Subject: | GL Integration Report - Summary of GL Transactions does not Group by Financial Dimensions |
Summary: | from: Jessica Lum <Jessica.Lum@ccamatil.com>
Hi Rashna,
As discussed on the call, the following issue exists in the GL report in version 11: - The summary does not include the financial dimensions( these are the same as that at the employee level but summarized).
For any question please call @Neeraj Solanki on 7707310
Regards |
Audit Notes: | Edited by alvis on 21/05/20 15:05. Edited by rashna on 19/05/20 13:18. Edited by rashna on 18/05/20 15:55. |
14 May 2020 | 10:47AM Comment 1 by Vineshwar Prasad (Edge Business Solutions) Assigned To: Vineshwar Prasad (Edge Business Solutions) Followup Date: 14-05-2020 10:46 AM |
| ----- Response from Rashna -----
This is an update from our team.
- The summary does not include the financial dimensions( these are the same as that at the employee level but summarized). - As per conversations over the call , we need clarification of the financial dimensions on the GL report. This request was not highlighted in the initial design for GL integration. We need to review which GL accounts should print the dimensions and where in LinkSOFT are the dimensions stored.
CC: Vineshwar please contact Jessica and document the requirements for item 2. |
|
14 May 2020 | 10:48AM Comment 2 by Vineshwar Prasad (Edge Business Solutions) Assigned To: Vineshwar Prasad (Edge Business Solutions) Followup Date: 14-05-2020 10:47 AM |
| ----- Response from Jessica (Coca Cola) -----
Hi Vineshwar, Neeraj has advised the GL summary to show GL-TT-TP-Loc-CC-SA-PC |
|
14 May 2020 | 11:16AM Comment 3 by Vineshwar Prasad (Edge Business Solutions) Assigned To: Vineshwar Prasad (Edge Business Solutions) Followup Date: 19-05-2020 10:51 AM Time Taken: 2.00 Notes: Edited by vineshwar on 14/05/20 11:17. |
| Bula Team,
We had a discussion with Jessica and below is the update;
Version 10.151 Output In version 10.151 the GL Integration report shows the Summary of GL Transactions grouped by the Financial Dimensions as shown in Fig 1 below;
Fig 1
![](data:image/png;base64,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)
Version 11.5 Output In version 11.5 the GL Integration report does not group the Financial Dimensions in the Summary of GL Transactions as shown in Fig 2 below;
Fig 2
![](data:image/png;base64,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%2BL5Sn2sjgAACCCCAAAIIIIAAAghcLsCH7%2BXEXAABBBBAAAEEEEAAAQQQQOCVAnz4vlKfayOAAAIIIIAAAggggAACCFwu8P8ArbghgmDyum8AAAAASUVORK5CYII%3D)
Change Required- The Summary of GL Transactions needs to be Grouped by Financial Dimensions
- Example of Grouping;
- GL-TT-TP-LOC-CC-SA-PC
- 810104200-000-0000-30-41-00-020
- 810104200-000-0000-30-26-00-090
Regards Vineshwar Prasad |
|
18 May 2020 | 03:55PM Comment 4 by Rashna (Edge Business Solutions) Assigned To: Sanjay (Link Technologies) Followup Date: 19-05-2020 03:50 PM Time Taken: 1.00 |
| Hi Sanjay, As per the GTM session, the GL Integrations summary should group GL Transactions by segments. - The data in the report is customised for Coca Cola.
- Segments for the report are saved under :
- Employee Maintenance - Additional Fields
- Pay Code - Additional Fields
Case assigned for development .
Thanks Rashna |
|
18 May 2020 | 03:55PM Comment 5 by Rashna (Edge Business Solutions) Case L11979 added to project 11.5 |
19 May 2020 | 08:54AM Comment 6 by Sanjay (Link Technologies) Assigned To: Rashna (Edge Business Solutions) Followup Date: 20-05-2020 08:32 AM Time Taken: 2.00 |
| Development work for this case has been completed. The change will be available in version: 11.5.1905 1. The following changes were made(Include Database object names, Program classes and any other relevant information): - Added grouping for segments in the summary section of the report.
