Queen's Park Junction around 0928 on 01/12/2024
Simple
Detailed
STP
Plan Arr
Act Arr
Origin
Pl
ID
TOC
Destination
Plan Dep
Act Dep
WTT
pass
Harrow & Wealdstone
2A22
LT
Elephant & Castle (Lt)
0913
WTT
pass
Elephant & Castle (Lt)
2I23
LT
Stonebridge Park
0914
WTT
pass
Stonebridge Park
2A26
LT
Elephant & Castle (Lt)
0919
WTT
pass
Elephant & Castle (Lt)
2J45
LT
Harrow & Wealdstone
0919½
WTT
pass
Watford Junction
2C14
LO
London Euston
0923½
WTT
pass
London Euston
2D64
LO
Watford Junction
0925
WTT
pass
Harrow & Wealdstone
2A24
LT
Elephant & Castle (Lt)
0928
WTT
pass
Elephant & Castle (Lt)
2I35
LT
Stonebridge Park
0929
WTT
pass
Willesden T.M.D
5D67
LO
London Euston
0931
WTT
pass
Stonebridge Park
2A27
LT
Elephant & Castle (Lt)
0934
WTT
pass
Elephant & Castle (Lt)
2J25
LT
Harrow & Wealdstone
0934½
WTT
pass
Stonebridge Park
2A06
LT
Elephant & Castle (Lt)
0939
WTT
pass
London Euston
2D65
LO
Watford Junction
0940
WTT
pass
Elephant & Castle (Lt)
2I02
LT
Stonebridge Park
0942½
WTT
pass
Harrow & Wealdstone
2A01
LT
Elephant & Castle (Lt)
0943
WTT
pass
Stonebridge Park
2A23
LT
Elephant & Castle (Lt)
0949
WTT
pass
Elephant & Castle (Lt)
2J31
LT
Harrow & Wealdstone
0949½
WTT
pass
Watford Junction
2C16
LO
London Euston
0953½
WTT
pass
London Euston
2D66
LO
Watford Junction
0955
WTT
pass
Elephant & Castle (Lt)
2I37
LT
Stonebridge Park
0957½
WTT
pass
Harrow & Wealdstone
2A03
LT
Elephant & Castle (Lt)
0958
WTT
pass
Stonebridge Park
2A35
LT
Elephant & Castle (Lt)
1004
WTT
pass
Elephant & Castle (Lt)
2J32
LT
Harrow & Wealdstone
1004½
WTT
pass
Watford Junction
2C17
LO
London Euston
1008½
WTT
pass
London Euston
2D67
LO
Watford Junction
1010
WTT
pass
London Road Depot
2I42
LT
Stonebridge Park
1012½
WTT
pass
Harrow & Wealdstone
2A45
LT
Elephant & Castle (Lt)
1013
WTT
pass
Stonebridge Park
2A02
LT
Elephant & Castle (Lt)
1019
WTT
pass
Elephant & Castle (Lt)
2J22
LT
Harrow & Wealdstone
1019½
WTT
pass
Watford Junction
2C18
LO
London Euston
1023½
WTT
pass
London Euston
2D68
LO
Watford Junction
1025
WTT
pass
Elephant & Castle (Lt)
2I04
LT
Stonebridge Park
1027½