- Starts: Friday 15 May 2026 9:00 am
- Ride leader/Event organiser: Phil Beed

- Category: All-comers rides
- Terrain: D - Gentle
- Duration: am - Morning only (finishes before lunch)
- No target pace (we will ride at speed of the slowest riders)
- A - Severe. Route has extreme elevation change, with both short and longer sustained climbs (e.g. Duncton Hill).
- B - Very hilly. Route has major elevation change, with longer sustained climbs (e.g. Harting Hill from the south).
- C - Hilly. Route is undulating with a number of short climbs involved (e.g. Havant to Bishop's Waltham).
- D - Gentle. Route has minor elevation change on gentle slopes (e.g. south coast cycle route to Chichester).
- E - Flat. Route has little or no elevation change (e.g. Portsea Island).
- Add/update statistics for this ride
- Cancel or postpone this ride
Our grading scheme
When grading routes we use the following scheme:
At: Beechwood café, QECP
Queen Elizabeth Country Park (QECP)
PO8 0QE
More details and map
Contact us about this event
Send an email to ride leader/event organiser: Phil Beed.
Map
Ride out to Coffee Meet Up
Informal ride
All welcome, pick your own start point and route
Bookings for this ride/event
This ride/event is unlimited and booking is not required. You're welcome to turn up on the day. Please come back to this page before joining in case we have to cancel or postpone.
Ride leader notes
My preference is for longer rides at a steady pace, with an afternoon pub stop whenever possible.
I might be riding a geared bike or single speed depending on weather and who I'm riding with.
I also enjoy touring and taking part in audax events.
About all-comers rides
These are half day rides for all members. They are moderate or more demanding rides (we also run easy rides for people unsure of their capabilities). Depending on numbers we split into groups to accommodate different speeds
Originally, we didn't ask you to book to join these rides, but that proved difficult to administer. We now ask you to let us know you're coming. The ride is still unlimited, however.
