Problem $17-11($Algo$)$ Different classes of voting stock $[$LO$17-1]$ Rust Pipe Company was established in $1994.$ Four years later the company went public. At that time, Roberta Rust, the original owner, decided to establish two classes of stock. The first represents Class A founders' stock and is entitled to $10$ votes per share. The normally traded common stock, designated as Class B$,$ is entitled to one vote per share. In late $2010,$ Mr$.$ Park, an investor, was considering purchasing shares in Rust Pipe Company. While he knew the founders' shares were not often present in other companies, he decided to buy the shares anyway because of a new technology Rust Pipe had developed to improve the flow of liquids through pipes. Of the $\backslash (1,500,000\backslash )$ total shares currently outstanding, the original founder's family owns $51,925$ shares. What is the percentage of the founder's family votes to Class B votes? Note: Do not round intermediate calculations. Input your answer as a percent rounded to $\backslash (\backslash$mathbf$\{2\}\backslash )$ decimal places.