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Hello Sudoku lovers! This is the 21st video in a series where I walk viewers through my solves of different variant sudoku puzzles. Today I solve Pwinn's "Degrees Rømer" Variant Sudoku! I will also be investigating what the maximum length of a slow thermometer (the path of which is a string of non-decreasing digits moving orthogonally or diagonally) is in other grids! You can play the puzzle in Cracking the Cryptic software at this link: https://sudokupad.app/7iz174dp4x New to Variant Sudoku? Check out my first video where I explain the basic rules of variant sudoku to get you started! • Top 10 Variant Sudoku Rules! I also do NYT Wordle and NYT Pips shorts every night so stayed tuned for those! The software I am using to solve these puzzles is called SudokuPad. It is a product of Cracking The Cryptic, and you can check it out on Steam. If you enjoy this kind of content, consider liking, subscribing, and leaving a comment — it really helps support the channel! #Sudoku #VariantSudoku #ThermoSudoku #SudokuTutorial #SudokuPad #LogicPuzzle Time Stamps 0:00 Introduction 0:39 Rules 0:51 Maximum Slow-Thermo Theorem (More to Come Later) 1:19 Start of Solve 10:58 End of Solve 11:17 Maximum Slow-Thermo Analysis 11:55 Explanation of Pwinn's 23-cell Solution (Non-Crossing) 12:25 Allowing Crossovers at Intersections of Grid Lines 12:30 My 27-cell Solution (Allowing Crossovers) 14:54 Back to the Whiteboard! 15:00 Can we Generalize the Maximum Length for other Grids? 15:10 Investigating Maximum Length for an 8x8 Grid 17:09 Final 8x8 Solution 18:20 23-cell Diagram for 8x8 18:32 How Many Cells in a 6x6? 19:00 6x6 20-cell Solution and Solving the Puzzle! 21:26 Is it Possible to Generalize the Maximum Length of a Slow-Thermo for an Arbitrary nxn Grid? 22:11 Exercise: Find the Maximum Length of a Slow-Thermo in a 4x4 Grid? 22:21 Follow-Up Video??? 22:46 Closing