When applying the shortest route (+ up to 3 mile margin ) rule for the local part of a journey to an origin routeing point where the origin routeing point is a group , should I apply the rule separately for each group member or should I base the +3 mile margin only on the distance to the nearest member.
Example: Suppose I'm starting from Perry Barr to a destination where Birmingham Group is the only valid origin routing point.
PRY WTT AST at 1.56m is the shortest route to the nearest group member (AST).
PRY WTT AST DUD BHM at 4.40m is the shortest route to another member (BHM)
Can I use...
PRY HSD BHM at 7.12m (it's within three miles of shortest route to BHM but more than three miles over the distance to AST) ?
( I haven't checked if there are any local rules that make this a poor example - hopefully it's enough to explain the general question at least. )
AST = Aston *
BHM = Birmingham New Street *
DUD = Duddeston *
HSD = Hamstead
PRY = Perry Barr
WTT = Witton WM
(* = Birmingham Routeing Point Group Members - the others are Snow Hill and Moor Street )
Example: Suppose I'm starting from Perry Barr to a destination where Birmingham Group is the only valid origin routing point.
PRY WTT AST at 1.56m is the shortest route to the nearest group member (AST).
PRY WTT AST DUD BHM at 4.40m is the shortest route to another member (BHM)
Can I use...
PRY HSD BHM at 7.12m (it's within three miles of shortest route to BHM but more than three miles over the distance to AST) ?
( I haven't checked if there are any local rules that make this a poor example - hopefully it's enough to explain the general question at least. )
AST = Aston *
BHM = Birmingham New Street *
DUD = Duddeston *
HSD = Hamstead
PRY = Perry Barr
WTT = Witton WM
(* = Birmingham Routeing Point Group Members - the others are Snow Hill and Moor Street )