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Charlie
Saved routes

Henley-on-Thames – Swyncombe Loop from Wallingford

Charlie
Saved routes

Henley-on-Thames – Swyncombe Loop from Wallingford

planned a road ride

May 21, 2022

Henley-on-Thames – Swyncombe Loop from Wallingford

Moderate

02:54

65.2km

22.5km/h

520m

520m

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Overview

Moderate road ride. Good fitness required. Some segments of this route may be unpaved and difficult to ride. The starting point of the route is accessible with public transport.

Waypoints

A

Start point

Train Station

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1

6.70 km

Ewelme Village

Highlight (Segment) • Settlement

Beautiful village to cycle through. It's worth not going too fast.

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2

18.9 km

Stonor Valley to Pishill Road

Highlight (Segment) • Climb

A good section to ride in either direction, although some rough surfaces can be felt travelling south between Stonor and Henley (no loose gravel, but bumpy tarmac). A long climb from Henley, or a speedy descent from the top.

Tip by

3

30.9 km

Henley-on-Thames town centre and riverside

Highlight • Historical Site

Charming and cheerful village, Henley on Thames is a pretty place for a stop and a coffee break. Just try to avoid the busiest times of day as traffic can …

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4

45.2 km

Holloway Lane

Highlight • Climb

Slow burner ascent or enjoyable descent. Nice views through the trees onto rolling hills, if not focusing on your legs burning out 😁

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5

49.3 km

View of Oxford from the Chilterns

Highlight • Viewpoint

This is a flat bit of road that runs along the ridge, it has great views out to the NW towards Oxford.

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6

55.8 km

At only 1.9km in length this is a punchy little climb with a maximum gradient of 10% hitting you right out the gates. As you pass the church the slope …

Tip by

B

65.2 km

End point

Train Station

Way Types & Surfaces

Way Types

52.7 km

6.92 km

5.20 km

159 m

152 m

< 100 m

Surfaces

53.5 km

11.3 km

213 m

159 m

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Route Details

Elevation

Elevation

Nothing selected – click and drag below to see the stats for a specific part of the route.

Highest point (250 m)

Lowest point (30 m)

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