Given the information below: Suppose that n=196 i.i.d. observations for (Yi,Xi) yield the following regression results: Y^=30.15+67.58X,SER=16.58,R2=0.89 Suppose instead the research assistant accidentally duplicates the sample such that the new sample has a size 14 times larger than the original 196 observations. Under the new duplicated sample, the SER of the original specification would be Hint one: If it is two times larger that means the new number of observations is 392. Hint two: Round your answer to three decimal places. Given the information below: Suppose that n=196 i.i.d. observations for (Yi,Xi) yield the following regression results: Y^=30.15+67.58X,SER=16.58,R2=0.89 Suppose instead the research assistant accidentally duplicates the sample such that the new sample has a size 14 times larger than the original 196 observations. Under the new duplicated sample, the SER of the original specification would be Hint one: If it is two times larger that means the new number of observations is 392. Hint two: Round your answer to three decimal places