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Open-source IoT Platform - Device management, data collection, processing and visualization.
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Create tag ${ searchTerm }
Create branch ${ searchTerm }
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thingsboard/application/src/main/data/json/system/widget_bundles/charts.json

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{
"widgetsBundle": {
"alias": "charts",
"title": "Charts",
"image": 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",
"description": "Display timeseries data using customizable line and bar charts. Use various pie charts to display latest values."
},
"widgetTypes": [
{
"alias": "bars",
"name": "Bars",
"image": "data:image/png;base64,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",
"description": "Displays latest values of the attributes or timeseries data for multiple entities as separate bars.",
"descriptor": {
"type": "latest",
"sizeX": 7,
"sizeY": 5,
"resources": [
{
"url": "https://cdnjs.cloudflare.com/ajax/libs/Chart.js/2.3.0/Chart.min.js"
}
],
"templateHtml": "<canvas id=\"barChart\"></canvas>\n",
"templateCss": "",
"controllerScript": "self.onInit = function() {\n var barData = {\n labels: [],\n datasets: []\n };\n \n for (var i = 0; i < self.ctx.datasources.length; i++) {\n var datasource = self.ctx.datasources[i];\n for (var d = 0; d < datasource.dataKeys.length; d++) {\n var dataKey = datasource.dataKeys[d];\n var units = dataKey.units && dataKey.units.length ? dataKey.units : self.ctx.units;\n units = units ? (' (' + units + ')') : '';\n var dataset = {\n label: dataKey.label + units,\n data: [0],\n backgroundColor: [dataKey.color],\n borderColor: [dataKey.color],\n borderWidth: 1\n }\n barData.datasets.push(dataset);\n }\n }\n\n var ctx = $('#barChart', self.ctx.$container);\n self.ctx.chart = new Chart(ctx, {\n type: 'bar',\n data: barData,\n options: {\n responsive: false,\n maintainAspectRatio: false,\n scales: {\n yAxes: [{\n ticks: {\n beginAtZero:true\n }\n }]\n }\n }\n });\n \n self.onResize();\n}\n\nself.onDataUpdated = function() {\n var c = 0;\n for (var i = 0; i < self.ctx.chart.data.datasets.length; i++) {\n var dataset = self.ctx.chart.data.datasets[i];\n var cellData = self.ctx.data[i]; \n if (cellData.data.length > 0) {\n var decimals;\n if (typeof cellData.dataKey.decimals !== 'undefined' \n && cellData.dataKey.decimals !== null ) {\n decimals = cellData.dataKey.decimals; \n } else {\n decimals = self.ctx.decimals;\n }\n var tvPair = cellData.data[cellData.data.length - 1];\n var value = self.ctx.utils.formatValue(tvPair[1], decimals);\n dataset.data[0] = parseFloat(value);\n }\n }\n self.ctx.chart.update();\n}\n\nself.onResize = function() {\n self.ctx.chart.resize();\n}\n\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}\n",
"defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"First\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.15479322438769105,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Second\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.545701115289893,\"funcBody\":\"var value = (prevValue-20) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+20;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Third\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.2592906835158064,\"funcBody\":\"var value = (prevValue-40) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+40;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Fourth\",\"color\":\"#ffc107\",\"settings\":{},\"_hash\":0.12880275585455747,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{},\"title\":\"Bars - Chart.js\"}"
}
},
{
"alias": "doughnut_chart_js",
"name": "Doughnut",
