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- Working revisions of schedules can be sent via email from the schedule version screen
![](data:image/png;base64,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)
- Max in a row dependencies are included in the conflict view for schedule versions
![](data:image/png;base64,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)
- When a provider is selected in the schedule version screen, the highlighting of the shifts assigned to the provider takes into account the dependency for the shift and the provider.
![](data:image/png;base64,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)
- Assignments of providers to shifts marked as disliked and assignment sequences that exceed the maximum number of shifts in a row are included in the conflict section of the schedule version information screen.
![](data:image/png;base64,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)
- The shifts contributing to unscheduled total is statistical summaries are listed as a tool tip for the totals
![](data:image/png;base64,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)
- The day of the month is listed within the time picker when the range of time shown spans more than one day
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)
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