Welcome to Schrödinger's Chaos, a series of 8 puzzles, with two puzzles released each week on Wednesdays and Saturdays!
All puzzles are only 5×5, but don't underestimate them, the logic can still be challenging.
Region building plays a major role in these puzzles, which can make them quite brainbending very quickly. If you ever need a small hint because you get stuck feel free to DM me on Discord(PrissyP0431). I hope you enjoy solving them as much as I enjoyed creating them!
Good luck, and prepare for some chaos!
Schrödinger's Chaos – Puzzle Series
Schrödinger’s Chaos Construction:
Divide the grid into 5 orthogonally connected regions. Every row, column and region contains the digits 1–6 exactly once.
Exactly one cell in each row and each column is a Schrödinger cell (S-cell) containing two different digits. Every S-cell belongs to two regions at once: one of its digits counts for the first region, the other digit for the second region.
Every region contains exactly two S-cells, so each region consists of four normal cells plus one digit from each of its two S-cells.
The value of a normal cell is its digit. The value of an S-cell is the sum of its two digits.
Cages:
Values add to the total in the top left corner of the cage. All cells of a cage share the same region.
Kropki Pairs:
Cells separated by a black dot have values in a 2:1 ratio and do not share a region.
Cells separated by a white dot have consecutive values and share at least one region.
Not all dots are necessarily given.
Lösungscode: The digits of the region in Row 3, Column 3. Left to right, top to bottom(Only the correct digit of each S-Cell).
am 30. Oktober 2026, 20:00 Uhr von randomra
Great fun! The break-in was a lot more challenging for me than the previous ones. :)
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I'm glad you are enjoying the series and battled your way through this break-in as well!
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am 30. Oktober 2026, 04:30 Uhr von Voidslime
Very interesting and fun!
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I'm glad you enjoyed it!
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