Subject: | Auto Calculate Normal Hours and Overtime when ShiftID, Start Time and End Time details are filled |
Summary: | At this moment supervisors have to manually calculate if an entry is being edited due to no start time or missing end time. Have a look at the below screenshot as an example. User will have to use an excel or a calculator to calculate the hours. The minute this process is done manually, we have opened up room for errors in calculation and made the user reluctant to use the system, since one part is manual. You can allow them to override but the first instance system should calculate.
Calculation rule to look at Shifts Segment hours, as well as Time Control, Details sequencing order for calculation of normal hours, time and 1/2 and double time
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Audit Notes: | |
16 Aug 2019 | 11:55AM Comment 1 by Alvis (Link Technologies) Case 11671 added to project 11.0 |
16 Aug 2019 | 12:02PM Comment 2 by Sanjay (Link Technologies) Assigned To: Development Followup Date: 16-08-2019 12:02 PM Time Taken: 3.50 |
| Development work for this case has been completed. The change will be available in version: 11.0.0816 1. The following changes were made(Include Database object names, Program classes and any other relevant information):| - Removed "Normal", "Time (1/2), "Time (2x" and "Holiday" fields from the add/edit form
- When an entry is added or modified, the system computes the hours based on the start and end time.
2. The issue was caused by: - Improvement
3. Next Step: - UAT
4. Notes: |
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16 Aug 2019 | 03:14PM Comment 3 by Sanjay (Link Technologies) Assigned To: Rashna (Edge Business Solutions) Followup Date: 16-08-2019 03:14 PM Time Taken: 1.50 |
| For UAT |
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20 Aug 2019 | 10:07AM Comment 4 by Rashna (Edge Business Solutions) Assigned To: Sanjay (Link Technologies) Followup Date: 20-08-2019 10:07 AM Time Taken: 2.50 |
| 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 | Set the shift to 'DS' for employee 'E029'. Start Time - 8am Break 1 - 10 to 10.30am Lunch - 1pm to 2pm Break 2 - 4pm to 4.15pm Shift Segment - Segment 1 (Normal) = 8
- Segment 2 (Time and 1/2) = 2
- Segment 3 (Double Time) = 8
Create a timesheet for the date 20/08/2019 with start time as 8am and finish as 5.00pm The system create the entry with "Normal" hours as 7.25 | Pass | 2 | Create a timesheet for the date 21/08/2019 with start time as 8am and finish as 7.30pm The system create the entry with "Normal" hours as 8 and "Time and Half" as 1.75.
| Pass | 3 | Create a timesheet for the date 22/08/2019 with start time as 8am and finish as10.0pm The system create the entry with "Normal" hours as 8 and "Time and Half" as 2 and "Double Time" as 2.25
| Pass |
Environment Details - OS version: Windows Server 2012
- Application version: 11.0.0816
- Setup: Demo
- Server : 10.0.0.14
- Database: LINKSOFT-DEMO-11-RASHNA
Next Step: - Closure
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20 Aug 2019 | 02:07PM Comment 5 by Rashna (Edge Business Solutions) Assigned To: Sanjay (Link Technologies) Followup Date: 20-08-2019 02:07 PM Time Taken: 2.50 |
| Email sent from Vineet, Bula Rashna
Could you also test the below shift setup where all hours needs to be paid as Normal for an employee inconsiderate to any hours they work. This is critical for Tappoo and New World. __________________________________________________________________________________________________________ Test Results - Configure the shift in such that all hours would be paid as "Normal". Refer to Figure 1.
- Manually create a timesheet for employee E022 for 21/08/2019.
- Start Time - 8am
- End Time - 5pm
- Break 1 - 10am to 10.30
- Lunch - 1pm to 2pm
- Break 2 - 4pm to 4.15pm.
Total hours calculated should be 12.25. This should be updated as "Normal" hours - Pass. Refer to Figure 2.
Note: This scenario will be further tested in case 11650.
Figure 1: Shift Setup
![](data:image/png;base64,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)
Figure 2: Timesheet Hours
![](data:image/png;base64,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) Next Step - Closure
|
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20 Aug 2019 | 04:09PM Comment 6 by Sanjay (Link Technologies) Assigned To: Rashna (Edge Business Solutions) Followup Date: 20-08-2019 04:09 PM Time Taken: 3.50 |
| Development work for this case has been completed. The change will be available in version:11.0.0820 1. The following changes were made(Include Database object names, Program classes and any other relevant information): - Changed "Timesheets Select" and "Timesheets Update" procedures to include "Calculate Hours" flag.
