PizzaTime Restaurants is building a new pizza place and needs to determine how big to make the various parts of its facility. It wants to be able to accommodate a maximum of $260$ customers per hour at its peak times. PizzaTime has collected the following information: the average time to place and receive an order is $0\mathrm{.}95$ minutes, $20$ percent of the customers have cars and require parking spots, and the average length of time at the restaurant is $30$ minutes per customer. Assume a capacity cushion of $20$ percent.

Find the number of parking spaces needed.

Find the number of seats$/$tables needed. $($assume $4$ seats per table$).$