From the data below, calculate the upper and lower Bollinger bands, which represent plus $($or minus$)$ two standard deviations of the $20-$day simple moving average added $($subtracted$)$ from the $20-$day simple moving average. If the daily price approaches or exceeds the upper Bollinger band, traders will look for a continued upward movement in the stock price.

Note: Do not round intermediate calculations. Round your answers to $2$ decimal places.

$\backslash$table$[[$Date$,$Close,$\backslash$table$[[20-$Day Simple$],[$Moving Average$]],\backslash$table$[[$Standard Deviation$],[$of $20-$Day Moving$],[$Average$]],\backslash$table$[[$Lower$],[$Bollinger Band$]],\backslash$table$[[$Upper Bollinger$],[$Band$]]],[\frac{3}{26}\frac{?}{2022},186\mathrm{.}85,180\mathrm{.}94,3\mathrm{.}46,,],[\frac{3}{27}\frac{?}{2022},188\mathrm{.}53,181\mathrm{.}56,3\mathrm{.}66,,],[\frac{3}{28}\frac{?}{2022},188\mathrm{.}78,182\mathrm{.}24,3\mathrm{.}86,,],[\frac{3}{29}\frac{?}{2022},190\mathrm{.}01,183\mathrm{.}02,4\mathrm{.}06,,],[\frac{4}{1}\frac{?}{2022},191\mathrm{.}30,183\mathrm{.}77,4\mathrm{.}26,,],[\frac{4}{2}\frac{?}{2022},194\mathrm{.}08,184\mathrm{.}54,4\mathrm{.}45,,],[\frac{4}{3}\frac{?}{2022},195\mathrm{.}41,185\mathrm{.}46,4\mathrm{.}63,,],[\frac{4}{4}\frac{?}{2022},195\mathrm{.}75,186\mathrm{.}51,4\mathrm{.}78,,],[\frac{4}{5}\frac{?}{2022},197\mathrm{.}06,187\mathrm{.}67,4\mathrm{.}92,,],[\frac{4}{8}\frac{?}{2022},200\mathrm{.}16,188\mathrm{.}87,5\mathrm{.}05,,],[\frac{4}{9}\frac{?}{2022},199\mathrm{.}56,5\mathrm{.}16,,,],[\frac{4}{10}\frac{?}{2022},200\mathrm{.}68,5\mathrm{.}25,,,],[\frac{4}{11}\frac{?}{2022},199\mathrm{.}01,190\mathrm{.}86,5\mathrm{.}31,,],[\frac{4}{12}\frac{?}{2022},198\mathrm{.}93,5\mathrm{.}33,,,]]$