- Code: Select all
1.3.5...9.5.1....669.73...5.......43......8..7.......1.7.6......6139....9.5..1...
1.3.5...9.5.1....669.73...5.......43......8..7.......1.7.6.5....6139....9....1...
1.3.5...9.5.1....669.73...5.......43......8..7.......137.6......6139......5..1...
1...567....718....68.3.75.........4.36....8.7........251..3....7.8.65....368.1..5
1...567...5.18....68.3.75.........4.36....8.7........251..3....7.8.65....368.1..5
....567....718....68.3.75.........4.361...8.7........251..3....7.8.65....368....5
....567...5.18....68.3.75.........4.361...8.7........251..3....7.8.65....368....5
...45..8........3.........62.18.4.....59.....94..1..2..945.82..5.21..8..81..92...
The BxB classification of T&E(2) puzzles
Re: The BxB classification of T&E(2) puzzles
by Paquita » Mon Aug 19, 2024 5:45 pm
some more B10B
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Re: The BxB classification of T&E(2) puzzles
by coloin » Mon Aug 19, 2024 7:17 pm
Very nice finds ..... New 11.8 puzzles and BxB 10
That takes a lot of work as they are usually 11.7 !!
That last one however crept in and its one posted by hendrik [7th May]
Here are the max expands and the respective extra but similar twin puzzles....identified by the number of twins and -q2
They all should have the same BxB of 10
98 minimal puzzles
Edit - included line numbers
That takes a lot of work as they are usually 11.7 !!
That last one however crept in and its one posted by hendrik [7th May]
Here are the max expands and the respective extra but similar twin puzzles....identified by the number of twins and -q2
They all should have the same BxB of 10
- Code: Select all
....5678...718.2.6...2.7.152.1865....3.......9...........6.85.1....7182....52..6. #3 # 27600 FNBP C31/M2.9.8019# ED=11.7/11.7/2.6
1.3.56..9.571.9..669.73...5.......43......8..7.......137.6.5....6139....9.5..1... #3 # 28863 FNBP C31/M2.9.8019# ED=11.8/11.8/2.6
1..4.678.4..18.2.68...27.1429.........5......6.......7...8.4.72...6..8.1....1264. #3 # 29229 FNBP C31/M2.9.8019# ED=11.7/11.7/2.6
1..4.678.4..18.2.66...27.1429.7.......5......8......27....748.1...8..64....61..72 #10# 1200 FNBP C33/M2.72.91 # ED=11.7/11.7/2.6
1..4.678.4..18.2.66...27.1429.7.......5......8......72....148.7...8..64....67..21 #10# 1200 FNBP C33/M2.72.91 # ED=11.7/11.7/2.6
1..4.678.4..18.2.66...27.1429.7.......5......8......72....748.1...8..64....61..27 #10# 1200 FNBP C33/M2.72.91 # ED=11.7/11.7/2.6
1..4.678.4..18.2.66...27.4129.7.......5......8......27....718.4...8..61....64..72 #10# 1200 FNBP C33/M2.72.91 # ED=11.7/11.7/2.6
1..4.678.4..18.2.66...27.4129.7.......5......8......72....418.7...8..61....67..24 #10# 1200 FNBP C33/M2.72.91 # ED=11.7/11.7/2.6
1..4.678.4..18.2.66...27.4129.7.......5......8......72....718.4...8..61....64..27 #10# 1200 FNBP C33/M2.72.91 # ED=11.7/11.7/2.6
...4.678...718.2.6..8.72.41...81.4.7.8..6412....2...68.74...612.3.......9........ #10# 1198 FNBP C33/M2.72.91 # ED=11.7/11.7/2.6
1...5678....18..366..7.31.5.1..37.58...5..31....8.16.7.4.........2......86....573 #10# 1200 FNBP C33/M2.72.91 # ED=11.7/11.7/2.6
1.3.567...5718....68.3.75.........4.361...8.7........251..3....7.8.65....368.1..5 #10# 1200 FNBP C33/M2.72.91 # ED=11.8/11.8/2.6
12..56..9.571.9..66.927...12..69.....76.21...91.7.5.........8..7......35...5.7..2 #10# 1203 FNBP C33/M2.72.91 # ED=11.7/11.7/2.6
.2..56...45......6..9.........53..67....6712....2.1..3.1.6.237..7.31..52.3..756.1 #6 # 343 FNBP C33/M1.1.54 # ED=11.8/11.8/2.6
.2..56...45......6..9.........56..73....7216....3.1..2.1.6.732..3.21..57.7..356.1 #6 # 343 FNBP C33/M1.1.54 # ED=11.8/11.8/2.6
.2..56...45......6..9.........56..73....7216....3.1..2.1.6.732..7.23..51.3..156.7 #6 # 343 FNBP C33/M1.1.54 # ED=11.8/11.8/2.6
.2..56...45......6..9.........57..63....6217....3.1..2.1.6.732..3.21..57.7..356.1 #6 # 343 FNBP C33/M1.1.54 # ED=11.8/11.8/2.6
.2..56...45......6..9.........57..63....6217....3.1..2.1.6.732..7.23..51.3..156.7 #6 # 343 FNBP C33/M1.1.54 # ED=11.8/11.8/2.6
12.45.....571.92..9...72...2.9.15.4..4172....57.9.4.2....59741.......6..........3 #6 # 346 FNBP C33/M1.1.54 # ED=11.8/11.8/2.6
.2345...945..89...8.92.3..523.84.9...98.35.....49.2.........6.........7....3245.8 #2 # 269 FNBP C33/M1.2.54 # ED=11.8/11.8/2.6
.2.4.678....18.2.6.8..27.41....78.6...86.14.7...24.81.3..........5.......12764... #2 # 301 FNBP C33/M1.2.54 # ED=11.8/11.8/2.6
98 minimal puzzles
Hidden Text: Show
Edit - included line numbers
Last edited by coloin on Tue Aug 20, 2024 10:36 am, edited 3 times in total.
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Re: The BxB classification of T&E(2) puzzles
by denis_berthier » Tue Aug 20, 2024 4:06 am
.
Hi Paquita
Great results again.
I checked that the 47 B10B puzzles have a non-degenerate tridagon, all with only one guardian.
Using the tridagon rule, 12 of them can be solved using only whips[2] and Triplets.
.
Hi Paquita
Great results again.
I checked that the 47 B10B puzzles have a non-degenerate tridagon, all with only one guardian.
Using the tridagon rule, 12 of them can be solved using only whips[2] and Triplets.
.
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Re: The BxB classification of T&E(2) puzzles
by denis_berthier » Tue Aug 20, 2024 4:21 am
.
Hi coloin
I also checked your list of 98 (does it include Paquita's list of 47?).
All have a non-degenerate-tridagon, almost all with only one guardian (the other 4 with 2 guardians: #44, #45, #46, #47).
33 can be solved using only the tridagon rule (with one guardian), whips[2] and Triplets.
.
Hi coloin
I also checked your list of 98 (does it include Paquita's list of 47?).
