Fibonacci Sudoku
(Published on 17. December 2020, 00:39 by Ryx)
Normal Sudoku rules apply. The 6 circles in the puzzle make the start and end points of 3 paths, made of Fibonacci numbers, such that:
- Path #1 is made up of 12 Fibonacci numbers (1 thru 233), placed in order and are connected orthogonally. All multiple digit numbers (i.e. 10 and greater) are placed along diagonals (see example - this applies to paths 2 and 3 as well)
- Path #2 is a single Fibonacci number that was used to name an asteroid
- Path #3 is a single Fibonacci number, between 1,000 and 10,000 that has all odd digits
The 3 paths do not cross each other or use digits from each other paths (i.e. all the numbers/digits along a path are its own)
The yellow colored squares are not on any of the paths
If a diagonal path hits the edge of the puzzle, it reflects or bends (see example), but otherwise must be straight. A diagonally placed digit may also touch the previous path orthogonally (see example of 3,5,8,13 below).
Click this link to play the puzzle on Penpa Edit F-Puzzles
Click this link to play the puzzle on Penpa Edit Penpa edit
Highlight the following for a hint to path #2: Google the term: Fibonacci AsteroidSolution code: Solution: the digits of row 7 followed by digits from column 6 (18 numbers, no spaces)
Comments
on 2. March 2021, 05:57 by Ryx
Added hint for path #2
Hinweis für Pfad #2 hinzugefügt
on 7. February 2021, 22:39 by Ryx
Added link to F-Puzzles solve
on 7. February 2021, 22:31 by Ryx
Dropped the difficulty down to 3 stars, after revisiting it.
on 17. December 2020, 16:39 by Ryx
Added clarification on diagonally placed digit allowed to touch previous path
on 17. December 2020, 15:49 by Ryx
Further correction on path 3 description (odd digits rather than prime, ugh, sorry)
on 17. December 2020, 14:05 by Ryx
Updated description of Path 3
on 17. December 2020, 13:57 by Ryx
Added 2358 label
on 17. December 2020, 11:01 by Rollo
@Ryx You can set the lable 2358, see for example ID 4MM.
on 17. December 2020, 04:31 by Ryx
Updated German version, to perhaps clarify the order of path 1 (1, 2, 3, 5, 8, 13, etc.)
