Rules:
1. Normal sudoku rules apply.
2. Region sum lines: for each line, digits on the line have an equal sum N within each box it passes through.
3. Little killers: the numbered arrows outside the grid indicate the sum of the digits in the corresponding diagonals.
4. Maximum cells: pink cells have to be greater than all of their orthogonal neighbors.
This puzzle is a tribute to a 'Snow Cub' award - a hiking achievement given by the Mount Club in Kyrgyzstan (and it parallels a serious mountaneering achievement 'Snow Leopard' which is much harder to come by). To become a Snow Cub you have to visit 5 hiking difficulty peaks in the National Park of Ala Archa. These peaks are associated with maximum cells in the grid. They are:
1. '30 let VLKSM' - 4217m
2. 'Elektro' - 4079m
3. 'Teacher' - 4530m
4. 'Boks' - 4293m
5. 'Adygene' - 4360m
Every mountain cell contains the greatest digit from its altitude. Other non-zero digits from its altitude have to appear at least once in the cells orthogonally adjacent to its "peak". To deduce the correspondence between peaks and maximum cells you will have to look at the map here:
Lösungscode: Type last two rows without spaces
am 19. November 2024, 15:04 Uhr von arbitrary
This has a nice, smooth solve path but is only around 3/5 in difficulty. Thanks for sharing. I suspect the lack of solves comes from a reluctance to do the busy-work with the map at the start. If you were to just label the puzzle itself, I think more people would engage with it.
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Thanks for the feedback! It means a lot to me that you liked it.
This puzzle was a present for a friend, and only after they were finished with it, I published it here. I'm not going to change the puzzle to avoid ruining the authenticity. If at least someone solves it with the map included, that's good enough for me.
am 19. November 2024, 10:16 Uhr von kieserel
Updated difficulty
am 18. November 2024, 18:56 Uhr von kieserel
Updated answer