YES After renaming modulo { 0->0, 1->1, 2->2, 3->3, 4->4, 5->5 }, it remains to prove termination of the 50-rule system { 0 1 1 -> 1 2 1 2 0 , 0 3 1 -> 1 3 2 2 0 , 0 3 1 -> 3 2 1 2 0 , 0 3 1 -> 1 3 3 3 2 0 , 0 4 1 -> 2 1 2 0 4 , 0 0 4 5 -> 0 0 2 5 4 , 0 1 4 1 -> 0 1 2 2 4 1 , 0 1 4 5 -> 4 0 1 2 5 4 , 0 1 5 1 -> 1 2 2 5 0 1 , 0 1 5 3 -> 0 5 3 2 1 , 0 2 4 1 -> 1 3 3 2 0 4 , 0 2 4 1 -> 4 2 1 2 0 4 , 0 2 4 5 -> 0 2 2 5 0 4 , 0 3 1 5 -> 0 1 2 5 3 , 0 3 1 5 -> 1 2 5 3 0 4 , 0 3 5 1 -> 1 2 5 3 0 , 0 3 5 1 -> 0 5 2 1 2 3 , 0 3 5 5 -> 0 3 2 5 5 , 0 4 0 1 -> 2 0 4 4 0 1 , 0 4 1 5 -> 1 2 5 0 4 , 0 4 3 5 -> 0 4 3 2 5 4 , 0 4 5 1 -> 2 5 4 4 0 1 , 3 0 1 5 -> 3 1 4 0 5 4 , 3 0 3 1 -> 1 3 3 2 0 , 3 0 3 5 -> 3 2 5 0 2 3 , 3 3 0 1 -> 0 1 3 2 2 3 , 3 4 5 1 -> 3 2 5 4 2 1 , 4 1 3 5 -> 1 2 5 3 4 4 , 4 1 5 1 -> 4 4 5 1 2 1 , 4 4 1 5 -> 4 1 2 5 4 , 0 1 4 5 5 -> 0 5 1 4 2 5 , 0 2 1 4 5 -> 0 0 1 2 5 4 , 0 2 1 5 5 -> 0 1 2 2 5 5 , 0 4 2 4 1 -> 1 3 2 0 4 4 , 0 4 5 4 3 -> 2 5 0 4 4 3 , 0 5 1 5 1 -> 0 5 1 1 2 5 , 0 5 2 1 5 -> 1 2 5 5 0 4 , 0 5 2 4 1 -> 4 5 2 1 2 0 , 3 0 1 4 1 -> 0 4 4 1 3 1 , 3 0 1 4 1 -> 4 3 2 0 1 1 , 3 0 3 5 5 -> 3 3 2 5 0 5 , 3 0 5 3 1 -> 1 0 3 3 2 5 , 4 0 1 4 1 -> 4 4 0 1 3 1 , 4 0 1 5 1 -> 0 1 2 5 4 1 , 4 0 2 4 5 -> 4 0 2 5 0 4 , 4 1 1 5 1 -> 1 1 2 5 4 1 , 4 5 1 4 1 -> 4 4 1 2 1 5 , 4 5 2 3 1 -> 4 3 1 2 2 5 , 4 5 4 3 1 -> 4 1 2 5 3 4 , 4 5 5 3 1 -> 1 3 2 5 5 4 } The system was reversed. After renaming modulo { 1->0, 0->1, 2->2, 3->3, 4->4, 5->5 }, it remains to prove termination of the 50-rule system { 0 0 1 -> 1 2 0 2 0 , 0 3 1 -> 1 2 2 3 0 , 0 3 1 -> 1 2 0 2 3 , 0 3 1 -> 1 2 3 3 3 0 , 0 4 1 -> 4 1 2 0 2 , 5 4 1 1 -> 4 5 2 1 1 , 0 4 0 1 -> 0 4 2 2 0 1 , 5 4 0 1 -> 4 5 2 0 1 4 , 0 5 0 1 -> 0 1 5 2 2 0 , 3 5 0 1 -> 0 2 3 5 1 , 0 4 2 1 -> 4 1 2 3 3 0 , 0 4 2 1 -> 4 1 2 0 2 4 , 5 4 2 1 -> 4 1 5 2 2 1 , 5 0 3 1 -> 3 5 2 0 1 , 5 0 3 1 -> 4 1 3 5 2 0 , 0 5 3 1 -> 1 3 5 2 0 , 0 5 3 1 -> 3 2 0 2 5 1 , 5 5 3 1 -> 5 5 2 3 1 , 0 1 4 1 -> 0 1 4 4 1 2 , 5 0 4 1 -> 4 1 5 2 0 , 5 3 4 1 -> 4 5 2 3 4 1 , 0 5 4 1 -> 0 1 4 4 5 2 , 5 0 1 3 -> 4 5 1 4 0 3 , 0 3 1 3 -> 1 2 3 3 0 , 5 3 1 3 -> 3 2 1 5 2 3 , 0 1 3 3 -> 3 2 2 3 0 1 , 0 5 4 3 -> 0 2 4 5 2 3 , 5 3 0 4 -> 4 4 3 5 2 0 , 0 5 0 4 -> 0 2 0 5 4 4 , 5 0 4 4 -> 4 5 2 0 4 , 5 5 4 0 1 -> 5 2 4 0 5 1 , 5 4 0 2 1 -> 4 5 2 0 1 1 , 5 5 0 2 1 -> 5 5 2 2 0 1 , 0 4 2 4 1 -> 4 4 1 2 3 0 , 3 4 5 4 1 -> 3 4 4 1 5 2 , 0 5 0 5 1 -> 5 2 0 0 5 1 , 5 0 2 5 1 -> 4 1 5 5 2 0 , 0 4 2 5 1 -> 1 2 0 2 5 4 , 0 4 0 1 3 -> 0 3 0 4 4 1 , 0 4 0 1 3 -> 0 0 1 2 3 4 , 5 5 3 1 3 -> 5 1 5 2 3 3 , 0 3 5 1 3 -> 5 2 3 3 1 0 , 0 4 0 1 4 -> 0 3 0 1 4 4 , 0 5 0 1 4 -> 0 4 5 2 0 1 , 5 4 2 1 4 -> 4 1 5 2 1 4 , 0 5 0 0 4 -> 0 4 5 2 0 0 , 0 4 0 5 4 -> 5 0 2 0 4 4 , 0 3 2 5 4 -> 5 2 2 0 3 4 , 0 3 4 5 4 -> 4 3 5 2 0 4 , 0 3 5 5 4 -> 4 5 5 2 3 0 } Applying sparse 2-tiling [Hofbauer/Geser/Waldmann, FSCD 2019]. After renaming modulo { (0,0)->0, (0,1)->1, (1,0)->2, (1,2)->3, (2,0)->4, (0,2)->5, (1,1)->6, (1,3)->7, (0,3)->8, (1,4)->9, (0,4)->10, (1,5)->11, (0,5)->12, (1,7)->13, (0,7)->14, (2,1)->15, (3,0)->16, (3,1)->17, (4,0)->18, (4,1)->19, (5,0)->20, (5,1)->21, (6,0)->22, (6,1)->23, (2,2)->24, (2,3)->25, (3,2)->26, (3,3)->27, (3,4)->28, (3,5)->29, (3,7)->30, (2,4)->31, (2,5)->32, (2,7)->33, (4,4)->34, (5,4)->35, (6,4)->36, (4,5)->37, (5,2)->38, (5,5)->39, (6,5)->40, (4,2)->41, (4,3)->42, (4,7)->43, (5,3)->44, (6,3)->45 }, it remains to prove termination of the 2450-rule system { 0 0 1 2 -> 1 3 4 5 4 0 , 0 0 1 6 -> 1 3 4 5 4 1 , 0 0 1 3 -> 1 3 4 5 4 5 , 0 0 1 7 -> 1 3 4 5 4 8 , 0 0 1 9 -> 1 3 4 5 4 10 , 0 0 1 11 -> 1 3 4 5 4 12 , 0 0 1 13 -> 1 3 4 5 4 14 , 2 0 1 2 -> 6 3 4 5 4 0 , 2 0 1 6 -> 6 3 4 5 4 1 , 2 0 1 3 -> 6 3 4 5 4 5 , 2 0 1 7 -> 6 3 4 5 4 8 , 2 0 1 9 -> 6 3 4 5 4 10 , 2 0 1 11 -> 6 3 4 5 4 12 , 2 0 1 13 -> 6 3 4 5 4 14 , 4 0 1 2 -> 15 3 4 5 4 0 , 4 0 1 6 -> 15 3 4 5 4 1 , 4 0 1 3 -> 15 3 4 5 4 5 , 4 0 1 7 -> 15 3 4 5 4 8 , 4 0 1 9 -> 15 3 4 5 4 10 , 4 0 1 11 -> 15 3 4 5 4 12 , 4 0 1 13 -> 15 3 4 5 4 14 , 16 0 1 2 -> 17 3 4 5 4 0 , 16 0 1 6 -> 17 3 4 5 4 1 , 16 0 1 3 -> 17 3 4 5 4 5 , 16 0 1 7 -> 17 3 4 5 4 8 , 16 0 1 9 -> 17 3 4 5 4 10 , 16 0 1 11 -> 17 3 4 5 4 12 , 16 0 1 13 -> 17 3 4 5 4 14 , 18 0 1 2 -> 19 3 4 5 4 0 , 18 0 1 6 -> 19 3 4 5 4 1 , 18 0 1 3 -> 19 3 4 5 4 5 , 18 0 1 7 -> 19 3 4 5 4 8 , 18 0 1 9 -> 19 3 4 5 4 10 , 18 0 1 11 -> 19 3 4 5 4 12 , 18 0 1 13 -> 19 3 4 5 4 14 , 20 0 1 2 -> 21 3 4 5 4 0 , 20 0 1 6 -> 21 3 4 5 4 1 , 20 0 1 3 -> 21 3 4 5 4 5 , 20 0 1 7 -> 21 3 4 5 4 8 , 20 0 1 9 -> 21 3 4 5 4 10 , 20 0 1 11 -> 21 3 4 5 4 12 , 20 0 1 13 -> 21 3 4 5 4 14 , 22 0 1 2 -> 23 3 4 5 4 0 , 22 0 1 6 -> 23 3 4 5 4 1 , 22 0 1 3 -> 23 3 4 5 4 5 , 22 0 1 7 -> 23 3 4 5 4 8 , 22 0 1 9 -> 23 3 4 5 4 10 , 22 0 1 11 -> 23 3 4 5 4 12 , 22 0 1 13 -> 23 3 4 5 4 14 , 0 8 17 2 -> 1 3 24 25 16 0 , 0 8 17 6 -> 1 3 24 25 16 1 , 0 8 17 3 -> 1 3 24 25 16 5 , 0 8 17 7 -> 1 3 24 25 16 8 , 0 8 17 9 -> 1 3 24 25 16 10 , 0 8 17 11 -> 1 3 24 25 16 12 , 0 8 17 13 -> 1 3 24 25 16 14 , 2 8 17 2 -> 6 3 24 25 16 0 , 2 8 17 6 -> 6 3 24 25 16 1 , 2 8 17 3 -> 6 3 24 25 16 5 , 2 8 17 7 -> 6 3 24 25 16 8 , 2 8 17 9 -> 6 3 24 25 16 10 , 2 8 17 11 -> 6 3 24 25 16 12 , 2 8 17 13 -> 6 3 24 25 16 14 , 4 8 17 2 -> 15 3 24 25 16 0 , 4 8 17 6 -> 15 3 24 25 16 1 , 4 8 17 3 -> 15 3 24 25 16 5 , 4 8 17 7 -> 15 3 24 25 16 8 , 4 8 17 9 -> 15 3 24 25 16 10 , 4 8 17 11 -> 15 3 24 25 16 12 , 4 8 17 13 -> 15 3 24 25 16 14 , 16 8 17 2 -> 17 3 24 25 16 0 , 16 8 17 6 -> 17 3 24 25 16 1 , 16 8 17 3 -> 17 3 24 25 16 5 , 16 8 17 7 -> 17 3 24 25 16 8 , 16 8 17 9 -> 17 3 24 25 16 10 , 16 8 17 11 -> 17 3 24 25 16 12 , 16 8 17 13 -> 17 3 24 25 16 14 , 18 8 17 2 -> 19 3 24 25 16 0 , 18 8 17 6 -> 19 3 24 25 16 1 , 18 8 17 3 -> 19 3 24 25 16 5 , 18 8 17 7 -> 19 3 24 25 16 8 , 18 8 17 9 -> 19 3 24 25 16 10 , 18 8 17 11 -> 19 3 24 25 16 12 , 18 8 17 13 -> 19 3 24 25 16 14 , 20 8 17 2 -> 21 3 24 25 16 0 , 20 8 17 6 -> 21 3 24 25 16 1 , 20 8 17 3 -> 21 3 24 25 16 5 , 20 8 17 7 -> 21 3 24 25 16 8 , 20 8 17 9 -> 21 3 24 25 16 10 , 20 8 17 11 -> 21 3 24 25 16 12 , 20 8 17 13 -> 21 3 24 25 16 14 , 22 8 17 2 -> 23 3 24 25 16 0 , 22 8 17 6 -> 23 3 24 25 16 1 , 22 8 17 3 -> 23 3 24 25 16 5 , 22 8 17 7 -> 23 3 24 25 16 8 , 22 8 17 9 -> 23 3 24 25 16 10 , 22 8 17 11 -> 23 3 24 25 16 12 , 22 8 17 13 -> 23 3 24 25 16 14 , 0 8 17 2 -> 1 3 4 5 25 16 , 0 8 17 6 -> 1 3 4 5 25 17 , 0 8 17 3 -> 1 3 4 5 25 26 , 0 8 17 7 -> 1 3 4 5 25 27 , 0 8 17 9 -> 1 3 4 5 25 28 , 0 8 17 11 -> 1 3 4 5 25 29 , 0 8 17 13 -> 1 3 4 5 25 30 , 2 8 17 2 -> 6 3 4 5 25 16 , 2 8 17 6 -> 6 3 4 5 25 17 , 2 8 17 3 -> 6 3 4 5 25 26 , 2 8 17 7 -> 6 3 4 5 25 27 , 2 8 17 9 -> 6 3 4 5 25 28 , 2 8 17 11 -> 6 3 4 5 25 29 , 2 8 17 13 -> 6 3 4 5 25 30 , 4 8 17 2 -> 15 3 4 5 25 16 , 4 8 17 6 -> 15 3 4 5 25 17 , 4 8 17 3 -> 15 3 4 5 25 26 , 4 8 17 7 -> 15 3 4 5 25 27 , 4 8 17 9 -> 15 3 4 5 25 28 , 4 8 17 11 -> 15 3 4 5 25 29 , 4 8 17 13 -> 15 3 4 5 25 30 , 16 8 17 2 -> 17 3 4 5 25 16 , 16 8 17 6 -> 17 3 4 5 25 17 , 16 8 17 3 -> 17 3 4 5 25 26 , 16 8 17 7 -> 17 3 4 5 25 27 , 16 8 17 9 -> 17 3 4 5 25 28 , 16 8 17 11 -> 17 3 4 5 25 29 , 16 8 17 13 -> 17 3 4 5 25 30 , 18 8 17 2 -> 19 3 4 5 25 16 , 18 8 17 6 -> 19 3 4 5 25 17 , 18 8 17 3 -> 19 3 4 5 25 26 , 18 8 17 7 -> 19 3 4 5 25 27 , 18 8 17 9 -> 19 3 4 5 25 28 , 18 8 17 11 -> 19 3 4 5 25 29 , 18 8 17 13 -> 19 3 4 5 25 30 , 20 8 17 2 -> 21 3 4 5 25 16 , 20 8 17 6 -> 21 3 4 5 25 17 , 20 8 17 3 -> 21 3 4 5 25 26 , 20 8 17 7 -> 21 3 4 5 25 27 , 20 8 17 9 -> 21 3 4 5 25 28 , 20 8 17 11 -> 21 3 4 5 25 29 , 20 8 17 13 -> 21 3 4 5 25 30 , 22 8 17 2 -> 23 3 4 5 25 16 , 22 8 17 6 -> 23 3 4 5 25 17 , 22 8 17 3 -> 23 3 4 5 25 26 , 22 8 17 7 -> 23 3 4 5 25 27 , 22 8 17 9 -> 23 3 4 5 25 28 , 22 8 17 11 -> 23 3 4 5 25 29 , 22 8 17 13 -> 23 3 4 5 25 30 , 0 8 17 2 -> 1 3 25 27 27 16 0 , 0 8 17 6 -> 1 3 25 27 27 16 1 , 0 8 17 3 -> 1 3 25 27 27 16 5 , 0 8 17 7 -> 1 3 25 27 27 16 8 , 0 8 17 9 -> 1 3 25 27 27 16 10 , 0 8 17 11 -> 1 3 25 27 27 16 12 , 0 8 17 13 -> 1 3 25 27 27 16 14 , 2 8 17 2 -> 6 3 25 27 27 16 0 , 2 8 17 6 -> 6 3 25 27 27 16 1 , 2 8 17 3 -> 6 3 25 27 27 16 5 , 2 8 17 7 -> 6 3 25 27 27 16 8 , 2 8 17 9 -> 6 3 25 27 27 16 10 , 2 8 17 11 -> 6 3 25 27 27 16 12 , 2 8 17 13 -> 6 3 25 27 27 16 14 , 4 8 17 2 -> 15 3 25 27 27 16 0 , 4 8 17 6 -> 15 3 25 27 27 16 1 , 4 8 17 3 -> 15 3 25 27 27 16 5 , 4 8 17 7 -> 15 3 25 27 27 16 8 , 4 8 17 9 -> 15 3 25 27 27 16 10 , 4 8 17 11 -> 15 3 25 27 27 16 12 , 4 8 17 13 -> 15 3 25 27 27 16 14 , 16 8 17 2 -> 17 3 25 27 27 16 0 , 16 8 17 6 -> 17 3 25 27 27 16 1 , 16 8 17 3 -> 17 3 25 27 27 16 5 , 16 8 17 7 -> 17 3 25 27 27 16 8 , 16 8 17 9 -> 17 3 25 27 27 16 10 , 16 8 17 11 -> 17 3 25 27 27 16 12 , 16 8 17 13 -> 17 3 25 27 27 16 14 , 18 8 17 2 -> 19 3 25 27 27 16 0 , 18 8 17 6 -> 19 3 25 27 27 16 1 , 18 8 17 3 -> 19 3 25 27 27 16 5 , 18 8 17 7 -> 19 3 25 27 27 16 8 , 18 8 17 9 -> 19 3 25 27 27 16 10 , 18 8 17 11 -> 19 3 25 27 27 16 12 , 18 8 17 13 -> 19 3 25 27 27 16 14 , 20 8 17 2 -> 21 3 25 27 27 16 0 , 20 8 17 6 -> 21 3 25 27 27 16 1 , 20 8 17 3 -> 21 3 25 27 27 16 5 , 20 8 17 7 -> 21 3 25 27 27 16 8 , 20 8 17 9 -> 21 3 25 27 27 16 10 , 20 8 17 11 -> 21 3 25 27 27 16 12 , 20 8 17 13 -> 21 3 25 27 27 16 14 , 22 8 17 2 -> 23 3 25 27 27 16 0 , 22 8 17 6 -> 23 3 25 27 27 16 1 , 22 8 17 3 -> 23 3 25 27 27 16 5 , 22 8 17 7 -> 23 3 25 27 27 16 8 , 22 8 17 9 -> 23 3 25 27 27 16 10 , 22 8 17 11 -> 23 3 25 27 27 16 12 , 22 8 17 13 -> 23 3 25 27 27 16 14 , 0 10 19 2 -> 10 19 3 4 5 4 , 0 10 19 6 -> 10 19 3 4 5 15 , 0 10 19 3 -> 10 19 3 4 5 24 , 0 10 19 7 -> 10 19 3 4 5 25 , 0 10 19 9 -> 10 19 3 4 5 31 , 0 10 19 11 -> 10 19 3 4 5 32 , 0 10 19 13 -> 10 19 3 4 5 33 , 2 10 19 2 -> 9 19 3 4 5 4 , 2 10 19 6 -> 9 19 3 4 5 15 , 2 10 19 3 -> 9 19 3 4 5 24 , 2 10 19 7 -> 9 19 3 4 5 25 , 2 10 19 9 -> 9 19 3 4 5 31 , 2 10 19 11 -> 9 19 3 4 5 32 , 2 10 19 13 -> 9 19 3 4 5 33 , 4 10 19 2 -> 31 19 3 4 5 4 , 4 10 19 6 -> 31 19 3 4 5 15 , 4 10 19 3 -> 31 19 3 4 5 24 , 4 10 19 7 -> 31 19 3 4 5 25 , 4 10 19 9 -> 31 19 3 4 5 31 , 4 10 19 11 -> 31 19 3 4 5 32 , 4 10 19 13 -> 31 19 3 4 5 33 , 16 10 19 2 -> 28 19 3 4 5 4 , 16 10 19 6 -> 28 19 3 4 5 15 , 16 10 19 3 -> 28 19 3 4 5 24 , 16 10 19 7 -> 28 19 3 4 5 25 , 16 10 19 9 -> 28 19 3 4 5 31 , 16 10 19 11 -> 28 19 3 4 5 32 , 16 10 19 13 -> 28 19 3 4 5 33 , 18 10 19 2 -> 34 19 3 4 5 4 , 18 10 19 6 -> 34 19 3 4 5 15 , 18 10 19 3 -> 34 19 3 4 5 24 , 18 10 19 7 -> 34 19 3 4 5 25 , 18 10 19 9 -> 34 19 3 4 5 31 , 18 10 19 11 -> 34 19 3 4 5 32 , 18 10 19 13 -> 34 19 3 4 5 33 , 20 10 19 2 -> 35 19 3 4 5 4 , 20 10 19 6 -> 35 19 3 4 5 15 , 20 10 19 3 -> 35 19 3 4 5 24 , 20 10 19 7 -> 35 19 3 4 5 25 , 20 10 19 9 -> 35 19 3 4 5 31 , 20 10 19 11 -> 35 19 3 4 5 32 , 20 10 19 13 -> 35 19 3 4 5 33 , 22 10 19 2 -> 36 19 3 4 5 4 , 22 10 19 6 -> 36 19 3 4 5 15 , 22 10 19 3 -> 36 19 3 4 5 24 , 22 10 19 7 -> 36 19 3 4 5 25 , 22 10 19 9 -> 36 19 3 4 5 31 , 22 10 19 11 -> 36 19 3 4 5 32 , 22 10 19 13 -> 36 19 3 4 5 33 , 12 35 19 6 2 -> 10 37 38 15 6 2 , 12 35 19 6 6 -> 10 37 38 15 6 6 , 12 35 19 6 3 -> 10 37 38 15 6 3 , 12 35 19 6 7 -> 10 37 38 15 6 7 , 12 35 19 6 9 -> 10 37 38 15 6 9 , 12 35 19 6 11 -> 10 37 38 15 6 11 , 12 35 19 6 13 -> 10 37 38 15 6 13 , 11 35 19 6 2 -> 9 37 38 15 6 2 , 11 35 19 6 6 -> 9 37 38 15 6 6 , 11 35 19 6 3 -> 9 37 38 15 6 3 , 11 35 19 6 7 -> 9 37 38 15 6 7 , 11 35 19 6 9 -> 9 37 38 15 6 9 , 11 35 19 6 11 -> 9 37 38 15 6 11 , 11 35 19 6 13 -> 9 37 38 15 6 13 , 32 35 19 6 2 -> 31 37 38 15 6 2 , 32 35 19 6 6 -> 31 37 38 15 6 6 , 32 35 19 6 3 -> 31 37 38 15 6 3 , 