- Added "Normal, Time 1/2, Double, Holiday" hours to the editor
2. Affected Areas: - Time & Attendance ~> Timesheets
3. The issue was caused by: - Improvement
4. Notes: 5. Next Step: UAT |
|
21 Aug 2019 | 01:51PM Comment 7 by Rashna (Edge Business Solutions) Assigned To: Alvis (Link Technologies) Followup Date: 23-08-2019 12:00 AM Time Taken: 2.50 |
| Hi Alvis, The "Calculate Hours" checkbox is auto enabled at edit. Steps to Replicate - Create a Timesheet for employee E022.
- Date - 21/08/2019
- Shift - DS
- Territory - 1001
- Branch - 1000
- Cost Centre - 10.20
- Start Time - 8:00 AM
- End Time - 5.30Pm
- Normal Hours - 9.5 (Assuming that the employe worked at lunch)
- Save
Edit the record in 1 above. The "Calculate Hours" check box is enabled. - Enter Time(1/2) as 2
- Save - This recalculates the "Normal Hours" in 1 above.
Thanks Rashna |
|
21 Aug 2019 | 02:32PM Comment 8 by Sanjay (Link Technologies) Assigned To: Development Followup Date: 21-08-2019 02:32 PM Time Taken: 2.50 |
| Development work for this case has been completed. The change will be available in version: 1. The following changes were made(Include Database object names, Program classes and any other relevant information): - Changed the "Timesheet Select" procedure to default the "Calculate Hours" checkbox to unticked
2. Affected Areas: - Timesheet ~> Edit entry
3. The issue was caused by: - Improvement
4. Notes: 5. Next Step: UAT |
|
23 Aug 2019 | 03:23PM Comment 9 by Sanjay (Link Technologies) Assigned To: Rashna (Edge Business Solutions) Followup Date: 23-08-2019 03:23 PM Time Taken: 1.50 |
| For UAT |
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28 Aug 2019 | 02:38PM Comment 10 by Rashna (Edge Business Solutions) Assigned To: Sanjay (Link Technologies) Followup Date: 13-09-2019 12:00 AM Time Taken: 2.50 |
| 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 | Add a timesheet for employee E003 with below details - Start Time - 8.00am
- End Time - 2.30pm
Save this record. - Normal Hours, Time and Half, Double Time and Holiday hours should be 0
| Pass | 2 |
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| 3 | Add a timesheet for employee E003 with below details - Start Time - 8.00am
- End Time - 2.30pm
- Tick "Calculate Hours"
Shift - DS Start Time - 8am Break 1 - 10 to 10.30am Lunch - 1pm to 2pm Break 2 - 4pm to 4.15pm Save this record. - System should calculate hours for the employee as
- Normal - 5
- Time and Half -0
- Double Time - 0
- Holiday - 0
| Pass | 4 | Add a timesheet for employee E003 with below details - Start Time - 8.00am
- End Time - 5.08pm
- Tick "Calculate Hours"
Shift - DS Start Time - 8am Break 1 - 10 to 10.30am Lunch - 1pm to 2pm Break 2 - 4pm to 4.15pm Save this record. - System should calculate hours for the employee as
- Normal - 7.38
- Time and Half -0
- Double Time - 0
- Holiday - 0
Update hours as below and it should be saved without errors - Normal - 8
- Time and Half -2.5
- Double Time - 1
- Holiday - 0
Recalculate the hours and results in 1 above should be updated
| Pass |
Environment Details - OS version: Windows Server 2012
- Application version: 11.0.0823
- Setup: Demo
- Server : 10.0.0.14
- Database: LINKSOFT-DEMO-11-RASHNA
Next Step: - Documentation
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03 Dec 2019 | 03:03PM Comment 11 by Rashna (Edge Business Solutions) Assigned To: Sanjay (Link Technologies) Followup Date: 04-12-2019 03:00 PM Time Taken: 1.00 |
| Hi Sanjay, Documentation has been updated under LinkWebApplicationsPortal - Time & Attendance - Timesheets. Thanks Rashna |
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