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- Detailed information about users and providers in a location is available through the REST API.
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)
- In the shift request screens, shift assignments requested by more than one provider are identified as "R+"
![](data:image/png;base64,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)
- A third provider selector is available in the revision screen, and the draft and master schedule screens
![](data:image/png;base64,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)
- A category is available that counts the number of weekends for which providers worked at least one shift
![](data:image/png;base64,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)
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