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Plotting postcodes??

Bebs
Bebs Posts: 233 Forumite
I wonder if someone can help, for a job I have to visit about 10 different postcodes, is there any way to put these postcodes into my Tomtom one and it will work out the nearest route first?

If not, is there some software I could use?

Thanks for your help.

Comments

  • Niv
    Niv Posts: 2,570 Forumite
    Part of the Furniture 1,000 Posts Name Dropper
    I dont know about your sat nav but you could get directions from google maps and move the order of the destinations around as required. Once the first set of postcodes have been put in and directions got you will see on the map of the route which would be a better order?

    There may be specific software for this but this option is free :-)

    Niv
    YNWA

    Target: Mortgage free by 58.
  • CoolHotCold
    CoolHotCold Posts: 2,158 Forumite
    Part of the Furniture 1,000 Posts Combo Breaker
    MultiMap works wonders
  • macman
    macman Posts: 53,129 Forumite
    Part of the Furniture 10,000 Posts Name Dropper
    If you just want to know which is nearest, then Google Maps will do it. If you want to work out the quickest route to visit all 10 in turn, that's a bit more complex.
    No free lunch, and no free laptop ;)
  • CoolHotCold
    CoolHotCold Posts: 2,158 Forumite
    Part of the Furniture 1,000 Posts Combo Breaker
    macman wrote: »
    If you just want to know which is nearest, then Google Maps will do it. If you want to work out the quickest route to visit all 10 in turn, that's a bit more complex.

    Not Really, Checkout http://www.mapquest.com/ (I thought It was MultiMap, My bad)
  • JimmyTheWig
    JimmyTheWig Posts: 12,199 Forumite
    Part of the Furniture 10,000 Posts Name Dropper Combo Breaker
    I'd go with Niv's suggestion and use some common sense to work out some sensible orders to try. There's about 3.6m combinations, so I'd definitely narrow it down by sight before you start!
  • asbokid
    asbokid Posts: 2,008 Forumite
    It's called the travelling salesman problem.

    http://en.wikipedia.org/wiki/Travelling_salesman_problem
This discussion has been closed.
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