The hardest sudokus (new thread)

Everything about Sudoku that doesn't fit in one of the other sections

Re: The hardest sudokus (new thread)

Postby eleven » Sun Mar 27, 2011 3:40 pm

Thanks for the links.

To my own surprise i now found out, that I have refound 440 (!) of the 488 puzzles in champagne's list in the step1 puzzles, which i generated from my random starting sets. But i only rated 97 of them, because the others did not pass my filters.

The only 11.5+ puzzles, which i did NOT find at all, are
Code: Select all
200000006050080010004000900070301000000820000000705030009000400080010050600000002 taxonomy  tarek-ultr11.80 11.80 11.40
500000009020100070008000300040600000000050000000207010003000800060004020900000005 taxonomy  m_b_metcal11.80 11.80 3.40
500000009020100070008000300040002000000050000000706010003000800060004020900000005 taxonomy  StrmCkr   11.60 11.60 3.40
000000007004008300100030060000904000009080200050002000600040001003800400700000050 tarx      tarx0077  11.50 1.20  1.20

Puzzles 2 and 3 have 20 clues. I only made short tries for 20 clues, but was little successful.

This does not mean, that the majority of extremely hard puzzles already is discovered. But for me a puzzle, which cannot be solved with nested singles chains, or with an ER 12+ would be a very nice, big surprise.

In champagne's list there are 2 puzzles, which are not minimal. One by ronk with 2 minimals and the famous automorphic 37 clue by Mauricio with 60 (non equivalent) minimals. I replaced them by the minimals and canonicalized all of them. Also i added the 8 puzzles, Mauricio pointed to. I uploaded this list as others_ER11.zip.

Note that the ratings are not 100% compatible. E.g. i got 11.4/11.4/11.3 for the canonicalized version of the puzzle in the first link above, with the FIXED6 batch rating, which normally does not give higher ratings. For some of the puzzles in champagne's list, which i refound and rated, i only have 10.9. But the differences i noticed all were 0.1 only.

I will try a last run now with a new random starting set, but i dont expect great results.

I also uploaded my set of step1 puzzles with 21 clues as step1_21.zip (about 9 MB). Forgive me, when there are some duplicates. The 22/23 sets are too big for the site's maximum of 20MB.
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Re: The hardest sudokus (new thread)

Postby eleven » Mon May 02, 2011 9:16 pm

Another 11.9 (11.9/11.9/2.6)
Code: Select all
 +-------+-------+-------+
 | 1 2 . | 3 . . | . . . |
 | 4 . 5 | . . . | 6 . . |
 | . 7 . | . . . | . 2 . |
 +-------+-------+-------+
 | 6 . . | 1 . . | 3 . . |
 | . . 4 | 5 3 . | . . . |
 | . . . | . . 8 | . . 9 |
 +-------+-------+-------+
 | . . . | 4 5 . | 1 . . |
 | . . . | . . . | . 8 . |
 | . . . | . . 2 | . . 7 |
 +-------+-------+-------+
         Patience
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Re: The hardest sudokus (new thread)

Postby champagne » Wed May 11, 2011 10:04 am

Hi,

Code: Select all
9..8..7...8..6..5...7..4...7.....9...4...3.8....2....14..1....2.3.........5..8.6.;11.1;11.1;10.8
9..8..7...8..6..5...7..4...7.....9...4...3.8....2....16..1....2.3.........5..8.6.;10.8;10.8;10.8



2 very strange puzzles. The rating is not that high and the first one has already been published by eleven with the following pattern

Code: Select all
1.......9.5.1...3...8..34...1.5.......9..8..2....6..7.3....4..8..2.......8..7..6.


and the same rating.

I guess eleven got also the second one, but the cut off was too severe to get it in its database.

I found nothing special with my tools (no symmetry, no EXOCET, no multi fish)
and they appear extremely difficult to solve with my set of rules.

For the time being, they are at the top in my list of hardest.

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Re: The hardest sudokus (new thread)

Postby ronk » Wed May 11, 2011 11:16 am

champagne wrote:
Code: Select all
9..8..7...8..6..5...7..4...7.....9...4...3.8....2....14..1....2.3.........5..8.6.;11.1;11.1;10.8
9..8..7...8..6..5...7..4...7.....9...4...3.8....2....16..1....2.3.........5..8.6.;10.8;10.8;10.8

With the above format it's difficult, if not impossible, to cut & paste a puzzle without using an editor. In MS Internet Explorer, e.g., the cut picks up the semicolon, no matter how hard one tries to exclude it, and most solvers complain. How about a format that works better?
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Re: The hardest sudokus (new thread)

Postby champagne » Wed May 11, 2011 11:46 am

ronk wrote:
champagne wrote:
Code: Select all
9..8..7...8..6..5...7..4...7.....9...4...3.8....2....14..1....2.3.........5..8.6.;11.1;11.1;10.8
9..8..7...8..6..5...7..4...7.....9...4...3.8....2....16..1....2.3.........5..8.6.;10.8;10.8;10.8

With the above format it's difficult, if not impossible, to cut & paste a puzzle without using an editor. In MS Internet Explorer, e.g., the cut picks up the semicolon, no matter how hard one tries to exclude it, and most solvers complain. How about a format that works better?



I am very surprised.

The 81 first data are the puzzle.

serate for example would process it without any problem in that format.
and the file can be used with any text handler having a fix format option

the semicolon is in most text files parsing procedures the default separator. valid for excel, valid for access ...

The same separator is very common in most of the files published in that forum

We have often files wiht ED= xx.x/xx.x/xx.x,
This is something a standard parser does not recognize and I use the notepad to switch to that pattern.

What would you suggest??

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Re: The hardest sudokus (new thread)

Postby gsf » Thu May 12, 2011 7:23 pm

ronk wrote:
champagne wrote:
Code: Select all
9..8..7...8..6..5...7..4...7.....9...4...3.8....2....14..1....2.3.........5..8.6.;11.1;11.1;10.8
9..8..7...8..6..5...7..4...7.....9...4...3.8....2....16..1....2.3.........5..8.6.;10.8;10.8;10.8

With the above format it's difficult, if not impossible, to cut & paste a puzzle without using an editor. In MS Internet Explorer, e.g., the cut picks up the semicolon, no matter how hard one tries to exclude it, and most solvers complain. How about a format that works better?

use -c"1;" with my solver
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Re: The hardest sudokus (new thread)

Postby eleven » Thu May 26, 2011 9:08 am

When i checked the highest rated puzzles for symmetry i found this one with double diagonal symmetry and ED 11.6/11.6/9.9:
Code: Select all
 +-------+-------+-------+
 | 5 . . | 6 . . | . . . |
 | . 2 . | . . . | . 4 . |
 | . . 1 | . 2 . | 3 . . |
 +-------+-------+-------+
 | 9 . . | 8 . . | . . . |
 | . . 7 | . 4 . | 1 . . |
 | . . . | . . 9 | . . 6 |
 +-------+-------+-------+
 | . . 4 | . 7 . | 2 . . |
 | . 3 . | . . . | . 1 . |
 | . . . | . . 5 | . . 8 |
 +-------+-------+-------+
       Pretty Biest
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Re: The hardest sudokus (new thread)

Postby eleven » Fri May 27, 2011 7:36 pm

Now i have finished my search for hard sudokus.

As i expected, it is hard to find new areas with extremely hard puzzles. When i started with 10 mio random 23 puzzles, after 10 days i had found 0.8 mio new step1 puzzles, but not one of them passed my rating filters. So i decided just to ERate my collections down to q2-ratings, which gave me an average ER of > 10.6. Thus i found a new 11.9 (posted above), and about 2700 more ER11+ puzzles.

I wrote a summary here. At the bottom of the page there is a link to download all the ER10.6+ puzzles i found.

Hope, someone enjoys it.
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Re: The hardest sudokus (new thread)

Postby dobrichev » Sat May 28, 2011 6:25 am

eleven wrote:I wrote a summary here.

Nice article!
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Re: The hardest sudokus (new thread)

Postby RW » Sat May 28, 2011 6:51 am

eleven wrote:Hope, someone enjoys it.

I sure did! :)

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Re: The hardest sudokus (new thread)

Postby champagne » Sat May 28, 2011 8:17 am

eleven wrote: Hope, someone enjoys it.


Sure I did as well.

Your process is so efficient that I had the temptation to give up in my own search in the field 22.

But as you wrote in your article, my criteria lead to another view on puzzles and I decided to continue slowly.

I agree basically with all your statements. I feel that one of the drawbacks in my process is that it's not a "left to right" process as Sudoku Explainer is.
This is not something a player likes.

I am for the time being stuck in an attempt to clone Sudoku Explainer with a much faster process, but I'll surely revise my solver later to go in the same way.


