Would you like your horse to be based with Charlotte? We can offer a comprehensive range of packages tailored to suit you and your horses needs, with exceptional attention to detail and care from our highly knowledgeable team as well as superb facilities here at Norton Grounds Farm. Please get in touch with Charlotte to discuss any of these further!
Charlotte has a huge amount of top level Eventing experience, having competed at Badminton three times as well as at Burghley and Luhmuhlen 5*’s. In addition to that, she is one of only a handful of people to have produced a home-bred horse (Out of Africa) right from the start up to Championship level. There is great skill in nurturing a young horse to enable him/her to realise their full potential, and Charlotte takes a huge amount of care to build firm foundations and a strong partnership with each one. Trust and confidence are two things she prioritises in these early stages, as well as building up a good base of physical strength which is crucial for them to have a long and healthy career at the top of the sport.
If you are interested in Charlotte competing your horse please don’t hesitate to get in touch.
Based in the heart of British equestrianism Charlotte is ideally placed to sell your horse. Having sold a number of quality horses over the past 8 years Charlotte is becoming known for having easy, rideable horses to suit varying levels of rider. Your horse will have the best care from our 5* team and Charlotte will take all the hassle usually associated with sales away from you.
Would you like your horse looked after by the best possible team, and to continue his schooling education so that he/she becomes even nicer to ride?! Look no further. Charlotte can offer full livery for your horse, enabling you to sleep easily knowing his/her every need is being tended to, and you can also make your riding time really count by enjoying the superb facilities at Norton Grounds yourself. It also works well from a training perspective as Charlotte is able to help you on a regular basis should you so wish.