Can't make report with 2 Javascript Charts!
Completed
Please notify Yulia and the development team that reports with 2 JavaScript charts fails.
I've attempted to use the google charts version of a gauge to meet a client's requirements:
However yellowfin can't arrange the two gauges in the same report. It's supposed to display them side by side:
However; when the report is saved it only duplicates one of the charts!
Hi Daniel,
Thanks for reaching out. Can you provide a copy of the JavaScript and CSS, as well as the report meta data? That is, the Report Data page and data type of the columns?
Thanks,
Mike
Hi Daniel,
Thanks for reaching out. Can you provide a copy of the JavaScript and CSS, as well as the report meta data? That is, the Report Data page and data type of the columns?
Thanks,
Mike
Hi Mike,
I've attached the code for the two different charts.
Here's a screenshot of the 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" alt="/KPS+rZLBw4cYEgTERE1A3Z3ExERWRRDmoiIyKIY0kRERBbFkCYiIrIohjQREZFFMaSJiIgsiiFNRERkUQxpIiIii2JIExERWRRDmoiIyKIY0kRERBbFkCYiIrIohjQREZFFMaSJiIgsiiFNRERkUQxpIiIii2JIExERWRRDmoiIyKIY0kRERBbFkCYiIrIohjQREZFFMaSJiIgsiiFNRERkUQxpIiIii2JIExERWRRDmoiIyKIY0kRERBbFkCYiIrIohjQREZFFMaSJiIgsiiFNRERkUQxpIiIii2JIExERWRRDmoiIyKIY0kRERBbFkCYiIrIohjQREZFFMaSJiIgsiiFNRERkUQxpIiIiSwL+PwOez26oh6MKAAAAAElFTkSuQmCC" />
Hi Mike,
I've attached the code for the two different charts.
Here's a screenshot of the 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" 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Hi Daniel,
Thanks. How are these being used in Yellowfin though? Are you just copying and pasting the contents of Gauge 2.js below Gauge 1.js?
Regards,
Mike
Hi Daniel,
Thanks. How are these being used in Yellowfin though? Are you just copying and pasting the contents of Gauge 2.js below Gauge 1.js?
Regards,
Mike
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