All have a non-degenerate-tridagon, almost all with only one guardian (the other 4 with 2 guardians: #44, #45, #46, #47).
33 can be solved using only the tridagon rule (with one guardian), whips[2] and Triplets.
.
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Re: The BxB classification of T&E(2) puzzles
by coloin » Tue Aug 20, 2024 9:01 am
Indeed they do include the previous puzzles .....
Ive always wondered where the dexcription/example of a "guardian" is !!!
Ive always wondered where the dexcription/example of a "guardian" is !!!
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Re: The BxB classification of T&E(2) puzzles
by denis_berthier » Tue Aug 20, 2024 9:25 am
coloin wrote:Ive always wondered where the dexcription/example of a "guardian" is !!!
Tridagons in general as defined here: http://forum.enjoysudoku.com/the-tridagon-rule-t39859.html#p318373 and in [UMNR] or [HCCS2].
A guardian is any non-tridagon candidate in any of the 12 tridagon cells. It "guards" against the contradiction the naked trivalue oddagon pattern would imply.
.
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Re: The BxB classification of T&E(2) puzzles
by coloin » Tue Aug 20, 2024 9:54 am
Thanks i assumed that but was never sure ... but i guess for the casual reader it wasnt crystal clear
morphed and expanded #45
So in box 5 ... we cant immediatly insert either the 6 or 8 ... so that must be trickier
unlike the single guardians which are straight forward as in morphed #38
Edit...Which is a bit odd because the twin puzzles ought to have the same solving path .... hmmmm
So not all the minimal puzzles fromn the original expanded puzzle [ which has 9 other twins] has the same solving path / number of guardians...
- Code: Select all
1...5678....18....6..7.3....1..37.58...5..31......16.7.4.........2......86....573#45
morphed and expanded #45
- Code: Select all
+-------------------+-------------------+-------------------+
| 6 9 123 | 123 8 4 | 12357 1357 2357 |
| 5 123 4 | 9 123 7 | 6 138 238 |
| 123 8 7 | 6 5 123 | 4 139 239 |
+-------------------+-------------------+-------------------+
| 123 4 9 | 1238 1236 5 | 1237 1378 23678 |
| 7 123 6 | 4 123 1238 | 12359 13589 23589 |
| 8 5 123 | 7 9 1236 | 123 4 236 |
+-------------------+-------------------+-------------------+
| 134 136 138 | 358 3467 3689 | 3579 2 34579 |
| 234 236 238 | 358 3467 3689 | 3579 3579 1 |
| 9 7 5 | 123 1234 123 | 8 6 34 |
+-------------------+-------------------+-------------------+
So in box 5 ... we cant immediatly insert either the 6 or 8 ... so that must be trickier
unlike the single guardians which are straight forward as in morphed #38
- Code: Select all
...4.6.8...718......8.72.41...81.4.7.8...412....2...68.74...612.3.......9........#38
- Code: Select all
+-------------------+-------------------+-------------------+
| 7 8 123 | 123 6 4 | 2359 1359 12359 |
| 5 123 6 | 8 123 9 | 234 134 7 |
| 123 4 9 | 7 5 123 | 236 136 8 |
+-------------------+-------------------+-------------------+
| 123 6 8 | 123 1237 5 | 23479 1349 1239 |
| 4 123 7 | 9 123 8 | 2356 1356 12356 |
| 9 5 123 | 6 4 1237 | 237 8 123 |
+-------------------+-------------------+-------------------+
| 6 9 5 | 123 1238 123 | 38 7 4 |
| 138 137 134 | 45 3789 367 | 35689 2 3569 |
| 238 237 234 | 45 3789 367 | 1 3569 3569 |
+-------------------+-------------------+-------------------+
Edit...Which is a bit odd because the twin puzzles ought to have the same solving path .... hmmmm
- Code: Select all
1...5678....18..366..7.31.5.1..37.58...5..31....8.16.7.4.........2......86....573 #10# 1200 FNBP C33/M2.72.91 # ED=11.7/11.7/2.6
1...5678.....8..3.6..7..1...1..37.58...5...1....8.16.7.4.........2......86....573#42
1...5678....18..3.6..7......1..37.58...5...1....8.16.7.4.........2......86....573#43
1...5678.....8....6..7.31...1..37.58...5..31......16.7.4.........2......86....573#44 ***
1...5678....18....6..7.3....1..37.58...5..31......16.7.4.........2......86....573#45 ***
1...5678.....8..3.6..7.31...1..37.58...5...1......16.7.4.........2......86....573#46 ***
1...5678....18..3.6..7.3....1..37.58...5...1......16.7.4.........2......86....573#47 ***
1...5678.....8..3.6..7.31...1..37.58...5..31....8.16.7.4.........2......86....57.#48
1...5678....18..3.6..7.3....1..37.58...5..31....8.16.7.4.........2......86....57.#49
So not all the minimal puzzles fromn the original expanded puzzle [ which has 9 other twins] has the same solving path / number of guardians...
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by denis_berthier » Tue Aug 20, 2024 10:49 am
coloin wrote:#45
- Code: Select all
+-------------------+-------------------+-------------------+
| 6 9 123 | 123 8 4 | 12357 1357 2357 |
| 5 123 4 | 9 123 7 | 6 138 238 |
| 123 8 7 | 6 5 123 | 4 139 239 |
+-------------------+-------------------+-------------------+
| 123 4 9 | 1238 1236 5 | 1237 1378 23678 |
| 7 123 6 | 4 123 1238 | 12359 13589 23589 |
| 8 5 123 | 7 9 1236 | 123 4 236 |
+-------------------+-------------------+-------------------+
| 134 136 138 | 358 3467 3689 | 3579 2 34579 |
| 234 236 238 | 358 3467 3689 | 3579 3579 1 |
| 9 7 5 | 123 1234 123 | 8 6 34 |
+-------------------+-------------------+-------------------+
So in box 5 ... we cant immediatly insert either the 6 or 8 ... so that must be trickier
Just a little bit trickier:
- Code: Select all
(solve-sukaku-grid
+-------------------+-------------------+-------------------+
! 6 9 123 ! 123 8 4 ! 12357 1357 2357 !
! 5 123 4 ! 9 123 7 ! 6 138 238 !
! 123 8 7 ! 6 5 123 ! 4 139 239 !
+-------------------+-------------------+-------------------+
! 123 4 9 ! 1238 1236 5 ! 1237 1378 23678 !
! 7 123 6 ! 4 123 1238 ! 12359 13589 23589 !
! 8 5 123 ! 7 9 1236 ! 123 4 236 !
+-------------------+-------------------+-------------------+
! 134 136 138 ! 358 3467 3689 ! 3579 2 34579 !
! 234 236 238 ! 358 3467 3689 ! 3579 3579 1 !
! 9 7 5 ! 123 1234 123 ! 8 6 34 !
