by P.O. » Fri Jun 09, 2023 5:18 pm
basics:
- Code: Select all
( n1r9c8 n4r4c5 )
intersections:
((((8 0) (8 8 9) (4 5 7 8)) ((8 0) (8 9 9) (5 7 8)))
(((7 0) (4 6 5) (3 6 7 8)) ((7 0) (5 6 5) (2 6 7 8 9)) ((7 0) (6 6 5) (2 6 7 8)))
(((6 0) (3 8 3) (2 4 6 7)) ((6 0) (3 9 3) (1 6 7))))
TRIPLET COL: ((5 7 6) (2 5 7)) ((6 7 6) (2 5 7)) ((7 7 9) (5 7))
(((1 7 3) (2 3 7 9)) ((2 7 3) (2 3 4 5 9)) ((9 7 9) (4 5)))
( n4r9c7 n8r9c1 )
intersections:
((((5 0) (9 2 7) (3 5)) ((5 0) (9 3 7) (5 9)))
(((2 0) (5 7 6) (2 5 7)) ((2 0) (6 7 6) (2 5 7))))
QUAD ROW: ((1 2 1) (1 2 8)) ((1 3 1) (1 2 8)) ((1 8 3) (2 7)) ((1 9 3) (1 7))
(((1 4 2) (1 2 3 7 9)))
( n7r3c4 )
intersection:
((((1 0) (5 4 5) (1 2 5 9)) ((1 0) (6 4 5) (1 2 5))))
- Code: Select all
5 128 128 39 6 4 39 27 17
146 126 7 8 1239 239 39 245 15
3 9 124 7 12 5 8 246 16
2 5678 58 35 4 3678 1 5678 9
167 4 158 1259 2589 26789 257 3 5678
9 15678 3 125 258 2678 257 5678 4
17 127 6 4 258 28 57 9 3
47 237 249 2359 2359 1 6 578 578
8 35 59 6 7 39 4 1 2
7r8c2 => r2c2 <> 1,2,6
r8c2=7 - c1n7{r78 r5} - c9n7{r5 r1} - r1n1{c9 c23}
r8c2=7 - r7c1{n7 n1} - r7c2{n17 n2}
r8c2=7 - c1n7{r78 r5} - c1n6{r5 r2}
=> r8c2 <> 7
4r3c8 => r5c1679 <> 7
let A be r3c8=4 - c3n4{r3 r8} - r8c1{n4 n7}
let B be r3c8=4 - c3n4{r3 r8} - c3n9{r8 r9} - r9c6{n9 n3} - c5n3{r8 r2}
A
A - r7n7{c12 c7}
B - r2c7{n3 n9} - c6n9{r2 r5}
B - c5n1{r2 r3} - b2n2{r3c5 r2c6} - c8n2{r2 r1} - r1n7{c8 c9}
=> r3c8 <> 4
8r7c5 => r5c34579 <> 5
let A be r7c5=8 - r7c6{n8 n2} - b2n2{r2c6 r23c5} - r6c5{n28 n5}
let B be r7c5=8 - r7c6{n8 n2} - 17r7c12
A
A - r4c4{n5 n3} - r1c4{n3 n9} - r2c6{n29 n3} - r9c6{n3 n9} - r9c3{n9 n5}
B - r7c7{n7 n5}
B - r8c1{n7 n4} - r2n4{c1 c8} - r2n5{c8 c9}
=> r7c5 <> 8
bte:
- Code: Select all
( n4r2c8 n4r3c3 n5r2c9 n8r7c6 n4r8c1 )
intersection:
((((7 0) (8 8 9) (5 7 8)) ((7 0) (8 9 9) (7 8)))
ste.