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- Ranges of identical days in day cycles can be defined in bulk
![](data:image/png;base64,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)
- Providers can suppress the comments from their scheduler in the schedule reminder emails
![](data:image/png;base64,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)
- Locations can be configured such that all requests for time off are specified with an associated reason
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)
- The high, medium, and low priority workloads defined for a provider are set to zero automatically when the total workload for the provider is set to zero
![](data:image/png;base64,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)
- In tables that contain shifts, the short name for the shift is available as a tooltip
![](data:image/png;base64,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)
- Weekend days in calendars can have a different background from non-weekend days
![](data:image/png;base64,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)
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