reports using Sharepoint Lists

  • Hi,
    I need to do a report using SharePoint lists as datasource.
     I use a List  (FactTable) with these Data as DataSource for a Matrix:
    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
    But I have the necessity to show ALL the 8 Geographical Areas and all the 5 Subcategories, even if there are not existing in my FactTable. 

    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
    .
    I have another 2 Lists Areas/Subactegories containing all the members (8 for Areas and 5 for Subcategories).
    Is it a way to do a kind of cross join (as in Sql Server) between more Lists ? Any other idea?

    Thks

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