by P.O. » Sat May 13, 2023 5:41 pm
puzzle #1
basics:
- Code: Select all
QUINTE BOX: ((1 6 2) (7 9)) ((2 4 2) (2 7 9)) ((2 5 2) (1 3 7 9)) ((2 6 2) (1 2 3 7 9)) ((3 6 2) (1 2 3 9))
(((1 4 2) (4 5 6 7 9)) ((1 5 2) (4 5 6 7 9)) ((3 5 2) (1 3 5 6 9)))
QUINTE BOX: ((7 4 8) (4 6 7 9)) ((8 4 8) (2 4 6 7 9)) ((8 5 8) (4 6 7 9)) ((8 6 8) (2 7 9)) ((9 4 8) (2 9))
(((7 5 8) (3 4 6 7 8 9)) ((9 5 8) (1 3 8 9)) ((9 6 8) (1 2 3 8 9)))
- Code: Select all
1 689 68 456 456 79 578 2 3
4 5 238 279 1379 12379 178 6 789
239 269 7 8 56 1239 4 159 59
2578 1268 2568 3 578 4 9 157 25678
3578 1468 34568 579 2 789 135678 13457 5678
23578 248 9 1 578 6 3578 3457 2578
89 489 1 4679 38 5 2 379 679
259 3 245 24679 4679 279 567 8 1
6 7 258 29 138 138 35 359 4
3b2p569 => r3c6 <> 1,9
r2c5=3 - r7c5{n3 n8} - r9n8{c56 c3} - r2c3{n38 n2} - r3n2{c12 c6}
r2c6=3 - c3n3{r2 r5} - c3n4{r5 r8} - 89r7c12 - b9n9{r7c89 r9c8} - r9c4{n9 n2} - c6n2{r8 r3}
r3c6=3
bte:
- Code: Select all
( n1r3c8 n1r5c7 n1r4c2 n6r8c7 n6r7c4 n4r7c2 n4r6c8
n4r5c3 n3r2c3 n3r3c6 )
intersections:
((((9 0) (7 8 9) (3 7 9)) ((9 0) (9 8 9) (3 5 9)))
(((9 0) (7 1 7) (8 9)) ((9 0) (8 1 7) (2 5 9)))
(((8 0) (2 7 3) (7 8)) ((8 0) (2 9 3) (7 8 9)))
(((5 0) (9 7 9) (3 5)) ((5 0) (9 8 9) (3 5 9)))
ste.
puzzle #2
- Code: Select all
1 569 5678 4789 4579 589 4679 2 3
3 4 678 2789 1279 1289 679 5 678
578 59 2 6 34579 3589 1 4789 78
24568 256 568 1 269 7 3 4689 2568
24567 12356 13567 239 8 239 245679 4679 12567
2678 1236 9 5 236 4 267 678 12678
25 1235 4 2379 123579 6 8 37 257
256 7 356 2348 2345 2358 256 1 9
9 8 1356 237 12357 1235 2567 367 4
n6r4c5 OR n6r6c5 => r7c9 <> 5,7
bte:
- Code: Select all
( n2r7c9 n5r7c1 n2r8c1 )
intersections:
((((6 0) (8 3 7) (3 6)) ((6 0) (9 3 7) (1 3 6)))
(((6 0) (4 1 4) (4 6 8)) ((6 0) (5 1 4) (4 6 7)) ((6 0) (6 1 4) (6 7 8)))
(((5 0) (8 7 9) (5 6)) ((5 0) (9 7 9) (5 6 7)))
ste.
n6r4c5 context:
- Code: Select all
((6 0) (4 5 5) (2 6 9)) n6r4c5
((9 1 10) (4 8 6) (4 6 8 9)) n9r4c8
((9 1 1 11) ((5 4 5) (2 3 9)) ((5 6 5) (2 3 9))) n9r5c46
((9 1 10) (4 8 6) (4 6 8 9)) n9r4c8
((4 2 10) (4 1 4) (2 4 5 6 8)) n4r4c1
((4 2 1 11) ((5 7 6) (2 4 5 6 7 9)) ((5 8 6) (4 6 7 9))) n4r5c78
((9 2 2 2) ((1 7 3) (4 6 7 9)) ((2 7 3) (6 7 9))) n9r12c7
((9 2 1 2) ((5 4 5) (2 3 9)) ((5 6 5) (2 3 9))) n9r5c46
- Code: Select all
1 569 5678 4789 4579 589 4679 2 3
3 4 678 2789 1279 1289 679 5 678
578 59 2 6 34579 3589 1 478 78
4 25 58 1 6 7 3 9 258
2567 12356 13567 239 8 239 24567 467 12567
2678 1236 9 5 23 4 267 678 12678
25 1235 4 2379 123579 6 8 37 257
256 7 356 2348 2345 2358 256 1 9
9 8 1356 237 12357 1235 2567 367 4
5r7c9 => r3c1 <> 5,7,8
r7c9=5 - c7n5{r89 r5} - c7n4{r5 r1} - 78r3c89 - c1n8{r3 r6} - r4c3{n8 n5} - b7n5{r89c3 r8c1}
=> r7c9 <> 5
7r7c9 => r36c8 <> 8
r7c9=7 - r3c9{n7 n8} - c1n8{r3 r6}
=> r7c9 <> 7
n6r6c5 context:
- Code: Select all
((6 0) (6 5 5) (2 3 6)) n6r6c5
((3 1 10) (6 2 4) (1 2 3 6)) n3r6c2
((3 1 1 11) ((5 4 5) (2 3 9)) ((5 6 5) (2 3 9))) n3r5c46
((3 1 10) (6 2 4) (1 2 3 6)) n3r6c2
((1 2 10) (6 9 6) (1 2 6 7 8)) n1r6c9
((1 2 1 11) ((5 2 4) (1 2 3 5 6)) ((5 3 4) (1 3 5 6 7))) n1r5c23
((3 2 1 2) ((5 4 5) (2 3 9)) ((5 6 5) (2 3 9))) n3r5c46
((3 2 2 2) ((8 3 7) (3 5 6)) ((9 3 7) (1 3 5 6))) n3r89c3
- Code: Select all
1 569 5678 4789 4579 589 4679 2 3
3 4 678 2789 1279 1289 679 5 678
578 59 2 6 34579 3589 1 4789 78
24568 256 568 1 29 7 3 4689 2568
24567 1256 1567 239 8 239 245679 4679 2567
278 3 9 5 6 4 27 78 1
25 125 4 2379 123579 6 8 37 257
256 7 356 2348 2345 2358 256 1 9
9 8 1356 237 12357 1235 2567 367 4
5r7c9 => two 2s in b8
r7c9=5 - r7c1{n5 n2} - r6n2{c1 c7} - r89n2{c89 c456}
=> r7c9 <> 5
7r7c9 => r3c1 <> 5,7,8
r7c9=7 - 36r79c8 - 25r89c7 - r6n2{c7 c1} - r7c1{n2 n5}
r7c9=7 - 36r79c8 - 25r89c7 - r6c7{n2 n7} - c8n7{r56 r3}
r7c9=7 - r3c9{n7 n8}
=> r7c9 <> 7