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Re: The hardest sudokus (new thread)

Postby tarek » Sat May 28, 2011 3:26 pm

A nice article indeed.
I'm struggling at the moment to find time for any Sudoku activity.
I'm hoping to update the hardest lists & update the useful links to include eleven's article.
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Re: The hardest sudokus (new thread)

Postby David P Bird » Sat May 28, 2011 3:57 pm

The article is very well written and very pertinent to the hardest puzzles (which are beyond my reach).

I'm wondering if these puzzles have any communality in the partitioning of the givens according to the groups of unavoidable sets they cover. It's only a vague concept but the idea is that the connectivity between two clues is governed by how many unavoidable sets have to be traversed to get from one to the other. Forming clusters of near neighbours would then limit the number of links between the different clusters. Until those links are utilised though each cluster will have multiple solutions.
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Re: The hardest sudokus (new thread)

Postby coloin » Sat May 28, 2011 11:42 pm

Indeed great work.

It seems obvious now - but dobrichev confirmed my suspicion that in hard puzzles - all the clues have a fairly large unavoidable set.
A selected easy puzzle had a few clues whuch had small maxUAsize

In this thread here
dobrichev kindly analysed the maxUAsize for each clue in these two puzzles
Code: Select all
Hard  [SE 11.8]                                                                                           
........6..5..18...9...8.7....8.2.....3.1.2..4..5.3....6.....9...83..1..7.......4                         
{53,49,50,52,54,53,49,49,52,51,41,52,53,46,44,48,48,49,53,52,49,52}.                                       
                                                                                                           
                                                                                                           
Easy   [SE 1.5]                                                                                           
........2..7..84...4...1.3....1.2.....6.3.7..7..4.5....1.....2...36..8..2.......5                         
{33,31,35,24,14,43,32,28,51,45,32,42,23,20,40,30,30,4,45,35,43,13}


C
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Re: The hardest sudokus (new thread)

Postby dobrichev » Sun May 29, 2011 7:44 am

coloin wrote:Indeed great work.

It seems obvious now - but dobrichev confirmed my suspicion that in hard puzzles - all the clues have a fairly large unavoidable set.
A selected easy puzzle had a few clues whuch had small maxUAsize

In this thread here
dobrichev kindly analysed the maxUAsize for each clue in these two puzzles
Code: Select all
Hard  [SE 11.8]                                                                                           
........6..5..18...9...8.7....8.2.....3.1.2..4..5.3....6.....9...83..1..7.......4                         
{53,49,50,52,54,53,49,49,52,51,41,52,53,46,44,48,48,49,53,52,49,52}.                                       
                                                                                                           
                                                                                                           
Easy   [SE 1.5]                                                                                           
........2..7..84...4...1.3....1.2.....6.3.7..7..4.5....1.....2...36..8..2.......5                         
{33,31,35,24,14,43,32,28,51,45,32,42,23,20,40,30,30,4,45,35,43,13}


C

This example seems non-representative :(

Below are some statistics, once for the same 2 puzzles, and once for all puzzles from patterns game 141.
Sorry for the ugly format.
The procedure removes each given, then collects UA, and determines the cells solved w/o the help of the removed clue.
Columns are:
first row
- the source puzzle with comments
second row
- pussle
- nGivens
- sum(count(UA)) = count of UA hit by a single clue
- max(UA size)
- sum(UA size). This divided by sum(count(UA)) gives the average UA size.
- sum(solved cells)
third row
- list of max(UA size) for each clue
- sum(max(UA size)). This divided by the number of clues gives the average maximal UA size per clue.

Here are the results for the puzzles from coloin's post (wide screen)
Code: Select all
........2..7..84...4...1.3....1.2.....6.3.7..7..4.5....1.....2...36..8..2.......5 #Easy   [SE 1.5]
........2..7..84...4...1.3....1.2.....6.3.7..7..4.5....1.....2...36..8..2.......5       22      647     51      19524   435
{33,31,35,24,14,43,32,28,51,45,32,42,23,20,40,30,30, 4,45,35,43,13}     693
........6..5..18...9...8.7....8.2.....3.1.2..4..5.3....6.....9...83..1..7.......4 #Hard  [SE 11.8] tarx0075
........6..5..18...9...8.7....8.2.....3.1.2..4..5.3....6.....9...83..1..7.......4       22      3001    54      114061  16
{53,49,50,52,54,53,49,49,52,51,41,52,53,46,44,48,48,49,53,52,49,52}     1099