32 35 19 6 7 -> 31 37 38 15 6 7 , 32 35 19 6 9 -> 31 37 38 15 6 9 , 32 35 19 6 11 -> 31 37 38 15 6 11 , 32 35 19 6 13 -> 31 37 38 15 6 13 , 29 35 19 6 2 -> 28 37 38 15 6 2 , 29 35 19 6 6 -> 28 37 38 15 6 6 , 29 35 19 6 3 -> 28 37 38 15 6 3 , 29 35 19 6 7 -> 28 37 38 15 6 7 , 29 35 19 6 9 -> 28 37 38 15 6 9 , 29 35 19 6 11 -> 28 37 38 15 6 11 , 29 35 19 6 13 -> 28 37 38 15 6 13 , 37 35 19 6 2 -> 34 37 38 15 6 2 , 37 35 19 6 6 -> 34 37 38 15 6 6 , 37 35 19 6 3 -> 34 37 38 15 6 3 , 37 35 19 6 7 -> 34 37 38 15 6 7 , 37 35 19 6 9 -> 34 37 38 15 6 9 , 37 35 19 6 11 -> 34 37 38 15 6 11 , 37 35 19 6 13 -> 34 37 38 15 6 13 , 39 35 19 6 2 -> 35 37 38 15 6 2 , 39 35 19 6 6 -> 35 37 38 15 6 6 , 39 35 19 6 3 -> 35 37 38 15 6 3 , 39 35 19 6 7 -> 35 37 38 15 6 7 , 39 35 19 6 9 -> 35 37 38 15 6 9 , 39 35 19 6 11 -> 35 37 38 15 6 11 , 39 35 19 6 13 -> 35 37 38 15 6 13 , 40 35 19 6 2 -> 36 37 38 15 6 2 , 40 35 19 6 6 -> 36 37 38 15 6 6 , 40 35 19 6 3 -> 36 37 38 15 6 3 , 40 35 19 6 7 -> 36 37 38 15 6 7 , 40 35 19 6 9 -> 36 37 38 15 6 9 , 40 35 19 6 11 -> 36 37 38 15 6 11 , 40 35 19 6 13 -> 36 37 38 15 6 13 , 0 10 18 1 2 -> 0 10 41 24 4 1 2 , 0 10 18 1 6 -> 0 10 41 24 4 1 6 , 0 10 18 1 3 -> 0 10 41 24 4 1 3 , 0 10 18 1 7 -> 0 10 41 24 4 1 7 , 0 10 18 1 9 -> 0 10 41 24 4 1 9 , 0 10 18 1 11 -> 0 10 41 24 4 1 11 , 0 10 18 1 13 -> 0 10 41 24 4 1 13 , 2 10 18 1 2 -> 2 10 41 24 4 1 2 , 2 10 18 1 6 -> 2 10 41 24 4 1 6 , 2 10 18 1 3 -> 2 10 41 24 4 1 3 , 2 10 18 1 7 -> 2 10 41 24 4 1 7 , 2 10 18 1 9 -> 2 10 41 24 4 1 9 , 2 10 18 1 11 -> 2 10 41 24 4 1 11 , 2 10 18 1 13 -> 2 10 41 24 4 1 13 , 4 10 18 1 2 -> 4 10 41 24 4 1 2 , 4 10 18 1 6 -> 4 10 41 24 4 1 6 , 4 10 18 1 3 -> 4 10 41 24 4 1 3 , 4 10 18 1 7 -> 4 10 41 24 4 1 7 , 4 10 18 1 9 -> 4 10 41 24 4 1 9 , 4 10 18 1 11 -> 4 10 41 24 4 1 11 , 4 10 18 1 13 -> 4 10 41 24 4 1 13 , 16 10 18 1 2 -> 16 10 41 24 4 1 2 , 16 10 18 1 6 -> 16 10 41 24 4 1 6 , 16 10 18 1 3 -> 16 10 41 24 4 1 3 , 16 10 18 1 7 -> 16 10 41 24 4 1 7 , 16 10 18 1 9 -> 16 10 41 24 4 1 9 , 16 10 18 1 11 -> 16 10 41 24 4 1 11 , 16 10 18 1 13 -> 16 10 41 24 4 1 13 , 18 10 18 1 2 -> 18 10 41 24 4 1 2 , 18 10 18 1 6 -> 18 10 41 24 4 1 6 , 18 10 18 1 3 -> 18 10 41 24 4 1 3 , 18 10 18 1 7 -> 18 10 41 24 4 1 7 , 18 10 18 1 9 -> 18 10 41 24 4 1 9 , 18 10 18 1 11 -> 18 10 41 24 4 1 11 , 18 10 18 1 13 -> 18 10 41 24 4 1 13 , 20 10 18 1 2 -> 20 10 41 24 4 1 2 , 20 10 18 1 6 -> 20 10 41 24 4 1 6 , 20 10 18 1 3 -> 20 10 41 24 4 1 3 , 20 10 18 1 7 -> 20 10 41 24 4 1 7 , 20 10 18 1 9 -> 20 10 41 24 4 1 9 , 20 10 18 1 11 -> 20 10 41 24 4 1 11 , 20 10 18 1 13 -> 20 10 41 24 4 1 13 , 22 10 18 1 2 -> 22 10 41 24 4 1 2 , 22 10 18 1 6 -> 22 10 41 24 4 1 6 , 22 10 18 1 3 -> 22 10 41 24 4 1 3 , 22 10 18 1 7 -> 22 10 41 24 4 1 7 , 22 10 18 1 9 -> 22 10 41 24 4 1 9 , 22 10 18 1 11 -> 22 10 41 24 4 1 11 , 22 10 18 1 13 -> 22 10 41 24 4 1 13 , 12 35 18 1 2 -> 10 37 38 4 1 9 18 , 12 35 18 1 6 -> 10 37 38 4 1 9 19 , 12 35 18 1 3 -> 10 37 38 4 1 9 41 , 12 35 18 1 7 -> 10 37 38 4 1 9 42 , 12 35 18 1 9 -> 10 37 38 4 1 9 34 , 12 35 18 1 11 -> 10 37 38 4 1 9 37 , 12 35 18 1 13 -> 10 37 38 4 1 9 43 , 11 35 18 1 2 -> 9 37 38 4 1 9 18 , 11 35 18 1 6 -> 9 37 38 4 1 9 19 , 11 35 18 1 3 -> 9 37 38 4 1 9 41 , 11 35 18 1 7 -> 9 37 38 4 1 9 42 , 11 35 18 1 9 -> 9 37 38 4 1 9 34 , 11 35 18 1 11 -> 9 37 38 4 1 9 37 , 11 35 18 1 13 -> 9 37 38 4 1 9 43 , 32 35 18 1 2 -> 31 37 38 4 1 9 18 , 32 35 18 1 6 -> 31 37 38 4 1 9 19 , 32 35 18 1 3 -> 31 37 38 4 1 9 41 , 32 35 18 1 7 -> 31 37 38 4 1 9 42 , 32 35 18 1 9 -> 31 37 38 4 1 9 34 , 32 35 18 1 11 -> 31 37 38 4 1 9 37 , 32 35 18 1 13 -> 31 37 38 4 1 9 43 , 29 35 18 1 2 -> 28 37 38 4 1 9 18 , 29 35 18 1 6 -> 28 37 38 4 1 9 19 , 29 35 18 1 3 -> 28 37 38 4 1 9 41 , 29 35 18 1 7 -> 28 37 38 4 1 9 42 , 29 35 18 1 9 -> 28 37 38 4 1 9 34 , 29 35 18 1 11 -> 28 37 38 4 1 9 37 , 29 35 18 1 13 -> 28 37 38 4 1 9 43 , 37 35 18 1 2 -> 34 37 38 4 1 9 18 , 37 35 18 1 6 -> 34 37 38 4 1 9 19 , 37 35 18 1 3 -> 34 37 38 4 1 9 41 , 37 35 18 1 7 -> 34 37 38 4 1 9 42 , 37 35 18 1 9 -> 34 37 38 4 1 9 34 , 37 35 18 1 11 -> 34 37 38 4 1 9 37 , 37 35 18 1 13 -> 34 37 38 4 1 9 43 , 39 35 18 1 2 -> 35 37 38 4 1 9 18 , 39 35 18 1 6 -> 35 37 38 4 1 9 19 , 39 35 18 1 3 -> 35 37 38 4 1 9 41 , 39 35 18 1 7 -> 35 37 38 4 1 9 42 , 39 35 18 1 9 -> 35 37 38 4 1 9 34 , 39 35 18 1 11 -> 35 37 38 4 1 9 37 , 39 35 18 1 13 -> 35 37 38 4 1 9 43 , 40 35 18 1 2 -> 36 37 38 4 1 9 18 , 40 35 18 1 6 -> 36 37 38 4 1 9 19 , 40 35 18 1 3 -> 36 37 38 4 1 9 41 , 40 35 18 1 7 -> 36 37 38 4 1 9 42 , 40 35 18 1 9 -> 36 37 38 4 1 9 34 , 40 35 18 1 11 -> 36 37 38 4 1 9 37 , 40 35 18 1 13 -> 36 37 38 4 1 9 43 , 0 12 20 1 2 -> 0 1 11 38 24 4 0 , 0 12 20 1 6 -> 0 1 11 38 24 4 1 , 0 12 20 1 3 -> 0 1 11 38 24 4 5 , 0 12 20 1 7 -> 0 1 11 38 24 4 8 , 0 12 20 1 9 -> 0 1 11 38 24 4 10 , 0 12 20 1 11 -> 0 1 11 38 24 4 12 , 0 12 20 1 13 -> 0 1 11 38 24 4 14 , 2 12 20 1 2 -> 2 1 11 38 24 4 0 , 2 12 20 1 6 -> 2 1 11 38 24 4 1 , 2 12 20 1 3 -> 2 1 11 38 24 4 5 , 2 12 20 1 7 -> 2 1 11 38 24 4 8 , 2 12 20 1 9 -> 2 1 11 38 24 4 10 , 2 12 20 1 11 -> 2 1 11 38 24 4 12 , 2 12 20 1 13 -> 2 1 11 38 24 4 14 , 4 12 20 1 2 -> 4 1 11 38 24 4 0 , 4 12 20 1 6 -> 4 1 11 38 24 4 1 , 4 12 20 1 3 -> 4 1 11 38 24 4 5 , 4 12 20 1 7 -> 4 1 11 38 24 4 8 , 4 12 20 1 9 -> 4 1 11 38 24 4 10 , 4 12 20 1 11 -> 4 1 11 38 24 4 12 , 4 12 20 1 13 -> 4 1 11 38 24 4 14 , 16 12 20 1 2 -> 16 1 11 38 24 4 0 , 16 12 20 1 6 -> 16 1 11 38 24 4 1 , 16 12 20 1 3 -> 16 1 11 38 24 4 5 , 16 12 20 1 7 -> 16 1 11 38 24 4 8 , 16 12 20 1 9 -> 16 1 11 38 24 4 10 , 16 12 20 1 11 -> 16 1 11 38 24 4 12 , 16 12 20 1 13 -> 16 1 11 38 24 4 14 , 18 12 20 1 2 -> 18 1 11 38 24 4 0 , 18 12 20 1 6 -> 18 1 11 38 24 4 1 , 18 12 20 1 3 -> 18 1 11 38 24 4 5 , 18 12 20 1 7 -> 18 1 11 38 24 4 8 , 18 12 20 1 9 -> 18 1 11 38 24 4 10 , 18 12 20 1 11 -> 18 1 11 38 24 4 12 , 18 12 20 1 13 -> 18 1 11 38 24 4 14 , 20 12 20 1 2 -> 20 1 11 38 24 4 0 , 20 12 20 1 6 -> 20 1 11 38 24 4 1 , 20 12 20 1 3 -> 20 1 11 38 24 4 5 , 20 12 20 1 7 -> 20 1 11 38 24 4 8 , 20 12 20 1 9 -> 20 1 11 38 24 4 10 , 20 12 20 1 11 -> 20 1 11 38 24 4 12 , 20 12 20 1 13 -> 20 1 11 38 24 4 14 , 22 12 20 1 2 -> 22 1 11 38 24 4 0 , 22 12 20 1 6 -> 22 1 11 38 24 4 1 , 22 12 20 1 3 -> 22 1 11 38 24 4 5 , 22 12 20 1 7 -> 22 1 11 38 24 4 8 , 22 12 20 1 9 -> 22 1 11 38 24 4 10 , 22 12 20 1 11 -> 22 1 11 38 24 4 12 , 22 12 20 1 13 -> 22 1 11 38 24 4 14 , 8 29 20 1 2 -> 0 5 25 29 21 2 , 8 29 20 1 6 -> 0 5 25 29 21 6 , 8 29 20 1 3 -> 0 5 25 29 21 3 , 8 29 20 1 7 -> 0 5 25 29 21 7 , 8 29 20 1 9 -> 0 5 25 29 21 9 , 8 29 20 1 11 -> 0 5 25 29 21 11 , 8 29 20 1 13 -> 0 5 25 29 21 13 , 7 29 20 1 2 -> 2 5 25 29 21 2 , 7 29 20 1 6 -> 2 5 25 29 21 6 , 7 29 20 1 3 -> 2 5 25 29 21 3 , 7 29 20 1 7 -> 2 5 25 29 21 7 , 7 29 20 1 9 -> 2 5 25 29 21 9 , 7 29 20 1 11 -> 2 5 25 29 21 11 , 7 29 20 1 13 -> 2 5 25 29 21 13 , 25 29 20 1 2 -> 4 5 25 29 21 2 , 25 29 20 1 6 -> 4 5 25 29 21 6 , 25 29 20 1 3 -> 4 5 25 29 21 3 , 25 29 20 1 7 -> 4 5 25 29 21 7 , 25 29 20 1 9 -> 4 5 25 29 21 9 , 25 29 20 1 11 -> 4 5 25 29 21 11 , 25 29 20 1 13 -> 4 5 25 29 21 13 , 27 29 20 1 2 -> 16 5 25 29 21 2 , 27 29 20 1 6 -> 16 5 25 29 21 6 , 27 29 20 1 3 -> 16 5 25 29 21 3 , 27 29 20 1 7 -> 16 5 25 29 21 7 , 27 29 20 1 9 -> 16 5 25 29 21 9 , 27 29 20 1 11 -> 16 5 25 29 21 11 , 27 29 20 1 13 -> 16 5 25 29 21 13 , 42 29 20 1 2 -> 18 5 25 29 21 2 , 42 29 20 1 6 -> 18 5 25 29 21 6 , 42 29 20 1 3 -> 18 5 25 29 21 3 , 42 29 20 1 7 -> 18 5 25 29 21 7 , 42 29 20 1 9 -> 18 5 25 29 21 9 , 42 29 20 1 11 -> 18 5 25 29 21 11 , 42 29 20 1 13 -> 18 5 25 29 21 13 , 44 29 20 1 2 -> 20 5 25 29 21 2 , 44 29 20 1 6 -> 20 5 25 29 21 6 , 44 29 20 1 3 -> 20 5 25 29 21 3 , 44 29 20 1 7 -> 20 5 25 29 21 7 , 44 29 20 1 9 -> 20 5 25 29 21 9 , 44 29 20 1 11 -> 20 5 25 29 21 11 , 44 29 20 1 13 -> 20 5 25 29 21 13 , 45 29 20 1 2 -> 22 5 25 29 21 2 , 45 29 20 1 6 -> 22 5 25 29 21 6 , 45 29 20 1 3 -> 22 5 25 29 21 3 , 45 29 20 1 7 -> 22 5 25 29 21 7 , 45 29 20 1 9 -> 22 5 25 29 21 9 , 45 29 20 1 11 -> 22 5 25 29 21 11 , 45 29 20 1 13 -> 22 5 25 29 21 13 , 0 10 41 15 2 -> 10 19 3 25 27 16 0 , 0 10 41 15 6 -> 10 19 3 25 27 16 1 , 0 10 41 15 3 -> 10 19 3 25 27 16 5 , 0 10 41 15 7 -> 10 19 3 25 27 16 8 , 0 10 41 15 9 -> 10 19 3 25 27 16 10 , 0 10 41 15 11 -> 10 19 3 25 27 16 12 , 0 10 41 15 13 -> 10 19 3 25 27 16 14 , 2 10 41 15 2 -> 9 19 3 25 27 16 0 , 2 10 41 15 6 -> 9 19 3 25 27 16 1 , 2 10 41 15 3 -> 9 19 3 25 27 16 5 , 2 10 41 15 7 -> 9 19 3 25 27 16 8 , 2 10 41 15 9 -> 9 19 3 25 27 16 10 , 2 10 41 15 11 -> 9 19 3 25 27 16 12 , 2 10 41 15 13 -> 9 19 3 25 27 16 14 , 4 10 41 15 2 -> 31 19 3 25 27 16 0 , 4 10 41 15 6 -> 31 19 3 25 27 16 1 , 4 10 41 15 3 -> 31 19 3 25 27 16 5 , 4 10 41 15 7 -> 31 19 3 25 27 16 8 , 4 10 41 15 9 -> 31 19 3 25 27 16 10 , 4 10 41 15 11 -> 31 19 3 25 27 16 12 , 4 10 41 15 13 -> 31 19 3 25 27 16 14 , 16 10 41 15 2 -> 28 19 3 25 27 16 0 , 16 10 41 15 6 -> 28 19 3 25 27 16 1 , 16 10 41 15 3 -> 28 19 3 25 27 16 5 , 16 10 41 15 7 -> 28 19 3 25 27 16 8 , 16 10 41 15 9 -> 28 19 3 25 27 16 10 , 16 10 41 15 11 -> 28 19 3 25 27 16 12 , 16 10 41 15 13 -> 28 19 3 25 27 16 14 , 18 10 41 15 2 -> 34 19 3 25 27 16 0 , 18 10 41 15 6 -> 34 19 3 25 27 16 1 , 18 10 41 15 3 -> 34 19 3 25 27 16 5 , 18 10 41 15 7 -> 34 19 3 25 27 16 8 , 18 10 41 15 9 -> 34 19 3 25 27 16 10 , 18 10 41 15 11 -> 34 19 3 25 27 16 12 , 18 10 41 15 13 -> 34 19 3 25 27 16 14 , 20 10 41 15 2 -> 35 19 3 25 27 16 0 , 20 10 41 15 6 -> 35 19 3 25 27 16 1 , 20 10 41 15 3 -> 35 19 3 25 27 16 5 , 20 10 41 15 7 -> 35 19 3 25 27 16 8 , 20 10 41 15 9 -> 35 19 3 25 27 16 10 , 20 10 41 15 11 -> 35 19 3 25 27 16 12 , 20 10 41 15 13 -> 35 19 3 25 27 16 14 , 22 10 41 15 2 -> 36 19 3 25 27 16 0 , 22 10 41 15 6 -> 36 19 3 25 27 16 1 , 22 10 41 15 3 -> 36 19 3 25 27 16 5 , 22 10 41 15 7 -> 36 19 3 25 27 16 8 , 22 10 41 15 9 -> 36 19 3 25 27 16 10 , 22 10 41 15 11 -> 36 19 3 25 27 16 12 , 22 10 41 15 13 -> 36 19 3 25 27 16 14 , 0 10 41 15 2 -> 10 19 3 4 5 31 18 , 0 10 41 15 6 -> 10 19 3 4 5 31 19 , 0 10 41 15 3 -> 10 19 3 4 5 31 41 , 0 10 41 15 7 -> 10 19 3 4 5 31 42 , 0 10 41 15 9 -> 10 19 3 4 5 31 34 , 0 10 41 15 11 -> 10 19 3 4 5 31 37 , 0 10 41 15 13 -> 10 19 3 4 5 31 43 , 2 10 41 15 2 -> 9 19 3 4 5 31 18 , 2 10 41 15 6 -> 9 19 3 4 5 31 19 , 2 10 41 15 3 -> 9 19 3 4 5 31 41 , 2 10 41 15 7 -> 9 19 3 4 5 31 42 , 2 10 41 15 9 -> 9 19 3 4 5 31 34 , 2 10 41 15 11 -> 9 19 3 4 5 31 37 , 2 10 41 15 13 -> 9 19 3 4 5 31 43 , 4 10 41 15 2 -> 31 19 3 4 5 31 18 , 4 10 41 15 6 -> 31 19 3 4 5 31 19 , 4 10 41 15 3 -> 31 19 3 4 5 31 41 , 4 10 41 15 7 -> 31 19 3 4 5 31 42 , 4 10 41 15 9 -> 31 19 3 4 5 31 34 , 4 10 41 15 11 -> 31 19 3 4 5 31 37 , 4 10 41 15 13 -> 31 19 3 4 5 31 43 , 16 10 41 15 2 -> 28 19 3 4 5 31 18 , 16 10 41 15 6 -> 28 19 3 4 5 31 19 , 16 10 41 15 3 -> 28 19 3 4 5 31 41 , 16 10 41 15 7 -> 28 19 3 4 5 31 42 , 16 10 41 15 9 -> 28 19 3 4 5 31 34 , 16 10 41 15 11 -> 28 19 3 4 5 31 37 , 16 10 41 15 13 -> 28 19 3 4 5 31 43 , 18 10 41 15 2 -> 34 19 3 4 5 31 18 , 18 10 41 15 6 -> 34 19 3 4 5 31 19 , 18 10 41 15 3 -> 34 19 3 4 5 31 41 , 18 10 41 15 7 -> 34 19 3 4 5 31 42 , 18 10 41 15 9 -> 34 19 3 4 5 31 34 , 18 10 41 15 11 -> 34 19 3 4 5 31 37 , 18 10 41 15 13 -> 34 19 3 4 5 31 43 , 20 10 41 15 2 -> 35 19 3 4 5 31 18 , 20 10 41 15 6 -> 35 19 3 4 5 31 19 , 20 10 41 15 3 -> 35 19 3 4 5 31 41 , 20 10 41 15 7 -> 35 19 3 4 5 31 42 , 20 10 41 15 9 -> 35 19 3 4 5 31 34 , 20 10 41 15 11 -> 35 19 3 4 5 31 37 , 20 10 41 15 13 -> 35 19 3 4 5 31 43 , 22 