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Parallel Universe IV (11th - 16th Sep) Score Discuss

Hitori
   Old Forums -> Answer Key discussion / Suggestions4 posts • Page 1 of 1 • 1
debmohanty
Subject: Hitori @ 2011-07-03 9:54 AM (#4990) (#4990) Top



1000500100100100202020
Location: India
Hitori

Method 1 : Number of shaded cells in each row

Is this the best possible answer key. Isn't it too much counting and typing?

Method 2 (Suggestion from Valezius) : Write the lengths of separate unpainted cell blocks in the marked rows / columns.

Valezius
Subject: RE: Hitori @ 2011-07-03 11:53 AM (#4992 - in reply to #4990) (#4992) Top


WPMM Author

Posts: 66
202020
Location: Hungary
debmohanty - 2011-07-03 9:54 AM

Hitori

Answer Key : Number of shaded cells in each row


Hi!

The hungarian puzzle test in this month will contain a hitori.
We use the usual TAPA answer system.
Write the lengths of separate unpainted cell blocks in the marked rows.
For instance the example's 3rd row: 221

I would like suggest this method.
macherlakumar
Subject: RE: Hitori @ 2011-07-03 2:33 PM (#4993 - in reply to #4990) (#4993) Top





Posts: 123
10020
Location: India
Valezius - 2011-07-03 11:53 AM

debmohanty - 2011-07-03 9:54 AM

Hitori

Answer Key : Number of shaded cells in each row


Hi!

The hungarian puzzle test in this month will contain a hitori.
We use the usual TAPA answer system.
Write the lengths of separate unpainted cell blocks in the marked rows.
For instance the example's 3rd row: 221

I would like suggest this method.


Hi,
I would suggest entering row(s)/column(s)/both where the shaded cells are entered as 'S'.
Ex :- For 5th row, 3rd column
5th row : S845S13 3rd column : 25S34S8

Regards,
Ravi.
debmohanty
Subject: RE: Hitori @ 2011-07-03 2:33 PM (#4995 - in reply to #4990) (#4995) Top



1000500100100100202020
Location: India
Hitori
Valezius - 2011-07-03 11:53 AM

Hi!

The hungarian puzzle test in this month will contain a hitori.
We use the usual TAPA answer system.
Write the lengths of separate unpainted cell blocks in the marked rows.
For instance the example's 3rd row: 221

I would like suggest this method.

I like this method. Also, if more and more puzzles can have similar method of entering (like Tapa answering method), it will be consistent.
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