Wolfram Language Paclet Repository
Community-contributed installable additions to the Wolfram Language
FredSimons`SudokuHints`
SudokuInfo  |
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Details and Options
Examples
(5)
Basic Examples
(5)
In[1]:=
sud=
["6$ISD6LD@v1@8sIKgWm2HTrVp7Atxed5$JPiBONlALKnu&O5rc!HzR33Rc33q5qzU#G9PV8uF9Kk%fy||3MOBMwEhZ4H"]
 | SudokuFromString |
Out[1]=
In[1]:=
sud=
["27lvaz!N#HJcE$wjf@53FeJK3pqOcGNesMMSu0R$P87nC"]
| SudokuFromString |
Out[1]=
The sudoku has no solutions (found without backtracking):
In[2]:=
 | SudokuInfo |
Out[2]=
Solutions0,Clues24
In[1]:=
sud=
["4Yfc6mGBZTdR87bbM2n9xCnfIZlLW1Pnjecx9Dpn#"]
| SudokuFromString |
Out[1]=
The sudoku cannot be solved with our set of logical rules, but has a unique solution:
In[2]:=
| SudokuInfo |
 | $AllRules |
::steps
Out[2]=
Solutions1,Clues24,CandidateSets2,HiddenPairs1,ThreeGroups1,BackTracking1
In[1]:=
sud=
["1ZAQ8eNKJQM&Tln2QWQ@9d&TCXZwN9yQ&7#Ucq$Z2mW"]
| SudokuFromString |
Out[1]=
The sudoku cannot be solved with our logical rules:
In[2]:=
| SudokuInfo |
Out[2]=
Solutionsnot found,Clues25
With backtracking we find that the sudoku has more than one solution:
In[3]:=
| SudokuInfo |
| $AllRules |
::steps
Out[3]=
Solutions2,Clues25
In[1]:=
sud=
["8xy8#o5NKX&4!s6&vIN44kjB#FWgBcVe8zdvZWiscrD"]
| SudokuFromString |
Out[1]=
In[2]:=
| SudokuInfo |
Out[2]=
Solutions1,Clues25,Singles20,HiddenSingles4,CandidateSets1,HiddenPairs2
In[3]:=
| SudokuInfo |
Out[3]=
Solutions1,Clues25,Singles20,HiddenSingles4,HiddenPairs2
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""