Course Description
Sponsored by
![](data:image/png;base64,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)
This course delves into how to use AI and automation to close the gap between life before AI and life now that we have its technology at our disposal, and how to get your staff and leadership on board to embrace the change.
Learning objectives:
- Learn to embrace today’s technology
- Use financial technology to analyze data, create forecasts, and improve decision making
- Understand how technology helps recruit and retain the top talent
Review our course policies and procedures page for further information