Derek can deposit $$260\mathrm{.}12$ per month for the next $10$ years into an account at Bank A$.$ The first deposit will be made next month. Bank A pays $13\mathrm{.}18\%$ and compounds interest monthly. Derek can deposit $$2,521\mathrm{.}48$ per year for the next $10$ years into an account at Bank B$.$ The first deposit will be made next year. Bank B compounds interest annually. What rate must Bank B pay for Derek to have the same amount in both accounts after $10$ years? Answer format: Percentage Round to: $4$ decimal places $($Example: $9\mathrm{.}2434\%,\%$ sign required. Will accept decimal format rounded to $6$ decimal places $($ex: $0\mathrm{.}092434))$