+-------------------+-------------------+-------------------+)
Trid-OR2-relation for digits 1, 2 and 3 in blocks:
b1, with cells (marked #): r1c3, r2c2, r3c1
b2, with cells (marked #): r1c4, r2c5, r3c6
b4, with cells (marked #): r6c3, r5c2, r4c1
b5, with cells (marked #): r6c6, r5c5, r4c4
with 2 guardians (in cells marked @): n8r4c4 n6r6c6
+----------------------+----------------------+----------------------+
! 6 9 123# ! 123# 8 4 ! 12357 1357 2357 !
! 5 123# 4 ! 9 123# 7 ! 6 138 238 !
! 123# 8 7 ! 6 5 123# ! 4 139 239 !
+----------------------+----------------------+----------------------+
! 123# 4 9 ! 1238#@ 1236 5 ! 1237 1378 23678 !
! 7 123# 6 ! 4 123# 1238 ! 12359 13589 23589 !
! 8 5 123# ! 7 9 1236#@ ! 123 4 236 !
+----------------------+----------------------+----------------------+
! 134 136 138 ! 358 3467 3689 ! 3579 2 34579 !
! 234 236 238 ! 358 3467 3689 ! 3579 3579 1 !
! 9 7 5 ! 123 1234 123 ! 8 6 34 !
+----------------------+----------------------+----------------------+
Trid-OR2-whip[3]: OR2{{n6r6c6 | n8r4c4}} - b8n8{r7c4 r8c6} - c6n9{r8 .} ==> r7c6≠6
Trid-OR2-whip[3]: OR2{{n6r6c6 | n8r4c4}} - b8n8{r7c4 r7c6} - c6n9{r7 .} ==> r8c6≠6
singles ==> r6c6=6, r4c9=6
hidden-pairs-in-a-column: c5{n6 n7}{r7 r8} ==> r8c5≠4, r8c5≠3, r7c5≠4, r7c5≠3
singles
whip[2]: c2n2{r5 r2} - c5n2{r2 .} ==> r5c6≠2
x-wing-in-rows: n2{r2 r5}{c2 c5} ==> r4c5≠2
whip[3]: c5n1{r5 r2} - b2n2{r2c5 r3c6} - r9c6{n2 .} ==> r5c6≠1
hidden-pairs-in-a-column: c6{n1 n2}{r3 r9} ==> r3c6≠3
whip[3]: c8n1{r2 r3} - r3n3{c8 c1} - b1n2{r3c1 .} ==> r2c2≠1
whip[3]: c3n3{r6 r1} - r2c2{n3 n2} - b4n2{r5c2 .} ==> r4c1≠3
whip[2]: r1n3{c4 c3} - c1n3{r3 .} ==> r7c4≠3
naked-single ==> r7c4=5
hidden-single-in-a-block ==> r8c7=5
whip[3]: c5n3{r5 r2} - r1n3{c4 c3} - b4n3{r6c3 .} ==> r5c6≠3
stte
coloin wrote:unlike the single guardians which are straight forward as in morphed #38
- Code: Select all
...4.6.8...718......8.72.41...81.4.7.8...412....2...68.74...612.3.......9........#38single guardian, 7 cant go in r4c5 and has to go in r6c6
- Code: Select all
+-------------------+-------------------+-------------------+
| 7 8 123 | 123 6 4 | 2359 1359 12359 |
| 5 123 6 | 8 123 9 | 234 134 7 |
| 123 4 9 | 7 5 123 | 236 136 8 |
+-------------------+-------------------+-------------------+
| 123 6 8 | 123 1237 5 | 23479 1349 1239 |
| 4 123 7 | 9 123 8 | 2356 1356 12356 |
| 9 5 123 | 6 4 1237 | 237 8 123 |
+-------------------+-------------------+-------------------+
| 6 9 5 | 123 1238 123 | 38 7 4 |
| 138 137 134 | 45 3789 367 | 35689 2 3569 |
| 238 237 234 | 45 3789 367 | 1 3569 3569 |
+-------------------+-------------------+-------------------+
Right, but don't believe this is true in general. A puzzle with a single guardian can be much harder than one with many guardians (using ORk-chains).
coloin wrote:So not all the minimal puzzles fromn the original expanded puzzle [ which has 9 other twins] has the same solving path / number of guardians...
If you start from a puzzle P0, expand it into P1, and then search for all the minimals of P1, then some of them may be harder than P0. There's nothing odd here.
In the same way, some of them may have a different number of guardians.
.
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Re:
by coloin » Tue Aug 20, 2024 11:46 am
Thanks for sorting that out ... it seems that those puzzles #44-48-dont expand as far .....
Is that with ? or without ? the single guardian inserted ?
In the case of the #37 case with the 7 inserted at r6c6 the difficulty is reduced somewhat
Searching for more double guardians , if thats possible, might be a step for Paquita !!!
denis_berthier wrote:Right, but don't believe this is true in general. A puzzle with a single guardian can be much harder than one with many guardians (using ORk-chains)..
Is that with ? or without ? the single guardian inserted ?
In the case of the #37 case with the 7 inserted at r6c6 the difficulty is reduced somewhat
- Code: Select all
+---+---+---+
|78.|.64|...|
|5.6|8.9|..7|
|.49|75.|..8|
+---+---+---+
|.68|..5|...|
|4.7|9.8|...|
|95.|647|.8.|
+---+---+---+
|695|...|.74|
|...|...|.2.|
|...|...|1..|
+---+---+---+ SE=4.2 and BxB is 0
Searching for more double guardians , if thats possible, might be a step for Paquita !!!
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Re: Re:
by denis_berthier » Tue Aug 20, 2024 12:50 pm
coloin wrote:Thanks for sorting that out ... it seems that those puzzles #44-48-dont expand as far .....denis_berthier wrote:Right, but don't believe this is true in general. A puzzle with a single guardian can be much harder than one with many guardians (using ORk-chains)..
Is that with ? or without ? the single guardian inserted ?
I mean using the tridagon pattern in both cases, i.e. inserting the single guardian in one case vs using ORk-chains in the multi-guardian case as shown in my previous post.
You can have very detailed classification results about the complete mith's TE3 collection in [UMNR] and on GitHub: https://github.com/denis-berthier/Classifications-of-TE3-Sudokus
.
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Re: The BxB classification of T&E(2) puzzles
by Paquita » Tue Aug 20, 2024 5:38 pm
Another list of B10B
- Code: Select all
....5.78...718.2.6...2...1.2.1865....3.......9...........5.8..1....7182....62..5.
.....678...718.......2...152.1865....3.......9...........5.86.1....7182....62..5.
......78...718...6...2...152.1865....3.......9...........5.8..1....7182....62..5.
..3...7...571...36.8....5.1.76...8..3.8....6551....3.7.....4...8653.7.......2....
..3...78..571...36......5.1.76...8..3.8....6551....3.......4...8653.7.......2....
1.3.5.78..57.8..6368..7.5......6..1.....34......9.....3.5...8.687....1...6......5
1.3.5.78..57.8..6368..7.5......6..1.....34......9.....3.5...8.68.....1...6.....75
1.3.5.78..57.8..6368..7.5......6..1.....34......9.....3.5...8.68.....13..6.....7.
