Which of the following statement(g) is/are definitely false?

E like Orange. I won 9 medals. F likes Pansy. K likes Daisy and Green and has won less than 5 medals. G like Lotus and he won 12 medals. D won 7 medals and likes Tulip and he likes Blue. C likes Jasmine and won 14 medals. B won second highest number of medals. A won 11 medals and likes Pink. Neither H nor J like Black. The one who likes Black won 8 medals. (only possibility is F likes Black). It is given that, H does not like Lily and The one who likes Lily won 6 medals. E won more than 8 medals. (only possibility is J likes Lily). The one who likes Orchid likes Red. And it is also given that neither H nor I like Orchid. (only possibility is B likes Orchid). H does not like Sunflower and one who likes sunflower likes White. (so, only possibility is I likes Sunflower). E has won more than 8 medals and it is also given that he neither likes Iris nor Rose. (so, only possibility is E won 10 medals and likes Marigold). One who has won more number of medals than B likes Yellow.(i.e. C must likes Yellow). Neither H nor J like either Black or Gray. (only possibility is G likes Gray). After filling the remaining data, we get: