Film, Media & TV2 mins ago
Sudoku Puzzle Book Errors
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My father-in-law does hundreds of Sudoku puzzles. We buy him puzzle books full of them. He has identified around 25 puzzles out of 200 in one particular book had errors - i.e. they were impossible to complete without altering one or two of the printed numbers. He wants to know what recompense he could seek for his reliance on a puzzle-book's integrity. I cannot think of any duty of care or fitness for purpose arguments that could legally assist him. Can anyone else think of anything? It reminds me of recent reports of GCSE and A-Level text books containing errors.
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For more on marking an answer as the "Best Answer", please visit our FAQ.The retailer (rather than the publisher) can be required to provide a refund for the cost of the book, as it wasn't 'fit for purpose'.
However, even though the publisher isn't legally responsible for compensating you (as the purchaser), it's likely that the publisher would want to know about the errors and might make some 'gesture of goodwill' towards you or your FIL.
However, even though the publisher isn't legally responsible for compensating you (as the purchaser), it's likely that the publisher would want to know about the errors and might make some 'gesture of goodwill' towards you or your FIL.
failing to solve a soduku usually means to me that I have made a mistake
in terms of a legal challenge - you must be kidding !
a book is wrong or has a typo - that doesnt mean it generates money for the reader under any analysis
I admit the type setter of the Naughty Bible ( thou shalt commit adultery ) instead of the usual commandment had his nose split and was put in the stocks and/or flogged...
fligged as he might have put it.
but you know - come arn - we have moved on from that
no cause of action and
he cant show a loss.
what about a cross word clue
Pius' handle - dead loss and in Genet ( 2,2)
dead right - no no
in terms of a legal challenge - you must be kidding !
a book is wrong or has a typo - that doesnt mean it generates money for the reader under any analysis
I admit the type setter of the Naughty Bible ( thou shalt commit adultery ) instead of the usual commandment had his nose split and was put in the stocks and/or flogged...
fligged as he might have put it.
but you know - come arn - we have moved on from that
no cause of action and
he cant show a loss.
what about a cross word clue
Pius' handle - dead loss and in Genet ( 2,2)
dead right - no no
All they do is create a random valid grid then remove most of the numbers. It's most likely an error with the solver. I do these sometimes and an error does not always manifest itself until much later and then you realise it's a c0ok up but too late. I'd be very surprised if their really is an impossible grid simple because of the process used to set them.
"TTT, puzzle books usually have the answers printed at the back" - yes that is why I asked if the answer actually also had the fault, ie were all the printed numbers in the original puzzle still in the same places in the answer and is the answer valid? I would like to see a sample of one of these "faulty" puzzles.
// A quick check shows yes it's possible of course//
we are in Law and not maff . .. BUT
an inconsistency or one inconsistency will lead to all figures 1-9 being the right answer for every blank square
this follows from maff logic where if axioms A,B,C lead to D,E,F etc
then (not A), B C will lead to notD NotE and not F
and so you can see one inconsistency leads to the whole lot
Turing said apparently that in terms of the Enigma machine - one inconsistency - would lead to everything being true and a short circuit and so the machine could rotate to the next state -
( the plug boards shortened this process lots)
Too FEW numbers to start off with should lead to more than one answer being consistent -
but I am gonnna have to ask Jim360 about that one
we are in Law and not maff . .. BUT
an inconsistency or one inconsistency will lead to all figures 1-9 being the right answer for every blank square
this follows from maff logic where if axioms A,B,C lead to D,E,F etc
then (not A), B C will lead to notD NotE and not F
and so you can see one inconsistency leads to the whole lot
Turing said apparently that in terms of the Enigma machine - one inconsistency - would lead to everything being true and a short circuit and so the machine could rotate to the next state -
( the plug boards shortened this process lots)
Too FEW numbers to start off with should lead to more than one answer being consistent -
but I am gonnna have to ask Jim360 about that one
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