Are there any television shows or movies that accurately emulate a scenario such as this one?
Are there any television shows or movies that accurately emulate a scenario such as this one?
Brayden Reyes
Nathan Reyes
EZ
Hudson Peterson
Adam Ross
>one line
>shit intersects and loops all over the place
Charles Perez
>670E4075-659B-47AF-8497-D(...).jpg
>8173F969-07CC-43CE-B4A4-1(...).png
Grayson Nguyen
>Noooooo, you can’t just post from your phone! I gotta check file names when I lose arguments to make myself feel superior! Not the heckin’ expensive boi, not the 1000$ iPhonerino!! Not the rich boi!!
Suck it poorfag.
Logan Wood
>F15F3BAB-4F25-4CD3-9DF2-F(...).png
Kevin Evans
Anthony Hughes
To be fair, it only says you can't go through the same door twice. The rules say nothing about noclipping through walls or going through itself.
Technically, the way it's worded, you could take it as literally drawing one line, through every door, as in one line per door, it never said one CONTINUOUS line
Luis Richardson
>trough
esl as fuck
Lucas Campbell
Ah fuck I missed one nvm
Joseph Martinez
heres your 1 line
Gabriel Bell
winrar
Jeremiah Bennett
>ONE LINE
>sure just draw 12 lines bro
No retard, it specifies the quantity. And it can’t intersect because then it’s not a line it’s a shape.
Julian Ramirez
See, you're stopping early. It's not
>one line
it's
>one line through EACH DOOR
Put one line through EACH door, and that's 12 lines total. I know English is a bitch to learn the nuances of, but technicalities are the key to being a smartass more than the dumbass reply you gave us
Easton Young
reddit spacing
Isaac Hill
>is a rectangle
Knock knock dipshit, lines are representations of an object without any depth only length.
Jose Garcia
It doesn’t even say that. It says “one line though all doors” you stupid bitch.
Hudson Gomez
It is impossible.
Quite the same problem is "Seven Bridges of Königsberg", it was solved (proven) by Euler.
Suppose you have drawn such a line and follow it from one room to another. Since you must use each door you must have a look at each room out of 5. What are these rooms?
There will be 3 (at least) rooms you always go through - if you enter it you always exit it later.
Indeed, 1 (at most) room you can start at, and another 1 (at most) room you can finish at, but others you must go through: 5−1−1=3
.
Since you use each door exactly once, the mentioned 3 rooms must have an even number of doors, since you entry them the same number of times you exit them. But you have only 2 rooms with an even number of doors, the others have 5 doors. So you could not draw such a line.
Nicholas Nguyen
All and Each are interchangable since there was no modifying "continuous" or similar word prior to "line"
Juan Gray
Lucas Wood
Jaxon Brown
Any room with an odd number of doors must have the line either begin or end in it. And so there can be, at most, two such rooms. There are three in the diagram, and so it is impossible.
Jason Rogers
>fails to see the bigger picture
its all subjective
Hudson Bennett
Thanks for the answer, doc
Dominic Young
>57B5A43C-8268-434A-8940-E(...).jpg
>E74E21F7-90D8-4BEF-8822-8(...).gif
Leo Parker
This is literally impossible.
Bentley Sullivan
I iz genus
Ayden Martinez
>goes trough the same door twice
retard
Evan Robinson
thanks doc
Ian Young
>quotes the wrong post
Brandon Jenkins
Imagine doing that retarded squiggle and then not doing it for every single door
Ian Butler
It's impossible.
You can check by counting the amount of doors leading out of each room. If its even, you can either pass through, or start and end on it.
If its odd, you HAVE to start or end on it.
If there's more than 2 odd numbered rooms, its impossible
Eli Allen
Isaiah Brooks
>he deleted it
this nigga stupid too
Logan Powell
Ryder Richardson
>56F55278-A3C8-44C5-8127-F(...).jpg
>DF1D1F12-EC83-4183-8714-7(...).jpg
Robert Foster
hivemind
David Hall
Take your meds schizo.
Ryan Morales
*folds paper in half and pokes it with a pencil*
John Barnes
...
Joshua Carter
>nigga