A firm is considering two mutually exclusive projects, $x$ and $Y,$ with the following cash flows:

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Project $x-$$$1,000$ $$100$ $$320$ $$370$ $$700$

Project $Y\%-$$$1,000$ $$900$ $$100$ $$55$ $$45$

The Projects are equally risky, and their WACC is $13\%.$ What is the MIRR of the project that maximizes shareholder value? Do not round intermediate calculations. Round your answer to two decimal places.

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