Skip to content

Commit

Permalink
Merge remote-tracking branch 'myce/feature/edge-json-converter-impl' …
Browse files Browse the repository at this point in the history
…into feature/edge-json-converter-impl
  • Loading branch information
AndriiLandiak committed Nov 17, 2023
2 parents 873a957 + bfb2547 commit ad085f1
Show file tree
Hide file tree
Showing 60 changed files with 2,465 additions and 80 deletions.
Original file line number Diff line number Diff line change
Expand Up @@ -11,6 +11,7 @@
"widgetTypeFqns": [
"charts.basic_timeseries",
"charts.state_chart",
"range_chart",
"charts.timeseries_bars_flot",
"cards.aggregated_value_card",
"charts.bars",
Expand Down
Original file line number Diff line number Diff line change
Expand Up @@ -2,7 +2,7 @@
"fqn": "doughnut",
"name": "Doughnut",
"deprecated": false,
"image": "data:image/png;base64,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",
"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.",
"descriptor": {
"type": "latest",
Expand Down
Loading

0 comments on commit ad085f1

Please sign in to comment.