All Saints ⇄ Edgware Road B Station • Train Fare & Route

This journey is in zones 1&2 and you’ll have to use the DLR, Jubilee and Bakerloo lines, changing trains at Canary Wharf and Waterloo

1. From All Saints take the Docklands Light Railway
2. Change at Canary Wharf to the Jubilee Line
3. Change at Waterloo to the Bakerloo Line
4. Leave the train at Edgware Road

Number of stops: 16 · Journey time: Approx 50 mins

Stations on the route: All Saints ➜ Poplar ➜ West India Quay ➜ Canary Wharf (DLR) [change train] Canary Wharf (Underground) ➜ Canada Water ➜ Bermondsey ➜ London Bridge ➜ Southwark ➜ Waterloo [change train] Waterloo ➜ Embankment ➜ Charing Cross ➜ Piccadilly Circus ➜ Oxford Circus ➜ Regent’s Park ➜ Baker Street ➜ Marylebone ➜ Edgware Road

Live status and delays

Closures on the DLR, Jubilee and Bakerloo line

First and last train times

Docklands Light Railway timetable

Alternative routes include All Saints to Marylebone, All Saints to Paddington and All Saints to Marble Arch

Stairs, lifts and escalators

All Saints is wheelchair accessible, and has step-free access from the street to the train. Edgware Road (B) is not wheelchair accessible

All Saints entrance – There’s a lift between the entrance and the platforms. If you want to avoid the lift then you can use two flights of stairs (16 steps down +11 steps down)

Changing trains at Canary Wharf – You must use an escalator, a lift, and walk 200 metres outside to change between the DLR and Jubilee platforms

Changing trains at Waterloo – You must use an escalator when changing trains from the Jubilee line platforms. You must use stairs when changing trains from the Bakerloo northbound platform, but there’s an escalator when changing trains from the Bakerloo southbound platform

Edgware Road (B) exit – You must use a flight of stairs between the platforms and the booking hall (19 steps up). After that there’s a lift between the booking hall and the exit. If you want to avoid the lift then you can use nine flights of stairs (11 steps up +5 steps up +6x17 steps up +8 steps up)

Sorry, but the route information is unavailable