A Pure Jellyfish Collection

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

Postby tarek » Fri Oct 03, 2008 7:52 am

Mauricio wrote:A present for Tarek:
Code: Select all
+-------+-------+-------+
| . . 1 | . . . | 2 . . |
| . 2 . | 1 . 3 | . 4 . |
| 5 . . | . . . | . . 6 |
+-------+-------+-------+
| . 1 . | 3 . 6 | . 7 . |
| . . . | . . . | . . . |
| . 3 . | 4 . 7 | . 2 . |
+-------+-------+-------+
| 1 . . | . . . | . . 7 |
| . 6 . | 7 . 4 | . 3 . |
| . . 8 | . . . | 9 . . |
+-------+-------+-------+
Thanks, finally somebody remebers me with a present:D
Mauricio wrote:Can you confirm this puzzle requires 3 Jellyfishes
Yes:D (all 3 of them are needed at the start ... So hopefully everybody can look hard at this puzzle and spot them)
Mauricio wrote: and that it fits in the most rigorous criteria?
Yes
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tarek
 
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Postby Mauricio » Fri Oct 03, 2008 8:14 am

4 more, same pattern as my previous puzzle:
Code: Select all
..1...2...2.1.3.4.5.......6.1.3.4.7...........3.7.6.2.1.......7.6.4.7.3...8...9..
..1...2...2.1.3.4.5.......6.1.3.6.7...........3.7.4.2.1.......7.6.4.7.3...8...9..
..1...2...2.3.4.5.3.......4.5.1.6.2...........6.5.2.4.7.......8.3.6.5.1...6...9..
..1...2...2.3.4.5.3.......4.5.6.2.4...........6.1.5.2.7.......8.3.5.6.1...6...9..
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Postby tarek » Sun Oct 05, 2008 3:06 am

here is the latest list ... The head post is also updated with the rules (if they make sense:) ):

Puzzle#Chronology#ID#Score#Jellyfish_Needed
7...2......1..9.6..8.4..2....6....5.9.......1.3....7....2..6.9..4.7..8......3...6#001#tarek-001#4#1
7...6......3..1.8..2.7..6....8....4.1.......3.9....2....6..8.1..5.2..7......7...8#002#tarek-002#7#1
6...7......1..5.3..2.4..6....3....1.9.......2.4....7....9..3.5..7.6..9......1...3#003#tarek-003#8#1
...197....4.....7...9...3..8...3...27..9.2..43...6...1..2...4...1.....9....524...#004#tarek-004#7#1
.5.....7.2.......6...456.....7.3.4....65.12....9.7.1.....812...9.......5.1.....2.#005#tarek-005#7#1
.4..28.7187.6...2............48..26...1.4.9...86..24............6...9.4313.27..9.#006#daj95376-001#7#1
2....358.....2...1...4.56.....9.4.68..5.1.9..61.8.2.....15.8...3...4.....263....4#007#daj95376-002#7#1
.......63..763.48...3..8..1.3...41.5.1..8..3.5.63...7.2..7..3...74.562..65.......#008#daj95376-003#6#1
4..2.7.8...3..85.6.786...4.2.....61.....2.....17.....4.5...346.6.15..2...3.1.2..8#009#daj95376-004#6#1
..3..4..9....7..5.2..6..8....9.....4.4.....3.8.....7....4..3..2.2..6....7..8..6..#011#tarek-006#8#2
.......1....8.9257.2....9...829.1.45.47.8.19.19.4.372...1....8.9381.5....5.......#012#daj95376-005#6#1
...........1...2..34..5..67.........15.2.3.7883.....41.........42.7.8.5671.....83#016#Mauricio-001#8#1
.............1.....123.456...........23...78..47.6.12...........318.764..58...23.#017#Mauricio-002#8#1
.............1.....123.456...........27...38..36.5.42...........682.715..74...83.#018#Mauricio-003#8#1
.............1.....123.456...........35...78..81.2.35...........57...63..638.721.#019#Mauricio-004#4#1
2.......3.8..3..5...34.21....12.54......9......93.86....25.69...9..2..7.4.......1#020#tarek-007#8#1
...........86.59...534.718..39...87.....3.....41...32..143.925...75.14...........#021#m_b_metcalf-001#4#1
...........47.32...125.937..97...14...........65...93..391.742...12.85...........#024#m_b_metcalf-002#8#1
..12......3...45..6......7.7..6...2...........4...5..8.5......3..71...6......34..#030#JPF-007#4#1
..1...2...2.1.3.4.5.......6.1.3.6.7...........3.4.7.2.1.......7.6.7.4.3...8...9..#034#Mauricio-007#8#3
..1...2...2.1.3.4.5.......6.1.3.4.7...........3.7.6.2.1.......7.6.4.7.3...8...9..#035#Mauricio-008#8#3
..1...2...2.1.3.4.5.......6.1.3.6.7...........3.7.4.2.1.......7.6.4.7.3...8...9..#036#Mauricio-009#8#3
..1...2...2.3.4.5.3.......4.5.1.6.2...........6.5.2.4.7.......8.3.6.5.1...6...9..#037#Mauricio-010#8#3
..1...2...2.3.4.5.3.......4.5.6.2.4...........6.1.5.2.7.......8.3.5.6.1...6...9..#038#Mauricio-011#8#3

