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  • Alternating Inference Chains - SudokuWiki. org
    In your first example in AIC's Nice Loops Rule 1, the chain quoted above starts ends in a different cell to the graphic The solver quotes the chain as: -4[B2]+7[B2]-7[B5]+6[B5]-6[H5]+4[H5]-4[H7]+4[B7]-4[B2]
  • Sudoku Understanding Chains - manifestmaster. com
    When an AIC involves only one candidate throughout the chain, it is also referred to as an X-chain Since it involves only one candidate, none of the links (weak or strong) can be within a cell All links in an X-chain must be in rows, columns, or boxes
  • HoDoKu: Solving Techniques - Chains and Loops - SourceForge
    AICs start and end with a strong link and have alternating links in between without any further restrictions An AIC Type 1 starts and ends on a strong link for the same digit, thus proving that that digit has to be placed in one of the end cells of the AIC This eliminates that digit from all cells that can see both ends of the AIC
  • Sudoku Alternating Inference Chain Strategy explained
    As each Weak Link starts on a Cell that is the end of a Strong Link (whatever the direction used to read the loop), one of the Cells in the Weak Link has the candidate as its solution Hence the candidate can not be the solution for any Cell that sees both ends of the Weak Link
  • An AIC Primer : Advanced solving techniques - Enjoy Sudoku
    For a chain to be bidirectional it is only necessary to ensure that the construction rules are correctly followed without having to consider which term in the original link is true The elimination rules then follow automatically
  • Alternating Inference Chain - Sudopedia Mirror - Enjoy Sudoku
    An Alternating Inference Chain, better known by its acronym AIC, is a chain of premises, linked by alternating strong and weak inferences The vertices in the chain are premises: statements or assertions that may be either true or false
  • Alternating Inference Chain (AIC) - sudoku 9981
    An Alternating Inference Chain, better known by its acronym AIC, is a chain of candidates with alternating strong and weak inference The vertices in the chain are usually individual candidates, but it is also possible to use groups of candidates or complex patterns like Almost Locked Sets
  • Alternating Inference Chains - Pauls PC Repair
    The Alternating Inference Chain (AIC) technique is what I call the Swiss army knife of Sudoku It is a very powerful technique that combines all other techniques that you know In short you can use this technique in very creative ways
  • New tutorial on Alternate Inference Chains (AICs) : r sudoku - Reddit
    I'm using a Breadth First Search (BFS) like algorithm for finding AICs And I show a way of finding fruitful ending cells Here's the link for anyone…
  • Alternating Inference Chains - Sudoku App
    These examples are handpicked to include nicely looking short chains, but it is very common for chains to be quite long and complex If you are applying this method in practice on a piece of paper it is a good strategy to always aim to complete the cycle as soon as possible





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