SIMS 7 - Change to Covid 19 Attendance Codes (England)
SIMS 7 Newsfeed - Workstation Patches for the Summer Release 2021 - 20 Aug 17:45 (Updated as of 24th August)
Correction: - This information has been shared with the wider set of customers for information. The change has yet to ship and is anticipated to be released in early September 2021 for SIMS 7. Please note the change to the single character LA code at the base of the page.
TI's should contact partner support if they require the upgrade when available.
This workstation patch will be provided to deal with the following very late changes to DfE specifications.
DfE CBDS for academic year 2021/22
Tools | Statutory Returns Tools | Update Funding and Monitoring
- 16-19 Tuition Fund (Yes/No)
- Repeating Year 13 (Yea/No)
- School Led Tutoring (Yes/No)
- Cumulative Hours for School Led Tutoring as at Autumn Census (to an accuracy of .5 of an hour)
- Cumulative Hours for School Led Tutoring as at Spring Census (to an accuracy of .5 of an hour)
- Cumulative Hours for School Led Tutoring as at Summer Census (to an accuracy of .5 of an hour)
Focus | Attendance/Lesson Monitor etc
The changes to attendance subcodes have been confirmation by the DfE and are intended to help schools cope with changes to the education settings status form for academic year 2021/22.
- Two existing coronavirus related attendance subcodes of X to be made inactive
- Two new coronavirus related attendance subcodes of X added
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)
School Census Autumn 2021
Routines | Statutory Returns | School Census
- 16-19 Tuition Fund (Yes/No)
- Repeating Year 13 (Yea/No)
- Study programme and learning aims from end of academic year 2020/21 reported as being completed with an end date at the end of the work academic year 2020/22
- Study programme and learning aims from the start of academic year 2021/22 reported as continuing with a start date at the start of the working academic year 2021/22
- School Led Tutoring (Yes/No)
- Cumulative Hours for School Led Tutoring as at Spring Census (to an accuracy of .5 of an hour)
- Cumulative Hours for School Led Tutoring as at Summer Census (to an accuracy of .5 of an hour)
Please not these codes were updated as of 24/8
Single Character code
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Name
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Notes
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^
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caret
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*
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asterisk
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The original proposal was a | character and objection was raised.
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Changes to attendance subcodes have no impact on school census, as only the statutory attendance codes are reported.