38 puzzles posted to date
24 puzzles pass Pat's Extra Lenient Criteria
12 puzzles still require a Jellyfish to solve with the most rigorous criteria
5 puzzles need 3 Jellyfish (all strikingly similar)
1 puzzle needs 2 jellyfish
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Postby susume » Mon Oct 27, 2008 5:19 pm

In Mauricio's last 5 puzzles above, as in #020#tarek-007, the jellyfish can be seen before any pencil marks are entered, because the spaces where PMs must go are jellyfish-shaped. There are 4 columns in which the givens occupy the same 4 rows, leaving spaces only in the other 5 rows of those columns. If a digit is not included in the 4x4 subset of givens, but does appear once in a row outside that subset, it forces the candidates for that digit into the remaining 4 rows of those 4 columns - i.e. a jellyfish. In Mauricio's last 5 puzzles, there are three such digits excluded from the 4x4 subset of givens and given once outside the subset - hence 3 jellyfish visible before any PMs. Since the same givens in these puzzles can also be viewed as 4 rows with givens in 4 columns, and the excluded digit's given eliminates a 5th column, each of the excluded digits actually produces two complementary jellyfish, for 6 jellyfish per puzzle visible before any PMs. Any time one sees givens arranged this way, it may be worth looking for jellyfish earlier than one ordinarily would.
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Postby Mauricio » Mon Oct 27, 2008 5:49 pm

susume wrote:If a digit is not included in the 4x4 subset of givens, but does appear once in a row outside that subset, it forces the candidates for that digit into the remaining 4 rows of those 4 columns - i.e. a jellyfish. In Mauricio's last 5 puzzles, there are three such digits excluded from the 4x4 subset of givens and given once outside the subset - hence 3 jellyfish visible before any PMs.
You caught me.

What I like most about my last 5 puzzles is that they are minimal, fully symmetric and that they *require* 3 jellies, any 2 of them do not solve the puzzle. I did an exhaustive search (it was a relatively short search) for that pattern using the properties you mentioned, maintaining minimality and "pearlness"(first move not a single), and those 5 were the only ones solvable with jellyfish + singles.
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Posts: 1174
Joined: 22 March 2006

Postby tarek » Tue Nov 04, 2008 2:29 am

Mauricio's latest puzzles follow patterns game 0058 ....

here are 3 other puzzles following the same pattern but with red herrings
Code: Select all
 . . 5 | . . . | 8 . . 
 . 1 . | 4 . 5 | . 6 . 
 7 . . | . . . | . . 1 
-------+-------+------
 . 5 . | 9 . 6 | . 2 . 
 . . . | . . . | . . . 
 . 6 . | 1 . 2 | . 4 . 
-------+-------+------
 4 . . | . . . | . . 9 
 . 2 . | 6 . 9 | . 1 . 
 . . 1 | . . . | 3 . .  patterns_game_0058-017_tarek

