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Help with Matrix Sort on Pivot column agains row group subtotal


Help with Matrix Sort on Pivot column agains row group subtotal

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acampoma
acampoma
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Can anyone PLS help me.
I am having issues sorting on a specific column in a Matrix. The column is based on a pivot value (90 Days) and needs to sort my group subtotals descending.
in the group properties under sorting, I use the expression

=sum(iif(Fields!Period_Sort.Value=5,Fields!TTL_Business.Value,0))

and I get an error
Thanks in advance
Alex


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



sgmunson
sgmunson
One Orange Chip
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TTLBusiness.Value must be something other than an integer, and your 0 value might just need to be converted to it's datatype using the appropriate conversion function. Try that and let me know if it solves the problem.

Steve
‌(aka sgmunson)
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