van de Wetering Teil 3/vandeWetering110910000
By Aad van de Wetering. Normal sudoku rules apply. Adjacent cells on a grey line must contain digits that differ in value by only 1 or 2. Featured in video: "The Simplest Ruleset In Sudoku" Solve Counter: 7068 (in 232.5 days)
HeavyTorque Issue Eight Van de Wetering (Operator Spotlight)
Aad van de Wetering is a puzzle constructor who has been featured on Cracking The Cryptic many times. His puzzle Magic Square Sudoku is probably the most popular sudoku in the world because it is featured in the most viewed sudoku video on YouTube. One of Aad's great contributions to sudoku is.
Thank you, Aad van de Wetering. Lol r/crackingthecryptic
I was doing a fairly simple randomized killer sudoku and while I was going through getting easy initial digits, I noticed that the cages lined up almost perfectly to be able to use Aad van de Wetering's set theory trick (from the CtC video "A Sudoku to Troll Your Friends With).
Aad van de Wetering wedstrijd47
Set Equivalence Theory (SET) is an application of Sudoku that establishes an equivalence relationship between cells in different regions of a Sudoku grid. Some of the most common examples of Set Equivalence Theory include the Phistomefel Ring and Aad van de Wetering's Tetro Trick.
Boot transport en speciaal transport Van de Wetering
By Aad van de Wetering. Normal sudoku rules apply. Orthogonally adjacent digits within a cage must differ by at least 5. Featured in video: "A Sudoku With Only One Given Digit (and it's a 4!)" Solve Counter: 8199 (in 16 days)
Aad van de Wetering wedstrijd47
This puzzle takes inspiration from Qodec's "Qarpet Beater", and Aad van de Wetering's "Tetro Trick", which Simon from Cracking the Cryptic covered in a video recently.
van de Wetering Teil 3/vandeWetering110910010
Buy Both! ($29.95 - bundle deal!) A puzzle book from the world's #1 sudoku channel! Cracking the Cryptic's Greatest Hits is a collection of puzzles from the world's biggest sudoku community and most popular puzzle channel on YouTube, Cracking the Cryptic. Cracking the Cryptic's Greatest Hits contains hand-crafted sudoku puzzles from.
Boot transport en speciaal transport Van de Wetering
The Dutch Miracle by Aad van de Wetering Normal sudoku rules apply. Along each positive diagonal (ie from SW to NE): 1) all the digits are different; and 2) adjacent digits (ie those touching at a corner) must have a difference of at least 4.
van Wetering, Han Institut für aktuelle Kunst
By Aad van de Wetering. Normal sudoku rules apply. The sum of two neighbouring digits on a grey line is always either 7 or 9. Solve Counter: 4678 (in 15.5 hours)
Workaholic die oppasopa avant la lettre werd Rien van den Anker Journalist, columnistRien van
A Abdelilah Ad Aad Van de Wetering is on Facebook. Join Facebook to connect with Aad Van de Wetering and others you may know. Facebook gives people the power to share.
PLUS tänään Ad van de Wetering ja muita juttuja
- The central marked 3x3 square must form a magic sequence (see below) - In this instance a magic sequence is all vertical, horizontal and diagonal rows within the central 3x3 square have the same sum value. - All credit to Aad van de Wetering.
Van de Wetering Truck & Trailer service
by Aad van de Wetering Normal sudoku rules apply. Digits may not repeat along a main diagonal (marked in blue). Along thermometers, digits must increase from the bulb end.
Contact Van de Wetering
Pretty sure Simon plays most of them, and you can get them on the channel! Have you tried looking for him on the ctc discord? I haven't spent much time there but gather it's a pretty rich resource.
Krimiautor Van de Wetering gestorben FOCUS Online
Puzzle link: https://app.crackingthecryptic.com/sudoku/FPPb3T2JqT
Ernst van de Wetering ‘Ik ben niet van de Rembrandtpolitie’ Trouw
About an hour ago, with the help of Aad van de Wetering's polyomino solver (to quickly test various positions), I found a shape which would work for both I and X. It took 45 minutes or so to find solutions for the other ten pentominoes. For eight of the shapes, the first solvable position I found had a unique solution.
Solving "Fireworks" by Aad van de Wetering YouTube
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