -0,0 +1,31 @@
+{
+  "fqn": "simple_pressure_chart_card_with_background",
+  "name": "Simple pressure chart card with background",
+  "deprecated": false,
+  "image": 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",
+  "description": "Displays historical pressure values as a simplified chart with background. Optionally may display the corresponding latest pressure 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: 'pressure', label: 'Pressure', type: 'timeseries', color: 'rgba(0, 0, 0, 0.87)'}\n            ];\n        },\n        defaultLatestDataKeysFunction: function(configComponent) {\n            return [{ name: 'pressure', 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\":\"Pressure\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"settings\":{},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\n}\\nreturn value;\",\"aggregationType\":null,\"units\":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() * 80 - 40;\\nif (value < 980) {\\n\\tvalue = 980;\\n} else if (value > 1040) {\\n\\tvalue = 1040;\\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\":1000,\"color\":\"#DE2343\"},{\"from\":1000,\"to\":1020,\"color\":\"#7CC322\"},{\"from\":1020,\"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\":\"Pressure\",\"dropShadow\":true,\"enableFullscreen\":false,\"titleStyle\":null,\"mobileHeight\":null,\"configMode\":\"basic\",\"actions\":{},\"showTitleIcon\":true,\"titleIcon\":\"compress\",\"iconColor\":\"rgba(0, 0, 0, 0.87)\",\"titleFont\":{\"size\":16,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"500\",\"style\":\"normal\",\"lineHeight\":\"24px\"},\"iconSize\":\"18px\",\"titleTooltip\":\"\",\"widgetStyle\":{},\"widgetCss\":\"\",\"pageSize\":1024,\"noDataDisplayMessage\":\"\",\"useDashboardTimewindow\":true,\"decimals\":0,\"titleColor\":\"rgba(0, 0, 0, 0.87)\",\"borderRadius\":null,\"units\":\"hPa\",\"displayTimewindow\":true,\"timewindow\":{\"hideInterval\":false,\"hideLastInterval\":false,\"hideQuickInterval\":false,\"hideAggregation\":false,\"hideAggInterval\":false,\"hideTimezone\":false,\"selectedTab\":1,\"history\":{\"historyType\":2,\"timewindowMs\":60000,\"interval\":43200000,\"fixedTimewindow\":{\"startTimeMs\":1697382151041,\"endTimeMs\":1697468551041},\"quickInterval\":\"CURRENT_MONTH_SO_FAR\"},\"aggregation\":{\"type\":\"AVG\",\"limit\":25000}},\"timewindowStyle\":{\"showIcon\":false,\"iconSize\":\"24px\",\"icon\":\"query_builder\",\"iconPosition\":\"left\",\"font\":{\"size\":12,\"sizeUnit\":\"px\",\"family\":\"Roboto\",\"weight\":\"400\",\"style\":\"normal\",\"lineHeight\":\"16px\"},\"color\":\"rgba(0, 0, 0, 0.38)\",\"displayTypePrefix\":true}}"
+  },
+  "externalId": null,
+  "tags": [
+    "weather",
+    "environment",
+    "pressure"
+  ]
+}
\ No newline at end of file