 . . 3 | . . . | 6 . . 
 . 6 . | 5 . 9 | . 8 . 
 1 . . | . . . | . . 7 
-------+-------+------
 . 3 . | 8 . 6 | . 9 . 
 . . . | . . . | . . . 
 . 8 . | 3 . 5 | . 2 . 
-------+-------+------
 6 . . | . . . | . . 2 
 . 5 . | 2 . 8 | . 6 . 
 . . 9 | . . . | 4 . .  patterns_game_0058_Jellyfish1

 . . 4 | . . . | 7 . . 
 . 6 . | 9 . 2 | . 5 . 
 3 . . | . . . | . . 8 
-------+-------+------
 . 8 . | 5 . 9 | . 2 . 
 . . . | . . . | . . . 
 . 9 . | 2 . 6 | . 3 . 
-------+-------+------
 1 . . | . . . | . . 5 
 . 5 . | 3 . 8 | . 9 . 
 . . 2 | . . . | 3 . .  patterns_game_0058_Jellyfish2


All need 3 Jellyfish .... The last Has so many red herrings .... enjoy

tarek
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Postby eleven » Tue Nov 04, 2008 3:15 am

No need to care about red herrings.

Applying susume's technique reduce the puzzles to singles in a minute.
Just eliminate the 3 missing numbers in the jellyfish block in all cells r2468c13579 to get the first naked single (r7c3=8, r7c3=6, r9c9=6).
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Postby tarek » Tue Nov 04, 2008 3:31 am

I agree that susume's technique is an easy way of spotting Jellyfish ....

But if you weren't seeing this puzzle in the PURE JELLYFISH THREAD

wouldn't the following be easier ...
Code: Select all
 . . 4 | . . . | 7 . . 
 . 6 . | 9 . 2 | . 5 . 
 3 . . | . . . | . . 8 
-------+-------+------
 . 8 . | 5 . 9 | . 2 . 
 . . . | . . . | . . . 
 . 9 . | 2 . 6 | . 3 . 
-------+-------+------
 1 . . | . . . | . . 5 
 . 5 . | 3 . 8 | . 9 . 
 . . 2 | . . . | 3 . .

both 5 & 9 given cluies are in Row 2 & column 2 ...

That means that 59 is a hidden double in r1c1 & r3c3 which means that 2 has to be placed in r5c1 ??

tarek
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Postby eleven » Tue Nov 04, 2008 4:27 am

tarek wrote:That means that 59 is a hidden double in r1c1 & r3c3 which means that 2 has to be placed in r5c1 ??
Yes of course, hidden (pair) singles are easier than naked ones. Normally i would see that first. But now i have learned it, when i see a jellyfish pattern in the givens, i immediatlely look, if a number is missing there:)
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latest compiled liste 100702

Postby tarek » Sun Jul 04, 2010 11:11 am

I've updated the head post with the links to the latest compiled lists to download

The Pure Jellyfish list Jellyfish(pure)100702.txt
& the the Jellyfish list Jellyfish(all)100702.txt

tarek
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Re: A Pure Jellyfish Collection

