Sudoku


SUDOKU (28572) Laden







Feldkandidaten anzeigen   
versteckte Einer (vE)
nackte Einer (nE)
— Fortgeschrittene Lösungstechniken:
lokale lineare Suche (lS)
hidden Subsets (hS)
naked Subsets (nS)
X-Wing (xW)
Block/Block Interactions (bI)

…Schritt für Schritt-Lösung…
— Ermittle Feldkandidaten —
Zeile 1/ Spalte 1/ B1 #1 (#1): => 123456789
Zeile 1/ Spalte 2/ B1 #2 (#2): => 123456789
Zeile 1/ Spalte 3/ B1 #3 (#3): => 123456789
Zeile 1/ Spalte 4/ B2 #1 (#4): => 123456789
Zeile 1/ Spalte 5/ B2 #2 (#5): => 123456789
Zeile 1/ Spalte 6/ B2 #3 (#6): => 123456789
Zeile 1/ Spalte 7/ B3 #1 (#7): => 123456789
Zeile 1/ Spalte 8/ B3 #2 (#8): => 123456789
Zeile 1/ Spalte 9/ B3 #3 (#9): => 123456789
Zeile 2/ Spalte 1/ B1 #4 (#10): => 123456789
Zeile 2/ Spalte 2/ B1 #5 (#11): => 123456789
Zeile 2/ Spalte 3/ B1 #6 (#12): => 123456789
Zeile 2/ Spalte 4/ B2 #4 (#13): => 123456789
Zeile 2/ Spalte 5/ B2 #5 (#14): => 123456789
Zeile 2/ Spalte 6/ B2 #6 (#15): => 123456789
Zeile 2/ Spalte 7/ B3 #4 (#16): => 123456789
Zeile 2/ Spalte 8/ B3 #5 (#17): => 123456789
Zeile 2/ Spalte 9/ B3 #6 (#18): => 123456789
Zeile 3/ Spalte 1/ B1 #7 (#19): => 123456789
Zeile 3/ Spalte 2/ B1 #8 (#20): => 123456789
Zeile 3/ Spalte 3/ B1 #9 (#21): => 123456789
Zeile 3/ Spalte 4/ B2 #7 (#22): => 123456789
Zeile 3/ Spalte 5/ B2 #8 (#23): => 123456789
Zeile 3/ Spalte 6/ B2 #9 (#24): => 123456789
Zeile 3/ Spalte 7/ B3 #7 (#25): => 123456789
Zeile 3/ Spalte 8/ B3 #8 (#26): => 123456789
Zeile 3/ Spalte 9/ B3 #9 (#27): => 123456789
Zeile 4/ Spalte 1/ B4 #1 (#28): => 123456789
Zeile 4/ Spalte 2/ B4 #2 (#29): => 123456789
Zeile 4/ Spalte 3/ B4 #3 (#30): => 123456789
Zeile 4/ Spalte 4/ B5 #1 (#31): => 123456789
Zeile 4/ Spalte 5/ B5 #2 (#32): => 123456789
Zeile 4/ Spalte 6/ B5 #3 (#33): => 123456789
Zeile 4/ Spalte 7/ B6 #1 (#34): => 123456789
Zeile 4/ Spalte 8/ B6 #2 (#35): => 123456789
Zeile 4/ Spalte 9/ B6 #3 (#36): => 123456789
Zeile 5/ Spalte 1/ B4 #4 (#37): => 123456789
Zeile 5/ Spalte 2/ B4 #5 (#38): => 123456789
Zeile 5/ Spalte 3/ B4 #6 (#39): => 123456789
Zeile 5/ Spalte 4/ B5 #4 (#40): => 123456789
Zeile 5/ Spalte 5/ B5 #5 (#41): => 123456789
Zeile 5/ Spalte 6/ B5 #6 (#42): => 123456789
Zeile 5/ Spalte 7/ B6 #4 (#43): => 123456789
Zeile 5/ Spalte 8/ B6 #5 (#44): => 123456789
Zeile 5/ Spalte 9/ B6 #6 (#45): => 123456789
Zeile 6/ Spalte 1/ B4 #7 (#46): => 123456789
Zeile 6/ Spalte 2/ B4 #8 (#47): => 123456789
Zeile 6/ Spalte 3/ B4 #9 (#48): => 123456789
Zeile 6/ Spalte 4/ B5 #7 (#49): => 123456789
Zeile 6/ Spalte 5/ B5 #8 (#50): => 123456789
Zeile 6/ Spalte 6/ B5 #9 (#51): => 123456789
Zeile 6/ Spalte 7/ B6 #7 (#52): => 123456789
Zeile 6/ Spalte 8/ B6 #8 (#53): => 123456789
Zeile 6/ Spalte 9/ B6 #9 (#54): => 123456789
Zeile 7/ Spalte 1/ B7 #1 (#55): => 123456789
Zeile 7/ Spalte 2/ B7 #2 (#56): => 123456789
Zeile 7/ Spalte 3/ B7 #3 (#57): => 123456789
Zeile 7/ Spalte 4/ B8 #1 (#58): => 123456789
Zeile 7/ Spalte 5/ B8 #2 (#59): => 123456789
Zeile 7/ Spalte 6/ B8 #3 (#60): => 123456789
Zeile 7/ Spalte 7/ B9 #1 (#61): => 123456789
Zeile 7/ Spalte 8/ B9 #2 (#62): => 123456789
Zeile 7/ Spalte 9/ B9 #3 (#63): => 123456789
Zeile 8/ Spalte 1/ B7 #4 (#64): => 123456789
Zeile 8/ Spalte 2/ B7 #5 (#65): => 123456789
Zeile 8/ Spalte 3/ B7 #6 (#66): => 123456789
Zeile 8/ Spalte 4/ B8 #4 (#67): => 123456789
Zeile 8/ Spalte 5/ B8 #5 (#68): => 123456789
Zeile 8/ Spalte 6/ B8 #6 (#69): => 123456789
Zeile 8/ Spalte 7/ B9 #4 (#70): => 123456789
Zeile 8/ Spalte 8/ B9 #5 (#71): => 123456789
Zeile 8/ Spalte 9/ B9 #6 (#72): => 123456789
Zeile 9/ Spalte 1/ B7 #7 (#73): => 123456789
Zeile 9/ Spalte 2/ B7 #8 (#74): => 123456789
Zeile 9/ Spalte 3/ B7 #9 (#75): => 123456789
Zeile 9/ Spalte 4/ B8 #7 (#76): => 123456789
Zeile 9/ Spalte 5/ B8 #8 (#77): => 123456789
Zeile 9/ Spalte 6/ B8 #9 (#78): => 123456789
Zeile 9/ Spalte 7/ B9 #7 (#79): => 123456789
Zeile 9/ Spalte 8/ B9 #8 (#80): => 123456789
Zeile 9/ Spalte 9/ B9 #9 (#81): => 123456789




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