12..5.78..57.8.2.6..8.7..152.5...8.1.76....52.1.....7......4......92.....6..1....
12..5.78..57.8.2.6..8.7..152.5...8.1.76....5.81.....7......4......92.....6..1....
.2.45..8..5..89....9.2.35.4.8......3..1......64...........943.2...5.894.....2...8
.2.45..8..5..892...9...35.4.8......3..1......64...........943.2...5.894.....2...8
.2.45..8..5..89....9.2.3..4.8......3..1......64...........9.3.2...5.894.....2..58
.2.45..8..5..892...9...3..4.8......3..1......64...........9.3.2...5.894.....2..58
....5678...718.......2...152.1568....3.......9..............6.1....7182....62..5.
.....678...718.......2...152.1568....3.......9.............56.1....7182....62..5.
....5.78...718.2.6...2...1.2.1568....3.......9................1....7182....62..5.
....5.78...718...6...2...152.1568....3.......9................1....7182....62..5.
......78...718...6...2...152.1568....3.......9.............5..1....7182....62..5.
....5678...718.2.....2...1.2.1865....3.......9.............86.15...7182....62..5.
....5678...718.2.....2...1.2.1865....3.......9...........5.8..1.6..7182.....2..5.
....5678...718.2.....2...1.2.1865....3.......9.............8..156..7.82.....2..5.
1.3.5.78...7.8..6368..7.5......6..1.5...34......9.....3.5...8.687....13..6.......
1.3.5.78..5..8..6368..7.5......6..1.....34...7..9.....3.5...8.68.....13..6.......
1.3.5.78.....8..63.8..7.5......6..1.5...34...7..9.....3.5...8.68.....13..6.......
....5678...718.2.....2...1.2.1568....3.......9..............6.15...7182....62..5.
....5678...718.2.....2...1.2.1568....3.......9................156..7.82....62..5.
....5678...718.2.....2...1.2.1568....3.......9................1.6..7182....62..5.
....5678...718.2.....2...1.2.1568....3.......9..............6.156..7.82.....2..5.
....5678...718.2.....2...1.2.1568....3.......9..............6.1.6..7182.....2..5.
....5678...718.2.....2...1.2.1568....3.......9...........8....156..7.82.....2..5.
....5678...718.2.....2...1.2.1568....3.......9...........8....1.6..7182.....2..5.
.2.4...89.5..8.12..9....5.4.4..1....61......8..7.........8.549....94...2....218.5
.2.4...89.5..8.1...9...25.4.4..1....61......8..7.........8.549....94...2....218.5
.2.4...89.5..8.12..9....5.4.4..18...61......8..7...........5.9....94...2....218.5
.2.4...89.5..8.1...9...25.4.4..18...61......8..7...........5.9....94...2....218.5
1....6.8.4...8.2..6...27.4129.7.......5......8......72....718.4...8..16.....4..27
1....678.4...8....6...27.4129.7.......5......8......72....718.4...8..16.....4..27
1....6.8.4..18.2..6...27.4.29.7.......5......8......72....718.4...8..16.....4..27
1....678.4..18....6...27.4.29.7.......5......8......72....718.4...8..16.....4..27
1....6.8.4...8.2..6...27.4129.7.......5......8......27....718.4...8..16.....4..72
1....6.8.4..18.2..6...27.4.29.7.......5......8......27....718.4...8..16.....4..72
1....678.4...8....6...27.4129.7.......5......8......27....718.4...8..16.....4...2
1....678.4...8....6...27.4129.7.......5......8......2.....718.4...8..16.....4..72
1....678.4..18....6...27.4.29.7.......5......8......27....718.4...8..16.....4...2
1....678.4..18....6...27.4.29.7.......5......8......2.....718.4...8..16.....4..72
1....6.8.4...8.2..6...27.4129.7.......5......8......72....418.7...8..16.....7..24
1....678.4...8....6...27.4129.7.......5......8......72....418.7...8..16.....7..24
1....6.8.4..18.2..6...27.4.29.7.......5......8......72....418.7...8..16.....7..24
1....678.4..18....6...27.4.29.7.......5......8......72....418.7...8..16.....7..24
.23.5....45...9...6.92.3...2.6...4..........7.....261.3..69.5....53.49...4..253..
..3.5....45...9...6.92.3...2.6...4..........7.....261.3.269.5....53.49...4..253..
.23.5....45...9...6.92.3...2.6...4..........7.....261.3..6..5....53.49..94..253..
..3.5....45...9...6.92.3...2.6...4..........7.....261.3.26..5....53.49..94..253..
1.3..67.9.57..9..696...715..9....56.6.5....17.71...9.3...8......1..43........53..
1.3..67.9.57..9..696...715..9....56.6.......7.71...9.3...8......1..43........53.1
.2..56...45......6..9.......3..1765..7.6.21.3.1..3..27....65.7....3.1..2...27.36.
.2..56...45......6..9.......3..1765..7...21.3.1.53..27....65.7....3.1..2...27.36.
..3...7.9.571...3696.3..51..39....6151......77.6.1.9......4....67593.........2...
1.....7.9.57....3696.3..51..39....6151......77.6.1.9......4....67593.........2...
1.....7.9.571...3696.3..5...39....6151......77.6.1.9......4....67593.........2...
.2..56...45......6..9.......3..1765..7.6.21.3.1..3..27....75.6....3.1..2...26.37.
.2..56...45......6..9.......3..1765..7...21.3.1.53..27....75.6....3.1..2...26.37.
1.3..67...57..9...69...715..6....59..71...6.39.5....17...8......1..43........53..
1.3..67...57..9...69...715..6....59..71...6.39.......7...8......1..43........53.1
1..4.6.8.4..18.2..6...27.1.29.7.......5......8......72....748.1...8..46.....1..27
1..4.678.4..18....6...27.1.29.7.......5......8......72....748.1...8..46.....1..27
1..4.6.8.4..18.2..6...27.1.29.7.......5......8......27....748.1...8..46.....1..72
1..4.678.4..18....6...27.1.29.7.......5......8......27....748.1...8..46.....1...2
1..4.678.4..18....6...27.1.29.7.......5......8......2.....748.1...8..46.....1..72
1..4.6.8.4..18.2..6...27.1.29.7.......5......8......72....148.7...8..46.....7..21
1..4.678.4..18....6...27.1.29.7.......5......8......72....148.7...8..46.....7..21
...45.7.....1.9..3....7351.2.........48.....5.3..45....7..9..51.9.31.4.7.1....39.
...45.7.9...1.9..3....7351.2.........48.....5.3..45....7..9..51.9.31.4.7.1....3..
1...567...57.8....86.3..1.....5638.7........2.......4.3.187....5..6.1....8..35..1
1.3.567...57.8....86....1.....5638.7........2.......4.3.187....5..6.1....8..35..1
1...567...57.8....86.3..1.....5638.7........2.......4.3.187....5....1....86.35..1
1.3.567...57.8....86....1.....5638.7........2.......4.3.187....5....1....86.35..1
...45.7.9...1.9..3....7351.2.........48.....5.3..45....9..1..5..7.39.4...1...73..