Postby champagne » Wed Jul 21, 2010 12:26 pm

my cache file for game 111

....9.87......6..5...4.769..1.2.576...........781.9.2..276.4...8..9......35.2.... 5.2/1.2/1.2
....2.47......6..8...7.926..1.2.439...........649.7.1..796.1...5..3......21.7.... 5.2/1.2/1.2
....1.73......4..2...8.316..4.2.681...........681.7.2..843.1...9..4......17.6.... 5.2/1.2/1.2
....9.87......1..5...7.642..6.4.738...........759.8.4..472.9...5..1......91.7.... 5.2/1.2/1.2
....9.87......6..5...5.326..1.2.795...........679.5.3..716.8...4..3......59.2.... 5.2/1.2/1.2
....9.18......5..9...7.826..7.6.392...........659.1.7..591.7...1..8......48.6.... 5.2/1.2/1.2
....9.87......2..5...3.712..5.2.348...........729.8.3..817.9...7..4......95.3.... 5.2/1.2/1.2
....6.73......8..5...4.726..4.2.369...........639.4.7..867.9...3..8......29.4.... 5.2/1.2/1.2
....2.17......3..5...4.796..1.2.549...........729.1.5..467.2...8..6......25.3.... 5.2/1.2/1.2
....7.43......3..9...8.456..7.5.681...........641.7.5..873.1...9..4......45.6.... 5.2/1.2/1.2
....1.73......3..5...7.426..4.2.687...........261.7.5..743.1...6..8......32.6.... 5.2/1.2/1.2
....4.83......6..5...7.312..1.8.439...........469.7.8..716.9...5..3......39.7.... 5.2/1.2/1.2
....9.87......6..5...5.726..1.2.539...........934.1.2..376.2...6..7......59.1.... 5.2/1.2/1.2
....9.87......6..5...3.769..1.6.378...........789.4.3..317.9...5..4......49.3.... 5.2/1.2/1.2
....9.87......6..5...4.769..1.2.576...........371.9.2..617.2...4..9......85.1.... 5.2/1.2/1.2
....9.87......6..5...7.361..1.2.439...........329.1.4..691.8...7..3......23.4.... 5.2/1.2/1.2
....9.87......6..5...4.769..1.2.578...........239.8.1..763.9...2..5......95.8.... 5.2/1.2/1.2
....9.87......6..5...4.769..1.2.576...........579.1.4..261.9...8..7......91.2.... 5.2/1.2/1.2
....9.87......6..5...5.326..1.2.798...........296.8.3..613.2...5..9......93.6.... 5.2/1.2/1.2
....9.87......6..5...5.726..1.2.539...........836.9.2..297.8...7..9......38.2.... 5.2/1.2/1.2
....9.87......6..5...5.726..1.2.539...........837.9.2..296.8...6..9......38.2.... 5.2/1.2/1.2
....9.87......6..5...5.326..1.2.839...........329.1.5..438.5...6..3......25.1.... 5.2/1.2/1.2
....9.73......1..5...7.362..6.2.495...........149.7.6..461.2...8..3......95.7.... 5.2/1.2/1.2
....9.73......6..5...3.781..1.8.369...........639.4.7..867.9...3..1......91.4.... 5.2/1.2/1.2
....9.64......8..9...6.731..1.2.679...........269.4.8..948.2...2..7......75.4.... 5.2/1.2/1.2
....9.87......7..5...4.321..1.2.439...........376.9.2..219.6...7..3......64.5.... 5.2/1.2/1.2
....9.87......6..5...7.361..1.2.439...........349.1.2..631.9...4..6......78.4.... 5.2/1.2/1.2
....9.87......7..5...4.321..1.2.439...........329.8.4..276.1...8..3......63.8.... 5.2/1.2/1.2
....9.87......7..5...4.321..1.2.439...........329.6.4..476.9...8..3......93.4.... 5.2/1.2/1.2
....9.87......6..5...4.761..1.2.349...........286.9.3..793.2...8..9......36.4.... 5.2/1.2/1.2
....9.87......6..3...4.726..1.2.349...........721.9.8..596.8...3..9......21.3.... 5.2/1.2/1.2
....2.87......3..5...7.961..1.2.439...........349.1.5..625.7...7..3......93.4.... 5.2/1.2/1.2
....9.87......6..5...4.326..1.2.853...........436.9.8..693.2...8..9......24.1.... 5.2/1.2/1.2