10 41 15 2 -> 36 19 3 4 5 31 18 , 22 10 41 15 6 -> 36 19 3 4 5 31 19 , 22 10 41 15 3 -> 36 19 3 4 5 31 41 , 22 10 41 15 7 -> 36 19 3 4 5 31 42 , 22 10 41 15 9 -> 36 19 3 4 5 31 34 , 22 10 41 15 11 -> 36 19 3 4 5 31 37 , 22 10 41 15 13 -> 36 19 3 4 5 31 43 , 12 35 41 15 2 -> 10 19 11 38 24 15 2 , 12 35 41 15 6 -> 10 19 11 38 24 15 6 , 12 35 41 15 3 -> 10 19 11 38 24 15 3 , 12 35 41 15 7 -> 10 19 11 38 24 15 7 , 12 35 41 15 9 -> 10 19 11 38 24 15 9 , 12 35 41 15 11 -> 10 19 11 38 24 15 11 , 12 35 41 15 13 -> 10 19 11 38 24 15 13 , 11 35 41 15 2 -> 9 19 11 38 24 15 2 , 11 35 41 15 6 -> 9 19 11 38 24 15 6 , 11 35 41 15 3 -> 9 19 11 38 24 15 3 , 11 35 41 15 7 -> 9 19 11 38 24 15 7 , 11 35 41 15 9 -> 9 19 11 38 24 15 9 , 11 35 41 15 11 -> 9 19 11 38 24 15 11 , 11 35 41 15 13 -> 9 19 11 38 24 15 13 , 32 35 41 15 2 -> 31 19 11 38 24 15 2 , 32 35 41 15 6 -> 31 19 11 38 24 15 6 , 32 35 41 15 3 -> 31 19 11 38 24 15 3 , 32 35 41 15 7 -> 31 19 11 38 24 15 7 , 32 35 41 15 9 -> 31 19 11 38 24 15 9 , 32 35 41 15 11 -> 31 19 11 38 24 15 11 , 32 35 41 15 13 -> 31 19 11 38 24 15 13 , 29 35 41 15 2 -> 28 19 11 38 24 15 2 , 29 35 41 15 6 -> 28 19 11 38 24 15 6 , 29 35 41 15 3 -> 28 19 11 38 24 15 3 , 29 35 41 15 7 -> 28 19 11 38 24 15 7 , 29 35 41 15 9 -> 28 19 11 38 24 15 9 , 29 35 41 15 11 -> 28 19 11 38 24 15 11 , 29 35 41 15 13 -> 28 19 11 38 24 15 13 , 37 35 41 15 2 -> 34 19 11 38 24 15 2 , 37 35 41 15 6 -> 34 19 11 38 24 15 6 , 37 35 41 15 3 -> 34 19 11 38 24 15 3 , 37 35 41 15 7 -> 34 19 11 38 24 15 7 , 37 35 41 15 9 -> 34 19 11 38 24 15 9 , 37 35 41 15 11 -> 34 19 11 38 24 15 11 , 37 35 41 15 13 -> 34 19 11 38 24 15 13 , 39 35 41 15 2 -> 35 19 11 38 24 15 2 , 39 35 41 15 6 -> 35 19 11 38 24 15 6 , 39 35 41 15 3 -> 35 19 11 38 24 15 3 , 39 35 41 15 7 -> 35 19 11 38 24 15 7 , 39 35 41 15 9 -> 35 19 11 38 24 15 9 , 39 35 41 15 11 -> 35 19 11 38 24 15 11 , 39 35 41 15 13 -> 35 19 11 38 24 15 13 , 40 35 41 15 2 -> 36 19 11 38 24 15 2 , 40 35 41 15 6 -> 36 19 11 38 24 15 6 , 40 35 41 15 3 -> 36 19 11 38 24 15 3 , 40 35 41 15 7 -> 36 19 11 38 24 15 7 , 40 35 41 15 9 -> 36 19 11 38 24 15 9 , 40 35 41 15 11 -> 36 19 11 38 24 15 11 , 40 35 41 15 13 -> 36 19 11 38 24 15 13 , 12 20 8 17 2 -> 8 29 38 4 1 2 , 12 20 8 17 6 -> 8 29 38 4 1 6 , 12 20 8 17 3 -> 8 29 38 4 1 3 , 12 20 8 17 7 -> 8 29 38 4 1 7 , 12 20 8 17 9 -> 8 29 38 4 1 9 , 12 20 8 17 11 -> 8 29 38 4 1 11 , 12 20 8 17 13 -> 8 29 38 4 1 13 , 11 20 8 17 2 -> 7 29 38 4 1 2 , 11 20 8 17 6 -> 7 29 38 4 1 6 , 11 20 8 17 3 -> 7 29 38 4 1 3 , 11 20 8 17 7 -> 7 29 38 4 1 7 , 11 20 8 17 9 -> 7 29 38 4 1 9 , 11 20 8 17 11 -> 7 29 38 4 1 11 , 11 20 8 17 13 -> 7 29 38 4 1 13 , 32 20 8 17 2 -> 25 29 38 4 1 2 , 32 20 8 17 6 -> 25 29 38 4 1 6 , 32 20 8 17 3 -> 25 29 38 4 1 3 , 32 20 8 17 7 -> 25 29 38 4 1 7 , 32 20 8 17 9 -> 25 29 38 4 1 9 , 32 20 8 17 11 -> 25 29 38 4 1 11 , 32 20 8 17 13 -> 25 29 38 4 1 13 , 29 20 8 17 2 -> 27 29 38 4 1 2 , 29 20 8 17 6 -> 27 29 38 4 1 6 , 29 20 8 17 3 -> 27 29 38 4 1 3 , 29 20 8 17 7 -> 27 29 38 4 1 7 , 29 20 8 17 9 -> 27 29 38 4 1 9 , 29 20 8 17 11 -> 27 29 38 4 1 11 , 29 20 8 17 13 -> 27 29 38 4 1 13 , 37 20 8 17 2 -> 42 29 38 4 1 2 , 37 20 8 17 6 -> 42 29 38 4 1 6 , 37 20 8 17 3 -> 42 29 38 4 1 3 , 37 20 8 17 7 -> 42 29 38 4 1 7 , 37 20 8 17 9 -> 42 29 38 4 1 9 , 37 20 8 17 11 -> 42 29 38 4 1 11 , 37 20 8 17 13 -> 42 29 38 4 1 13 , 39 20 8 17 2 -> 44 29 38 4 1 2 , 39 20 8 17 6 -> 44 29 38 4 1 6 , 39 20 8 17 3 -> 44 29 38 4 1 3 , 39 20 8 17 7 -> 44 29 38 4 1 7 , 39 20 8 17 9 -> 44 29 38 4 1 9 , 39 20 8 17 11 -> 44 29 38 4 1 11 , 39 20 8 17 13 -> 44 29 38 4 1 13 , 40 20 8 17 2 -> 45 29 38 4 1 2 , 40 20 8 17 6 -> 45 29 38 4 1 6 , 40 20 8 17 3 -> 45 29 38 4 1 3 , 40 20 8 17 7 -> 45 29 38 4 1 7 , 40 20 8 17 9 -> 45 29 38 4 1 9 , 40 20 8 17 11 -> 45 29 38 4 1 11 , 40 20 8 17 13 -> 45 29 38 4 1 13 , 12 20 8 17 2 -> 10 19 7 29 38 4 0 , 12 20 8 17 6 -> 10 19 7 29 38 4 1 , 12 20 8 17 3 -> 10 19 7 29 38 4 5 , 12 20 8 17 7 -> 10 19 7 29 38 4 8 , 12 20 8 17 9 -> 10 19 7 29 38 4 10 , 12 20 8 17 11 -> 10 19 7 29 38 4 12 , 12 20 8 17 13 -> 10 19 7 29 38 4 14 , 11 20 8 17 2 -> 9 19 7 29 38 4 0 , 11 20 8 17 6 -> 9 19 7 29 38 4 1 , 11 20 8 17 3 -> 9 19 7 29 38 4 5 , 11 20 8 17 7 -> 9 19 7 29 38 4 8 , 11 20 8 17 9 -> 9 19 7 29 38 4 10 , 11 20 8 17 11 -> 9 19 7 29 38 4 12 , 11 20 8 17 13 -> 9 19 7 29 38 4 14 , 32 20 8 17 2 -> 31 19 7 29 38 4 0 , 32 20 8 17 6 -> 31 19 7 29 38 4 1 , 32 20 8 17 3 -> 31 19 7 29 38 4 5 , 32 20 8 17 7 -> 31 19 7 29 38 4 8 , 32 20 8 17 9 -> 31 19 7 29 38 4 10 , 32 20 8 17 11 -> 31 19 7 29 38 4 12 , 32 20 8 17 13 -> 31 19 7 29 38 4 14 , 29 20 8 17 2 -> 28 19 7 29 38 4 0 , 29 20 8 17 6 -> 28 19 7 29 38 4 1 , 29 20 8 17 3 -> 28 19 7 29 38 4 5 , 29 20 8 17 7 -> 28 19 7 29 38 4 8 , 29 20 8 17 9 -> 28 19 7 29 38 4 10 , 29 20 8 17 11 -> 28 19 7 29 38 4 12 , 29 20 8 17 13 -> 28 19 7 29 38 4 14 , 37 20 8 17 2 -> 34 19 7 29 38 4 0 , 37 20 8 17 6 -> 34 19 7 29 38 4 1 , 37 20 8 17 3 -> 34 19 7 29 38 4 5 , 37 20 8 17 7 -> 34 19 7 29 38 4 8 , 37 20 8 17 9 -> 34 19 7 29 38 4 10 , 37 20 8 17 11 -> 34 19 7 29 38 4 12 , 37 20 8 17 13 -> 34 19 7 29 38 4 14 , 39 20 8 17 2 -> 35 19 7 29 38 4 0 , 39 20 8 17 6 -> 35 19 7 29 38 4 1 , 39 20 8 17 3 -> 35 19 7 29 38 4 5 , 39 20 8 17 7 -> 35 19 7 29 38 4 8 , 39 20 8 17 9 -> 35 19 7 29 38 4 10 , 39 20 8 17 11 -> 35 19 7 29 38 4 12 , 39 20 8 17 13 -> 35 19 7 29 38 4 14 , 40 20 8 17 2 -> 36 19 7 29 38 4 0 , 40 20 8 17 6 -> 36 19 7 29 38 4 1 , 40 20 8 17 3 -> 36 19 7 29 38 4 5 , 40 20 8 17 7 -> 36 19 7 29 38 4 8 , 40 20 8 17 9 -> 36 19 7 29 38 4 10 , 40 20 8 17 11 -> 36 19 7 29 38 4 12 , 40 20 8 17 13 -> 36 19 7 29 38 4 14 , 0 12 44 17 2 -> 1 7 29 38 4 0 , 0 12 44 17 6 -> 1 7 29 38 4 1 , 0 12 44 17 3 -> 1 7 29 38 4 5 , 0 12 44 17 7 -> 1 7 29 38 4 8 , 0 12 44 17 9 -> 1 7 29 38 4 10 , 0 12 44 17 11 -> 1 7 29 38 4 12 , 0 12 44 17 13 -> 1 7 29 38 4 14 , 2 12 44 17 2 -> 6 7 29 38 4 0 , 2 12 44 17 6 -> 6 7 29 38 4 1 , 2 12 44 17 3 -> 6 7 29 38 4 5 , 2 12 44 17 7 -> 6 7 29 38 4 8 , 2 12 44 17 9 -> 6 7 29 38 4 10 , 2 12 44 17 11 -> 6 7 29 38 4 12 , 2 12 44 17 13 -> 6 7 29 38 4 14 , 4 12 44 17 2 -> 15 7 29 38 4 0 , 4 12 44 17 6 -> 15 7 29 38 4 1 , 4 12 44 17 3 -> 15 7 29 38 4 5 , 4 12 44 17 7 -> 15 7 29 38 4 8 , 4 12 44 17 9 -> 15 7 29 38 4 10 , 4 12 44 17 11 -> 15 7 29 38 4 12 , 4 12 44 17 13 -> 15 7 29 38 4 14 , 16 12 44 17 2 -> 17 7 29 38 4 0 , 16 12 44 17 6 -> 17 7 29 38 4 1 , 16 12 44 17 3 -> 17 7 29 38 4 5 , 16 12 44 17 7 -> 17 7 29 38 4 8 , 16 12 44 17 9 -> 17 7 29 38 4 10 , 16 12 44 17 11 -> 17 7 29 38 4 12 , 16 12 44 17 13 -> 17 7 29 38 4 14 , 18 12 44 17 2 -> 19 7 29 38 4 0 , 18 12 44 17 6 -> 19 7 29 38 4 1 , 18 12 44 17 3 -> 19 7 29 38 4 5 , 18 12 44 17 7 -> 19 7 29 38 4 8 , 18 12 44 17 9 -> 19 7 29 38 4 10 , 18 12 44 17 11 -> 19 7 29 38 4 12 , 18 12 44 17 13 -> 19 7 29 38 4 14 , 20 12 44 17 2 -> 21 7 29 38 4 0 , 20 12 44 17 6 -> 21 7 29 38 4 1 , 20 12 44 17 3 -> 21 7 29 38 4 5 , 20 12 44 17 7 -> 21 7 29 38 4 8 , 20 12 44 17 9 -> 21 7 29 38 4 10 , 20 12 44 17 11 -> 21 7 29 38 4 12 , 20 12 44 17 13 -> 21 7 29 38 4 14 , 22 12 44 17 2 -> 23 7 29 38 4 0 , 22 12 44 17 6 -> 23 7 29 38 4 1 , 22 12 44 17 3 -> 23 7 29 38 4 5 , 22 12 44 17 7 -> 23 7 29 38 4 8 , 22 12 44 17 9 -> 23 7 29 38 4 10 , 22 12 44 17 11 -> 23 7 29 38 4 12 , 22 12 44 17 13 -> 23 7 29 38 4 14 , 0 12 44 17 2 -> 8 26 4 5 32 21 2 , 0 12 44 17 6 -> 8 26 4 5 32 21 6 , 0 12 44 17 3 -> 8 26 4 5 32 21 3 , 0 12 44 17 7 -> 8 26 4 5 32 21 7 , 0 12 44 17 9 -> 8 26 4 5 32 21 9 , 0 12 44 17 11 -> 8 26 4 5 32 21 11 , 0 12 44 17 13 -> 8 26 4 5 32 21 13 , 2 12 44 17 2 -> 7 26 4 5 32 21 2 , 2 12 44 17 6 -> 7 26 4 5 32 21 6 , 2 12 44 17 3 -> 7 26 4 5 32 21 3 , 2 12 44 17 7 -> 7 26 4 5 32 21 7 , 2 12 44 17 9 -> 7 26 4 5 32 21 9 , 2 12 44 17 11 -> 7 26 4 5 32 21 11 , 2 12 44 17 13 -> 7 26 4 5 32 21 13 , 4 12 44 17 2 -> 25 26 4 5 32 21 2 , 4 12 44 17 6 -> 25 26 4 5 32 21 6 , 4 12 44 17 3 -> 25 26 4 5 32 21 3 , 4 12 44 17 7 -> 25 26 4 5 32 21 7 , 4 12 44 17 9 -> 25 26 4 5 32 21 9 , 4 12 44 17 11 -> 25 26 4 5 32 21 11 , 4 12 44 17 13 -> 25 26 4 5 32 21 13 , 16 12 44 17 2 -> 27 26 4 5 32 21 2 , 16 12 44 17 6 -> 27 26 4 5 32 21 6 , 16 12 44 17 3 -> 27 26 4 5 32 21 3 , 16 12 44 17 7 -> 27 26 4 5 32 21 7 , 16 12 44 17 9 -> 27 26 4 5 32 21 9 , 16 12 44 17 11 -> 27 26 4 5 32 21 11 , 16 12 44 17 13 -> 27 26 4 5 32 21 13 , 18 12 44 17 2 -> 42 26 4 5 32 21 2 , 18 12 44 17 6 -> 42 26 4 5 32 21 6 , 18 12 44 17 3 -> 42 26 4 5 32 21 3 , 18 12 44 17 7 -> 42 26 4 5 32 21 7 , 18 12 44 17 9 -> 42 26 4 5 32 21 9 , 18 12 44 17 11 -> 42 26 4 5 32 21 11 , 18 12 44 17 13 -> 42 26 4 5 32 21 13 , 20 12 44 17 2 -> 44 26 4 5 32 21 2 , 20 12 44 17 6 -> 44 26 4 5 32 21 6 , 20 12 44 17 3 -> 44 26 4 5 32 21 3 , 20 12 44 17 7 -> 44 26 4 5 32 21 7 , 20 12 44 17 9 -> 44 26 4 5 32 21 9 , 20 12 44 17 11 -> 44 26 4 5 32 21 11 , 20 12 44 17 13 -> 44 26 4 5 32 21 13 , 22 12 44 17 2 -> 45 26 4 5 32 21 2 , 22 12 44 17 6 -> 45 26 4 5 32 21 6 , 22 12 44 17 3 -> 45 26 4 5 32 21 3 , 22 12 44 17 7 -> 45 26 4 5 32 21 7 , 22 12 44 17 9 -> 45 26 4 5 32 21 9 , 22 12 44 17 11 -> 45 26 4 5 32 21 11 , 22 12 44 17 13 -> 45 26 4 5 32 21 13 , 12 39 44 17 2 -> 12 39 38 25 17 2 , 12 39 44 17 6 -> 12 39 38 25 17 6 , 12 39 44 17 3 -> 12 39 38 25 17 3 , 12 39 44 17 7 -> 12 39 38 25 17 7 , 12 39 44 17 9 -> 12 39 38 25 17 9 , 12 39 44 17 11 -> 12 39 38 25 17 11 , 12 39 44 17 13 -> 12 39 38 25 17 13 , 11 39 44 17 2 -> 11 39 38 25 17 2 , 11 39 44 17 6 -> 11 39 38 25 17 6 , 11 39 44 17 3 -> 11 39 38 25 17 3 , 11 39 44 17 7 -> 11 39 38 25 17 7 , 11 39 44 17 9 -> 11 39 38 25 17 9 , 11 39 44 17 11 -> 11 39 38 25 17 11 , 11 39 44 17 13 -> 11 39 38 25 17 13 , 32 39 44 17 2 -> 32 39 38 25 17 2 , 32 39 44 17 6 -> 32 39 38 25 17 6 , 32 39 44 17 3 -> 32 39 38 25 17 3 , 32 39 44 17 7 -> 32 39 38 25 17 7 , 32 39 44 17 9 -> 32 39 38 25 17 9 , 32 39 44 17 11 -> 32 39 38 25 17 11 , 32 39 44 17 13 -> 32 39 38 25 17 13 , 29 39 44 17 2 -> 29 39 38 25 17 2 , 29 39 44 17 6 -> 29 39 38 25 17 6 , 29 39 44 17 3 -> 29 39 38 25 17 3 , 29 39 44 17 7 -> 29 39 38 25 17 7 , 29 39 44 17 9 -> 29 39 38 25 17 9 , 29 39 44 17 11 -> 29 39 38 25 17 11 , 29 39 44 17 13 -> 29 39 38 25 17 13 , 37 39 44 17 2 -> 37 39 38 25 17 2 , 37 39 44 17 6 -> 37 39 38 25 17 6 , 37 39 44 17 3 -> 37 39 38 25 17 3 , 37 39 44 17 7 -> 37 39 38 25 17 7 , 37 39 44 17 9 -> 37 39 38 25 17 9 , 37 39 44 17 11 -> 37 39 38 25 17 11 , 37 39 44 17 13 -> 37 39 38 25 17 13 , 39 39 44 17 2 -> 39 39 38 25 17 2 , 39 39 44 17 6 -> 39 39 38 25 17 6 , 39 39 44 17 3 -> 39 39 38 25 17 3 , 39 39 44 17 7 -> 39 39 38 25 17 7 , 39 39 44 17 9 -> 39 39 38 25 17 9 , 39 39 44 17 11 -> 39 39 38 25 17 11 , 39 39 44 17 13 -> 39 39 38 25 17 13 , 40 39 44 17 2 -> 40 39 38 25 17 2 , 40 39 44 17 6 -> 40 39 38 25 17 6 , 40 39 44 17 3 -> 40 39 38 25 17 3 , 40 39 44 17 7 -> 40 39 38 25 17 7 , 40 39 44 17 9 -> 40 39 38 25 17 9 , 40 39 44 17 11 -> 40 39 38 25 17 11 , 40 39 44 17 13 -> 40 39 38 25 17 13 , 0 1 9 19 2 -> 0 1 9 34 19 3 4 , 0 1 9 19 6 -> 0 1 9 34 19 3 15 , 0 1 9 19 3 -> 0 1 9 34 19 3 24 , 0 1 9 19 7 -> 0 1 9 34 19 3 25 , 0 1 9 19 9 -> 0 1 9 34 19 3 31 , 0 1 9 19 11 -> 0 1 9 34 19 3 32 , 0 1 9 19 13 -> 0 1 9 34 19 3 33 , 2 1 9 19 2 -> 2 1 9 34 19 3 4 , 2 1 9 19 6 -> 2 1 9 34 19 3 15 , 2 1 9 19 3 -> 2 1 9 34 19 3 24 , 2 1 9 19 7 -> 2 1 9 34 19 3 25 , 2 1 9 19 9 -> 2 1 9 34 19 3 31 , 2 1 9 19 11 -> 2 1 9 34 19 3 32 , 2 1 9 19 13 -> 2 1 9 34 19 3 33 , 4 1 9 19 2 -> 4 1 9 34 19 3 4 , 4 1 9 19 6 -> 4 1 9 34 19 3 15 , 4 1 9 19 3 -> 4 1 9 34 19 3 24 , 4 1 9 19 7 -> 4 