Name Market

Capitalization $($$ million$)$ Enterprise

Value $($$ million$)$ P$/$E Price$/$

Book Enterprise

Value$/$ Sales Enterprise

Value$/$ EBITDA

Gannet $635010,1637\mathrm{.}360\mathrm{.}731\mathrm{.}45\mathrm{.}04$

New York Times $2423347218\mathrm{.}092\mathrm{.}641\mathrm{.}107\mathrm{.}21$

McClatchy $67530619\mathrm{.}761\mathrm{.}681\mathrm{.}405\mathrm{.}64$

Media General $326119214\mathrm{.}890\mathrm{.}391\mathrm{.}317\mathrm{.}65$

Lee Enterprises $26717246\mathrm{.}550\mathrm{.}821\mathrm{.}576\mathrm{.}65$

Average $11\mathrm{.}331\mathrm{.}251\mathrm{.}356\mathrm{.}44$

Maximum $+60\%112\%+16\%+22\%$

Minimum $-40\%-69\%-18\%-19\%$

The table above shows the stock prices and multiples for a number of firms in the newspaper publishing industry. Another newspaper publishing firm $($not shown$)$ had sales of $$620$ million, EBITDA of $$81$ million, excess cash of $$62$ million, $$11$ million of debt, and $120$ million shares outstanding. If the firm had an EPS of $$0\mathrm{.}41,$ what is the difference between the estimated share price of this firm if the average price$-$earnings ratio is used and the estimated share price if the average enterprise value$/$EBITDA ratio is used?