This puzzle is my (mostly) solo endeavor I had with the goal of making another puzzle with the same ruleset as
Parasitic Destruction (which was a collaboration between me and
NXTMaster, featuring his Chaos Destruction ruleset and my Parasites ruleset). I'd like to thank NXTMaster for making my job easier by coding custom constraints into SudokuMaker. After I finished crafting my puzzle and he saw how impressively difficult (yet plenty logically sound) my puzzle turned out, he offered to collaborate with me again to make a new version called
Parasitic Destruction 2: Helminthic Boogaloo, which has a similar layout, but a different solution and an easier solve path. You should definitely check out that puzzle if you want a warm-up to this one.
Rules:
- Place the digits 1-9 once in every row and column.
- Chaos Destruction: All given regions must be "destroyed" by making sure they do not contain all the digits 1-9. The grid also consists of nine hidden, orthogonally connected regions that each do contain all the digits 1-9. Digits in circles represent how many of its orthogonally and diagonally adjacent cells, including itself, belong to both the given and hidden regions where the circle resides (i.e., where they overlap). All circles are chaos destruction clues.
-
Parasites: Draw parasites moving orthogonally through the grid that connect all circles that share the same digit. Parasites may not move diagonally, branch, or cross themselves nor each other, but they may touch themselves and each other otherwise. The start and end of each parasite must occur on distinct circles. The two types of parasites are "larva" and "adult."
- Larvae must contain a total number of bends equal to the digit in its circles, and at least one of those bends must occur on a cell where its circle-digit appears outside of a circle.
- Adults must contain a total number of bends between each circle (not counting bends on circles) equal to the digit in its circles. Additionally, all the digits an adult crosses are grouped by the hidden regions they belong to, and the sum of all the digits in each group must be divisible by that adult's circle-digit.
This puzzle contains exactly three adults.
Here is an example to illustrate the rules (note the example puzzle is not solvable, it only serves as a showcase).

You can solve the puzzle on
Penpa (answer check requires parasites to be mapped out with green lines) or on
SudokuPad.

Zuletzt geändert am 12. Februar 2026, 01:02 Uhr