1 9 34 19 3 25 , 4 1 9 19 9 -> 4 1 9 34 19 3 31 , 4 1 9 19 11 -> 4 1 9 34 19 3 32 , 4 1 9 19 13 -> 4 1 9 34 19 3 33 , 16 1 9 19 2 -> 16 1 9 34 19 3 4 , 16 1 9 19 6 -> 16 1 9 34 19 3 15 , 16 1 9 19 3 -> 16 1 9 34 19 3 24 , 16 1 9 19 7 -> 16 1 9 34 19 3 25 , 16 1 9 19 9 -> 16 1 9 34 19 3 31 , 16 1 9 19 11 -> 16 1 9 34 19 3 32 , 16 1 9 19 13 -> 16 1 9 34 19 3 33 , 18 1 9 19 2 -> 18 1 9 34 19 3 4 , 18 1 9 19 6 -> 18 1 9 34 19 3 15 , 18 1 9 19 3 -> 18 1 9 34 19 3 24 , 18 1 9 19 7 -> 18 1 9 34 19 3 25 , 18 1 9 19 9 -> 18 1 9 34 19 3 31 , 18 1 9 19 11 -> 18 1 9 34 19 3 32 , 18 1 9 19 13 -> 18 1 9 34 19 3 33 , 20 1 9 19 2 -> 20 1 9 34 19 3 4 , 20 1 9 19 6 -> 20 1 9 34 19 3 15 , 20 1 9 19 3 -> 20 1 9 34 19 3 24 , 20 1 9 19 7 -> 20 1 9 34 19 3 25 , 20 1 9 19 9 -> 20 1 9 34 19 3 31 , 20 1 9 19 11 -> 20 1 9 34 19 3 32 , 20 1 9 19 13 -> 20 1 9 34 19 3 33 , 22 1 9 19 2 -> 22 1 9 34 19 3 4 , 22 1 9 19 6 -> 22 1 9 34 19 3 15 , 22 1 9 19 3 -> 22 1 9 34 19 3 24 , 22 1 9 19 7 -> 22 1 9 34 19 3 25 , 22 1 9 19 9 -> 22 1 9 34 19 3 31 , 22 1 9 19 11 -> 22 1 9 34 19 3 32 , 22 1 9 19 13 -> 22 1 9 34 19 3 33 , 12 20 10 19 2 -> 10 19 11 38 4 0 , 12 20 10 19 6 -> 10 19 11 38 4 1 , 12 20 10 19 3 -> 10 19 11 38 4 5 , 12 20 10 19 7 -> 10 19 11 38 4 8 , 12 20 10 19 9 -> 10 19 11 38 4 10 , 12 20 10 19 11 -> 10 19 11 38 4 12 , 12 20 10 19 13 -> 10 19 11 38 4 14 , 11 20 10 19 2 -> 9 19 11 38 4 0 , 11 20 10 19 6 -> 9 19 11 38 4 1 , 11 20 10 19 3 -> 9 19 11 38 4 5 , 11 20 10 19 7 -> 9 19 11 38 4 8 , 11 20 10 19 9 -> 9 19 11 38 4 10 , 11 20 10 19 11 -> 9 19 11 38 4 12 , 11 20 10 19 13 -> 9 19 11 38 4 14 , 32 20 10 19 2 -> 31 19 11 38 4 0 , 32 20 10 19 6 -> 31 19 11 38 4 1 , 32 20 10 19 3 -> 31 19 11 38 4 5 , 32 20 10 19 7 -> 31 19 11 38 4 8 , 32 20 10 19 9 -> 31 19 11 38 4 10 , 32 20 10 19 11 -> 31 19 11 38 4 12 , 32 20 10 19 13 -> 31 19 11 38 4 14 , 29 20 10 19 2 -> 28 19 11 38 4 0 , 29 20 10 19 6 -> 28 19 11 38 4 1 , 29 20 10 19 3 -> 28 19 11 38 4 5 , 29 20 10 19 7 -> 28 19 11 38 4 8 , 29 20 10 19 9 -> 28 19 11 38 4 10 , 29 20 10 19 11 -> 28 19 11 38 4 12 , 29 20 10 19 13 -> 28 19 11 38 4 14 , 37 20 10 19 2 -> 34 19 11 38 4 0 , 37 20 10 19 6 -> 34 19 11 38 4 1 , 37 20 10 19 3 -> 34 19 11 38 4 5 , 37 20 10 19 7 -> 34 19 11 38 4 8 , 37 20 10 19 9 -> 34 19 11 38 4 10 , 37 20 10 19 11 -> 34 19 11 38 4 12 , 37 20 10 19 13 -> 34 19 11 38 4 14 , 39 20 10 19 2 -> 35 19 11 38 4 0 , 39 20 10 19 6 -> 35 19 11 38 4 1 , 39 20 10 19 3 -> 35 19 11 38 4 5 , 39 20 10 19 7 -> 35 19 11 38 4 8 , 39 20 10 19 9 -> 35 19 11 38 4 10 , 39 20 10 19 11 -> 35 19 11 38 4 12 , 39 20 10 19 13 -> 35 19 11 38 4 14 , 40 20 10 19 2 -> 36 19 11 38 4 0 , 40 20 10 19 6 -> 36 19 11 38 4 1 , 40 20 10 19 3 -> 36 19 11 38 4 5 , 40 20 10 19 7 -> 36 19 11 38 4 8 , 40 20 10 19 9 -> 36 19 11 38 4 10 , 40 20 10 19 11 -> 36 19 11 38 4 12 , 40 20 10 19 13 -> 36 19 11 38 4 14 , 12 44 28 19 2 -> 10 37 38 25 28 19 2 , 12 44 28 19 6 -> 10 37 38 25 28 19 6 , 12 44 28 19 3 -> 10 37 38 25 28 19 3 , 12 44 28 19 7 -> 10 37 38 25 28 19 7 , 12 44 28 19 9 -> 10 37 38 25 28 19 9 , 12 44 28 19 11 -> 10 37 38 25 28 19 11 , 12 44 28 19 13 -> 10 37 38 25 28 19 13 , 11 44 28 19 2 -> 9 37 38 25 28 19 2 , 11 44 28 19 6 -> 9 37 38 25 28 19 6 , 11 44 28 19 3 -> 9 37 38 25 28 19 3 , 11 44 28 19 7 -> 9 37 38 25 28 19 7 , 11 44 28 19 9 -> 9 37 38 25 28 19 9 , 11 44 28 19 11 -> 9 37 38 25 28 19 11 , 11 44 28 19 13 -> 9 37 38 25 28 19 13 , 32 44 28 19 2 -> 31 37 38 25 28 19 2 , 32 44 28 19 6 -> 31 37 38 25 28 19 6 , 32 44 28 19 3 -> 31 37 38 25 28 19 3 , 32 44 28 19 7 -> 31 37 38 25 28 19 7 , 32 44 28 19 9 -> 31 37 38 25 28 19 9 , 32 44 28 19 11 -> 31 37 38 25 28 19 11 , 32 44 28 19 13 -> 31 37 38 25 28 19 13 , 29 44 28 19 2 -> 28 37 38 25 28 19 2 , 29 44 28 19 6 -> 28 37 38 25 28 19 6 , 29 44 28 19 3 -> 28 37 38 25 28 19 3 , 29 44 28 19 7 -> 28 37 38 25 28 19 7 , 29 44 28 19 9 -> 28 37 38 25 28 19 9 , 29 44 28 19 11 -> 28 37 38 25 28 19 11 , 29 44 28 19 13 -> 28 37 38 25 28 19 13 , 37 44 28 19 2 -> 34 37 38 25 28 19 2 , 37 44 28 19 6 -> 34 37 38 25 28 19 6 , 37 44 28 19 3 -> 34 37 38 25 28 19 3 , 37 44 28 19 7 -> 34 37 38 25 28 19 7 , 37 44 28 19 9 -> 34 37 38 25 28 19 9 , 37 44 28 19 11 -> 34 37 38 25 28 19 11 , 37 44 28 19 13 -> 34 37 38 25 28 19 13 , 39 44 28 19 2 -> 35 37 38 25 28 19 2 , 39 44 28 19 6 -> 35 37 38 25 28 19 6 , 39 44 28 19 3 -> 35 37 38 25 28 19 3 , 39 44 28 19 7 -> 35 37 38 25 28 19 7 , 39 44 28 19 9 -> 35 37 38 25 28 19 9 , 39 44 28 19 11 -> 35 37 38 25 28 19 11 , 39 44 28 19 13 -> 35 37 38 25 28 19 13 , 40 44 28 19 2 -> 36 37 38 25 28 19 2 , 40 44 28 19 6 -> 36 37 38 25 28 19 6 , 40 44 28 19 3 -> 36 37 38 25 28 19 3 , 40 44 28 19 7 -> 36 37 38 25 28 19 7 , 40 44 28 19 9 -> 36 37 38 25 28 19 9 , 40 44 28 19 11 -> 36 37 38 25 28 19 11 , 40 44 28 19 13 -> 36 37 38 25 28 19 13 , 0 12 35 19 2 -> 0 1 9 34 37 38 4 , 0 12 35 19 6 -> 0 1 9 34 37 38 15 , 0 12 35 19 3 -> 0 1 9 34 37 38 24 , 0 12 35 19 7 -> 0 1 9 34 37 38 25 , 0 12 35 19 9 -> 0 1 9 34 37 38 31 , 0 12 35 19 11 -> 0 1 9 34 37 38 32 , 0 12 35 19 13 -> 0 1 9 34 37 38 33 , 2 12 35 19 2 -> 2 1 9 34 37 38 4 , 2 12 35 19 6 -> 2 1 9 34 37 38 15 , 2 12 35 19 3 -> 2 1 9 34 37 38 24 , 2 12 35 19 7 -> 2 1 9 34 37 38 25 , 2 12 35 19 9 -> 2 1 9 34 37 38 31 , 2 12 35 19 11 -> 2 1 9 34 37 38 32 , 2 12 35 19 13 -> 2 1 9 34 37 38 33 , 4 12 35 19 2 -> 4 1 9 34 37 38 4 , 4 12 35 19 6 -> 4 1 9 34 37 38 15 , 4 12 35 19 3 -> 4 1 9 34 37 38 24 , 4 12 35 19 7 -> 4 1 9 34 37 38 25 , 4 12 35 19 9 -> 4 1 9 34 37 38 31 , 4 12 35 19 11 -> 4 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26 24 25 16 1 11 , 20 1 7 27 30 -> 44 26 24 25 16 1 13 , 22 1 7 27 16 -> 45 26 24 25 16 1 2 , 22 1 7 27 17 -> 45 26 24 25 16 1 6 , 22 1 7 27 26 -> 45 26 24 25 16 1 3 , 22 1 7 27 27 -> 45 26 24 25 16 1 7 , 22 1 7 27 28 -> 45 26 24 25 16 1 9 , 22 1 7 27 29 -> 45 26 24 25 16 1 11 , 22 1 7 27 30 -> 45 26 24 25 16 1 13 , 0 12 35 42 16 -> 0 5 31 37 38 25 16 , 0 12 35 42 17 -> 0 5 31 37 38 25 17 , 0 12 35 42 26 -> 0 5 31 37 38 25 26 , 0 12 35 42 27 -> 0 5 31 37 38 25 27 , 0 12 35 42 28 -> 0 5 31 37 38 25 28 , 0 12 35 42 29 -> 0 5 31 37 38 25 29 , 0 12 35 42 30 -> 0 5 31 37 38 25 30 , 2 12 35 42 16 -> 2 5 31 37 38 25 16 , 2 12 35 42 17 -> 2 5 31 37 38 25 17 , 2 12 35 42 26 -> 2 5 31 37 38 25 26 , 2 12 35 42 27 -> 2 5 31 37 38 25 27 , 2 12 35 42 28 -> 2 5 31 37 38 25 28 , 2 12 35 42 29 -> 2 5 31 37 38 25 29 , 2 12 35 42 30 -> 2 5 31 37 38 25 30 , 4 12 35 42 16 -> 4 5 31 37 38 25 16 , 4 12 35 42 17 -> 4 5 31 37 38 25 17 , 4 12 35 42 26 -> 4 5 31 37 38 25 26 , 4 12 35 42 27 -> 4 5 31 37 38 25 27 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12 35 42 17 -> 22 5 31 37 38 25 17 , 22 12 35 42 26 -> 22 5 31 37 38 25 26 , 22 12 35 42 27 -> 22 5 31 37 38 25 27 , 22 12 35 42 28 -> 22 5 31 37 38 25 28 , 22 12 35 42 29 -> 22 5 31 37 38 25 29 , 22 12 35 42 30 -> 22 5 31 37 38 25 30 , 12 44 16 10 18 -> 10 34 42 29 38 4 0 , 12 44 16 10 19 -> 10 34 42 29 38 4 1 , 12 44 16 10 41 -> 10 34 42 29 38 4 5 , 12 44 16 10 42 -> 10 34 42 29 38 4 8 , 12 44 16 10 34 -> 10 34 42 29 38 4 10 , 12 44 16 10 37 -> 10 34 42 29 38 4 12 , 12 44 16 10 43 -> 10 34 42 29 38 4 14 , 11 44 16 10 18 -> 9 34 42 29 38 4 0 , 11 44 16 10 19 -> 9 34 42 29 38 4 1 , 11 44 16 10 41 -> 9 34 42 29 38 4 5 , 11 44 16 10 42 -> 9 34 42 29 38 4 8 , 11 44 16 10 34 -> 9 34 42 29 38 4 10 , 11 44 16 10 37 -> 9 34 42 29 38 4 12 , 11 44 16 10 43 -> 9 34 42 29 38 4 14 , 32 44 16 10 18 -> 31 34 42 29 38 4 0 , 32 44 16 10 19 -> 31 34 42 29 38 4 1 , 32 44 16 10 41 -> 31 34 42 29 38 4 5 , 32 44 16 10 42 -> 31 34 42 29 38 4 8 , 32 44 16 10 34 -> 31 34 42 29 38 4 10 , 32 44 16 10 37 -> 31 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20 10 43 -> 22 5 4 12 35 34 43 , 12 20 10 34 18 -> 10 37 38 4 10 18 , 12 20 10 34 19 -> 10 37 38 4 10 19 , 12 20 10 34 41 -> 10 37 38 4 10 41 , 12 20 10 34 42 -> 10 37 38 4 10 42 , 12 20 10 34 34 -> 10 37 38 4 10 34 , 12 20 10 34 37 -> 10 37 38 4 10 37 , 12 20 10 34 43 -> 10 37 38 4 10 43 , 11 20 10 34 18 -> 9 37 38 4 10 18 , 11 20 10 34 19 -> 9 37 38 4 10 19 , 11 20 10 34 41 -> 9 37 38 4 10 41 , 11 20 10 34 42 -> 9 37 38 4 10 42 , 11 20 10 34 34 -> 9 37 38 4 10 34 , 11 20 10 34 37 -> 9 37 38 4 10 37 , 11 20 10 34 43 -> 9 37 38 4 10 43 , 32 20 10 34 18 -> 31 37 38 4 10 18 , 32 20 10 34 19 -> 31 37 38 4 10 19 , 32 20 10 34 41 -> 31 37 38 4 10 41 , 32 20 10 34 42 -> 31 37 38 4 10 42 , 32 20 10 34 34 -> 31 37 38 4 10 34 , 32 20 10 34 37 -> 31 37 38 4 10 37 , 32 20 10 34 43 -> 31 37 38 4 10 43 , 29 20 10 34 18 -> 28 37 38 4 10 18 , 29 20 10 34 19 -> 28 37 38 4 10 19 , 29 20 10 34 41 -> 28 37 38 4 10 41 , 29 20 10 34 42 -> 28 37 38 4 10 42 , 29 20 10 34 34 -> 28 37 38 4 10 34 , 29 20 10 34 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, 37 39 35 18 1 2 -> 37 38 31 18 12 21 2 , 37 39 35 18 1 6 -> 37 38 31 18 12 21 6 , 37 39 35 18 1 3 -> 37 38 31 18 12 21 3 , 37 39 35 18 1 7 -> 37 38 31 18 12 21 7 , 37 39 35 18 1 9 -> 37 38 31 18 12 21 9 , 37 39 35 18 1 11 -> 37 38 31 18 12 21 11 , 37 39 35 18 1 13 -> 37 38 31 18 12 21 13 , 39 39 35 18 1 2 -> 39 38 31 18 12 21 2 , 39 39 35 18 1 6 -> 39 38 31 18 12 21 6 , 39 39 35 18 1 3 -> 39 38 31 18 12 21 3 , 39 39 35 18 1 7 -> 39 38 31 18 12 21 7 , 39 39 35 18 1 9 -> 39 38 31 18 12 21 9 , 39 39 35 18 1 11 -> 39 38 31 18 12 21 11 , 39 39 35 18 1 13 -> 39 38 31 18 12 21 13 , 40 39 35 18 1 2 -> 40 38 31 18 12 21 2 , 40 39 35 18 1 6 -> 40 38 31 18 12 21 6 , 40 39 35 18 1 3 -> 40 38 31 18 12 21 3 , 40 39 35 18 1 7 -> 40 38 31 18 12 21 7 , 40 39 35 18 1 9 -> 40 38 31 18 12 21 9 , 40 39 35 18 1 11 -> 40 38 31 18 12 21 11 , 40 39 35 18 1 13 -> 40 38 31 18 12 21 13 , 12 35 18 5 15 2 -> 10 37 38 4 1 6 2 , 12 35 18 5 15 6 -> 10 37 38 4 1 6 6 , 12 35 18 5 15 3 -> 10 37 38 4 1 6 3 , 12 35 18 5 15 7 -> 10 37 38 4 1 6 7 , 12 35 18 5 15 9 -> 10 37 38 4 1 6 9 , 12 35 18 5 15 11 -> 10 37 38 4 1 6 11 , 12 35 18 5 15 13 -> 10 37 38 4 1 6 13 , 11 35 18 5 15 2 -> 9 37 38 4 1 6 2 , 11 35 18 5 15 6 -> 9 37 38 4 1 6 6 , 11 35 18 5 15 3 -> 9 37 38 4 1 6 3 , 11 35 18 5 15 7 -> 9 37 38 4 1 6 7 , 11 35 18 5 15 9 -> 9 37 38 4 1 6 9 , 11 35 18 5 15 11 -> 9 37 38 4 1 6 11 , 11 35 18 5 15 13 -> 9 37 38 4 1 6 13 , 32 35 18 5 15 2 -> 31 37 38 4 1 6 2 , 32 35 18 5 15 6 -> 31 37 38 4 1 6 6 , 32 35 18 5 15 3 -> 31 37 38 4 1 6 3 , 32 35 18 5 15 7 -> 31 37 38 4 1 6 7 , 32 35 18 5 15 9 -> 31 37 38 4 1 6 9 , 32 35 18 5 15 11 -> 31 37 38 4 1 6 11 , 32 35 18 5 15 13 -> 31 37 38 4 1 6 13 , 29 35 18 5 15 2 -> 28 37 38 4 1 6 2 , 29 35 18 5 15 6 -> 28 37 38 4 1 6 6 , 29 35 18 5 15 3 -> 28 37 38 4 1 6 3 , 29 35 18 5 15 7 -> 28 37 38 4 1 6 7 , 29 35 18 5 15 9 -> 28 37 38 4 1 6 9 , 29 35 18 5 15 11 -> 28 37 38 4 1 6 11 , 29 35 18 5 15 13 -> 28 37 38 4 1 6 13 , 37 35 18 5 15 2 -> 34 37 38 4 1 6 2 , 37 35 18 5 15 6 -> 34 37 38 4 1 6 6 , 37 35 18 5 15 3 -> 34 37 38 4 1 6 3 , 37 35 18 5 15 7 -> 34 37 38 4 1 6 7 , 37 35 18 5 15 9 -> 34 37 38 4 1 6 9 , 37 35 18 5 15 11 -> 34 37 38 4 1 6 11 , 37 35 18 5 15 13 -> 34 37 38 4 1 6 13 , 39 35 18 5 15 2 -> 35 37 38 4 1 6 2 , 39 35 18 5 15 6 -> 35 37 38 4 1 6 6 , 39 35 18 5 15 3 -> 35 37 38 4 1 6 3 , 39 35 18 5 15 7 -> 35 37 38 4 1 6 7 , 39 35 18 5 15 9 -> 35 37 38 4 1 6 9 , 39 35 18 5 15 11 -> 35 37 38 4 1 6 11 , 39 35 18 5 15 13 -> 35 37 38 4 1 6 13 , 40 35 18 5 15 2 -> 36 37 38 4 1 6 2 , 40 35 18 5 15 6 -> 36 37 38 4 1 6 6 , 40 35 18 5 15 3 -> 36 37 38 4 1 6 3 , 40 35 18 5 15 7 -> 36 37 38 4 1 6 7 , 40 35 18 5 15 9 -> 36 37 38 4 1 6 9 , 40 35 18 5 15 11 -> 36 37 38 4 1 6 11 , 40 35 18 5 15 13 -> 36 37 38 4 1 6 13 , 12 