Here are the results for the puzzles from Patterns Game 141
Hidden Text: Show
Code: Select all
001002030000080005700600200003100700080050000400007000008300007200000080090000100 #   3    1.2/1.2/1.2 - gsf
001002030000080005700600200003100700080050000400007000008300007200000080090000100       22      841     51      27822   340
{35,29,44,43,37,50,32,44,17,35,51,48,29,21,42,46,33,39, 4,43,43,31}     796
001002030000080009700600500002100700080050000400003000008900007300000050090000100 #   1    1.5/1.2/1.2 - coloin
001002030000080009700600500002100700080050000400003000008900007300000050090000100       22      1057    48      36038   402
{44,43,36,45,45,48,14,33,18,32,40,48,12, 4,31,47,36,34,11,36,39,25}     721
001002030000040005600100700008600500010020000200003000009500007700000020040000300 #  56    1.7/1.2/1.2 - m_b_metcalf
001002030000040005600100700008600500010020000200003000009500007700000020040000300       22      1733    49      56137   295
{42,46,33,38,41,43,29,46,35,24,49, 8,49,48,29,35,46,14,32,49,41,39}     816
007003010000070009500800200001400300020080000800006000004700001600000090030000500 #  19    2.0/2.0/2.0 - gsf
007003010000070009500800200001400300020080000800006000004700001600000090030000500       22      1849    55      67309   156
{49,42,52,53,49,40,12,51,48,44,50,36,12,42,22,41,50,55,49,48,49,49}     943
009008070000060005500400300008900400060030000300007000004500002700000050010000600 #  92    2.3/1.2/1.2 - champagne
009008070000060005500400300008900400060030000300007000004500002700000050010000600       22      517     53      16897   228
{43,28,38,35,35,52,34,19,39,45,45,39,39,51,38,48,53,33,40,50,48,34}     886
001002030000040005200600700007100800060080000400005000006800009500000010070000400 # 152    2.3/2.0/2.0 - m_b_metcalf
001002030000040005200600700007100800060080000400005000006800009500000010070000400       22      1019    53      35351   125
{43,47,47,38,47,52,44,39,50,44,48,49,51,44,19,53,50,48,51,50,33,31}     978
001002030000040005600700800007500600050030000900004000009800006500000020040000300 #  93    2.5/1.2/1.2 - m_b_metcalf
001002030000040005600700800007500600050030000900004000009800006500000020040000300       22      548     49      15953   419
{46,36,22,44,47,35,33,32,28,19,19,41,34, 6,37,12,35, 6,49,22,40,37}     680
001002030000040005200700800008100900070090000400005000007900006500000010080000700 # 151    2.5/2.0/2.0 - gsf
001002030000040005200700800008100900070090000400005000007900006500000010080000700       22      1095    56      37683   132
{45,46,40,40,39,56,42,30,48,40,50,52,48,46,28,46,47,40,46,50,35,31}     945
009008070000060005400300200001500800030080000600007000003100008700000060050000400 # 153    2.5/2.5/2.5 - champagne
009008070000060005400300200001500800030080000600007000003100008700000060050000400       22      777     53      25882   165
{42,33,39,43,48,47,37,12,47,44,49,47,52,45,28,53,46,48,46,40,45,29}     920
009008070000060005400300200002900100030010000600007000003100008700000050020000300 #  94    2.6/2.0/2.0 - champagne
009008070000060005400300200002900100030010000600007000003100008700000050020000300       22      852     51      28821   162
{41,46,48,42,48,51,39,42,44,30,46,46,48,49, 4,48,51,45,50,40,35,38}     931
004006030000040007700200900009300500060010000300009000003400006900000070070000100 # 148    2.6/2.5/2.5 - gsf
004006030000040007700200900009300500060010000300009000003400006900000070070000100       22      3556    53      127242  152
{46,52,44,32,51,48,21,53,46,35,47,49,33,43,46,25,49,52,49,49,50,42}     962
009008070000060008500400300005900400060020000300007000004800001700000030020000800 #  12    2.8/2.8/2.8 - champagne
009008070000060008500400300005900400060020000300007000004800001700000030020000800       22      900     52      29715   184
{48,52,37,26,50,51,36,32,39,41,48,47,43,48,40,49,51,32,50, 6,40,50}     916
001002030000010004200500600003600700080020000900005000008100003500000040060000900 #  82    3.0/2.0/2.0 - m_b_metcalf
001002030000010004200500600003600700080020000900005000008100003500000040060000900       22      1528    54      53691   154
{54,31,50,51,53,48,12,51,48,34,52,45,28,31,29,44,51,50,41,52,45,48}     948
009008070000070006500400300004900200050060000800001000002700004100000030060000700 # 124    3.0/2.8/2.8 - champagne
009008070000070006500400300004900200050060000800001000002700004100000030060000700       22      1790    53      65205   112
{46,30,52,53,34,53,41,40,43,48,50,48,46,49,44,50,50,20,53,35,45,53}     983
009008070000060005400300800005200300060070000800004000002500006700000080030000400 # 163    3.0/3.0/3.0 + champagne
009008070000060005400300800005200300060070000800004000002500006700000080030000400       22      280     51      7987    366
{36,13,35,12,34,50,41, 4,43,36,42,39,36,34,41,34,48, 4,51,35,37,40}     745
009008070000060005400300200002400300050010000800007000006200003700000010040000900 #  96    3.2/1.2/1.2 - champagne
009008070000060005400300200002400300050010000800007000006200003700000010040000900       22      269     52      8428    325
{52,40,36,42,45,44,41,47,10,20,42,16,40,26,38,17,45,52,36,10, 4,41}     744
001002030000040005600700800008600900070090000400003000007900002300000040080000700 #  97    3.2/2.0/2.0 - m_b_metcalf
001002030000040005600700800008600900070090000400003000007900002300000040080000700       22      510     49      15489   207
{38,22,41,30,39,49,34,38,43,36,49,43,41,42,24,48,49,40,40,47,34,30}     857
004006030000080007700500100003200400060010000800009000005300006100000070070000800 # 142    3.2/2.8/2.8 - gsf
004006030000080007700500100003200400060010000800009000005300006100000070070000800       22      678     53      20964   268
{43,46,25,39,49,24,26,47,48,50,50,42,44,32,21,13,45,39,42,53,28,28}     834
009008070000060005400300200006900300050040000100007000004500006700000010030000400 #  18    3.4/3.4/3.4 - champagne
009008070000060005400300200006900300050040000100007000004500006700000010030000400       22      554     52      19231   198
{51,12,51,43,41,50,52, 8,45,21,51,48,48,17,43,48,50,42,45,48,50,44}     908
009008070000060005400300200008900300010020000600007000003200004700000050050000600 #  98    3.6/1.2/1.2 - champagne
009008070000060005400300200008900300010020000600007000003200004700000050050000600       22      287     55      8873    322
{46,26,18,47,43,40,43,23,14,36,36,15,34,50,38,47,48,40,27,35,55,48}     809
009004080000010007700200400005800300060030000100007000006300005400000030020000100 # 105    3.6/3.6/3.6 - ronk
009004080000010007700200400005800300060030000100007000006300005400000030020000100       22      3522    53      127766  81
{49,49,48,45,46,52,46,50,44,50,51,49,53,49,28,49,49,51,51,48,48,25}     1030
009008070000060009500400300008500400060020000200001000004200008100000050020000600 # 100    3.8/2.8/2.8 2 champagne
009008070000060009500400300008500400060020000200001000004200008100000050020000600       22      931     51      32771   47
{49,50,47,48,51,46,33,45,45,48,48,49,47,50,43,46,50,43,46,39,45,48}     1016
001002030000040005600700800004200700050060000100009000006500004300000080070000600 # 103    3.8/3.4/3.4 - m_b_metcalf
001002030000040005600700800004200700050060000100009000006500004300000080070000600       22      2116    54      80625   96
{54,44,51,39,49,49,50,30,45,30,52,53,44,22,44,45,51,41,51,49,53,49}     995
009008070000060005800400300003200400060090000900007000004500001700000030080000700 # 102    4.0/1.2/1.2 - champagne
009008070000060005800400300003200400060090000900007000004500001700000030080000700       22      951     51      33170   145
{40,48,51,50,41,41,42, 6,46,48,51,47,51,48,50,33,49,32,45,43,43,45}     950
002008090000040006300500400001400300030060000800009000009200008500000070070000500 # 150    4.0/2.0/2.0 - Patrice
002008090000040006300500400001400300030060000800009000009200008500000070070000500       22      890     51      31186   112
{43,37,47,41,46,51,45,34,27,37,49,50,40,34,37,51,50,49,47,50,50,48}     963
001002030000040005600700800004100700050060000800009000006500004300000090070000600 #  80    4.2/3.4/3.4 - m_b_metcalf
001002030000040005600700800004100700050060000800009000006500004300000090070000600       22      833     53      30725   152
{53,25,49,44,50,47,53,21,48,31,51,45,49,19,42,50,48,47,51,44,46,45}     958
002006050000090007300100400001400200090060000800009000004300008500000070080000100 # 132    4.2/3.6/3.4 2 Patrice
002006050000090007300100400001400200090060000800009000004300008500000070080000100       22      432     56      14972   107
{50,47,25,47,41,49,37,46,17,50,50,41,47,56,50,46,49,43,46,33,49,46}     965