....9.47......6..5...7.362..1.5.439...........249.7.6..726.9...4..3......38.4.... 5.2/1.2/1.2
....9.47......6..5...7.396..1.2.439...........649.7.2..716.2...2..3......38.4.... 5.2/1.2/1.2
....9.87......5..9...7.861..1.2.359...........739.1.8..398.7...4..5......58.3.... 5.2/1.2/1.2
....9.87......6..3...4.796..7.2.349...........246.9.3..639.1...8..5......17.6.... 5.2/1.2/1.2
....9.87......2..5...7.391..1.8.679...........289.7.6..361.9...2..3......95.7.... 5.2/1.2/1.2
....9.87......6..5...4.769..1.2.576...........569.1.4..271.9...8..6......91.2.... 5.2/1.2/1.2
....9.87......7..5...4.321..1.2.439...........379.6.2..216.9...7..3......64.5.... 5.2/1.2/1.2
....9.87......7..5...4.321..1.2.439...........379.6.4..267.9...7..3......91.5.... 5.2/1.2/1.2
....9.87......7..5...4.321..1.2.439...........379.6.4..267.9...7..3......41.5.... 5.2/1.2/1.2
....9.87......7..5...4.321..1.2.439...........386.9.4..437.6...2..3......87.4.... 5.2/1.2/1.2
....9.87......7..5...4.321..1.2.439...........379.6.2..263.9...1..7......43.5.... 5.2/1.2/1.2
....9.84......6..5...4.329..1.2.853...........739.1.2..586.9...4..1......96.2.... 5.2/1.2/1.2
....5.87......6..5...8.746..1.2.539...........837.1.5..541.3...8..6......61.4.... 5.2/1.2/1.2
....9.87......6..5...7.391..1.6.459...........321.9.4..935.2...6..9......75.6.... 5.2/1.2/1.2
....2.97......8..5...7.361..1.2.679...........289.7.3..561.9...2..3......93.6.... 5.2/1.2/1.2
....9.87......8..5...7.361..1.3.679...........289.7.3..761.2...2..8......93.7.... 5.2/1.2/1.2
....1.23......3..9...8.256..7.2.681...........681.5.2..873.1...3..5......12.6.... 5.2/1.2/1.2
....9.87......6..5...4.726..1.2.549...........347.9.2..921.4...7..9......41.5.... 5.2/1.2/1.2
....6.47......1..5...5.391..1.6.859...........849.7.6..571.6...2..3......69.7.... 5.2/1.2/1.2
....7.43......3..2...8.457..7.9.681...........861.7.5..483.1...9..4......63.9.... 5.2/1.2/1.2
....2.47......6..8...7.356..5.2.439...........649.7.2..756.2...4..3......31.4.... 5.2/1.2/1.2
....7.93......3..1...8.457..3.4.581...........681.7.5..873.1...9..6......43.5.... 5.2/1.2/1.2
....9.87......6..5...4.769..1.2.576...........827.9.1..986.1...5..9......36.4.... 5.2/1.2/1.2
....9.73......8..5...4.586..5.8.329...........639.4.7..953.7...3..2......81.4.... 5.2/1.2/1.2
....2.98......4..2...8.356..1.2.687...........481.7.5..873.2...5..7......21.6.... 5.2/1.2/1.2
....9.87......6..5...4.769..1.2.594...........481.9.5..839.1...4..6......75.2.... 5.2/1.2/1.2
....9.87......6..5...4.769..1.2.594...........469.1.5..937.4...2..1......75.2.... 5.2/1.2/1.2
....9.87......6..5...4.769..1.2.594...........489.1.5..831.9...4..6......75.2.... 5.2/1.2/1.2
....1.87......5..3...4.769..5.2.348...........729.8.3..347.9...1..5......95.2.... 5.2/1.2/1.2
....9.87......6..5...4.726..1.2.549...........729.1.5..597.4...8..3......47.1.... 5.2/1.2/1.2
....6.43......3..9...8.457..7.5.681...........641.7.5..863.1...9..4......45.7.... 5.2/1.2/1.2
....9.73......8..5...4.786..5.8.361...........639.4.7..957.6...3..1......27.4.... 5.2/1.2/1.2
....9.87......6..5...4.769..1.2.594...........479.8.5..897.1...2..6......51.2.... 5.2/1.2/1.2
....2.47......6..8...7.326..5.2.439...........649.7.2..756.9...9..3......31.4.... 5.2/1.2/1.2
