D-P DEVELOPMENTS
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ep82 u missed a line mate
One for the bright bunch amoung us
- Thread starter D-P DEVELOPMENTS
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D-P DEVELOPMENTS
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just as ep82 has attemted it is how it has to be done no crossing lines and no going through same section on line twice
Glanza Gaz
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can the lines touch at all.............................................(or join like a branch)
Adam_Glanza
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i think dp should be banned for time waisting 
ChrisGT
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You and me both brother.
durmz
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D-P DEVELOPMENTS
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Sorry guys but if it makes you feel any better i didnt have anyone to show me the bloody stupid answer as you did i was at it days before i got it
so imagine how you feel now and times that by around 60 hours ha ha ah
so imagine how you feel now and times that by around 60 hours ha ha ah
Glanza Gaz
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You didnt mention you couldnt go through the boxes
otherwise like the other without repostioning-impossible
D-P DEVELOPMENTS
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there is not stupid tricks ect with this one guys this was a puzzle that we was given back in my apprentership they gave it to all of us with a £50 reward for the winner i didnt win but no the answer now all the same
www.glanza.co.uk
Super Mod (極度の調整器)
F F S!
D-P DEVELOPMENTS
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yes mate
problem solved?
Okay ... so it's impossible!
But I put it up in good faith, the guy that sent it to me said it could be done!!!
The reason it's impossible ... well I'll let others explain:
Think of the graph as the floor plan of a seven roomed house.
Put 'doors' in each 'wall' (line segment).
Take a walk through the house .
Note that for a room with an even number of doors it is possible to
take a walk that passes through each door that begins and ends inside
the room or that begins and ends outside the room.
For a room with an odd number of doors this is not so, if the beginning
of the walk is inside the room and each door is used only once, the end
of the walk will be outside the room and vice versa; if the beginning of
the walk is outside the room and each door is used only once the end
will be inside the room.
The 'seven roomed house' has three 'rooms' with an odd number of doors.
A walk has only one end point , so that even if you start inside one of
them ,outside of the other two, you must end up inside both of the
others which is impossible
Okay ... so it's impossible!
But I put it up in good faith, the guy that sent it to me said it could be done!!!
The reason it's impossible ... well I'll let others explain:
Think of the graph as the floor plan of a seven roomed house.
Put 'doors' in each 'wall' (line segment).
Take a walk through the house .
Note that for a room with an even number of doors it is possible to
take a walk that passes through each door that begins and ends inside
the room or that begins and ends outside the room.
For a room with an odd number of doors this is not so, if the beginning
of the walk is inside the room and each door is used only once, the end
of the walk will be outside the room and vice versa; if the beginning of
the walk is outside the room and each door is used only once the end
will be inside the room.
The 'seven roomed house' has three 'rooms' with an odd number of doors.
A walk has only one end point , so that even if you start inside one of
them ,outside of the other two, you must end up inside both of the
others which is impossible
D-P DEVELOPMENTS
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Dannyboi
reply to your friend and state there is 16 doors thus making it possible in 2 different ways
reply to your friend and state there is 16 doors
thus making it possible in 2 different ways 
is that it? u dont have to go through every door into the room right? there for i walked into the doorway and back out meaning my line has not gone over it self but i have touched every door ?
if not the puzzle is still impossible to do unless cheating due to the odd number of doors in 3 of the rooms there for impossible!
prove to me it can be done WITHOUT cheating by drawing things in or doing wot i done
woo!
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