Import and export Micro Soft CRM 2011 or 2013 or 2015 solution with required components.
when ever we need the export or back up our solution with all our work including unmanaged entities we can take the backup and we can export in any other environment.
we may get error message saying "Missing required Components". in while exporting the solution like below.
Please follow below steps to add required components .
1) select each component and click on add required components.
2) still you are getting same error message Missing required Components" check which entity is missing in dialog.
3) Remove it from components list and add again by choosing below check boxes.
1)Include entity metadata 2) add all assets check both.
4) next step it will ask for include all required components - please select 1 st option.(include all required components)
![](data:image/png;base64,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)
5) then repete steps until you add all required components
then
you will get below window.
![](data:image/png;base64,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)
then export and save the solution.
Thanks
Murthy
we may get error message saying "Missing required Components". in while exporting the solution like below.
Please follow below steps to add required components .
1) select each component and click on add required components.
2) still you are getting same error message Missing required Components" check which entity is missing in dialog.
3) Remove it from components list and add again by choosing below check boxes.
1)Include entity metadata 2) add all assets check both.
4) next step it will ask for include all required components - please select 1 st option.(include all required components)
5) then repete steps until you add all required components
then
you will get below window.
then export and save the solution.
Thanks
Murthy