2. Affected Areas: - GL Integration Report
3. The issue was caused by: - Improvement
4. Notes: 5. Next Step: UAT |
|
19 May 2020 | 01:18PM Comment 7 by Rashna (Edge Business Solutions) ETC was changed from 31/05/2020 to 20/05/2020 |
21 May 2020 | 01:49PM Comment 8 by Rashna (Edge Business Solutions) Assigned To: Alvis (Link Technologies) Followup Date: 22-05-2020 01:47 PM Time Taken: 1.00 |
| Hi Alvis, I am unable to generate the "GL Integrated Report". Tested in client and demo database. Error - Missing Parameter Values Test Environment - Server - LINKQA4\CP42
- Database - CLIENT-CCA-LINKSOFT-TRG
- Version - 11.5.0521
Thanks Rashna |
|
21 May 2020 | 03:05PM Comment 9 by Sanjay (Link Technologies) Assigned To: Rashna (Edge Business Solutions) Followup Date: 22-05-2020 03:03 PM Time Taken: 1.00 |
| Development work for this case has been completed. The change will be available in version:11.5.0521 1. The following changes were made(Include Database object names, Program classes and any other relevant information): - Resolved issue with the GL Integration report by correcting the subreport links.
2. Affected Areas: - GL Integration Report
3. The issue was caused by: - Subreport links were incorrect.
4. Notes: 5. Next Step: UAT |
|
22 May 2020 | 08:51AM Comment 10 by Rashna (Edge Business Solutions) Assigned To: Alvis (Link Technologies) Followup Date: 26-05-2020 08:33 AM Time Taken: 1.00 |
| QA Results Tests carried out according to requirements specified on the case header Test Results Summary Table 1 - Summarised list of issues No | Test Description | Pass/Fail | 1 | Create a pay for employee 100035. Generate the GL Integration Report and validate that the GL Summary list shows the GL code with defined segments in format GL-TT-TP-LOC-CC-SA-PC | The segments are printed but the layout is not aligned. For example, 030 on the report is the "PC" segment but the data is printed under "Line Description". Refer to Figure 1. |
Figure 1: Sample
![](data:image/png;base64,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%2BgB9gD5AH6AP0AfoA3PxAQovFF44lYo%2BQB%2BgD9AH6AP0AfoAfYA%2BQB%2BgD9AH6AP0gQb5wP8HTlq9aGZhW%2BAAAAAASUVORK5CYII%3D)
Environment Details - OS version: Windows Server 2012
- Application version: 11.5.0521
- Setup: Demo
- Server : LINKQA4\CP42
- Database: CLIENT-CCA-LINKSOFT-TRG
Next Step: - Review
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22 May 2020 | 03:01PM Comment 11 by Sanjay (Link Technologies) Assigned To: Rashna (Edge Business Solutions) Followup Date: 26-05-2020 02:52 PM Time Taken: 1.00 |
| Development work for this case has been completed. The change will be available in version:11.5.0522 1. The following changes were made(Include Database object names, Program classes and any other relevant information): - Changed GL integration report file to show the summary section group title and hide the page header.
2. Affected Areas: - GL integration report
3. The issue was caused by: - The summary section was showing the page header in the next page instead of the group title.
4. Notes: 5. Next Step: UAT |
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29 May 2020 | 01:06PM Comment 12 by Rashna (Edge Business Solutions) Assigned To: Rashna (Edge Business Solutions) Followup Date: 02-06-2020 01:04 PM Time Taken: 1.00 |
| QA Results Tests carried out according to requirements specified on the case header Test Results Summary Table 1 - Summarised list of issues No | Test Description | Pass/Fail | 1 | Generate the GL Integration Report and validate that the GL Summary list is aligned in format GL-TT-TP-LOC-CC-SA-PC
| Pass |
Environment Details - OS version: Windows Server 2012
- Application version: 11.5.0528
- Setup: Demo
- Server : 10.0.0.14
- Database:CLIENT-CCA-LINKSOFT-TRG
Next Step: - Closure
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