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I didn't think that visually eliminating numbers from contention was the problem. This is coming from a visual-mathematician though. |
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o.k. that solves the easy puzzles - what about the fiendish variety? ;) |
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This is the wrong way round, Shirley? You need to see the numbers you are working with... The invention should be a dark screen, with moveable windows along one row and one column and a square window**. You can move the windows so that only the relevant information for elimination of number combinations can be seen. |
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As for fiendish ones - are they actually any different from normal ones (other than containing awkward elimination sequences)? |
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Edit - sorry [po], I'm a bit slow on the uptake today. I've been trappped by your pun! |
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**No - this isn't PlaySchool! |
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sorry guys - I know you'll hate me for saying it, but I find
them all fairly easy. |
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[po] if the puzzles are fiendish, you use the [xenzag]. |
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hmmmm, its so easy to say isn't it - how can he prove it? |
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I finished a book of 100 finally today which I started last summer (I go through phases of doing them). they started easy and finished fiendish. there were about 4 (of the fiendish) that I just could not complete and another 4 that I'd messed up. |
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I started a new book of 100 and completed the first (easy) one in the time it took to heat a plate of oven chips - not hurrying - hurry is not in my vocabulary. |
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I can do ones that only show three starting numbers ! |
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That's not difficult though. I can do one with no starting numbers at all... |
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I could say that I can do a grid showing no numbers at all! |
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I really loathe bull shitters more than anything. |
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My wife does sudoku puzzles that show only sums for a group of boxes. I stick to the 2 or 3 star (of 5) puzzles. |
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Bah! Sudoku's are trivial pursuits for those with time for such. I'll have none of it! |
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Sodokus' are nothing at all like this very serious pursuit of smart-ass HB annotating & BS'ing. |
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