"image": "data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAACgCAIAAADGnbT+AAAABmJLR0QA/wD/AP+gvaeTAAAR7UlEQVR42u2deXhU1RXA+a/a3a+t1mr/qGtxLVYtiBUtqK2y77IpCLIFimUTlU9FQOGDAhVZJGEJiyBgVkhCzE5WkpB9IyEhZCf77G/mvdvzmDgzSSZhmLzz3n1v7vnOH36I5s28X+49+xlEmDBBkEHsK2DCwJJDytrKd2Xv3pj2xdrEDxf/sGzW+Xemh89y1YmhU+dEzFvyw/I1ies2pG76b+auI4VHL1RF598ouGFsFojAvkPfBYvjSX4Tf6KQ+yjePPa0wT+Hc/yrghuFo4PGe60TQ6csi12xK/uriMrIivYKK29jYGlcbAK53GDbdcky6XvjI/t0f9rj1A/izI6/1mBoHAhYvTibujrhg2PFJ0paSnmBZ2BpRzrMwulizi/KNCRA7wqTq84IMTr+vslqkhAsV33r3Oytl7bHVsfpOT0DS61isZGYKuvKGNNj3+j64smhwwOdb1oQBCSwHDohZMrm9C2pdWlW3srAUo2A8bQ2zvyUv/6WPDn0wb06s4stNDdyPjZbP55hs77O2VvRfpWBRa/wgnhEzQo1es6Tq5a3OQ2grRnb5QHLoR8mrU+rT4fDkoFFkRitJCCXe+mYwTuk7Bpb5byVgstDZAbLrgsuLA6rOGexWRhYCouVJxAyGHpEPxCk7HoozxlxyGrIVgQsu848P+d02VmO5xhYylx858qtLx83DBwpu36W5Iw4XO+sURAsu86LWhBRGaXeCIUqwUqvtb12UjKk7Do33Blx0HF6xcGyq1/MisLmIgYWurSbhQ0XzeDESUsV6KgTBpfjkKcELNAxQRMga9Ru7mBgoQj4S6eKuGcO6iVHyq6P7tfxLj7Z1LAZ9LAFCjlKuBlVlIhUB1gNemGmt3EEz7Wm0/naPk3dQBVYdl2f/GmLqZWBJY1EXbXiHVSumlLjDJIeL/6WQrBAZ5ybk16fwcAakEA0HCyqB/CRsuvJIqeHn1ybQidYdgWry2wzM7C8kWsdvOSuX/+6JdUZmbzaXkkzWHaHscHQwMC6PblUZ3v2kF5OqkCXRpkcD9BmbqccLPu1mN9cwMDyVOBK6lEvJY+O/s7gEtO30g8W6LjgSeEV5xlYt46ng1ElP1J2fdK/W5nU2JCJqmAL9EBeAG0JbIrAggrPVTEmpaiya6vJ+XpWxq9RC1igWy9to6oMmhawoAh9UaTCVIFC7bLjkfzzDqoILNBNaV/SUzlIBVhQ9zInzKg4VaAhZc4XE3MtTl1ggX6S8hklVTeDaKBqahAVVIFCq4XjwYpbSlQHFui6pI9pYEthsKCgat45EyVUgUKNvOPZoElQjWCBfpa60SbYfBcssJNXx5rpoQp08vdGl7i/WaVggW7P3KFsxlpJsDYl00UV6POHXdp1iKBesEAPFwb6IlgBORxtVIFCXtLAOX/RF0UvVTVboRXhvgVW8nXbQ3t1FIIFWtzsrAaGIQ6qBmts8MTLjTm+AlatTvir7HlAzzXyqjPiANkSVYN1szXjbfBCtA8WVMKMOW2glqrHD+iDSp1gGThDja623dzuCDyCJ99p6YQ/hGAEtDKfLQv6X/bXMJdmcth0atmCFIL8PT9yg0WbGwgKPdNLokzHC7miZt7mbVMMlMlXdlTChJkv0rdOC59BG1u7L+/RMljh5VZ6eIKq1PWJ5rRam03qDiuIIeXdyN+Tsx+mgNDD1sXaZG2C1WQQ5KkwvqXf93aYMbrSasXv2IMLFK5LKFSHThsKjK05cKdrEKz55xWOsEON17p4c1mrAi2g1zqvgSk2PmSy4llqrYH1XbGSUauH9unAtrveqXBXcaOhcUfWLggBKMhWbHW8dsBqNAhP+it2CcJQtSutFDWqw+kFs2WUAmtpzHJ5SgLlAGulQuV7kJ8JLaNxshkki+DkgLG5ciIFFzEkeWBeoUZOrOwG2wNKULUowuRaDkqhdFg6wOiRq05rA8TetOMVQg37uDNyh0NhNuSpItXMAIqsvDA5FDG4Ov/CQhjpprXIO/TbyEzVsEB9XpPKRv9AZHVe1HuSIwUDm08Un7TYev2OCYItKc4aHaFWsCB7I8lINM91SpCxxajKaYsQYYJ1BBJSBQmAJmOTmzukstw4a4J+5POGmeOIlVMlWEfyZT2uIOxpUvMMYoimwijlgSO1MHpJZkO2mx9gMpq3bgCkHMqFnlEfWNB18+JR+Y4rqG82q38FBOSCoPLTa6QgRwnTU900gfE8F3pW/+pQV6rEQ2vKG8RsUhlYxwrkO66WXTBZtbLzAYJM2zN3ejGcDUKvraY2N3dfSaFx6hs9kHIeWkGn1ASWVcbjCsIKNm2tRYJz6/PUzZ5TtSJuJdTwuGG0s8P00X/6Qqrr0Jo5Hs4z1YAFYUnZpi24VhJrRsCV88SWh6Eg4pi/3pF0m407Gdg/Ug61XYxXDVjTgo3yBNbrdJrd4QZ+4tzIBf3UHENZTqdF5+bAy88xTHzNQ6pATe8vVAdYkJiTIdT+5/3d2uE1KbAKZVLotN5UvR+/qrS1zM3d19JsXPGe50g5lC8rUQFYMDBd5ul7GhaIy7siBQs446oT3DQMWjnLob1eIGVXy1fbaAcLIkl/CUA322eHGn1njennaZvtKeSDBYeNVqObuy8zXT/6Za+pEk348aMIZ6EarGB8s/3pAH29zofW48KEdxhRVKOrcXP31dUaF84aCFIOtSbGUg3Wwgj0CpmzJVbCxGy27NoiCVJdJvzHK+kFCzx/T7ZODkRh2pGvIwUp5IQY/esvSEiVqK8PF/Q6SsE6j9yEA85mfhPv01DV1RjnTZMYKcdtGHeBUrCWX8C9B/2iTL5MFRd2Fgkpu5o3racRLMg6P3FAj9oQUdHm28dVfa30N6CrbzhuJLFaqQMrs96GelytiTUTnxfzto2oh5YtJ4s6sHZnWlDBKm3hGVh81VX9qL/hgcUF+lMH1mzM7Vyug/Z8XExr/PDAMq32owssqJN5HNPA+r6Uxa5+jLMnxSHehm+OkMrMkgasLEwDa0iA3sS4cv4Sc4YJr+KxxRcVUATWwVzEetFPEpnZ3k0sO7cgmlkS1ZRKA9baOMSKhoRqG4Op222YlY4Yzdq+mSKwJpzFstwHf6Nj92Cv29BqGD8SCSyj31xawIJKAzzLfW448wfdBbQ2rMMKk44eQQSeCrCqO3i8e/BwHscw6i1c8GlE+732OhVgxVYh5p7LWFzUbaS04gpi/D0rnQqw8FoIH92vszGu3NsfPNxZWGUOEWFUgLUjAyuZ88YpA0OoLwErGyvicOQAFWDBYE8ksFZEmxhAfdrv2zdjRRy2baQCLLy9cHuzLQygPu33b49gZQzXraACLLxNE5EVLITVdzArPhorlLV8PhVgjTiGBVZqLYu59x1/L8jFAuvd6VSAhTddrfAG8wn7jjhcv4YVI50+hgqw8PZNKD6ZneqAQ3sbFlhjXqECLLx8TodZYACpVCQA6+F9WGF3Fh31abDwZstocvYVA8tTgYlCSGA1GxlYPgzWkABmvCsSIW0iCT9B0eR7qADrhUA9K21QQAzFWGClP0wFWKNOYAVIsxtYgLRvaU/CAivzOSrAwkvphJSxlE7fcuMsFlg5I6kAC1ZCIIG1M4MlofuW6i1YYBVMogIsvBadf7OymX6kdAEWWCV0JKF3XsIq9INLlvHTp1wegQVW1edUgHUKbXcczEXiWSTLrQgcSboLC6yGY1SAlViN2F/v4yP8+hRdFhZVoO3JVIB1tQ2x/Wv/ZWa/u5PafYhgWeqoAAt2JOHNtH2HNay6lcKpWFQl/ZoQgQqwQMafwYo4ALIcuwx7GlgWcvG3WGBlD5fkGaUBC69RBzSlhsXfu0tbHOI9WOZHEViBmFt62fTRngLvHg+s+kMUgXWpDtExhKADK8zqdg+m3IsIlj6PIrAsNjIYcycFW3PiFLwUod1yF2gaFQkyIwRxuC38zxlRXZL3L0SwckZJ9ZjqGMf94F5dWStzDgnRF5CEOxDBuvYldWBlIS8QWM4S0iCQHsajCrQzkzqwrMgrT9ihRUxVJPEXiFSl/AHaYKkDC2RxpIkdWohS/DbucVU8R8KHlRKssCu4a+XEQ8tnq+D1+SThTlywGk9QChZEmwYjL8KcGuSbHWECyX0dl6qkXxFrO6VggSyKRF/de7zQ98bdNhzFpQq0aJa0jywxWKH4y8af8tc36H3p2OKaScp96GA1h1INFtyG8OKx2YKV5j50CUJrAzZVyfeKmSKawQKB1TfYYIHCqGaf4Aq1oM+hV5ZJ/uDSgwWOmwxgPbJPB5lvjVMF9ceQvEMH6w5iKFQBWCDTgo0ysPXcIX29TrvGlqWBpD0gx3EFyUcEQQEr9IpVBrBAYTmURZPHFm8il1+SgyrRbA9XDVhQTDw8UC8PW/PPm7RWuwytXfkTZKIqY7CEaRx0sAjmHpTeukBLbAk2UjRbJqpAa/cgfQ4ssOBNv3hULxtbsH1OC3cinFXYCUFXTXuI8GaVgUWQC+F76xG1L6CDd4zX1OW+vP0g3qdBBAuOkGFyWVpjTxvU3YwP4/lyXpGVqozHxANSjWARzLEOrvrMQZ1R1TXxuhxxiJ6cVEldyyA3WHCK4PWydtXS7NHV9YhmXd9B6g6ohqo6f1mioN01a5joJagXLJC8Jh7qqPDAyugRf28O6apbKpgspm8pv/4KJsqNlKh3ks4M7A83SIYvcFUMVi3NkfzuVoI+l1z8jfMbTP0jaTguySQCyd0/8SZKuV8JqqDXeYkMn1AOsJoMwpMIJQ+re3RIWxpF/7n395j7KkYuzHuBThsY8qkIUvbCdq5FI2CBfFfM4bqB/edAEn9KSuYR01WFkYIHKHlXfBilqBJDDIfl+