...45.7.9...1.9..3....7351.2.........48.....5.3..45....9.....5..7.39.4.1.1...73..
...45.7.9...1.9..3....7351.2.........48.....5.3..45....9..1..57.7.39.4...1....3..
...45.7.9...1.9..3....7351.2.........48.....5.3..45....9.....57.7.39.4.1.1....3..
...45.7.....1.9..3....7351.2.........48.....5.3..45....9..1..5..7.3..4...1...739.
...45.7.....1.9..3....7351.2.........48.....5.3..45....9.....5..7.3..4.1.1...739.
...45.7.....1.9..3....7351.2.........48.....5.3..45....9..1..57.7.3..4...1....39.
...45.7.....1.9..3....7351.2.........48.....5.3..45....9.....57.7.3..4.1.1....39.
12.....89.5....2.68.6...51......4....1.93.......5..19..812...6.5..6.....9..8...25
12.....89.5....2.68.6...51......4....1.93.......5..19..812.....5..6.....96.8...25
12......9.5....2.68.6...51......4....1.93.......5..19...12...6.5..6..8..9..8...25
12......9.5....2.68.6...51......4....1.93.......5..19...12.....5..6..8..96.8...25
1......89.5....2.68.6...51......4....1.93.......5..19..812...6.5.26.....9..8....5
1......89.5....2.68.6...51......4....1.93.......5..19..812.....5.26.....96.8....5
1.......9.5....2.68.6...51......4....1.93.......5..19...12...6.5.26..8..9..8....5
1.......9.5....2.68.6...51......4....1.93.......5..19...12.....5.26..8..96.8....5
......7.....189.36........5.4.89..6.8.63.....93...1.4.3..91...4.946.3....1..48...
......7.....189.36........5.4189..6.8.63.....93.....4.3..91...4.946.3....1..48...
......7.....189.36........5.4.89..6.8.63.....93...1.4.3.891...4.946.3....1..4....
......7.....189.36........5.4189..6.8.63.....93.....4.3.891...4.946.3....1..4....
.2.4.678....1..2.6.8.....14.....8.7...87..6.1...21.84.3..........5.......12647...
.2...678....1..2.6.8.....14.....8.7...87.46.1...21.84.3..........5.......12647...
.2.4.6.8....1..2.6.8..7..14.....8.7...8...6.1...21.84.3..........5.......12647...
.2...6.8....1..2.6.8..7..14.....8.7...8..46.1...21.84.3..........5.......12647...
.2.4..78....1..2.6.8.....14....68.7...87....1...21.84.3..........5.......12647...
.2....78....1..2.6.8.....14....68.7...87.4..1...21.84.3..........5.......12647...
.2.4...8....1..2.6.8..7..14....68.7...8.....1...21.84.3..........5.......12647...
.2.....8....1..2.6.8..7..14....68.7...8..4..1...21.84.3..........5.......12647...
- Paquita
- Posts: 132
- Joined: 11 November 2018
Re: The BxB classification of T&E(2) puzzles
by denis_berthier » Tue Aug 20, 2024 6:15 pm
.`
all of them have a tridagon
44 are solved with the basic tridagon rule and W2+S3
.
all of them have a tridagon
44 are solved with the basic tridagon rule and W2+S3
.
- denis_berthier
- 2010 Supporter
- Posts: 4209
- Joined: 19 June 2007
- Location: Paris
Re: The BxB classification of T&E(2) puzzles
by Paquita » Wed Aug 21, 2024 7:42 pm
Some more B10B
- Code: Select all
1..4.678.4..18...66...27.14...8..6......148.7....7..21..5......79.......8.......2
1..4.678.4..18...66...27.14...8...4.....148.7...6...21..5......79.......8.......2
1..4.678.4..18...66...27.14...8...4.....748.1...61..2...5......79.......8.......2
1..4.678.4..18...66...27.14...8..64.....748.1....1..2...5......79.......8.......2
1..4.678.4..18...66...27.14...8..6......748.1....1..27..5......79.......8.......2
1....678.4...8...66...27.41...8..6......418.7....7..24..5......79.......8.......2
1....678.4...8...66...27.41...8...1.....418.7...6...24..5......79.......8.......2
1....678.4...8...66...27.41...8..6......718.4....4..27..5......79.......8.......2
1....678.4...8...66...27.41...8..61.....718.4....4..2...5......79.......8.......2
1....678.4...8...66...27.41...8...1.....718.4...64..2...5......79.......8.......2
12....7.9.57...23...9....15...6.........75192.....4....12.3.95.7.5.......3.....27
12....7.9..7...23...9....15...6.........75192.....4....12.3..5.7.5......93.....27
12....7.9.57...23...9.....5...6.........75192.....4.....2.3.95.7.5.....1.3.....27
12....7.9..7...23...9.....5...6.........75192.....4.....2.3..5.7.5.....193.....27
....567...5.18....68.3.7..........4.361...8.5........251..3....7.8.6.....368.1...
....567...5.18....68.3.7..........4.361...8.5........251..3....7.8.65....368.....
..3.567...5.18....68...7..........4.361...8.5........251..3....7.8.65....368.....
1...567...5..8....68.3.7..........4.361...8.5........251..3....7.8.6.....368.1...
..3.567...5.1.9...69..7............4361...95........2.51...3...7.9.65....369.....
1....67...5...9...69.37............4361...95........2.51...3...7.9.65....3691....
.....67...5.1.9...69.37............4361...95........2.51...3...7.9.65....369.....
....56.89...1.92.6....2.15...561......9..8..2..1.926.53.8........2....68.7.......
.....6.89...1.92.6....2.15...561......95.8..2..1.926..3.8........2....68.7.......
........945....2........51.2....58..3.48.26.....64.3..5..3.8....362.....8.2.64...
........945....2........51.2...358....48.26.....64.3..5....8....362.....8.2.64...
1.3.56..9...1.9..66..73..........8..715...9.3.......2.3.9.65...57.3.1....6..7....
..3.56..9...1.9..66..73..........8..715...9.3.......2.3.9.65...57.3......61.7....
12..567...5718.2..6.87.............3.......9....5618.2.7582....81.........6..7...
12..567...57.8.2..6.87.............3.......9....5618.2.7582....8..........6.17...
........945....2........51.28...56..3.4..28...6..4.3..5..3.8....362.....8.2.64...
........945....2........51.28..356....4..28...6..4.3..5....8....362.....8.2.64...
....56.89...1.92.6....2.15...59...1...6..29.5..1..8.623.8........2....98.7.......
.....6.89...1.92.6....2.15...59...1...6..29....15.8.623.8........2....98.7.......
.2....7.9.5.7.9.23.9....54..7.3.4...83.........1..........752.....2.39.4...94..5.
.2.4..7.9.5.7.9.23.9....54..7.3.4...83.........1..........752.....2.39.4...9...5.
