One for the bright bunch amoung us
- Thread starter D-P DEVELOPMENTS
- Start date
Glanza Gaz
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:homer:
LMAO ahhhh well worth a shot- it aint goin thru the lines
LMAO ahhhh well worth a shot- it aint goin thru the lines
durmz
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:homer:
LMAO ahhhh well worth a shot- it aint goin thru the lines
thas gotta go against the stealing next doors supplys rule aint it? :S
Glanza Gaz
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durmz
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ure house mate get it wrong then?
Adam_Glanza
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durmz thats wat i was suggesting earlier, can we go threw the stations and not the houses? if so then yes its do able, if not then i dont have a monkey
durmz
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I dont think so its just branching from the supply
this would be stealing I think
true, but then branching the supply is like sharing the same ammount if u get me, i uho lol, we need the answer! lol
Glanza Gaz
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lol Its still easily put right but I cant be arsed running to lines close to each other but it would still be the same routes jus a small gap in between them so I should be ok..........
Glanza Gaz
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like so:
Im used to drawing wiring diagrams so seperating the lines even though they come from the same supply bugs me lol
durmz
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like so:
you but then u go through a supply just like mine did so if ures works mine works
lolAdam_Glanza
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like so:
your still going threw the water though, and that isnt allowed isit?
Glanza Gaz
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doesnt say so jus cant go through the lines
like I say I think this is one of those think outside the box and find an exception to the rule type things, if you get me?
Adam_Glanza
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well i said that on the first page and he said no? if so then its simple really
ChrisGT
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http://www.cut-the-knot.org/do_you_know/3Utilities.shtml - impossible without going through a supply/house.
Adam_Glanza
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montana please repost in english not geek
Glanza Gaz
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ChrisGT
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Haha...it is impossible mate. All this talk of graphs reminds me of a shit module called Program Analysis I did last year.
Anyway, the closest solution to connect the 3 X nodes and 3 Y nodes is with 8 edges. Which would leave one house without the supply of one ammenity (as you need 9 edges of the graph for the 6 nodes to all be interconnected and the puzzle solved, but you can't have 9 edges without an intersection.)
Even if you re-position the nodes it still can't be done. As shown here:
Basically, the only way to do this is in 3D or go through a house/supply.
Anyway, the closest solution to connect the 3 X nodes and 3 Y nodes is with 8 edges. Which would leave one house without the supply of one ammenity (as you need 9 edges of the graph for the 6 nodes to all be interconnected and the puzzle solved, but you can't have 9 edges without an intersection.)
Even if you re-position the nodes it still can't be done. As shown here:
Basically, the only way to do this is in 3D or go through a house/supply.