39 20 5 15 2 -> 12 39 38 24 4 1 2 , 12 39 20 5 15 6 -> 12 39 38 24 4 1 6 , 12 39 20 5 15 3 -> 12 39 38 24 4 1 3 , 12 39 20 5 15 7 -> 12 39 38 24 4 1 7 , 12 39 20 5 15 9 -> 12 39 38 24 4 1 9 , 12 39 20 5 15 11 -> 12 39 38 24 4 1 11 , 12 39 20 5 15 13 -> 12 39 38 24 4 1 13 , 11 39 20 5 15 2 -> 11 39 38 24 4 1 2 , 11 39 20 5 15 6 -> 11 39 38 24 4 1 6 , 11 39 20 5 15 3 -> 11 39 38 24 4 1 3 , 11 39 20 5 15 7 -> 11 39 38 24 4 1 7 , 11 39 20 5 15 9 -> 11 39 38 24 4 1 9 , 11 39 20 5 15 11 -> 11 39 38 24 4 1 11 , 11 39 20 5 15 13 -> 11 39 38 24 4 1 13 , 32 39 20 5 15 2 -> 32 39 38 24 4 1 2 , 32 39 20 5 15 6 -> 32 39 38 24 4 1 6 , 32 39 20 5 15 3 -> 32 39 38 24 4 1 3 , 32 39 20 5 15 7 -> 32 39 38 24 4 1 7 , 32 39 20 5 15 9 -> 32 39 38 24 4 1 9 , 32 39 20 5 15 11 -> 32 39 38 24 4 1 11 , 32 39 20 5 15 13 -> 32 39 38 24 4 1 13 , 29 39 20 5 15 2 -> 29 39 38 24 4 1 2 , 29 39 20 5 15 6 -> 29 39 38 24 4 1 6 , 29 39 20 5 15 3 -> 29 39 38 24 4 1 3 , 29 39 20 5 15 7 -> 29 39 38 24 4 1 7 , 29 39 20 5 15 9 -> 29 39 38 24 4 1 9 , 29 39 20 5 15 11 -> 29 39 38 24 4 1 11 , 29 39 20 5 15 13 -> 29 39 38 24 4 1 13 , 37 39 20 5 15 2 -> 37 39 38 24 4 1 2 , 37 39 20 5 15 6 -> 37 39 38 24 4 1 6 , 37 39 20 5 15 3 -> 37 39 38 24 4 1 3 , 37 39 20 5 15 7 -> 37 39 38 24 4 1 7 , 37 39 20 5 15 9 -> 37 39 38 24 4 1 9 , 37 39 20 5 15 11 -> 37 39 38 24 4 1 11 , 37 39 20 5 15 13 -> 37 39 38 24 4 1 13 , 39 39 20 5 15 2 -> 39 39 38 24 4 1 2 , 39 39 20 5 15 6 -> 39 39 38 24 4 1 6 , 39 39 20 5 15 3 -> 39 39 38 24 4 1 3 , 39 39 20 5 15 7 -> 39 39 38 24 4 1 7 , 39 39 20 5 15 9 -> 39 39 38 24 4 1 9 , 39 39 20 5 15 11 -> 39 39 38 24 4 1 11 , 39 39 20 5 15 13 -> 39 39 38 24 4 1 13 , 40 39 20 5 15 2 -> 40 39 38 24 4 1 2 , 40 39 20 5 15 6 -> 40 39 38 24 4 1 6 , 40 39 20 5 15 3 -> 40 39 38 24 4 1 3 , 40 39 20 5 15 7 -> 40 39 38 24 4 1 7 , 40 39 20 5 15 9 -> 40 39 38 24 4 1 9 , 40 39 20 5 15 11 -> 40 39 38 24 4 1 11 , 40 39 20 5 15 13 -> 40 39 38 24 4 1 13 , 0 10 41 31 19 2 -> 10 34 19 3 25 16 0 , 0 10 41 31 19 6 -> 10 34 19 3 25 16 1 , 0 10 41 31 19 3 -> 10 34 19 3 25 16 5 , 0 10 41 31 19 7 -> 10 34 19 3 25 16 8 , 0 10 41 31 19 9 -> 10 34 19 3 25 16 10 , 0 10 41 31 19 11 -> 10 34 19 3 25 16 12 , 0 10 41 31 19 13 -> 10 34 19 3 25 16 14 , 2 10 41 31 19 2 -> 9 34 19 3 25 16 0 , 2 10 41 31 19 6 -> 9 34 19 3 25 16 1 , 2 10 41 31 19 3 -> 9 34 19 3 25 16 5 , 2 10 41 31 19 7 -> 9 34 19 3 25 16 8 , 2 10 41 31 19 9 -> 9 34 19 3 25 16 10 , 2 10 41 31 19 11 -> 9 34 19 3 25 16 12 , 2 10 41 31 19 13 -> 9 34 19 3 25 16 14 , 4 10 41 31 19 2 -> 31 34 19 3 25 16 0 , 4 10 41 31 19 6 -> 31 34 19 3 25 16 1 , 4 10 41 31 19 3 -> 31 34 19 3 25 16 5 , 4 10 41 31 19 7 -> 31 34 19 3 25 16 8 , 4 10 41 31 19 9 -> 31 34 19 3 25 16 10 , 4 10 41 31 19 11 -> 31 34 19 3 25 16 12 , 4 10 41 31 19 13 -> 31 34 19 3 25 16 14 , 16 10 41 31 19 2 -> 28 34 19 3 25 16 0 , 16 10 41 31 19 6 -> 28 34 19 3 25 16 1 , 16 10 41 31 19 3 -> 28 34 19 3 25 16 5 , 16 10 41 31 19 7 -> 28 34 19 3 25 16 8 , 16 10 41 31 19 9 -> 28 34 19 3 25 16 10 , 16 10 41 31 19 11 -> 28 34 19 3 25 16 12 , 16 10 41 31 19 13 -> 28 34 19 3 25 16 14 , 18 10 41 31 19 2 -> 34 34 19 3 25 16 0 , 18 10 41 31 19 6 -> 34 34 19 3 25 16 1 , 18 10 41 31 19 3 -> 34 34 19 3 25 16 5 , 18 10 41 31 19 7 -> 34 34 19 3 25 16 8 , 18 10 41 31 19 9 -> 34 34 19 3 25 16 10 , 18 10 41 31 19 11 -> 34 34 19 3 25 16 12 , 18 10 41 31 19 13 -> 34 34 19 3 25 16 14 , 20 10 41 31 19 2 -> 35 34 19 3 25 16 0 , 20 10 41 31 19 6 -> 35 34 19 3 25 16 1 , 20 10 41 31 19 3 -> 35 34 19 3 25 16 5 , 20 10 41 31 19 7 -> 35 34 19 3 25 16 8 , 20 10 41 31 19 9 -> 35 34 19 3 25 16 10 , 20 10 41 31 19 11 -> 35 34 19 3 25 16 12 , 20 10 41 31 19 13 -> 35 34 19 3 25 16 14 , 22 10 41 31 19 2 -> 36 34 19 3 25 16 0 , 22 10 41 31 19 6 -> 36 34 19 3 25 16 1 , 22 10 41 31 19 3 -> 36 34 19 3 25 16 5 , 22 10 41 31 19 7 -> 36 34 19 3 25 16 8 , 22 10 41 31 19 9 -> 36 34 19 3 25 16 10 , 22 10 41 31 19 11 -> 36 34 19 3 25 16 12 , 22 10 41 31 19 13 -> 36 34 19 3 25 16 14 , 8 28 37 35 19 2 -> 8 28 34 19 11 38 4 , 8 28 37 35 19 6 -> 8 28 34 19 11 38 15 , 8 28 37 35 19 3 -> 8 28 34 19 11 38 24 , 8 28 37 35 19 7 -> 8 28 34 19 11 38 25 , 8 28 37 35 19 9 -> 8 28 34 19 11 38 31 , 8 28 37 35 19 11 -> 8 28 34 19 11 38 32 , 8 28 37 35 19 13 -> 8 28 34 19 11 38 33 , 7 28 37 35 19 2 -> 7 28 34 19 11 38 4 , 7 28 37 35 19 6 -> 7 28 34 19 11 38 15 , 7 28 37 35 19 3 -> 7 28 34 19 11 38 24 , 7 28 37 35 19 7 -> 7 28 34 19 11 38 25 , 7 28 37 35 19 9 -> 7 28 34 19 11 38 31 , 7 28 37 35 19 11 -> 7 28 34 19 11 38 32 , 7 28 37 35 19 13 -> 7 28 34 19 11 38 33 , 25 28 37 35 19 2 -> 25 28 34 19 11 38 4 , 25 28 37 35 19 6 -> 25 28 34 19 11 38 15 , 25 28 37 35 19 3 -> 25 28 34 19 11 38 24 , 25 28 37 35 19 7 -> 25 28 34 19 11 38 25 , 25 28 37 35 19 9 -> 25 28 34 19 11 38 31 , 25 28 37 35 19 11 -> 25 28 34 19 11 38 32 , 25 28 37 35 19 13 -> 25 28 34 19 11 38 33 , 27 28 37 35 19 2 -> 27 28 34 19 11 38 4 , 27 28 37 35 19 6 -> 27 28 34 19 11 38 15 , 27 28 37 35 19 3 -> 27 28 34 19 11 38 24 , 27 28 37 35 19 7 -> 27 28 34 19 11 38 25 , 27 28 37 35 19 9 -> 27 28 34 19 11 38 31 , 27 28 37 35 19 11 -> 27 28 34 19 11 38 32 , 27 28 37 35 19 13 -> 27 28 34 19 11 38 33 , 42 28 37 35 19 2 -> 42 28 34 19 11 38 4 , 42 28 37 35 19 6 -> 42 28 34 19 11 38 15 , 42 28 37 35 19 3 -> 42 28 34 19 11 38 24 , 42 28 37 35 19 7 -> 42 28 34 19 11 38 25 , 42 28 37 35 19 9 -> 42 28 34 19 11 38 31 , 42 28 37 35 19 11 -> 42 28 34 19 11 38 32 , 42 28 37 35 19 13 -> 42 28 34 19 11 38 33 , 44 28 37 35 19 2 -> 44 28 34 19 11 38 4 , 44 28 37 35 19 6 -> 44 28 34 19 11 38 15 , 44 28 37 35 19 3 -> 44 28 34 19 11 38 24 , 44 28 37 35 19 7 -> 44 28 34 19 11 38 25 , 44 28 37 35 19 9 -> 44 28 34 19 11 38 31 , 44 28 37 35 19 11 -> 44 28 34 19 11 38 32 , 44 28 37 35 19 13 -> 44 28 34 19 11 38 33 , 45 28 37 35 19 2 -> 45 28 34 19 11 38 4 , 45 28 37 35 19 6 -> 45 28 34 19 11 38 15 , 45 28 37 35 19 3 -> 45 28 34 19 11 38 24 , 45 28 37 35 19 7 -> 45 28 34 19 11 38 25 , 45 28 37 35 19 9 -> 45 28 34 19 11 38 31 , 45 28 37 35 19 11 -> 45 28 34 19 11 38 32 , 45 28 37 35 19 13 -> 45 28 34 19 11 38 33 , 0 12 20 12 21 2 -> 12 38 4 0 12 21 2 , 0 12 20 12 21 6 -> 12 38 4 0 12 21 6 , 0 12 20 12 21 3 -> 12 38 4 0 12 21 3 , 0 12 20 12 21 7 -> 12 38 4 0 12 21 7 , 0 12 20 12 21 9 -> 12 38 4 0 12 21 9 , 0 12 20 12 21 11 -> 12 38 4 0 12 21 11 , 0 12 20 12 21 13 -> 12 38 4 0 12 21 13 , 2 12 20 12 21 2 -> 11 38 4 0 12 21 2 , 2 12 20 12 21 6 -> 11 38 4 0 12 21 6 , 2 12 20 12 21 3 -> 11 38 4 0 12 21 3 , 2 12 20 12 21 7 -> 11 38 4 0 12 21 7 , 2 12 20 12 21 9 -> 11 38 4 0 12 21 9 , 2 12 20 12 21 11 -> 11 38 4 0 12 21 11 , 2 12 20 12 21 13 -> 11 38 4 0 12 21 13 , 4 12 20 12 21 2 -> 32 38 4 0 12 21 2 , 4 12 20 12 21 6 -> 32 38 4 0 12 21 6 , 4 12 20 12 21 3 -> 32 38 4 0 12 21 3 , 4 12 20 12 21 7 -> 32 38 4 0 12 21 7 , 4 12 20 12 21 9 -> 32 38 4 0 12 21 9 , 4 12 20 12 21 11 -> 32 38 4 0 12 21 11 , 4 12 20 12 21 13 -> 32 38 4 0 12 21 13 , 16 12 20 12 21 2 -> 29 38 4 0 12 21 2 , 16 12 20 12 21 6 -> 29 38 4 0 12 21 6 , 16 12 20 12 21 3 -> 29 38 4 0 12 21 3 , 16 12 20 12 21 7 -> 29 38 4 0 12 21 7 , 16 12 20 12 21 9 -> 29 38 4 0 12 21 9 , 16 12 20 12 21 11 -> 29 38 4 0 12 21 11 , 16 12 20 12 21 13 -> 29 38 4 0 12 21 13 , 18 12 20 12 21 2 -> 37 38 4 0 12 21 2 , 18 12 20 12 21 6 -> 37 38 4 0 12 21 6 , 18 12 20 12 21 3 -> 37 38 4 0 12 21 3 , 18 12 20 12 21 7 -> 37 38 4 0 12 21 7 , 18 12 20 12 21 9 -> 37 38 4 0 12 21 9 , 18 12 20 12 21 11 -> 37 38 4 0 12 21 11 , 18 12 20 12 21 13 -> 37 38 4 0 12 21 13 , 20 12 20 12 21 2 -> 39 38 4 0 12 21 2 , 20 12 20 12 21 6 -> 39 38 4 0 12 21 6 , 20 12 20 12 21 3 -> 39 38 4 0 12 21 3 , 20 12 20 12 21 7 -> 39 38 4 0 12 21 7 , 20 12 20 12 21 9 -> 39 38 4 0 12 21 9 , 20 12 20 12 21 11 -> 39 38 4 0 12 21 11 , 20 12 20 12 21 13 -> 39 38 4 0 12 21 13 , 22 12 20 12 21 2 -> 40 38 4 0 12 21 2 , 22 12 20 12 21 6 -> 40 38 4 0 12 21 6 , 22 12 20 12 21 3 -> 40 38 4 0 12 21 3 , 22 12 20 12 21 7 -> 40 38 4 0 12 21 7 , 22 12 20 12 21 9 -> 40 38 4 0 12 21 9 , 22 12 20 12 21 11 -> 40 38 4 0 12 21 11 , 22 12 20 12 21 13 -> 40 38 4 0 12 21 13 , 12 20 5 32 21 2 -> 10 19 11 39 38 4 0 , 12 20 5 32 21 6 -> 10 19 11 39 38 4 1 , 12 20 5 32 21 3 -> 10 19 11 39 38 4 5 , 12 20 5 32 21 7 -> 10 19 11 39 38 4 8 , 12 20 5 32 21 9 -> 10 19 11 39 38 4 10 , 12 20 5 32 21 11 -> 10 19 11 39 38 4 12 , 12 20 5 32 21 13 -> 10 19 11 39 38 4 14 , 11 20 5 32 21 2 -> 9 19 11 39 38 4 0 , 11 20 5 32 21 6 -> 9 19 11 39 38 4 1 , 11 20 5 32 21 3 -> 9 19 11 39 38 4 5 , 11 20 5 32 21 7 -> 9 19 11 39 38 4 8 , 11 20 5 32 21 9 -> 9 19 11 39 38 4 10 , 11 20 5 32 21 11 -> 9 19 11 39 38 4 12 , 11 20 5 32 21 13 -> 9 19 11 39 38 4 14 , 32 20 5 32 21 2 -> 31 19 11 39 38 4 0 , 32 20 5 32 21 6 -> 31 19 11 39 38 4 1 , 32 20 5 32 21 3 -> 31 19 11 39 38 4 5 , 32 20 5 32 21 7 -> 31 19 11 39 38 4 8 , 32 20 5 32 21 9 -> 31 19 11 39 38 4 10 , 32 20 5 32 21 11 -> 31 19 11 39 38 4 12 , 32 20 5 32 21 13 -> 31 19 11 39 38 4 14 , 29 20 5 32 21 2 -> 28 19 11 39 38 4 0 , 29 20 5 32 21 6 -> 28 19 11 39 38 4 1 , 29 20 5 32 21 3 -> 28 19 11 39 38 4 5 , 29 20 5 32 21 7 -> 28 19 11 39 38 4 8 , 29 20 5 32 21 9 -> 28 19 11 39 38 4 10 , 29 20 5 32 21 11 -> 28 19 11 39 38 4 12 , 29 20 5 32 21 13 -> 28 19 11 39 38 4 14 , 37 20 5 32 21 2 -> 34 19 11 39 38 4 0 , 37 20 5 32 21 6 -> 34 19 11 39 38 4 1 , 37 20 5 32 21 3 -> 34 19 11 39 38 4 5 , 37 20 5 32 21 7 -> 34 19 11 39 38 4 8 , 37 20 5 32 21 9 -> 34 19 11 39 38 4 10 , 37 20 5 32 21 11 -> 34 19 11 39 38 4 12 , 37 20 5 32 21 13 -> 34 19 11 39 38 4 14 , 39 20 5 32 21 2 -> 35 19 11 39 38 4 0 , 39 20 5 32 21 6 -> 35 19 11 39 38 4 1 , 39 20 5 32 21 3 -> 35 19 11 39 38 4 5 , 39 20 5 32 21 7 -> 35 19 11 39 38 4 8 , 39 20 5 32 21 9 -> 35 19 11 39 38 4 10 , 39 20 5 32 21 11 -> 35 19 11 39 38 4 12 , 39 20 5 32 21 13 -> 35 19 11 39 38 4 14 , 40 20 5 32 21 2 -> 36 19 11 39 38 4 0 , 40 20 5 32 21 6 -> 36 19 11 39 38 4 1 , 40 20 5 32 21 3 -> 36 19 11 39 38 4 5 , 40 20 5 32 21 7 -> 36 19 11 39 38 4 8 , 40 20 5 32 21 9 -> 36 19 11 39 38 4 10 , 40 20 5 32 21 11 -> 36 19 11 39 38 4 12 , 40 20 5 32 21 13 -> 36 19 11 39 38 4 14 , 0 10 41 32 21 2 -> 1 3 4 5 32 35 18 , 0 10 41 32 21 6 -> 1 3 4 5 32 35 19 , 0 10 41 32 21 3 -> 1 3 4 5 32 35 41 , 0 10 41 32 21 7 -> 1 3 4 5 32 35 42 , 0 10 41 32 21 9 -> 1 3 4 5 32 35 34 , 0 10 41 32 21 11 -> 1 3 4 5 32 35 37 , 0 10 41 32 21 13 -> 1 3 4 5 32 35 43 , 2 10 41 32 21 2 -> 6 3 4 5 32 35 18 , 2 10 41 32 21 6 -> 6 3 4 5 32 35 19 , 2 10 41 32 21 3 -> 6 3 4 5 32 35 41 , 2 10 41 32 21 7 -> 6 3 4 5 32 35 42 , 2 10 41 32 21 9 -> 6 3 4 5 32 35 34 , 2 10 41 32 21 11 -> 6 3 4 5 32 35 37 , 2 10 41 32 21 13 -> 6 3 4 5 32 35 43 , 4 10 41 32 21 2 -> 15 3 4 5 32 35 18 , 4 10 41 32 21 6 -> 15 3 4 5 32 35 19 , 4 10 41 32 21 3 -> 15 3 4 5 32 35 41 , 4 10 41 32 21 7 -> 15 3 4 5 32 35 42 , 4 10 41 32 21 9 -> 15 3 4 5 32 35 34 , 4 10 41 32 21 11 -> 15 3 4 5 32 35 37 , 4 10 41 32 21 13 -> 15 3 4 5 32 35 43 , 16 10 41 32 21 2 -> 17 3 4 5 32 35 18 , 16 10 41 32 21 6 -> 17 3 4 5 32 35 19 , 16 10 41 32 21 3 -> 17 3 4 5 32 35 41 , 16 10 41 32 21 7 -> 17 3 4 5 32 35 42 , 16 10 41 32 21 9 -> 17 3 4 5 32 35 34 , 16 10 41 32 21 11 -> 17 3 4 5 32 35 37 , 16 10 41 32 21 13 -> 17 3 4 5 32 35 43 , 18 10 41 32 21 2 -> 19 3 4 5 32 35 18 , 18 10 41 32 21 6 -> 19 3 4 5 32 35 19 , 18 10 41 32 21 3 -> 19 3 4 5 32 35 41 , 18 10 41 32 21 7 -> 19 3 4 5 32 35 42 , 18 10 41 32 21 9 -> 19 3 4 5 32 35 34 , 18 10 41 32 21 11 -> 19 3 4 5 32 35 37 , 18 10 41 32 21 13 -> 19 3 4 5 32 35 43 , 20 10 41 32 21 2 -> 21 3 4 5 32 35 18 , 20 10 41 32 21 6 -> 21 3 4 5 32 35 19 , 20 10 