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Saved routes

Downhill all the way! – Victoria Park Loop from Heron Quays

El
Saved routes

Downhill all the way! – Victoria Park Loop from Heron Quays

planned a road ride

January 19, 2022

Downhill all the way! – Victoria Park Loop from Heron Quays

Moderate

02:56

66.3km

22.6km/h

480m

480m

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Overview

Moderate road ride. Good fitness required. Mostly well-paved surfaces and easy to ride.

Includes a segment in which cycling is not permitted

After 41.0 km for 128 m

Waypoints

A

Start point

Get Directions

1

5.33 km

Canary Riverside

Highlight • Viewpoint

2

27.5 km

Mott Street Summit

Highlight • Viewpoint

Great training climb. Watch out for cars if you're weaving about on the road. Break it down into three sections (Ramps) and leave something for the last one

Tip by

3

27.9 km

High Beech Climb

Highlight • Viewpoint

Nice quick road ... wheeeeeeee!

Tip by

4

33.2 km

High Beech Tea Hut

Highlight • Forest

High Beech Tea hut is a great place to hang out, drink excellent (cheap) tea and hearty bread pudding, and chat with other cyclists. Tends to be a lot of …

Tip by

5

33.7 km

Wake Road Through Epping Forest

Highlight (Segment) • Trail

Very quiet country road with very little traffic. A good cut through on your way out towards the Essex countryside.

Tip by

6

41.0 km

Epping New Road (B1393) Through Epping Forest

Highlight (Segment) • Cycleway

This section of Epping New Road is the main way to access Essex but it's unpleasant to ride on with 'road' wheels as the surface is chip 'n tar, the …

Tip by

7

61.6 km

On the east side of Victoria Park there are two stone ten-foot-high (3 m) alcoves, which are the remnants of old London Bridge. The bridge was built between 1176 and …

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B

66.3 km

End point

Way Types & Surfaces

Way Types

28.7 km

19.7 km

14.1 km

3.50 km

327 m

< 100 m

Surfaces

54.7 km

10.2 km

930 m

514 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 (130 m)

Lowest point (0 m)

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