.2....7.9.5.7.9..3.9...254..7.3.4...83.........1..........752.....2.39.4...94..5.
.2.4..7.9.5.7.9..3.9...254..7.3.4...83.........1..........752.....2.39.4...9...5.
1..4.6...4..18.2.6....27..1....7.......81.4.2.1.6.2.78.3.........5.......4....867
1..4.6...4..18.2......27..1....7.6.....81.4.2.1.6.2.78.3.........5.......4....867
...4..78.4..18..366.....1...6.731.....5.......9........4.3.78.1.......7....86..43
...4..78.4...8..366.....1...6.731.....5.......9........4.3.78.1....1..7....86..43
....56.89...1.92.6....2.15...5.1......9..8..2..1.926.53.........78.6...........68
....56.89...1.92.6....2.15...5.1......95.8..2..1.926..3.........78.6...........68
....56.89...1.92.6....2.15...5....1...6..29.5..1..8.623.........78.9...........98
....56.89...1.92.6....2.15...5....1...6..29....15.8.623.........78.9...........98
...4..78.4..18..366...371...6.371.....5.......9........4....8.1.......7....86..43
...4..78.4...8..366...371...6.371.....5.......9........4....8.1....1..7....86..43
12..567...5718.2..6.87.............3.......9....561.2..7582....81.....7...6......
12..567...57.8.2..6.87.............3.......9....561.2..7582....81.....7...6.1....
.2....7.9.5.7.9.23.9....54..31...4..8...........3.4.......752.....2.39.4...94..57
.2....7.9.5.7.9..3.9...254..31...4..8...........3.4.......752.....2.39.4...94..57
.2.4..7.9.5.7.9.23.9....5...31...4..8...........3.4.......752.....2.39.4...9...57
.2.4..7.9.5.7.9..3.9...25...31...4..8...........3.4.......752.....2.39.4...9...57
.23.5..8.45..89.3.8.9......2.8.45.....593....93.2.8.........6....2....47....24.9.
..3.5..8.45..89.3.8.9..2...2.8.45.....593....93...8.........6....2....47....24.9.
..3.5..8.45..89.3.8.9..2...2.8.45.....593....93.2.8.........6....2....47.....4.9.
...45..8..5..8923..9...2..4.8..43....36...4..7...........29.8......3594....8.4.52
...4...8..5..8923..9...25.4.8..43....36...4..7...........29.8......3594....8.4.52
.2.45..89.5..89.3..9...2..4.8..43....36......7...........29.8......35.4....8.4.52
.2.45..8..5..89.3..9...2..4.8..43....36......7...........29.8......3594....8.4.52
.2.45..8..5..89.3..9...2..4.8..43....36...4..7...........29.8......3594......4.52
.2.4...89.5..89.3..9...25.4.8..43....36......7...........29.8......35.4....8.4.52
.2.4...8..5..89.3..9...25.4.8..43....36......7...........29.8......3594....8.4.52
.2.4...8..5..89.3..9...25.4.8..43....36...4..7...........29.8......3594......4.52
....56.89...1.92.6....2.15...59....1..6.18.25.....296.3.8.9......2....98.7.......
....56.89...1.92.6....2.15...596...1..6.18.25.....29..3.8.9......2....98.7.......
.....6.89...1.92.6....2.15...59....1..6..8.25..15.296.3.8........2....98.7.......
....56.89...1.92.6....2.15...59....1..6..8.25..1..296.3.8........2....98.7.......
....56.89...1.9..6....2.15...59....1..6..8.25..1..296.3.8.9......2....98.7.......
.....6.89...1.92.6....2.15...596...1..6..8.25..15.29..3.8........2....98.7.......
....56.89...1.92.6....2.15...596...1..6..8.25..1..29..3.8........2....98.7.......
....56.89...1.9..6....2.15...596...1..6..8.25..1..29..3.8.9......2....98.7.......
12..56..9.571.9...6..27....29.6.1....7..25.6...67......15....92......3.........4.
12..5...9.571.9..66..27....29.6.1....7..25.6...67......15....92......3.........4.
.2..56..9.571.9...6..27....29.6.1....71.25.6...67......15....92......3.........4.
.2..5...9.571.9..66..27....29.6.1....71.25.6...67......15....92......3.........4.
12..56..9.571.9...6..27....29.6.1.......2..6.5.67.....715....92......3.........4.
.2..56..9.571.9...6..27....29.6.1.....1.2..6.5.67.....715....92......3.........4.
12..5...9.571.9..66..27....29.6.1.......2....5.67.....715....92......3.........4.
12..5...9.571.9..66..27....29.6.1.......25.....67.....715....92......3.........4.
12..56..9.571.9...6...7....29.6.1.......25.6...67.....715....92......3.........4.
12..5...9.571.9..66...7....29.6.1.......25.6...67.....715....92......3.........4.
.2..5...9.571.9..66..27....29.6.1.....1.2....5.67.....715....92......3.........4.
.2..5...9.571.9..66..27....29.6.1.....1.25.....67.....715....92......3.........4.
.2..56..9.571.9...6...7....29.6.1.....1.25.6...67.....715....92......3.........4.
.2..5...9.571.9..66...7....29.6.1.....1.25.6...67.....715....92......3.........4.
1.345....45..89....983........5..1.7..1...8.........2.3..9.54...85.4....9.481.3..
1.345....4...89....983........5..1.75.1...8.........2.3..9.54...85.4....9.481.3..
1.345....45..89....983........5..1.75.1...8.........2.3..9.54...8..4....9.481.3..
1.345....45..89....983........5..1.7..1...8.........2.3..9.54...85.4.9....481.3..
1.345....45..89....983........5..1.7..1...8.........2....9.54...85..3...9.481.3..
1.345....4...89....983........5..1.75.1...8.........2....9.54...85..3...9.481.3..
1.345....45..89....983........5..1.75.1...8.........2....9.54...8...3...9.481.3..
1.345....45..89....983........5..1.7..1...8.........2....9.54...85..39....481.3..
1.345....4...89....983...........1.75.1...8.........2.3..9.54...85.4.9....481.3..
1.345....45..89....983...........1.75.1...8.........2.3..9.54...8..4.9....481.3..
1.345....4...89....983...........1.75.1...8.........2....9.54...85..39....481.3..
1.345....45..89....983...........1.75.1...8.........2....9.54...8...39....481.3..
..345..89.....92....83.2..5....9.84.8..5.4.92...82...33.2....54.1.......7........
..345...9....892....83.2..5....9.84.8..5.4.92...82...33.2....54.1.......7........
..345..8......92....83.2..5....9.84....5.4.92...82...33.2...954.1.......7........
..345........892....83.2..5....9.84....5.4.92...82...33.2...954.1.......7........
.2..56...45......6..8.......7..1.6.3...6...2..1..32.57....75.61...3.1..2...26.37.
.2..56...45......6..8.......7....6.3...6..12..1..32.57....75.61...3.1..2...26.37.
.2..56...45.........8.......7..1.6.3.3.6...2..1...2.57....75.61...3.1..2...26.37.
