Why am I receiving the error "Not a recognised line item or list member" in my example?

Hi Anaplan Community

I have two modules (“Allocations Stage 3 Mktng Media Allocation Result” and “Allocated Expenses”) that I want to link together but I am getting the error “Not a recognised line item or list member”.

Below is the blueprint of “Allocations Stage 3 Mktng Media Allocation Result”

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Below is the blueprint of “Allocated Expenses’

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I have tried to both:

  1. Type the formula into the line item “Allocated Expenses.Total Allocated Stage 3, and
  2. Click and point to the line item “Allocations Stage 3 Mktng Media Allocation Result.Total Allocated”, but the same error message occurs.

Any assistance would be greatly appreciated.

Cheers

George

Answers

  • @gcaldis -

    1. I am not able to see the images you intended to share. Can you please re-share it?
    2. Try to refer to the line items or list members. It looks like the line item name you mentioned does not match the exact line item name. If it's alpha numeric name use apostrophe (') before and after the name of line item like this ('LineItemName')

  • Hi Dikshant

    1. Thank you for your response - please see attachment.

    2. I have simply pointed and clicked on the line item, with no success.

    Please advise.

    Thanks

    George

  • Dikshant
    edited January 18

    @gcaldis - Can you take a model copy and rename your source module as Test Module and your source line item as Test Line Item and then refer to the same?

    This looks strange to me as well! But I want to give it a try! If simplifying the names can do the work, you can rename the module and line item names back to the original.

    Do it in the same model; if you feel it's fine, change in current model!

  • Hi Dikshant

    This approach did not work, as the error persists.

    Can you please advise another approach?

    Thanks

    George