001002030000040001500600200007300800090080000100009000009800007200000060060000500 # 133    4.2/3.6/3.6 - m_b_metcalf
001002030000040001500600200007300800090080000100009000009800007200000060060000500       22      1579    51      54485   94
{46,44,37,41,44,49,46,48,46,44,47,48,45,45,35,48,46,51,48,14,48,45}     965
005003080000010004900800300006700500010020000200004000007600005400000030020000100 # 158    4.2/4.0/3.4 + ronk
005003080000010004900800300006700500010020000200004000007600005400000030020000100       22      1144    52      41114   83
{49,41,50,45,43,49,52,48,50,51,51,45,39,52,44,48,47,49,49,33,49,45}     1029
001002030000040002500600700007100800060080000200003000006800009300000050070000600 # 101    4.4/2.0/2.0 - m_b_metcalf
001002030000040002500600700007100800060080000200003000006800009300000050070000600       22      914     55      33244   110
{48,46,44,40,44,55,44,45,45,22,52,48,52,50,33,51,53,46,49,48,35,31}     981
009008070000070008600500400003900500020010000700004000005800002400000010030000800 # 127    4.4/2.8/2.8 - champagne
009008070000070008600500400003900500020010000700004000005800002400000010030000800       22      1419    54      50093   113
{47,50,41,42,47,50,44,36,35,46,49,53,50,52,50,51,54,23,53,28,42,51}     994
009007050000050006800100200003200500070060000400005000002300008600000070080000100 # 147    4.4/3.6/2.8 0 Patrice
009007050000050006800100200003200500070060000400005000002300008600000070080000100       22      641     53      23298   194
{45,49,39,41,47,42,17,51,52,36,48,43,33,30,41,44,45,45,26,53,50,23}     900
001002030000040005600700800004200700050060000100008000006500004900000080070000600 #  78    4.5/3.4/3.4 - m_b_metcalf
001002030000040005600700800004200700050060000100008000006500004900000080070000600       22      1816    56      68079   124
{54,46,51,43,50,48,56,29,46,22,50,53,34,16,43,49,52,42,49,46,53,46}     978
003008060000060005400900200009400600080070000100006000001200008500000070040000100 # 119    4.5/3.6/2.8 0 gsf
003008060000060005400900200009400600080070000100006000001200008500000070040000100       22      1595    53      53933   99
{49,50,45,42,46,50,46,53,43,45,51,46,45,31,44,37,49,48,50,41,35,13}     959
001002030000040001500600200007300800090080000100004000009800007200000080060000100 # 121    4.5/3.6/3.6 - m_b_metcalf
001002030000040001500600200007300800090080000100004000009800007200000080060000100       22      5333    53      192180  84
{51,45,46,48,43,53,51,47,45,48,47,49,48,48,26,51,50,48,49,44,46,19}     1002
005008090000010004300900800006700500010020000200004000007600005400000030020000100 # 159    4.5/4.0/3.4 + ronk
005008090000010004300900800006700500010020000200004000007600005400000030020000100       22      1158    55      41548   71
{50,41,51,44,42,49,51,52,48,55,52,43,46,52,45,48,49,50,52,24,50,46}     1040
001002030000040005600700800008100900070090000200003000007900002500000060080000700 #  99    4.6/2.0/2.0 - m_b_metcalf
001002030000040005600700800008100900070090000200003000007900002500000060080000700       22      915     50      30981   195
{45,44,43,28,42,47,39,33,48,29,49,48,47,36,18, 4,50,41,45,47,43,39}     865
001006050000040007300100200002300800060070000800009000005200008100000030080000600 # 137    4.6/2.8/2.8 - Patrice
001006050000040007300100200002300800060070000800009000005200008100000030080000600       22      1865    54      69648   142
{52,49,50,49,42,50,40,51,43,48,52,23,49,53,51,33,49,42,25,21,54,30}     956
009008070000060005400300200008600300060030000200007000003100006700000020050000400 # 104    4.7/1.2/1.2 - champagne
009008070000060005400300200008600300060030000200007000003100006700000020050000400       22      693     55      21733   168
{48,25,49,49,49,43,48,30,26,44,49,50,48,45,23,47,30,32,46,46,55,37}     919
005004060000070009300100200002300800050060000800009000004200008900000070080000300 # 139    4.7/2.8/2.8 - Patrice
005004060000070009300100200002300800050060000800009000004200008900000070080000300       22      1083    55      38074   180
{50,47,48,50,41,44,30,51,46,43,51,22,45,50,45,23,49,40,38,21,55,33}     922
009005010000070004300800200001200400070040000500001000004100009200000060060000300 # 144    4.8/1.2/1.2 - gsf
009005010000070004300800200001200400070040000500001000004100009200000060060000300       22      543     51      16869   243
{41, 4,39,40,43,49,37,41,26,32,50,41,51,51,43,48,43,39,34,36,33,35}     856
009008070000060009500400300003200400060080000900001000004500007600000080010000200 # 106    5.0/1.2/1.2 - champagne
009008070000060009500400300003200400060080000900001000004500007600000080010000200       22      501     51      16217   157
{47,47,31,46,39,32,42,45,46,43,41,47,45,49,50,48,49,25,47,51,46,32}     948
009008070000060005400300800003900500060020000200007000008400003700000020050000600 # 108    5.2/1.2/1.2 - champagne
009008070000060005400300800003900500060020000200007000008400003700000020050000600       22      353     51      10668   222
{41,30,37,38,38,42,35,10,48,37,51,42,51,51,34,41,43,33,40,36,45,26}     849
001002030000040005600700800008500200090020000400003000009800002300000040050000700 # 154    5.2/2.5/2.5 - m_b_metcalf
001002030000040005600700800008500200090020000400003000009800002300000040050000700       22      811     52      26247   185
{45,34,39,46,46,48,38,21,45,43,49,47,42,44,34,50,47,52,47,28,40,26}     911
001002030000040005600700800004200700050060000300008000006500004900000080070000600 #  76    5.6/3.4/3.4 - m_b_metcalf
001002030000040005600700800004200700050060000300008000006500004900000080070000600       22      1726    54      64904   116
{54,46,53,45,51,48,54,27,45,20,53,53,35,27,41,45,51,38,52,47,54,48}     987
002007050000050006800100200001900500070060000400005000004300008600000070080000100 # 117    5.6/3.6/2.8 1 Patrice
002007050000050006800100200001900500070060000400005000004300008600000070080000100       22      1526    56      52135   174
{51,48,40,44,54,43,22,48,50,33,50,40,32, 4,42,40,46,42,56,47,47,25}     904
001002030000040005600700800008500900070090000400003000007900002300000040080000700 #  95    5.7/2.0/2.0 - m_b_metcalf
001002030000040005600700800008500900070090000400003000007900002300000040080000700       22      739     52      22900   233
{36,13,45,35,36,52,34,32,44,26,49,49,40,46,29,43,47,20,44,43,37, 8}     808
003008060000060005400100200009400600080070000100006000002300008500000070040000100 # 115    5.7/3.6/2.8 - Patrice
003008060000060005400100200009400600080070000100006000002300008500000070040000100       22      1478    50      50125   77
{50,49,49,46,45,48,43,47,40,41,47,47,46,34,45,36,46,49,43,48,48,26}     973
003005070000020006900400800005700200060050000100003000007600005400000030020000100 # 160    5.7/4.2/3.0 + ronk
003005070000020006900400800005700200060050000100003000007600005400000030020000100       22      677     54      22197   196
{42,49,41,43,45,46,39, 6,50,41,40,47,54,43,33,41,47,50,39,36,44,35}     911
009008070000060005400300200004100300050020000800006000003200009700000080010000600 # 129    5.8/1.2/1.2 - champagne
009008070000060005400300200004100300050020000800006000003200009700000080010000600       22      514     51      16116   151
{48,47,47,48,39,50,48,46,42,36,48,43,34,35,48,41,51, 4,47,41,43,44}     930
009008070000060005400300200004600300030020000800001000003900008700000010010000700 # 131    5.9/1.2/1.2 - champagne
009008070000060005400300200004600300030020000800001000003900008700000010010000700       22      1497    51      51867   222
{26,43,39,48,19,34,45,38,17,44,45,47,46,38,51,12,50,37,47,48,47,48}     869
009008070000060005400300200001600300060020000800007000002900007900000050050000800 # 110    6.0/1.2/1.2 - champagne
009008070000060005400300200001600300060020000800007000002900007900000050050000800       22      1198    49      38016   139
{45,38,48,40,46,41,43,38,47,42,49,42,40,41,46,40,47,45,12,46,44,26}     906
009008070000060009500400300002300500060080000900007000004500003700000080030000200 # 112    6.2/1.2/1.2 - champagne
009008070000060009500400300002300500060080000900007000004500003700000080030000200       22      402     54      11715   173
{46,45,33,37, 6,43,31,41,46,41,47,38,48,42,22,46,54,29,44,48,43,45}     875
009008070000070008600500400006900500030040000200007000005800001300000020040000300 # 114    6.5/2.0/2.0 - champagne
009008070000070008600500400006900500030040000200007000005800001300000020040000300       22      810     50      26460   165
{48,42,43,36,39,50,37,44, 4,42,43,46,45,47,27,47,44,42,45,47,46,50}     914
007001020000080001900600300008700600040020000300004000006100005400000030020000100 # 161    6.5/2.8/2.8 + ronk
