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- The options selected for the hours, shifts, availability and summary reports other than the applicable time range are defaulted to the last used value.
- The occurrence of monthly cycle can be set to every month, specific months within a quarter, specific month within a year, or based on a recurring number of months.
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)
- A monthly cycle can be set for every occurrence of a day of the week
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)
- The automatic posting of unassigned shifts in the swap meet can be suppressed
![](data:image/png;base64,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)
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