Merge pull request #11144 from ArtemDzhereleiko/AD/translate/timeseries-json-description

[Localization Support] - Standardize 'Time Series' Terminology in English for widgets description
This commit is contained in:
Igor Kulikov 2024-07-08 17:08:40 +03:00 committed by GitHub
commit 54cd65765e
No known key found for this signature in database
GPG Key ID: B5690EEEBB952194
26 changed files with 26 additions and 26 deletions

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@ -3,7 +3,7 @@
"name": "Bars",
"deprecated": true,
"image": "data:image/png;base64,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",
"description": "Displays latest values of the attributes or time-series data for multiple entities as separate bars.",
"description": "Displays latest values of the attributes or time series data for multiple entities as separate bars.",
"descriptor": {
"type": "latest",
"sizeX": 7,

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@ -3,7 +3,7 @@
"name": "Doughnut",
"deprecated": false,
"image": "data:image/png;base64,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",
"description": "Displays the latest values of the attributes or time-series data in a doughnut chart. Supports numeric values only.",
"description": "Displays the latest values of the attributes or time series data in a doughnut chart. Supports numeric values only.",
"descriptor": {
"type": "latest",
"sizeX": 4,

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@ -3,7 +3,7 @@
"name": "Horizontal doughnut",
"deprecated": false,
"image": "data:image/png;base64,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",
"description": "Displays the latest values of the attributes or time-series data in a doughnut chart using horizontal layout. Supports numeric values only.",
"description": "Displays the latest values of the attributes or time series data in a doughnut chart using horizontal layout. Supports numeric values only.",
"descriptor": {
"type": "latest",
"sizeX": 4,

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@ -3,7 +3,7 @@
"name": "Pie",
"deprecated": false,
"image": "tb-image:cGllX2NoYXJ0LnN2Zw==:IlBpZSIgc3lzdGVtIHdpZGdldCBpbWFnZQ==;data:image/svg+xml;base64,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",
"description": "Displays the latest values of the attributes or time-series data in a pie chart. Supports numeric values only.",
"description": "Displays the latest values of the attributes or time series data in a pie chart. Supports numeric values only.",
"descriptor": {
"type": "latest",
"sizeX": 5,

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@ -3,7 +3,7 @@
"name": "Timeseries Bar Chart",
"deprecated": true,
"image": "tb-image:dGltZXNlcmllc19iYXJfY2hhcnRfc3lzdGVtX3dpZGdldF9pbWFnZS5wbmc=:IlRpbWVzZXJpZXMgQmFyIENoYXJ0IiBzeXN0ZW0gd2lkZ2V0IGltYWdl;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAACgCAMAAAB+IdObAAABOFBMVEUAAAA3oPR3d3d6enp8fHyBgYGDg4OGhoaNjY2RkZGSkpKTk5OUlJSVlZWWlpaXl5eYmJiZmZmampqcnJydnZ2enp6goKChoaGioqKjo6OkpKSlpaWmpqanp6eoqKipqamqqqqrq6usrKytra2urq6wsLCxsbGysrK0tLS1tbW2tra3t7e4uLi5ubm6urq8vLy9vb2+vr6/v7/AwMDBwcHDw8PExMTHx8fIyMjJycnLy8vNzc3Ozs7Pz8/S0tLT09PU1NTV1dXW1tbX19fZ2dna2trb29vc3Nzd3d3e3t7f39/h4eHi4uLj4+Pk5OTl5eXm5ubn5+fo6Ojq6urr6+vs7Ozt7e3u7u7v7+/w8PDx8fH09PT19fX29vb39/f4+Pj5+fn6+vr7+/v8/Pz9/f3+/v7/xx////8KXFhiAAAAAWJLR0RnW9PpswAAAvtJREFUeNrt3GtXElEUBuDpZlAqylVHCyMwyi4SpkaWAl4qk8wwUhJlmOn9//+gLzbKbc6AAm5991p82WvPOedZZw6zYM3aGupCQ4tYkZDSsKDrocNVvz8jHQKYY1ZiT/6OAJllRPSpsnzIqIG9SjYmHpKfAzI4CIuHjJeBtyHfZwCatiI1/m+BYV2Dw35NniOEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQUp/6Wx+DgbRbxOAhEb/fXJ98akiH1AIAHtSWlqRDSvdDGcOHnYR0SPV7zVsaQyHeO0jTJapEV5C9bUz9fIjsvHRIefhRxHqpjxzA3ftajXOudHGJOtHV+1rV04/wHenDc2QQkFbLJISQwUDaP90IIYQQQgghpAvIxRO9gFxG4lZ9XBFIx6sihJD+QVRjEEIIIYQQcoMgahkhhBDSe0iLX3ydQdSLIKR9ghCJkIYEIYQQIhPS8d+AhPQboppFw9HMxBrs/lqCIbObpgezP67YjnQ8iwagHDzrryUZUgsUz/prCYZY05vn+msJhiwM6XrR7q/V9OJU4xQuEpcxRsezNPbXEn3Yzz9Hulg3IYT0C3LxxI2CNCQIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQlpA7P5a0iF2fy3hkLP+WsIhVbu/lvRby+6vJR1i99eSG6ffu1XHxlRNcfWq3I0iIK4tJK2nXVyV0lOqEmvjGWAtvnCu+jMzkQWMiOlYdRSd3MAH/UnVPWR/ApFfSkcpiOBvRc3XtAeYW1ZUJbZMD5C8azhWLX4xvZVR692Se0huHm9ySogxkhs3lFVewPM4WlFUlUMoJEYUox1+jAFIbLuHrKaQWlMu8TicDp+4gdw7/qS4t2qBohk4UUF2nieBfLyDM/ItgXhBucT113i14QbixW7M+SRNb6EQ0u8kHavyZQxj2/kgNUCsYDRoqXfEF/Mdu4G8D43uOtakh3R9H1DsyKZvOmneDjt+D/0DTzolrPMHmggAAAAASUVORK5CYII=",
"description": "Displays changes to time-series data over time—for example, daily water consumption for the last month.",
"description": "Displays changes to time series data over time—for example, daily water consumption for the last month.",
"descriptor": {
"type": "timeseries",
"sizeX": 8,

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