41 32 21 3 -> 21 3 4 5 32 35 41 , 20 10 41 32 21 7 -> 21 3 4 5 32 35 42 , 20 10 41 32 21 9 -> 21 3 4 5 32 35 34 , 20 10 41 32 21 11 -> 21 3 4 5 32 35 37 , 20 10 41 32 21 13 -> 21 3 4 5 32 35 43 , 22 10 41 32 21 2 -> 23 3 4 5 32 35 18 , 22 10 41 32 21 6 -> 23 3 4 5 32 35 19 , 22 10 41 32 21 3 -> 23 3 4 5 32 35 41 , 22 10 41 32 21 7 -> 23 3 4 5 32 35 42 , 22 10 41 32 21 9 -> 23 3 4 5 32 35 34 , 22 10 41 32 21 11 -> 23 3 4 5 32 35 37 , 22 10 41 32 21 13 -> 23 3 4 5 32 35 43 , 0 10 18 1 7 16 -> 0 8 16 10 34 19 2 , 0 10 18 1 7 17 -> 0 8 16 10 34 19 6 , 0 10 18 1 7 26 -> 0 8 16 10 34 19 3 , 0 10 18 1 7 27 -> 0 8 16 10 34 19 7 , 0 10 18 1 7 28 -> 0 8 16 10 34 19 9 , 0 10 18 1 7 29 -> 0 8 16 10 34 19 11 , 0 10 18 1 7 30 -> 0 8 16 10 34 19 13 , 2 10 18 1 7 16 -> 2 8 16 10 34 19 2 , 2 10 18 1 7 17 -> 2 8 16 10 34 19 6 , 2 10 18 1 7 26 -> 2 8 16 10 34 19 3 , 2 10 18 1 7 27 -> 2 8 16 10 34 19 7 , 2 10 18 1 7 28 -> 2 8 16 10 34 19 9 , 2 10 18 1 7 29 -> 2 8 16 10 34 19 11 , 2 10 18 1 7 30 -> 2 8 16 10 34 19 13 , 4 10 18 1 7 16 -> 4 8 16 10 34 19 2 , 4 10 18 1 7 17 -> 4 8 16 10 34 19 6 , 4 10 18 1 7 26 -> 4 8 16 10 34 19 3 , 4 10 18 1 7 27 -> 4 8 16 10 34 19 7 , 4 10 18 1 7 28 -> 4 8 16 10 34 19 9 , 4 10 18 1 7 29 -> 4 8 16 10 34 19 11 , 4 10 18 1 7 30 -> 4 8 16 10 34 19 13 , 16 10 18 1 7 16 -> 16 8 16 10 34 19 2 , 16 10 18 1 7 17 -> 16 8 16 10 34 19 6 , 16 10 18 1 7 26 -> 16 8 16 10 34 19 3 , 16 10 18 1 7 27 -> 16 8 16 10 34 19 7 , 16 10 18 1 7 28 -> 16 8 16 10 34 19 9 , 16 10 18 1 7 29 -> 16 8 16 10 34 19 11 , 16 10 18 1 7 30 -> 16 8 16 10 34 19 13 , 18 10 18 1 7 16 -> 18 8 16 10 34 19 2 , 18 10 18 1 7 17 -> 18 8 16 10 34 19 6 , 18 10 18 1 7 26 -> 18 8 16 10 34 19 3 , 18 10 18 1 7 27 -> 18 8 16 10 34 19 7 , 18 10 18 1 7 28 -> 18 8 16 10 34 19 9 , 18 10 18 1 7 29 -> 18 8 16 10 34 19 11 , 18 10 18 1 7 30 -> 18 8 16 10 34 19 13 , 20 10 18 1 7 16 -> 20 8 16 10 34 19 2 , 20 10 18 1 7 17 -> 20 8 16 10 34 19 6 , 20 10 18 1 7 26 -> 20 8 16 10 34 19 3 , 20 10 18 1 7 27 -> 20 8 16 10 34 19 7 , 20 10 18 1 7 28 -> 20 8 16 10 34 19 9 , 20 10 18 1 7 29 -> 20 8 16 10 34 19 11 , 20 10 18 1 7 30 -> 20 8 16 10 34 19 13 , 22 10 18 1 7 16 -> 22 8 16 10 34 19 2 , 22 10 18 1 7 17 -> 22 8 16 10 34 19 6 , 22 10 18 1 7 26 -> 22 8 16 10 34 19 3 , 22 10 18 1 7 27 -> 22 8 16 10 34 19 7 , 22 10 18 1 7 28 -> 22 8 16 10 34 19 9 , 22 10 18 1 7 29 -> 22 8 16 10 34 19 11 , 22 10 18 1 7 30 -> 22 8 16 10 34 19 13 , 0 10 18 1 7 16 -> 0 0 1 3 25 28 18 , 0 10 18 1 7 17 -> 0 0 1 3 25 28 19 , 0 10 18 1 7 26 -> 0 0 1 3 25 28 41 , 0 10 18 1 7 27 -> 0 0 1 3 25 28 42 , 0 10 18 1 7 28 -> 0 0 1 3 25 28 34 , 0 10 18 1 7 29 -> 0 0 1 3 25 28 37 , 0 10 18 1 7 30 -> 0 0 1 3 25 28 43 , 2 10 18 1 7 16 -> 2 0 1 3 25 28 18 , 2 10 18 1 7 17 -> 2 0 1 3 25 28 19 , 2 10 18 1 7 26 -> 2 0 1 3 25 28 41 , 2 10 18 1 7 27 -> 2 0 1 3 25 28 42 , 2 10 18 1 7 28 -> 2 0 1 3 25 28 34 , 2 10 18 1 7 29 -> 2 0 1 3 25 28 37 , 2 10 18 1 7 30 -> 2 0 1 3 25 28 43 , 4 10 18 1 7 16 -> 4 0 1 3 25 28 18 , 4 10 18 1 7 17 -> 4 0 1 3 25 28 19 , 4 10 18 1 7 26 -> 4 0 1 3 25 28 41 , 4 10 18 1 7 27 -> 4 0 1 3 25 28 42 , 4 10 18 1 7 28 -> 4 0 1 3 25 28 34 , 4 10 18 1 7 29 -> 4 0 1 3 25 28 37 , 4 10 18 1 7 30 -> 4 0 1 3 25 28 43 , 16 10 18 1 7 16 -> 16 0 1 3 25 28 18 , 16 10 18 1 7 17 -> 16 0 1 3 25 28 19 , 16 10 18 1 7 26 -> 16 0 1 3 25 28 41 , 16 10 18 1 7 27 -> 16 0 1 3 25 28 42 , 16 10 18 1 7 28 -> 16 0 1 3 25 28 34 , 16 10 18 1 7 29 -> 16 0 1 3 25 28 37 , 16 10 18 1 7 30 -> 16 0 1 3 25 28 43 , 18 10 18 1 7 16 -> 18 0 1 3 25 28 18 , 18 10 18 1 7 17 -> 18 0 1 3 25 28 19 , 18 10 18 1 7 26 -> 18 0 1 3 25 28 41 , 18 10 18 1 7 27 -> 18 0 1 3 25 28 42 , 18 10 18 1 7 28 -> 18 0 1 3 25 28 34 , 18 10 18 1 7 29 -> 18 0 1 3 25 28 37 , 18 10 18 1 7 30 -> 18 0 1 3 25 28 43 , 20 10 18 1 7 16 -> 20 0 1 3 25 28 18 , 20 10 18 1 7 17 -> 20 0 1 3 25 28 19 , 20 10 18 1 7 26 -> 20 0 1 3 25 28 41 , 20 10 18 1 7 27 -> 20 0 1 3 25 28 42 , 20 10 18 1 7 28 -> 20 0 1 3 25 28 34 , 20 10 18 1 7 29 -> 20 0 1 3 25 28 37 , 20 10 18 1 7 30 -> 20 0 1 3 25 28 43 , 22 10 18 1 7 16 -> 22 0 1 3 25 28 18 , 22 10 18 1 7 17 -> 22 0 1 3 25 28 19 , 22 10 18 1 7 26 -> 22 0 1 3 25 28 41 , 22 10 18 1 7 27 -> 22 0 1 3 25 28 42 , 22 10 18 1 7 28 -> 22 0 1 3 25 28 34 , 22 10 18 1 7 29 -> 22 0 1 3 25 28 37 , 22 10 18 1 7 30 -> 22 0 1 3 25 28 43 , 12 39 44 17 7 16 -> 12 21 11 38 25 27 16 , 12 39 44 17 7 17 -> 12 21 11 38 25 27 17 , 12 39 44 17 7 26 -> 12 21 11 38 25 27 26 , 12 39 44 17 7 27 -> 12 21 11 38 25 27 27 , 12 39 44 17 7 28 -> 12 21 11 38 25 27 28 , 12 39 44 17 7 29 -> 12 21 11 38 25 27 29 , 12 39 44 17 7 30 -> 12 21 11 38 25 27 30 , 11 39 44 17 7 16 -> 11 21 11 38 25 27 16 , 11 39 44 17 7 17 -> 11 21 11 38 25 27 17 , 11 39 44 17 7 26 -> 11 21 11 38 25 27 26 , 11 39 44 17 7 27 -> 11 21 11 38 25 27 27 , 11 39 44 17 7 28 -> 11 21 11 38 25 27 28 , 11 39 44 17 7 29 -> 11 21 11 38 25 27 29 , 11 39 44 17 7 30 -> 11 21 11 38 25 27 30 , 32 39 44 17 7 16 -> 32 21 11 38 25 27 16 , 32 39 44 17 7 17 -> 32 21 11 38 25 27 17 , 32 39 44 17 7 26 -> 32 21 11 38 25 27 26 , 32 39 44 17 7 27 -> 32 21 11 38 25 27 27 , 32 39 44 17 7 28 -> 32 21 11 38 25 27 28 , 32 39 44 17 7 29 -> 32 21 11 38 25 27 29 , 32 39 44 17 7 30 -> 32 21 11 38 25 27 30 , 29 39 44 17 7 16 -> 29 21 11 38 25 27 16 , 29 39 44 17 7 17 -> 29 21 11 38 25 27 17 , 29 39 44 17 7 26 -> 29 21 11 38 25 27 26 , 29 39 44 17 7 27 -> 29 21 11 38 25 27 27 , 29 39 44 17 7 28 -> 29 21 11 38 25 27 28 , 29 39 44 17 7 29 -> 29 21 11 38 25 27 29 , 29 39 44 17 7 30 -> 29 21 11 38 25 27 30 , 37 39 44 17 7 16 -> 37 21 11 38 25 27 16 , 37 39 44 17 7 17 -> 37 21 11 38 25 27 17 , 37 39 44 17 7 26 -> 37 21 11 38 25 27 26 , 37 39 44 17 7 27 -> 37 21 11 38 25 27 27 , 37 39 44 17 7 28 -> 37 21 11 38 25 27 28 , 37 39 44 17 7 29 -> 37 21 11 38 25 27 29 , 37 39 44 17 7 30 -> 37 21 11 38 25 27 30 , 39 39 44 17 7 16 -> 39 21 11 38 25 27 16 , 39 39 44 17 7 17 -> 39 21 11 38 25 27 17 , 39 39 44 17 7 26 -> 39 21 11 38 25 27 26 , 39 39 44 17 7 27 -> 39 21 11 38 25 27 27 , 39 39 44 17 7 28 -> 39 21 11 38 25 27 28 , 39 39 44 17 7 29 -> 39 21 11 38 25 27 29 , 39 39 44 17 7 30 -> 39 21 11 38 25 27 30 , 40 39 44 17 7 16 -> 40 21 11 38 25 27 16 , 40 39 44 17 7 17 -> 40 21 11 38 25 27 17 , 40 39 44 17 7 26 -> 40 21 11 38 25 27 26 , 40 39 44 17 7 27 -> 40 21 11 38 25 27 27 , 40 39 44 17 7 28 -> 40 21 11 38 25 27 28 , 40 39 44 17 7 29 -> 40 21 11 38 25 27 29 , 40 39 44 17 7 30 -> 40 21 11 38 25 27 30 , 0 8 29 21 7 16 -> 12 38 25 27 17 2 0 , 0 8 29 21 7 17 -> 12 38 25 27 17 2 1 , 0 8 29 21 7 26 -> 12 38 25 27 17 2 5 , 0 8 29 21 7 27 -> 12 38 25 27 17 2 8 , 0 8 29 21 7 28 -> 12 38 25 27 17 2 10 , 0 8 29 21 7 29 -> 12 38 25 27 17 2 12 , 0 8 29 21 7 30 -> 12 38 25 27 17 2 14 , 2 8 29 21 7 16 -> 11 38 25 27 17 2 0 , 2 8 29 21 7 17 -> 11 38 25 27 17 2 1 , 2 8 29 21 7 26 -> 11 38 25 27 17 2 5 , 2 8 29 21 7 27 -> 11 38 25 27 17 2 8 , 2 8 29 21 7 28 -> 11 38 25 27 17 2 10 , 2 8 29 21 7 29 -> 11 38 25 27 17 2 12 , 2 8 29 21 7 30 -> 11 38 25 27 17 2 14 , 4 8 29 21 7 16 -> 32 38 25 27 17 2 0 , 4 8 29 21 7 17 -> 32 38 25 27 17 2 1 , 4 8 29 21 7 26 -> 32 38 25 27 17 2 5 , 4 8 29 21 7 27 -> 32 38 25 27 17 2 8 , 4 8 29 21 7 28 -> 32 38 25 27 17 2 10 , 4 8 29 21 7 29 -> 32 38 25 27 17 2 12 , 4 8 29 21 7 30 -> 32 38 25 27 17 2 14 , 16 8 29 21 7 16 -> 29 38 25 27 17 2 0 , 16 8 29 21 7 17 -> 29 38 25 27 17 2 1 , 16 8 29 21 7 26 -> 29 38 25 27 17 2 5 , 16 8 29 21 7 27 -> 29 38 25 27 17 2 8 , 16 8 29 21 7 28 -> 29 38 25 27 17 2 10 , 16 8 29 21 7 29 -> 29 38 25 27 17 2 12 , 16 8 29 21 7 30 -> 29 38 25 27 17 2 14 , 18 8 29 21 7 16 -> 37 38 25 27 17 2 0 , 18 8 29 21 7 17 -> 37 38 25 27 17 2 1 , 18 8 29 21 7 26 -> 37 38 25 27 17 2 5 , 18 8 29 21 7 27 -> 37 38 25 27 17 2 8 , 18 8 29 21 7 28 -> 37 38 25 27 17 2 10 , 18 8 29 21 7 29 -> 37 38 25 27 17 2 12 , 18 8 29 21 7 30 -> 37 38 25 27 17 2 14 , 20 8 29 21 7 16 -> 39 38 25 27 17 2 0 , 20 8 29 21 7 17 -> 39 38 25 27 17 2 1 , 20 8 29 21 7 26 -> 39 38 25 27 17 2 5 , 20 8 29 21 7 27 -> 39 38 25 27 17 2 8 , 20 8 29 21 7 28 -> 39 38 25 27 17 2 10 , 20 8 29 21 7 29 -> 39 38 25 27 17 2 12 , 20 8 29 21 7 30 -> 39 38 25 27 17 2 14 , 22 8 29 21 7 16 -> 40 38 25 27 17 2 0 , 22 8 29 21 7 17 -> 40 38 25 27 17 2 1 , 22 8 29 21 7 26 -> 40 38 25 27 17 2 5 , 22 8 29 21 7 27 -> 40 38 25 27 17 2 8 , 22 8 29 21 7 28 -> 40 38 25 27 17 2 10 , 22 8 29 21 7 29 -> 40 38 25 27 17 2 12 , 22 8 29 21 7 30 -> 40 38 25 27 17 2 14 , 0 10 18 1 9 18 -> 0 8 16 1 9 34 18 , 0 10 18 1 9 19 -> 0 8 16 1 9 34 19 , 0 10 18 1 9 41 -> 0 8 16 1 9 34 41 , 0 10 18 1 9 42 -> 0 8 16 1 9 34 42 , 0 10 18 1 9 34 -> 0 8 16 1 9 34 34 , 0 10 18 1 9 37 -> 0 8 16 1 9 34 37 , 0 10 18 1 9 43 -> 0 8 16 1 9 34 43 , 2 10 18 1 9 18 -> 2 8 16 1 9 34 18 , 2 10 18 1 9 19 -> 2 8 16 1 9 34 19 , 2 10 18 1 9 41 -> 2 8 16 1 9 34 41 , 2 10 18 1 9 42 -> 2 8 16 1 9 34 42 , 2 10 18 1 9 34 -> 2 8 16 1 9 34 34 , 2 10 18 1 9 37 -> 2 8 16 1 9 34 37 , 2 10 18 1 9 43 -> 2 8 16 1 9 34 43 , 4 10 18 1 9 18 -> 4 8 16 1 9 34 18 , 4 10 18 1 9 19 -> 4 8 16 1 9 34 19 , 4 10 18 1 9 41 -> 4 8 16 1 9 34 41 , 4 10 18 1 9 42 -> 4 8 16 1 9 34 42 , 4 10 18 1 9 34 -> 4 8 16 1 9 34 34 , 4 10 18 1 9 37 -> 4 8 16 1 9 34 37 , 4 10 18 1 9 43 -> 4 8 16 1 9 34 43 , 16 10 18 1 9 18 -> 16 8 16 1 9 34 18 , 16 10 18 1 9 19 -> 16 8 16 1 9 34 19 , 16 10 18 1 9 41 -> 16 8 16 1 9 34 41 , 16 10 18 1 9 42 -> 16 8 16 1 9 34 42 , 16 10 18 1 9 34 -> 16 8 16 1 9 34 34 , 16 10 18 1 9 37 -> 16 8 16 1 9 34 37 , 16 10 18 1 9 43 -> 16 8 16 1 9 34 43 , 18 10 18 1 9 18 -> 18 8 16 1 9 34 18 , 18 10 18 1 9 19 -> 18 8 16 1 9 34 19 , 18 10 18 1 9 41 -> 18 8 16 1 9 34 41 , 18 10 18 1 9 42 -> 18 8 16 1 9 34 42 , 18 10 18 1 9 34 -> 18 8 16 1 9 34 34 , 18 10 18 1 9 37 -> 18 8 16 1 9 34 37 , 18 10 18 1 9 43 -> 18 8 16 1 9 34 43 , 20 10 18 1 9 18 -> 20 8 16 1 9 34 18 , 20 10 18 1 9 19 -> 20 8 16 1 9 34 19 , 20 10 18 1 9 41 -> 20 8 16 1 9 34 41 , 20 10 18 1 9 42 -> 20 8 16 1 9 34 42 , 20 10 18 1 9 34 -> 20 8 16 1 9 34 34 , 20 10 18 1 9 37 -> 20 8 16 1 9 34 37 , 20 10 18 1 9 43 -> 20 8 16 1 9 34 43 , 22 10 18 1 9 18 -> 22 8 16 1 9 34 18 , 22 10 18 1 9 19 -> 22 8 16 1 9 34 19 , 22 10 18 1 9 41 -> 22 8 16 1 9 34 41 , 22 10 18 1 9 42 -> 22 8 16 1 9 34 42 , 22 10 18 1 9 34 -> 22 8 16 1 9 34 34 , 22 10 18 1 9 37 -> 22 8 16 1 9 34 37 , 22 10 18 1 9 43 -> 22 8 16 1 9 34 43 , 0 12 20 1 9 18 -> 0 10 37 38 4 1 2 , 0 12 20 1 9 19 -> 0 10 37 38 4 1 6 , 0 12 20 1 9 41 -> 0 10 37 38 4 1 3 , 0 12 20 1 9 42 -> 0 10 37 38 4 1 7 , 0 12 20 1 9 34 -> 0 10 37 38 4 1 9 , 0 12 20 1 9 37 -> 0 10 37 38 4 1 11 , 0 12 20 1 9 43 -> 0 10 37 38 4 1 13 , 2 12 20 1 9 18 -> 2 10 37 38 4 1 2 , 2 12 20 1 9 19 -> 2 10 37 38 4 1 6 , 2 12 20 1 9 41 -> 2 10 37 38 4 1 3 , 2 12 20 1 9 42 -> 2 10 37 38 4 1 7 , 2 12 20 1 9 34 -> 2 10 37 38 4 1 9 , 2 12 20 1 9 37 -> 2 10 37 38 4 1 11 , 2 12 20 1 9 43 -> 2 10 37 38 4 1 13 , 4 12 20 1 9 18 -> 4 10 37 38 4 1 2 , 4 12 20 1 9 19 -> 4 10 37 38 4 1 6 , 4 12 20 1 9 41 -> 4 10 37 38 4 1 3 , 4 12 20 1 9 42 -> 4 10 37 38 4 1 7 , 4 12 20 1 9 34 -> 4 10 37 38 4 1 9 , 4 12 20 1 9 37 -> 4 10 37 38 4 1 11 , 4 12 20 1 9 43 -> 4 10 37 38 4 1 13 , 16 12 20 1 9 18 -> 16 10 37 38 4 1 2 , 16 12 20 1 9 19 -> 16 10 37 38 4 1 6 , 16 12 20 1 9 41 -> 16 10 37 38 4 1 3 , 16 12 20 1 9 42 -> 16 10 37 38 4 1 7 , 16 12 20 1 9 34 -> 16 10 37 38 4 1 9 , 16 12 20 1 9 37 -> 16 10 37 38 4 1 11 , 16 12 20 1 9 43 -> 16 10 37 38 4 1 13 , 18 12 20 1 9 18 -> 18 10 37 38 4 1 2 , 18 12 20 1 9 19 -> 18 10 37 38 4 1 6 , 18 12 20 1 9 41 -> 18 10 37 38 4 1 3 , 18 12 20 1 9 42 -> 18 10 37 38 4 1 7 , 18 12 20 1 9 34 -> 18 10 