Dante's Journey
(Eingestellt am 30. August 2023, 16:00 Uhr von SenatorGronk)
This is a variant of an older puzzle. Recently, I made a chaos puzzle with the same central conceit and wanted to see how the cages I used in that puzzle might would work in a non-chaos version.
Rules
SudokuPad
Rules
- Standard sudoku rules apply
- There is a path of orthogonally connected cells that visits each of the 9 boxes exactly once, starting at the circle and ending at the square.
- The path CAN touch itself (diagonally and/or by making a 2x2 block)
- Within each box the path cells form a valid thermo, increasing in the direction of the path. Each diamond is on the path and its value equals the number of path cells in its box.
- Within each cage, the sum of the path digits equals the sum of the non-path digits.
SudokuPad
Lösungscode: Row 6 + Column 6
Gelöst von halakani, Rafje, tiuhto, keenbowl, yttrio, marcmees, Jesper, psninn, coreng, loveshousi, galgamer, Vodakhan , samuel1997, Hazem-77, Briks, Paletron, AvonD, bansalsaab, Tom-dz, tuturitu, yangduoxing, jkuo7, amarins, Counterfeitly, TigerZG, FlowJo, zonka, Neb, jinkela114514, Komeiji_Carey, darrenfwl, Sewerin, h5663454, LadyShapeShifter, kmoter, misko
Kommentare
am 1. September 2023, 23:11 Uhr von samuel1997
This is a great puzzle! It brings lots of new brilliant logic!
am 1. September 2023, 03:34 Uhr von coreng
Fabulous puzzle. Really had to work hard through the possibilities. Love the combination of restraints. More please
Zuletzt geändert am 31. August 2023, 10:50 Uhr
am 31. August 2023, 10:47 Uhr von marcmees
very nice again. thanks. Dante can keep on travelling.
am 31. August 2023, 06:38 Uhr von yttrio
What a journey indeed! It took a while to really understand how this rule set worked, but was very satisfying to work through!
