|
- The mobile app supports bio-metric (finger print and face id) authentication
![](data:image/png;base64,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)
- The shifts report can be configured such that the cells in the report contains the dates for the shift assignments
![](data:image/png;base64,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)
- Schedule reminders can be suppressed when there is no assigned shift for the last day of the reminder period
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)
- A legend is available for the scheduling easiness metric tool ("hot spots") in the schedule revision screen
![](data:image/png;base64,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- The day types that match days in a schedule version are available from the version info screen
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)
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