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Shift assignment requests (i.e., "on" requests) can be preserved when providers indicate that they are either available or need off for an entire schedule period 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)
- In PDF printouts of schedules that include the name of the provider at the top right of the header, the provider name is highlighted with the same color as used to emphasize the shifts assigned to the provider
- Schedule settings for providers in the provider information screens can be copied from a provider to other providers in bulk. Additionally, specific types of settings can be copied (i.e., workloads, shift preferences, shift sequences).
![](data:image/png;base64,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)
- Absolute provider pay rates can be defined to a precision of 1/10,000 of one unit of the currency specified for the payroll (e.g., 83.3333 $/hr)
![](data:image/png;base64,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)
- The provider ID can be added to the payroll reports
![](data:image/png;base64,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)
- In the revision screen, assignment conflicts are highlighted prominently when tool 'show conflict' is used
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)
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