ayDZPtWJSwuHdLbDSyZe+vvNPHnpHSheGDIL4YiUrpIfAAFkQKFTJFchoF8YLUYBahHQHEDq7feXpUI5PPBxhfwR7rBj7gRTHL/idtl6ukleL/oLsglg+T8vY2osCK6gV6UTYIZCyOBJI8TwviDtnhStlj8EYrz5Ph1ajkn57seJPOdADOJBkLV4bx+3UDvFIaYQS6ldr8YqPR6JAb8hzCnBQo+C6aQ5Lup4QmxRpQusMw2Mu6Ml5ssVsaYPHIDB9QFdZc45rr0PfF6hbkuHSnEUCLeINZWYtPf9BKMxFIv/mFHGmk6JU7xh2Pv8t8VCHLeVjiUN2ocLDHUrBOevX1jq5cbaJavFE7VCsE883X537ICYIFk1ttuay8ruIGGHoYQ+HcMGk8c4fZERV6xMmCBHMzlBuAGbmHQeKTK5UwVAwvkixSLV25gKPoUA21oxVoFX66SYAkeLHg6kMP1jDRe/B2DxoNFS/OUTZIqCRa5uXygn+FHbtxA+euW1KiF07GrYmgHyx6AeMtdH+LoHm4gRLFhQiaD5pYKgX5e+QHmyoMFAom/Hts0b2YDhdvOBjLNe5PwVOziowIscrOrZ0mUyeEG1gwoG+irCuNDeFrGpdAClt3esid8mBvojcLCVYGiDjiKwCI3a+R7UiVJNlDzWr6KtkJZusDqdUE2k/Q/M276ja3/jNTspvDVUQwWcwM9qTOG+hwqhWKwzLUkayijp++ahaHEXE3t26P7KoR4TPlKKsov6dI7xPoqnur9QnSDZZfWaLH2g/HUdf3dR5rD6H9pagBLvBZrSN5oRpXYDSFj3boPgGUXBZs8abDTxc4t1Uw+URVYYgCi5eYGLJ+yuu4Uq59l6TL1YbDs0pYg1nH7hOs3TIY5CwysbmEusZcBRmhqFSn4aA3HkAaEMrBuSRdHavdqzWeE1qO6ANSpaAwsD8NdRrG4O+MJ1SOV/og4bZaCaioGVje+xDqInH+oMuApdv2HUlWewMDqJbpscuV90T+nH6nke8iV5cRQrL2XoEWwuswvG2mNIUUzcPcoe711Emb5wVA4Oqo9GVheibWNNJ0Wu1Zk2Pp3yzEkAHrjya5ufU2LD4DlaoR1pJOqDeIaXBgEItPh9Evxx0GHbWememMHDKzbuShhOAz4klDRmz1cyvkwcM1lv0jK/MSQAeyFk2EKFwOLaoE1bhDQh+HYlZ+SsqXiYCNwMC89LV6gyb//Ue8WBz3CP6Q/SjKfE/9C/jgRzaqNYjCzPYmYrnk/CImBxYQJA4uJMvJ/KZzDcnj6uUcAAAAASUVORK5CYII=",
"description": "Displays latest values of the attributes or timeseries data for multiple entities in a doughnut chart. Supports numeric values only.",
"descriptor": {
"type": "latest",
"sizeX": 7,
"sizeY": 5,
"resources": [
{
"url": "https://cdnjs.cloudflare.com/ajax/libs/Chart.js/2.3.0/Chart.min.js"
}
],
"templateHtml": "<canvas id=\"pieChart\"></canvas>\n",
"templateCss": "",
"controllerScript": "self.onInit = function() {\n var pieData = {\n labels: [],\n datasets: []\n };\n\n var dataset = {\n data: [],\n backgroundColor: [],\n borderColor: [],\n borderWidth: [],\n hoverBackgroundColor: []\n }\n \n var borderColor = self.ctx.settings.borderColor || '#fff';\n var borderWidth = typeof self.ctx.settings.borderWidth !== 'undefined' ? self.ctx.settings.borderWidth : 5;\n \n pieData.datasets.push(dataset);\n \n for (var i=0; i < self.ctx.data.length; i++) {\n var dataKey = self.ctx.data[i].dataKey;\n var units = dataKey.units && dataKey.units.length ? dataKey.units : self.ctx.units;\n units = units ? (' (' + units + ')') : '';\n pieData.labels.push(dataKey.label + units);\n dataset.data.push(0);\n var hoverBackgroundColor = tinycolor(dataKey.color).lighten(15);\n dataset.backgroundColor.push(dataKey.color);\n dataset.borderColor.push(borderColor);\n dataset.borderWidth.push(borderWidth);\n dataset.hoverBackgroundColor.push(hoverBackgroundColor.toRgbString());\n }\n\n var options = {\n responsive: false,\n maintainAspectRatio: false,\n legend: {\n display: true,\n labels: {\n fontColor: '#666'\n }\n },\n tooltips: {\n callbacks: {\n label: function(tooltipItem, data) {\n var label = data.labels[tooltipItem.index];\n var value = data.datasets[tooltipItem.datasetIndex].data[tooltipItem.index];\n var content = label + ': ' + value;\n var units = self.ctx.settings.units ? self.ctx.settings.units : self.ctx.units;\n if (units) {\n content += ' ' + units;\n } \n return content;\n }\n }\n }\n };\n\n if (self.ctx.settings.legend) {\n options.legend.display = self.ctx.settings.legend.display !== false;\n options.legend.labels.fontColor = self.ctx.settings.legend.labelsFontColor || '#666';\n }\n\n var ctx = $('#pieChart', self.ctx.$container);\n self.ctx.chart = new Chart(ctx, {\n type: 'doughnut',\n data: pieData,\n options: options\n });\n \n self.onResize();\n}\n\nself.onDataUpdated = function() {\n for (var i = 0; i < self.ctx.data.length; i++) {\n var cellData = self.ctx.data[i];\n if (cellData.data.length > 0) {\n var decimals;\n if (typeof cellData.dataKey.decimals !== 'undefined' \n && cellData.dataKey.decimals !== null ) {\n decimals = cellData.dataKey.decimals; \n } else {\n decimals = self.ctx.decimals;\n }\n var tvPair = cellData.data[cellData.data.length - 1];\n var value = self.ctx.utils.formatValue(tvPair[1], decimals);\n self.ctx.chart.data.datasets[0].data[i] = parseFloat(value);\n }\n }\n self.ctx.chart.update();\n}\n\nself.onResize = function() {\n self.ctx.chart.resize();\n}\n\n",
