In a shop there are two ranges for ovens which are in the ratio of 6:7. There are three types of products in both range named Morphy Richards, Panasonic, and Haier. In Morphy Richards, second range is 40% of the total number of second range and 50% of first range of the total number of first range. In Panasonic, second range is 30% of the total number of second range and first range is 30% of the total number of first range. Haier has 30% second range of the total number of second range and 20% first range of total number of first range. 8 first range and 11 second ranges are Morphy Richards and Panasonic both. 7 first range and 8 second range are Panasonic and Haier both. 5 first range and 7-second range are involved in Morphy Richards and Haier both. If it is given that 4 second range and 3 first range are involved in all the products. If it is given that there are total 260 ovens in the shop.
By what percent is the number of first range involved in Morphy Richards only more than the number of second range involved in Panasonic only?