....2.43......5..2...8.456..5.3.687...........632.8.5..765.2...9..4......42.6.... 5.2/1.2/1.2
....9.87......6..5...4.769..1.2.594...........629.8.1..986.2...3..7......56.8.... 5.2/1.2/1.2
....9.47......1..5...5.361..1.6.859...........849.7.6..571.9...2..3......96.7.... 5.2/1.2/1.2
....7.43......3..8...8.456..5.3.687...........631.7.5..765.1...9..4......42.6.... 5.2/1.2/1.2
....9.87......6..5...4.726..1.2.349...........736.9.2..869.1...4..3......21.6.... 5.2/1.5/1.5
....4.27......9..5...7.361..1.2.839...........249.7.6..381.2...4..3......91.7.... 5.2/1.5/1.5
....9.87......2..9...7.825..1.2.359...........639.1.2..916.7...7..4......82.1.... 5.2/1.5/1.5
....1.43......2..9...8.457..7.2.581...........861.7.5..673.1...8..4......43.7.... 5.2/1.5/1.5
....9.87......2..4...7.361..1.2.539...........249.7.6..351.9...4..3......91.7.... 5.2/1.5/1.5
....9.27......2..5...7.369..9.2.483...........589.7.2..375.9...5..3......84.7.... 5.2/1.5/1.5
....2.43......6..2...8.456..1.6.387...........632.7.5..715.2...9..4......42.6.... 5.2/1.5/1.5
....1.43......3..2...8.957..7.5.681...........861.7.5..693.1...8..4......13.7.... 5.2/1.5/1.5
....9.87......6..5...5.326..1.2.795...........579.1.2..716.9...2..8......96.1.... 5.2/1.5/1.5
....9.87......6..5...5.326..1.2.849...........839.1.2..286.9...5..8......91.4.... 5.2/1.5/1.5
....9.17......3..5...5.726..1.2.539...........729.4.5..467.9...1..3......35.4.... 5.2/1.5/1.5
....1.43......3..2...9.857..9.5.681...........861.7.5..683.1...9..4......13.7.... 5.2/1.5/1.5
....9.87......5..4...3.762..5.2.348...........329.8.6..847.9...1..6......95.3.... 5.2/1.5/1.5
....1.93......3..2...8.457..7.9.586...........861.7.5..683.1...9..4......53.7.... 5.2/1.5/1.5
....1.53......3..1...8.496..4.1.682...........682.7.1..743.1...8..5......32.6.... 5.2/1.5/1.5
....1.43......3..2...9.857..9.5.681...........681.7.5..863.1...9..4......13.7.... 5.2/1.5/1.5
....9.87......6..5...5.326..1.2.839...........693.7.2..746.5...2..7......83.4.... 5.2/1.5/1.5
....1.93......3..2...8.457..7.9.586...........681.7.5..863.1...9..4......53.7.... 5.2/1.5/1.5
....1.27......3..9...8.246..7.2.681...........691.7.2..473.1...9..7......13.6.... 5.2/1.5/1.5
....1.23......3..5...9.486..7.2.691...........681.7.2..473.1...9..8......83.7.... 5.2/1.5/1.5
....5.47......1..5...7.361..1.2.859...........849.7.6..681.9...4..3......93.7.... 5.2/1.5/1.5
....1.23......3..5...9.286..7.2.691...........681.7.2..463.1...9..8......23.6.... 5.2/1.5/1.5
....9.87......2..5...3.762..7.2.359...........629.8.3..867.9...1..8......95.1.... 5.2/1.7/1.7
....9.87......2..3...3.729..7.2.458...........529.8.3..837.9...1..5......95.1.... 5.2/1.7/1.7
....2.47......6..8...7.396..1.2.479...........249.7.1..326.1...5..4......61.7.... 5.2/2.0/2.0
....1.79......3..2...8.236..7.2.681...........681.7.2..863.1...9..4......32.6.... 5.2/2.0/2.0
....9.47......2..6...5.792..7.2.458...........529.8.3..867.9...1..4......95.2.... 5.2/2.0/2.0
....6.87......2..5...7.192..1.6.829...........839.7.6..291.6...4..8......61.7.... 5.2/2.0/2.0
....9.37......6..4...5.726..7.2.389...........529.8.3..857.9...3..6......29.8.... 5.2/2.0/2.0