"settingsSchema": "{\n \"schema\": {\n \"type\": \"object\",\n \"title\": \"Settings\",\n \"properties\": {\n \"borderWidth\": {\n \"title\": \"Border width\",\n \"type\": \"number\",\n \"default\": 5\n },\n \"borderColor\": {\n \"title\": \"Border color\",\n \"type\": \"string\",\n \"default\": \"#fff\"\n },\n \"legend\": {\n \"title\": \"Legend settings\",\n \"type\": \"object\",\n \"properties\": {\n \"display\": {\n \"title\": \"Display legend\",\n \"type\": \"boolean\",\n \"default\": true\n },\n \"labelsFontColor\": {\n \"title\": \"Labels font color\",\n \"type\": \"string\",\n \"default\": \"#666\"\n }\n }\n }\n },\n \"required\": []\n },\n \"form\": [\n \"borderWidth\", \n {\n \"key\": \"borderColor\",\n \"type\": \"color\"\n }, \n {\n \"key\": \"legend\",\n \"items\": [\n \"legend.display\",\n {\n \"key\": \"legend.labelsFontColor\",\n \"type\": \"color\"\n }\n ]\n }\n ]\n}",
"dataKeySettingsSchema": "{}\n",
"defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"First\",\"color\":\"#26a69a\",\"settings\":{},\"_hash\":0.15479322438769105,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Second\",\"color\":\"#f57c00\",\"settings\":{},\"_hash\":0.545701115289893,\"funcBody\":\"var value = (prevValue-20) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+20;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Third\",\"color\":\"#afb42b\",\"settings\":{},\"_hash\":0.2592906835158064,\"funcBody\":\"var value = (prevValue-40) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+40;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Fourth\",\"color\":\"#673ab7\",\"settings\":{},\"_hash\":0.12880275585455747,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"borderWidth\":5,\"borderColor\":\"#fff\",\"legend\":{\"display\":true,\"labelsFontColor\":\"#666666\"}},\"title\":\"Doughnut - Chart.js\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400}}"
}
},
{
"alias": "pie",
"name": "Pie- Flot",
"image": 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",
"description": "Displays latest values of the attributes or timeseries data for multiple entities in a pie chart. Supports numeric values only.",
"descriptor": {
"type": "latest",
"sizeX": 8,
"sizeY": 5,
"resources": [],
"templateHtml": "",
"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.pie-label {\n font-size: 12px;\n font-family: 'Roboto';\n font-weight: bold;\n text-align: center;\n padding: 2px;\n color: white;\n}\n",
"controllerScript": "self.onInit = function() {\n self.ctx.flot = new TbFlot(self.ctx, 'pie'); \n}\n\nself.onDataUpdated = function() {\n self.ctx.flot.update();\n}\n\nself.onResize = function() {\n self.ctx.flot.resize();\n}\n\nself.onEditModeChanged = function() {\n self.ctx.flot.checkMouseEvents();\n}\n\nself.getSettingsSchema = function() {\n return TbFlot.pieSettingsSchema();\n}\n\nself.getDataKeySettingsSchema = function() {\n return TbFlot.pieDatakeySettingsSchema();\n}\n\nself.onDestroy = function() {\n self.ctx.flot.destroy();\n}\nself.actionSources = function() {\n return {\n 'sliceClick': {\n name: 'widget-action.pie-slice-click',\n multiple: false\n }\n };\n}\n",
"settingsSchema": "{}\n",
"dataKeySettingsSchema": "{}\n",
"defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"First\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.15479322438769105,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Second\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.6114638304362894,\"funcBody\":\"var value = (prevValue-20) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+20;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Third\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.9955906536344441,\"funcBody\":\"var value = (prevValue-40) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+40;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Fourth\",\"color\":\"#ffc107\",\"settings\":{},\"_hash\":0.9430835931647599,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"radius\":1,\"fontColor\":\"#545454\",\"fontSize\":10,\"decimals\":1,\"legend\":{\"show\":true,\"position\":\"nw\",\"labelBoxBorderColor\":\"#CCCCCC\",\"backgroundColor\":\"#F0F0F0\",\"backgroundOpacity\":0.85},\"innerRadius\":0,\"showLabels\":true,\"showPercentages\":true,\"stroke\":{\"width\":5},\"tilt\":1,\"animatedPie\":false},\"title\":\"Pie - Flot\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400}}"
}
},
{
"alias": "pie_chart_js",
"name": "Pie - Chart.js",
