A company is projected to generate free cash flows of $$169$ million next year and $$197$ million at the end of year $2,$ after which it is projected grow at a steady rate in perpetuity. The company's cost of capital is $11\mathrm{.}9\%.$ It has $$136$ million worth of debt and $$66$ million of cash. There are $24$ million shares outstanding. If the terminal EV$/$FCFF exit multiple at the end of year $2$ is $6\mathrm{.}6,$ what's your estimate of the company's share value? Round to one decimal place.

HINT: Compute TV$2$ using the exit multiple approach as FCFF$2$ times comparables' multiple. The rest is the same as the DCF method: Discount FCFF$1,$ FCFF$2$ and TV$2$ back to the present using WACC, then walk the bridge to the share value.