Hello,
PB 2019R3 - PostgreSQL 11
Sample Query to construct a datawindow. Actual query is bit length and does more
SELECT *
FROM crosstab(
$$SELECT *
FROM example
Where field1 = '100'
And field2 = '200'
ORDER BY id ASC, key ASC;$$
) AS ct(blablafirst INT, blablasecond TEXT, blablathird TEXT);
The above query works. NO issues.
When we replace '100' with retrieval argument like this
Where field1 = :as_data1
And field2 = '200' <--------------- Error in this line
And then retrieve the datawindow, we get error
![](data:image/png;base64,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)
Any solution?
Happiness Always
BKR Sivaprakash
That was and still is, a long term restriction of the Crosstab DWO style. :-(
Regards ... Chris
Only in query we generate Cross Tab and result is shown in Tabular DW. Just to overcome the limitations of cross-tab dw, you mentioned, we went with this [special (!)] query. We used a Tabular DW to show the output.