"image": "data:image/png;base64,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",
"description": "Displays latest values of the attributes or timeseries data for multiple entities in a pie chart. Supports numeric values only.",
"descriptor": {
"type": "latest",
"sizeX": 8,
"sizeY": 5,
"resources": [
{
"url": "https://cdnjs.cloudflare.com/ajax/libs/Chart.js/2.3.0/Chart.min.js"
}
],
"templateHtml": "<canvas id=\"pieChart\"></canvas>\n",
"templateCss": "",
"controllerScript": "self.onInit = function() {\n \n var pieData = {\n labels: [],\n datasets: []\n };\n\n var dataset = {\n data: [],\n backgroundColor: [],\n borderColor: [],\n borderWidth: [],\n hoverBackgroundColor: []\n }\n \n pieData.datasets.push(dataset);\n \n for (var i=0; i < self.ctx.data.length; i++) {\n var dataKey = self.ctx.data[i].dataKey;\n var units = dataKey.units && dataKey.units.length ? dataKey.units : self.ctx.units;\n units = units ? (' (' + units + ')') : '';\n pieData.labels.push(dataKey.label + units);\n dataset.data.push(0);\n var hoverBackgroundColor = tinycolor(dataKey.color).lighten(15);\n var borderColor = tinycolor(dataKey.color).darken();\n dataset.backgroundColor.push(dataKey.color);\n dataset.borderColor.push('#fff');\n dataset.borderWidth.push(5);\n dataset.hoverBackgroundColor.push(hoverBackgroundColor.toRgbString());\n }\n\n var ctx = $('#pieChart', self.ctx.$container);\n self.ctx.chart = new Chart(ctx, {\n type: 'pie',\n data: pieData,\n options: {\n responsive: false,\n maintainAspectRatio: false\n }\n }); \n \n self.onResize();\n}\n\nself.onDataUpdated = function() {\n for (var i = 0; i < self.ctx.data.length; i++) {\n var cellData = self.ctx.data[i];\n if (cellData.data.length > 0) {\n var decimals;\n if (typeof cellData.dataKey.decimals !== 'undefined' \n && cellData.dataKey.decimals !== null ) {\n decimals = cellData.dataKey.decimals; \n } else {\n decimals = self.ctx.decimals;\n }\n var tvPair = cellData.data[cellData.data.length - 1];\n var value = self.ctx.utils.formatValue(tvPair[1], decimals);\n self.ctx.chart.data.datasets[0].data[i] = parseFloat(value);\n }\n }\n self.ctx.chart.update();\n}\n\nself.onResize = function() {\n self.ctx.chart.resize();\n}\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}\n",
"defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"First\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.15479322438769105,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Second\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.545701115289893,\"funcBody\":\"var value = (prevValue-20) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+20;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Third\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.2592906835158064,\"funcBody\":\"var value = (prevValue-40) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+40;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Fourth\",\"color\":\"#ffc107\",\"settings\":{},\"_hash\":0.12880275585455747,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{},\"title\":\"Pie - Chart.js\"}"
}
},
{
"alias": "polar_area_chart_js",
"name": "Polar Area",
"image": 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",
"description": "Displays latest values of the attributes or timeseries data for multiple entities in a polar area chart. Supports numeric values only.",
"descriptor": {
"type": "latest",
"sizeX": 7,
"sizeY": 5,
"resources": [
{
"url": "https://cdnjs.cloudflare.com/ajax/libs/Chart.js/2.3.0/Chart.min.js"
}
],
"templateHtml": "<canvas id=\"pieChart\"></canvas>\n",
"templateCss": "",
"controllerScript": "self.onInit = function() {\n var pieData = {\n labels: [],\n datasets: []\n };\n\n var dataset = {\n data: [],\n backgroundColor: [],\n borderColor: [],\n borderWidth: [],\n hoverBackgroundColor: []\n }\n \n pieData.datasets.push(dataset);\n \n for (var i = 0; i < self.ctx.data.length; i++) {\n var dataKey = self.ctx.data[i].dataKey;\n var units = dataKey.units && dataKey.units.length ? dataKey.units : self.ctx.units;\n units = units ? (' (' + units + ')') : '';\n pieData.labels.push(dataKey.label + units);\n dataset.data.push(0);\n var hoverBackgroundColor = tinycolor(dataKey.color).lighten(15);\n var borderColor = tinycolor(dataKey.color).darken();\n dataset.backgroundColor.push(dataKey.color);\n dataset.borderColor.push('#fff');\n dataset.borderWidth.push(5);\n dataset.hoverBackgroundColor.push(hoverBackgroundColor.toRgbString());\n }\n\n var ctx = $('#pieChart', self.ctx.