....9.37......2..4...4.792..7.2.385...........529.8.3..387.9...1..5......95.8.... 5.2/2.0/2.0
....9.17......6..5...7.462..1.2.349...........749.1.6..216.9...3..1......95.3.... 5.2/2.5/2.5
....9.17......6..8...4.762..1.2.349...........749.1.6..216.9...3..1......98.3.... 5.2/2.5/2.5
....9.87......2..5...5.726..1.2.359...........659.8.2..381.9...4..7......91.3.... 5.2/2.5/2.5
....6.37......9..5...7.392..7.6.129...........829.7.6..281.6...4..3......69.7.... 5.2/2.6/2.6
....9.43......5..1...7.368..8.2.479...........549.7.6..381.9...4..3......91.7.... 5.2/2.6/2.6
....9.17......2..3...3.796..7.6.358...........529.8.1..857.9...1..5......96.3.... 5.2/2.6/2.6
....9.73......6..4...4.718..1.2.389...........639.4.1..867.9...5..1......79.4.... 5.2/2.6/2.6
....9.37......3..5...8.741..7.9.258...........691.8.3..367.9...1..5......92.8.... 5.2/2.6/2.6
....6.37......9..5...7.329..7.6.192...........829.7.6..281.6...4..3......69.7.... 5.2/2.6/2.6
....9.87......6..5...5.726..8.2.349...........479.8.3..937.5...5..6......24.3.... 5.2/2.6/2.6
....2.48......3..7...8.456..5.2.687...........631.8.5..365.2...9..4......42.6.... 5.2/2.6/2.6
....6.17......1..5...7.398..7.6.839...........849.7.6..491.6...5..3......28.7.... 5.2/2.6/2.6
....6.27......4..5...7.398..7.6.839...........849.7.5..981.6...5..3......31.7.... 5.2/2.6/2.6
....1.69......3..2...8.457..7.2.681...........831.7.5..684.1...5..6......41.7.... 5.2/2.6/2.6
....9.87......6..4...7.361..4.6.859...........189.7.6..798.1...4..5......62.7.... 5.2/2.6/2.6
....9.73......8..5...4.786..5.2.369...........839.4.2..958.2...3..6......21.4.... 5.2/2.6/2.6
....9.78......4..1...7.356..1.5.739...........749.8.5..483.9...2..1......91.7.... 5.2/2.6/2.6
....9.87......2..1...4.723..1.2.359...........729.4.8..487.9...3..5......91.4.... 5.2/2.6/2.6
....2.79......6..8...7.326..1.2.534...........649.7.1..496.1...5..3......31.7.... 5.2/3.0/2.6
....6.81......1..5...7.329..9.6.872...........829.7.6..381.6...4..2......61.7.... 5.2/3.4/2.6
....6.47......1..5...7.381..1.6.879...........849.7.6..381.6...4..3......75.2.... 5.2/4.0/2.6
champagne
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Re: A Pure Jellyfish Collection

Postby tarek » Fri Jul 30, 2010 2:18 pm

Thanks chmpagne,

As you can see non of the previous submissions were lost even with the loss of the old forum as I kept the database of all submissions on my computer.

All Jellyfish puzzles can be downloaded with their relevant scores.

tarek
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tarek
 
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Re: A Pure Jellyfish Collection

Postby tarek » Sun Nov 21, 2010 7:58 pm

It seems that lately, all puzzle submissions are coming from the patterns game. That increased the pure jellyfish count significantly.

The Pure Jellyfish was such a rare creature ... Now many can enjoy playing so many of these puzzle that would last them a lifetime.

There is no reason why you can't dump all your jellyfish puzzles here. If they don't make the Pure Jellyfish List they can at least stay for Jellyfish catchers to enjoy.

Keep them coming !!!!
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tarek
 
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