$\backslash$table$[[,1,2,$dots,$9,10],[$Sales revenue,$34\mathrm{.}000,34\mathrm{.}000,,34\mathrm{.}000,34\mathrm{.}000],[-$ Cost of goods sold,$20\mathrm{.}400,20\mathrm{.}400,,20\mathrm{.}400,20\mathrm{.}400],[=$ Gross profit,$13\mathrm{.}600,13\mathrm{.}600,,13\mathrm{.}600,13\mathrm{.}600],[-$ General, sales, and administrative expenses,$1\mathrm{.}920,1\mathrm{.}920,,1\mathrm{.}920,1\mathrm{.}920],[-$ Depreciation,$2\mathrm{.}400,2\mathrm{.}400,,2\mathrm{.}400,2\mathrm{.}400],[=$ Net operating income,$9\mathrm{.}280,9\mathrm{.}280,,9\mathrm{.}280,9\mathrm{.}280],[-$ Income tax,$3\mathrm{.}248,3\mathrm{.}248,,3\mathrm{.}248,3\mathrm{.}248],[=$ Net income,$6\mathrm{.}032,6\mathrm{.}032,,6\mathrm{.}032,6\mathrm{.}032]]$

a$.$ Given the available information, what are the free cash flows in years $0$ through $10$ that should be used to evaluate the proposed project?

The free cash flow for year $0$ is $$,$ million. $($Round to three decimal places, and enter a decrease as a negative number.$)$