$container);\n self.ctx.chart = new Chart(ctx, {\n type: 'polarArea',\n data: pieData,\n options: {\n responsive: false,\n maintainAspectRatio: false\n }\n });\n \n self.onResize();\n}\n\nself.onDataUpdated = function() {\n for (var i = 0; i < self.ctx.data.length; i++) {\n var cellData = self.ctx.data[i];\n if (cellData.data.length > 0) {\n var decimals;\n if (typeof cellData.dataKey.decimals !== 'undefined' \n && cellData.dataKey.decimals !== null ) {\n decimals = cellData.dataKey.decimals; \n } else {\n decimals = self.ctx.decimals;\n }\n var tvPair = cellData.data[cellData.data.length - 1];\n var value = self.ctx.utils.formatValue(tvPair[1], decimals);\n self.ctx.chart.data.datasets[0].data[i] = parseFloat(value);\n }\n }\n \n self.ctx.chart.update();\n}\n\nself.onResize = function() {\n if (self.ctx.height >= 70) {\n try {\n self.ctx.chart.resize();\n } catch (e) {}\n }\n}\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}\n",
"defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"First\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.15479322438769105,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Second\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.545701115289893,\"funcBody\":\"var value = (prevValue-20) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+20;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Third\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.2592906835158064,\"funcBody\":\"var value = (prevValue-40) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+40;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Fourth\",\"color\":\"#ffc107\",\"settings\":{},\"_hash\":0.12880275585455747,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Fifth\",\"color\":\"#607d8b\",\"settings\":{},\"_hash\":0.2074391823443591,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{},\"title\":\"Polar Area - Chart.js\"}"
}
},
{
"alias": "radar_chart_js",
"name": "Radar",
"image": "data:image/png;base64,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",
"description": "Displays latest values of the attributes or timeseries data for multiple entities in a radar chart. Supports numeric values only.",
"descriptor": {
"type": "latest",
"sizeX": 7,
"sizeY": 5,
"resources": [
{
"url": "https://cdnjs.cloudflare.com/ajax/libs/Chart.js/2.3.0/Chart.min.js"
}
],
"templateHtml": "<canvas id=\"radarChart\"></canvas>\n",
"templateCss": "",
"controllerScript": "self.onInit = function() {\n var barData = {\n labels: [],\n datasets: []\n };\n\n var backgroundColor = tinycolor(self.ctx.data[0].dataKey.color);\n backgroundColor.setAlpha(0.2);\n var borderColor = tinycolor(self.ctx.data[0].dataKey.color);\n borderColor.setAlpha(1);\n var dataset = {\n label: self.ctx.datasources[0].name,\n data: [],\n backgroundColor: backgroundColor.toRgbString(),\n borderColor: borderColor.toRgbString(),\n pointBackgroundColor: borderColor.toRgbString(),\n pointBorderColor: borderColor.darken().toRgbString(),\n borderWidth: 1\n }\n \n barData.datasets.push(dataset);\n \n for (var i = 0; i < self.ctx.data.length; i++) {\n var dataKey = self.ctx.data[i].dataKey;\n var units = dataKey.units && dataKey.units.length ? dataKey.units : self.ctx.units;\n units = units ? (' (' + units + ')') : '';\n barData.labels.push(dataKey.label + units);\n dataset.data.push(0);\n }\n\n var ctx = $('#radarChart', self.ctx.$container);\n self.ctx.chart = new Chart(ctx, {\n type: 'radar',\n data: barData,\n options: {\n responsive: false,\n maintainAspectRatio: false\n }\n });\n \n self.onResize();\n}\n\nself.onDataUpdated = function() {\n for (var i = 0; i < self.ctx.data.length; i++) {\n var cellData = self.ctx.data[i];\n if (cellData.data.length > 0) {\n var decimals;\n if (typeof cellData.dataKey.decimals !== 'undefined' \n && cellData.dataKey.decimals !== null ) {\n decimals = cellData.dataKey.decimals; \n } else {\n decimals = self.ctx.decimals;\n }\n var tvPair = cellData.data[cellData.data.length - 1];\n var value = self.ctx.utils.formatValue(tvPair[1], decimals);\n self.ctx.chart.data.datasets[0].data[i] = parseFloat(value);\n }\n } \n self.ctx.chart.update();\n}\n\nself.onResize = function() {\n if (self.ctx.height >= 70) {\n self.ctx.chart.resize();\n }\n}\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}\n",
"defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"First\",\"color\":\"#2196f3\",\"settings\":{},\"_hash\":0.15479322438769105,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Second\",\"color\":\"#4caf50\",\"settings\":{},\"_hash\":0.545701115289893,\"funcBody\":\"var value = (prevValue-20) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+20;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Third\",\"color\":\"#f44336\",\"settings\":{},\"_hash\":0.2592906835158064,\"funcBody\":\"var value = (prevValue-40) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+40;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Fourth\",\"color\":\"#ffc107\",\"settings\":{},\"_hash\":0.12880275585455747,\"funcBody\":\"var value = (prevValue-50) + Math.random() * 2 - 1;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 100) {\\n\\tvalue = 100;\\n}\\nreturn value+50;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{},\"title\":\"Radar - Chart.js\"}"
}
},
{
"alias": "state_chart",
"name": "State Chart",
"image": "data:image/png;base64,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",
"description": "Displays changes to the state of the entity over time. For example, online and offline.",
"descriptor": {
"type": "timeseries",
"sizeX": 8,
"sizeY": 5,
"resources": [],
"templateHtml": "",
"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.flot = new TbFlot(self.ctx, 'state'); \n}\n\nself.onDataUpdated = function() {\n self.ctx.flot.update();\n}\n\nself.onResize = function() {\n self.ctx.flot.resize();\n}\n\nself.typeParameters = function() {\n return {\n stateData: true\n };\n}\n\nself.onEditModeChanged = function() {\n self.ctx.flot.checkMouseEvents();\n}\n\nself.getSettingsSchema = function() {\n return TbFlot.settingsSchema('graph');\n}\n\nself.getDataKeySettingsSchema = function() {\n return TbFlot.datakeySettingsSchema(true, 'graph');\n}\n\nself.onDestroy = function() {\n self.ctx.flot.destroy();\n}\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}",
"defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Switch 1\",\"color\":\"#2196f3\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false,\"axisPosition\":\"left\",\"showSeparateAxis\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"return Math.random() > 0.5 ? 1 : 0;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Switch 2\",\"color\":\"#ffc107\",\"settings\":{\"showLines\":true,\"fillLines\":false,\"showPoints\":false,\"axisPosition\":\"left\"},\"_hash\":0.12775350966079668,\"funcBody\":\"return Math.random() <= 0.5 ? 1 : 0;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"shadowSize\":4,\"fontColor\":\"#545454\",\"fontSize\":10,\"xaxis\":{\"showLabels\":true,\"color\":\"#545454\"},\"yaxis\":{\"showLabels\":true,\"color\":\"#545454\",\"ticksFormatter\":\"if (value > 0 && value <= 1) {\\n return 'On';\\n} else if (value === 0) {\\n return 'Off';\\n} else {\\n return '';\\n}\"},\"grid\":{\"color\":\"#545454\",\"tickColor\":\"#DDDDDD\",\"verticalLines\":true,\"horizontalLines\":true,\"outlineWidth\":1},\"stack\":false,\"tooltipIndividual\":false,\"tooltipValueFormatter\":\"if (value > 0 && value <= 1) {\\n return 'On';\\n} else if (value === 0) {\\n return 'Off';\\n} else {\\n return '';\\n}\",\"smoothLines\":false},\"title\":\"State Chart\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"widgetStyle\":{},\"useDashboardTimewindow\":true,\"showLegend\":true,\"actions\":{},\"legendConfig\":{\"direction\":\"column\",\",position\":\"bottom\",\"showMin\":false,\"showMax\":false,\"showAvg\":false,\"showTotal\":false}}"
}
},
{
"alias": "basic_timeseries",
"name": "Timeseries Line Chart",
"image": 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",
"description": "Displays changes to timeseries data over time. For example, temperature or humidity readings.",
"descriptor": {
"type": "timeseries",
"sizeX": 8,
"sizeY": 5,
"resources": [],
"templateHtml": "",
"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.flot = new TbFlot(self.ctx); \n}\n\nself.onDataUpdated = function() {\n self.ctx.flot.update();\n}\n\nself.onResize = function() {\n self.ctx.flot.resize();\n}\n\nself.onEditModeChanged = function() {\n self.ctx.flot.checkMouseEvents();\n}\n\nself.getSettingsSchema = function() {\n return TbFlot.settingsSchema('graph');\n}\n\nself.getDataKeySettingsSchema = function() {\n return TbFlot.datakeySettingsSchema(true, 'graph');\n}\n\nself.onDestroy = function() {\n self.ctx.flot.destroy();\n}\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}",
"defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"First\",\"color\":\"#2196f3\",\"settings\":{\"showLines\":true,\"fillLines\":true,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < -1000) {\\n\\tvalue = -1000;\\n} else if (value > 1000) {\\n\\tvalue = 1000;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Second\",\"color\":\"#ffc107\",\"settings\":{\"showLines\":true,\"fillLines\":false,\"showPoints\":false},\"_hash\":0.12775350966079668,\"funcBody\":\"var value = prevValue + Math.random() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < -1000) {\\n\\tvalue = -1000;\\n} else if (value > 1000) {\\n\\tvalue = 1000;\\n}\\nreturn value;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"shadowSize\":4,\"fontColor\":\"#545454\",\"fontSize\":10,\"xaxis\":{\"showLabels\":true,\"color\":\"#545454\"},\"yaxis\":{\"showLabels\":true,\"color\":\"#545454\"},\"grid\":{\"color\":\"#545454\",\"tickColor\":\"#DDDDDD\",\"verticalLines\":true,\"horizontalLines\":true,\"outlineWidth\":1},\"legend\":{\"show\":true,\"position\":\"nw\",\"backgroundColor\":\"#f0f0f0\",\"backgroundOpacity\":0.85,\"labelBoxBorderColor\":\"rgba(1, 1, 1, 0.45)\"},\"decimals\":1,\"stack\":false,\"tooltipIndividual\":false},\"title\":\"Timeseries - Flot\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null}"
}
},
{
"alias": "timeseries_bars_flot",
"name": "Timeseries Bar Chart",
"image": "data:image/png;base64,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",
"description": "Displays changes to timeseries data over time. For example, daily water consumption for last month.",
"descriptor": {
"type": "timeseries",
"sizeX": 8,
"sizeY": 5,
"resources": [],
"templateHtml": "",
"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.flot = new TbFlot(self.ctx, 'bar'); \n}\n\nself.onDataUpdated = function() {\n self.ctx.flot.update();\n}\n\nself.onResize = function() {\n self.ctx.flot.resize();\n}\n\nself.onEditModeChanged = function() {\n self.ctx.flot.checkMouseEvents();\n}\n\nself.getSettingsSchema = function() {\n return TbFlot.settingsSchema('bar');\n}\n\nself.getDataKeySettingsSchema = function() {\n return TbFlot.datakeySettingsSchema(false, 'bar');\n}\n\nself.onDestroy = function() {\n self.ctx.flot.destroy();\n}\n",
"settingsSchema": "{}",
"dataKeySettingsSchema": "{}",
"defaultConfig": "{\"datasources\":[{\"type\":\"function\",\"name\":\"function\",\"dataKeys\":[{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"First\",\"color\":\"#2196f3\",\"settings\":{\"showLines\":false,\"fillLines\":false,\"showPoints\":false},\"_hash\":0.8587686344902596,\"funcBody\":\"var value = prevValue + Math.random() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 1000) {\\n\\tvalue = 1000;\\n}\\nreturn value;\"},{\"name\":\"f(x)\",\"type\":\"function\",\"label\":\"Second\",\"color\":\"#ffc107\",\"settings\":{\"showLines\":false,\"fillLines\":false,\"showPoints\":false},\"_hash\":0.12775350966079668,\"funcBody\":\"var value = prevValue + Math.random() * 100 - 50;\\nvar multiplier = Math.pow(10, 2 || 0);\\nvar value = Math.round(value * multiplier) / multiplier;\\nif (value < 0) {\\n\\tvalue = 0;\\n} else if (value > 1000) {\\n\\tvalue = 1000;\\n}\\nreturn value;\"}]}],\"timewindow\":{\"realtime\":{\"timewindowMs\":60000},\"aggregation\":{\"limit\":200,\"type\":\"AVG\"}},\"showTitle\":true,\"backgroundColor\":\"#fff\",\"color\":\"rgba(0, 0, 0, 0.87)\",\"padding\":\"8px\",\"settings\":{\"shadowSize\":4,\"fontColor\":\"#545454\",\"fontSize\":10,\"xaxis\":{\"showLabels\":true,\"color\":\"#545454\"},\"yaxis\":{\"showLabels\":true,\"color\":\"#545454\"},\"grid\":{\"color\":\"#545454\",\"tickColor\":\"#DDDDDD\",\"verticalLines\":true,\"horizontalLines\":true,\"outlineWidth\":1},\"stack\":true,\"tooltipIndividual\":false,\"defaultBarWidth\":600},\"title\":\"Timeseries Bars - Flot\",\"dropShadow\":true,\"enableFullscreen\":true,\"titleStyle\":{\"fontSize\":\"16px\",\"fontWeight\":400},\"mobileHeight\":null,\"widgetStyle\":{},\"useDashboardTimewindow\":true,\"showLegend\":true,\"actions\":{}}"
}
}
]
}