Logic Masters Deutschland e.V.

Empty Grid

(Eingestellt am 23. April 2023, 07:30 Uhr von Jodawo)

Normal Sudoku rules apply.

The Rules:

  1. Box 1 will contain all the 2-digit Square Numbers. (16, 25, 36, 49, 64, and 81) Must be read in reading order (left-to-right and top-to-bottom)
  2. Boxes 3, 5, and 7 will have all the numbers (1 through 9) form 2-digit Prime Numbers. Must be read in reading order (left-to-right and top-to-bottom)
  3. Box 9 is a Clone of Box 1 rotated 180°.
  4. Box 4 is a Magic Square.
  5. Boxes 6 and 8 will have equal diagonal sums. Those sums might be different in each box.

The Puzzle:

CTC Link (Solution Enabled)

Lösungscode: Row 4 followed by Column 5 (18 digits no space)

Zuletzt geändert am 23. April 2023, 07:42 Uhr

Gelöst von Nylimb, Julianl, jalebc, MonsieurTRISTE, rictech, butch02, LordBidoof, BabaJ, ringel, DiMono, ThibautV, tsc, Uhu, emmi123, DaleVandermeer, MrQubo, PippoForte, humaLautema, Felis_Timon, MontyPython'sHolyAle, Mr. Happy
Komplette Liste

Kommentare

am 23. April 2023, 10:12 Uhr von Nylimb
I wasn't sure how to interpret rule 2, so I watched the beginning of Simon's video, where it's explained more clearly: "each digit will contribute to at least one 2-digit prime".
I enjoyed solving this, although I got a bit bifurcational in the middle. After finishing it, I watched Simon's video. His solve was almost identical to mine, just faster as usual.
Thanks for the puzzle. (I think I solved this back when it appeared on CTC, but of course I don't remember any details from that long ago.)

am 23. April 2023, 01:23 Uhr von Jodawo
Please rate and comment. This puzzle was created over 2 years ago. It has been featured on "Cracking The Cryptic" and is currently #12 in most views and has over 22,000 likes on that channel. If you would like to see how Simon was able to solve it there is a link below:

https://youtu.be/La7Yg_rav24

If you like this puzzle, please take a look at some of the other puzzles I have created.

Schwierigkeit:3
Bewertung:78 %
Gelöst:21 mal
Beobachtet:3 mal
ID:000DP2

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Lösungscode:

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