007001020000080001900600300008700600040020000300004000006100005400000030020000100       22      1628    55      61750   210
{47,55,33,27,54,46,43, 9,32,50,51,52,48,38,38,53,51,33,53,18,44,54}     929
001002030000040005600700800004200700050060000300008000006500004900000010070000600 #  74    6.6/3.4/3.4 - m_b_metcalf
001002030000040005600700800004200700050060000300008000006500004900000010070000600       22      1576    56      59196   119
{53,41,50,46,50,54,52,27,45,24,53,56,40,19,43,52,50,42,51,50,52,46}     996
008006070000080004100700300006400500040060000900002000002800006500000020030000100 # 111    6.6/6.6/3.4 - Patrice
008006070000080004100700300006400500040060000900002000002800006500000020030000100       22      2329    55      85339   122
{51,49,27,52,53,46,36,47,49,53,36,50,52,53,55,19,51,49,49,39,35,55}     1006
007004010000090006300100200001400300090080000800006000004200001600000090030000500 #   2    6.7/6.7/6.7 - Patrice
007004010000090006300100200001400300090080000800006000004200001600000090030000500       22      511     54      16707   198
{50,35,29,47,43,52,20,54,49,48,52,37,48,41,45,44,43,34,47,51,23,30}     922
001002030000040002500600700005800600040090000100003000008200007300000040090000500 #  67    6.8/6.7/3.4 - m_b_metcalf
001002030000040002500600700005800600040090000100003000008200007300000040090000500       22      558     54      18558   163
{47,45,46,47,50,46,45,47,45,52,29,50,34,31,41,54,52,35,45,46,24,34}     945
002008090000070008300100200001400300050060000700009000005800002900000070060000500 # 113    6.8/6.7/6.7 - Patrice
002008090000070008300100200001400300050060000700009000005800002900000070060000500       22      870     51      29977   156
{47,45,45,49,47,49,44,48,41,47,48,28,38,47,47,46,51,37,45,46,27, 6}     928
001002030000040005600700800006100700040050000800003000007900002300000080050000900 #  65    6.9/6.7/3.4 - m_b_metcalf
001002030000040005600700800006100700040050000800003000007900002300000080050000900       22      214     55      6822    240
{44, 8,41,24,52,46,46,32,38,38,47,47,51,42,44,46,55,47,50,29,48, 8}     883
005002030000080002700600500003100600080020000400003000001900007300000080050000100 #  79    6.9/6.7/6.7 - Patrice
005002030000080002700600500003100600080020000400003000001900007300000080050000100       22      1031    54      37634   163
{49,43,49,48,54,51,45,50, 4,54,50,53,39,30,42,50,48,33,42,49,38,41}     962
001002030000040002500600700005100600040080000700003000006200008300000010090000200 #  53    7.0/2.8/2.8 - m_b_metcalf
001002030000040002500600700005100600040080000700003000006200008300000010090000200       22      752     53      26862   173
{46,48,31,32,51,52,46,30,25,42,48,52,27,41,45,51,53,33,48,16,34,49}     900
004008090000070008300100400001500300050060000700009000005200001900000070060000800 # 109    7.0/6.7/6.7 - Patrice
004008090000070008300100400001500300050060000700009000005200001900000070060000800       22      627     52      20657   177
{49,44,41,45,45,46,48,45,43,52,46,10,35,50,42,38,50,39,41,46,32,23}     910
009008070000060005400300200008900700070010000600002000002100008100000060050000900 # 134    7.0/7.0/3.6 2 champagne
009008070000060005400300200008900700070010000600002000002100008100000060050000900       22      1128    53      39172   105
{53,44,43,47,51,51,48,39,42,47,48,34,43,50,39,51,50,43,43,51,16,30}     963
001002030000040005600700200002100300030080000400006000007800009800000040050000100 # 135    7.0/7.0/6.7 - m_b_metcalf
001002030000040005600700200002100300030080000400006000007800009800000040050000100       22      910     52      32577   81
{48,44,49,45,51,48,49,51,41,47,47,40,45,47,35,52,50,47,43,51,49,28}     1007
009008070000060008500400100005300400060020000300007000004800001700000060020000800 #  25    7.1/6.7/2.8 0 gsf
009008070000060008500400100005300400060020000300007000004800001700000060020000800       22      883     52      29452   212
{44,50,45,44,46,48,40,18,35,43,49,48,32,29,42,52,49,29,43,42,26,26}     880
009008070000060005400300200008600300060070000100005000003200008500000090070000600 #  28    7.1/7.1/7.1 - champagne
009008070000060005400300200008600300060070000100005000003200008500000090070000600       22      648     51      19837   149
{51,34,46,43,45,36,46,38,46, 4,47,44,45,34,41,47,45,45,45,33,43,42}     900
009008070000060005400300200008600400040020000600007000003900001500000080020000600 #  26    7.2/7.2/7.2 - champagne
009008070000060005400300200008600400040020000600007000003900001500000080020000600       22      1160    51      40459   124
{51,39,48,50,40,46,31,40,35,39,48,50,47,50,40,49,44,46,14,50,46,48}     951
001004070000070002900800500004100800050040000700003000006500004300000020020000100 #  33    7.3/7.3/7.3 - ronk
001004070000070002900800500004100800050040000700003000006500004300000020020000100       22      1076    50      35600   112
{48,38,44,42,48,46,45,38,47,45,42,25,40,49,42,39,50,39,36,49,43,41}     936
001002030000040002500600700003100800070020000900003000006700004300000060040000100 #  45    7.4/7.4/7.2 - m_b_metcalf
001002030000040002500600700003100800070020000900003000006700004300000060040000100       22      1940    55      71695   146
{50,42,50,52,49,49,36,55,48,52,50,47,45,38,54,25,54,48,45, 4,40,39}     972
001002030000040005600700200004900700050080000100006000003500004200000080070000600 #  87    7.5/3.4/3.4 1 gsf
001002030000040005600700200004900700050080000100006000003500004200000080070000600       22      455     49      14284   143
{45,43,42,24,34,46,49,44,46,35,46,43,20,32,36,43,49,45,45,45,46,41}     899
001007090000040006300100200002500300050060000700009000004200008500000070060000500 #  89    7.5/7.5/6.7 - Patrice
001007090000040006300100200002500300050060000700009000004200008500000070060000500       22      381     53      13282   222
{51,49,26,53,47,50, 4,49,45,50,49,50,45,44,32,39,51,33,32,48, 6,52}     905
001002030000040005600700200006800100050090000200003000004100008900000020030000500 # 128    7.5/7.5/7.1 - m_b_metcalf
001002030000040005600700200006800100050090000200003000004100008900000020030000500       22      700     55      23896   144
{50,50,54,52,43,50,46,17,39,37,55,47,45,50,43,48,50,28,50,52,45,28}     979
001002030000040002500600700003100800070020000900003000006700004300000060040000500 #  48    7.6/7.4/7.2 0 gsf
001002030000040002500600700003100800070020000900003000006700004300000060040000500       22      1693    53      60646   97
{51,51,49,49,49,51,47,51,41,48,47,51,39,37,49,37,53,47,42,34,38,40}     1001
001002030000040005600700800008600900060020000400003000007800002300000050050000100 #  50    7.6/7.6/3.4 - m_b_metcalf
001002030000040005600700800008600900060020000400003000007800002300000050050000100       22      684     54      23132   154
{52,41,34,49,52,50,42,46,51,52,45,18,40,44,39,18,50,39,27,54,46,35}     924
009007060000010002800900300005800600040050000100009000003500004500000020020000100 #  66    7.6/7.6/3.6 1 gsf
009007060000010002800900300005800600040050000100009000003500004500000020020000100       22      2892    51      103055  101
{47,45,25,42,47,49,50,39,45,45,51,41,30,44,38,48,51,42,44,47,49,48}     967
001002030000030004500100200006500700080090000300001000002900008900000040040000300 #  71    7.6/7.6/7.2 - m_b_metcalf
001002030000030004500100200006500700080090000300001000002900008900000040040000300       22      3130    52      109662  107
{52,44,26,48,51,47,50,38,47,48,51,38,39,44,31,46,50,38,40,50,49,47}     974
009008070000070006500400300008900200020080000700001000004300008100000060060000400 # 116    7.6/7.6/7.3 - champagne
009008070000070006500400300008900200020080000700001000004300008100000060060000400       22      1859    49      63110   104
{45,43,41,46,47,44,48,41,46,48,49,23,28,41,43,43,48,45,33,47,41,44}     934
001002030000040005600700800009300700020080000400005000007600002300000010050000400 #  27    7.7/7.1/6.7 1 m_b_metcalf
001002030000040005600700800009300700020080000400005000007600002300000010050000400       22      418     50      12905   128
{43,42,32,44,45,48,45,48,37,45,50,28,37,41,41,41,42,45,45,34,43,39}     915
009007060000010002800900300005800700040050000100006000006500004300000020020000100 #  38    7.7/7.6/6.7 0 ronk
009007060000010002800900300005800700040050000100006000006500004300000020020000100       22      1395    54      50296   129
{50,41,23,47,51,48,48,42,48,48,50,37,37,49,13,54,48,37,39,50,53,48}     961
002006090000050006300100400001400300030060000500009000004200008100000070070000500 #  83    7.7/7.7/6.7 - Patrice
002006090000050006300100400001400300030060000500009000004200008100000070070000500       22      672     52      22198   130
{34,40,52,45,46,51,49,30,27,35,44,43,26,46,40,50,46,41,49,45,38,46}     923
