120300000400200000000000500607000800000120000000000000005008000000047010000000003
003000009050008200000007000609000300000501070000000000070000010500060000000090000
003000009050100000700200000040000030800700000000009002602000100000043000000000000
003000009050100000800200000040000300700800000000009002602000010000043000000000000
003000009050200000800700000200000050000043006000090000004000000030000000000800270
003000009050700000700200000040000300800100000000009002602000070000043000000000000
003000009050800000800200000040000030700100000000009002602000800000043000000000000
003000009070800000800200000046007000000000850000000020500000000000063000000040003
003000080050009000700200000200000003000038010000004000048000000000600207000000000
003000080050009000700200000200000003000038090000004000048000000000600207000000000
120400000500000000000900630030000090000005070000001000200000004090300000000000001
120400000500000000000900630030000090000005070000001000600000004090300000000000001
120400000500000000000900630030000090000005800000001000008300000090000000000004001
120400000500000000000900630030000900000031800000005000090600000000000001000000020
120400000500000000000900630030000900000081004000005000800000001090600000000000000
120400000500000000000900630030007900000015800000000000090600000000000001000000002
120400000500000000000900630030700902090000000000000001400001000000005000000000300
120400000500000000000900630039000800000005001000000000200001004080000900000000000
120400000500000000000900630040000800000031070000005000090670000000000001000000000
120400000500000000000900630060000970000015000000000000001003000000700092000000000
120400000500000000000900630070800900060000000000000001000000802000035000000010000
120400000500000000000900630079000000000003502000000001040000090000025000000000000
120400000500000000000900630090000002004700000000000800007000900000025001000000000
120400000500000000000900630090002000030000900000005800800000000000000021000300000
120400000500000000000900630096000800000005001000000000200001000000000904000800000
120400000500000000000900630096000800000005001000000000200301000080000900000000000
120400000500000000000900630200000004090300000000000001030000090000005070000001000
120400000500000000000900630200001000000000904000800000096000800000005001000000000
120400000500000000000900630200001800004000300000005000006300000400000001000000000
120400000500000000000900630200301000080000900000000000096000800000005001000000000
120400000500000000000900630300001000000000470000000900007600000009000000000005001
120400000500000000000900630300001000004000070000030900009000000007000000000005001
120400000500000000000900630300005800040000900000001000009600000000003001000000000
coloin wrote:Papy has forwarded these 17-sudoku puzzles.
They might be new - Gordon's list hasnt changed for some time.......currently 36628.
# Papy # gfroyle
1 20187
2 15211
3 15211
4 35626
5 15210
6 15210
7 12496
8 5125
9 invalid
10 7881
11 7880
12 4805
13 35133
14 6998
15 24695
16 27857
17 10939
18 31031
19 33648
20 35581
21 17
22 14309
23 464
24 7247
25 28148
26 7881
27 7247
28 10788
29 28148
30 34723
31 1696
32 16894
123400000500000000000700600200005900090000800000001000060900000000000031000000000
123400000600000000000070500047000900000102000000000000080090000000000013000000002
123400000600000000000070500047000900000201000000000000080090000000000013000000002
123400000600000000000070500080095000000000014000000000059000800000100060000000000
123400000600000000000070500080095000000000014000000000095000800000100060000000000
123400000600000000000070500090085000000000041000000000058000900000100006000000000
123400000600000000000070500090085000000000041000000000085000900000100006000000000
123400000700000000000800500050600000900000040000000071000031000000000400000070000
123400000700000000000800500080300000000000016000000007600000000000000430000017000
123400000700000000000900500050600000800000040000000017000031000000000400000070000
123400000700000600000100000608000007000502010000000000010000040000080000000060000
123400000700900000000000500400000001000005020000080000059000800000107000000000000
123400000800000500000900000090000040000078010000005000040300020000000800000000000
123400000800000500000900000090000060000078010000005000060300020000000800000000000
123400000800000600000090050060308000000100002000000000050060000000000803000000000
123400000900000000000000500040000800000309000000710000050068000000000010000000030
123400000900000000000000506040000008000035000000010000670800000000000130000000000
123400000900000000000000506670800000000000130000000000040000008000035000000010000
Wolfgang wrote:After altering the method slightly again i now found 31 17-clues so far, only this one is not in the current list:
- Code: Select all
120300000400200000000000500607000800000120000000000000005008000000047010000000003
000570200308000000000000000074000030020010000000000006600308000800400000000000100
coloin wrote:Well done Papy
I was going to say - you have obviously got a method to make 17s.....so why dont you post the whole lot to see if you have found any new ones....
gfroyle ran his program for a full year......
But I believe the list that you posted above "look" to be new !
It depends on the normalization you use........just because they begin 1234 doesnt mean they are new of course....and many of Gfroyles 17s which have 3 consecutive clues in a box can be made to start 1234
C
gsf wrote:this is isomorphic to this one in gordon's catalog
- Code: Select all
000570200308000000000000000074000030020010000000000006600308000800400000000000100
ravel wrote:gsf wrote:this is isomorphic to this one in gordon's catalog
- Code: Select all
000570200308000000000000000074000030020010000000000006600308000800400000000000100
But it has not been in the list one year before - Wolfgang was the first, who published it.
+---+---+---+ +---+---+---+
|7.3|8..|...| |753|842|6..|
|...|6..|4..| |891|657|432|
|2..|...|...| |264|319|7..|
+---+---+---+ +---+---+---+
|...|...|.73| |186|294|573|
|.4.|1..|...| |547|1..|2..|
|...|...|...| |932|765|8..|
+---+---+---+ +---+---+---+
|61.|...|9..| |615|4..|927|
|...|.2.|1..| |379|526|1..|
|..8|.7.|...| |428|971|3..|
+---+---+---+ +---+---+---+ 17 clues solves the first vertical band
120000080400900000000007003097000500000084000000000000800020010000500900000000000
120006000400000010000700500005010000006000900000004000008900000600000000000000042