[GitHub] [incubator-superset] kalimuthu123 opened a new issue #8245: New visualisation Collapse and expand table

[GitBox <gi...@apache.org>]

kalimuthu123 opened a new issue #8245: New visualisation Collapse and expand table
URL: https://github.com/apache/incubator-superset/issues/8245
 
 
   **Is your feature request related to a problem? Please describe.**
    i am having a requirement of using collapse and expand chart 
   **Describe the solution you'd like**
   i want to align the chart under the drilldown 
   **Describe alternatives you've considered**
   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