37 38 4 1 9 , 18 12 20 1 9 37 -> 18 10 37 38 4 1 11 , 18 12 20 1 9 43 -> 18 10 37 38 4 1 13 , 20 12 20 1 9 18 -> 20 10 37 38 4 1 2 , 20 12 20 1 9 19 -> 20 10 37 38 4 1 6 , 20 12 20 1 9 41 -> 20 10 37 38 4 1 3 , 20 12 20 1 9 42 -> 20 10 37 38 4 1 7 , 20 12 20 1 9 34 -> 20 10 37 38 4 1 9 , 20 12 20 1 9 37 -> 20 10 37 38 4 1 11 , 20 12 20 1 9 43 -> 20 10 37 38 4 1 13 , 22 12 20 1 9 18 -> 22 10 37 38 4 1 2 , 22 12 20 1 9 19 -> 22 10 37 38 4 1 6 , 22 12 20 1 9 41 -> 22 10 37 38 4 1 3 , 22 12 20 1 9 42 -> 22 10 37 38 4 1 7 , 22 12 20 1 9 34 -> 22 10 37 38 4 1 9 , 22 12 20 1 9 37 -> 22 10 37 38 4 1 11 , 22 12 20 1 9 43 -> 22 10 37 38 4 1 13 , 12 35 41 15 9 18 -> 10 19 11 38 15 9 18 , 12 35 41 15 9 19 -> 10 19 11 38 15 9 19 , 12 35 41 15 9 41 -> 10 19 11 38 15 9 41 , 12 35 41 15 9 42 -> 10 19 11 38 15 9 42 , 12 35 41 15 9 34 -> 10 19 11 38 15 9 34 , 12 35 41 15 9 37 -> 10 19 11 38 15 9 37 , 12 35 41 15 9 43 -> 10 19 11 38 15 9 43 , 11 35 41 15 9 18 -> 9 19 11 38 15 9 18 , 11 35 41 15 9 19 -> 9 19 11 38 15 9 19 , 11 35 41 15 9 41 -> 9 19 11 38 15 9 41 , 11 35 41 15 9 42 -> 9 19 11 38 15 9 42 , 11 35 41 15 9 34 -> 9 19 11 38 15 9 34 , 11 35 41 15 9 37 -> 9 19 11 38 15 9 37 , 11 35 41 15 9 43 -> 9 19 11 38 15 9 43 , 32 35 41 15 9 18 -> 31 19 11 38 15 9 18 , 32 35 41 15 9 19 -> 31 19 11 38 15 9 19 , 32 35 41 15 9 41 -> 31 19 11 38 15 9 41 , 32 35 41 15 9 42 -> 31 19 11 38 15 9 42 , 32 35 41 15 9 34 -> 31 19 11 38 15 9 34 , 32 35 41 15 9 37 -> 31 19 11 38 15 9 37 , 32 35 41 15 9 43 -> 31 19 11 38 15 9 43 , 29 35 41 15 9 18 -> 28 19 11 38 15 9 18 , 29 35 41 15 9 19 -> 28 19 11 38 15 9 19 , 29 35 41 15 9 41 -> 28 19 11 38 15 9 41 , 29 35 41 15 9 42 -> 28 19 11 38 15 9 42 , 29 35 41 15 9 34 -> 28 19 11 38 15 9 34 , 29 35 41 15 9 37 -> 28 19 11 38 15 9 37 , 29 35 41 15 9 43 -> 28 19 11 38 15 9 43 , 37 35 41 15 9 18 -> 34 19 11 38 15 9 18 , 37 35 41 15 9 19 -> 34 19 11 38 15 9 19 , 37 35 41 15 9 41 -> 34 19 11 38 15 9 41 , 37 35 41 15 9 42 -> 34 19 11 38 15 9 42 , 37 35 41 15 9 34 -> 34 19 11 38 15 9 34 , 37 35 41 15 9 37 -> 34 19 11 38 15 9 37 , 37 35 41 15 9 43 -> 34 19 11 38 15 9 43 , 39 35 41 15 9 18 -> 35 19 11 38 15 9 18 , 39 35 41 15 9 19 -> 35 19 11 38 15 9 19 , 39 35 41 15 9 41 -> 35 19 11 38 15 9 41 , 39 35 41 15 9 42 -> 35 19 11 38 15 9 42 , 39 35 41 15 9 34 -> 35 19 11 38 15 9 34 , 39 35 41 15 9 37 -> 35 19 11 38 15 9 37 , 39 35 41 15 9 43 -> 35 19 11 38 15 9 43 , 40 35 41 15 9 18 -> 36 19 11 38 15 9 18 , 40 35 41 15 9 19 -> 36 19 11 38 15 9 19 , 40 35 41 15 9 41 -> 36 19 11 38 15 9 41 , 40 35 41 15 9 42 -> 36 19 11 38 15 9 42 , 40 35 41 15 9 34 -> 36 19 11 38 15 9 34 , 40 35 41 15 9 37 -> 36 19 11 38 15 9 37 , 40 35 41 15 9 43 -> 36 19 11 38 15 9 43 , 0 12 20 0 10 18 -> 0 10 37 38 4 0 0 , 0 12 20 0 10 19 -> 0 10 37 38 4 0 1 , 0 12 20 0 10 41 -> 0 10 37 38 4 0 5 , 0 12 20 0 10 42 -> 0 10 37 38 4 0 8 , 0 12 20 0 10 34 -> 0 10 37 38 4 0 10 , 0 12 20 0 10 37 -> 0 10 37 38 4 0 12 , 0 12 20 0 10 43 -> 0 10 37 38 4 0 14 , 2 12 20 0 10 18 -> 2 10 37 38 4 0 0 , 2 12 20 0 10 19 -> 2 10 37 38 4 0 1 , 2 12 20 0 10 41 -> 2 10 37 38 4 0 5 , 2 12 20 0 10 42 -> 2 10 37 38 4 0 8 , 2 12 20 0 10 34 -> 2 10 37 38 4 0 10 , 2 12 20 0 10 37 -> 2 10 37 38 4 0 12 , 2 12 20 0 10 43 -> 2 10 37 38 4 0 14 , 4 12 20 0 10 18 -> 4 10 37 38 4 0 0 , 4 12 20 0 10 19 -> 4 10 37 38 4 0 1 , 4 12 20 0 10 41 -> 4 10 37 38 4 0 5 , 4 12 20 0 10 42 -> 4 10 37 38 4 0 8 , 4 12 20 0 10 34 -> 4 10 37 38 4 0 10 , 4 12 20 0 10 37 -> 4 10 37 38 4 0 12 , 4 12 20 0 10 43 -> 4 10 37 38 4 0 14 , 16 12 20 0 10 18 -> 16 10 37 38 4 0 0 , 16 12 20 0 10 19 -> 16 10 37 38 4 0 1 , 16 12 20 0 10 41 -> 16 10 37 38 4 0 5 , 16 12 20 0 10 42 -> 16 10 37 38 4 0 8 , 16 12 20 0 10 34 -> 16 10 37 38 4 0 10 , 16 12 20 0 10 37 -> 16 10 37 38 4 0 12 , 16 12 20 0 10 43 -> 16 10 37 38 4 0 14 , 18 12 20 0 10 18 -> 18 10 37 38 4 0 0 , 18 12 20 0 10 19 -> 18 10 37 38 4 0 1 , 18 12 20 0 10 41 -> 18 10 37 38 4 0 5 , 18 12 20 0 10 42 -> 18 10 37 38 4 0 8 , 18 12 20 0 10 34 -> 18 10 37 38 4 0 10 , 18 12 20 0 10 37 -> 18 10 37 38 4 0 12 , 18 12 20 0 10 43 -> 18 10 37 38 4 0 14 , 20 12 20 0 10 18 -> 20 10 37 38 4 0 0 , 20 12 20 0 10 19 -> 20 10 37 38 4 0 1 , 20 12 20 0 10 41 -> 20 10 37 38 4 0 5 , 20 12 20 0 10 42 -> 20 10 37 38 4 0 8 , 20 12 20 0 10 34 -> 20 10 37 38 4 0 10 , 20 12 20 0 10 37 -> 20 10 37 38 4 0 12 , 20 12 20 0 10 43 -> 20 10 37 38 4 0 14 , 22 12 20 0 10 18 -> 22 10 37 38 4 0 0 , 22 12 20 0 10 19 -> 22 10 37 38 4 0 1 , 22 12 20 0 10 41 -> 22 10 37 38 4 0 5 , 22 12 20 0 10 42 -> 22 10 37 38 4 0 8 , 22 12 20 0 10 34 -> 22 10 37 38 4 0 10 , 22 12 20 0 10 37 -> 22 10 37 38 4 0 12 , 22 12 20 0 10 43 -> 22 10 37 38 4 0 14 , 0 10 18 12 35 18 -> 12 20 5 4 10 34 18 , 0 10 18 12 35 19 -> 12 20 5 4 10 34 19 , 0 10 18 12 35 41 -> 12 20 5 4 10 34 41 , 0 10 18 12 35 42 -> 12 20 5 4 10 34 42 , 0 10 18 12 35 34 -> 12 20 5 4 10 34 34 , 0 10 18 12 35 37 -> 12 20 5 4 10 34 37 , 0 10 18 12 35 43 -> 12 20 5 4 10 34 43 , 2 10 18 12 35 18 -> 11 20 5 4 10 34 18 , 2 10 18 12 35 19 -> 11 20 5 4 10 34 19 , 2 10 18 12 35 41 -> 11 20 5 4 10 34 41 , 2 10 18 12 35 42 -> 11 20 5 4 10 34 42 , 2 10 18 12 35 34 -> 11 20 5 4 10 34 34 , 2 10 18 12 35 37 -> 11 20 5 4 10 34 37 , 2 10 18 12 35 43 -> 11 20 5 4 10 34 43 , 4 10 18 12 35 18 -> 32 20 5 4 10 34 18 , 4 10 18 12 35 19 -> 32 20 5 4 10 34 19 , 4 10 18 12 35 41 -> 32 20 5 4 10 34 41 , 4 10 18 12 35 42 -> 32 20 5 4 10 34 42 , 4 10 18 12 35 34 -> 32 20 5 4 10 34 34 , 4 10 18 12 35 37 -> 32 20 5 4 10 34 37 , 4 10 18 12 35 43 -> 32 20 5 4 10 34 43 , 16 10 18 12 35 18 -> 29 20 5 4 10 34 18 , 16 10 18 12 35 19 -> 29 20 5 4 10 34 19 , 16 10 18 12 35 41 -> 29 20 5 4 10 34 41 , 16 10 18 12 35 42 -> 29 20 5 4 10 34 42 , 16 10 18 12 35 34 -> 29 20 5 4 10 34 34 , 16 10 18 12 35 37 -> 29 20 5 4 10 34 37 , 16 10 18 12 35 43 -> 29 20 5 4 10 34 43 , 18 10 18 12 35 18 -> 37 20 5 4 10 34 18 , 18 10 18 12 35 19 -> 37 20 5 4 10 34 19 , 18 10 18 12 35 41 -> 37 20 5 4 10 34 41 , 18 10 18 12 35 42 -> 37 20 5 4 10 34 42 , 18 10 18 12 35 34 -> 37 20 5 4 10 34 34 , 18 10 18 12 35 37 -> 37 20 5 4 10 34 37 , 18 10 18 12 35 43 -> 37 20 5 4 10 34 43 , 20 10 18 12 35 18 -> 39 20 5 4 10 34 18 , 20 10 18 12 35 19 -> 39 20 5 4 10 34 19 , 20 10 18 12 35 41 -> 39 20 5 4 10 34 41 , 20 10 18 12 35 42 -> 39 20 5 4 10 34 42 , 20 10 18 12 35 34 -> 39 20 5 4 10 34 34 , 20 10 18 12 35 37 -> 39 20 5 4 10 34 37 , 20 10 18 12 35 43 -> 39 20 5 4 10 34 43 , 22 10 18 12 35 18 -> 40 20 5 4 10 34 18 , 22 10 18 12 35 19 -> 40 20 5 4 10 34 19 , 22 10 18 12 35 41 -> 40 20 5 4 10 34 41 , 22 10 18 12 35 42 -> 40 20 5 4 10 34 42 , 22 10 18 12 35 34 -> 40 20 5 4 10 34 34 , 22 10 18 12 35 37 -> 40 20 5 4 10 34 37 , 22 10 18 12 35 43 -> 40 20 5 4 10 34 43 , 0 8 26 32 35 18 -> 12 38 24 4 8 28 18 , 0 8 26 32 35 19 -> 12 38 24 4 8 28 19 , 0 8 26 32 35 41 -> 12 38 24 4 8 28 41 , 0 8 26 32 35 42 -> 12 38 24 4 8 28 42 , 0 8 26 32 35 34 -> 12 38 24 4 8 28 34 , 0 8 26 32 35 37 -> 12 38 24 4 8 28 37 , 0 8 26 32 35 43 -> 12 38 24 4 8 28 43 , 2 8 26 32 35 18 -> 11 38 24 4 8 28 18 , 2 8 26 32 35 19 -> 11 38 24 4 8 28 19 , 2 8 26 32 35 41 -> 11 38 24 4 8 28 41 , 2 8 26 32 35 42 -> 11 38 24 4 8 28 42 , 2 8 26 32 35 34 -> 11 38 24 4 8 28 34 , 2 8 26 32 35 37 -> 11 38 24 4 8 28 37 , 2 8 26 32 35 43 -> 11 38 24 4 8 28 43 , 4 8 26 32 35 18 -> 32 38 24 4 8 28 18 , 4 8 26 32 35 19 -> 32 38 24 4 8 28 19 , 4 8 26 32 35 41 -> 32 38 24 4 8 28 41 , 4 8 26 32 35 42 -> 32 38 24 4 8 28 42 , 4 8 26 32 35 34 -> 32 38 24 4 8 28 34 , 4 8 26 32 35 37 -> 32 38 24 4 8 28 37 , 4 8 26 32 35 43 -> 32 38 24 4 8 28 43 , 16 8 26 32 35 18 -> 29 38 24 4 8 28 18 , 16 8 26 32 35 19 -> 29 38 24 4 8 28 19 , 16 8 26 32 35 41 -> 29 38 24 4 8 28 41 , 16 8 26 32 35 42 -> 29 38 24 4 8 28 42 , 16 8 26 32 35 34 -> 29 38 24 4 8 28 34 , 16 8 26 32 35 37 -> 29 38 24 4 8 28 37 , 16 8 26 32 35 43 -> 29 38 24 4 8 28 43 , 18 8 26 32 35 18 -> 37 38 24 4 8 28 18 , 18 8 26 32 35 19 -> 37 38 24 4 8 28 19 , 18 8 26 32 35 41 -> 37 38 24 4 8 28 41 , 18 8 26 32 35 42 -> 37 38 24 4 8 28 42 , 18 8 26 32 35 34 -> 37 38 24 4 8 28 34 , 18 8 26 32 35 37 -> 37 38 24 4 8 28 37 , 18 8 26 32 35 43 -> 37 38 24 4 8 28 43 , 20 8 26 32 35 18 -> 39 38 24 4 8 28 18 , 20 8 26 32 35 19 -> 39 38 24 4 8 28 19 , 20 8 26 32 35 41 -> 39 38 24 4 8 28 41 , 20 8 26 32 35 42 -> 39 38 24 4 8 28 42 , 20 8 26 32 35 34 -> 39 38 24 4 8 28 34 , 20 8 26 32 35 37 -> 39 38 24 4 8 28 37 , 20 8 26 32 35 43 -> 39 38 24 4 8 28 43 , 22 8 26 32 35 18 -> 40 38 24 4 8 28 18 , 22 8 26 32 35 19 -> 40 38 24 4 8 28 19 , 22 8 26 32 35 41 -> 40 38 24 4 8 28 41 , 22 8 26 32 35 42 -> 40 38 24 4 8 28 42 , 22 8 26 32 35 34 -> 40 38 24 4 8 28 34 , 22 8 26 32 35 37 -> 40 38 24 4 8 28 37 , 22 8 26 32 35 43 -> 40 38 24 4 8 28 43 , 0 8 28 37 35 18 -> 10 42 29 38 4 10 18 , 0 8 28 37 35 19 -> 10 42 29 38 4 10 19 , 0 8 28 37 35 41 -> 10 42 29 38 4 10 41 , 0 8 28 37 35 42 -> 10 42 29 38 4 10 42 , 0 8 28 37 35 34 -> 10 42 29 38 4 10 34 , 0 8 28 37 35 37 -> 10 42 29 38 4 10 37 , 0 8 28 37 35 43 -> 10 42 29 38 4 10 43 , 2 8 28 37 35 18 -> 9 42 29 38 4 10 18 , 2 8 28 37 35 19 -> 9 42 29 38 4 10 19 , 2 8 28 37 35 41 -> 9 42 29 38 4 10 41 , 2 8 28 37 35 42 -> 9 42 29 38 4 10 42 , 2 8 28 37 35 34 -> 9 42 29 38 4 10 34 , 2 8 28 37 35 37 -> 9 42 29 38 4 10 37 , 2 8 28 37 35 43 -> 9 42 29 38 4 10 43 , 4 8 28 37 35 18 -> 31 42 29 38 4 10 18 , 4 8 28 37 35 19 -> 31 42 29 38 4 10 19 , 4 8 28 37 35 41 -> 31 42 29 38 4 10 41 , 4 8 28 37 35 42 -> 31 42 29 38 4 10 42 , 4 8 28 37 35 34 -> 31 42 29 38 4 10 34 , 4 8 28 37 35 37 -> 31 42 29 38 4 10 37 , 4 8 28 37 35 43 -> 31 42 29 38 4 10 43 , 16 8 28 37 35 18 -> 28 42 29 38 4 10 18 , 16 8 28 37 35 19 -> 28 42 29 38 4 10 19 , 16 8 28 37 35 41 -> 28 42 29 38 4 10 41 , 16 8 28 37 35 42 -> 28 42 29 38 4 10 42 , 16 8 28 37 35 34 -> 28 42 29 38 4 10 34 , 16 8 28 37 35 37 -> 28 42 29 38 4 10 37 , 16 8 28 37 35 43 -> 28 42 29 38 4 10 43 , 18 8 28 37 35 18 -> 34 42 29 38 4 10 18 , 18 8 28 37 35 19 -> 34 42 29 38 4 10 19 , 18 8 28 37 35 41 -> 34 42 29 38 4 10 41 , 18 8 28 37 35 42 -> 34 42 29 38 4 10 42 , 18 8 28 37 35 34 -> 34 42 29 38 4 10 34 , 18 8 28 37 35 37 -> 34 42 29 38 4 10 37 , 18 8 28 37 35 43 -> 34 42 29 38 4 10 43 , 20 8 28 37 35 18 -> 35 42 29 38 4 10 18 , 20 8 28 37 35 19 -> 35 42 29 38 4 10 19 , 20 8 28 37 35 41 -> 35 42 29 38 4 10 41 , 20 8 28 37 35 42 -> 35 42 29 38 4 10 42 , 20 8 28 37 35 34 -> 35 42 29 38 4 10 34 , 20 8 28 37 35 37 -> 35 42 29 38 4 10 37 , 20 8 28 37 35 43 -> 35 42 29 38 4 10 43 , 22 8 28 37 35 18 -> 36 42 29 38 4 10 18 , 22 8 28 37 35 19 -> 36 42 29 38 4 10 19 , 22 8 28 37 35 41 -> 36 42 29 38 4 10 41 , 22 8 28 37 35 42 -> 36 42 29 38 4 10 42 , 22 8 28 37 35 34 -> 36 42 29 38 4 10 34 , 22 8 28 37 35 37 -> 36 42 29 38 4 10 37 , 22 8 28 37 35 43 -> 36 42 29 38 4 10 43 , 0 8 29 39 35 18 -> 10 37 39 38 25 16 0 , 0 8 29 39 35 19 -> 10 37 39 38 25 16 1 , 0 8 29 39 35 41 -> 10 37 39 38 25 16 5 , 0 8 29 39 35 42 -> 10 37 39 38 25 16 8 , 0 8 29 39 35 34 -> 10 37 39 38 25 16 10 , 0 8 29 39 35 37 -> 10 37 39 38 25 16 12 , 0 8 29 39 35 43 -> 10 37 39 38 25 16 14 , 2 8 29 39 35 18 -> 9 37 39 38 25 16 0 , 2 8 29 39 35 19 -> 9 37 39 38 25 16 1 , 2 8 29 39 35 41 -> 9 37 39 38 25 16 5 , 2 8 29 39 35 42 -> 9 37 39 38 25 16 8 , 2 8 29 39 35 34 -> 9 37 39 38 25 16 10 , 2 8 29 39 35 37 -> 9 37 39 38 25 16 12 , 2 8 29 39 35 43 -> 9 37 39 38 25 16 14 , 4 8 29 39 35 18 -> 31 37 39 38 25 16 0 , 4 8 29 39 35 19 -> 31 37 39 38 25 16 1 , 4 8 29 39 35 41 -> 31 37 39 38 25 16 5 , 4 8 29 39 35 42 -> 31 37 39 38 25 16 8 , 4 8 29 39 35 34 -> 31 37 39 38 