.2..56...45......6..8.......7..1.6.3.3.6...2..1...2.57....75.61...3.1..2....6.37.
.2..56...45......6..8.......7....6.3.3.6..12..1...2.57....75.61...3.1..2....6.37.
.2..56...45.........8.......7....6.3.3.6..12..1...2.57....75.6....3.1..2...26.37.
....56.89...1.92.6....2.15...691...5..5.68.21.....29..3.8.9......2....98.7.......
....56.89...1.92.6....2.15...691......5.68.21...5.29..3.8.9......2....98.7.......
....56.89...1.92.6....2.15...691...5..5.68.2...1..29..3.8........2....98.7.......
....56.89...1.9..6....2.15...691...5..5.68.2...1..29..3.8.9......2....98.7.......
....56.89...1.9..6....2.15...691......5.68.2...15.29..3.8.9......2....98.7.......
.....6.89...1.92.6....2.15...691......5.68.2...15.29..3.8........2....98.7.......
....56.89...1.926.....2.1.5..691..5...5.68.12.....29..3.8.9......2.....8.7.......
....56.8....1.926.....2.1.5..691..5...5.68.12.....29..3.8.9......2....98.7.......
....56.89...1.926.....2.1.5..691......5.68.12...5.29..3.8.9......2.....8.7.......
....56.8....1.926.....2.1.5..691......5.68.12...5.29..3.8.9......2....98.7.......
....56.8....1.926.....2.1.5..691..5...5.68..2..1..29..3.8........2....98.7.......
.....6.89...1.926.....2.1.5..691......5.68..2..15.29..3.8.9......2.....8.7.......
....56.89...1.9.6.....2.1.5..691..5...5.68..2..1..29..3.8.9......2.....8.7.......
....56.8....1.9.6.....2.1.5..691..5...5.68..2..1..29..3.8.9......2....98.7.......
....56.89...1.9.6.....2.1.5..691......5.68..2..15.29..3.8.9......2.....8.7.......
....56.8....1.9.6.....2.1.5..691......5.68..2..15.29..3.8.9......2....98.7.......
.....6.8....1.926.....2.1.5..691......5.68..2..15.29..3.8........2....98.7.......
..345.7.....7.913...9..3..4.37...4158.........6...........9.5.1....7439..9.1.5.47
..345.7.....7.913...9..3.54.37...4158.........6...........9...1....7439..9.1.5.47
..345.7.....7.9.3...9.13..4.3....4158.........6...........9.5.1....7439..9.1.5.47
..345.7.....7.9.3...9.13.54.3....4158.........6...........9...1....7439..9.1.5.47
..345.7.9...7.913......3..4.37...4158.........6...........9.5.1....743...9.1.5.47
..345.7.9...7..13...9..3..4.37...4158.........6...........9.5.1....743...9.1.5.47
..345.7.....7.9.3...9.13..4.37...4158.........6...........9.5.1....7439..9.1...47
..345.7.9...7.913......3.54.37...4158.........6...........9...1....743...9.1.5.47
..345.7.9...7.9.3.....13.54.37...4158.........6...........9...1....743...9.1.5.47
..345.7.9...7..13...9..3.54.37...4158.........6...........9...1....743...9.1.5.47
..345.7.9...7...3...9.13..4.3....4158.........6...........9.5.1....743...9.1.5.47
..345.7.9...7...3...9.13.54.3....4158.........6...........9...1....743...9.1.5.47
..345.7.9...7.9.3.....13..4.37...4158.........6...........9.5.1....743...9.1...47
..345.7.9...7...3...9.13..4.37...4158.........6...........9.5.1....743...9.1...47
..345........892....83.2..4...9..4.33....5.92...23.85..1.......7........8.2...945
..345...9....892....83.2..4...9..4.33....5..2...23.85..1.......7........8.2...945
..34.........892....83.25.4...9....33...45.92...23.85..1.......7........8.2...945
..34.........892....83.25.4...9..4.33....5.92...23.85..1.......7........8.2...945
..34....9....892....83.25.4...9....33...45..2...23.85..1.......7........8.2...945
..34....9....892....83.25.4...9..4.33....5..2...23.85..1.......7........8.2...945
..345........892....83.2..4...9....33...45.92...23.85..1.......7........8.....945
..345...9....892....83.2..4...9....33...45..2...23.85..1.......7........8.....945
..345........8923...8..2..4...9..4..3....5.92...23.85..1.......7........8.2...945
..345...9....8923...8..2..4...9..4..3....5..2...23.85..1.......7........8.2...945
...45........8923...83.2..4...9.....3...45.92...23.85..1.......7........8.2...945
...45........8923...83.2..4...9..4..3....5.92...23.85..1.......7........8.2...945
...45...9....8923...83.2..4...9.....3...45..2...23.85..1.......7........8.2...945
...45...9....8923...83.2..4...9..4..3....5..2...23.85..1.......7........8.2...945
..34.........8923...8..25.4...9.....3...45.92...23.85..1.......7........8.2...945
..34.........8923...8..25.4...9..4..3....5.92...23.85..1.......7........8.2...945
..34....9....8923...8..25.4...9.....3...45..2...23.85..1.......7........8.2...945
..34....9....8923...8..25.4...9..4..3....5..2...23.85..1.......7........8.2...945
...4.........8923...83.25.4...9.....3...45.92...23.85..1.......7........8.2...945
...4.........8923...83.25.4...9..4..3....5.92...23.85..1.......7........8.2...945
...4....9....8923...83.25.4...9.....3...45..2...23.85..1.......7........8.2...945
...4....9....8923...83.25.4...9..4..3....5..2...23.85..1.......7........8.2...945
..345........8923...8..2..4...9.....3...45.92...23.85..1.......7........8.....945
..345...9....8923...8..2..4...9.....3...45..2...23.85..1.......7........8.....945
..3..678...71...3...6.3.1.4....64.17...8.364....71.3...98...4..5............48...
..34.678...71...3...6.3.1......64.17...8.364....71.3...98...4..5............48...
..3..6.8...71...3...6.371.4....64.17...8.364....71.3...98...4..5............48...
..34.6.8...71...3...6.371......64.17...8.364....71.3...98...4..5............48...
..3..678...718..3...6.3.1.4....64.17...8..64....71.3...98...4..5..........1.4....
..34.678...718..3...6.3.1......64.17...8..64....71.3...98...4..5..........1.4....
..3..678...71...3...6.3.1.4....64.17...8..64....71.3...98...4..5..........1.48...
..34.678...71...3...6.3.1......64.17...8..64....71.3...98...4..5..........1.48...
..3..6.8...718..3...6.371.4....64.17...8..64....71.3...98...4..5..........1.4....
..34.6.8...718..3...6.371......64.17...8..64....71.3...98...4..5..........1.4....
..3..6.8...71...3...6.371.4....64.17...8..64....71.3...98...4..5..........1.48...
..34.6.8...71...3...6.371......64.17...8..64....71.3...98...4..5..........1.48...
