• BaggyT
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    "Impossible" being the operative word! I used a lot of guesswork, had an answer that satisfied the numbers, but it was invalid. Therefore, multiple solutions.
    Please test your puzzles before submitting them (when you click "save", there is the option of "try").
    This is why on my ones I say "logical" and "tested" so that people know they are possible.
    29/02/2020 à 12:08
  • bigmoose
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    :( identical issue to baggyT. after sooooo much guessing too. grrr.
    29/02/2020 à 12:34
  • August
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    While the puzzle can be completed assuming it has a symmetrical frame, the accepted answer is actually the appearance of an impossible cube like the title suggests. Guesswork is still required as it has multiple solutions, but once the inside has been completed the real placement of the edges is easy to see.
    29/02/2020 à 20:37
  • dannyboy66
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    Sorry to hear about your problems , but I check the puzzle and it can be solved logicially.
    29/02/2020 à 20:46
  • Strigoii
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    Multiple possible solutions. When there are several single squares forming a diagonal line, these squares are often ambiguous, as you can switch the placement of the squares for alternative solutions. This is a very cool design though. Thank you for the puzzle.
    29/02/2020 à 22:04
  • Strigoii
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    **SPOILERS**
    Most of the puzzle can be guessed after the two main diagonal lines are filled in.
    R2 C6 to R6 C2 ; R15 C19 to R19 C15

    Additional hints if needed: R13 C6 ; R15 C7.
    29/02/2020 à 23:14
  • Strigoii
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    Remedy to my last comment: Most of the puzzle can be completed after the diagonal lines are filled.
    01/03/2020 à 00:33
  • dannyboy66
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    Thanks ^^^^.
    01/03/2020 à 03:50
  • rinko
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    The cube is impossible, the puzzle illogical. Nice picture, but I wouldn't have been able to solve it without the hints - thank you, Strigoii!
    01/03/2020 à 14:13
  • coxcox
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    Yes, illogical.... but the picture is very cool!!!!
    19/03/2020 à 19:13
  • kaybee
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    Done it. although it does not appear, but both halves are same but reversed.
    10/05/2020 à 13:56
  • kaybee
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    Corners of cube start top right and bottom left corners.
    11/05/2020 à 15:22