Hello everybody, I would like to merge 2 cells in table chart.
For exemple : I have this table chart : <data:image/png;base64,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> As you can see I have two things for the same information. I would like to merge both cells named "Nb ticket ouvert". And do the same thing for the cells "Nb de ticket clôturé". Can i do that and how ? Thanks to your attention. Lucie. -- You received this message because you are subscribed to the Google Groups "Google Visualization API" group. To unsubscribe from this group and stop receiving emails from it, send an email to [email protected]. To post to this group, send email to [email protected]. Visit this group at https://groups.google.com/group/google-visualization-api. To view this discussion on the web visit https://groups.google.com/d/msgid/google-visualization-api/ce04c7f4-a42c-4691-8bfb-002c7c879faa%40googlegroups.com. For more options, visit https://groups.google.com/d/optout.