..3...78...71....6..6.3.1.4....64.17...8.364....71.3...98...4..5............48...
..34..78...71....6..6.3.1......64.17...8.364....71.3...98...4..5............48...
..3....8...71....6..6.371.4....64.17...8.364....71.3...98...4..5............48...
..34...8...71....6..6.371......64.17...8.364....71.3...98...4..5............48...
..3...78...718...6..6.3.1.4....64.17...8...4....71.3...98...4..5..........1.4....
..34..78...718...6..6.3.1......64.17...8...4....71.3...98...4..5..........1.4....
..3...78...71....6..6.3.1.4....64.17...8...4....71.3...98...4..5..........1.48...
..34..78...71....6..6.3.1......64.17...8...4....71.3...98...4..5..........1.48...
..3....8...718...6..6.371.4....64.17...8...4....71.3...98...4..5..........1.4....
..34...8...718...6..6.371......64.17...8...4....71.3...98...4..5..........1.4....
..3....8...71....6..6.371.4....64.17...8...4....71.3...98...4..5..........1.48...
..34...8...71....6..6.371......64.17...8...4....71.3...98...4..5..........1.48...
- Paquita
- Posts: 132
- Joined: 11 November 2018
Re: The BxB classification of T&E(2) puzzles
by Paquita » Wed Aug 21, 2024 7:46 pm
And some B9B
- Code: Select all
..3..6.8..571...3.68.7...5..1563....7.65.8...83..7........6.91.........2..1....7.
.....6.8..571...3.68.7.3.5..156.....7.65.8...83..7........6.91.........2..1....7.
..3..6.8..571...3.68.7...5...153....7.56.8...83..7........6.91.........2.16....7.
.....6.8..571...3.68.7.3.5...15.....7.56.8...83..7........6.91.........2.16....7.
..3..6.8..571...3.68.7...5..1653....7.56.8...83..7........6.91.........2..1....7.
.....6.8..571...3.68.7.3.5..165.....7.56.8...83..7........6.91.........2..1....7.
..3.56.8...718..3.6..7...5..1863....53..7....7.68.5.......6.91.........2..1....7.
....56.8...718..3.6..7.3.5..186.....53..7....7.68.5.......6.91.........2..1....7.
..3.56.8...718..3.6..7...5...183....53..7....7.86.5.......6.91.........2.16....7.
....56.8...718..3.6..7.3.5...18.....53..7....7.86.5.......6.91.........2.16....7.
..3.56.8...718..3.6..7...5..1683....53..7....7.86.5.......6.91.........2..1....7.
....56.8...718..3.6..7.3.5..168.....53..7....7.86.5.......6.91.........2..1....7.
1.3....89.5...9.3..8...15.4.341...5881....4..9.5...3.1...6.....54.9.3.......7....
1.3....89.5...913..8....5.4.341...5881....4..9.5...3.1...6.....54.9.3.......7....
..3....89.5...913..8...15.4.341...5881....4..9.5...3.1...6.....54.9.3.......7....
1.3....89.5...9.3..8...15.4.341...58.1....4..9.5...3.1...6.....5489.3.......7....
1.3....89.5...913..8....5.4.341...58.1....4..9.5...3.1...6.....5489.3.......7....
..3....89.5...913..8...15.4.341...58.1....4..9.5...3.1...6.....5489.3.......7....
1.3....8945...9.3..8...15...3.1...5881....4..9.5...3.1...6.....54.9.3.......7....
1.3....8945...913..8....5...3.1...5881....4..9.5...3.1...6.....54.9.3.......7....
..3....8945...913..8...15...3.1...5881....4..9.5...3.1...6.....54.9.3.......7....
1.3....89.5...9.3......15.4.341...5.81....4..9.5...3.1...6.....5489.3.......7....
1.3....89.5...913.......5.4.341...5.81....4..9.5...3.1...6.....5489.3.......7....
..3....89.5...913......15.4.341...5.81....4..9.5...3.1...6.....5489.3.......7....
1.3....8945...9.3..8...15...3.1...58.1....4..9.5...3.1...6.....5489.3.......7....
1.3....8945...913..8....5...3.1...58.1....4..9.5...3.1...6.....5489.3.......7....
..3....8945...913..8...15...3.1...58.1....4..9.5...3.1...6.....5489.3.......7....
1.3....8945...9.3......15...3.1...5.81....4..9.5...3.1...6.....5489.3.......7....
1.3....8945...913.......5...3.1...5.81....4..9.5...3.1...6.....5489.3.......7....
..3....8945...913......15...3.1...5.81....4..9.5...3.1...6.....5489.3.......7....
.2..56...45......6..9.......1.....7..7.23..5..3..716.2....6712....3.2..7...5...63
.2..56...45......6..9.......1....3...7.23..5.....716.2....6712....3.2..7...5...63
.2..56...45......6..9.......1....3...7.23..5..3..716.2....6712....3.2..7...5...6.
.2345.....5...9.3.7....2.4.........8......1.....9.7.53.72..5..45.437....9..2.4...
.2345....45...9.3.7....2...........8......1.....9.7.53.72..5..45.437....9..2.4...
.23.5....45...9.3.7....2.4.........8......1.....9.7.53.72..5..45.437....9..2.4...
.2345.....5...9.3.7....2.4.........8......1.....927.53.72..5..45.437....9....4...
.2345....45...9.3.7....2...........8......1.....927.53.72..5..45.437....9....4...
.23.5....45...9.3.7....2.4.........8......1.....927.53.72..5..45.437....9....4...
.2345.....5...9.3.7......4.........8......1.....927.53.7...5..45.437....9..2.4...
.2345....45...9.3.7................8......1.....927.53.7...5..45.437....9..2.4...
.23.5....45...9.3.7......4.........8......1.....927.53.7...5..45.437....9..2.4...
.2..56...45......6..9.......1....37....2...5..7..316.2....6712....3.2..7...5...63
.2..56...45......6..9.......1....3.....27..5..7..316.2....6712....3.2..7...5...63
.2..56...45......6..9.......1.....7..3.2...5..7..316.2....6712....3.2..7...5...63
.2..56...45......6..9.......1....37..3.2...5..7...16.2....6712....3.2..7...5...6.
.2..56...45......6..9.......1....3...3.27..5..7...16.2....6712....3.2..7...5...6.
- Paquita
- Posts: 132
- Joined: 11 November 2018
Re: The BxB classification of T&E(2) puzzles
by denis_berthier » Thu Aug 22, 2024 3:33 am
Paquita wrote:Some more B10B
All have a tridagon, 64 (/147) are solved with the tridagon+W2+S3
Paquita wrote:And some B9B
All have a tridagon, 12 (/47) are solved with the tridagon+W2+S3
Until now, all the puzzles in BpB, p>7, have a (non-degenerate) tridagon
(if I haven't missed any. Without a database being kept updated, it's getting hard to be sure.)
- denis_berthier
- 2010 Supporter
- Posts: 4209
- Joined: 19 June 2007
- Location: Paris
