B&K grocery store sells two types of soft drinks: the brand name A1 Cola and the cheaper store brand B&K cola. The margin of profit on the A1 Cola is about 5 cents per can, whereas the B&K Cola grosses 7 cents per can. On the average, the store sells no more than 500 cans of both colas a day. Although A1 is a better recognized name, customers tend to buy more of the B&K brand because it is considerably cheaper. It is estimated that the B&K brand outsells the A1 brand by a ratio of at least 2:1. However, B&K sells at least 100 cans of A1 a day. How many cans of each brand should the store carry daily to maximize the profit?