I can't do it...

A total of 9 lines.

None can intersect - All black circles must have 1 line leading to each red circle and vice versa.

NOTE: This is a two dimensional plane. 3D solutions do not apply here.

I've tried and failed many times.

impossilbe - i can't do it...

  • Disco
  • January 21, 2011, 2:47 pm
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  • 3

    kill20it20with20fire20aliens - i can't do it...

    • ember
    • January 28, 2011, 8:50 pm
    - castlewarsisawsome January 28, 2011, 9:04 pm
  • 1

    It's obviously impossible on a two dimensional plane

    • Pharmon
    • January 21, 2011, 3:05 pm
    Actually, I think there's a video on here that shows the solution, but I can't find it, and I didn't watch it when I originally saw it.
    - Disco January 21, 2011, 4:09 pm
    I remember someone proving me wrong on a similar riddle, I think it was "Ruleb"
    - thekitkatkid January 21, 2011, 4:36 pm

    I guess you could say I cheated with the purple line, but it didn't touch any other lines any you didn't say that a line could't pass through a point to connect to another point.
    - Pharmon January 21, 2011, 5:31 pm
    That much is understood since their are NINE separate lines.
    - Disco January 21, 2011, 6:45 pm
    - Pharmon January 21, 2011, 7:12 pm
    Well now you have two lines from one black circle that intersect the same red circle.
    - Disco January 21, 2011, 7:16 pm
    not really it never said you couldn't do that
    - castlewarsisawsome January 28, 2011, 9:03 pm
    Wrong. In Pharmon's rendition, he has all nine lines, but it states that EACH black dot must have it's own line leading to each individual red dot. The problem with his rendition is that he has a line from red dot to red dot, and two lines going from one black dot through the same red dot.
    - Disco January 29, 2011, 12:37 pm
    ok i get it
    - castlewarsisawsome January 30, 2011, 7:08 pm
  • 1

    can't do it *sob*

    • peace
    • January 28, 2011, 11:47 am
  • 1

    i remember this it is impossible so dont feel like a retard

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