Sportives don't get much more stunning than this ride through the Mendips Hills. Consistently voted as one of the best locations for cycling in the UK, the route dips into Cheddar Gorge which possesses a beauty, and a climb, that will take your breath away.
Starting just outside Glastonbury, this route takes you through spectacular Somerset, first heading north through a series of sheltered back lanes across the River Axe. The Wiggle Mendips sportive starts completely flat, and stays that way for much of the ride, but there are a handful of major climbs thrown in for good measure – what else would you expect in a land littered with so many beautiful gorges?
Your first test will come around 15 miles in, and the small village of Easton acts as a passing point to flag the climb’s start. You’ll take in just under 850ft of ascending in a short space of time – there’s no hiding the fact that this is steep. The views are worth it, though, and once you’ve reached the top you can afford to sit back and roll through the next few miles, taking in the incredible natural scenery as you go.
The next test won’t come for a while yet, as the route feeds through a series of secluded Somerset villages. Eventually you’ll pass through Blagdon, which is the final flat point before the next climb, which will take you higher than the last major one but doesn’t take as much input, as you’ll have started from a hill-top position. Soon enough, it’s time to take in Cheddar Gorge in all its glory – but will mean another major climb! Once you’ve passed this, it’s plain sailing back to ride HQ.
If you would like to help out for the day or ride the event for free in exchange for helping out for a few hours in the morning then please get in touch: email@example.com
We want to encourage young riders to enjoy the pleasure of cycling. That's why all riders under 16 years ride for free when accompanied by a paying adult. Valid ID will be requested on the day.
A 20% discount will be applied automatically at checkout when you enter 4 (four) or more riders into a single event. This offer does not apply to the Wattbike No Excuses events, the MBR Demo Day, Brewin Dolphin Velo Club tickets and the UKCE Le Classique French Sportive. Mates Rates do not apply to any Late Entry offers.
Online pre-entry is the easiest way of entering and saves £5.00 per person vs. entering on the day. Online pre-entry will save you time on the day of the event allowing you to simply pick up your registration pack from the Pre entered registration points. Please note: If an event reaches its capacity we will have to close the event to riders wanting to enter on the day. It is therefore best to pre enter online to avoid disappointment!
On the day entries are available at all our events as long as the event has not sold out prior to the event day. On the day entries are subject to an additional £5.00 per person surcharge. Payment can be made with cash or cheque. You can fill out an entry form when you arrive at the event. One entry form must be completed per person. Wiggle Customers will not be able to receive any loyalty discounts on the day.
Although all our rides are non competitive events (i.e. not races), most people still like to know how well they've done. With this in mind we will time each participants ride. When you complete your ride your time will be calculated and these timings, along with the timing Award you achieved, will be displayed on the Website. Each rider will receive a timing award of either; bronze, silver or gold, depending on their average speed. Of course, some riders aren't bothered about all these awards and just cycle for the experience and stunning scenery.
SportivePhoto will be taking pictures of all riders at this event. Please visit www.sportivephoto.com once you have taken part in the event to view your photos!
By purchasing an event entry you agree to the UK Cycling Events terms and conditions.
Route distances and elevations are approximate and subject to change. Changes can be due to road closures or for safety reasons. Any changes will be kept to a minimum where possible.