Here are the rules:
- Normal Sudoku rules apply.
- Place the digits 1-9 once each on the grey squares.
- On teal lines, the digits between the two endpoints sum to the product of the endpoint digits.
- Purple lines are renban lines, i.e. digits hereon are non-repeating, consecutive digits in any order.
- Gold lines adhere to the restrictions of both teal and purple lines.
The two renbans crossing in box 3 are both straight lines.
The puzzle is also available online in the
CtC App. I will greatly appreciate any feedback! Have fun solving!
Solution code: Rows 7 and 9.
Last changed on on 13. July 2024, 06:56
Solved by cozoq, RickiFerrara, Megalobrainiac, sarabtx, jalebc, GorgeousNicko, SKORP17, halakani, johnreid, The Bard, achim-t, walid_tun, doomedmageknight, juddimal, abihummel
Comments
on 14. July 2024, 19:43 by walid_tun
I was counting the endpoints in the product and sum as well, wondering why it doesn't work lol.
I also enjoyed the last special deduction.
Thanks for this wonderful puzzle.
Last changed on 14. July 2024, 14:04on 14. July 2024, 13:40 by PhysicistFromFunen
Gold lines are "both" teal and purple. For example, 2-6-3 would be valid for a teal line but not for a purple line (not consecutive) and thus not for a gold line.
Last changed on 14. July 2024, 09:28on 14. July 2024, 09:27 by walid_tun
I didn't understand the Gold line rule.
on 13. July 2024, 07:46 by cozoq
Thanks for sharing this nice puzzle! The rules work together in nifty ways. Logical progression throughout