If you invest $9,000 at 6% compounded bi-weekly, after how many years, rounded to .01, will your investment be worth $14,536.63?

I understand b-weekly to mean

every 2 weeks,
6% compounded bi-weekly ---> i = .06/26 = .0023077
n = "bi-weeks"

9000(1.0023077)^n = 14536.63
1.0023077^n = 1.61518
n = log 1.60518/log1.0023077 = 208.000006

so number of years = 208/26 = 8.00

it will take 8 years