009008070000060008400500200005600400040010000600007000003900001500000080020000600 # 140    7.7/7.7/7.1 - gsf
009008070000060008400500200005600400040010000600007000003900001500000080020000600       22      1318    52      46340   75
{50,44,48,50,49,48,49,46,30,33,52,48,33,50,43,50,47,46,48,40,47,51}     1002
001002030000040002500600700008400500050090000400008000003100009600000020070000400 # 141    7.7/7.7/7.2 - m_b_metcalf
001002030000040002500600700008400500050090000400008000003100009600000020070000400       22      1786    51      63740   52
{48,47,51,48,46,49,48,49,34,41,50,48,30,48,50,50,45,48,47,41,45,46}     1009
009008070000060005400300200002900100040080000600007000003200008700000050050000900 #  10    7.8/7.8/7.8 - champagne
009008070000060005400300200002900100040080000600007000003200008700000050050000900       22      648     55      22480   138
{51,50,52,46,51,55,48,48,50,51,40,26,39,37,38,48,46,49,45,51,48, 4}     973
007004010000080003200700500005800200040030000800001000003200005900000040010000800 #  60    7.9/7.2/6.7 2 gsf
007004010000080003200700500005800200040030000800001000003200005900000040010000800       22      615     51      21098   72
{49,44,50,44,46,51,40,47,42,43,46,48,40,39,44,42,48,45,50,48,50,45}     1001
004008090000070006300100200002400300050060000700005000005200004900000070060000900 #  91    7.9/7.9/3.4 - Patrice
004008090000070006300100200002400300050060000700005000005200004900000070060000900       22      413     53      13900   155
{46,31,42,45,44,50,45, 4,41,45,44,53,39,49,40,49,45,48,49,48,31,26}     914
007004010000090008300600200002900300090010000500006000004200009600000080080000500 #  58    8.0/7.6/3.4 2 gsf
007004010000090008300600200002900300090010000500006000004200009600000080080000500       22      710     53      24454   112
{43,39,46,48,49,50,40,42,51,43,48,49,42,40,20,41,50,49,42,46,53,46}     977
001008090000090007300100400002400300050060000600009000004200005500000070070000600 # 130    8.0/7.8/7.8 - Patrice
001008090000090007300100400002400300050060000600009000004200005500000070070000600       22      1387    51      49440   180
{47,40,37,34,47,47,47,24,48,48,51,35,31,44,31,42,48,28,41,46,47,19}     882
004006010000090007200300500001800400060010000900004000006200003100000040080000700 # 146    8.1/1.2/1.2 - gsf
004006010000090007200300500001800400060010000900004000006200003100000040080000700       22      1873    51      61106   184
{51,38,35,45,46,41,38,40,35,37,49,45,38,39,43,46,40,33,35,44,43,39}     900
009004010000030002800600700005800600080040000700001000006500004300000020020000100 # 157    8.1/7.8/3.4 0 ronk
009004010000030002800600700005800600080040000700001000006500004300000020020000100       22      1037    52      34920   49
{46,44,42,41,49,48,44,43,44,47,48,39,42,46,47,42,52,43,41,47,45,38}     978
009008070000060005400300800008100300060070000100005000003200004500000090070000600 #  55    8.2/7.1/6.7 1 gsf
009008070000060005400300800008100300060070000100005000003200004500000090070000600       22      895     53      30552   89
{51,32,52,48,45,53,53,33,45,41,47,50,52,41,43,41,47,48,49,38,48,49}     1006
001002030000030004500100600007500800020090000300001000006700008900000040040000300 #  69    8.2/7.6/7.2 0 m_b_metcalf
001002030000030004500100600007500800020090000300001000006700008900000040040000300       22      2044    52      74005   136
{52,44,43,51,52,48,49,36,52,49,51,42,43,51,45,51,50,45,41,44,51, 6}     996
007008090000040006300100200001400300050060000400009000005300001900000070060000400 #  81    8.2/8.2/3.4 - Patrice
007008090000040006300100200001400300050060000400009000005300001900000070060000400       22      562     51      19924   163
{46,49,45,47,47,51,40,36,50,47,48,47,47,45,48,46,50,45,48, 4,45, 8}     939
009008070000060005400300800004200300060070000800009000003500002700000080010000900 # 118    8.2/8.2/7.2 - champagne
009008070000060005400300800004200300060070000800009000003500002700000080010000900       22      435     55      14488   97
{51,45,55,43,45,43,39,45,43,48,44,41,43,49,49,42,44,26,47,50,40,46}     978
006005020000090007200100400001400200050060000600009000004300008500000040070000100 # 123    8.2/8.2/7.8 - Patrice
006005020000090007200100400001400200050060000600009000004300008500000040070000100       22      2044    51      71849   28
{50,48,50,47,43,50,49,45,44,48,48,45,51,47,45,48,49,33,39,41,47,46}     1013
009008070000060008500400300002100500030080000100007000004300006700000030060000900 #  14    8.3/8.3/8.3 - champagne
009008070000060008500400300002100500030080000100007000004300006700000030060000900       22      2092    54      75388   106
{52,52,50,46,41,51,46,54,44,49,45,46,38,33,39,32,54,44,47,27,45,45}     980
007004010000010008300500200002900300090040000100006000004300009600000080080000700 #  11    8.4/7.8/7.8 0 gsf
007004010000010008300500200002900300090040000100006000004300009600000080080000700       22      1414    54      51565   123
{48,50,51,49,49,53,50,48,50,54,49,16,46,51,47, 6,49,44,44,50,51,50}     1005
009008070000060005400300200008600300050020000700001000003500008100000040020000600 #  24    8.4/8.4/8.4 - champagne
009008070000060005400300200008600300050020000700001000003500008100000040020000600       22      474     54      17221   59
{38,41,50,44,47,53,49,49,48,47,54,43,48,48,48,51,49,42,44,49,39,47}     1028
001008060000060007300100200002400300010050000800009000004300008500000070070000400 #  21    8.5/7.8/7.3 0 gsf
001008060000060007300100200002400300010050000800009000004300008500000070070000400       22      1103    51      38602   81
{51,41,41,39,50,49,50,42,46,44,51,44,41,46,35,44,48,40,42,48,45,33}     970
001002030000040005600700800007800400020030000500001000004500006300000020080000900 #  61    8.5/8.3/6.7 0 m_b_metcalf
001002030000040005600700800007800400020030000500001000004500006300000020080000900       22      603     52      20615   67
{49,47,43,48,41,51,49,39,49,48,46,46,48,44,43,49,49,50,52,43,48,39}     1021
009008070000060008500400300002900400030080000100007000005300006700000030060000500 #  62    8.5/8.4/3.4 1 gsf
009008070000060008500400300002900400030080000100007000005300006700000030060000500       22      1173    52      42551   153
{51,48,49,50,46,50,48,51,42,37,49,50,37,15,41,35,49,49,41,20,52,40}     950
001002030000040005600700800004800700020010000500003000007600001300000020080000400 #  63    8.5/8.5/3.4 - m_b_metcalf
001002030000040005600700800004800700020010000500003000007600001300000020080000400       22      274     53      8960    190
{41,48,47,48, 8,48,46,49,35,48,52,44,52,53,46,50,52,25,33,34,37,17}     913
005007060000090007300100400001400300030060000800009000004200009500000070060000200 #  73    8.5/8.5/8.3 - Patrice
005007060000090007300100400001400300030060000800009000004200009500000070060000200       22      1011    54      34834   10
{48,47,50,49,48,45,45,50,40,49,53,47,47,50,51,47,48,54,43,46,47,37}     1041
007004010000080006500900200004300900020050000800006000003200008600000020090000700 # 107    8.5/8.5/8.5 - gsf
007004010000080006500900200004300900020050000800006000003200008600000020090000700       22      1399    50      49667   42
{47,49,46,49,42,43,42,48,45,48,50,48,43,48,45,43,50,48,46,38,41,34}     993
007004010000090008300500200002700300090050000100006000004300002600000080080000700 #  13    8.6/7.8/3.4 0 gsf
007004010000090008300500200002700300090050000100006000004300002600000080080000700       22      965     52      35474   146
{48,42,35,46,50,46,51,44,48,50,51,41,28,44,42,41,42, 6,40,48,52,48}     943
008006090000090002500700400004800500010060000700003000006500004300000020020000100 #  40    8.6/7.8/7.1 0 ronk
008006090000090002500700400004800500010060000700003000006500004300000020020000100       22      843     52      29474   92
{45,41,37,40,50,46,47,35,52,47,47,43,37,36,36,36,52,43,41,46,45,38}     940
001002030000040005600700800007800900020030000400005000003100004500000020080000700 #  41    8.6/8.6/6.7 - m_b_metcalf
001002030000040005600700800007800900020030000400005000003100004500000020080000700       22      411     52      13362   113
{47,50,49,44,46,44,41,47,38,51,52, 6,48,40,43,52,47,46,43,46,33,44}     957
001003090000050007600100800008400600070090000300005000002600003100000040090000700 #  75    8.6/8.6/7.1 - Patrice
001003090000050007600100800008400600070090000300005000002600003100000040090000700       22      663     55      23479   88
{55,46,52,46,51,42,50, 6,51,51,50,53,25,49,42,54,51,54,49,52,47,50}     1026
009008070000060005400300200002400300050090000900007000003800002700000040020000800 # 136    8.6/8.6/7.8 - champagne
