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I was really pleased to find I could build such a symmetrical puzzle on this theme. I hope the long ruleset isn't too offputtting. Enjoy!
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Normal Sudoku rules apply.
Standard rules
Blue squares must contain even digits. Digits on thermometers (to be located) increase from the bulb end.
DIY thermometers
Draw nine thermometers in the grid which travel orthogonally and do not share cells with each other. Up to two thermometers may branch. The nine bulbs are located on the six large coloured snooker balls and the three large white cue balls. Every thermometer visits at least one small red ball and every red ball is visited by a thermometer.
Coloured ball thermometers are of length N and must contain the digit N, where N is the ball's points value in snooker. Yellow=2, Green=3, Brown=4, Blue=5, Pink=6, Black=7.
Cue ball thermometers are 4 cells long. They visit exactly one red ball each.
(A branching thermometer's length is the total number of cells visited on all its branches combined.)
Maximum placement
The number 147 appears in a horizontal trionimo contained wholly within one box in the puzzle.
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Solve on SudokuPad
Solve on f-puzzles
Solution code: The lowest and highest digit on each of the six coloured thermos from yellow to black (12 digits)
on 21. August 2023, 17:16 by thoughtbyte
Awesome puzzle! Very fun and smooth throughout. Thanks!
Difficulty: | |
Rating: | N/A |
Solved: | 4 times |
Observed: | 7 times |
ID: | 000EU7 |