Yeah, you'd have to duplicate numbers somewhere.CrunchySaviour wrote:I've heard some dubious ideas for alternative challenges before, but this is just ridiculous!
Tubeguru - the Lottery Tube Challenge would be great but it would only account for 49 stations ... unless you take into account all the Lottery draws on one night and derive a larger set of stations from those.
OK, how about this?
The challenge takes place on a Sunday. Therefore, Chancery Lane and Temple won't figure in the challenge. Any temporarily closed stations don't count either (Queensway, H4 eg).
Number the stations (ignoring all closed stations and Sunday closures) in alphabetical order from 1 to 49 and then start at 1 again and so on until all are numbered.
Then, on the Saturday evening before, note down the 7 numbers in the main Lottery draw (6 main balls plus the bonus) and the ORDER in which they were drawn (do not arrange them in numerical order).
Let us assume that the numbers chosen are 31, 3, 21, 15, 44, 28 and 11.
Go through the list of tube stations IN ALPHABETICAL ORDER and find all of the stations numbered 31 and write them down in the order they appear in the list of stations. Then find all stations numbered 3 and write them down in the order you find them. And then 21. And so on, listing them all down in the order you find them on the list.
When you are done, you will have no more than 42 stations listed (7 balls, no more than 6 possible stations per ball based on 252 stations open on a Sunday these days - number the stations and see for yourself).
The challenge therefore is as follows:
You must start at the first station on your list (in the example above, it would be the first station numbered 31 in the alphabetical list of stations) and finish at the last station on the list (the last station numbered 11 in the list of stations) and MUST visit all of the stations in between.
The stations in between do not have to be visited in any particular order. You may pass through the final station on the way round but you may NOT count it as having been visited until you have been to every other station on the list. The challenge must end at the final station on the list and not at a station of your choosing.
Usual challenge rules apply etc etc.
Depending on the stations chosen by the balls, you will need to plan how much time you will need the following day!
Is it OK for a rough idea?