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LMI July Sudoku Contest 'Classic Look-Alikes' - Druckversion

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LMI July Sudoku Contest 'Classic Look-Alikes' - debmohanty - 02.07.2010

After 2 successful Monthly Tests, LogicMastersIndia announces July Sudoku Test nick named 'Classic Look-Alikes'

Date : 17/18 July
Author : Jan Mrozowski
Link : http://logicmastersindia.com/M201007S
Length : 2 hours

Hope you can participate and enjoy the Monthly Test.

RE: LMI July Sudoku Contest 'Classic Look-Alikes' - ffricke - 16.07.2010

Hi,
I checked the instruction booklet and have a question to one special kind of Sudoku.
It is called Symmetric unequal sudoku.
What does it mean exactly: Cells that are 180° symmetric to each other cannot have same digits.
Can you give an example which cells are 180° symmetric in a diagram.

Thanks and regards
Fried

RE: LMI July Sudoku Contest 'Classic Look-Alikes' - HuDu - 16.07.2010

(16.07.2010, 14:47)ffricke schrieb: Can you give an example which cells are 180° symmetric in a diagram.

Gemeint ist eine Drehung des Gitters um den Mittelpunkt (Feld in Zeile 5, Spalte 5).

Ein Beispiel: Die Ziffer in Zeile 1, Spalte 2 darf nicht gleichzeitig in Zeile 9, Spalte 8 stehen.

Soweit mir bekannt ist, gibt es auf der entsprechenden Webseite des Veranstalters auch ein Forum mit dem Thema des Rätselwettbewerbs. Vielleicht werden dort auch Regelfragen diskutiert.

Gruß Rainer

RE: LMI July Sudoku Contest 'Classic Look-Alikes' - debmohanty - 17.07.2010

(16.07.2010, 14:47)ffricke schrieb: Hi,
I checked the instruction booklet and have a question to one special kind of Sudoku.
It is called Symmetric unequal sudoku.
What does it mean exactly: Cells that are 180° symmetric to each other cannot have same digits.
Can you give an example which cells are 180° symmetric in a diagram.

Thanks and regards
Fried
Hi,
It is basically you rotate the Sudoku 180° keeping the center cell fixed.
R1C1 is 180° symmetric to R9C9. R3C3 180° symmetric to R7C7, R1C6 180° symmetric to R8C4. So as per the rules, R1C1 can never have the same digit as R9C9. R3C3 can never have the same digit as R7C7, similarly R1C6 can never have the same digit as R8C4, so on ...

Mathematically, RnCn can never have the same digit as R[10-n]C[10-n]

Hope it is clear.

[Bild: SymmetricUnequal.png]

RE: LMI July Sudoku Contest 'Classic Look-Alikes' - debmohanty - 17.07.2010

The contest 'Classic Look-Alikes' has started and you can take part now.