009008070000060005400300200002400300050090000900007000003800002700000040020000800       22      1493    52      52025   50
{51,47,46,37,52,49,44,45,51,44,50,47,49,48,42,50,44,43,46,44,50,45}     1024
001002030000040005600100800007600200040090000900003000003700004200000050050000600 #  15    8.7/7.6/3.4 0 gsf
001002030000040005600100800007600200040090000900003000003700004200000050050000600       22      913     52      29486   105
{39,34,37,41,47,49,46,48,50,44,52,43,36,41,33,39,46,47,43,44,40,38}     937
001005040000030007900700600006800900080050000300004000007600005400000030020000100 #  42    8.7/8.4/6.7 0 ronk
001005040000030007900700600006800900080050000300004000007600005400000030020000100       22      494     53      17533   82
{53,50,45,51,47,51,39,49,47,52,48,45,46,50,45,40,50,41,35,46,42,41}     1013
007004010000090004200300500005800300090010000600009000003200005100000040070000800 #  52    8.7/8.4/8.4 0 gsf
007004010000090004200300500005800300090010000600009000003200005100000040070000800       22      939     55      34226   13
{49,47,47,50,48,51,48,46,46,53,51,50,55,46,51,51,50,49,52,52,51,50}     1093
006008040000090007400300200002500300050060000800009000004200008500000070010000500 #  77    8.7/8.7/3.4 - Patrice
006008040000090007400300200002500300050060000800009000004200008500000070010000500       22      1290    53      45381   36
{51,49,47,48,48,49,51,49,47,51,48,53,47,46,47,44,49,50,51,49,48,40}     1062
009008070000060005400300200004200300050070000800006000003900001700000080020000500 # 120    8.7/8.7/6.7 - champagne
009008070000060005400300200004200300050070000800006000003900001700000080020000500       22      299     51      9493    116
{51,43,35,50,46,48,42,37,36,46,47,44,38,47,40,46,50,41,43,41,44,44}     959
001002030000040005600700200006800100050030000200004000007100008300000020090000500 # 125    8.7/8.7/7.2 - m_b_metcalf
001002030000040005600700200006800100050030000200004000007100008300000020090000500       22      1034    54      38280   97
{50,50,46,42,54,52,53, 4,50,41,53,54,39,45,53,41,51,42,51,45,50,51}     1017
007004010000090008300700200004900300090050000100006000005300009600000080080000400 #  17    8.8/7.6/3.4 0 gsf
007004010000090008300700200004900300090050000100006000005300009600000080080000400       22      1304    52      43461   92
{43,41,37,46,46,46,48,44,44,49,50,47,45,45,40,41,52,46,38,49,46,35}     978
003008040000070001500200600006900700010080000800004000007600005400000030020000100 #  30    8.8/8.8/8.8 - ronk
003008040000070001500200600006900700010080000800004000007600005400000030020000100       22      731     54      25005   104
{51,42,44,47,50,49,50,30,50,38,51,50,45,53,43,54,48,34,50,30,46,50}     1005
007004010000090008300500200001700300090050000400006000004300001600000080080000700 #  23    8.9/7.8/3.4 0 gsf
007004010000090008300500200001700300090050000400006000004300001600000080080000700       22      1297    54      46102   130
{46,41,45,49,48,49,44,43,54,47,49,47,44, 4,49,42,49,42,14,50,50,47}     953
009008070000060005400300200003400100060080000800007000001500003200000090070000500 #  51    8.9/8.9/8.9 - champagne
009008070000060005400300200003400100060080000800007000001500003200000090070000500       22      770     52      26572   71
{50,39,50,49,46,47,47,37,45,40,38,46,42,47,46,45,52,41,46,24,49,49}     975
007004010000090006500300200001400300090080000800006000004200001600000020030000700 #   5    9.0/8.6/7.1 0 gsf
007004010000090006500300200001400300090080000800006000004200001600000020030000700       22      754     52      26630   49
{46,37,50,47,49,49,48,38,47,40,50,40,48,52,39,52,50,51,50,52,50,37}     1022
001006090000070005300100200002400300050060000600009000004200008900000070010000500 #   7    9.0/9.0/9.0 - Patrice
001006090000070005300100200002400300050060000600009000004200008900000070010000500       22      569     51      19378   53
{51,48,50,39,51,50,51,44,41,44,50,50,47,51,46,41,46,36,46,47,34,47}     1010
007004010000050006300100200001700300050080000800006000009200007600000090080000500 #   8    9.1/8.5/6.7 0 gsf
007004010000050006300100200001700300050080000800006000009200007600000090080000500       22      657     52      23268   92
{51,44,48,43,39,39,46,38,49,50,48,42,48,52,49,49,46,50,49, 4,42,50}     976
009008070000060005400300200002400300060080000100007000003500004700000010010000900 #  16    9.1/9.1/9.1 - champagne
009008070000060005400300200002400300060080000100007000003500004700000010010000900       22      504     52      17938   90
{51,48,49,47,28,44,50,50,48,48,48,52,46,46,47,46,48,48, 9,50,46,45}     994
001008060000090007300100200002400300010060000800009000004200008500000070060000400 #   4    9.2/9.2/9.2 - Patrice
001008060000090007300100200002400300010060000800009000004200008500000070060000400       22      719     52      26672   49
{52,49,50,49,51,49,48,46,42,48,52,42,48,51,50,37,51,51,41,51,43,36}     1037
009008070000060005400300200001200400060050000800007000002100008700000020030000900 #  22    9.3/9.3/9.3 - champagne
009008070000060005400300200001200400060050000800007000002100008700000020030000900       22      550     51      18410   51
{49,41,45,46,48,48,47,45,44,46,51,41,28,44,46,51,49,39,49,51,42,47}     997
002004060000060007900800500005100900080070000400006000001500004300000020020000100 #  20    9.4/9.4/9.4 - ronk
002004060000060007900800500005100900080070000400006000001500004300000020020000100       22      1384    52      53382   4
{52,48,51,51,42,52,45,42,51,51,43,49,50,51,49,47,52,50,48,50,52,49}     1075
001002030000040005600700800005600400030080000900001000004500007200000090080000600 #   6    9.5/9.5/9.5 - m_b_metcalf
001002030000040005600700800005600400030080000900001000004500007200000090080000600       22      435     56      16358   38
{32,48,51,48,55,50,56,48,50,50,47,45,47,46,52,47,49,42,43,46,49,51}     1052
001002030000040005500600700007300400080060000900001000003700002200000010040000900 #  29    9.6/9.6/9.0 - m_b_metcalf
001002030000040005500600700007300400080060000900001000003700002200000010040000900       22      1591    53      59818   5
{53,48,50,51,51,51,51,50,46,40,49,50,46,53,47,53,50,41,47,50,49,49}     1075
004008090000070006300100200002500300050060000800009000008200001400000070060000500 #  46    9.6/9.6/9.5 - Patrice
004008090000070006300100200002500300050060000800009000008200001400000070060000500       22      759     54      28163   14
{48,54,50,51,52,52,52,51,51,54,49,44,54,52,50,54,51,50,48,47,49,52}     1115
009008070000060005400300200002900100060040000800007000008200003500000080010000400 #  54    9.6/9.6/9.6 - champagne
009008070000060005400300200002900100060040000800007000008200003500000080010000400       22      619     55      22687   57
{50,44,49,49,45,53,54,45,48,52,55,50, 6,49,50,48,49,47,50,53,49,50}     1045
001002030000040005600700800008300100040090000700005000002800004300000070090000600 #  47    9.7/9.7/6.7 - m_b_metcalf
001002030000040005600700800008300100040090000700005000002800004300000070090000600       22      360     53      12704   57
{41,46,46,45,50,49,49,45,49,44,48,44,49,35,53,48,45,44,52,39,47,41}     1009
008007010000040006300100200002400300050060000800009000001200004900000070060000500 #  49    9.7/9.7/9.5 - Patrice
008007010000040006300100200002400300050060000800009000001200004900000070060000500       22      540     53      20443   19
{49,49,51,48,51,53,51,48,52,43,49,52,42,42,50,50,50,49,46,47,53,51}     1076
009008070000060008500400300003200400020010000600007000004900005800000010030000200 #  88    9.7/9.7/9.7 - champagne
009008070000060008500400300003200400020010000600007000004900005800000010030000200       22      1002    55      37004   10
{50,54,46,42,44,55,50,44,48,47,50,49,51,51,48,52,50,48,51,51,45,45}     1071
001002030000040005600700800008100600090050000200003000007800004300000010040000900 #  39    9.8/9.3/9.3 0 m_b_metcalf
001002030000040005600700800008100600090050000200003000007800004300000010040000900       22      356     53      12442   57
{49,47,48,42,44,51,49,21,52,48,50,46,47,46,46,50,50,42,51,53,45,51}     1028
001006050000080007300100200002400300050060000600009000004200008500000070010000400 #  57    9.8/9.8/9.4 - Patrice
001006050000080007300100200002400300050060000600009000004200008500000070010000400       22      1029    55      37554   12
{51,48,43,51,50,50,52,46,48,51,49,55,52,52,38,52,50,48,51,50,51,49}     1087
001002030000040005600700800008900600020050000400003000009800007300000010070000500 #  59    9.8/9.8/9.5 - m_b_metcalf
001002030000040005600700800008900600020050000400003000009800007300000010070000500       22      495     53      16990   46
{42,49,47,44,48,50,53,40,45,49,53,46,43,48,48,17,46,46,49,46,44,44}     997
