|
- Pay rates that apply to all providers can be defined instead of provider-specific rates
![](data:image/png;base64,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)
- In the shift request screen, shift requests implied by time off requests are shown explicitly as N(T) or W(T)
![](data:image/png;base64,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)
- An itemized list of the hours contributed by shifts to the category statistics in the cumulative summary can be exported
![](data:image/png;base64,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)
|