25 16 10 , 4 8 29 39 35 37 -> 31 37 39 38 25 16 12 , 4 8 29 39 35 43 -> 31 37 39 38 25 16 14 , 16 8 29 39 35 18 -> 28 37 39 38 25 16 0 , 16 8 29 39 35 19 -> 28 37 39 38 25 16 1 , 16 8 29 39 35 41 -> 28 37 39 38 25 16 5 , 16 8 29 39 35 42 -> 28 37 39 38 25 16 8 , 16 8 29 39 35 34 -> 28 37 39 38 25 16 10 , 16 8 29 39 35 37 -> 28 37 39 38 25 16 12 , 16 8 29 39 35 43 -> 28 37 39 38 25 16 14 , 18 8 29 39 35 18 -> 34 37 39 38 25 16 0 , 18 8 29 39 35 19 -> 34 37 39 38 25 16 1 , 18 8 29 39 35 41 -> 34 37 39 38 25 16 5 , 18 8 29 39 35 42 -> 34 37 39 38 25 16 8 , 18 8 29 39 35 34 -> 34 37 39 38 25 16 10 , 18 8 29 39 35 37 -> 34 37 39 38 25 16 12 , 18 8 29 39 35 43 -> 34 37 39 38 25 16 14 , 20 8 29 39 35 18 -> 35 37 39 38 25 16 0 , 20 8 29 39 35 19 -> 35 37 39 38 25 16 1 , 20 8 29 39 35 41 -> 35 37 39 38 25 16 5 , 20 8 29 39 35 42 -> 35 37 39 38 25 16 8 , 20 8 29 39 35 34 -> 35 37 39 38 25 16 10 , 20 8 29 39 35 37 -> 35 37 39 38 25 16 12 , 20 8 29 39 35 43 -> 35 37 39 38 25 16 14 , 22 8 29 39 35 18 -> 36 37 39 38 25 16 0 , 22 8 29 39 35 19 -> 36 37 39 38 25 16 1 , 22 8 29 39 35 41 -> 36 37 39 38 25 16 5 , 22 8 29 39 35 42 -> 36 37 39 38 25 16 8 , 22 8 29 39 35 34 -> 36 37 39 38 25 16 10 , 22 8 29 39 35 37 -> 36 37 39 38 25 16 12 , 22 8 29 39 35 43 -> 36 37 39 38 25 16 14 } The system was filtered by the following matrix interpretation of type E_J with J = {1,...,2} and dimension 2: 0 is interpreted by / \ | 1 4 | | 0 1 | \ / 1 is interpreted by / \ | 1 2 | | 0 1 | \ / 2 is interpreted by / \ | 1 3 | | 0 1 | \ / 3 is interpreted by / \ | 1 0 | | 0 1 | \ / 4 is interpreted by / \ | 1 0 | | 0 1 | \ / 5 is interpreted by / \ | 1 1 | | 0 1 | \ / 6 is interpreted by / \ | 1 3 | | 0 1 | \ / 7 is interpreted by / \ | 1 4 | | 0 1 | \ / 8 is interpreted by / \ | 1 5 | | 0 1 | \ / 9 is interpreted by / \ | 1 1 | | 0 1 | \ / 10 is interpreted by / \ | 1 3 | | 0 1 | \ / 11 is interpreted by / \ | 1 1 | | 0 1 | \ / 12 is interpreted by / \ | 1 3 | | 0 1 | \ / 13 is interpreted by / \ | 1 1 | | 0 1 | \ / 14 is interpreted by / \ | 1 0 | | 0 1 | \ / 15 is interpreted by / \ | 1 0 | | 0 1 | \ / 16 is interpreted by / \ | 1 0 | | 0 1 | \ / 17 is interpreted by / \ | 1 0 | | 0 1 | \ / 18 is interpreted by / \ | 1 4 | | 0 1 | \ / 19 is interpreted by / \ | 1 1 | | 0 1 | \ / 20 is interpreted by / \ | 1 7 | | 0 1 | \ / 21 is interpreted by / \ | 1 1 | | 0 1 | \ / 22 is interpreted by / \ | 1 0 | | 0 1 | \ / 23 is interpreted by / \ | 1 0 | | 0 1 | \ / 24 is interpreted by / \ | 1 0 | | 0 1 | \ / 25 is interpreted by / \ | 1 0 | | 0 1 | \ / 26 is interpreted by / \ | 1 0 | | 0 1 | \ / 27 is interpreted by / \ | 1 1 | | 0 1 | \ / 28 is interpreted by / \ | 1 0 | | 0 1 | \ / 29 is interpreted by / \ | 1 0 | | 0 1 | \ / 30 is interpreted by / \ | 1 0 | | 0 1 | \ / 31 is interpreted by / \ | 1 0 | | 0 1 | \ / 32 is interpreted by / \ | 1 0 | | 0 1 | \ / 33 is interpreted by / \ | 1 0 | | 0 1 | \ / 34 is interpreted by / \ | 1 0 | | 0 1 | \ / 35 is interpreted by / \ | 1 2 | | 0 1 | \ / 36 is interpreted by / \ | 1 0 | | 0 1 | \ / 37 is interpreted by / \ | 1 1 | | 0 1 | \ / 38 is interpreted by / \ | 1 0 | | 0 1 | \ / 39 is interpreted by / \ | 1 2 | | 0 1 | \ / 40 is interpreted by / \ | 1 0 | | 0 1 | \ / 41 is interpreted by / \ | 1 2 | | 0 1 | \ / 42 is interpreted by / \ | 1 0 | | 0 1 | \ / 43 is interpreted by / \ | 1 0 | | 0 1 | \ / 44 is interpreted by / \ | 1 4 | | 0 1 | \ / 45 is interpreted by / \ | 1 0 | | 0 1 | \ / After renaming modulo { 0->0, 1->1, 9->2, 19->3, 3->4, 34->5, 24->6, 2->7, 4->8, 16->9, 18->10, 20->11, 22->12 }, it remains to prove termination of the 7-rule system { 0 1 2 3 4 -> 0 1 2 5 3 4 6 , 7 1 2 3 4 -> 7 1 2 5 3 4 6 , 8 1 2 3 4 -> 8 1 2 5 3 4 6 , 9 1 2 3 4 -> 9 1 2 5 3 4 6 , 10 1 2 3 4 -> 10 1 2 5 3 4 6 , 11 1 2 3 4 -> 11 1 2 5 3 4 6 , 12 1 2 3 4 -> 12 1 2 5 3 4 6 } The system was filtered by the following matrix interpretation of type E_J with J = {1,...,2} and dimension 6: 0 is interpreted by / \ | 1 0 1 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 1 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 1 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 2 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 1 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 3 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 1 | | 0 0 0 0 0 0 | \ / 4 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 1 0 0 0 0 | \ / 5 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 6 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 7 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 8 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 9 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 10 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 11 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 12 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / After renaming modulo { 7->0, 1->1, 2->2, 3->3, 4->4, 5->5, 6->6, 8->7, 9->8, 10->9, 11->10, 12->11 }, it remains to prove termination of the 6-rule system { 0 1 2 3 4 -> 0 1 2 5 3 4 6 , 7 1 2 3 4 -> 7 1 2 5 3 4 6 , 8 1 2 3 4 -> 8 1 2 5 3 4 6 , 9 1 2 3 4 -> 9 1 2 5 3 4 6 , 10 1 2 3 4 -> 10 1 2 5 3 4 6 , 11 1 2 3 4 -> 11 1 2 5 3 4 6 } The system was filtered by the following matrix interpretation of type E_J with J = {1,...,2} and dimension 6: 0 is interpreted by / \ | 1 0 1 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 1 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 1 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 2 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 1 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 3 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 1 | | 0 0 0 0 0 0 | \ / 4 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 1 0 0 0 0 | \ / 5 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 6 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 7 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 8 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 9 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 10 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 11 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / After renaming modulo { 7->0, 1->1, 2->2, 3->3, 4->4, 5->5, 6->6, 8->7, 9->8, 10->9, 11->10 }, it remains to prove termination of the 5-rule system { 0 1 2 3 4 -> 0 1 2 5 3 4 6 , 7 1 2 3 4 -> 7 1 2 5 3 4 6 , 8 1 2 3 4 -> 8 1 2 5 3 4 6 , 9 1 2 3 4 -> 9 1 2 5 3 4 6 , 10 1 2 3 4 -> 10 1 2 5 3 4 6 } The system was filtered by the following matrix interpretation of type E_J with J = {1,...,2} and dimension 6: 0 is interpreted by / \ | 1 0 1 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 1 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 1 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 2 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 1 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 3 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 1 | | 0 0 0 0 0 0 | \ / 4 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 1 0 0 0 0 | \ / 5 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 6 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 7 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 8 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 9 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 10 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / After renaming modulo { 7->0, 1->1, 2->2, 3->3, 4->4, 5->5, 6->6, 8->7, 9->8, 10->9 }, it remains to prove termination of the 4-rule system { 0 1 2 3 4 -> 0 1 2 5 3 4 6 , 7 1 2 3 4 -> 7 1 2 5 3 4 6 , 8 1 2 3 4 -> 8 1 2 5 3 4 6 , 9 1 2 3 4 -> 9 1 2 5 3 4 6 } The system was filtered by the following matrix interpretation of type E_J with J = {1,...,2} and dimension 6: 0 is interpreted by / \ | 1 0 1 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 1 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 1 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 2 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 1 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 3 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 1 | | 0 0 0 0 0 0 | \ / 4 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 1 0 0 0 0 | \ / 5 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 6 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 7 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 8 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 9 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / After renaming modulo { 7->0, 1->1, 2->2, 3->3, 4->4, 5->5, 6->6, 8->7, 9->8 }, it remains to prove termination of the 3-rule system { 0 1 2 3 4 -> 0 1 2 5 3 4 6 , 7 1 2 3 4 -> 7 1 2 5 3 4 6 , 8 1 2 3 4 -> 8 1 2 5 3 4 6 } The system was filtered by the following matrix interpretation of type E_J with J = {1,...,2} and dimension 6: 0 is interpreted by / \ | 1 0 1 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 1 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 1 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 2 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 1 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 3 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 1 | | 0 0 0 0 0 0 | \ / 4 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 1 0 0 0 0 | \ / 5 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 6 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 7 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 8 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / After renaming modulo { 7->0, 1->1, 2->2, 3->3, 4->4, 5->5, 6->6, 8->7 }, it remains to prove termination of the 2-rule system { 0 1 2 3 4 -> 0 1 2 5 3 4 6 , 7 1 2 3 4 -> 7 1 2 5 3 4 6 } The system was filtered by the following matrix interpretation of type E_J with J = {1,...,2} and dimension 6: 0 is interpreted by / \ | 1 0 1 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 1 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 1 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 2 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 1 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 3 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 1 | | 0 0 0 0 0 0 | \ / 4 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 1 0 0 0 0 | \ / 5 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 6 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 7 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / After renaming modulo { 7->0, 1->1, 2->2, 3->3, 4->4, 5->5, 6->6 }, it remains to prove termination of the 1-rule system { 0 1 2 3 4 -> 0 1 2 5 3 4 6 } The system was filtered by the following matrix interpretation of type E_J with J = {1,...,2} and dimension 6: 0 is interpreted by / \ | 1 0 1 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 1 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 1 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 2 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 1 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 3 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 1 | | 0 0 0 0 0 0 | \ / 4 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 1 0 0 0 0 | \ / 5 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / 6 is interpreted by / \ | 1 0 0 0 0 0 | | 0 1 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | | 0 0 0 0 0 0 | \ / After renaming modulo { }, it remains to prove termination of the 0-rule system { } The system is trivially terminating.