005006090000010008300900200002400300070060000800005000004200001900000070010000500 # 126    9.8/9.8/9.6 - Patrice
005006090000010008300900200002400300070060000800005000004200001900000070010000500       22      1157    54      44537   15
{53,52,51,51,45,47,47,52,54,45,50,50,53,45,48,49,47,47,46,51,53,38}     1074
009008070000060005400300200003600900020050000100004000008200006700000080050000300 # 145    9.8/9.8/9.7 - champagne
009008070000060005400300200003600900020050000100004000008200006700000080050000300       22      761     55      27242   14
{51,52,46,45,48,49,47,51,38,47,48,55,45,49,49,48,49,47,50,47,47,48}     1056
001002030000040005600700800007600200080050000900003000003100004200000090050000600 #   9    9.9/9.5/9.2 0 m_b_metcalf
001002030000040005600700800007600200080050000900003000003100004200000090050000600       22      718     54      25907   6
{47,53,48,48,54,49,45,48,51,47,51,51,47,49,48,51,48,51,45,50,51,51}     1083
009008010000070006300400200001500300050060000800009000008200009400000070060000500 #  32    9.9/9.9/9.9 - Patrice
009008010000070006300400200001500300050060000800009000008200009400000070060000500       22      702     53      23690   10
{35,51,50,45,49,48,48,48,53,51,49,47,44,49,48,49,51,51,48,47,48,49}     1058
009008070000060005400900300003200400090050000800001000002300007100000060050000200 #  35  10.0/10.0/9.9 - champagne
009008070000060005400900300003200400090050000800001000002300007100000060050000200       22      701     54      23500   13
{49,44,49,46,51,54,45,44,45,42,48,47,46,44,45,39,53,51,44,49,41,43}     1019
006004050000090001200300800008700600070050000100003000004800002500000090030000700 # 155 10.0/10.0/10.0 - gsf
006004050000090001200300800008700600070050000100003000004800002500000090030000700       22      1019    55      38831   6
{51,50,54,51,52,55,52,47,52,48,46,52,52,53,52,46,53,54,48,53,48,49}     1118
005004090000080006300100200002400300070060000800009000004200008900000070010000500 #  36  10.1/10.1/9.7 1 Patrice
005004090000080006300100200002400300070060000800009000004200008900000070010000500       22      653     52      22109   9
{50,46,50,48,49,52,48,48,44,50,49,48,44,45,48,42,47,42,47,48,41,51}     1037
009008070000060005400300200002800100030050000700009000008200006100000090050000300 #  90  10.1/10.1/9.9 - champagne
009008070000060005400300200002800100030050000700009000008200006100000090050000300       22      607     55      22897   26
{55,55,51,50,50,51,48,52,49,47,44,49,43,48,50,52,50,49,43,48,47,53}     1084
001003080000040006900500200002400300050060000800009000006200004100000070070000500 #  70  10.2/10.2/9.1 1 Patrice
001003080000040006900500200002400300050060000800009000006200004100000070070000500       22      911     54      32530   16
{48,54,50,47,49,51,46,43,48,46,46,51,49,51,47,49,48,41,40,47,46,45}     1042
009008070000060008500400300004300500070020000600001000003800004700000020010000900 #  86  10.2/10.2/9.9 - champagne
009008070000060008500400300004300500070020000600001000003800004700000020010000900       22      521     55      18682   32
{51,50,53,39,47,49,52,43,43,50,50,50,47,44,50,40,48,55,51,44,53,31}     1040
001005090000030002400100800008400600070090000300002000002600005500000040080000700 #  68  10.3/10.3/9.4 - Patrice
001005090000030002400100800008400600070090000300002000002600005500000040080000700       22      1273    52      47448   0
{50,52,47,52,48,47,49,52,49,51,46,44,50,49,47,47,51,50,46,46,47,48}     1068
009008070000060005400300200001500400050020000800009000008700001300000090020000600 # 122  10.3/10.3/9.5 1 champagne
009008070000060005400300200001500400050020000800009000008700001300000090020000600       22      861     56      33052   12
{56,47,52,53,52,49,50,52,51,48,53,48,44,48,49,50,49,43,51,52,44,52}     1093
005004010000020009800900700009700800040030000600001000007600005400000030020000100 # 162  10.3/10.3/9.9 + ronk
005004010000020009800900700009700800040030000600001000007600005400000030020000100       22      999     53      37465   2
{52,51,49,49,45,49,51,43,48,50,47,49,50,49,42,47,49,53,49,50,53,50}     1075
001002030000040005600700800008100600090050000400003000002800007300000090070000500 #  43  10.4/10.4/9.5 2 m_b_metcalf
001002030000040005600700800008100600090050000400003000002800007300000090070000500       22      559     53      20568   11
{42,52,43,52,44,49,50,49,46,53,50,45,48,48,47,47,50,48,45,51,46,47}     1052
001007080000040005300100200002400300050060000800009000006200004900000070010000600 #  44  10.4/10.4/9.9 - Patrice
001007080000040005300100200002400300050060000800009000006200004900000070010000600       22      1062    53      37625   4
{44,48,47,53,49,51,49,51,50,51,50,44,51,51,46,50,52,48,51,48,50,51}     1085
001002050000030007400100800008400600070090000300005000002600003500000040080000700 #  37  10.5/10.5/9.5 - coloin
001002050000030007400100800008400600070090000300005000002600003500000040080000700       22      916     53      32159   15
{48,42,51,46,51,47,52,51,51,43,50,49,49,47,49,53,49,52,51,48,50,52}     1081
004006010000090007200300500005800300060070000800009000003200008100000040080000700 #  72  10.5/10.5/9.6 2 gsf
004006010000090007200300500005800300060070000800009000003200008100000040080000700       22      1355    55      51342   12
{50,51,46,54,50,51,48,34,52,46,47,55,51,47,51,53,49,52,48,54,52,48}     1089
009008070000060005400300200002800300070010000800005000003400008700000010060000900 #  84  10.5/10.5/9.8 - champagne
009008070000060005400300200002800300070010000800005000003400008700000010060000900       22      1222    51      43586   2
{48,44,49,51,47,49,46,44,47,47,49,47,49,47,42,47,48,41,48,48,45,51}     1034
009008070000060008500400300003200800070010000200009000005300004600000010020000500 # 164  10.5/10.5/9.9 + champagne
009008070000060008500400300003200800070010000200009000005300004600000010020000500       22      1421    54      51377   2
{46,54,46,49,44,49,51,49,51,52,49,50,49,49,46,52,50,49,51,50,50,49}     1085
009008070000060005400500300007800400060030000200001000005700008300000020010000900 #  31  10.6/10.6/9.9 - champagne
009008070000060005400500300007800400060030000200001000005700008300000020010000900       22      962     55      36940   5
{51,49,47,45,52,52,55,49,51,47,49,50,45,49,49,51,53,54,50,48,53,49}     1098
002003040000080001900200700006700900080010000200004000007600005400000030020000100 #  85 10.6/10.6/10.5 - ronk
002003040000080001900200700006700900080010000200004000007600005400000030020000100       22      1049    52      40535   11
{49,47,49,41,51,52,52,51,46,48,49,51,46,47,44,49,51,50,52,51,48,52}     1076
009008070000060008500400900004300500020010000800007000003200009600000020010000300 # 138 10.6/10.6/10.6 - champagne
009008070000060008500400900004300500020010000800007000003200009600000020010000300       22      1383    53      49942   0
{51,46,51,46,48,49,52,52,50,49,50,49,49,51,45,49,49,45,45,51,53,47}     1077
001008090000040006300100200002400300050060000800009000006200004900000070070000500 #  34  10.7/10.7/9.9 - Patrice
001008090000040006300100200002400300050060000800009000006200004900000070070000500       22      590     53      21947   3
{50,50,50,51,46,51,48,48,50,47,50,50,48,49,49,53,52,49,47,46,49,49}     1082
009008070000060005400300900008400300060020000100007000001500008300000010020000400 #  64  10.8/10.8/3.4 1 champagne
009008070000060005400300900008400300060020000100007000001500008300000010020000400       22      1115    53      43905   6
{35,49,48,52,49,48,51,50,53,50,52,51,51,49,51,48,53,48,52,49,48,46}     1083
009008070000070006500400300002300500030060000700001000003900004800000010040000200 # 143  10.8/10.8/9.9 2 Patrice
009008070000070006500400300002300500030060000700001000003900004800000010040000200       22      1185    55      45063   1
{46,46,55,53,54,52,50,53,50,52,49,50,47,42,54,49,46,45,45,51,49,46}     1084
009008070000060005400500900004600300080020000700001000005300009800000010020000600 # 149 10.8/10.8/10.0 1 champagne
009008070000060005400500900004600300080020000700001000005300009800000010020000600       22      1159    53      40922   1
{51,50,45,49,48,53,42,49,51,51,45,47,47,53,49,43,48,53,50,48,48,45}     1065
001002090000030004500700600006500800090040000300007000005800007900000020060000100 # 156   10.9/1.2/1.2 0 eleven
001002090000030004500700600006500800090040000300007000005800007900000020060000100       22      1374    52      49149   22
{52,51,44,49,46,52,51,48,47,49,50,52,49,48,50,48,51,49,42,51,48,49}     1076


Note the puzzle
3.6/3.6/3.6 - ronk

Cheers,
MD
dobrichev
2016 Supporter
 
Posts: 1311
Joined: 24 May 2010

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